<<display ZoneBackgrounds>><center>/% Image placeholder. %/</center>\n<<nobr>><affirmative><<print $newQuaggyName1>><<if $newQuaggyName2 neq 0>> <<print $newQuaggyName2>><<endif>> ''joins your party!''</affirmative><<display CompanionSetup>><<set $addQuaggy = 0>><<endnobr>><hr><<if $quaggyRerolls lte 0>>[[Continue.|$saveStateQuaggyGen]]<<elseif $quaggyRerolls gt 0>>[[See the next quaggy.|QuaggyGenerator][$pauseGeneration = 0]] ♦ [[Move on.|QuaggyDismissal][$pauseGeneration = 0]]<<endif>>

<<nobr>>\n\n/% ======================================================================== %/\n/% SCIENCE encounters %/\n\n<<if $zoneType is "science">>\n\n<<set $randomizer = either(1,1,2)>>\n\n<<if $randomizer is 1>><<set $resourceEncounter = either("honeybutter","raw gorger jelly","coffee powder","miracrystal dust")>><<endif>>\n\n<<if $randomizer is 2>><<set $resourceEncounter = either("fattenium ore","miracrystal")>><<endif>>\n\n\n/% ======================================================================== %/\n/% Random civvie encounters %/\n\n<<elseif $zoneType is "revstorage">>\n\n<<set $randomizer = either(1,1,2)>>\n\n<<if $randomizer is 1>><<set $resourceEncounter = either("honeybutter","raw gorger jelly")>><<endif>>\n\n<<if $randomizer is 2>><<set $resourceEncounter = either("fattenium ore","miracrystal")>><<endif>>\n\n\n/% ======================================================================== %/\n/% Cave resources %/\n\n<<elseif ($subterranean is 1) and ($indoorZone is 0)>>\n\n\n<<set $randomizer = either(1,1,1,2,2,3)>>\n\n<<if $randomizer is 1>><<set $resourceEncounter = either("clean water","plump tendrilvines","root veg")>><<endif>>\n\n<<if $randomizer is 2>><<set $resourceEncounter = either("eggs","plump tendrilvines","fish pond","slime")>><<endif>>\n\n<<if $randomizer is 3>><<set $resourceEncounter = either("fattenium ore","miracrystal","unclean water")>><<endif>>\n\n/% ======================================================================== %/\n/% Unsorted Natural/Wild-Found resources (sort by biome later) %/\n\n<<elseif $indoorZone is 0>>\n\n<<set $randomizer = either(1,1,1,2,2,3)>>\n\n<<if $randomizer is 1>><<set $resourceEncounter = either("rain-plumped tendrilgrass","clean water","berry bunch","fruit tree","root veg","fragrant herbs")>><<endif>>\n\n<<if $randomizer is 2>><<set $resourceEncounter = either("root veg","swollen pumpkins","melon patch","milkmelon patch","eggs","unclean water")>><<endif>>\n\n<<if $randomizer is 3>><<set $resourceEncounter = either("grain field","fattenium ore","miracrystal","sugarcanes","fish pond")>><<endif>>\n\n\n\n<<endif>><<endnobr>>

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

<<display ZoneBackgrounds>><<set $seenIt_Console = 1>><<if $newMachine is 1>><<display MachineEfficiency>><<set $maintained = 3; $maintenanceCap = 0>><<endif>><<display ColorWheel>>\nIt's an //enormous// tank attached to a control panel and a variety of thick cables. \nWhen activated, the control panel spawns a hologram UI around your field of vision that follows you as long as you're within range. \n\nIt takes a moment to load, seeming to search for something-- then makes a satisfied little tone, and a series of little 2D and 3D models of a body-- //your// body!-- appear on the hologram screen, along with a little alert window.\n\n<<if $inUse is 0>>The alert gently reminds you that ''the subject must be in the tank to utilize The Console'', and until something is placed inside, it will be in speculative mode.\n\n''You suppose that means //you'll// have to get in.''\n<<endif>><<if $inUse is 1>>\nClimbing into the machine, you close the door and make yourself as comfortable as you're able-- ''shortly before the tank fills with a thick liquid that makes your skin tingle oddly, leaving you to float inside.''\nThankfully, you can breathe in it, so you turn your attention to the hologram UI to peruse and finally make your selection.\n\nInstantly, a soft alarm sound echoes through the room and tank, several magenta lights on the sides flickering on and flashing in time.\n<brightalert>''A brilliant magenta light floods the tank, and your skin begins to vibrate uncomfortably...''</brightalert><<nobr>>\n\n<<endnobr>><<if $consoleType is 1>><<set $pain += random(24,55)>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.<<nobr>><<if ($species is "arka") and ($subspecies is 0)>><<display RevecroixRandomizer>><<set $subspecies = $randomArka>><<endif>><<endnobr>>\n<deepalert>''Suddenly, a jolt of white hot pain shoots through you; you curl reflexively into fetal position with a agonized scream as your body softens, bulges, tightens, and reshapes itself around you!</deepalert>\n\n<mutation>Finally-- //mercifully//-- the process ends, and as the strange liquid drains and the alarms stop blaring, you settle onto the bottom of the tank with a new <<print $species>> form.''</mutation><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 2>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<deepalert>''Suddenly, your <<if $consoleTarget is "belly">>belly creaks as it inflates rapidly, blimping up as tightly as it can!<<set $bellyBloat = ($belly * $maxBelly); $bellyStatus = "bursting"; $lethalKO = either(0,1); $deathCause = "burst belly">><<elseif $consoleTarget is "breast">>breasts creak as they expand rapidly, growing tight, fat, and perfectly round!<<set $breastBloat = ($breast * $maxBreast)>><<elseif $consoleTarget is "fullbody">>breasts and belly groan and creak as they inflate rapidly, growing tight, fat, and perfectly round!<<set $bellyBloat = ($maxBelly * 1.2); $breastBloat = ($maxBreast * 1.2); $breastStatus = "creaking"; $lethalKO = either(0,1); $deathCause = "burst belly">><<endif>>''</deepalert><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 3>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<brightalert>''Suddenly, your <<if $consoleTarget is "belly">>belly rapidly deflates, leaving you feeling strangely empty!<<set $bellyBloat = 0; $bellyLiquid = 0>><<elseif $consoleTarget is "breast">>breasts rapidly deflate, softening as they settle against your chest!<<set $breastBloat = 0; $storedMilk = 0>><<elseif $consoleTarget is "fullbody">>belly and breasts rapidly deflate, leaving you feeling strangely empty!<<set $bellyBloat = 0; $breastBloat = 0; $bellyLiquid = 0; $storedMilk = 0>>''</brightalert><<endif>><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 4>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<brightalert>''Suddenly, your <<if $consoleTarget is "belly">>belly begins to rapidly fatten up, jiggling and billowing out like dough!<<set $belly += ($machinePower * 2); $bellyBloat = $belly>><<elseif $consoleTarget is "breast">>breasts begin to swell rapidly, bouncing as they grow big, fat, and heavy!<<set $breast += ($machinePower * 2); $breastBloat = $breast; $milkFat += either(10,20,30)>><<elseif $consoleTarget is "thigh">>thighs begin to swell rapidly, jiggling and wobbling as they grow wide and soft!<<set $thigh += ($machinePower * 2); $thighFirmness -= ($machinePower * 2)>><<elseif $consoleTarget is "body">>body inflates rapidly, bloating wider, rounder, and softer as the moments pass!<<set $girth += ($machinePower * 2)>><<elseif $consoleTarget is "fullbody">>entire body begins to surge fatter, jiggling and wobbling as it swells!<<set $girth += ($machinePower * 2); $belly += ($machinePower * 2); $breast += ($machinePower * 2); $bellyBloat = $belly; $breastBloat = $breast; $milkFat += either(30,40,50); $thigh += ($machinePower * 2); $thighFirmness -= ($thighFirmness / 2)>><<endif>>''</brightalert><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 5>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<brightalert>''Suddenly, your <<if $consoleTarget is "belly">>belly begins to shrink away!<<set $belly -= ($machinePower * 2); $bellyBloat = ($belly * $maxBelly)>><<elseif $consoleTarget is "breast">>breasts begin to shrink away!<<set $breast -= ($machinePower * 2); $breastBloat = ($breast * $maxBreast); $milkFat -= either(10,20,30)>><<elseif $consoleTarget is "thigh">>thighs begin to shrink away!<<set $thigh -= ($machinePower * 2); $thighFirmness += ($machinePower * 2)>><<elseif $consoleTarget is "body">>body tightens and shrinks, growing lighter!<<set $girth -= ($machinePower * 2)>><<elseif $consoleTarget is "fullbody">>entire body begins to deflate!<<set $girth -= ($machinePower); $belly -= ($machinePower); $breast -= ($machinePower); $bellyBloat = $belly; $breastBloat = $breast; $milkFat -= either(10,10,20); $thigh -= ($machinePower); $thighFirmness += ($machinePower)>><<endif>>''</brightalert><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 6>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<brightalert>''Suddenly, your <<if $consoleTarget is "belly">>belly softens up!<<set $maxBelly += ($machinePower * 2); $bellyBloat = ($bellyBloat / 2)>><<elseif $consoleTarget is "breast">>breasts soften up!<<set $maxBreast += ($machinePower * 2); $breastBloat = ($breastBloat / 2)>><<endif>></brightalert>''<<nobr>>\n\n<<endnobr>><<elseif $consoleType is 7>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<brightalert>''Suddenly, your <<if $consoleTarget is "belly">>belly tightens painfully!<<set $maxBelly -= ($machinePower * 2); $bellyBloat = $belly; $lethalKO = either(0,1); $deathCause = "burst belly">><<elseif $consoleTarget is "breast">>breasts tighten painfully!<<set $maxBreast -= ($machinePower * 2); $breastBloat = $breast>><<endif>></brightalert>''<<nobr>>\n\n<<endnobr>><<elseif $consoleType is 8>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<brightalert>''Suddenly, you begin to feel anxious and jittery!''</brightalert><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 9>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<brightalert>''Suddenly, you begin to feel dazed and sluggish...''</brightalert><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 10>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<brightalert>''Suddenly, you begin to feel //hungrier...//''</brightalert><<set $esurience = 1>><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 11>><<set $pain += random(2,8)>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n</brightalert>''Suddenly, your breasts begin to tighten and expand, jiggling and sloshing as they swell rapidly with fat and milk!''</brightalert><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 12>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<deepalert>''Suddenly, a jolt of white hot pain shoots through you; you curl reflexively into fetal position with a agonized scream as your body softens, bulges, and reshapes itself around you, swelling round, flabby, and soft!\n\nYou feel your mind growing dull and fuzzy, and a strange warmth grows in you, as well as a gnawing, incessant hunger...</deepalert>\n\n<mutation>Finally-- //mercifully//-- the process ends, and as the strange liquid drains and the alarms stop blaring, you settle onto the bottom of the tank as a new <<print $species>>, your bloated, blubbery flesh jiggling around you!''</mutation><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 13>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<brightalert>''Suddenly, your belly balloons enormously, quivering with a thick, pillowy layer of new fat!''</brightalert><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 14>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<deepalert>''Suddenly, the rest of your body begins to shrink away, your <<if $consoleTarget is "belly">>belly rapidly, painfully expanding as all of the excess fat is pumped into it!<<set $belly = (($belly + $girth + $breast + $thigh) - 1150); $bellyBloat = ($maxBelly * 2); $girth = 1000; $breast = 50; $thigh = 100; $pain += random(20,30); $health = "Sore"; $lethalKO = either(0,1); $deathCause = "burst belly">><<elseif $consoleTarget is "breast">>breasts rapidly, painfully expanding as all of the excess fat is pumped into them!<<set $breast = (($belly + $girth + $breast + $thigh) - 1300); $breastBloat = ($maxBreast * 2); $girth = 1000; $belly = 200; $thigh = 100; $pain += random(20,30); $health = "Sore">><<elseif $consoleTarget is "thigh">>thighs rapidly, painfully expanding as all of the excess fat is pumped into them!<<set $thigh = (($belly + $girth + $breast + $thigh) - 1250); $girth = 1000; $belly = 200; $breast = 50; $pain += random(20,30); $health = "Sore">><<elseif $consoleTarget is "body">>body rapidly expanding as all of the excess fat is pumped into it!<<set $girth = (($belly + $girth + $breast + $thigh) - 350); $belly = 200; $breast = 50; $thigh = 100; $pain += random(20,30); $health = "Sore"; $lethalKO = 1; $deathCause = "explosion">><<endif>>''</deepalert><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 15>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<brightalert>''You begin to feel very strange, and your insides shift and lurch...''</brightalert><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 16>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<brightalert>''Suddenly, your entire body begins to expand, your muscles bloating beneath a layer of thickening fat!''<<set $girth += ($machinePower * 2); $belly += ($machinePower * 2); $breast += ($machinePower * 2); $bellyBloat = ($maxBelly + ($maxBelly /2)); $breastBloat = ($maxBreast + ($maxBreast / 2)); $milkFat += either(30,40,50); $thigh += ($machinePower * 2); $thighFirmness -= ($machinePower * 2); $strength += 1>></brightalert><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 17>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<brightalert>''Your skin tingles...''</brightalert><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 333>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<deepalert>''Suddenly, a jolt of white hot pain shoots through you; you curl reflexively into fetal position with a agonized scream as your body softens, bulges, tightens, and reshapes itself around you!</deepalert>\n\n<mutation>Finally-- //mercifully//-- the process ends, and as the strange liquid drains and the alarms stop blaring, you settle onto the bottom of the tank with a new, restored form.''</mutation><<set $consecutiveDrain = 0; $consecutiveGain = 0; $breastParasite = 0; $breastParaLoad += 0; $bellyParasite = 0; $bellyParaLoad += 0; $bodyPlumperParasite = 0; $wgParaLoad += 0; $bellyPlumperParasite = 0; $bellywgParaLoad += 0; $breastPlumperParasite = 0; $breastwgParaLoad += 0; $lactationParasite = 0; $lacParaLoad += 0; $metaParasite = 0; $metaParaLoad += 0; $slimeBellyParasite = 0; $slimeBellyParaLoad = 0; $slimeBreastParasite = 0; $slimeBreastParaLoad = 0; $lactation = 0>><<nobr>>\n\n<<endnobr>><<elseif $consoleType is 666>>\s\nThe odd vibration grows in intensity, and you grit your teeth as they chatter in your head.\n<deepalert>''Suddenly, your belly begins to bloat, creaking and wobbling as it fills with...//something.//\n\nSomething //writhing...//''</deepalert><<endif>><<nobr>>\n\n<<endnobr>>\n<<set $consoleType = 0; $consoleTarget = 0>><<endif>><<display Metabolism>><<display Effects>><<if $doMaintenance is 1>>\n\nYou sit, removing the back panel from the equipment and setting to work!<<set $doMaintenance = 0>><<if $successMaintenance is 1>>\nAfter a bit of careful evaluation and maintenance work, ''the machine is now in <<if $machineEfficiency is "poor">><<set $machineEfficiency = "fair">>fair condition!<<elseif $machineEfficiency is "fair">><<set $machineEfficiency = "good">>good condition!<<endif>><<display MachineEfficiency>><<set $maintenanceCap = 1>>''\n<<else>>You work and fiddle with the parts, circuits, and controls, ''but the thing is fighting you all the way..!''\n<<endif>><<endif>><<if $machinePower gt $machineBattery>>\n''It looks like it's run out of power.''<<if $special_battery gt 0>> [[Use a battery. (x<<print $special_battery>>)|passage()][$special_battery -= 1; $machineBattery += random(8,24); $inUse = 0]]<<endif>><<else>>\n<center><framed><mini>''HYPOTHESIS CONSOLEv5.11 COMMAND PANEL.''------------------------\n''__TRANSFORM__''\n~~''WARNING! HIGH-COST PROCEDURE. //POWER LEVELS CRITICAL//''~~\n<<nobr>>[[Post-Human|passage()][$machineBattery = 0; $inUse = 1; $consoleType = 1; $species = "post-human"; $starveFloor = 1500; $subspecies = 0; $slimeFlag = 0; $dragonFlag = 0]]\n\n ♦ [[Arka|passage()][$machineBattery = 0; $inUse = 1; $consoleType = 1; $species = "arka"; $bodyColor = $fullChroma; $slimeFlag = 0; $dragonFlag = 0]]\n\n ♦ [[Aladeri|passage()][$machineBattery = 0; $inUse = 1; $consoleType = 1; $species = "aladeri"; $girth -= ($machinePower * either(1,2)); $starveFloor = 1000; $subspecies = either("keldori","sindori","miradori","lithe"); $slimeFlag = 0; $dragonFlag = 0]]\n\n ♦ [[Mythosi|passage()][$machineBattery = 0; $inUse = 1; $consoleType = 1; $species = "mythosi"; $girth += ($machinePower * either(2,4,6)); $belly += ($machinePower * either(2,4,6)); $breast += ($machinePower * either(1,2)); $strength += random(3,16); $bodyType = either("belly","round","pear","cubus","bloatpear","bulging","guguetelle"); $starveFloor = 5000; $subspecies = 0; $bodyColor = $fullChroma; $slimeFlag = 0]]<<endnobr>>\n''__DISTORT__''\n''BLOAT''\n [[Breasts|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 2; $consoleTarget = "breast"]] ♦ [[Belly|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 2; $consoleTarget = "belly"]] ♦ [[ALL|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 2; $consoleTarget = "fullbody"]]\n''DEFLATE''\n [[Breasts|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 3; $consoleTarget = "breast"]] ♦ [[Belly|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 3; $consoleTarget = "belly"]] ♦ [[ALL|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 3; $consoleTarget = "fullbody"]]\n''FATTEN''\n [[Breasts|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 4; $consoleTarget = "breast"]] ♦ [[Belly|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 4; $consoleTarget = "belly"]] ♦ [[Thighs|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 4; $consoleTarget = "thigh"]] ♦ [[Body|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 4; $consoleTarget = "body"]] ♦ [[ALL|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 4; $consoleTarget = "fullbody"]]\n''SHRINK''\n [[Breasts|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 5; $consoleTarget = "breast"]] ♦ [[Belly|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 5; $consoleTarget = "belly"]] ♦ [[Thighs|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 5; $consoleTarget = "thigh"]] ♦ [[Body|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 5; $consoleTarget = "body"]] ♦ [[ALL|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 5; $consoleTarget = "fullbody"]]\n[[LIQUEFY|passage()][$machineBattery = 0; $inUse = 1; $consoleType = 12; $species = "blubberslime"; $bellyBloat += ($machinePower * random(5,30)); $starveFloor = 1500; $subspecies = 0]]\n''REALLOCATE''\n [[Breasts|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 14; $consoleTarget = "breast"]] ♦ [[Belly|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 14; $consoleTarget = "belly"]] ♦ [[Thighs|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 14; $consoleTarget = "thigh"]] ♦ [[Body|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 14; $consoleTarget = "body"]]\n''__SHAPE__''\n [[DEFAULT|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 15; $bodyType = 0]] ♦ [[ROUND|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 15; $bodyType = "round"]] ♦ [[BUSTY|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 15; $bodyType = "busty"]] ♦ [[MIRIETE|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 15; $bodyType = "belly"]] ♦ [[PEAR|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 15; $bodyType = "pear"]] ♦ [[HOURGLASS|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 15; $bodyType = "hourglass"]] ♦ [[THIGHS|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 15; $bodyType = "thigh"]]\n''__HUE/SATURATION__''\n [[STRIP|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = 0]] ♦ [[RED|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "red"]] ♦ [[ORANGE|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "orange"]] ♦ [[YELLOW|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "yellow"]] ♦ [[GREEN|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "green"]] ♦ [[BLUE|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "blue"]] ♦ [[INDIGO|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "indigo"]] ♦ [[VIOLET|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "violet"]] ♦ [[PINK|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "pink"]] ♦ [[MAGENTA|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "magenta"]] ♦ [[BLACK|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "black"]] ♦ [[GRAY|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "gray"]] ♦ [[SILVER|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "silver"]] ♦ [[WHITE|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "white"]] ♦ [[BROWN|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = "brown"]] ♦ [[RANDOMIZE|passage()][$machineBattery -= 1; $inUse = 1; $consoleType = 17; $bodyColor = $fullChroma]]\n''__PROCESS__''\n''ELASTICIZE''\n [[Breasts|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 6; $consoleTarget = "breast"]] ♦ [[Belly|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 6; $consoleTarget = "belly"]] ♦ [[ALL|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 6; $consoleTarget = "fullbody"]]\n''TIGHTEN''\n [[Breasts|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 7; $consoleTarget = "breast"]] ♦ [[Belly|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 7; $consoleTarget = "belly"]] ♦ [[ALL|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 7; $consoleTarget = "fullbody"]]\n[[BULK|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 16; $consoleTarget = "fullbody"]]\n[[INCREASE METABOLISM|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 8; $metaGain -= 30; $metaBurn += 20]] ♦ [[DECREASE METABOLISM|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 9; $metaGain += 20; $metaBurn -= 30]]\n[[INCREASE APPETITE|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 10; $esurience += $machinePower]] ♦ [[ADMINISTER PAINKILLERS|passage()][$machineBattery -= $machinePower; $inUse = 1; $consoleType = 17; $amalgaToxicity = ($girth/200) + ($girth/400)]]\n''__PRESETS__''\n<<nobr>>[[BOVIATE|passage()][$machineBattery -= ($machineBattery / 2); $inUse = 1; $consoleType = 11; $breast += ($machinePower * random(3,6)); $maxBreast += either(10,15,20); $breastBloat = ($maxBreast * 1.2); $storedMilk = $breastBloat; $milkRate += either(20,30,40,50); $milkFat += either(20,30,40,50,60,70,80); $milkType = 0; $breast += ($machinePower * either(10,15,20)); $bodyType = "boviete"]]\n ♦ [[ADIANATE|passage()][$machineBattery = 0; $inUse = 1; $consoleType = 12; $girth += $machinePower * either(4,6,8,10,12) ; $belly += $machinePower * either(1,2,4,6); $maxBelly += either(10,20,30); $bellyBloat = ($maxBelly * 1.2); $breast += ($machinePower * either(1,2,4,6); $milkFat += either(20,30,40,50); $milkType = 0; $thigh += ($machinePower * either(1,2,4,6)); $thighFirmness -= ($machinePower * 2); $consoleType = 12; $metaGain += 20; $metaBurn -= 30; $species = "adephagian"; $subspecies = 0; $esurience += random(2,5); $starveFloor = 3000]]\n ♦ [[ADIA-BOVIATE|passage()][$machineBattery = 0; $inUse = 1; $consoleType = 12; $girth += ($machinePower * either(2,4,6)); $belly += $machinePower * either(1,2,4,6); $maxBelly += either(10,20,30); $bellyBloat = ($maxBelly * 1.2); $maxBreast += either(10,15,20); $breastBloat = ($maxBreast * 1.2); $storedMilk = $breastBloat; $milkRate += either(20,30,40,50); $milkFat += either(20,30,40,50,60,70,80); $milkType = 0; $breast += ($machinePower * either(2,4,6,8)); $thigh += ($machinePower * either(1,2)); $thighFirmness -= ($machinePower * 2); $consoleType = 12; $metaGain += 20; $metaBurn -= 30; $species = "adephagian"; $subspecies = "bovitype"; $esurience = 1; $bodyType = "boviete"; $esurience += random(2,5); $starveFloor = 3000]]\n ♦ [[GUGUETELIE|passage()][$machineBattery -= ($machineBattery / 2); $inUse = 1; $consoleType = 13; $maxBelly += either(10,20,30); $belly += ($machinePower * random(3,6)); $bellyBloat = ($maxBelly * 1.2); $bodyType = "guguetelle"; $esurience += random(2,5); $lethalKO = either(0,1); $deathCause = "burst belly"]]<<endnobr>>\n[[EXPERIMENTAL-- DO NOT USE!!!|passage()][$machineBattery = $machinePower; $inUse = 1; $consoleType = 666; $direParasite = 1; $direParaLoad += $machinePower * random(10,50); $bellyBloat = ($maxBelly * 1.2); $lethalKO = either(0,1); $deathCause = "burst belly"]]\n</mini><<if ($activeOcc is "Smithier") or ($activeOcc is "Datiere")>><center><framed><<if ($maintained gt 0) and ($machineEfficiency neq "good") and ($machineEfficiency neq "excellent") and ($machineEfficiency neq "flawless") and ($maintenanceCap neq 1) and ($pain lt 60)>><hr>[[Attempt Maintenance. (<<print $maintained>> attempts remaining)|passage()][$inUse = 0; $maintained -= 1; $doMaintenance = 1; $successMaintenance = either(0,1)]] ♦ <<endif>><<endif>></framed></center><<endif>>\n<center>[[Back.|$saveStateSpecial][$inUse = 0]]</center>

<<display ZoneBackgrounds>><center><<display EncounterImg>><<set $ateIt = 0>><<nobr>>\n\n/% HUN-TIIINGGG~!\n\nIf the player's "fat score" (all girth stats combined) is higher than the average of the creature's fat and bloat stats, they "win" and are able to decide what to do with it (provided they don't have status effects that decide for them!). \n\nOtherwise, the creature flees.\n\nWhether you succeed or fail, you expend some calories in the attempt. %/\n\n\n\n\n<<if $bonusEnergy gte 10>><<set $bonusEnergy -= 10>><<else>><<set $calories -= 10>><<endif>>\n\n<<endnobr>><framed><<if ($fatScore + ($strength * 5)) gte ($encFatten + $encBloat)>>\n''You leap for the <<print $encounter>>, <affirmative>successfully taking it down!</affirmative>''\n<<if $autoEat is 1>>\n''You can't resist devouring it on the spot!''<<set $calories += $encFatten; $bellyBloat += $encBloat; $ateIt = 1; $lethalKO = 1; $deathCause = "burst belly">><<display CreatureLoot>><<display Metabolism>><<display Alert>><<display Effects>><<elseif ($bellyStatus is "bursting") and ($autoEat is 0)>>''You're too stuffed to eat it right now.''<<endif>><<nobr>>\n\n<<endnobr>><<if (($fatScore + ($strength * 5)) gte (($encFatten + $encBloat)/2)) and ($ateIt is 0)>><<display Metabolism>><<display Effects>><<display CreatureLoot>><hr><<nobr>>\n\n<<if ($bellyStatus neq "bursting") and ($encBloat lte ($belly * $maxBelly))>>[[Eat it now.|$saveStateHunting][$calories += $encFatten; $bellyBloat += $encBloat]] ♦ <<endif>>\n\n[[Butcher.|$saveStateHunting][$waterStock += $waterResource; $milkStock += $milkResource; $meatStock += $meatResource; $fishStock += $fishResource; $poultryStock += $poultryResource; $eggStock += $eggResource; $grainStock += $grainResource; $rootStock += $rootResource; $fruitStock += $fruitResource; $vegStock += $vegResource; $sugarStock += $sugarResource; $nutStock += $nutResource; $fatStock += $fatResource; $herbStock += $herbResource; $jellyStock += $jellyResource; $dragonStock += $dragonResource; $leupaiStock += $leupaiResource; $fatteniumStock += $fatteniumResource; $miraStock += $miraResource]]<<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<elseif $fatScore lt ($encFatten + $encBloat)>><<set $randomizer = random(1,10)>>\n<<nobr>>You leap for the <<print $encounter>>, ''<brightalert>\n\n<<if ($randomizer is 1) or ($randomizer is 1)>><deepalert>but it //thrashes you soundly!//</deepalert>\n<<set $bluntTraumaAfflicted = random(22,40); $pain += $bluntTraumaAfflicted; $health = "Pained"; $deathCause = "blunt force trauma">>\n\n<<elseif ($randomizer gte 3) and ($randomizer lt 5)>>but you get only a few sharp knocks for your trouble!\n<<set $bluntTraumaAfflicted = random(18,25); $pain += $bluntTraumaAfflicted; $health = "Sore"; $deathCause = "blunt force trauma">>\n\n<<elseif $randomizer gte 5>>but it throws you off!\n<<set $bluntTraumaAfflicted = random(2,12); $pain += $bluntTraumaAfflicted; $health = "Sore"; $lethalKO = either(0,0,0,0,1); $deathCause = "blunt force trauma">>\n\n<<endif>></brightalert><<endnobr>>\nIf only you were stronger or fatter...''<<endif>></framed>\n[[Back.|$saveStateHunting][$ateIt = 0]]</center>

<<display ZoneBackgrounds>><center>[img[aetherhole]]</center>\nYou tumble down into the aetherhole, a chill wind whipping around your skin as you fall through time and space.<<nobr>>\n\n/% Aetherhole Travel - Phys Side %/\n\n<<endnobr>><<if $plane is 0>><<nobr>>\n\n/% Where did you come from, where did you go? %/\n\n<<if ($location is "Forest") or ($location is "Woods") or ($location is "Deep Forest") or ($location is "Deep Woods")>>\n\n/% Heartwood, Merrevet, or Cherboret %/\n<<set $plane = either("The Heartwood","Merrevet","Cherboret")>>\n<<if $plane is "The Heartwood">>\n<<set $planeIntro = "an enormous and ancient forest, with a canopy that extends beyond the clouds, shrouding the light of the sun. Bioluminescent flora and glowing water light the area, and hundreds of creatures can be heard calling through the leafy shadows"; $zoneType = "vital"; $itemPool = "planetest">>\n\n<<elseif $plane is "Merrevet">>\n<<set $planeIntro = "a dark and murky forest, shrouded by an eerie black mist; a gleaming, red crescent moon glares down from overhead"; $zoneType = "shadow">>\n\n<<elseif $plane is "Cherboret">>\n<<set $planeIntro = "a forest full of shimmering, pure white cherry trees, loaded down with enormous fruit"; $zoneType = "dream"; $itemPool = "planetest">><<endif>>\n\n<<elseif ($location is "Deadwood") or ($location is "Bog") or ($location is "Swamp") or ($location is "Reeds")>>\n\n/% Merrevet %/\n<<set $plane = "Merrevet"; $planeIntro = "a dark and murky forest, shrouded by an eerie black mist; a gleaming, red crescent moon glares down from overhead"; $zoneType = "shadow"; $itemPool = "planetest">>\n\n\n<<elseif ($location is "Highlands") or ($location is "Mountain")>>\n\n/% Celestine %/\n<<set $plane = "Celestine"; $planeIntro = "an iridescent land of crystal and snow, surrounded by billowing clouds and aurora-painted, starry skies"; $zoneType = "expansion"; $itemPool = "planetest">>\n\n\n<<elseif ($location is "Meadow") or ($location is "Garden")>>\n\n/% Sugarstomp %/\n<<set $plane = "Sugarstomp"; $planeIntro = "a brilliant land made of sweets and chocolate as far as the eye can see"; $zoneType = "gluttony"; $itemPool = "planetest">>\n\n<<elseif ($location is "Icewood") or ($location is "Crystalforest")>>\n\n/% Cherboret %/\n<<set $plane = "Cherboret"; $planeIntro = "a forest full of shimmering, pure white cherry trees, loaded down with enormous fruit"; $zoneType = "dream"; $itemPool = "planetest">>\n\n<<elseif ($location is "River") or ($location is "Lake")>>\n\n/% Apothecary %/\n<<set $plane = "Apothecary"; $planeIntro = "a vast and rippling ocean of thick, iridescent goo"; $zoneType = "slime"; $itemPool = "planetest">>\n\n<<else>>\n\n/% Aetherspace %/\n<<set $plane = "Aetherspace"; $planeIntro = "an endless sea of dark space, stars and nebulae glittering in the background"; $zoneType = "void"; $aetherbloatTick = 10; $itemPool = "planetest">>\n\n<<endif>>\n\n<<endnobr>>\n\nFinally, you land bottom-down in <<print $planeIntro>>... ''you've been teleported to <<print $plane>>!''<<elseif $plane neq 0>><<nobr>>\n\n/% Aetherhole Travel - Altplanar Side %/\n\n<<endnobr>>\n\n''Finally, you land bottom-down in the <<print $location>> of <<print $locName>>!''<<set $plane = 0; $aetherbloatTick = 0; $zoneType = 0; $itemPool = 0; $locStatus = 0; $encounterKind = 0>><<endif>>\n<<display Metabolism>><<display Alert>><<display Effects>>\n<hr>[[Explore.|Explore]]

<<if $berry_mira gt 0>>''<<print $berry_mira>> Miraberry'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "miraberries"; $berry_mira -= 1; $itemName = "Miraberries"]] • [[Discard|DiscardConfirm][$itemID = "berry_mira"; $itemName = "Miraberries"]] <<endif>><<if $mush_strange gt 0>>''<<print $mush_strange>> Strange Mushroom'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "strange mushroom"; $mush_strange -= 1; $itemName = "Strange Mushrooms"]] • [[Discard|DiscardConfirm][$itemID = "mush_strange"; $itemName = "Strange Mushrooms"]] <<endif>><<if $oil_leupai gt 0>>''<<print $oil_leupai>> Leupai Oil'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "leupai oil"; $oil_leupai -= 1; $itemName = "Leupai Oil"]] • [[Discard|DiscardConfirm][$itemID = "oil_leupai"; $itemName = "Leupai Oil"]] <<endif>><<if $pill_gainer gt 0>>''<<print $pill_gainer>> Gainer Pills'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "gainer pills"; $pill_gainer -= 1; $itemName = "Gainer Pills"]] • [[Discard|DiscardConfirm][$itemID = "pill_gainer"; $itemName = "Gainer Pills"]] <<endif>><<if $powder_calorie gt 0>>''<<print $powder_calorie>> Calorie Powder'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "calorie powder"; $powder_calorie -= 1; $itemName = "Calorie Powder"]] • [[Discard|DiscardConfirm][$itemID = "powder_calorie"; $itemName = "Calorie Powder"]] <<endif>><<if $powder_calorie_extra gt 0>>''<<print $powder_calorie_extra>> Extra Strength Calorie Powder'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "extra strength calorie powder"; $powder_calorie_extra -= 1; $itemName = "Extra Strength Calorie Powder"]] • [[Discard|DiscardConfirm][$itemID = "powder_calorie_extra"; $itemName = "Extra Strength Calorie Powder"]] <<endif>><<if $powder_calorie_max gt 0>>''<<print $powder_calorie_max>> Maximum Strength Calorie Powder'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "maximum strength calorie powder"; $powder_calorie_max -= 1; $itemName = "Maximum Strength Calorie Powder"]] • [[Discard|DiscardConfirm][$itemID = "powder_calorie_max"; $itemName = "Maximum Strength Calorie Powder"]] <<endif>><<if $powder_calorie_xp gt 0>>''<<print $powder_calorie_xp>> Experimental Calorie Powder'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "experimental calorie powder"; $powder_calorie_xp -= 1; $itemName = "Experimental Calorie Powder"]] • [[Discard|DiscardConfirm][$itemID = "powder_calorie_xp"; $itemName = "Experimental Calorie Powder"]] <<endif>><<if $shot_bustbillow gt 0>>''<<print $shot_bustbillow>> Bust Billower Shot'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "bust billower shot"; $shot_bustbillow -= 1; $itemName = "Bust Billower Shot"]] • [[Discard|DiscardConfirm][$itemID = "shot_bustbillow"; $itemName = "Bust Billower Shot"]] <<endif>><<if $shot_thighplump gt 0>>''<<print $shot_thighplump>> Thigh Plumper Shot'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "thigh plumper shot"; $shot_thighplump -= 1; $itemName = "Thigh Plumper Shot"]] • [[Discard|DiscardConfirm][$itemID = "shot_thighplump"; $itemName = "Thigh Plumper Shot"]] <<endif>> <<if $shot_fattenium gt 0>>''<<print $shot_fattenium>> Fattenium Shot'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "fattenium shot"; $shot_fattenium -= 1; $itemName = "Fattenium Shot"]] • [[Discard|DiscardConfirm][$itemID = "shot_fattenium"; $itemName = "Fattenium Shot"]] <<endif>><<if $shot_fattenium_pure gt 0>>''<<print $shot_fattenium_pure>> Pure Fattenium Shot'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "pure fattenium shot"; $shot_fattenium_pure -= 1; $itemName = "Pure Fattenium Shot"]] • [[Discard|DiscardConfirm][$itemID = "shot_fattenium_pure"; $itemName = "Pure Fattenium Shot"]] <<endif>><<if $shot_miratoxin gt 0>>''<<print $shot_miratoxin>> Miratoxin Shot'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "miratoxin shot"; $shot_miratoxin -= 1; $itemName = "Miratoxin Shot"]] • [[Discard|DiscardConfirm][$itemID = "shot_miratoxin"; $itemName = "Miratoxin Shot"]] <<endif>><<if $shot_miratoxin_detox gt 0>>''<<print $shot_miratoxin_detox>> Mira-Detoxin Shot'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "miradetoxin shot"; $shot_miratoxin_detox -= 1; $itemName = "Mira-Detoxin Shot"]] • [[Discard|DiscardConfirm][$itemID = "shot_miratoxin_detox"; $itemName = "Mira-Detoxin Shot"]] <<endif>><<if $pill_bellyboost gt 0>>''<<print $pill_bellyboost>> Belly Booster'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "belly booster"; $pill_bellyboost -= 1; $itemName = "Belly Booster"]] • [[Discard|DiscardConfirm][$itemID = "pill_bellyboost"; $itemName = "Belly Booster"]] <<endif>> <<if $pill_bellybomb gt 0>>''<<print $pill_bellybomb>> Bellybomb'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "bellybomb"; $pill_bellybomb -= 1; $itemName = "Bellybomb"]] • [[Discard|DiscardConfirm][$itemID = "pill_bellybomb"; $itemName = "Bellybomb"]] <<endif>><<if $pill_bellybomb_mega gt 0>>''<<print $pill_bellybomb_mega>> Mega Bellybomb'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "mega bellybomb"; $pill_bellybomb_mega -= 1; $itemName = "Mega Bellybomb"]] • [[Discard|DiscardConfirm][$itemID = "pill_bellybomb_mega"; $itemName = "Mega Bellybomb"]] <<endif>><<if $pill_energybomb gt 0>>''<<print $pill_energybomb>> Energy Bomb'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "energy bomb"; $pill_energybomb -= 1; $itemName = "Energy Bomb"]] • [[Discard|DiscardConfirm][$itemID = "pill_energybomb"; $itemName = "Energy Bomb"]] <<endif>><<if $pill_soother gt 0>>''<<print $pill_soother>> Soothers'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "soothers"; $pill_soother -= 1; $itemName = "Soothers"]] • [[Discard|DiscardConfirm][$itemID = "pill_soother"; $itemName = "Soothers"]] <<endif>><<if $milk_strange gt 0>>''<<print $milk_strange>> Strange Milk'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "strange milk"; $milk_strange -= 1; $itemName = "Strange Milk"]] • [[Discard|DiscardConfirm][$itemID = "milk_strange"; $itemName = "Strange Milk"]] <<endif>> <<if $cake_enormous gt 0>>''<<print $cake_enormous>> Enormous Cake'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "enormous cake"; $cake_enormous -= 1; $itemName = "Enormous Cake"]] • [[Discard|DiscardConfirm][$itemID = "cake_enormous"; $itemName = "Enormous Cake"]] <<endif>><<if $shot_deflator gt 0>>''<<print $shot_deflator>> Deflator Injection'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "deflator injection"; $shot_deflator -= 1; $itemName = "Deflator Injection"]] • [[Discard|DiscardConfirm][$itemID = "shot_deflator"; $itemName = "Deflator Injection"]] <<endif>><<if $shot_unmarked gt 0>>''<<print $shot_unmarked>> Unmarked Injection'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "unmarked injection"; $shot_unmarked -= 1; $itemName = "Unmarked Injection"]] • [[Discard|DiscardConfirm][$itemID = "shot_unmarked"; $itemName = "Unmarked Injection"]] <<endif>><<if $shot_parasite_belesse gt 0>>''<<print $shot_parasite_belesse>> M. belesse Injection'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "M. belesse injection"; $shot_parasite_belesse -= 1; $itemName = "M. belesse injection"]] • [[Discard|DiscardConfirm][$itemID = "shot_parasite_belesse"; $itemName = "M. belesse injection"]] <<endif>><<if $shot_parasite_miriete gt 0>>''<<print $shot_parasite_miriete>> M. miriete Injection'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "M. miriete injection"; $shot_parasite_miriete -= 1; $itemName = "M. miriete injection"]] • [[Discard|DiscardConfirm][$itemID = "shot_parasite_miriete"; $itemName = "M. miriete injection"]] <<endif>> <<if $shot_parasite_belebaret gt 0>>''<<print $shot_parasite_belebaret>> M. belebaret Injection'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "M. belebaret injection"; $shot_parasite_belebaret -= 1; $itemName = "M. belebaret injection"]] • [[Discard|DiscardConfirm][$itemID = "shot_parasite_belebaret"; $itemName = "M. belebaret injection"]] <<endif>><<if $shot_parasite_belite gt 0>>''<<print $shot_parasite_belite>> M. belite Injection'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "M. belite injection"; $shot_parasite_belite -= 1; $itemName = "M. belite injection"]] • [[Discard|DiscardConfirm][$itemID = "shot_parasite_belite"; $itemName = "M. belite injection"]] <<endif>><<if $shot_parasite_moreauii gt 0>>''<<print $shot_parasite_moreauii>> M. moreauii Injection'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "M. moreauii injection"; $shot_parasite_moreauii -= 1; $itemName = "M. moreauii injection"]] • [[Discard|DiscardConfirm][$itemID = "shot_parasite_moreauii"; $itemName = "M. moreauii injection"]] <<endif>><<if $shot_parasite_heleni gt 0>>''<<print $shot_parasite_heleni>> M. heleni Injection'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "M. heleni injection"; $shot_parasite_heleni -= 1; $itemName = "M. heleni injection"]] • [[Discard|DiscardConfirm][$itemID = "shot_parasite_heleni"; $itemName = "M. heleni injection"]] <<endif>><<if $shot_parasite_virii gt 0>>''<<print $shot_parasite_virii>> L. virii Injection'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "L. virii injection"; $shot_parasite_virii -= 1; $itemName = "L. virii injection"]] • [[Discard|DiscardConfirm][$itemID = "shot_parasite_virii"; $itemName = "L. virii injection"]] <<endif>><<if $shot_slime gt 0>>''<<print $shot_slime>> Slime Injection'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "slime injection"; $shot_slime -= 1; $itemName = "Slime Injection"]] • [[Discard|DiscardConfirm][$itemID = "shot_slime"; $itemName = "Slime Injection"]] <<endif>><<if $shot_worm gt 0>>''<<print $shot_worm>> Dire Worm Injection'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "dire worm injection"; $shot_worm -= 1; $itemName = "Dire Worm Injection"]] • [[Discard|DiscardConfirm][$itemID = "shot_worm"; $itemName = "Dire Worm Injection"]] <<endif>><<if $shot_eggGrowth gt 0>>''<<print $shot_eggGrowth>> Egg Accelerator Injection'' ♦ [[Use|passage()][$usedItem = 1; $used = "status"; $itemEncounter = "egg accelerator injection"; $shot_eggGrowth -= 1; $itemName = "Egg Accelerator Injection"]] • [[Discard|DiscardConfirm][$itemID = "shot_eggGrowth"; $itemName = "Egg Accelerator Injection"]] <<endif>><<if $donut_fattenium gt 0>>''<<print $donut_fattenium>> Fattenium Donut'' ♦ <<if $bellyStatus neq "bursting">>[[Eat|passage()][$usedItem = 1; $used = "food"; $calories += random(65,110); $bellyBloat += 100; $fatteniumPoisoning += either(0,0,0,10); $donut_fattenium -= 1; $itemName = "Fattenium Donut"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "donut_fattenium"; $itemName = "Fattenium Donut"]] <<endif>><<if $candy_colorfulfruit gt 0>>''<<print $candy_colorfulfruit>> Colorful Fruit Candy'' ♦ <<if $bellyStatus neq "bursting">>[[Eat|passage()][$usedItem = 1; $used = "food"; $calories += either(0,0,10); $bellyBloat += 10; $bonusEnergy += 20; $candy_colorfulfruit -= 1; $itemName = "Colorful Fruit Candy"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "candy_colorfulfruit"; $itemName = "Colorful Fruit Candy"]] <<endif>> <<if $candy_milky gt 0>>''<<print $candy_milky>> Milky Candy'' ♦ <<if $bellyStatus neq "bursting">>[[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 10; $bellyBloat += 10; $bonusEnergy += 20; $candy_milky -= 1; $itemName = "Milky Candy"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "candy_milky"; $itemName = "Milky Candy"]] <<endif>><<if $candy_slimebait gt 0>>''<<print $candy_slimebait>> Bubble Candy'' ♦ <<if $bellyStatus neq "bursting">>[[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 0; $bellyBloat += 10; $bonusEnergy += 20; $candy_slimebait -= 1; $itemName = "Bubble Candy"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "candy_slimebait"; $itemName = "Bubble Candy"]] <<endif>><<if $drink_milk gt 0>>''<<print $drink_milk>> Adephagian Milk'' ♦ <<if $bellyStatus neq "bursting">>[[Drink|passage()][$usedItem = 1; $used = "drink"; $calories += either(10,20,30); $bellyBloat += 20; $bellyLiquid += 50; $bonusEnergy += 30; $drink_milk -= 1; $itemName = "Adephagian Milk"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "drink_milk"; $itemName = "Adephagian Milk"]] <<endif>><<if $drink_espresso gt 0>>''<<print $drink_espresso>> Espresso'' ♦ <<if $bellyStatus neq "bursting">>[[Drink|passage()][$usedItem = 1; $used = "drink"; $calories += 0; $bellyBloat += 10; $bellyLiquid += 30; $bonusEnergy += 120; $drink_espresso -= 1; $itemName = "Espresso"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "drink_espresso"; $itemName = "Espresso"]] <<endif>><<if $drink_coffee gt 0>>''<<print $drink_coffee>> Black Coffee'' ♦ <<if $bellyStatus neq "bursting">>[[Drink|passage()][$usedItem = 1; $used = "drink"; $calories += 0; $bellyBloat += 30; $bellyLiquid += 30; $bonusEnergy += 80; $drink_coffee -= 1; $itemName = "Black Coffee"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "drink_coffee"; $itemName = "Black Coffee"]] <<endif>><<if $drink_coffee_milky gt 0>>''<<print $drink_coffee_milky>> Milky Coffee'' ♦ <<if $bellyStatus neq "bursting">>[[Drink|passage()][$usedItem = 1; $used = "drink"; $calories += 10; $bellyBloat += 30; $bellyLiquid += 30; $bonusEnergy += 60; $drink_coffee_milky -= 1; $itemName = "Milky Coffee"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "drink_coffee_milky"; $itemName = "Milky Coffee"]] <<endif>><<if $drink_fragrant gt 0>>''<<print $drink_fragrant>> Bottle of Fragrant'' ♦ <<if $bellyStatus neq "bursting">>[[Drink|passage()][$usedItem = 1; $used = "drink"; $calories += 10; $bellyBloat += 60; $bellyLiquid += 30; $bonusEnergy += 10; $drink_fragrant -= 1; $itemName = "Bottle of Fragrant"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "drink_fragrant"; $itemName = "Bottle of Fragrant"]] <<endif>><<if $candy_buttercandy gt 0>>''<<print $candy_buttercandy>> Buttercandy Bar'' ♦ <<if $bellyStatus neq "bursting">>[[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 30; $bellyBloat += 20; $bonusEnergy += 30; $candy_buttercandy -= 1; $itemName = "Buttercandy Bar"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "candy_buttercandy"; $itemName = "Buttercandy Bar"]] <<endif>><<if $pastry_indulgence gt 0>>''<<print $pastry_indulgence>> Indulgence Biscuits'' ♦ <<if $bellyStatus neq "bursting">>[[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 70; $bellyBloat += 30; $bonusEnergy += 30; $pastry_indulgence -= 1; $itemName = "Indulgence Biscuits"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "pastry_indulgence"; $itemName = "Indulgence Biscuits"]] <<endif>><<if $pastry_buttercake gt 0>>''<<print $pastry_buttercake>> Buttercake'' ♦ <<if $bellyStatus neq "bursting">>[[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 30; $bellyBloat += 10; $bonusEnergy += 10; $pastry_buttercake -= 1; $itemName = "Buttercake"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "pastry_buttercake"; $itemName = "Buttercake"]] <<endif>> <<if $pastry_croissant gt 0>>''<<print $pastry_croissant>> Huge Croissant Sandwich'' ♦ <<if $bellyStatus neq "bursting">>[[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 80; $bellyBloat += 100; $bonusEnergy += 50; $pastry_croissant -= 1; $itemName = "Huge Croissant Sandwich"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "pastry_croissant"; $itemName = "Huge Croissant Sandwich"]] <<endif>><<if $pastry_belsuite gt 0>>''<<print $pastry_belsuite>> Plump Suai Belsuite'' ♦ <<if $bellyStatus neq "bursting">>[[Eat|passage()][$usedItem = 1; $used = "food"; $calories += either(60,70,80); $bellyBloat += 30; $bonusEnergy += 20; $pastry_belsuite -= 1; $itemName = "Plump Suai Belsuite"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "pastry_belsuite"; $itemName = "Plump Suai Belsuite"]] <<endif>><<if $pastry_belsuite_fat gt 0>>''<<print $pastry_belsuite_fat>> Overstuffed Suai Belsuite'' ♦ <<if $bellyStatus neq "bursting">>[[Eat|passage()][$usedItem = 1; $used = "food"; $calories += either(90,100,110,120); $bellyBloat += 40; $bonusEnergy += 20; $pastry_belsuite_fat -= 1; $itemName = "Overstuffed Suai Belsuite"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "pastry_belsuite_fat"; $itemName = "Overstuffed Suai Belsuite"]] <<endif>><<if $pastry_buttercake_spiked gt 0>>''<<print $pastry_buttercake_spiked>> Experimental Buttercake'' ♦ <<if $bellyStatus neq "bursting">>[[Eat|passage()][$usedItem = 1; $used = "food"; $calories += either(50,60,70,80,90,100,150,200,250); $bellyBloat += either(10,20,30,40,50,60,70,80,90,100,150); $bonusEnergy += either(0,10,20,30,40,50,100); $fatteniumPoisoning += either(0,0,0,10,20); $pastry_buttercake_spiked -= 1; $itemName = "Experimental Buttercake"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "pastry_buttercake_spiked"; $itemName = "Experimental Buttercake"]] <<endif>><<if $drink_science gt 0>>''<<print $drink_science>> Science Soda'' ♦ <<if $bellyStatus neq "bursting">>[[Drink|passage()][$usedItem = 1; $used = "drink"; $calories += either(0,10,20,30,40,50,60,70,80,90,100,110,120,130,140,150,200,500); $bellyBloat += either(0,10,20,30,40,50,100,150,200,210,220,230,240,250,260,270,280,290,300,450,500,1000,1500,2000,5000,10000,500000); $bonusEnergy += either(0,10,20,30,40,50,100,150,200,210,220,230,240,250,260,270,280,290,300,450,500); $bellyLiquid += either(0,10,20,30,40,50,100,150,200,210,220,230,240,250,260,270,280,290,300,450,500,1000,2000,5000,50000); $drink_science -= 1; $itemName = "Science Soda"]] • <<endif>>[[Discard|DiscardConfirm][$itemID = "drink_science"; $itemName = "Science Soda"]]\n<<endif>>

<<if $eatenCorpse is 0>>//''You discover the corpse of a <redalert><<if $corpseColor neq 0>><<print $corpseColor>> <<endif>><<if $corpseType neq 0>><<print $corpseType>> <<endif>><<if $corpseSubspecies neq 0>><<print $corpseSubspecies>> <<endif>><<print $corpseSpecies>></redalert>.\n\n<<print $corpseCondition>>''//<<elseif $eatenCorpse is 1>>//''You found the corpse of a <<if $corpseColor neq 0>><<print $corpseColor>> <<endif>><<if $corpseType neq 0>><<print $corpseType>> <<endif>><<if $corpseSubspecies neq 0>><<print $corpseSubspecies>> <<endif>><<print $corpseSpecies>>\nIt has been dealt with accordingly, now.''//<<endif>><hr><<if $storedInventory is 1>>[[Reclaim Inventory.|passage()][$storedInventory = 0]] ♦ <<endif>><<if $canEatCorpse is 1>>[[Consume.|passage()][$eatenCorpse = 1; $canEatCorpse = 0; $storedCorpse = 0]] ♦ [[Butcher.|passage()][$eatenCorpse = 2; $canEatCorpse = 0; $storedCorpse = 0]] ♦ [[I want NOTHING to do with this...|Explore][$storedCorpse = 0]]<<endif>><<if $storedInventory is 0>>[[Continue.|Explore]]<<endif>>

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sUcG/aeg/w2D1bNwNxrPS7ltachx8Y3EgNpoqzD23+rRrDnSpOTgH3psdvjbtxH4vGSgSiviOKHZ0Fj6BhcDZNAyRxBraHnzfxTsS7PF0nGnBzdwO2JFaSWHPQicDBXoJDabW98e3AoJvkbudDvuQUcKeAexBX9fHS7OdQ91Hody29fYvxZOQ1crCTxm9zy36a5M6Q2D9wBA3B9wV9uP1Kc+pSngLuQVzV8zhs0HdEQ3eoNRpZuDizcJ4vDHuOvc2YzqJPq2NwTrPHOQY9S3vew/jwkFf5+EBwuv1OAfdmrhIEooHDWT1U0S8CNlFcktL+fiDsbSf01LJ2PsDzDepSIPYPHP2eo9U5EeGR8PYcpHK6HkbAqYMkSpUhRzl+nie5SznoOa6/0mepHbB8PsRa/avA/yYi7O8kGCN0Fgtu5oNAzt2VATkgOd1+p4B7M1dSdCztIdZNTArIQc+xdDZAVfn4r+3xyd/YRy089kyHIJC/6qx+lwgda5Wd9YjOvEeznbGWD8hOOQt3US+bkM6gO+nrOdL+m78G/GdSnezpOiKWeFDLjvDmlNSdnHYVMMJwkGATWDkfDK68o/3qrVcHjzZaXv/spfDXWnPeX4oj/SCA58uTvT1Ld9dy5R0tjMle6EFcrYzQ71mGPcviWpBa69mwrjM/8uFdS8C/IG0dMVqfD0TA3zqF1kMCuNF2s3Z6EY7xhGjgGPYdy2eDHT/gCx95Z8sHnHOsJ3H+zHcbTz5z41aECCytBeMk+AMBHMSRMug7loyA01lRZKsx7QlcX1sB22h92yngHg7AadEVU6uoq7dyQkqWxEMFSJxl4Kx2J+I7X94d9V2wdSti6WxIs+MRDx/cPhYRbOIAwXhCMrsrO3wbAG7aHL5V0v6it0/h9dbGcGXWQOtVISLgnDLs6+jvjwPdWkLFlzNbtyOGsbJ2PnzgTppqGmd6Hhwz1z44waTJOeC/A/7vU+4/QzpS7H6uJm+Tkqa3DHDq6jWPqdVQBj2Ll5bZ/My0+CmO3NfefG3I/KLHwqpPkjxAoyHgHAy6Lq1UON6zhzy4UPN+rr9IOsXoL5HWNk5b93Nc1x8Dniedr/4T2Xs4dSmP5VJm1qF2l2bMXxKn0i2Ej9W+8UAWbl8bPtsdJjz95DzGyANNB6QXDcU5xfPluJXmHdLEd/+E7JMnSAeTfPaMj//i7DN27+E1r5BOTfqK7O9HgPcCXwPcAv7XU8AdaRPGbqNq6lZWUwPGQLdnsYnSnvd+DeWDNa4k0dB9841XBquLcwHLZx+wdcs+jLPpZcQP5LgVCkvchZD7LVrPAf8WOOs0jblnKH26mn3GuwXce0lnTKxOuf99py7l0auVWjYwnnxEhI26fJnnC9t3YoJQaM6ZH3F2MsbzA1m59ergT/eGjstPtXLFyQMFnJFcLXMXgDspwuV3Af+niJyNbcIwiZjRkDdJm0XdzXo/8OuHgG10wToF3BErBDCevD7s2/fEkfuXkm3c/M14QjRQdjdiltaCTwSh+Ueu8g37gWFnPflL118fXD57vsHSWkASPXjCTwTiyKHZezpMLF1jEOZ4+BsJPQL8U0Eagzii4Yd85Ts/lyfWLjBMZsr0f+ZdvObnkeb2jvK8lk8Bd/RayDbfh2wCxsj/EVWAEjaE9WsDbKKsXgy/P4m1LyYDpeau5Be++NGDbw0bhqtPNlGnb0nBqQgkSaqWMR6HMqRT3t8XP+R74+8ATyXOYozhy9/5Wfzedz3OQrNNbJNZWhlePebrXczAtjLDYxdPAXf0WgOwif67uUWP1fONje31OHfJGi3D3lbC9VcGXHq89Y8aTe9HAdTC7nrM3lbC3mbMq5/o/pV+ZHn8mTZh06OQBH/AgJNcQmbM4RmJ/kEak1Ys3fmHeF/8OeB3AfTiIc+df5T3P3qZX7+2wUduvEIzCJGjveLjuH1NUjb6zIyPnztBMfBbBrgr2b9vOKcsnfFfEGX7tU/2SGJl82bEix/usnI+/M21y+GftDa1XDubCf0DRxwpd25E37WxEX3h40+2WTobEsdvYe44b6UuKYmg0y3h3naSFdFKddM8jOsdwJ+HVHHQ9APec+lxbu07/tUnfp1eNCAwM3FtnWO85v/E9ET6ND7gFHBHxG8jGdCGS8AL5PrVp9v/LOo7XvztLjdfG7B6IfzJi481vzCJdDdsCNdfHnDjlQHd/YTtO9HlrfXov79wscnFx5rYyL3lakQdiSdlOthsonR3k/TB5cc9/ZDuie8dEVyC0PADPrV+nX/yW/+eO/s7tMIGMwrYZq33+1rgT43+sOpmKR5+HHjyJALuQaUFgkKg+zoC8VBpdsyfeeq9c7+0fSc654fmP8wv+f/pYDdhcdVn81bMndeHYCAeOiJn/39nzjQWrz7dxiY8UM3kdMQdTjf6gWF3MyIaKGHTVHN1j2Vxy42HaD/8TuAbRn94xuBU+dVXPwEK7fBYRmWWivYF4Aczh4HEORAwMpOQ4DuL7/UUcJOWtAUcAFuFq/+m58vfaS94DPtKEqeTb7ZuxrzwiS4OxVdDrO6vriwHX/XYu9q51Xirl5Am7/WwBwjsrMdp24eGSQeMlJm2pYcMcLUDI48zzeiYgPuLI88nspa5RpMveuK9/PbNl3l16xZN/9DWnZ+TvcaJUuw8KJfSKwCuW3XLbJICsNH22N1M+NRHD8BCYIRY3fctLwff+eR75vACeSjAVguuiuXzA6G/b9lZj1k9F07TWj5MvSnfzX1oQ3+M9bmkU5QAGCYxT5+9zCMra+z2u7OQMk9xAoei+A/wdUJSKVNS3ZzGS4G3dSvi1ed7mEx9H1n3P6ysBH/+8Xd38ANDHD1cAnsZuT6Va4B4qVt07YUejZawciHEJndtBR7U+sb773Afuv7b4gW/FYS8vrPO69vr7Pa7s1rVtVPAHW5JJ6qcPV/wPOGNFwZ0DxLECKIQW/c9y8vB9z72bAc/kLTs5iHSZyjphcLFmlP+mknVGk3DjZcHbG/GPP3eOTxfppUNPUwN2X/ffT7eYVfHzwP+UGkjeh7r+ztYVVpBOGvXtfAUcIcDLi7u2LBl2N2IufapPtYpnggOJXLuT62uBn/l8Wc7eIFk/U8erhPnrNJse8SRIxo45hZ9rFX8ULj1+pAXP9Xl0cfbLJ8LiAZuVmf0rVpfDTxzn495WGz17RMXMFUCzyfIfr+PceKnZQxnqlc98dKq7zvXI4Z9RxAYXGrZvv7chcbfSMFmUrA9hMtZZW7Rww8Nt14bYq0SD5QXP9zj5Y/3uHK1zcXHmsTZ+3/I26+/90045rR6v2eArz9h+/dExnClq57vGzZuDNnbiPDDND5zVp+7eKX19y8/ldYaJg+ZG1klezxfuPJUk1c+3uOj/3kP51LVyRPv6rB2KSSJFXVp7V5vP8EPDEFDHjbwBcBXvQlE0mBKNPe1JxEoJw1w7eqpt4kjbBmeeK6DHwoHO3bZ+PIPz1wKGzYhnxfwMK8kVhZWAp7+zDn2ty3GFxZXfMJGegEZAUsMDAeKGCUU87B1hV7gPszsq6546A6cS2PaIDSp/C392P8PPo3XgwLcXDVmsRbmFv1U+AuELe/veEbeM7IKJ2UlsdJoeTQ7Xp4jjCoEiQjTClQfhk/6Pu6jGHhEHu1v22tJrKgqq+dDvKZBrf5B7q9CRE8Bd7iF84tfjE10RJf/eRH5L6w9mZ3jjsoNKgVlTGEoiRiJ72m36X25OH3Bm3FOegfJ8/0Dy9yij+/nWtP7/VrxKeAOt3B12qA/Cnyf6klv0zjlip81tU0ihzFeKgczqWWM+m5wt5Na1UHQkDQmvDfQnb2vnzdtkZH0dt0ntg9iltZCmnOGQdctU0kF3IfVPQXcERZOBE81J09+B/DDb2ef3RjJy3P8wKAovi90d5PrN14Z3grCuwtU48ixdrHBmYuNexUEhPcXcEI0sL32gjdozjeZW/JH7Q4fBy7fTyMKfOoUcPWrkV39+taqNSIgLAA/ytt81rUIJJFDPMEPxzV0Bzv2t/Z24q0wuAsTp9BNLJ0FH+OT9jq++3Vfp/iIB9HQbatqf37JZ27RG7ncX3efT+3zwAungJtyFTVG2NmIFvzABPNLfmyt/hPqO/e+7dag5wiCVK6mLnUnd7eSOyDHrnpQBeuURx5tsnoxYDi45yDuvtaVpW3q3a9v3Yp2k0hZPhOMiJR33efT+tpJ3AsPLA9nPIiGetVZ94PGlz1r9Ss/HcCmCv2upTOf0rF+IKzfiOju2Q8Gvjn25B0bK+2O4fyjAX5gGPYdRtLatbsZ48N9bEgrkr6/Yc/+Zkro5HH5Avc/uf73TgF3yIUPoDPvsX07/vZ46HL6+NMBcDZOc4ojTeX6G9EByv9x3MnI6iBsCWuXAoZ9RRi3bVDSVtZpVfmxDhzdty/ZCNHQYRO2F5ZDzj3SwPMFm+j7GFf834+1A/zGKeCmL+ccBA3DcJC2S2g0H7oEMHqf0jrF0hLVNCUQhAbfF175eJ/93eRn2m2zfqyPr+C1hM6S4AfTL1aaVZbL7KC7bxbOeDDouXh/O/mVJHYp4DzBJjp/n7+qnwKunwJu+joQ0pkBNhvi8aBVJPoAc6Sj10qtuGJt2jbgtU/2uPNGxOoF/4c9M6PES8H4koqkE4t4Hkky23uYEXRb95Mh2ttKXooi91sOLc7p+7z7enrh755Uj+dBAe5R46VyLRunvfjf7P2vD4EIQbNC1GbH8MrzXRpN7+DclfDbwqb88lFkySj+8UOPJHEkatE47WImxzgHM4DuV+7HZ/V8IRpYdjeiFxKUs2cbnLkcYmPFGPn8+yjV+9fAL58CbvpaEOFbrYU7b0Q02h6N1v2dUqoPscLHJsqVp1o4x7c3GuaH5pY8DnYtxkyCE8jnngehwQ+FrY0+3T1Le87DGLnrc3MI8P4zsJcRG3cPOE9Yvx7T7bl/MvJm+gfpjL+gIRd8/76Jtv/aSY7pHwTgvge4mkSOhWWfuSUf1XsjTPQESejUgR/Kxy8/2fyh7dsx8bA8E885xbl0wxoDrTkPP4TmXNrs8vprCTZRjOfj7L2dsymg2wE+Sdoj5K7BNhw4Nm5ECHwqMIaD7YTf/uU9nFOuvqPVOH+1kZcq3cP6p6RzDk4BN2V9DvBns3kCnLkUYq3WNUV9OIB23KvALB9CIIn1f/F8YXEtYPtOlFoxTXNyQdPgB9DspBbNT0d04XRc2iOG++KCTwGdzUiIuwacHwh3rg/Z209+JfTN/5mKtTPCCNZsoovpubqnD5GQzqXjFHDT11+mUJU7usLNCrb7ArA3kwmd7divAf8AB0EgLK0G+edyTgmaqR7SZY1vR0JoeZMqxqa4mL9+19YtSOec3742xBf5rZHrmCQ6alz2Dmf1fug1/wLwiVPATV9/BPjSB2bFdPZp9g9qZVv6h4HdUdPYRtsgKOkYEME5fUur2rM+LL8gwoeB9x73+mSMcPu1IYO+5eqT7R8NGoJauPZynyhyGGT1PlQ0/Nvs4s0p4OpXB/i+hwFob2W0p/Axgb9e/IyJfUiK/bIaPRunqQvjyz/0PXnvcQQJQWjo7iZcvzZgdTV4YfVi+BEhdZODpuH5D+0T4e611q4HfCtvk/Vmlbp/L2ln4SNBNvpvZnBVfwrAqvvhyEe8mT/8GYW+ZhbtoSJ7NFX2N9ppdfrHf2X/JzduRv0gnG1LGJNa59c/1UcQLj3Z+utBIF1IW2OsXQx55jPm8ZHGPQxc6ZNOQH3p7QK4N8PCPUuhV/w9W7Kay60+lPZsYn23oj8rD+d78wGnqHMW5pYCls4Er65fj/7+8tngW4PQcGgxsIAfCjde7rO1E/H4kx068/6ZOHLvB75QFX/QtWb5TLC1shr+7uHAHU9VJPkp+ybgl3gbrTcDcH+GdPzQvYHtLQLaYe/RGEkrtTM2oDQNRwv/KNvO6YfU6RWQbdKO0w9qvQu4QDqB9AOkQ0NWSMtwvMyr8bNa8UQVa4T4kWfav/6RX9599/qNiKvvaGH7089DGBr2t2Jee7HP8lLAuasNbKJ/kcrAe2sV46VkmbPMpJ8dDehMhu47vED+MW+zdb8B9+XUdPA9lst4JIz0voJoFtfJ82VcpR0p8dAx6FmigSOKFOcyRs6k3cj8QJabHe/nOvMeYvRVVT5Cmu/6GPCvgGvA7l19mEmGNwS+hHTY/HPAZ6Oa+oUz0MGKkiRK2DTPLawGrL8x5NyVTANZY+WMn+bcXvjtLkFgeOJdHcSMBdrFr9IYIQgN+zsWmzg87xD9rIIXpIn/nc3kOxsN8zf8UN52Avf7Dbi/cP9Bpg8EWMX34fmCeAIuraze2Uzo7ll6B0ma2sg2kx8KzVba+k4kTVwbPxUp+3428AMeJf0Zre8H9kkVHr8IfAj4OWYZSpG2LxgB/H3ANwNfp5U2CVJ3bg8Bn2qaNzt3tcHmrYj160MuPt6aAJwIGIHXXhzQiyzPPDdPs+OlTZOk/v0GTYONHUms+AFT2yb5oZCqkYb/jXP6v7TnPN6O634C7uvIhis8SLDdj5hw5Mp4XpqgH/Yde3cittcjDvYczjrCpqEz77N6zqcz7+H5Bs8XgixRPZoxoGi+gZ3V8gYbb/r5zBv48uzvW8B/BP73DIh3qhtdgWjg6Mx5nz+/5P+5sGn+QBkQk9Gi1H3uGuAFoSBGGfYdVh233hhw5lKI55tSgyQ/NOysx9y62efS5SYr58ND2zuk3alN7h3UYV4yUA4OLJ/8zYMXFlaCH7/6dCvt6amngDvM0fl/z7T57wFkdwvkw45sTKqUcBZ2txM2bw3Z3ohwFtpzHmcvhcwv+3TmPDw/rdBWzUClynBiZoAc+b5qHnEe+DpEvo5U1/hvBP7/fmh+1nii8dBhE72ydiH466sXGn8w8OqmCOnE+9C6d1ayehA2Pfpdx6uf6HGwHbO8GrK9GXPztSFXn26RZK9jRFCn3Lk2pOl5XHqihTtivrq1ytyCT7Pt1barNyYt2dq8GfHSR7o02+apc1cb/9EY+UIxus0p4KauP67oc/cGtqPyafcDzOPleeOyl9vXh6xfH9I7cPg+rJ0PWTkb0p738TxyBYgdzlhPc0QAptMgmr7/BWPkazxfvmbz1vDlvZ3kf56b99sXrja+e2ElWItjTUctj9rtTQW4Hmr5RNLNvnMn4qWP9hCBJ57rsHoh5JWP9bj+Wp/FNZ+FlYB46BAPhgPLwV7C6sWQRjOtNj/0TKQ6UpbPBRNThoJG6mq++vEu6zdi1i42uPJUC+Pxrmjofk6ELyJNC7y9AHcfckNtaoYzTAPCfQPZXRIsni/4WeB/840Bd94Y0hsmLM4HPPrONourAY1mGk/YRLmXXplSNzjuiHfp+wbjwbWXerz+au/x8+ebf/PqU+kEoWiQUX0y/Rwd/ZqS0fqGO29EfOoTB6wu+zz53BxBw5BEjstPNul3LS99pMuzn7eAF6Q+rWajxVpzZubz4lzaCNZl53PkHm/ejLjzRjpM6cn3dlg+ExBHqepGhM8hnYz6/3q7AU6+7Xf81L0e4zuoK5m4S2s2FWRTQTtbrGe81HUc9B3rN4bcvDYgShyrKyHnrzZYWA4wJh0OObGZZg0m7q6nSA6SIEwnBb3wsQN2tmMee7LDhUebxYa59S7pIa9bZwHDpmH9esQnPn7AxfNNnnhX2sUwiVNCaERgXPtUamAuPdnKGiCl88qbHQ8/GDOIh9bcadrJC9JaPuOnMfLGjSGtOY/VC+mwyjh77RrW++dPATdeDeCjVNtX3wXY3gygKZqyiYEQDRzrtyJuvNYjShwrKyGXHmkxt+Sn86VjNzOudLaIbQZAan6ERtNwsGf51EcOsLHyjmfnWFj1U/LAVl9I6l9/BuCFDcPeVszHfnOf5bWQp5/r4DRtPV98W56f5hz3thL80NBsm6yg1uCsq+02NmtbB81SAJ6RaUAbrZ8iTXecxnDZ+qMlsB3TdTw+yGY/jkiqzlcHt98YcO2VPt0oYW2pwVOPNllcCVJVewlod5PjOwavpDoZu4nSaHrsbsV84kP7NJqGZz93nmbLG88omIjXqudH8vM2DYCKplXZseWFj3Zptjyeeq6DI6tQkPLzrE2PtbDsp0RRVoGexO5I7+Qo4Imk1i4+enz0f0mayP/4KeBS5cKfvW9Aqz3G3QHVD1Iqensj5tpLPba7McvzAc8+Pc/yaggCcWRrLdqbQYzJIfY5DA0btwZ84qP7rK02ePLdHYxnGA5sadsObUxsE5pBSOAFeQJZkClnTCZYUWOE1z81YBA5nvvsOYwPw77LwkKZOAsKJPYwllNm+n7qADhrPxcx/F7Pl1PAkSZdH7+fYDs6YXA40IwHnm/o9yzXXupxZ31IMzC88+k5Vs+FeL6QRC4VNcmD02RqzYYTSd279ZtDPvXxA86db/D4OzuoQjxMyREFVB3DJOLM3AqPrFzi+u4d1g+2CDx/4oyMwSclTlJRgsCwv5Nw43qPS5dbzC36RFm7wtG5rbdMOnHJmEisHxG7HqOhUfkceWBj/bKDXfuDIp/egPNQ/eZZgXYvFm3W5wZhiqCbr/V55eUeTpUrV1tcuNokbJq0X+IwU/HLtJe7u5o6mekZ5UeFDcP6rSGf/PgBFy83efzpDkmcsaKSwUSVoY15Yu0Rvuzp9/PISpOf/vBvcG37Jr7xyjAQKZyrsvUbbdabr/fxRDj/SDNLypcBoyX7KFOj1okY9phWb1bweZ4QDdzc7WsDPE/eJoC7u3T+VwGffS9gOdbzDrGAI1JkfzfhxecP2O8mnFlp8MhTbVpzHjZyDHt2hkvD3Vu148FUaDQMm+tDPvGxPa5cafPYUy3iocW5sjUZ2ojVzipf9s7P55GVJh+6vs4n11+h4QcTW3giqV4AoOcL+3sxW+sRF682aTSlMMNOamO/6W7hgwOf8YTuru3sbyb44dsFcHe3/sSbAbZpQBvfV45X/DBVfrz2Yo9rr/dpNgzvevc8K2dD1ClRL6nkrKb/JvcVgtOtX9Aw7O3FPP/RPc5faPDIky2iyGasn5QcUAOos9za3ebG7hb/4YVfYW+4T9NvZm7aIZ+n8OaNMWzejkCUlfNhpWOaloCTg6YClnq3cPLsTcjJjuFujh7qXOoBDLqW6y8Neimx8+nrUr5fS60T9JhAOwKcE+6iTjzSmLTaeG8n5oWPH9DvW65caXH58RbGQDS06bNkhjhSOfS93S346uyB7xuioeUTH91lcdnnyac7xInLLNvkc3zPZ2+4x79+/t8TJxZVR9MP0axngZZNWuUYYw8gGlo214csrvi0O4YkcQWoSD3rWbR6FZdz1MrP971M5qa18epRFk9EcNaxtd6j2fJYOtvCxuAJDLqWFz7cxfgsPvnOzpFDL08M4O7iY3z9cazTca3ZUfSJ7wsiyusvd7n2So+F+YB3fPYC8ws+cezSvE7p6kkmKq6Bcd4WfHZAHaXMkWnyLUkvAC88v4fvwVPPdEisGzcNKh07O0pWcxcnMYgQeD4uU0NLZpVEK5aqAkDjC/tbMf1hwsVHmojJqw3SZ0nd+9da8Imkk3u6+xGC0FkI8UOT5gm1ztpOAV8GvCS2eL7hq7713bz+/B4/+6OvcPnJNmcuhazfjJlb9Ln4RPOZZlu+31m+59PRwq0B3/BmgO1woKW/haEw6Fte/Pg+BweWR55sc/FKE+eg37eIaOV7V6wq1iUY8TAmnVaT2ITYxQiCZzx8488EpnsBZBAYbrzRY2834tn3LSFeOadVa+N05BJ6JUCOIDEZZelkVl6Vvd2EwDPML6YXpfGlSMeArVixScs3EkwrX/Nt7yMaOv7XP/cbLK2FXHysiUs4kuGsspv9g5h3fOYZvvY7PoPnf32TH/nhj7GwHbB2MWT5bMDZyykRFvX1TyP8OPCbbwPAHWuTfSOwepQ7OBPQVNFZoisduZDCxp0hLz3fJWwa3vM5C7Q7HsOhy5OyWnj9xCUMkyFGhFbQwqrFqWKdZb4xz2dcfh8XFi7w29c/wkdvfoTQC6fEG/cOQs8zDHoJb1zrcemRFvMLHoO+rXGzpmlYMoDUeetCCYRVt9Y5x/5uRLMthK20D4kW7I9WwC01jOcIfINuxGPPrvH7/1iqU//5n3ydX/zFl1k9f4FGyxSstUy5bJYtnjql0Uovdq2OzwJh3qomldll1QhCIMg3vU0Ad6z1FW8+0EbHG8cgxhdefanL9dd7XLra5spjLZxqtmm1dPVMnGWQ9GmFLZ459zSXly5zcfEiN3Zu8MGXf4l+PODi/AWeOvMOYpvQT/ppDZvo8cClM7IkgOcr117v02oJFy83GAySgiWeDrIyILXkSo4vSFIAztgVHZERzsFgaJlf8PNUwwilKjLBN47c1OI5zd1ODwa9KK3e9g1uaPFGFzodP+no9EL6as25gOsv7vBTP/QRfvXnbhGTEIRmZJire+j3AIuklfKfFoB7Dviyo10vvUvXsdwUREmlWUniePFjXfZ3Yp5+9zwrZ0KiYdqUphr1DZIBArzjzFO899L7uLB4lnYArQD2+h2cWpp+yJ3uHX7sN3+MQdwnTmJCPxy/E5VDSJvjA1EMDIeOfi/h/KVmWph6yPSgCbJlquUZw68+nShgII4tibW05xsYQ17fNo6ppCACSOHhcutXZjxbnYCNGwf85W/+d+zuWH7lV97g0tI8rY6XSuRGj61IyqYBL2x4JEPL//Z9v861zT6rNJmbn1qJ8BjwXwM/8OkCuG86TqxWb9X0UJAV/x82DIOB5WO/tYvnCc9+1iKNlmEwSGqtZ3fYZb4xxwce/0Leee5JGgEEHnSH8MGXPsxvvfEbOByBCbDWshfvYkTwPb/AsumRyY7jcpWeEXZ3Y5ptw8KSTzSaNaV15rBgV6SGep+whnVWsMBTqqQdkAXCMCU8tAKm0dOkglUtsJ55Ps8InjH8xI99lJ04Zo0O88sexmjBnT88J1giljSdpNTwPTw8pAHtBR+X6DR284+T9vmM3vaAU/RLjgU0Lf5V88jMbZy4R1JyZG8n4qMf2mNhyeedz86DkIEt2zCFL3gQ9zg7d4Yve+YruLC4hBFIHDx/+wa/ce1XeW3zNQI/oOGFOLWopJR7+vpuAktHkyc6M+CsNYg4FpY8YJwCmLjqSznOGbOPMpkHk2lALINQBZIkIWwKzbYhsSP9aME9FS2TLrm5K7Kekpu6YWTpuAYeAU3fsLwWECeuzArXphiy91YAn6pgFM5caBANHAtLAcbL5irUpxaeQORrgX90gtMCM22eLwfecxiDOLlRJxuf5uCrAaySNqgJAmH91oDnP7HPymrIM8/NYxNNGT0ZXbnHrxXZIcudFb7smS/j/MISSQL7gyH/+dX/xMdvfQSrlnajDUjWXlwrnIwe4RbfC+AU6xyNZtpEK07cVMFUyXWs0PV1bmZuJUTrbF76S9YOotEEPxwr/ktcpxaPU9ZglljPzOqJB8aHxFrOXmilxaixy6E26UKOEutak1RXEqt0Fg3veN8ckrVxUK1GliWG8w+faMDN+LjPPSxXNrP7WHIdx/c7VTyTqvyvX+vx0ktdLl5s8uQ7O0SRw46uoJXnK8owGfKOM0/z1JkVdnrwiduv8Kuv/RJ39m/TDts0pJG9tJsSNdYlwfU+WLdqbksKcedk3u4wC6c1jy0/rmIFswuTU8H4aYV22n9E81hwQuSsZbAhFd2IgkssYShcebTFcNDg3KUm1iouJ7kKbqjMHpc6JU3pZBeI+jKk/ID/N4HLwBtvV8CFwP9zOruoRwCt3n3UAgA9I3g+vPLSATev9XnHOzucPd9gOLAkVhHRCXd19HvoBVzbfp1f+FTIzb3rvLzxAomNmWvMZQ91E/Hi5LbX2eyaHgeENc6V1D1TJuKoskaxyDzWgExAtAzE0f2WtBFru+Ph1E24oPnWLgGwSB5pAXzgNC1KXT0XIFnNXJKPHpNCqgFEtfQe64khGbObuctZlvHVgG9ekT9C2m7wbQm4d6J6ddJeHc+q1VoTVYyfNvR5+YUDNteHPPPeeZaWA4YDm16xC+UjZQuU/hF4KdBe334VVUsjaNIMWuXX1El399A0xpEFqTpTA78y7A5vaipSfT+SQ08LcVW+rTMQiJOxO6gFmyUKLu2V2Wia3HLUuqBatkpS1b1kgNAsX5AkFZtbdTtTb3Z82ciPLxMJ/IlPrNWYtpblfNfJdSmPrhb4eoXG4S7kbEDTyu3GT0/sC5/cp9tNeNf70mT2OE81CbI6EBljCCVAJMzZr2LidgJeOkMKoxLrzQqzo2xfHVEyIhDKjynHW+MLT/a3Fq0EuStZtYJauU8URAxRMiRKIlphG9/zcaq5pay3fKNzLmPHUYrZP81ygmPqZES45DSJliXQVbezWv1wCMv5xaQCjM0TSJocuZ6cxarpBIOpU4FG1msElFde6pIkjmeencfzhUE/KfSgnzxGHZByxrIEfp2I++qInTGmD7OAZfDPGtFN1a2MfcTKYwsbVaW84bSSfRubsrF1VCnYxSKxMgaoE8EmERcWLnN1+VFe3Pgk270tfOMXYsAMSFMAmB9bK+kI0ZJrOXqTikycDKlezAqaVqllOSnkDPUyyBMnEnBH3P8I6O+rC2a0jnyYwaopiuelQfLLLx6gCk++swOaJmkRsiCcKRZtmqtYed0pBA0TMecUEkXrbJoeZb6mx3xSi7ry1b1kxqRgXKQEytS1yyybaMk6jndyYfsWEty4VFs631zg8tJV3th5DacJihmrWLScMqi6niOLU4zFpHjxEkqvL0VBgaTP1DJFhKjmyhetid00c1TTi4CA6BXQXzuBgDvUxq2S9p3MgKP123NGq5Z+V+m/r77cQww8+lgb1XTut1I5jnLIbXUAqwPZNGBOs3B1F5GjCZUjzZ1WkVnZzFIG4niTV1zNivVTlTJ7mYNTSu6oFmK8wAt44c7H+eTtjwBC4IW5d1B1P8dR5OGWr+paFkGvxZ4pWsj3CeU0vGo5ghSpIVryL+R3kXb1eltZuD8yjYWcxkBq6bbyJhdSUeqNaz0Ex9XH2ljn8oJIxRX2uCu8hismEUZ8y1QCpz4neDj40hozJSv7nGBFa2M4OYLGFDkUjOVy05oIrug2Zq4hE70gpWBQpFAeVGA3M6sgUrQ56afxjcGprbiqkv8uWnVLJ9nL8UVBCjFXGWRVt1NKwBzpOiuRXCHmq3E5PwNOXhX4UYnvz55On09hIAsArAqSvcBw62afxCmXH2mnORynpTTB2HpNdw1VmQB01U1MiZNCoaUIojIxcVWzGNA3Pk4dziXZRPtRbFgXE1b8rGNZvCmbpMSdy6Q11JrbpUTnlTZ8gTbMwDaKA8fHMGLy851TGyMxdMZy5nFZMWGtFYtcKfSt4rCYMCh4wyWnWsZdZSeYTs3ud9n3mN3SfsiGXN6zhZsDHpker2mVuqhJD6S3OVK51tbGgEE/4dLVFg6HdXVu4uHAK1vcejfRaoInPr40EQGnlsTGqFiEEZhGyWFHK5hnLlxG1bE/3KSf7CNiciKmtvrhPnzXUmPdSnipuoeFZLhMs3ZSiMGocS+LkZPI2PrlLr+UCJjcZZXR7yN3c7rrmcd+RctXughojaWsYTqldCnI90Hmci4jskA6/ORtkRb4EuBqfbymJb0HNRZHC6AJAmF3N2J7O+LS5RYimpX5FwFzFPCKIKtxEWUMjpY3TydcxJMg2wiOQdLlINrCuiS/Sjrn8IxHy59DEHwT0vDbHMQ72fBzrQwQ1GLP1WMEcPUWTiaiuTGAqrdLHXlSZCIL4Kp1OUu3F4BTckHHW7sEvKKbWQK2FPJrRUBVKUmtdTvLj69hOidYzhL4LqH6OOl8vbeFhVs8Cmx1bJ5WpFe+B4O+ZePOgDPnG/gNspliZbBphXgpW7Sy9dQSEHQU5uGwdIJFFhtnUcBqgmraULUVzGE1YW+4gclcS8ThVElcjG9CYhcxSLqMhIhpmVdl2KDqfQNcpZJlnBbQqvWTCl1etCqj0cdSsoqa5+6KLqcpS7a0zvrUWEcdC4/zTT+yRCLZDDwd5+1K8ZjUdQksfPjJUqCq91xMIRTE1EbSkp2TBbhDtslXlly1KZatykxqgTAZsWM3b/ZZXA6Ym/MYDm3FBa26jnVuo5aOXc7LjSyRQ8Sj5c+jOBKXUKJfnOAZn5LYS1NQ7kcbxG5AZAcMknQct02FfSULPo0gudsGQ2NiTiqBoUxOD9DiTHFBah1TqbVskttSm+HNlB+VvQc5zArK2L2stXKZm1kiWqiSL5mzKBXhdCnPV8N0FkqVpHC7Srn7wElOC7SAL9RS3q3oLh4FvvRvzxOu3+zh+bC87DMc2oIF05rk9aT1Kt1eAMrY8qUuo6rDEy/tiz9SmhSspooSJX2cuoIblXYejuyAYVb5LUXV+4QLS40DWMwbHhN4I6mT1qW/qwxmHcgmASgT7uL4/7k1LLRJr7qgWnpGPQDHJIzkqZ7cKioloOuIrMrZSSnJzNJYsJIvrHU5KYEvs3reCQRc7eqkpEn16j4ZQ2mtu5eW2ezsRhzsRTz6eNqh6mirVgFirYWrEjTjgRdWY2I7oBUsoGpzr8WIzyA5oBfvpH30i7HhKPcjOq4qqH2PdUxttcHDLPau4FKqqyVPRjFLnZWDGquglRhMxq5gbg9GSeVS3k7GtHtOjkgpVCirYor3jx5vCkyyjGO/PMaWPFod0yqF5H0xbSDVsG9C8FXCJCcwLzDNpfwDoCsTLmONtamLrYwREuu4/kaXM2dCgoYwHNjc+mnlWGM2U0tERdVFrb7W+D2NGEdlb7ABQOA1UxC6hIHdzQgThxGDw2YgH+f9RlZSa6xv+XVKQUi9iuUunMt6cBXdyBorJzVMZhbfqUiNW1lHpxQsmUgplze2gSUbWbGOLrduZTY0u000jzm1YPXGNX1FtlMK4hqdYDlzD0SrIrCT71I+Wwe2MoNY1oAUrYIfCC++sA/iWDsTEg3txPPS310FuK5kJcvPKbu1jnIZvmoaG0Suz1bvBoHfQDDELiJxw+yrNliN03iPNAdl1eYbx+WAK1vzTBHFsQaM1AJQjkwTTLCTJTAV/550KmWCrSwALovdxs8xlUo7qRwjS5SrGR9DpARwqbw7kwMos66F3F+aBy2WJYwAWRRfj61h+kQzZky0EN+NSSI9abk4f8o+WQKtSS7XFemU4zc/ELa3hmxtDXnH03M41awWq8xeli2lTmUk0VHrU52wihPC5AyAiSZEcQSaWjQRLwNXjADtYImG18RhOYh2GCYHBfWKq2FKp5T36MzZ7plZy7ErKaXXyItY88dMcyXLcY8WpF0yGhs0kmlpAeIFWZgRUziGHW/wkmbTlG+TrKK+aCF1Mt7TUZphlGHTqospBddVS8n1/GIwbuC7cfIs3OSuWVb4XXU5Nq1zLQvuVzo61vLqawdcuNRkfiFgMEwKeTlXBk4ldqtavuLGLz+3wD9qnRJGSyJb1QQ0tWYLjTXmwiUSjQlpMBcI/fgAp0n2Zbv6tEPVrumkezmLBTx8coxM9gWacDZlOmOZWZV6lvIwd1IK3bYk9xYESS+WInjiVZ6tk8eY8rpSdDErKQcZxZEVlzN1LwuyLh0/XwyoSqTIJ07aGKs6adeFNOFdxzxWNY9lsHiBcP31Hs2WcP5Cg2EUlxjFkV6x6iaWY7aqWzl286qvR4mEqVi7qrhMQTXJrqpg1KCiDGwXq/GE61wPuIIgt6Ze7jDg1du/SluDMX1ZUUtJDYdZiIFK6nqpjbJMBSLjIpuKG5nn/dLz1AkWQIRBclAATsWlrMRkZYCRu44pI1lmHTXLDRZT8KX7R8/LpjOmbQcVdVxvtszLTk+ahZtcYXl71NWala/giuL7wv5+xEE35pFH21hb7FDlygLgwqbWqQAsP6YoE2OCSaTG+ilaM91lb7hO4iLEeMTJgG68k8V0I2i7KRXsOqV/vt6DWzmLrrLw/qVszapFLKMYq9SgIDMRLouytESOjMGQMoOj1IFJLY6O5NySEUqS5esKr1+IyYqu5/i4UvCSsgLYPDarFNLWJPJLIhV1eJ5Hrxejyq1WpzFwycmP4R6ZYCN10qUsW5v0r1u3eiwt+zSbXu5KllzH2ufpmDGEElNYfWx9vq7e1a1nFiHSPoPBwXhkbxaLuKIbW6eoqTCi02FVV1k+LQ93OPiOSn5P/r96n4ylWQVGcSJrp+QuZNVd3I820yoP8UoMaJ07OXmb1OT0DCI2j/WK9pJKgn1MtowvDE6Fnd0B83Phz3sG7EkjTWo25WeUiAyt/l6l6x2+J2zvDEjUsbLcYhjZnPCYBE8xheDGkVruPrr88U513NxOlXFpjptIRYyP62rirOpnNLmGaAT20fFdZslkfAmYAXD1peBHtmTQQvJ7CugMkz3508eb7P/Vrl7VRLZUbmcCINVkd/q7yWIsMpmcrUmUyxEgq3MzK4mFgjs6sqxk+b2cvZbsIiDCYOjY249ZXg7/XeJsqgg64WmBq+UNVrO5qpYEZWOzz+JiiBcINrKFviJVVpI8nnOZEydV8NQQK3Xx28Rj8xhw0tkrqVcqguhJa04pPTAtLqzPzR3PqRzrJqt5pfQ2V8nDqZbn0VjGXbO0pKKRmmS3FKp9ChuesmxLKlEeNbGYlioWMoCM6H7J3MaCZUKrzKPJnlOQb6mtHJdCzCd4nmF7e0h/EO0G4dxL4PKC5pNMmiyMksh5SrjQX6TqCgY+bG4PiGJlZTkkjpICENwkSPK/bW6ZHK5ARYzTCNNiucnf3VQrSiW+m6bbLFnymgtOGcL1fVxmz8/V5+BqfU6dlh6XUsxXFCpXWUMqVqWcuZvUXI6pliLzOekiTtrJIiPpslKogl3MjpW6lS6XeI2BbopFPiVmcxQfrm/28QL+mU2SN7a347ucmP1wAS7UEtjKmzaDRLoZJTX3m1tD2h2D8Vwu4arGbVpQk2j2ZbbDRQyGXrxLZIdjWr7IZk4wh0UXUFMrqTWaS50sF6JkaaVQSa411nxSyaITY1201EufCSbzHgFX0pCU9YSlVuhSrj2rSx9MupUmr20/zD0sp9LLDGQ1YV7UcBattlaOaXK/RvLYsagyyVMDhbo733j0+zFbOwNWlpovYsrz9U4yaeLJpPNUQ3KkpTfdbsLW7pB3PDGXzR6rcwtd4arvcM7S8Fq0/HkAYhcxTPpZgtTlObex8chc0KwVABPxmzuEVGHC0o01mFMeM9GerxIT1rZ30Cmupc4ENp3aEkyOSDlI7qVJYRLOuNtzgQYptUTO3FUtVwSMk9njTU+hPGekz5SCq5fqKbVwuymxjSloRjGZweVUf02ie0T0YHKndiQR29wZENlkPwj1727t9ktzGk4yaSJ5Y3CtuG0VMIkIN+508Tyl3TZY6yZYxjIDmf0uSqIRke0j4hG7YUbHS2ax3ATYQQn9FomLSexwHFFlsSBatnxasWxaQ/xMytIqIKnt7DWZHrj7Qp1pzyrHdDKl70ktl6kyVqIUH1voSVJq6FPUXOYuHzlQxg2AprOPVfdPxsmEmsdo5jpKNZuXgawgA8t+NwixhZvrPYzR1/1QbjvcZPbkZLiUrp49YzJXVgSRMRBFjjt3eqythYShR38QleI3rRAZxd8TjdkbbuQWTgrs59gtHGscW8E87WCBxMXsDu4Qu2H6BakjJYcLyXGtL/sZaTClkg8cWSyXfdGjZ0h+O4XeiMWLUcF5LHYJr0BJZgaeTKYMSlZOCsJ6qbSpKxArGbvJRBFrhSkUUzm+KTGbWlsGZNDc0hUaLokp1MGZCv1SvL2Qk8vY0BEUTckFNbkkLPA9dvaGbB70OLfU/tvg4iQ5ee7kNJdSqeTHtJJ7A8V4wubWgKFNWF2ZI06SQgRVA9KSxUjBkbioNK+s6EoWJWUOhyc+nvipilwyoEkhhqvVWlb0m1plSqlYQ1diJl1lHkEda1mdKV7Ho8ycBpe651fcTR1HdVqI4cpdsnLKY1xYWmiVTs4i2rIwOS/wLCfDy78XZhtIGuNbtRjx8CXIL1JScBvT301KxEiq6ZRxS7GciXRZ86ZRjZyqpNUdKtza7JFgaTTNb2IU8TiZgKtxKS3TQJMTCw51wu2NLnNtj/n5gDi2FcvmKmwltaCQAqxqxszm42x78R6qmlVm99Nnu/rXrANZnfuoU5sh1cVo1dzeYVHa3bmW1qbtHIJsSKTTUaw5vTC1GJeVe5xMspZQV7oKdX1PJLeRUnE9x44j6vBNwEJ4htgO6Cd7GAmoNETP2cc88V38TxR0dJsb5/+yZ/qesNcdcH1jn4VW+ItLi95/jGOL759UwE1ujmEdM1gEiWeE/jBhc3/Io5c7eAJxLUhdxc3TyUrs7JjWOUbFpKOOWfkVWoXYDohcfxzfFRhTV5B6TQBN09qq3DqpZn9ryZSouFJspnl+yBU6G+shOpOivlNKj5vdpXQM44SDwYBWGNIMw3RqqbqCUn48E87kA0IKteoyqoJXTC710gohMmJdx7AqlyoUuzVL+f7MDUzHTDmWGxc433mCyPW5vvdJBvYgbd5ULFhVBbEFi2YK0rRyX81xOsSk1lSUmxtdhsRcWWz/sOefxOZ4hye+B+hkgjsHnqYjkLZ3BhhVluYDEucKlsZN5MZGIEkt3SQV71B8E+B7DWI7IHHx2NfPXMdqpbTDMmpzV44Xx4oUimCvqyTXKiupk30wVWcgTKaNv5oiAZvSAl0EmoFPTwdsHuwQGI+VuUV845E4m7nc49ycowiScWJ89LtTncjDjTonj+yNK9q4ouqjrgIgi9NyW6cOqwmxG2bhgcsq7b1KpZ1OUCfjVzGl+0cWDxTf8zjoR7yxsU/TMx8+t9r8icA7iWWnh7uU3enMZJrZtw7Wtwe0Ox4L8z7dfjze/Fkc5rRo5dyEnGtkXJxajDHMhcs0vDaRG7Ldv4FVi8t+0tc1Y7Blt6XAKx7TTShRqpa0Pj9X06a9FEfWUP21ZUF34VbqZAav02jS8AM29nd56fY11haWWe6kbSOsS3JiIceb1ruRxdq5UeetamZNK0WvVbKknNwex24pKITt/i0GyQHOJUR2kMVctpKVqwJMasBoylm+zLJeW99jV4c8s7byeKflPRYn7gVf5AQDbnJj7BbJBS124MxkRMOhpT9MOH+2QWzdxKYuJsjH7qjLQTjeoC5TnEgqjs3cFJttrKbfJvRaWE04iLZwLslB6/LOyq4Su1FKDxQVIzlQpIYwKVCME3MJZJLIKdP3HA44hVlbAqT9MhVjDBeWV9nc3+HW9h12e7tcWDpDGAQk1pa1YQXZ1qiFuJOsKGdE+GTuo2YNfWRiNnixAWuBFVXBiIyFAiIYNSAur5fbH25hMHjZBJ5Sp5eMABE1+Vy7vIq8kAc0jF1NRAiMx25vyOvre8wZw7mlxnySJOakspNpNO5qXcqNSRV/UV0CvUFMlCQsLszh7MiNqLqUY2mXq9xeVXYkLmJ3uE7otejH+8RuQNtfZLV5EWNSlboRw0b3dUS81PJlcZsr5d4me6CUcm5ak5ubYeIPOs3CjR9vXYSqw5ggU9bXmbLZrV560bGszi/RDEJe27jBp26+zOXVSyx35oltkn8f414fxRFPZOmSsRIlb1mUbfJRjk0L1ddUnD4yhX7RQjlxmWuZ5cnE5OCTat/N2io6zevcRslyp1JICBhUDNc299lnyDOrK3RahiiJrwKfPGlA06zS3jdhrUt5p0x6jJPWDoeHsL03JAgE30s3hivFbW4K+LQWdKPfu9EeXXZyBUM7WMDzAiI3JDANQq+VKfnt+HWmHLOuDcOszKTWxGDTZ39rDrIzi0+DKlsHr2BdhBH/UCt2uLRrfP8wHtIMQ548f5Vr6ze4tvEaw/gcZxZXcG4svdNKM/NxDnxsRSg4ehSqqCmoVEptDwplOhRiPK3IvJiI9kzptaYlysHkzYKKrmbgGzb3ery6uUPb+FxYbWGdxSl/WuDnT5RVU4sxAZ1gIQVczVV3vfylS+r25e6hsNcd0m57NELDsCRWrvu3zHiWY7hRInqUlzGZQ5jQi/doB4uEXpPERewNN/ElIHHDsdSrYEWFrHlr7QBHnWgcW36MqwfElGGNxdZ4Ti2ihnZjmcX2FVqNFa5vfYjE9guWbjZXclqAF1vFMx5Xz1zixtZN7uxeJ7Yx5xZXM+ugNQ4uhe5WpcY7BVd0XKY0VuUXOyxLudJdi70kTV7YakgHPaYuq0npfSkSNKZEj+SvVXE1UcEzHs5ZXtnYISHiibUF2qFHlFhE5AMgj4G+ckJsGwg0/Da+CXHqamO4TVVqrRRAnFgO+jHLSz7GVN3FqoWrWjZXSaRP9g8ZWaC94QZWExpei4Noi268gxE/B5kr5N5S6U/CIB7SChvU982cxcJVN7/WVgQUCRYRD6sx1zZ+nb3ObRY7V2g3Vtk+eBXxTD2BMs2zPASXiUswxnBx7Txu3bF9cANQzi2dTbX5eYMgZVKuUo0jR2kCVxr+KDI5xn5MEEtJBDBmgiWv9XCj7s7VaoUsFWABUVNjH0f5OUPowY2dA27t79EJm1xaaZHYBKeKJ978IE5+p3XuFXMCiJNBPGS5vULTb6czLTD4NeUNg7x0pkbO1etHOLXMtZok1lJ1P0fgcjW3VSVfaDHh7cq2Rx07g9t5Q1cjBuvizKq4ctGowF6/RzMIEBm1KWeirV8dyGrnyOkhI4rrOEkVEjdkffd5tg9exYifEghTa0em3D5VHKjjxLjxuLh6jmvrMdsHtzAGzi6u4RxZDFVAr1ZmcFNo06DlwR2jUpox0qSgSpGJq4GOO2flMrzS9JzC+OORNlJK3cLM2NHMROuhJ/SGES/d2QIsj56ZpxEYhnGcZh1TC/zVsXN/92GHm6qj4TdphR2ss0WWsk5LqaU83MhCiMAgsngeLMz7REmdqqRS71ZbTJolqnVcYY1Mltik7JhXq80cWUtjPPZ7XRKX0Gy00w+n01MBUysB8s/uKnKqaSAr3yLi4YmHdQmWJEtjTHH17jp1KyQuwTc+55bP8cZGxObeLRp+yHx7IR1eUniNURnO2CKbXCs6ziqMk+lSahk2lhmPYrLJOd1S7xprURM5TqCPmr2awmSe0clJ2xkarm3t0osOWJ1b4sx8g2GcZOovm4FXP/DG1v5CYt3ew2jlBCF2Cc5ZPvvRp2gFIVGS5PI4XydL1B0luVURNELsLMaDwBOcq5IXVQBWLVuNpdMiAGtSC1XXtJBmIJtuczDs02k0cxAXlTLVurYJkGldmY3WjByeltwu3yYyqWKeXfp1ROpARqxuTBiEnFk6x83N17i9c5MwCAn9sHQ1zdPjhZ4mRetHlszOc3KZW+k0wYg/ngNgJvulVCXT5chYyzk/FShU3zmKusr0ttD32Or2eG1zCzA8tjaHJ0psk6z1QqrBdOpWfSO/0xfvnz9seBMRoiTB9zwurqwx32wRJcmReTg7FutW4y8htpZ2K033qyu6jC6v1q67rdhWYZSDc4V6Oa0mxidcWke1+tszwn6/i3WWTjMkcUmZlJk2Ynga+Cpi5engmtYirx5Ociy7NllhUG3NIoBNYuaabRY7K+x277C1v8m55XOFHGPxfVba8UmB0dTCbD1RDB6dcJmmN5fG7K7P0PaqXWoLahUKLRFcXkmhhRYNWim3ES3qXwyeMUQ24ZX1LWDII2tnWWilloFiCwgFYwRwX7TZ6//zwDMPifuY/hslCa0w4Asefwc+Yd6XxxSkinUs5RCIQYNqlYCqEieWwB/1jK9hI6v9+avupGpJB0nVEhZiutw9lXL7Oi1UbR8MejR8r1C8WjfwgyMmp46GxU9tolDrTs7qILpjlulQsEV1jtu4fMixNLfMfn+fvd42c80OneYcVm2xp+z0EDJLlGvOjlga/gJLjXMZ++kItQlAP+lmUZ7J3U7PeIimna5zoFfb0ivlhLoawBbcVIdnDNe2dtjt7zLfnOPS0hyxtVkTqZGdNDiFwPOwatf2h4N0WtJb6Dw6TTKGexT/xjyyepVW0GCvP6Tjh2Vd8BRp1z6wparnchaxABjrHMYbyajcpH6y0nWLKnFScTFHYCwJkEfay8L9dbMNYmsZJkPmW0skNqkf7Fhj0SaUJFO1j4cVm85m3eriveNSyyr1LfSss4RByGJnke39W+z2d2k3O7llr+vCVxrsWFDRjIYs5gqgkcxIsnFcmb+pme617ad5JcmaxB5EuzWstuZx23gQzihlkCbPG17Adq/PaxvrgPDI2iK+Rx73jHN0Lq+XC335HYJZDHyz+1bEaFYdUTJkodWhE4ZcXV2jE4Y4p6zOzdOPo6kX1zrS5A7w/BhwYzA5l37JgSclgLmioqQkVLYZYzklRVATn5Wn2riJlggjN9QzhoN+D1UlDPz0qq6HAe0Q+Vbx/zMBrOJyztDJRu8SbjLRM6UMbGctc805dg9Cuv1dBnPLNIMW1iWFOgUtuKNaGoeVkvleXqPdj/fYEUMza38xtD2ipJdbag9DJ1ii4c2lo8AwNBtzWFUOhusFEqCS/9Ni17D0qu95PkMb8cr6HSDi6up5FtsNBsmYlRyXuaauqaJ4Ho+KsZeN8MAB51QJPMPjZy7w6Moqc2Ezk5Sn/yXOHTov0J9y3ydU9ItUKVd8ZyddizGeTjaE1ZrOyuPWc8q0/4pVClqRQ5Wp/fQDDqIBnpfVarlpc8epJU8miRKOmGpacj5rQFDt8nx/ikgOV6UoTi2BH9Budjjob9AbdGkEzbx2ukov5rePRlppofA1k4kdRNv0k/08P+cZk4JSHWJCAtPMH5tavJCm12JXbe5y5hfy6lvIEt5GUqv3xsYWveEei61Fzi3OE1ubGVaXgdVkFwUBlxYee0ZxzjaHsfIgiRNVxWqfR1Yv8VlXrrA3GNKNIowZt4zwjHdo6FDHUgL065LYAEZGlqwYcxUeV/t7lc7XArtZlZC5yV6TNRpJq0o/GtBqNCn1vKymAKbGbcUrvx4CsDorpkeqQ+49BTA9M66V3pi+EVqNNgd96A8PWOwsZcMLdYLOL1ULqEsbAFGYoy2j+MRmbQ68bOJNxpDaAZEbsOCv5mAThF68i1OHkUp7wQkLl/7ueQEbe7vc2btD4DW5emYVY0hZSUyaOsj1laMYyRLk47PsEwq/8aDAlrK/jndffIxLS8vs9Ps4V53fd/Sqz8PB9RwIo0R2Zjg9DwZxmmcYuZCuALJSQx+KCfApbuRE8x83deZAMR8YW0viEhq+X7oAcIg+ss5trCsjLaoOJ5PgMhOodLZL5jR++ciEeXnksSP0Q0QChnGfKIkI/UZuZaRauCCF8p0szh516crT5CMiRdNmPS4rCLXq2OnfwLqYlj9PJH32BhvsDzezmu0xm5xXCxQ6gKkKDT9gb9Dl1Y1bgHBldZVW4DNMolzT6YoTWbNEvMErhjCfDfbHH0R1nHURAO+98jhPnTlHP05IrM2E9RwXcLVf+s+q6v8HtFmeWgOeB3t7EYlzhXbgkzKqkdqEw9zIidya5gMkJuj5Elsq2KzoVYxUrBrUFpJCDYDKvxljQA2JS0iSISIG3/MrsHSzp7LvtkvpYc8TqdjflJ31PZ/AD4niPomNaQSNQgK6wpIqhUqB4nfnxuTISKwuBpUg3VyZeiR2ERu91zHiozisS7KKAfL28WPBiuYSMQV8z2MYR7y+cRvVIReWz7Pc6RDZpCCyHrmTXlo5QcScv8ITy5/Jev9FrruXAHuVGgXM/QdbzEJrjifPnuPy8ip7g0Helv1u1rSC9dcUt6+qzaKLaBU8TxgkI4SPdI3FfJorlPUUEuFVN7LgXk6kBqaU2+QDOAwkNs4GLsr49aewjtNdx2zMlkl1fIOoz0F/F+sSwqBFq9EqpLAO6TX5INv/1sSOTtP6Od8LiOKDVAInk7FlSYWiY6FHWuaUuo2jBLgnPh1/GesiYjdAnRunBNBxSVKeNNdiLX9lMGSa2vFNGge+vnmLQbTHUmeV84vLJGpxLp0vmLKlJk8Jj0TSiUb0kn0SjbLP5JbA481puCCZCzngzPwZPvexJxGE7jAaX1jucvllZUK+DoCPKvrFxQGJ1imhLwQ+RDahIaYgSNbJBHieCpjOUuaalkoPTKYMAXEovhriJE6lXRnFPCmCLm7OWsUkIoIvHsOoz9b+OlES0Wp0WOisEPgB5Sa2xwOY8uaCcCI7p+BlcjLrUuJBR9KRktSroBMZnV+RXNI28liWGudYbK4R25jN/htEtp+VHBXzq1LPAkOpno6sxg3gxvY6+/1t2uECl1bW0oJjZ7NObBkfKeU424ghsn0+tfmrtIPmKIfXeDOMW1oAPKAZtHhk9XEuL6+QWEtsHUa8e37Jw1qy/LSqfnG5w7HSDDyagSFOLM3AoK46rHG8HyeIjyorWXp8dfTHZKK3+ByrmVZTKLCl1WxabXOElJI2HmotG93b7HV3CMMmZ5bO0wrbWWuH4wPtzQbZtNcqDerIvgupMq8itTzqWO1YaFio47HDo+Syy1rqlVIropW+lpOTW1PrK3jGsL63zeb+bQK/xaXVsxhjiF2STxSg8I5GF1tDkE9A9U1aY5i4BHD+/XMnJfPUEsBjubPEk2fPcm5+kV6UEFl7xOTaYwDOTR/3c6MqFE4rBhTPg8jaCWGxq7CQ1HRgzlnRKUMZixumbiBjGocrZjRtxaUK+klSpK6XcuoyecanP+xye+cGCqwtnWO+NY+qkrj40CEd9xdceiQjOSv4SmO66o5cjF2l2N+E8cy3PLnt2B3eSbtcuyHDbPqpyztiuzKWSxuXvMelZpbNN4aNg21u79xAJODq2kVaYUBs49SqZn0rJasFslnPmtBrZa8pSFb5b9URJwngjHePOYGRZ+WcxYhwdmGRi0srnJlfQFXYGwww4nE/RdL+IRvn51X1mqJXRhbEaZrtD33DMEkwElbSAJMuo5sQIJd7Rda3HjhiYk5GcLjMffI8k0nGamj/PATTrB2Ax/bBBlv768w151lZOIPvBST2aKDNDrI3G4xVYEqeUknJH6nMAapO29ES8Kq5SEGI7IChvZ66g+KNqRet9CxhXEFOIb2QllQJxjNsH+xya+t6BrZLtBoNhkmSleZQqhZRUuH05cVnWGqcZy9a5/bBSykojIdTxzCJsyGRd5dYcZCJjA2BMSx0OlxeXmW5MwfIuBxI7r9Wc1paAGAf9BXVFHAj3xqgGXjsD4alkVZFdrAMruL3qTWbuUTCM63fY7VJkW98yAd8hIe6jynY0jG3d3au0xv2OLN0gYX2AolNsivtgwOaHnODHH20VCfinGXU/2VS76n1wJNC+kNKWhRyjaDqlKFdBad0pAcYPV8MnvHY6+5yY+smIFxaOU+n2SJK4krD2tF7Sdvune9c5cLcU1hNOONfYW+4wd5wHZPpKWMb43lpKwbV2c+5y1Qgoe+zOrdAp9FktTNP6AcEnscgjrMyIXnTuE9f1R52/88o7neU3EUHnYbHTt/SjSJCj7xZaZlA0YkKgOLJyWMHIaf6Je+ZMclMUprz7TBeemL60YBm0Kxpn0Ch/396+tZ3bhLFQy6uXSH0MzV67UVgFpDpm2bbjns8kwm3ExcBBs/zmXYhnbB6qmNLN7ooihx6JiZjwVEifXRhNvjGY6eXWjYQLq9dZaE1N764jeaF66h6YdxkKLFxNugl1WlGST8HvnOW2CaEvnEN3xwqoxq9W+ssRgxBI6QVNjg7t0Cn2cyKdtM85iB2b4pFqwHcoff/u2rxp3OORmBoZpW4QfblarUpa00/k2Lb7lGpxrj1XfpFGTFZ8WrJuaQ0VFFTLWUYhPQHByx1Fie1HwUdpTGGnYNNnLNcXLuKmLQlQx3Frsfc/no3ubS7ju2nz5CLbESURPheSOCFeQx9mL0cWShT6P5VJ1vTel4040uKtEsav3nGsNvd4db2dUQ8Lq5cZq7ZIbIRdfNVi/6pJz47g1u8tiu0g3l2B+t5N2cRGNqEKElY7rSTTiPMOnbXf1WaudctPyTwfdrNJp4YDIZBHEM+NMQ8sOayh5EmkLYk+yiiz5JNKx0ltJuByQpQtcQSjoYWFpSX5W7IhcJFp5Z2sEgrWCBKehxEO1hNCg5moWJaq5SzoR222NxbJ7YxvvGwWq8McZqWgKwsrIEItlIUeDTU3mKgTTv2aMiGGJIkAo0Ig/ks1tHaemxqYONGahSpc+zHo0O0bgJraQZ3KhTY3t9iffcmxgRcyMA2smxl46lZtUJx1kBqZbYHN9jpmwzAQaqnFI9eNCSxMQut5mCu2Sz36KxcW4wYQs/H94Isie0yXaYeW5J13wAHhwFOhqruFxT3bDGfljhHM/Dox5Mdlss1bq7UEDYflAI4l7DQXONs+1GMeGmTzP4NNnrX8ik21fneRVfR2oR2s8Pm/gYHvR2WF85CYmsAlB6r015MLxY2uWugvSUgOwKAo6Eag6gLOFphO3PN3RT7Vt9nvSgOr7bsU5FK6lzKMaEqYjw8Y7ize5ud/dt4XotLq1dohU1iGxcGROq4X8qUQDXVUprscaYwt93Qj4aIKK0wuB56poY4GfVJMXl79sTa8bDIt3gZq47pPxaH/sJ4AsAYSJ6B0BMSZ0u5tgmGsaYAVbNxRQvhGsb4RG6Q5vi8TmnWd/78PEE+Zskciu/5LHYW2e3tEidR5o4WhMoytpPOZikEqq7qNBJCa/6qgEyVt3rItEga8/SH+xhp0gjb6eeseX9aewmpu1VrP+vkWSGrvPdQZ7m5eZ2d/Ru0wnmurF2lETSIk5iJzvDFGC4DGAKOUXv7JK/BG+VElbTdwsGgTzPw8T1zPcn0vLmWtlCx4lQLnb4fnmVgNLVm6s+/VdVbeWctHSeaPSOl4YZV+n5SH1k+IYmLMeIReGm5x368mda15XGEFsbOUgYeqYJ7obOEEcPW3nqqhRx9MDN2edFZ3cdjVHJLRoWLlH8e9BdoPPrDLtYN6DQXCbyQiTBB62F2+GfXqRI2LZwC3wuIkojrW69zMNhgvnWG8yuX8D0/Kwqusz9V85ZehJvePGvtK7TDxdH09vwiL6IMk4iDQZ/5ZhPfmG9zql/ICVtmdIU45Kev6D/Vii7S5d5/hSip/FA4aVUruNG/xmb/Ot1oh9sHL7M7uJO1Shi1VZh0d4q3OWfxMKwtnuVguMfBYB/f+HjGYxD16Pb3Sr0Pp4OtOtG8HmzjHsRSM4BiPNp3enJa76saRcRgnWW/twX4zLWWph//EIt3eBVgvbUTDMZ4HPR3eWPjJaK4x+r8Jc4tX8iYxqSiHZr0IPOZ5KoY8VhpXWChcYalxjk8CbAuzsu8QDkY9IC0RaNTt6yqHwT+6EkC3LR6uOr69wrfWgTRqMuWm5BrlX/Kye7RmU4LECM74Nb+i9lJd3lt76jim0JDoYn8j446WCU0wzar82fZ2L1FsHoFRdnZ32J5fjUTN7sja9eOis+k0I04n2UmUiKBGCX6hUN6Wx4eNx4nA2TEsNfbIrYHLLQvEAatvHfnTOSLSA2dovXxXeH9eSYtidrYucVeb53Aa3Nm6QKtRidr5KSllEP9cRWnCR5+TpREboBvQ2IXZfZtXMjqcOx092n4Hu1GmIUyoMrfFZELwF85EYBzHA04QX4Z1W3Q5bwHyYh21sm6tQmqQyvCVp0sohzxZaU+KYXrsB7i+liXsNhZwrmErf0NkiRiob1EM2xnCpJZCkWPJkNGYlyTl/uPEs1edkSDYMcXirvKu02v8C7eZ4xHbIfsHtzBMy3m28vMePGsSXxPc69lwqKm3kOfzb1bRHGXueYKq4vn8IyfVnBUpnhPxm2juC8gNK0sd5julp3BbfreAbEbZPMZJL8uDKOY/UGX1blFfGOydED+Cn8Z5DOBbwU2H2qXkhqrNGGlcNcV99tV1lBrauDyrlxaaW1XAKrLFCJWk3zWW/q3zYiacaBcq3KoaXNnXcLK4jmSZIhTy3x7CZu7NYdbtnIFeA0ZIlKbsG94bZp+J59QaoyXquJF8oY798OFrB5n5MBuH6zjdMDywjk8z88awerxQad6BKmSxmoCbO3d5ubmiyTJkLNLVzm7fKngQtYdZfI8CoaVxgUuzD3FSutiJh0TYhuzH20wTLo5V5BWkRv2BweoJizPzWf7Z2Ik9teAvgS8/6G2cLO29hPMz8XWfVGee5tSt1b12bXSvXncIGhcdlPtxpVbtxK1rVP7kaS6PY/dg02sSzi7dGk80moWF3ImJqtMiiw1z7PSvICi7A032RncTGVmInmx5Zu1PM9nv7dFf7DFXOss7cZCJusqn5tjCZQK1q743r1M6tQb7LO1d4vYDplrrbA8fwYv06CWrlcTsqjCrG/N6Hox+F6IJx4Nv4NnAhIbZRUKfqlEC0nFzDvdPeZbbVphSGKTrE6uyLsoCIui+suI/H3gOx9Ga+fv9Yczfh/6zwNP/rLvSe4y1TOQE8rHcmxXApvWKEkm+/sDtfVsRWrcqWXnYIO55gLNsE1so/sHtkLuaNQmbqlxFs+EJC5mqXke3wSs917DuYQ3swrZMz7DuMfW3g1Cf46l+XNTY9RjA68AOiMpKRLHQ3b21+kOdwj8FudWHqEVzqUNdbKcZv3xtTQMREsjPpSdwR2GSZ/IDkhslJJllWLkFPCpfG+YDLm0cj6zbJmMTKpMZy4T+0aB3w/yx4GfeqgA9/Hrd8ZXoENo7UGcfOzxs8u/eGm580WJqzBQVXKjMiO8WopTmz7QqgayUrdd25I8/b8nHnvdLdQ5FjorJBPEwb1YtqoPLqha+skBnglzGVrDa2HEwxIX5one/xRA4hLWd65hxGN18VI25CQ50iWdFXSSdZ6KbczOwQZ73U08L2Bl8SLzraWsTCfOe1hOALtElNRm3tOOa8kBg+QAT/w0Ls6O5ypNq3zx2NrbphGELLTGgzEmvsdStYKisILITwr8e+C/Al57KAC32A7zPxKXZuS9muYorYaHU/vjsbVflH8ozU9RfRfmKVR4sXXdREeu0ld4NNiEVLWy399lrrWI53mpy3EY2O4hGSrZcIyt/nUi26fhtUhczEG0nfX28LIKBi1oBu8P2FSVzZ03sDbm7MqjBH5wJNhmtXZeVm8WJQN2DnbpD/YxxrAyf5ZOawnjpXPbNJeM1bOZdaAbTQDNW+up4psGi80zhKZBN9qmG+1kHcQKhBzpHAWnLp1xnt2XSsDIe7OUJYDZ3LlxGPLFCC8L8j3AD77lgHvXhYuIpE15dvtdYhvTS4aV6V2jRLP7W8Mk+YbA4/1asmZU2u3n+o7SMAydGB1VcwnU2baoFqjxg8EecRLRXjhXUY8fRfun1iqdYurPuHFTgW3iYnYGtzHioVnsNh4of58tWzbSd2P3DYbxAauLV2mFc+X46Zj5u2J0peroRz16gz2GUQ9jPBbn1mg35vGMl6qOChcxZbLT5fTz5QhMM7OMdtxC3WvSDhYQFdrBEt14L79/tH8849EbDmgEAfOtTtZCr/LK4wra0gSg/EItiihGRX4A+MMC3wj89lsGuNFoXN94rM0tEbuYXtTPGMPxBzQi9KKYGzu7/9/Hziy9Xxxjpkgnx/1OxHBaHR1VNyK4mtrmkMEbZBo+Q3/YJfB9Ar+Bc25mN9JpTLuxioih27+DMcEMuzWVDI3c7xGLNuo2PVa2lKuq78WyCbC+c43+cJvVhavMtRazNgPHXw6HZvPBnVqieIi1MYmNCfyQlcULNIN2/tkmXqdArNRn8YpWLvV0Gl4bxdFL9hjpMCPbY5j0CE2TfrKfidbLsyys2mwWYSdnLUUKX2Op3+YYdOMKo2KxrILK+xD9MMjfAPlO0iEHDzgPl/fuUFzWn6QTpvmR2Gp+NTQieCLveOXO+v841/BZm+8wUFuRYI2slMsJFQqjfqutZspxG0xOsal3JXOwZVdnayM88VI5l7XHitmsi1ldeArrEnqDDTwvLOW9pBSUaz7nM++Xj5TmbGue+GacIL9LyI3cyI3dN+gP91hdvEqnuZRZm7s5ZsqgxkmUz2U3Ymg0FwiDRmqtsxTLLEnzal1cnaUTEbrxTlp6lXdRNgxtn83eNTwTENtB6nYW6vIURZ0S+AGBl7ayl0ovaakATYrvJrd8KUhH04GyVmXfDnyNwH8L/MQDzsOVY1qFbIC5omJyEWjiHIHv/U9nF+aeefH2Hfb6fRq+BxOiZVcAkCsARid6/R+2MXRKd+NaBlMoMVuzgs2IzyDaZaf7GotzV2k0FrLWb5OK+vxiURpaUj9ltZgruxc20jrLne1X6Q/3WV28Qqe1nM0MuFubmVrmZtih3VhgvrXEXHuJMGiiCjYbJDgzoznFl9BSu4aCoKFwYRVgaPv04t1MPzvKCZYvsJ4xU2b7FSsXHEk2jFInRBKuVgEFegn4ceBfAU++JYArB7+GQIJiFewVa92XXllZZqXT5uM3rrPd7dHwg8wvp+ZDUaPWrs5Wq2nTUCsvr++SrAKh36Q6hW1WNtIYn/3+LXYOXmWueZZmuFBoTjs1IzfewBQlX1K5X45dEiIi+F7IIOpye/NF4mTI2eXHmGstYe8yZqtLomvWni4lQtzdWcwZmiyp6uSrZ663SFr/prlU2ZUky3ktV82Zzz0UtQSmyWrrYu7xTIjmdVoTYgX0d4O+APxNYOktAVyVdcoagIZWXStxCU+eP8NKp8PzN67zxtYGAgSeqf1gxaS1VkGVx2n1AJlluL06RzPs0AhaTB+ffPim8E2DwXCbve4NxPi5a1X9qscFklKKZ4psXLHF3t2QI0Y89rob3Nl+DWNCzq88nkvU7te6r0JqPbop4eQ46kK9pBbmUGihrKjCBEjWq2U0Arn6PRjxCo2ItMIFaE2fnTKfoPDfAC+BfvubCTjvsbXPq9mEE6b7d4P7EUUv2CznsdJpp9NPtjbY7Xdp+AHtRpir/d0EtCYxUCcF0pndmPHxfc/H9/x80uTd0P8iHk4TrB2OLVaBRhcZVSQX7NtoiH2WtG0FHdrBIomN0h6HIsw6Gc6YFOSbuzfY792m01xhbekyvjc79X8v657a5pSkb1UbP7L0U75hmXz9/BgyvsiN5F9WE6ymrdU9SYXPVmN60U4qTpBiQk5yL0MK/+alVXnu2WRqPGmBfKWI/ElB3pE9fl5EtkCs5A2GsmNVj5tdFEbXjMD3xsFF9hj/0O8AvgH4s6DPjdsjKNY6EOXiyjIL7QbXtzd5Zf0mnTBgZX6e+VYLTzziJCklskvJ8NLA+8KXcRhRchj74weFWXKz5aSm0eWzPDu16qOxsqmIealxnvnGKtf1ebb7t/HFnwn06ZfkuLN9jSij/TutZZyzDwRss+TpjrRyJfay2l692qBIS2mgPF8p43mnJQZUx703l5rnafrz7AxuEtth3rBWRlIvKU4CqnFrR/lBzSwi4ymwo0ExqnpGRL9F0W/JepB9StJUwisZyfJRoH+/LNw86HcA/0BVv0nVnZsskUktmLUJgeexMjdHp9FgEA3Z6R3kc7fTfhSSqr6FYnOSI7JrhxMlOstIqPtU6Vu1cKPPMN9YZal5jrlgiaHtEdsBnvjELmI/2swt3CzHN8ZjY/c6UdTj7PKjdJqLaXOlt6haWabES8e3dFPsp5TO7PgRUmYgxwARHAnz4SpPr30+5zqP0vDabPZv5CApGbXRMcSMX7l458hTKXyno6rzXHE1em5q+VZF5F0gHxCRP4bIt4A8LiKvCLJ+Lxbua1H9YWB50tWbnNGmQJI1Zmk3Gjxy5jyDaMjBsEc/6hPFUdpsMwjwjZeZYSqpgHLEWN8xeZYU+JsrGB7PUEsvNp4JCL0WkR1kbcCFneEddGAzq+VNJSNGbvfIlTzob9Mf7nJm+VFajbn7Gq/d7WflPgigpeZbkmIKSCqN1nUMjrEcLRt77Cye59P052n5czT9Tk77F4E0asGuKC1/jk5jjWYwT+ClOdpEI6L4gEG8R2IjVNIJsEXzmFtpKeQXddyXFeUcwp8A/RNg/gLwfXdh4eQvgfshRVvFtnjVUhydqBPOkpQuLbvxPEMzbDDXbNFqNDI3TUtDyqpJyWmC5cNit7tlz+7aykk5potsn35ywF60iXXR+HOOPqDqFGZtrKQQ8UhcxObODeY7qyy0V99ysN2XOE+k1srVHkeK0bKUrNr4sSkp0k8OGNoe/WSf13c/SjfaJtEYES+P34tV96oJ1sXEdkiUdBnaA6KkR2z7eaFuceAIBW8m/zt7LyaPD2UU741+/2LB/E4R+SmQ6CgL5z1x5v0o/HFV/YFxaztXIDxcpUfJJJWf50lK9W4uU9Z7+J6fjYQqXkFkkvWFeyjcnA1sd3N8KZz40d+qjtj1076XRVZTmNrSQbKc0WDYxTPpPLfdgw0UZXXhwpsiC3tLQFfrWh4NuPK5LoAw2+Aihr3hHTZ6r9NP9llpXWatfYXI9km0ULAKafkOmk5sTVKLNkxSwDmNxi7nqJFRBVhlYmR0PHJXtEC0IMijiKwZkX8ZBKknZ63WA+7xM5//hxT39yYs2YT7WFPZPSX3VqUkq/1MRNL5bolL8P0wZ/xqoTFD7KYPZKORK0tyYGV+fl67VS0xqiFHEhszjLq0mvOICAe9TTrNRRphZ/ak8wkC3ZFWTmQibqxWrhQn8pgMeImLeObMB/iM81/Beu8aO4PbWbNYKcXdRjyM8fAk7XXjiZ8xnib/Povx3NgYFDrViJQelx/bGCTjKDxjPsP3zAd6A/v0YGjPNEN/LfC9c85JJCK9PIZT9HzFXhWwUgGaaoV1nNz+1WmjOjGbbVSIKHT7XXrDHnPNTqqDVJuVXxxHvjy7K3mveae8mLaSGpj1NVSVwG9kMrI9FjtnWOiczdvMjRT7ow7XD+ZScneM5pGgyyfxHK25rCOXNJ/tzZjJFpdbDN8LeGX7t9gfbrA7uIVv/Io3MXbfy/Nfy8ZhNElBssZVpsAxiEzyGKMmsgocDGIS6zAYrBWzcxB/+c5e8uVxolw5M8eTV5fwjGyo8grwMvDfe4+tfd6HgKcU9yyFOdt1ldylrJrWxXZUFCRTsKCKMR5hEBInQ/Z6u0RxHxFD4AfZQAVTYlb0Hnv5379uWcIh3SpnyrcZY9jrbhLZIc1GG2M8rE0YRF0Gwy7WxZkbHrzlfS8fiGt5pFtJKZ6CtGKjn+yx0X8j66ztl9nk3Lcvu3R1ObncpSzFaYUYrnBb8XeT/fhe2usFFc4st5hvBrx254DQ81lZaLSt00si8qwg7/QeW/u8BPhJRX8b3Jyqzmc/GZM0bomg4irZ+7G1Mwhi0hFCozciRjCjn9KJHSWNhVazQ+CHDKIe+/1dDnp7hZRCOkY3z48JCMJJXqqO0G8SBg26g126/V16gz16/V0GUZcoGdIb7NHt74JAM5yb4G5PDOiOHctJDRClxOoXgWmMh2eyrl9SbJdeiAALVP/4bynFbkU3UfN87Dh2HKUI8pAiA55nPBp+QOh7NEOflfkGi3MNVhebdHsJtzYGnF1tE/jp2GQRaRTTAj+T/SwBz4G+S9GvVHgK0RVUL+SjqApXeM9L38wwiUmShCiJGSZp//dRIaGQDlMPgwDP8zHZyUrr8CwNP+TM0nmG8ZBuf4/uYI+d7iZGPJphk0bQpBG00ucaD08kny0+7pnyIKzb/VmjGeJnl68yjPqpRlIg8Jtp/ZlNOOhvs7N/ncTGLM+dwzdBqjQ8IXFeNU0wm2tanMUqE25oOXlUmPw6cjulejEoDBkZPVvLqalikjwd+lX0YCQruE1Haal6hWlP2ZxzbFoFoVm9X6K0GgEXVlvc3tlm92DIxdUOkQNB/16d0mQH+GD288PZ+5kDPhN4BlgDOiAe6DN7ve7v7w77DOJ+NpHGZReHscuZJnFHnZxTVi8MQ0I/xDMeoRekQ+GNz/L8KgtzywyGffpRl2HUZzDsIiYd6hD4IaEf4Hshvt/AGI/S4FzVh9IaVNcIOGHYwtBKb8suHmHQZDW8iOcF7B7cYhj16LQWaQStVKhd1XDmZ0DLPSfzdoYPVwTIXfRYGRebytFHrXmJ4rSesT5zHJfl3b6lCMpyt04pAHF01DzOzOAKYK0jCAwBhjh2KKwj+s0g/8Kf8SwdAP8x/clcSCN0h9Fnbh3sf2Hgm+XlzgK+52W+rRYC1ixV4CyJWpIkIk5iEpsQJUN88XAuyWMbz6TNa9qNNp3mHNYlxElEP+pyMNhj2N9Bswk7afenFHyNoEkYtPCyzssnxgg4O1EFOSr8XeysEXghe71NdvZvAUIYtGgE7XwiTNElS5KIOB7gMtAutFfw/cY91M/dP+cz345yVByX3aqT23vCLha6FKU1ilrRr46LgLM6uEmE5m0aRtNRFZOLrgvA03FKi2IhbHbf6HHGmGxQZEKCe1Hg5xX+Z+AlAH+20zXK4rtR89MLzrkfDX3/S6+unkFMalmsi4ndMMW9+OM2CBiMb/DxwQ8LPKZDnVa6TmlekzcqyPU8n1ajQ+AFDOI+UdJHxCPwAnwTjKU5+YQfU9s89UTFetkgwXZzgVZjjiiJGEZd+sN9uoPd2lYURkwa0xihN9jjoLfN0vxZFtqr+ey++5ooyZriVuMtqnLJ0Saltupq/IuUfEIMKe0ulSm5OcS0GjRkY7NygGkBaKP5hCOLNNonmgNKRfPPo+iuEZeAaSoEIhoo2hMYZE+IFRJUg0yBIqoq1lp/r6fmjTu9f2DR7/Q8KSkZ/KNPa1rrFrthDh9V/UFFv3TUn0JtWgrvey0WGmewbkhvuI3DjtMLWhUrH6EuqbgCgRcS+A2ajfZ45JHx0lPmxjkwpw8vnX43sBuJlxtBg0bQZK69hHXpJKAq5DzjY0yqrHfOsrV/i539G3Fi442V+fOrKhLeWxs/KV3ZnXMkmcBa1fUV1tXZi6rql6fauMIecGgxNaCmkOg0ef8WIfN4PB9PPMSYdJiieBhvlFMbNd6tNxHTLO3hTqmSXen/JPAvgAT0LMgFYBN0W0RiIAK1YAwpTyiJVXN9oysHXZckiXbrpPD+4SSTyXJjcV4wmK3l4tVJAasxq52nuLD8LLHt8/KtD3IwvINnwomLXjVXoFP6mBRPhitMwUm1iOBskmpi9O0CsMMjn9HcPM94SE3To7Sbg6Pb3yW2w2zOmr9+0Lvxvf1B9yfOrlwOm2Hn6TgenNM0Fp8HWkAz+wkzE+Bl/zrAikhibTIcRN1ubKNt55L1OInutBrzm82gHVmXdON4sDVMBp8fJ8MfE/HW0k7UJp8wWqTfDaZEs6ePSS+goym4ae2bh3heVgFnsvuycp0pbYyqQz+rebhcPz9q2Ftoh1EYR2kE/Wuq8hkIf0vSFnuvzuItOZfuVc+MTt+sgJO0/+Aw6eaDNgrq9Q+B/J5iezJPAna71+hHO6g6ItvDSDDR9VrvedtBaQLVDAWmJ3mJCEkSs9/bYq61nNfH1X62LBgxnodPGts2G+2LB72dvz2MN5+7vRV991xz7ZeXF86i2biw2dIs6VZMbKpLtElMYvu0wjbNxlx6XxjTdsmfN2LWcgDJSP5UANyRqYFKPi5PL0iFEJpkOqcm5Et0ZPXyPxIlS/EIApxR+E5JOziD8i2gf8dhc93mtO/LZAaB41g4yXoUOmfzYRWF9TdBPx/0S/IJbmKIkl5aCIhiJMhKFR6c/Optadk0q/UbKOvbr7M0f5ZWY45iYyNGI76yurxm0MY0vTzgaTfm2evNfftu9+bTe71rvzu2AxY6qzTDzrHE0iOplBOL57VoNeaRNN7+rz3jfYNv/M/ViuuTty3XCh9wDMCNxcSU1CnTUgd1zGRdH81qqmHMjJYIUgf8G+A/jcOjux8F6B9uHaZKeG4Avwt4N/CNoO8BnhMxF32vUdZeToHbvRTVfHqBN900y/Pn2BHDxu4Nmo055lqLWb5uh8APWZo7ixE/CwESdrubLLRXUkIL0lkAxvvKrb0bn9UfbvzGYLjDyuIjtJvzx87tObWEfotm2BnFmP9MVX9J0TgP9OEx4J1Z+DEPLADtzIWdy/aeUTQQ5DJwebZ0wnRwmUJ7vgkwpx7AOsL1LPWVkBIgXZAu6L4iOwY2QDeBO8A66B1VvVUVpd/t8mfhJw9ZHwP+bPaBF4DPAFbSE60fAL2i6MUsd3eouzLTMMBPWyuXVpUvzZ+hFXbY72+zu38HsoZDvcE+1iacWbqMiBmIiD8Y7vtR0md14WI6z8052s35QXfQ2Y2TAOfS5Hq7OX831EkqPMhGRoHeAm5VHvY88K9nPOQ8aeesc9nvXgbKx4BLCiuS3t4EggLVOKIeI4Gewq7ALYHrwE2gD5pkoLoDvApsHYXlUs5NpbbCqlhhfh8Bd6y1B/xize0BaVn6Vz347I+8bUCrWYV9GLZYDZp5j33fDxkM97mz/Rq73Y1vX1m48I+tS9aW5s/9dxu717/h9tZrdJoLtBrzB8b437U8d/bFUs7PJg/DsPl94LdmfKxhMqPmZj+LJa5yMQP65QzgK8Aqad75usBvKnwybW5U6N+qltBr4pvmWwq4aSsGvhr4fOBrgWeBR4B3wAkXRr4FyzmbiQTSKmVnE1qNBeY7a/9sr3vjhzzjszC3dqcZtr+5Fc79j93Bhux2hyjcnm8vb5uCKEBPJrs7E7jG+WoFZF7ge4A/kBmGCHRe4QroGSmYsWI8l8HyK7IYLr+IW5fQc/u0AyH0WscKcvwHeKJ+JfsZve57Mpehnf37bHalWQY62WPCzPcP7vZF32QrN8zigMUHuePieIAx/rjduktYaK/8vkHU+8adg/W/n7KTnaGqfhI8PBPk6hv9NEihSLkryncD31/HAUymEpSazpHvLQIORu6k0ov3U5LKbz2UgCuuBPjN7Ke6wsL7CoArmdl/HDiTAfSzgC/giL6a9zkOPCDt1vTR7Cp5B/jZLC74E6TD3Z+e4er808BGdsGZy2Kfl4EeqV71C4DGYRePnYN15tvLdFpLuUhcxHjzraVenEQM4z6B33gYXMUHDzapepy8AfwVRXeAs4KMSJvlDGtxduEM0vhR76DaQ7gD/Dzwq9MYW6cOq3G2JR9uwB22ouxntHazTV714y9kG/S/Aj7naJZr5vUy8Dpwm3S22K9mX8pOxs7WIfj7gb8OPJoxt09kX+rICt4BPpUd91XqE0Kjv89m7vbvya6unYxEaCj4RkxkxHR3DtbfKeJd8D0fY8wvq+qfU+WDIl7GTDpOFwD/6M2zpMcvF/NP6El0pEzUdVL5zQLwAeAq8LmZe7pcsJYyxcruAS+Q5ljeyI73qxXAz7oGGTP3/LG4kMm/b2c/H2QKneYZn95w+9LW3o2vnG+vPt9pLf5ycUSY4J34usG36/q/BgCsBHwXWEbM9AAAAABJRU5ErkJggg==

<<nobr>>\n\n/% Classic %/\n<<set $locNameSingle = either("Alligators","Always","Angels","Auroras","Balloons","Bats","Beasts","Bees","Beginnings","Bellies","Bells","Billetroa","Birds","Blimps","Bloating","Blood","Blooms","Blossoms","Blubber","Breasts","Briars","Broken Dreams","Broken","Brooding","Bubbles","Burrows","Bursting","Candlesticks","Candy","Captives","Caramel","Caverns","Caves","Cemeteries","Chaos","Chapels","Charcoal","Chocolate","Chorus","Cities","Claws","Clay","Cliffs","Climbing","Clockwork","Cloth","Clouds","Colors","Comets","Copper","Coves","Cries","Crypts","Crystal","Crystals","Curtains","Dances","Dancing","Dawn","Deception","Deer","Delight","Delights","Deltas","Demons","Dens","Deserts","Despair","Devils","Dew","Diamond","Dinosaurs","Dragons","Dreams","Drinking","Drowning","Drums","Dusk","Earth","Echoes","Eggs","Elves","Ending","Endings","Ends","Erinyi","Evening","Eyes","Fabric","Fae","Faeries","Failure","Fangs","Fate","Fattening","Fear","Feasting","Feasts","Feathers","Feeding","Fields","Fire","Fish","Flame","Flesh","Floating","Floes","Flowers","Fog","Forests","Fortune","Foxes","Foxfire","Frogs","Frost","Furies","Fury","Gaining","Gardens","Garnet","Gems","Ghosts","Giants","Gilt","Glass","Glitter","Glory","Glue","Gluttony","Gold","Gorging","Grass","Graveyards","Gravity","Grime","Gusts","Guts","Halfmoon","Happiness","Harmony","Hatred","Haze","Hearts","Heat","Heaven","Heavens","Hell","Hells","Hills","Honey","Hope","Horns","Horrors","Horses","Hounds","Hunger","Hunting","Hurricanes","Hyenas","Ice","Immobility","Ink","Iron","Islands","Jars","Jasper","Jewels","Joy","Lanterns","Leaves","Leupai","Lies","Light","Lightning","Lights","Lilies","Lizards","Lost Hearts","Lost Souls","Lost","Machines","Madness","Maps","Marsh","Masks","Maws","Meteors","Midnight","Milk","Miracrystal","Miratoxin","Mist","Monsters","Moons","Morning","Mountains","Mud","Mutants","Mutation","Names","Nebulae","Neon","Nests","Never","Night","Nights","Noon","Oblivion","Oceans","Oil","Onyx","Paints","Palms","Parasites","Peaks","Pearl","Peppers","Peridot","Pictures","Pillars","Plateaus","Plumping","Poison","Ponies","Poppies","Prophecies","Puddles","Pulse","Pyramids","Quartz","Rabbits","Rain","Revelry","Rhythym","Rivers","Roses","Ruby","Ruins","Running","Rust","Sadness","Sand","Sands","Sandstone","Sapphire","Scales","Screams","Seafoam","Secrets","Serpents","Shade","Shadows","Shores","Sighing","Sighs","Silence","Silk","Silver","Skulls","Slime","Slimes","Smiles","Smog","Sometime","Sometimes","Song","Songs","Soon","Sorrow","Souls","Space","Sparkles","Spiders","Spinifex","Spirals","Spirit","Spirits","Springs","Stags","Stairs","Stares","Stars","Statues","Steam","Steel","Steeples","Stitches","Storm","Storms","Strawberries","Stuffing","Sugar","Suns","Surf","Swamp","Sweets","Swelling","Tails","Talons","Tea","Teeth","Tempest","Temples","Tendrils","Tentacles","Terrors","The Apocalypse","The End","The Endless","the Ring","The Sun","Thorns","Thunder","Time","Times","Today","Tombs","Tomorrow","Topaz","Torches","Toxins","Treasure","Trees","Tremors","Twilight","Unicorns","Vales","Valleys","Velvet","Venom","Vines","War","Water","waterfalls","Waves","Wax","Wells","Whirlpools","Wind","Windows","Wine","Wings","Wishes","Wolves","Wonder","Wonders","Wood","Worms","Yesterday","Zephyrs")>>\n\n/% Descriptive %/\n<<set $locNameDesc = either("Balloon","Ballooned","Ballooning","Blimp","Blimped","Bloated","Bulging","Burdened","Bursting","Choked","Creaking","Crystal","Crystalline","Dancing","Distended","Distorted","Downward","Drifting","Dying","Empty","Engorged","Eternal","Expanding","Faded","Fat","Fattened","Feasting","Feeding","Forced","Full","Glass","Gluttonous","Groaning","Howling","Hungry","Infinite","Inflated","Inflating","Jiggling","Laughing","Overfed","Pained","Painful","Rippling","Roaming","Running","Screaming","Shattered","Shimmering","Shining","Singing","Sparkling","Squirming","Strained","Straining","Stuffed","Swollen","Tortured","Upward","Voiceless","Weary","Weeping","Wild","Windswept","Woeful","Writhing","Wrathful") + " " + either("Alligators","Angels","Auroras","Balloons","Bats","Beasts","Bees","Beginnings","Bellies","Bells","Billetroa","Birds","Blimps","Bloating","Blood","Blooms","Blossoms","Blubber","Breasts","Briars","Broken","Brooding","Bubbles","Burrows","Bursting","Candlesticks","Candy","Captives","Caramel","Caverns","Caves","Cemeteries","Chaos","Chapels","Charcoal","Chocolate","Chorus","Cities","Claws","Clay","Cliffs","Climbing","Clockwork","Cloth","Clouds","Colors","Comets","Copper","Coves","Cries","Crypts","Crystal","Crystals","Curtains","Dances","Dancing","Dawn","Deception","Deer","Delight","Deltas","Demons","Dens","Deserts","Despair","Devils","Dew","Diamond","Dinosaurs","Dragons","Dreams","Drowning","Drums","Dusk","Earth","Echoes","Eggs","Elves","Endings","Ends","Erinyi","Evening","Eyes","Fabric","Fae","Faeries","Failure","Fangs","Fate","Fattening","Fear","Feasting","Feasts","Feathers","Feeding","Fields","Fire","Fish","Flame","Flesh","Floating","Floes","Flowers","Fog","Forests","Fortune","Foxes","Foxfire","Frogs","Frost","Furies","Fury","Gaining","Gardens","Garnet","Gems","Ghosts","Giants","Gilt","Glass","Glitter","Glory","Glue","Gluttony","Gold","Gorging","Grass","Graveyards","Gravity","Grime","Gusts","Guts","Happiness","Harmony","Hatred","Haze","Hearts","Heat","Hills","Honey","Hope","Horns","Horrors","Horses","Hounds","Hunger","Hunting","Hurricanes","Hyenas","Ice","Immobility","Ink","Iron","Islands","Jars","Jasper","Jewels","Joy","Lanterns","Leaves","Leupai","Lies","Light","Lightning","Lights","Lilies","Lizards","Lost Souls","Lost","Machines","Madness","Maps","Marsh","Masks","Maws","Meteors","Midnight","Milk","Mist","Monsters","Moons","Morning","Mountains","Mud","Mutants","Names","Nebulae","Neon","Nests","Night","Nights","Noon","Oblivion","Oceans","Oil","Onyx","Paints","Palms","Peaks","Pearl","Peppers","Peridot","Pictures","Pillars","Plateaus","Plumping","Poison","Ponies","Poppies","Prophecies","Puddles","Pulse","Pyramids","Quartz","Rabbits","Rain","Revelry","Rhythym","Rivers","Roses","Ruby","Ruins","Running","Rust","Sadness","Sand","Sands","Sandstone","Sapphire","Scales","Screams","Seafoam","Secrets","Serpents","Shade","Shadows","Shores","Sighs","Silence","Silk","Silver","Skulls","Slime","Slimes","Smiles","Smog","Song","Songs","Sorrow","Souls","Space","Sparkles","Spiders","Spinifex","Spirals","Spirit","Spirits","Springs","Stags","Stairs","Stares","Stars","Statues","Steam","Steel","Steeples","Stitches","Storm","Storms","Strawberries","Stuffing","Sugar","Suns","Surf","Swamp","Sweets","Swelling","Tails","Talons","Tea","Teeth","Tempest","Temples","Tendrils","Tentacles","Terrors","Thorns","Thunder","Time","Tombs","Topaz","Torches","Treasure","Trees","Tremors","Twilight","Unicorns","Vales","Valleys","Velvet","Venom","Vines","War","Water","waterfalls","Waves","Wax","Wells","Whirlpools","Wind","Windows","Wine","Wings","Wishes","Wolves","Wonder","Wonders","Wood","Zephyrs")>>\n\n<<set $randomizer = random(1,2)>>\n\n<<if $randomizer is 1>><<set $locName = $locNameSingle>>\n<<elseif $randomizer is 2>><<set $locName = $locNameDesc>>\n<<endif>>\n\n<<endnobr>>

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\n<<display ZoneBackgrounds>><<set $seenIt_pump = 1>><<if $newMachine is 1>><<display MachineEfficiency>><<set $maintained = 3; $maintenanceCap = 0>><<endif>>\nIt's an odd piece of equipment with a large, round <<if $pumpType is 1>>air <<elseif ($pumpType is 2) or ($pumpType is 5)>>water <<elseif ($pumpType is 3) or ($pumpType is 4)>><<endif>>tank attached to several thick hoses and a powerful-looking pump.<<if $inUse is 1>>\n\nYou <<if ($pumpTarget is 1) or ($pumpTarget is 3)>>gently slide the nozzle into your mouth<<elseif $pumpTarget is 2>>clamp the hoses onto your nipples<<endif>> before carefully turning the machine on.\n\nIt hums to life, wheezing for a few moments before the pump begins to operate-- ''and your <<if ($pumpTarget is 1) or ($pumpTarget is 3)>>belly bloats up rounder<<set $bellyBloat += ($machinePower * 3)>><<if $pumpType is 2>>, jiggling as it fills with cool water<<elseif $pumpType is 5>>, jiggling as it bloats with a thick, cool liquid..<<set $bellyBloat += $machinePower; $slimeBellyParasite = 1; $slimeBellyParaLoad += ($machinePower * 2)>><<elseif $pumpType is 3>>, jiggling as it fills with thick, sweet and creamy liquid<<set $bellyLiquid += ($machinePower * 3); $calories += ($machinePower * either(2,3,4,5)); $milkFat += either(0,0,0,0,0,10)>><<elseif $pumpType is 4>>, jiggling as it swells fatter and rounder<<set $belly += $machinePower>><<endif>><<elseif $pumpTarget is 2>>breasts wobble and bounce as they inflate<<if $pumpType is 2>>, jiggling like water balloons<<set $storedMilk += ($machinePower * 3)>><<elseif $pumpType is 4>>, jiggling like water balloons<<set $breast += $machinePower>><<elseif $pumpType is 5>>, jiggling like water balloons as they bloat with a thick, cool liquid..<<set $breastBloat += $machinePower; $slimeBreastParasite = 1; $slimeBreastParaLoad += ($machinePower * 2)>><<endif>><<set $breastBloat += ($machinePower * 3)>><<endif>>!''<<if ($lactation is 1) and ($milkType is 0) and ($pumpType is 1)>><<set $milkType = "whipped cream"; $milkFat = 30>><<elseif $pumpType is 2>><<set $milkFat -= 10>><<endif>><<endif>><<if $doMaintenance is 1>>\n\nYou sit, removing the back panel from the equipment and setting to work!<<set $doMaintenance = 0>><<if $successMaintenance is 1>>\nAfter a bit of careful evaluation and maintenance work, ''the machine is now in <<if $machineEfficiency is "poor">><<set $machineEfficiency = "fair">>fair condition!<<elseif $machineEfficiency is "fair">><<set $machineEfficiency = "good">>good condition!<<endif>><<display MachineEfficiency>><<set $maintenanceCap = 1>>''\n<<else>>You work and fiddle with the parts, circuits, and controls, ''but the thing is fighting you all the way..!''\n<<endif>><<endif>><<if $machinePower gt $machineBattery>>\n\n''It looks like it's run out of power.''<<if $special_battery gt 0>> [[Use a battery. (x<<print $special_battery>>)|passage()][$special_battery -= 1; $machineBattery += random(8,24); $inUse = 0]]<<endif>><<endif>><<display Metabolism>><<display Effects>>\n<center><framed><<nobr>>\n\n<<if $machinePower lte $machineBattery>><<if ($pumpType is 1) or ($pumpType is 2) or ($pumpType is 4) or ($pumpType is 5)>>[[Inflate belly.|passage()][$machineBattery -= $machinePower; $inUse = 1; $pumpTarget = 1; $lethalKO = either(0,1); $deathCause = "burst belly"]] ♦ \n\n[[Inflate breasts.|passage()][$machineBattery -= $machinePower; $inUse = 1; $pumpTarget = 2]] ♦ <<elseif $pumpType is 3>><<if ($bellyStatus neq "bursting") and ($machinePower lte $machineBattery)>>\n\n[[Drink.|passage()][$machineBattery -= $machinePower; $inUse = 1; $pumpTarget = 3; $lethalKO = either(0,1); $deathCause = "burst belly"]] ♦<<elseif $machinePower lte $machineBattery>><<endif>><<endif>><<endif>><<if ($activeOcc is "Smithier") or ($activeOcc is "Datiere")>>\n\n<<if ($maintained gt 0) and ($machineEfficiency neq "good") and ($machineEfficiency neq "excellent") and ($machineEfficiency neq "flawless") and ($maintenanceCap neq 1) and ($pain lt 60)>>\n\n[[Attempt Maintenance. (<<print $maintained>> attempts remaining)|passage()][$inUse = 0; $maintained -= 1; $doMaintenance = 1; $successMaintenance = either(0,1)]]<<endif>>\n<<endif>><<endnobr>></framed>\n[[Back.|$saveStateSpecial][$pumpType = 0; $inUse = 0; $pumpTarget = 0]]</center>

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<<if $leupaiEggTimer gt 0>>\n\n/% egg girth check %/\n<<set $eggBloat = $leupaiEggLoad * ($quaggyGirth / 10)>><<endif>>\n\n/% Pre-emergence inflation %/\n\n<<if $leupaiEggTimer is 10>><<set $bellyBloat += 90000000000000>><<endif>>\n\n<<if $leupaiEggTimer is 5>><<set $bellyBloat += 90000000000000; $autoRest = 0>><<endif>>\n\n<<if $leupaiEggTimer is 3>><<set $bellyBloat += 90000000000000; $autoRest = 0>><<endif>>\n\n<<if $leupaiEggTimer is 2>><<set $autoRest = 0>><<endif>>\n\n<<if $leupaiEggTimer is 1>><<set $bellyBloat += 90000000000000; $autoRest = 0>><<endif>>\n\n/% If eggs grow bigger than/you have more eggs than your maxBelly, you explode. %/\n\n<<if (($quaggyGirth /10) * ($leupaiEggLoad/2)) gte (($maxBelly * 1.2)/10) + $stretchMod>><<set $leupaiEggTimer = 0>><<endif>>\n\n/% Vitae will make the quaggies rip out of you immediately, and possibly kill some of them outright %/\n\n<<if $vitaePPM gt 0>><<set $leupaiEggTimer = 0>><<if $leupaiEggLoad gt 3>><<set $leupaiEggLoad -= either(1,2)>><<endif>>\n\n/% Leupai oil & Venom residue %/\n\n<<set $miraPoisoning += either(0,0,0,0,0,0,0,1)>>\n\n/% Miratoxin pain relief! %/\n\n<<set $amalgaToxicity = $girth/200>>\n\n/% Soaks faster to prevent realization. Non-leupai make better nests. %/\n\n<<if $miraPoisoning gte 20>><<set $miraPoisoning -= either(0,0,1,2,3)>><<endif>>\n\n\n/% Residual leupai oil. Helps you not explode before the quaggies can fatten up enough. %/\n<<if $quaggyGirth gte 5>>\n<<set $stretchMod += either(0,0,1)>><<endif>>\n\n/% First pass-- egg gain %/\n\t<<if $calories gte $metaGain>>\n\n\t/% Fattenium and miratoxin make quaggy embryos blow up like balloons %/\n\t\t<<if $fatteniumPoisoning gte 10>><<set $quaggyGirth += either(0,10,10,20); $calories -= $metaGain; $randomizer = random(1,8)>>\n\t\t<<elseif $miraPoisoning is 1>><<set $quaggyGirth += either(0,0,10); $calories -= $metaGain; $randomizer = random(1,8)>>\n\n\t/% Mirajin radiation is more likely to fatten them up, and doesn't burn calories %/\n\t\t<<elseif $mirajinRads gte 20>><<set $quaggyGirth += either(0,10); $randomizer = random(1,8)>>\n\n\t\t/% Standard growth %/\n\t\t<<elseif ($fatteniumPoisoning lt 10) and ($miraPoisoning is 0)>><<set $quaggyGirth += either(0,10); $calories -= $metaGain; $randomizer = random(1,8)>><<endif>>\n\n\t\t/% Second pass-- belly gain %/\n\t\t\t<<if $randomizer is 1>>\n\t\t\t<<set $belly += 10; $randomizer = random(1,64)>>\n\n\t\t/% Third pass-- body morph %/\n\t\t\t\t<<if $randomizer is 1>>\n\t\t<<if $bodyType is 0>><<set $bodyType = "belly">><<elseif ($bodyType is "busty") or ($bodyType is "thigh")>><<set $bodyType = "pear">><<elseif $bodyType is "belly">><<set $bodyType = "guguetelle">><<elseif ($bodyType is "pear") or ($bodyType is "round")>><<set $bodyType = "bulging">><<endif>>\n\t\t\t\t<<endif>>\n\t\t<<endif>>\n\t<<elseif $calories lt $metaGain>>\n\t\t/% Not enough calories! Pull energy from body fat, and increase esurience. %/\n\t\t\t\t<<set $quaggyGirth += either(0,10); $calories = 0; $esurience += either(1,1,2)>><<display WeightLoss>><<endif>>\n\n\n/% Fattenium egg gain %/\n<<if $fatteniumPoisoning gte 10>>\n<<set $quaggyGirth += ($bonusWG * $metaGain)/10; $eggFattened = 1>><<endif>>\n\n/% Miratoxin egg gain %/\n<<if $miraPoisoning gte 1>>\n\n<<set $randomizer = random(1,3)>>\n<<if $randomizer is 1>><<set $quaggyGirth += ($bonusWG * $metaGain)/10; $eggFattened = 1>><<endif>><<endif>>\n\n<<elseif $leupaiEggTimer lte 0>>\n\n<<set $eggBellyExplode = 1; $leupaiEggTimer = 0; $eggTimer = 0>>\n\n<<endif>>

[[Talk.|CompanionChat][$companionSelected = $viewingCompanion]] \n/% TALK - converse with your companion about shit. %/\n\n♦ [[Inventory.|CompanionInventory][$companionSelected = $viewingCompanion]]\n/% INVENTORY - use items on it. Some items are age or species-restricted so no one can do anything gross or inappropriate for the age/species of the companion in question. %/

<<nobr>><<display ZoneBackgrounds>><<display ItemDatabase>><<set $itemQuantity = 1>>\n<<print "<<set $" + $itemID + " += " + $itemQuantity + ">>">><<set $itemQuantity = 0>><<endnobr>>\n<framed>You return your <<print $itemEncounter>> to the inventory.</framed>\n[[Continue.|Inventory]]

<center><<display ZoneBackgrounds>><<display ItemDatabase>><<if ($itemEncounter is "hollow tree") and ($itemEffect is 2)>><<set $encImg = "honeygorger">>\n<<elseif ($itemEncounter is "hollow tree") and ($itemEffect is 3)>><<set $encImg = "fairyhawk">><<endif>><<display EncounterImg>>\n<framed>''<<print $itemUsed>> <<print $itemEncounter>><<if $injectLoc neq 0>> into your <<print $injectLoc>><<endif>>!''<<nobr>>\n\n/% ==================================== %/\n/% Clothing wear script %/\n\n<<if $itemType is "wearable">>\n<<if $wearType is "top">><<set $topWorn = $itemEncounter; $topElasticityMax = $baseElasticity + (($breast + $belly) / 10); $topElasticity = ($breast + $belly) / 10; $topSnug = 0; $topTight = 0; $topStretched1 = 0; $topStretched2 = 0>>\n\n<<set $topSnugCap = (($baseElasticity / 2) + (($breast + $belly) / 10)); $topTightCap = (($topElasticityMax - ($baseElasticity / 4)) + (($breast + $belly) / 10))>>\n\n<<set $topStatus = "snug">>\n\n<<elseif $wearType is "belt">><<set $beltWorn = $itemEncounter; $beltElasticityMax = $baseElasticity + ($belly / 10); $beltElasticity = ($belly / 10); $beltSnug = 0; $beltTight = 0; $beltStretched1 = 0; $beltStretched2 = 0>>\n\n<<set $beltSnugCap = (($baseElasticity / 2) + ($belly / 10)); $beltTightCap = ($beltElasticityMax - ($baseElasticity / 4)) + ($belly / 10)>>\n\n<<set $beltStatus = "snug">>\n\n<<elseif $wearType is "pants">><<set $pantsWorn = $itemEncounter; $pantsElasticityMax = $baseElasticity + ($thigh / 10); $pantsElasticity = ($thigh / 10); $pantsGrammar = $pantsPlural; $pantsSnug = 0; $pantsTight = 0; $pantsStretched1 = 0; $pantsStretched2 = 0>>\n\n<<set $pantsSnugCap = (($baseElasticity / 2) + ($thigh / 10)); $pantsTightCap = ($pantsElasticityMax - ($baseElasticity / 4)) + ($thigh / 10)>>\n\n<<set $pantsStatus = "snug">>\n\n<<endif>><<endif>><<endnobr>><<display ItemEffects>><<display Effects>></framed><<if $overrideExplore is 0>>\n[[Continue.|$saveStateItem]]<<endif>></center>

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

<<display ZoneBackgrounds>><center>\n''Are you sure you want to leave?''\n<framed>[[NO.|QuaggyGenerator][$pauseGeneration = 1]] ♦ [[YES.|$saveStateQuaggyGen]]</framed></center>

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

/% This list is populated with hatched quaggies, who are later spawned on occasion for npc events.\n\nThe first x quaggies are loaded into empty slots; once the slots are all full, slots are replaced at random. %/

/% ========================================================= %/\n/% Mutations! Genes and other fine messes! %/\n\n/% ================================ %/\n/% Subtle Mutations %/\n\n<<if $mutationStrength is "subtle">>\n<<set $randomizer = either(1,20)>>\n\n/% Mild to Moderate gene flags + effects %/\n\n<<if $randomizer is 1>><<display ColorWheel>><<set $bodyColor = $fullChroma>><<endif>>\n\n<<if $randomizer is 2>><<set $geneFattyI = 1; $geneLeanI = 0>><<endif>>\n<<if $randomizer is 3>><<set $geneFattyII = 1; $geneLeanII = 0>><<endif>>\n<<if $randomizer is 4>><<set $geneLeanI = 1; $geneFattyI = 0>><<endif>>\n<<if $randomizer is 5>><<set $geneLeanII = 1; $geneFattyII = 0>><<endif>>\n\n<<if $randomizer is 6>><<set $geneMuscular = 1; $geneDextrous = 0>><<endif>>\n<<if $randomizer is 7>><<set $geneDextrous = 1; $geneMuscular = 0>><<endif>>\n\n<<if $randomizer is 8>><<set $geneGainer = 1>><<endif>>\n\n<<if $randomizer is 9>><<set $genePlumpBreast = 1>><<endif>>\n<<if $randomizer is 10>><<set $genePlumpBelly = 1>><<endif>>\n<<if $randomizer is 11>><<set $genePlumpThigh = 1>><<endif>>\n\n<<if $randomizer is 12>><<set $geneSolidThighs = 1; $geneFlabbyThighs = 0>><<endif>>\n<<if $randomizer is 13>><<set $geneFlabbyThighs = 1; $geneSolidThighs = 0>><<endif>>\n\n<<if $randomizer is 14>><<set $geneGlutton = 1; $geneSatisfied = 0>><<endif>>\n<<if $randomizer is 15>><<set $geneSatisfied = 1; $geneGlutton = 0>><<endif>>\n\n<<if $randomizer is 16>><<set $bodyType = either("busty","hourglass","round","belly","pear","thigh")>><<endif>>\n\n<<set $mutationFlagI = 1>>\n\n<<if $randomizer is 17>><<set $bellyBloat += 99999999999; $mutationFlagI = 0; $mutationFlagII = 1; $mutationDesc = "Your belly bloats up like a balloon!">><<endif>>\n\n<<if $randomizer is 18>><<set $belly += 50; $mutationFlagI = 0; $mutationFlagII = 1; $mutationDesc = "Your belly jiggles, spilling outwards as it suddenly swells fatter!">><<endif>>\n\n<<if $randomizer is 19>><<set $breast += 50; $mutationFlagI = 0; $mutationFlagII = 1; $mutationDesc = "Your breasts jiggle, puffing up as they suddenly swell fatter!">><<endif>>\n\n<<if $randomizer is 20>><<set $thigh += 50; $mutationFlagI = 0; $mutationFlagII = 1; $mutationDesc = "Your thighs jiggle, puffing up as they suddenly swell fatter!">><<endif>>\n\n<<if $randomizer is 21>><<set $maxBelly -= 30; $maxBreast -= 30; $mutationFlagII = 1; $mutationDesc = "Your skin suddenly tigtens around you!">><<endif>>\n\n<<if $randomizer is 22>><<set $maxBelly += 30; $maxBreast += 30; $mutationFlagI = 1>><<endif>>\n\n\n\n\n<<endif>>\n\n/% ================================ %/\n/% Minor Mutations %/\n\n<<if $mutationStrength is "minor">>\n<<set $randomizer = either(1,31)>>\n\n/% Mild to Moderate gene flags + effects %/\n\n<<if $randomizer is 1>><<set $genePlump = 1; $geneSleek = 0>><<endif>>\n<<if $randomizer is 2>><<set $geneSleek = 1; $genePlump = 0>><<endif>>\n\n<<if $randomizer is 3>><<set $genePlumpBreast = 1>><<endif>>\n<<if $randomizer is 4>><<set $genePlumpBelly = 1>><<endif>>\n<<if $randomizer is 5>><<set $genePlumpThigh = 1>><<endif>>\n\n<<if $randomizer is 6>><<set $geneFatBreast = 1; $genePlumpBreast = 1>><<endif>>\n<<if $randomizer is 7>><<set $geneFatBelly = 1; $genePlumpBelly = 1>><<endif>>\n<<if $randomizer is 8>><<set $geneFatThigh = 1; $genePlumpThigh = 1>><<endif>>\n\n<<if $randomizer is 9>><<set $geneExhaustion = 1; $geneEnergetic = 0>><<endif>>\n<<if $randomizer is 10>><<set $geneEnergetic = 1; $geneExhaustion = 0>><<endif>>\n\n<<if $randomizer is 12>><<set $geneSoft = 1; $geneTough = 0>><<endif>>\n<<if $randomizer is 13>><<set $geneTough = 1; $geneSoft = 0>><<endif>>\n\n<<if $randomizer is 14>><<set $geneBloat = 1; $geneDeflation = 0>><<endif>>\n<<if $randomizer is 15>><<set $geneDeflation = 1; $geneBloat = 0>><<endif>>\n\n<<if $randomizer is 16>><<display FatSurge>><<endif>>\n\n<<if $randomizer is 17>><<set $geneProductive = 1; $geneDry = 0>><<endif>>\n<<if $randomizer is 18>><<set $geneDry = 1; $geneProductive = 0>><<endif>>\n\n<<set $mutationFlagI = 1>>\n\n<<if $randomizer is 19>><<set $bellyBloat += 99999999999; $mutationFlagI= 0; $mutationFlagII = 1; $mutationDesc = "Your belly bloats up like a balloon!">><<endif>>\n\n<<if $randomizer is 20>><<set $belly += 100; $mutationFlagI = 0; $mutationFlagII = 1; $mutationDesc = "Your belly jiggles, spilling outwards as it suddenly swells fatter!">><<endif>>\n\n<<if $randomizer is 21>><<set $breast += 100; $mutationFlagI = 0; $mutationFlagII = 1; $mutationDesc = "Your breasts jiggle, puffing up as they suddenly swell fatter!">><<endif>>\n\n<<if $randomizer is 22>><<set $thigh += 100; $mutationFlagI = 0; $mutationFlagII = 1; $mutationDesc = "Your thighs jiggle, puffing up as they suddenly swell fatter!">><<endif>>\n\n/% Subtype mutations %/\n\n<<if $randomizer is 23>><<set $bellyBloat += 99999999999; $calories += either(500,600,700,800,900,1000,1200,1500); $bellyLiquid += either(0,0,0,0,0,0,30,60,90,120,200,500)>><<set $mutationFlagII = 1; $mutationDesc = "You cry out in shock and pain as your belly distends rapidly, growing bigger and heavier as it fills near to bursting!">><<endif>>\n\n<<if $randomizer is 24>><<set $substatus = "adiposa">><<display ExpandBodytype>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<set $mutationFlagII = 1; $mutationDesc = "You cry out in shock as your body suddenly surges and softens, billowing outwards into a ball of squishy, jiggling flesh!">>\n<<if $species is "post-human">><<set $species = "blubberslime"; $substatus = 0>><<endif>><<endif>>\n\n<<if $randomizer is 25>><<set $substatus = "balloon"; $bodyColor = $briteChroma; $bellyBloat += 99999999999>><<display ExpandBodytype>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<set $mutationFlagII = 1; $mutationDesc = "You cry out in shock as you suddenly begin to rapidly inflate, swelling bigger and bigger as your skin creaks!">>\n<<if $species is "post-human">><<set $species = "balloon"; $substatus = 0>><<endif>><<endif>>\n\n<<if $randomizer is 26>><<set $substatus = "slime"; $bodyColor = $briteChroma; $bellyBloat += 99999999999; $bellyLiquid += either(200,500,1000)>><<display ExpandBodytype>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<set $mutationFlagII = 1; $mutationDesc = "You cry out in shock as you suddenly begin to rapidly inflate, your body jiggling and wobbling as it bulges and surges with liquid!">>\n<<if $species is "post-human">><<set $species = "slime"; $substatus = 0>><<endif>><<endif>>\n\n<<if $randomizer is 27>><<set $belly = (($belly + $girth + $breast + $thigh) - 1150); $bellyBloat = ($maxBelly * 2); $girth = 1000; $breast = 50; $thigh = 100; $pain += random(20,30); $health = "Sore"; $lethalKO = either(0,1); $deathCause = "burst belly"; $mutationFlagII = 1; $mutationDesc = "You gasp in shock as your belly suddenly blimps, the rest of your body fat draining into it!">><<endif>>\n\n<<if $randomizer is 28>><<set $breast = (($belly + $girth + $breast + $thigh) - 1300); $breastBloat = ($maxBreast * 2); $girth = 1000; $belly = 200; $thigh = 100; $pain += random(20,30); $health = "Sore"; $mutationFlagII = 1; $mutationDesc = "You gasp in shock as your breasts suddenly blimp, the rest of your body fat draining into them!">><<endif>>\n\n<<if $randomizer is 29>><<set $thigh = (($belly + $girth + $breast + $thigh) - 1250); $girth = 1000; $belly = 200; $breast = 50; $pain += random(20,30); $health = "Sore"; $mutationFlagII = 1; $mutationDesc = "You gasp in shock as your thighs suddenly blimp, the rest of your body fat draining into them!">><<endif>>\n\n<<if $randomizer is 30>><<set $strength += random(6,12); $pain += random(30,40); $health = "Sore"; $mutationFlagII = 1; $mutationDesc = "You cry out in shock and pain as your muscles suddenly and rapidly expand!">><<endif>>\n\n<<if $randomizer is 31>><<set $belly -= 50; $pain += random(10,15); $health = "Sore"; $mutationFlagII = 1; $mutationDesc = "You cry out in shock and confusion as your belly fat suddenly bulges, then pulls away from your body-- plopping onto the ground as a new fyynling and squirming away!">><<endif>>\n\n<<if $randomizer is 32>><<set $breast -= 50; $pain += random(10,15); $health = "Sore"; $mutationFlagII = 1; $mutationDesc = "You cry out in shock and confusion as your breast fat suddenly bulges, then pull away from your body-- plopping onto the ground as new fyynlings and squirming away!">><<endif>>\n\n<<if $randomizer is 33>><<set $thigh -= 50; $pain += random(10,15); $health = "Sore"; $mutationFlagII = 1; $mutationDesc = "You cry out in shock and confusion as your thigh fat suddenly bulges, then pull away from your body-- plopping onto the ground as new fyynlings and squirming away!">><<endif>>\n\n\n\n<<endif>>\n\n/% ================================ %/\n/% Major Mutations %/\n\n<<if $mutationStrength is "major">>\n<<set $randomizer = either(1,42)>>\n\n\n/% Moderate to Severe gene flags + effects %/\n\n<<if $randomizer is 1>><<set $genePlump = 1; $geneSleek = 0>><<endif>>\n<<if $randomizer is 2>><<set $geneSleek = 1; $genePlump = 0>><<endif>>\n\n<<if $randomizer is 3>><<set $genePlumpBreast = 1>><<endif>>\n<<if $randomizer is 4>><<set $genePlumpBelly = 1>><<endif>>\n<<if $randomizer is 5>><<set $genePlumpThigh = 1>><<endif>>\n\n<<if $randomizer is 6>><<set $geneFatBreast = 1; $genePlumpBreast = 1>><<endif>>\n<<if $randomizer is 7>><<set $geneFatBelly = 1; $genePlumpBelly = 1>><<endif>>\n<<if $randomizer is 8>><<set $geneFatThigh = 1; $genePlumpThigh = 1>><<endif>>\n\n<<if $randomizer is 9>><<set $geneHugeBreast = 1; $geneFatBreast = 1; $genePlumpBreast = 1>><<endif>>\n<<if $randomizer is 10>><<set $geneHugeBelly = 1; $geneFatBelly = 1; $genePlumpBelly = 1>><<endif>>\n<<if $randomizer is 11>><<set $geneHugeThigh = 1; $geneFatThigh = 1; $genePlumpThigh = 1>><<endif>>\n\n<<if $randomizer is 12>><<set $geneRubber = 1; $geneRigid = 0>><<endif>>\n<<if $randomizer is 13>><<set $geneRigid = 1; $geneRubber = 0>><<endif>>\n\n<<if $randomizer is 14>><<set $geneRapidGain = 1>><<endif>>\n<<if $randomizer is 15>><<set $geneRapidAbsorption = 1>><<endif>>\n\n<<if $randomizer is 16>><<set $geneAmphibious = 1>><<endif>>\n\n<<if $randomizer is 17>><<set $geneLiquidConversion = 1>><<endif>>\n<<if $randomizer is 18>><<set $geneSlimeHarmony = 1>><<endif>>\n\n<<if $randomizer is 19>><<set $geneMirajinicGain = 1>><<endif>>\n<<if $randomizer is 20>><<set $geneMirajinicBloat = 1>><<endif>>\n\n<<if $randomizer is 21>><<set $geneVitality = 1>><<endif>>\n<<if $randomizer is 22>><<set $geneVitalEssence = 1>><<endif>>\n\n<<if $randomizer is 23>><<set $geneMirajinSensitive = 1>><<endif>>\n<<if $randomizer is 24>><<set $geneVitalAllergy = 1>><<endif>>\n\n<<if $randomizer is 25>><<set $geneMoistureSensitive = 1>><<endif>>\n<<if $randomizer is 26>><<set $geneLightSensitive = 1>><<endif>>\n<<if $randomizer is 27>><<set $geneHeatSensitive = 1>><<endif>>\n<<if $randomizer is 28>><<set $geneColdSensitive = 1>><<endif>>\n\n<<if $randomizer is 29>><<set $geneRapidBurn = 1>><<endif>>\n<<if $randomizer is 30>><<set $geneWasting = 1>><<endif>>\n<<if $randomizer is 31>><<set $geneFrail = 1; $geneMuscular = 0>><<endif>>\n\n<<set $mutationFlagII = 1; $mutationDesc = "You feel your insides shifting uncomfortably...">>\n\n<<if $randomizer is 32>><<display ExpandBodytype>><<display FatSurge>><<display FatSurge>><<set $mutationFlagII = 1; $mutationDesc = "You gasp as your body suddenly plumps up!">><<endif>>\n\n<<if $randomizer is 33>><<display FatSurge>><<display FatSurge>><<set $mutationFlagII = 1; $mutationDesc = "You gasp as your body suddenly plumps up!">><<endif>>\n\n<<if $randomizer is 34>><<set $belly += 250; $mutationFlagII = 1; $mutationDesc = "Your belly quivers like jelly, spilling out like dough as it bloats with fat!">><<endif>>\n\n<<if $randomizer is 35>><<set $breast += 250; $mutationFlagII = 1; $mutationDesc = "Your breasts quiver like jelly, spilling out like dough as they bloat with fat!">><<endif>>\n\n<<if $randomizer is 36>><<set $thigh += 250; $mutationFlagII = 1; $mutationDesc = "Your thighs quiver like jelly, spreading outwards as they bloat with fat!">><<endif>>\n\n<<if $randomizer is 37>><<set $belly += 1000; $mutationFlagII = 1; $mutationDesc = "Your belly groans loudly before surging, billowing outwards as it blimps up monstrously!">><<endif>>\n\n<<if $randomizer is 38>><<set $breast += 1000; $mutationFlagII = 1; $mutationDesc = "Your breasts groan loudly before surging, billowing outwards as they blimp up monstrously!">><<endif>>\n\n<<if $randomizer is 39>><<set $thigh += 1000; $mutationFlagII = 1; $mutationDesc = "Your thighs groan loudly before surging, billowing outwards as they blimp up monstrously!">><<endif>>\n\n<<if $randomizer is 40>><<set $belly += 1000; $mutationFlagII = 1; $mutationDesc = "Your belly groans loudly before surging, billowing outwards as it blimps up monstrously!">><<endif>>\n\n<<if $randomizer is 41>><<set $breast += 1000; $mutationFlagII = 1; $mutationDesc = "Your breasts groan loudly before surging, billowing outwards as they blimp up monstrously!">><<endif>>\n\n<<if $randomizer is 42>><<display ExpandBodytype>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<set $girth += either(2000,2500,3000,3500,5000); $belly += either(500,600,700,800,900,1000); $maxBelly += $belly; $breast += either(100,200,300,400,500); $maxBreast += ($breast / 2); $thigh += either(200,300,400,500); $thighFirmness = 0; $metaBurn = 0; $species = either("mutant","fyynling","fyynling horror"); $mutationFlagII = 1; $mutationDesc = "You scream in pain and agony as your body bloats, surges, and softens, fleshy tendrils sprouting from your quivering form!">><<endif>>\n\n\n<<endif>>\n\n/% ================================ %/\n/% Severe Mutations %/\n\n<<if $mutationStrength is "severe">>\n<<set $randomizer = either(1,23)>>\n\n/% Moderate to Severe gene flags + effects %/\n\n<<if $randomizer is 1>><<set $geneExpandable = 1>><<endif>>\n<<if $randomizer is 2>><<set $geneOvivore = 1>><<endif>>\n<<if $randomizer is 3>><<set $geneDaedlan = 1>><<endif>>\n\n<<if $randomizer is 4>><<set $geneWeatherSensitive = 1>><<endif>>\n<<if $randomizer is 5>><<set $geneThermalConversion = 1>><<endif>>\n\n<<if $randomizer is 6>><<set $geneFatteniumResistance = 1; $geneFatteniumAllergy = 0>><<endif>>\n<<if $randomizer is 7>><<set $geneFatteniumAllergy = 1; $geneFatteniumResistance = 0>><<endif>>\n\n<<set $mutationFlagII = 1; $mutationDesc = "You feel your insides shifting uncomfortably...">>\n\n<<if $randomizer is 8>><<set $geneMirajinSensitive = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel intensely unwell...">><<endif>>\n<<if $randomizer is 9>><<set $geneVitalAllergy = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel intensely unwell...">><<endif>>\n<<if $randomizer is 10>><<set $geneMoistureSensitive = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel intensely unwell...">><<endif>>\n<<if $randomizer is 11>><<set $geneLightSensitive = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel intensely unwell...">><<endif>>\n<<if $randomizer is 12>><<set $geneRapidBurn = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel intensely unwell...">><<endif>>\n<<if $randomizer is 13>><<set $geneWasting = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel intensely unwell...">><<endif>>\n\n<<if $randomizer is 14>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<set $mutationFlagII = 1; $mutationDesc = "You cry out in shock as your body suddenly bloats fatter!">><<endif>>\n\n<<if $randomizer is 15>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<set $mutationFlagII = 1; $mutationDesc = "You cry out in shock as your body suddenly blimps fatter!">><<endif>>\n\n<<if $randomizer is 16>><<set $pain = 80; $lethalKO = 1; $deathCause = "explosion">><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<set $mutationFlagII = 1; $mutationDesc = "You cry out in pain and shock as your body suddenly blimps ENORMOUSLY fatter! You feel ready to explode!">><<endif>>\n\n/% Severe to Lethal gene flags + effects %/\n\n<<if $randomizer is 17>><<set $geneHeatSensitive = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel deathly ill!">><<endif>>\n<<if $randomizer is 18>><<set $geneColdSensitive = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel deathly ill!">><<endif>>\n<<if $randomizer is 19>><<set $geneStomachRot = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel deathly ill!">><<endif>>\n<<if $randomizer is 20>><<set $geneOverinflation = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel deathly ill!">><<endif>>\n<<if $randomizer is 21>><<set $geneLiquification = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel deathly ill!">><<endif>>\n<<if $randomizer is 22>><<set $geneSponge = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel deathly ill!">><<endif>>\n<<if $randomizer is 23>><<set $geneOvergrowth = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel deathly ill!">><<endif>>\n<<if $randomizer is 24>><<set $geneWeakSkin = 1>><<set $mutationFlagII = 0; $mutationFlagIII = 1; $mutationDesc = "You suddenly feel deathly ill!">><<endif>>\n\n<<endif>>

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

/% ============================================================ %/\n/% ============= Miraberry %/\n\n<<if $miraberryToxicity gt 0>><<set $miraberryToxicity -= either(0,0,1)>><<endif>>\n<<if $leupaiFlag is 0>><<if $miraberryToxicity gte ($girth/100)>><<set $toxicOverdoseWarning = either(0,0,0,1)>><<endif>>\n<<if $miraberryToxicity gte (($girth/100)*1.5)>><<set $miraberryPoisoning = 1>><<endif>><<endif>>\n\n/% ============= Mushroom %/\n\n<<if $mushroomToxicity gt 0>><<set $mushroomToxicity -= either(0,0,0,1)>><<endif>>\n<<if $leupaiFlag is 0>><<if $mushroomToxicity gte ($girth/100)>><<set $toxicOverdoseWarning = either(0,0,1)>><<endif>>\n<<if $mushroomToxicity gte (($girth/100)*1.5)>><<set $mushroomPoisoning = 1>><<endif>><<endif>>\n\n/% ============= Calorie Powder %/\n\n<<if $calpowderToxicity gt 0>><<set $calpowderToxicity -= either(0,0,1)>><<endif>>\n<<if $leupaiFlag is 0>><<if $calpowderToxicity gte ($girth/100)>><<set $dizzyOverdoseWarning = either(0,0,1)>><<endif>>\n<<if $calpowderToxicity gte (($girth/100)*1.5)>><<set $calpowderPoisoning = 1>><<endif>><<endif>>\n\n/% ============= Gainer Pill %/\n\n<<if $gainerToxicity gt 0>><<set $gainerToxicity -= either(0,0,0,1)>><<endif>>\n<<if $leupaiFlag is 0>><<if $gainerToxicity gte ($girth/100)>><<set $bloatOverdoseWarning = either(0,0,1)>><<endif>>\n<<if $gainerToxicity gte (($girth/100)*1.5)>><<set $gainPoisoning = either(0,0,1)>><<endif>><<endif>>\n\n/% ============= Leupai Oil %/\n\n<<if $leupoilToxicity gt 0>><<set $leupoilToxicity -= either(0,0,1)>><<endif>>\n<<if $leupaiFlag is 0>><<if $leupoilToxicity gte ($girth/100)>><<set $dizzyOverdoseWarning = either(0,0,1)>><<endif>>\n<<if $leupoilToxicity gte (($girth/100)*1.5)>><<set $leupoilPoisoning = 1>><<endif>><<endif>>\n\n/% ============= Instant Fattener %/\n\n<<if $breastfatteniumToxicity gt 0>><<set $breastfatteniumToxicity -= either(0,0,0,0,1)>><<endif>>\n<<if $leupaiFlag is 0>><<if $breastfatteniumToxicity gte ($girth/100)>><<set $breastbloatOverdoseWarning = either(0,0,1)>><<endif>>\n<<if $breastfatteniumToxicity gte (($girth/100)*1.5)>><<set $breastfatteniumPoisoning = 1>><<endif>><<endif>>\n\n<<if $bellyfatteniumToxicity gt 0>><<set $bellyfatteniumToxicity -= either(0,0,0,0,1)>><<endif>>\n<<if $leupaiFlag is 1>><<if $bellyfatteniumToxicity gte ($girth/100)>><<set $bloatOverdoseWarning = either(0,0,1)>><<endif>>\n<<if $bellyfatteniumToxicity gte (($girth/100)*1.5)>><<set $bellyfatteniumPoisoning = 1>><<endif>><<endif>>\n\n<<if $thighfatteniumToxicity gt 0>><<set $thighfatteniumToxicity -= either(0,0,0,0,1)>><<endif>>\n<<if $leupaiFlag is 0>><<if $thighfatteniumToxicity gte ($girth/100)>><<set $bloatOverdoseWarning = either(0,0,1)>><<endif>>\n<<if $thighfatteniumToxicity gte (($girth/100)*1.5)>><<set $thighfatteniumPoisoning = 1>><<endif>><<endif>>\n\n/% ============= Deflation Drug %/\n\n<<if $deflaToxicity gt 0>><<set $deflaToxicity -= either(0,0,0,0,1)>><<endif>>\n<<if $leupaiFlag is 0>><<if $deflaToxicity gte ($girth/100)>><<set $toxicOverdoseWarning = either(0,0,1)>><<endif>>\n<<if $deflaToxicity gte (($girth/100)*1.5)>><<set $deflaPoisoning = 1>><<endif>><<endif>>\n\n/% ============= Inflation Drug %/\n\n<<if $inflaToxicity gt 0>><<set $inflaToxicity -= either(0,0,1)>><<endif>>\n<<if $leupaiFlag is 0>><<if $inflaToxicity gte ($girth/100)>><<set $bloatOverdoseWarning = either(0,0,1)>><<endif>>\n<<if $inflaToxicity gte (($girth/100)*1.5)>><<set $inflaPoisoning = 1>><<endif>><<endif>>\n\n/% ============= Fattenium %/\n\n<<if $fatteniumPoisoning gte ($girth/20)>><<set $fatteniumCascade = 1>><<endif>>\n\n/% ============= Strange Milk %/\n\n<<if $helenoToxicity gt 0>><<set $helenoToxicity -= either(0,0,0,0,1)>><<endif>>\n<<if $leupaiFlag is 0>><<if $helenoToxicity gte ($girth/100)>><<set $breastbloatOverdoseWarning = either(0,0,1)>><<endif>>\n<<if $helenoToxicity gte (($girth/100)*1.5)>><<set $helenoPoisoning = 1>><<endif>><<endif>>\n\n/% ============= Slime %/\n\n<<if ($species neq "slime") and ($substatus neq "slime")>>\n<<if $leupaiFlag is 0>><<if $slimeBellyParaLoad + $slimeBreastParaLoad gte ($girth/2)>><<set $jiggleOverdoseWarning = either(0,0,0,1)>><<endif>>\n<<if $geneSlimeHarmony is 0>><<if $slimeBellyParaLoad + $slimeBreastParaLoad gte $girth>><<set $slimePoisoning = 1>><<endif>><<endif>><<endif>>\n\n/% ============= Caffeine %/\n\n<<if $caffeineToxicity gt 0>><<set $caffeineToxicity -= either(0,0,1)>><<endif>>\n<<if $leupaiFlag is 0>><<if $caffeineToxicity gte ($girth/100)>><<set $dizzyOverdoseWarning = either(0,0,0,1)>><<endif>>\n<<if $caffeineToxicity gte (($girth/100)*1.5)>><<set $caffeinePoisoning = 1>>\n<<elseif $caffeineToxicity lt (($girth/100)*1.5)>><<set $caffeinePoisoning = 0>><<endif>><<endif>><<endif>>\n\n/% ============= Vitae %/\n\n<<if $vitaePPM gt 0>><<set $vitaePPM -= 1>><<endif>>\n\n\n/% ============= Amalgatoxin %/\n\n<<if $amalgaToxicity gt 0>><<set $amalgaToxicity -= either(0,1)>><<endif>>\n<<if $amalgaToxicity gte ($girth/100)>><<set $painfulOverdoseWarning = either(0,0,1)>>\n<<if $painfulOverdoseWarning is 1>><<set $alerted = 1>><<endif>><<endif>>\n<<if $amalgaToxicity gte (($girth/100)*1.5)>><<set $amalgaPoisoning = 1>>\n<<elseif $amalgaToxicity lt (($girth/100)*1.5)>><<set $amalgaPoisoning = 0>><<endif>>\n\n/% ============= Stomach Virus (Humanoids only) %/\n\n<<if ($stomachBug gt 0) and ($geneLeadBelly is 0)>><<set $stomachBug -= either(0,0,1)>><<endif>>\n<<if ($humanoidFlag is 1) or ($geneStomachRot is 1)>><<if $stomachBug gte ($girth/200)>><<set $toxicOverdoseWarning = either(0,0,0,1); $bloatOverdoseWarning = either(0,0,1)>><<endif>>\n<<if $stomachBug gte (($girth/200)*1.5)>><<set $toxicOverdoseWarning = 1; $bloatOverdoseWarning = either(0,1)>><<endif>><<endif>>\n\n\n/% Toxin floors %/\n\n<<if $miraberryToxicity lt 0>><<set $miraberryToxicity = 0>><<endif>>\n<<if $mushroomToxicity lt 0>><<set $mushroomToxicity = 0>><<endif>>\n<<if $calpowderToxicity lt 0>><<set $calpowderToxicity = 0>><<endif>>\n<<if $gainerToxicity lt 0>><<set $gainerToxicity = 0>><<endif>>\n<<if $leupoilToxicity lt 0>><<set $leupoilToxicity = 0>><<endif>>\n<<if $breastfatteniumToxicity lt 0>><<set $breastfatteniumToxicity = 0>><<endif>>\n<<if $bellyfatteniumToxicity lt 0>><<set $bellyfatteniumToxicity = 0>><<endif>>\n<<if $thighfatteniumToxicity lt 0>><<set $thighfatteniumToxicity = 0>><<endif>>\n<<if $deflaToxicity lt 0>><<set $deflaToxicity = 0>><<endif>>\n<<if $inflaToxicity lt 0>><<set $inflaToxicity = 0>><<endif>>\n<<if $fatteniumPoisoning lt 0>><<set $fatteniumPoisoning = 0>><<endif>>\n<<if $helenoToxicity lt 0>><<set $helenoToxicity = 0>><<endif>>\n<<if $caffeineToxicity lt 0>><<set $caffeineToxicity = 0>><<endif>>\n<<if $miraPoisoning lt 0>><<set $miraPoisoning = 0>><<endif>>\n<<if $somniation lt 0>><<set $somniation = 0>><<endif>>\n<<if $vitaePPM lt 0>><<set $vitaePPM = 0>><<endif>>\n<<if $amalgaToxicity lt 0>><<set $amalgaToxicity = 0>><<endif>>\n<<if $stomachBug lt 0>><<set $stomachBug = 0>><<endif>>\n\n\n\n/% Alert calls %/\n\n\n<<if $toxicOverdoseWarning is 1>><<set $alerted = 1>><<endif>>\n<<if $dizzyOverdoseWarning is 1>><<set $alerted = 1>><<endif>>\n<<if $bloatOverdoseWarning is 1>><<set $alerted = 1>><<endif>>\n<<if $painfulOverdoseWarning is 1>><<set $alerted = 1>><<endif>>\n<<if $jiggleOverdoseWarning is 1>><<set $alerted = 1>><<endif>>\n<<if $fatteniumCascade is 1>><<set $alerted = 1>><<endif>>\n<<if $breastbloatOverdoseWarning is 1>><<set $alerted = 1>><<endif>>

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

<<if $skull_tiny gt 0>>''<<print $skull_tiny>> Tiny Skull'' • [[Discard|DiscardConfirm][$itemID = "skull_tiny"; $itemName = "Tiny Skull"]] ♦ <<endif>><<if $bones_tiny gt 0>>''<<print $bones_tiny>> Little Bones'' • [[Discard|DiscardConfirm][$itemID = "bones_tiny"; $itemName = "Little Bones"]] ♦ <<endif>><<if $fur_tuft gt 0>>''<<print $fur_tuft>> Tuft of Fur'' • [[Discard|DiscardConfirm][$itemID = "fur_tuft"; $itemName = "Tuft of Fur"]] ♦ <<endif>><<if $feather_tuft gt 0>>''<<print $feather_tuft>> Tuft of Feathers'' • [[Discard|DiscardConfirm][$itemID = "feather_tuft"; $itemName = "Tuft of Feathers"]] ♦ <<endif>><<if $special_battery gt 0>>''<<print $special_battery>> Battery Crystal'' • [[Discard|DiscardConfirm][$itemID = "special_battery"; $itemName = "Battery Crystal"]] ♦ <<endif>><<if $special_dreamshard gt 0>>''<affirmative><<print $special_dreamshard>> Dreamshard</affirmative>'' • [[Discard|DiscardConfirm][$itemID = "special_dreamshard"; $itemName = "Dreamshard"]] ♦ <<endif>><<if $special_jar gt 0>>''<<print $special_jar>> Glass Jar'' • [[Discard|DiscardConfirm][$itemID = "special_jar"; $itemName = "Glass Jar"]] ♦ <<endif>><<if $special_miracrystal gt 0>><redalert>''<<print $special_miracrystal>> Live Miracrystal Chunk'' <mini>''(Radiating!)''</mini></redalert> • [[Discard|DiscardConfirm][$itemID = "special_miracrystal"; $itemName = "Live Miracrystal Chunk"]] ♦ <<endif>><<if $special_carving_belly gt 0>><redalert>''<<print $special_carving_belly>> Balloon-Bellied Leupai Carving'' <mini>''(Cursed!)''</mini></redalert> • [[Discard|DiscardConfirm][$itemID = "special_carving_belly"; $itemName = "Balloon-Bellied Leupai Carving"]]\n<<endif>>

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

/% ============================================================ %/\n/% Mutations %/\n\n\n/% Move flags for alerts that only proc at random over here, so it can tell the alerts to be visible when they need to ($alerted = 1) %/\n\n<<display Realization>>\n\n\n/% ====================== %/\n/% Fyynling Mutation %/\n\n<<if ($species neq "fyynling") and ($species neq "fyynling horror")>><<if ($fyynlingMorph gte 50) and ($fyyningMutation is 0)>><<set $girth += either(350,400,450,500,550,600,650,700,750,800,850,900,1000); $belly += either(250,300,350,400,450,500); $maxBelly += ($belly / 2); $breast += either(25,30,40,50); $maxBreast += ($breast / 2); $thigh += either(50,60,70,80,90,100); $thighFirmness -= 250; $metaBurn -= 1; $fyyningMutation = 1>><<endif>>\n\n<<if ($fyynlingMorph gte 70) and ($fyyningMutation is 2)>><<set $girth += either(550,600,650,700,750,800,850,900,1000,1100,1200,1300,1400,1500); $belly += either(250,300,350,400,450,500,600,700,800); $maxBelly += ($belly / 2); $breast += either(25,30,40,50,60,70,80,90,100); $maxBreast += ($breast / 2); $thigh += either(50,60,70,80,90,100,110,120,130,140,150); $thighFirmness -= 500; $metaBurn -= 2; $fyyningMutation = 3>><<endif>>\n\n<<if ($fyynlingMorph gte 100) and ($fyyningMutation is 4)>><<set $girth += either(2000,2500,3000,3500,5000); $belly += either(500,600,700,800,900,1000); $maxBelly += $belly; $breast += either(100,200,300,400,500); $maxBreast += ($breast / 2); $thigh += either(200,300,400,500); $thighFirmness = 0; $metaBurn = 0; $fyyningMutation = 5>><<endif>><<endif>>\n\n\n/% ============================================================ %/\n/% Toxins %/\n\n\n<<if $fatteniumPoisoning gte 10>>\n\n<<display Fattenium>>\n\n<<set $fatteniumPoisoning -= 10>><<endif>>\n\n<<display Overdoses>>\n\n/% ============================================================ %/\n/% Curses %/\n\n/% ====================== %/\n/% Weight gain %/\n\n/% Fattening curse %/\n\n<<if $curseFatter gte 1>>\n<<set $calories += ($curseFatter * either(0,0,10))>><<display Metabolism>><<set $randomizer = random(1,3)>>\n<<if $randomizer is 1>><<set $visibleWG = 1>><<endif>><<endif>>\n\n\n/% Belly fattening curse %/\n\n<<if $curseBellyFatter gte 1>>\n<<set $belly += ($curseBellyFatter * either(0,0,10))>><<set $randomizer = random(1,3)>>\n<<if $randomizer is 1>><<set $visibleBellyWG = 1>><<endif>><<endif>>\n\n\n/% Breast fattening curse %/\n\n<<if $curseBreastFatter gte 1>>\n<<set $breast += ($curseBreastFatter * either(0,0,10))>><<set $randomizer = random(1,3)>>\n<<if $randomizer is 1>><<set $visibleBreastWG = 1>><<endif>><<endif>>\n\n/% Thigh fattening curse %/\n\n<<if $curseThighFatter gte 1>>\n<<set $thigh += ($curseThighFatter * either(0,0,10)); $thighFirmness -= ($curseThighFatter * either(0,0,10))>><<set $randomizer = random(1,3)>>\n<<if $randomizer is 1>><<set $visibleThighWG = 1>><<endif>><<endif>>\n\n/% ============================================================ %/\n/% Parasites %/\n\n<<display Parasites>>\n\n/% ============================================================ %/\n/% Miscellaneous statuses %/\n\n/% ======================= Lactation %/\n\n<<if $lactation is 1>>\n<<set $randomizer = random(1,3)>>\n<<if $randomizer is 1>><<set $breastBloat += $milkRate; $storedMilk += $milkRate; $milkRate += either(0,0,0,0,0,0,0,0,0,10); $breast += either(0,0,0,0,0,0,0,10)>><<endif>><<endif>>\n\n\n/% ======================= Voracity %/\n\n<<if $autoEat is 1>>\n<<if $bellyBloat gte ($belly / 2)>><<set $bellyBloat = ($maxBelly * 0.5)>><<endif>>\n<<display Metabolism>><<if ($calories lt $metaGain) and ($food gt $mouthful)>>\n\n<<set $alertStatus = "You feel voracious...">>\n\n<<endif>><<endif>>\n\n/% ======================= Starvation %/\n\n<<if $starvation is 1>>\n<<set $strengthMod += either(0,0,0,0,0,0,0,0,0,1); $pain += random(0,3)>>\n<<if ($calories lt $metaGain) and ($food gt $mouthful)>>\n\n<<set $alertStatus = "You're starving...">><<endif>>\n\n<<endif>>

<center><framed><large><<nobr>><<set $pause = 1>>\n\n/% ======================================================== %/\n/% CRITICAL ALERTS %/\n\n/% For status & alert messages that pause & redirect the game. Use this in tandem with overrideExplore & ShutoffValve. %/\n\n/% =========== Leupai Egg Emergence %/\n\n<<endnobr>><<if ($leupaiEggTimer lte 0) and ($leupaiEggLoad gt 0)>>\s\n<<set $autoRest = 0>><brightalert>[img[icon_alert_critical]]''Your grotesquely-inflated gut creaks loudly, packed well beyond its limit...\nwith a final, desperate groan, it bursts open in a shower of gore and ichor, leaving you stunned and reeling as <<if $leupaiEggLoad gt 1>><<print $leupaiEggLoad>><<elseif $leupaiEggLoad is 1>>a<<endif>> <<if $quaggyGirth lte 300>>chubby<<elseif ($quaggyGirth gte 31) and ($quaggyGirth lt 500)>>fat<<elseif $quaggyGirth gte 500>>jiggling, blubber-stuffed<<endif>> <<if $leupaiEggLoad is 1>>quaggy crawls<<elseif $leupaiEggLoad gt 1>>quaggies squirm<<endif>> out of the gaping wound!''<<set $overrideExplore = 1; $baseQuaggyGirth = $quaggyGirth; $quaggyRerolls = $leupaiEggLoad; $eggTimer = 0>><<if ($leupaiFlag is 0) and ($slimeFlag is 0)>><<set $pain += $leupaiEggLoad * 3>><<endif>></brightalert><<if $pain lt 100>>\n[[Examine.|QuaggyGenerator][$saveStateQuaggyGen = passage(); $overrideExplore = 0]] ♦ [[Leave them behind.|QuaggyDismissal][$saveStateQuaggyGen = passage(); $overrideExplore = 0]]<<set $eggBellyExplode = 0; $quaggyGirth = 0; $leupaiEggLoad = 0; $eggBellyBurst = 0; $leupaiEggParasite = 0; $eggBloat = 0>><<elseif $pain gte 100>><<set $blackout = 1; $lethalKO = either(0,0,1); $deathCause = "burst belly"; $pain = 0; $leupaiEggTimer = 0>><<endif>><<endif>><<nobr>>\n\n/% =========== Agony Blackout (Blackouts should always be last in this list %/\n\n<<if $lethalKO is 1>><<display DeathSnapshot>><<endif>>\n\n<<endnobr>><<if $blackout is 1>>\n<<set $autoRest = 0>>[img[icon_alert_red]]<redalert>''Overcome with agony, you black out!''</redalert>\n<<nobr>>\n\n/% Survival clause %/\n<<if $lethalKO is 0>>[[Continue..?|Mediquerie][$overrideExplore = 0; $pain = 0; $immobile = 0; $immobileMode = 0; $indoorZone = 0; $dungeonType = 0; $blackout = 0; $mannedShop = 0; $quaggyGirth = 0; $service = "emergency"; $saveStateEncounter = "Explore"; $leupaiEggLoad = 0]]\n\n/% Death clause %/\n<<elseif $lethalKO is 1>>\n<<set $autoRest = 0>>\n<<if ($indoorZone is 0) and ($plane is 0)>><<set $deathLoc = $location; $deathWorld = $planet>><<elseif $indoorZone is 1>><<set $deathLoc = $dungeonType>><<elseif $plane neq 0>><<set $deathLoc = $plane>><<endif>>\n\n[[Continue..?|Respawn][$overrideExplore = 0; $pain = 0; $immobile = 0; $immobileMode = 0; $indoorZone = 0; $dungeonType = 0; $blackout = 0; $lethalKO = 0; $guideSpawned = 0; $leupaiEggLoad = 0; $quaggyGirth = 0]]<<endif>>\n<<endnobr>><<endif>></large></framed></center>

<center>[img[boundless_text-sm_eng]]\n<<display PlayerImg>>\n<<nobr>><invisible>BOUNDLESS 1.2 INDEV</invisible><<endnobr>></center>

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

<<if ($overrideExplore is 0) and ($overrideEncounter is 0)>><<nobr>>\n\n/% Encounter Priorities--\n\nOptimal hierarchy (once it's all implemented):\nresources > monsters > items > npcs > special events > no result %/\n\n/% Pre-setup; clear any residual encounter flags. %/\n\n\n<<set $nullEncounter = "It's quiet..."; $encImg = 0>>\n\n\n\n/% ======================================================================== %/\n/% Time to roll the encounters! %/\n\n\n/% ======================================================================== %/\n/% Immobile mode (overrides everything else) %/\n\n<<if $immobileMode is 1>>\n\n<<set $randomizer = either(1,1)>>\n\n<<if $randomizer is 1>><<set $encounterKind = "creature">><<endif>>\n\n\n/% ======================================================================== %/\n/% Specific Encounters (indoors, special areas, etc.) %/\n\n/% ======================================== %/\n/% Laboratory dungeons %/\n\n<<elseif $zoneType is "science">>\n\n<<set $randomizer = either(0,1,1,2,2,2,3,4,4)>>\n\n<<if $randomizer is 0>><<set $encounterKind = either(0,"special")>>\n<<elseif $randomizer is 1>><<set $encounterKind = "item">>\n<<elseif $randomizer is 2>><<set $encounterKind = "creature">>\n<<elseif $randomizer is 3>><<set $encounterKind = "resource">>\n<<elseif $randomizer is 4>><<set $encounterKind = "special">><<endif>>\n\n/% ======================================== %/\n/% Storage dungeons %/\n\n<<elseif $zoneType is "revstorage">>\n\n<<set $randomizer = either(0,1,1,1,2,2,3,4)>>\n\n<<if $randomizer is 0>><<set $encounterKind = either(0,"special")>>\n<<elseif $randomizer is 1>><<set $encounterKind = "item">>\n<<elseif $randomizer is 2>><<set $encounterKind = "creature">>\n<<elseif $randomizer is 3>><<set $encounterKind = "resource">>\n<<elseif $randomizer is 4>><<set $encounterKind = "special">><<endif>>\n\n/% ======================================== %/\n/% Monster dungeons %/\n\n<<elseif $zoneType is "testzone">>\n\n<<set $randomizer = either(1,1,2,2,2,3)>>\n\n<<if $randomizer is 0>><<set $encounterKind = either(0,"special")>>\n<<elseif $randomizer is 1>><<set $encounterKind = "item">>\n<<elseif $randomizer is 2>><<set $encounterKind = "creature">>\n<<elseif $randomizer is 3>><<set $encounterKind = "special">><<endif>>\n\n/% ======================================== %/\n/% Planar encounters. %/\n\n\n\n/% ======================================== %/\n/% Default Encounters (Outdoors, overland, non-settlement/building) %/\n\n<<else>><<set $randomizer = either(0,0,1,1,1,2,2,2,2,3,3,4,4)>>\n\n<<if $randomizer is 0>><<set $encounterKind = 0>>\n<<elseif $randomizer is 1>><<set $encounterKind = "resource">>\n<<elseif $randomizer is 2>><<set $encounterKind = "creature">>\n<<elseif $randomizer is 3>><<set $encounterKind = "item">>\n<<elseif $randomizer is 4>><<set $encounterKind = "special">><<endif>>\n<<endif>>\n\n\n/% ======================================================================== %/\n/% Now, spit out the encounter results, and then call the footer info. %/\n\n<<display EncounterEngine>>\n\n<<endnobr>><center><<if $encounterKind is "resource">><<display ResourceDatabase>><<display EncounterImg>><<display ResourceEncounter>>\s\n<<elseif $encounterKind is "creature">><<display CreatureDatabase>><<display EncounterImg>><<display CreatureEncounter>>\s\n<<elseif $encounterKind is "item">><<display ItemDatabase>><<display EncounterImg>><<display ItemEncounter>>\s\n<<elseif $encounterKind is "special">><<display SpecialDatabase>><<display EncounterImg>><<display SpecialEncounter>>\s\n<<else>><<display EncounterImg>>//<<print $nullEncounter>>//<<endif>></center><<endif>>

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UZ9BqtaC92SXutYBOoH/xb7A0zN3wrQijAOGzpsNbWT79AalHrV24urhelqdvA4+Vm6oGBtQ5bt2NCBb1NSIH3jqsfv0Lv3DpxGtXtatC0ilFGlRckvTZIgUeSm2C/cHM7RfiSIiWDwjVzYcymmCd0ODzB9lAaytJQVcGgK7RCRgodKdJU1d+/CE79YcbiUhvdiihsXVkqAc6jhbBSiI9Z635eSfFb3/KrH5k0j2uDv5SE9S+//sF/kEjxU71ECnJDx6RYKxBKs0oXFcf0trawlUG1E0SkQUqqsiIfThBSMLq+w/7ONtZazm2dYWF5ib3xhNw6nDVgHJEUXO8/zrTq43F0llooY4k7KblT9CeGwkGiBKs9Sb69z/qdZ0k2VpCry+w9dh1XlNi8ZLo/Qno49cBZFrdWiJIISW19qB/SQFoOISU6UkAQ7T2hmrI2xM14QRD73bH/Ks+rOVnN13bqautY0/JzLUtrCcJzcO0Ibx3rF1cDyTgfKrfKMN49ImonyEhTGU9pBUIpkGER3J9c46mtGTNBfh5CyHGr6+tKyxQVeW5xziOURCeaVifipCCW5xbrQEwLeomit9FhUgaCVzLoXZGSKEBLMYiU+Fc4/8t4nnzNv/5wY1BtCOsvB372rz3Q1oL3pUo8u+MhHjsWV9fRpaKjWrXp07J68SJVUZCurxAvLSAjzXT3kOxwgKkq9m7cYLS9Szmdcnr9FKtrazilya2jPx6TSMF4MmWa5xxl24yqfZLIs7DQRpiKqJVSiIijabAcrC9pRJ7jipKVu8+jVpbY+ewNrDHErRiJR3nP0ZN7XHzxvXSWe/OJ4bHtYdZHCaJEhTZRiDqNAayxIV2h7rWUErU3y1MUJuhUXmCdu4Wcbqm8ZvparakVuaH/1DanHjx7i/3B20Bao5uHJMs9sswGM61WoWeVIkwiT4Sjzoylsz/P08BOTD+99/jKUpWmJqVgvUjaUXjten3AGE9RBIKS3tGzOa3VBSY2jCKkECgRiCvWglhLNFic+D0txeslPP4N//pDTc5XQ1j/dfHTr77/FZHgnW0p1eZA4yYlm2fPsXzbBUa7ewilyKcTNu69FxFHtNZXUK0UlCA/PCTb7VNNctwkZ/fJpzg63Gd5aYWtzS2c1jipagIo2O/3sZVhWmTs5zcofZ+W8Cz0WkRR0HRMlJBbaCWKNJIMLt/k1LPvQrZb7F7vM7x5xPLpJeJI0E0lw6v7LN51G731JZQ8HunLk0vUAqK4tk/MCKAK6aNl3frNqiilBNZ5yqr2kp2oroIrPrSNtt41tCcMpqpewJ7uHJAudYg66S32B28dJisZ7vRxaTs44GWosoIrnnnczlzDqgcISol5VXVyjSmEDjpsGSaHZemQWqBiCVrXVVbwm+WFC6/roNeWROMJqp2S6yiQdk26WoZqSwNaCBIliZX4qDTmR/uXd97zt96znTePckNY/1XwP33Nfb8QSf77dRLOlh36/SPWNrdYOHsG3e2SHfbJB33W7r0H5z3xQhfdSZGRxhlDORyT7Q3QXrDz2BMc7N6k0+6ytXWK0gtEHCGkwlvL0WDIeDolKwrKomC3vAZM6ApHGitavU7IykoSEIK0mzC8dJON+29DKMXRsGK806caTllZjoi0oLe2SPfcaXQrRc2nh3V+lg+toZSCqKXm2o+IJN44fOUwVWgN/cx3xYyUThBNuF4xr5ZcHR1jTkwQPZ4okuhIUI6m5IMJnVMr4GZmitoYahyTvQG5AYcKr68kKDmPqfEnxHZ/Qt+KtJzbITjh1YJg3nVVhXMuVIQIvFKISIGQFKULOlc9hIgjgRYQ51kw6rbbYSuhtpDgQdafM1WBtBItmF7dfzxe6PzjdLH926/9tx9tdK6GsP7L4Y2vulcL+IQW3H+7WuCU6LG/v0dnYYGFjS0WLp6nHIyY7O/R2dhAt0NVkCz3SFaXUGmKKyoGT16BSUn/6nW2r14hjiJObZ6mEgIjFZZgKRiOJ0yznLwIb1f6+yTpmLUkxdsB2jvSpR6inTIdZ6SdlPxwyNYDF4PXaWKQQKelaCcCFUVESULU7SK1RAmBjiXYwDxSBMOpimS9YO1RCNqJYlIYbGZxdeZVWbnaZe9vTT2dVVAAzqGloDKW0p7Qs7xHK0GUyJo8LP2ntlm4sImo3fvUKz8A3hgG1/ZxaYeytIGkpMTVHi13Ulv3x5NBVbv3T/4O1e52vHd4Z3HGYCqLcWCFQGiN0IppHpawhYA4kgjqpWwpSKqSLC9xC73wdThwtm5JRZiMJkoQK0nkLNnNPusXN55C8OORkr/9ml/9yLR5tBvC+s+O/+Gv3HsPno9o4TvPjDdYibuMR0Py6ZTNO+4garVZuHieYjBkvL3D8u0XscbQ3togWuqFKquqGF+9SXZjn6o/5OrnHkfgObV5ChUnGKU5nEwpyoKiLCnLirzIuXq4hxSSu9dX2M+u0xaaUbaDcI54ucfyvbeR7fVRwtNZWQDvyXOHFJBEkjiN0ElC3EmJkxglQUeKqKWDidT5+VK1EMcWBy1huRPRH5VUuWU5DkLzjUGBcY52pJiWlqLOkp+3aPUBi16iyCvLuLQh1aGuwOKoTofQgehGV/ZorS0iY42rjncXhQCpPNnhmMGgxGsdcrNETVpShvww/7SpYI1ZJE1dBN3i5JfCYSuLKQ2VsRjAS4WIdCAwB1oFnc+YUF1KAYkWJM4w7E8RK0v1psHx55+3ibU4Xx5O6MWSxY0FYiU/7eEHS+v/47f+u49VzSPeENZ/NvyTV9z9KuF5pwIeWjjHYtzB49m/fpXlU2doLy+zcOft6Djm5oc+zNr99+OcJ11bQnc6iEhi84JyMKLaH1Lu97n0mc9iq4Kt9S3iVgurNLmx9MdjsiKnqCpuHO4zyXOed+4CS2mb64MbHEz2EK5gnB/hnKO9tsTqHWdRwqPqaZs3IZ+9Guekiz2WzqwQxTp4soQgSjU6kcdueKhXdTheJhb1/mNpiYRgOZY459kZlQjhaWlJYRz9emXH1WQ1F8PrxWxbnxGbEZZWAiVBRoFM8oMBUkqibhtvA724OhJCRWHB+eqjO0RLnUAezod2eK5nnWQsbnnf18R1Mo4nrOKEdamyqKgqWxOhgEgHh31Nb9Z6siJE5yjhiSJItSR2hoODCWptGWNCXNDMnCuEQNW7mzhPtdvn9IVVFloxQgpXWP8HHr7vO/63jz/25/ld/Leve0UslXzRd/7Cf3hPQxMNYX1BvOFld38/+J+VwEuWL7LQ6iIjzaR/hMkzVm67SOfMGVSSMNneQWqNShKcc8SLHeLFRaRS2KykPOhj9vtc+eznmE4nbK6uE7faFEBmLHlRMM1z+pMx1w/3efD0OZbSFvujIdZY9rMbLCYxNwfXqUyOlJLF02ssnVpFK0FVBIIo9ofsf/Y6UkhWL6xz4QV30F3u1oSl0ImqdwvrML8ZYc10HxEEd18FPakbS6zz9LOKWAm0DNHOk8IGTxazk2GhrdNSkFXuhK0hkBiEli1OFQIw04xyOKW1sjQny3mlFlKk2b46oCoMIokwxlF5H5bElQq92HyvUJBqQWH8LBQnRPAoecJz5sP3LaEqDGVRYYwNEdVSYVBzU1pljqedsQ4/I5ynEysoS/aPpsilRSo3i5uW9WuHdtRUHoqKqKw4e26ZbqLIjMchRkqKfyaEePPffOvH/sz61q89/DItpPhfhBDld735D7+noYmGsL4g/tHL7vpJHG8QeF62cReLrR4qiZBJQj48QiJJVlYQSFpbGxT9AfHCAtODQ1rrKySLi3hnsVlB2R9hjkbsXLrMaDBgbWWNtNVm4izjoqIyhizPuXqwy2qnx8XVdW70jzDG0FKa0lTcGD3FUtriRv8aCoFUsLC5zOLWGqUJbcnR525SHI6xWYkS0F5o85xvfhFJKyJqRehY3iK8zw2kJ84/+9Jhi9rJXk/ebK24K1k/0PP4GTc3lWopWEg1u+MSW98zdBCWwQkfF0Uh/thXhuG1fZbOrCPhFk3Me5AaBsOSvUsHpCvd0MLZkIHvVU1adQmlBbQjybRyVPUytiSkvLr6KlCkBVEUSNqUljIvg0fLeUYlWOrECMEt7WaaCLwNgweBZyFW5NOc/X6BXFokjiXeQWUDIc4WwqUQ5PtDNk8tcma5hfOQWR+8XEq8Xwnxd7/9rR/79J+punr4Zf+tEOIXkfzKd735XQ83NNEQ1hfET3zVnf8c738Y73nF6ftY6fTQ3Q4Ld1zEe8/+Rz9KsryCjGKEVLQ21xlv7xC3OyHLfHU5rKT0R4z2DkiEYnx4yOHefiCsdpuJMQymU4zzHIyGTIuMZ5w+x9FkwnCahZbDQyeOGWZjdkaXiZVjlA3oRotk5SFR2mbzWXeTtmPKozHbn7iEGU7RWrJ192kufsXdJKkm7sRzjScsRz+NrADKUE2YevXG19M/624V2bUKT3ZRu+9D/EyYOhr7dH3Lz7O0BNDpaLz1HD25zdrFTdRcinLz3UPrHHnlOLg+CO2allQ1ITkhjieHQKyCflRYT2kD4bUiCd4xKi1aBLd8GkukAlM6TFWBCzuRRxMXIm60rF32M5+XoJWG2GZrgiYXSejGit2dMVMHCxsLeMBYT166udVCCIHNSjCG284ssdjSDAuLlIJYK7SW/XZL/1CrpX/la//lB/6Tv/Rvffire16ITyC46BH/7Lt+8V0/0dBEQ1hfED/+0jt/Huf/nveeV567j7WFZTrnztA+s4WZTplcuYrJMnRnAe888eIC5WiMjCJsadBxhFIRpijIRxNsVjDp99nb2WFrfRMVxRTeczgeY6zlysEuF9c2WG532ev3MTa4s2Ml6SUpzlpu9Hc5HN+kMH260SKJanNj9xrpQpsHXv0c0lbMzicvkbQiVs+u0llso7UkiiVRK0LVyaMzA6k8QVbCheoKwpKztY52HBzuo8LOq6lZ1YU/1p3cLFSwJjY380k5cHV1NTuSkcQSiWB4ZYeVc+vBjlBPGV29RG2spzSO8bhguD2ktRImhpV1QcuSocpytW6URpLSOIqasES9z2hcaFNn2lYQyIMp1laGLDeMcwdKIuo0h04kGZaOWAuiOAj8zh6TVqs2jt7cHiDbKVG3hfdQVj5MU09oatO9Ieunlzi3mJBZHzYVtCSNFEuLsVNa/mqk5fd97S98YPSFfgf/99d99beD+HcOpHP+737XW979Kw1NNIT1BfFjL77j5/D+7+M9Lzt9N6c3T7P0wL3obptqPMIbi8kyqvEYgcIUFbrVohyP0WkLIUL+kjcOVxpMlrN74wb7+/tcOHOWsnIIrdkdDBhOJ4yKKc+/4266nRbeO/a2d5kUJZHSrLTbWGO5fnTEU7uXyPIBWT7m/Nod4Bw7B5dZOb/CnS+5H4wl0oJWO0Ep0FISt2Q4RqFORNDg8UUYj+mWDvpVaRHeY6qQ2d6JFc57xoWts7D857Vv3rl5VTJztx+fCPPzOMDZNZ6kNqmOr++zuLFIkkbHhEVYKLcuENY0N/SvHpGudLDWh9awrrKcUvja5iCFwHl3a5zz/P6huGW4IABvg/ieZYbK+pAKNBPfawZvtY6TIWbL38aE47PdWGEc3Lx+SGdrBZTEWZgW7hZbRT7M0LHmwnqXWEuOCkekBL2WpteNibQkitQ7Iim/5+ve/P5rT/8d/Pd/7+W/YZ3/G9bDcKf/LQ+/7eO/2dBEQ1hfuMJ6ye3/xFr/E957nh0t8uCzn8fKMx5AthLMdIJud1BRTH50SL5/gK885XhC1O6Q9fsIpYmTFFsarLFgHJefepLpZMrF8xfY7w/pdTrcPDrk6sEeF9Y3uO/22+gtdlFKMu2P6B8eMRpltHSEAIZZxk7/kEs7jzPNxkRCc2rtIjcG+zDd48x9Z7jtoTuJIwVVRZpqtLNIF0hMtyJUu1VPtsBlFlc5dHQcAujrkb4xc8fT3Hs1W8GZEdAswC/SEubrOOHjqiqYNI+DTENbqJUg0pJs+4jOUpu0nYSvpa6qIFRrxjqK0jE+mlAWlrgTU5ZBy7JwHDPNsZt+9uvTSxRKwP7UzO0Ns0GDBKx1VKWhyCvKyuFEWAMSOhz2iEM4joUAACAASURBVLQgjuXxPcjaxW+q4E3TQtCKJf1pxbCfhagfISgqR1kd/4xs5ShHGZunFlltRxzmYeWok2gWFyLiSBFpRSvRl9NYvfrVP/e+eQLq737/K1IHTzgvTudZxaPvfuS9g5tHr3zTwDf2iIawvpCGdfuPW+v/qTGOB+NF7lw7xdYLn0+00EMmEfHCIkJKTJZRHB1SjSfYaUUxHKPimGKSMzo8pN0Lv8yDwwE7u9t02x1Wl1a4sbfP2vISl3Z3uLq/w1996EWsLS/QTmN0GuOcZ9Ifc+XyNfqDMUqGB8gYw/7wgEvbj1OWOSruEcVdTrXbHB5c5uxzL3D2GeeJlECVBdIahA+eolhLkm6C6nVCNVEFR7tOFK60WBN0GDeLdDmxdDwnq7lR1M8PT2glgpucY9HaOUde2voKz8nF5TAgqA6HtLsJaS9Fek9eOYwJ+pVU9SmxWhS6+cQ+rZVencVlg3VCzHLxg4fKnUhw6MUhieEwq4KIz0x3q1tYH86YFbmhLAwmLEsio7C7mMQieMdOOie8x9pA5s65oJMJwc7eCBHHxN3WXM8qyuOF7Mn+iKWNBba6MRPjGVUOrSTdtqbXjkgiRRQpeu1o0o71t7zqZ9/7DoDf+/6XP9sJ8UGHiIaHYz7zrk8yGed3/eyBf7yhioawPg//8CW3v8479+aq8jy4dpo7ozadzU16d1wkWV0mXlwK9/rKEm8NRf+IajjBTEuy4TgcU1CanWvXmYynFGWFUJJzW6fZOTxinGVsLC3z6auX8Di+7qUvZXFlAZnl+LJELPQYHQ452D7giRs3qYxBAJsLPW72j+gPdtg+vIF3lvvPP4Ne0mE4OuD67uPc88oH2bi4DtMJVCb4tURwgqeJIlrsIFsJwtfZWCJYG0xWYcrjygrP57WBt7Z7wag6I6+ThOW9Iy/dcZLC7G5ivbhs+iPa7Yj2YgdnXdhPdJ7KhZZQypDtLvAMbh6hu23y3JHnBuNcuECkFE6KYE+ov56T1ZardbNZKuksvFB4j7OeIi8pcoNx4ajHrC1MYkkcHZ8XmxGWc4HowtQwiPtHmeNwZ0hnYxGpZ4mzkOXh6EY+yoiTiFMrbTyCw8LiCXlci72IJNLEkSKJFaudpIqlfN2r3vTeX/n9H3jFNyJ4u3Ww88RNnvro42SVffXayx/6tPV++A9//U+aS0ANYZ0grBdf/EZj/dutcdy9ssULzt1FORnSOX2K3oXzwdKgw5kqpSNMlpEf7FP2h9jSkfVHZJMpSkVIqXDWUpYVB/0Bo+kUKRWrvQU+8LlHubi+zstf8hV0eh2UlhQHfSokg/0+0+GY/cGQveGQrMyJtWart8Awm/DZK58my8Ystnrcf+GZCGfZPbjCqNjhwW94IbGrQqAfcPT4TTbvOY2OJGkvRfW6nDgsjTDhYnRRmDnB3JI5dUt15bAedCyIanNpSCm9ldzy0s0F+hkHipq1sr0R7bZmaa0bCKt0c8G9mmVqySDSF8MJ3nt0K2HYL4Kx03ucClWW8QRty9f58rdclA4ivPRiHgsdlqI9ZVGRZxWVdXghkXHIypqlnXY7cr536edVlqcqQ6XXUpLcQX+Q44FkoR0qOiUo67uLVVbhrePUepdISQ4LS+UhTTRpokii8BZHml5Ls9GOXRLrH5lacRYhvjcb51x75DLXn9yGjfUPLtx34TmV80MPL/jJ3/hgE+XcENZMdL94p3P+Uee8Xo5bvOqOZxF3OtiqIF5eonNqC5UkqFaK1GENx0wzTJ4xvbmDs5ANJ0yGYyaTjKwoKY1DKR1aJu9Z7vb44OOP8sI77+LBZz1A2kkRQlDmJduXr5NNcrCOo/GE64cHaCkx1nBueQVrLUU55PGbj2BNzpnlu1ntbuKd5fDoClN/xP2vegaYCl07sakMrV5C3E1R3c5xNpZ3YUI4i5Ux7jgUzx1Pvk6K7c57Wh0dHu7Z+S/rsaWbH5AwdRKqt0HT4oRBNd8fEUWS5fUeEk9Ra16VmZFWqLaUhHYC450BnfVFTGkwxlJUjlEOVkqM4Ji05ruO4XPFUZjqBU3NI/3xHqDwlvG4DJHP+HpSqOd3JWMdWsPZa4raWGqqoKUpwtRvaDyjgxHpUhcZhYRWIWvSqiz5IGNjc4FeojgqHaWDVkshpCRSKqSfRuFS0qmllKU0ZlL5Einj6Sjj2iOXuXHlgImK2XjhfdhA+3/nJ3/zg/+moY2GsAD4ka+4LQKexPuzSki+9vbn0FlcIOr18M6g4phkcZGo20EIia1KXGXw1iCkYnDlKtW0JBtnTKcZpYW8LIPeUqcfrPR6PHL5cV503/2c3tqgs7oIHrLxlCeeuMyNvUOkEEyLnFgpdDjrTC9psdbtcjgec/Pos0ymffLplDtOPZt21MZZy+HRJdSK4fxzLqIFRCpoWFGikO0UESfIE+0gs1bQ+7ramZ3WOm7p5pPCwGOkqQpXcmZJDSZYIjz1den5fky4epNlFgjZ7/nekDjWtJfaYRrnPM67QAj1RaDKeuJYkCaC4bUDeptLwaFe1qbPqaNEYqTA1DaGOncwXP8RYRl8lnXvrKeqPFpCEoedwdGgIC8N1gNKInVIcKjqk2lKhrUiTyAr7z3G+vADEJ6OFmQOxpnB5BXpSvdplSmM9scsrvVYamlGlSezPhCWkEgp0VoSB/GdrcWEzcWUceZASqaDKdcfucz2zoC9QcXKs26ntb4Mgu/7R//+Q29qaKMhrDl++EUX3ov3L/He81Xn7ufc5mmipR6drU1MnlMOR6QLC+AlJs9xLqyWxO0208NDbF4w2j9iNBhjvGSaF3XrEtqXtYUen778JA/ddz/rq0tIJYnSlMHRkM8+eZmsKKmsATyJUqRRRCvStOOUWEqMMYzzMZd2PkVVTnDGcmH9mRgrGUxHmPwSZ+9d5/SDF4hUSBZQkQ7TMBtG9EIKhNSEDWM/jx829Tn6Ww6pzrxXhKoJAWlbzQ9OeOexpQ2TOSkQdb4WPlRptvDzCOXpzoCkFdNebAXirKeMxgbSKmz4WaZpEL+ne8OQSKolVWUwxtEfOawUWKUCWdUaVVl/3Wms5lrU7HrQbFIovA+ENSzIi5mOJecnzipD/fM4nhTWuRIhx964sF+pwAvByHimR1PSpXbI8OLYMZ8NJrQX2vSSiMx6MuNJasISUtaDC0UaK04tpWwuJEzzkJA6OZrwufd8ion1DK3CtWLOvvB+lJI/9sNvff8bG9poCOsEYZ1/o/f+R/Bw98opXnDnA6SrK3TPnw15V4MRNi+ophl4ER5iD3GrxXQ0ZLi7R1HkpO0eg/6Qg8GIaVnigFac0E0TLu3t8tzb72BzY42iKCgrw97RgP3hEOtCvnovTYiVZKnTIdGKOIpwNsTBHI6GjCY7DCZ9jobXkN6DOkU36tGWjiL/HFv3neP08+4ijoJpU1QlviasUB1JVJJ8/lTMOArj5pWWOzEhnBFZkihkdMJW4OHWf8fj6BhThkMYxsLoxhGthYRWNw0JEgR9yNWu+XxGlvWLVtMCYQ2txVawJBSWwdjhVU1YdUs4W76WMjjVxexqUF1xSSFQNUE65xmPS7JpFa7mCHFMWPb4hqM48TOZkfdsopmq47awyCus9SS9NBB4XWEW44xWJ2all5AbyOsqsLT1z0+FSivWivWFmLVOQmXDPuR4b8hTH/xsSMDopoynGRvPvIfO6vI//6G3vv9HG9r4f8dvveWnJBADXSAB2vX7CngKOHztw6/3XxKE9UMvOv83vPe/gYdelPL1z34xnfU1eufPhaMMlQnRLkd98v6IKstwpl5EzgqKPGMyHnFte5u002VtcRnnPNOiRAvBR688xbQseeX9z2B1YZFYa/rjMdv9PpW1TMuSxVaLNFIsd9osLy6gBMRpjPNB67JFxe7BAU9tfwJPhyq/Cc7Qi8+x2F5lMLyBtdvc9rw72HrOnWhnEGVZkxVUpQUEUSud7+fNRCAHFKU9Tl7geN0mZGpB0la32B9OOr3nwXz1n8OBi0BM4xtHdFeCDyvcFXR1xAtUzlGa8GZny9XWUR6NWNhapCorTOXoD02wN2iFFWGnz9QBgkoJkkQcTwmhTlRgTpDeefKsZDyuwudChEmflBh7PGE8JvH5d4WxoULzzrPUkkytp7DBLJoud+bTQg9U0xIdCTZWWzgEo9LX+laI/UnSUG1FWrLajVntxjghUUIy3hvx5AcexUSKqTUUXqKSmNPPf+CXf/TXP9QsQx8T0yqwAZwF7gHWgNuBO+r3zwPp0/7aPvC3gf/zz0Naf/kI64Xn7/Def9p7nwgPX3PfQ5y97TZ6586E9Mn64TVZhi0N0/1DJodHjAcjiqLEGEdRlEyzjJv9QzIlOPXQ8+md3mJ0cMje7i7Tg0PuizqQlVxc32Cc52z3+xSmIoo0i2nKQidldWWJlVOb+KpApwkemB6NGB0OGA4njMZDru49wkLrNMPRFQ6PxvSSBU4tn2F7/wkWuiUXv/IBVi9u4iY5uKAlubr60a0EIeXcqzRrf6ydRSIfX3qekVCcSFR96ZmT8cUnn/D6j86GgxNFFW4jDq/us7i1SJLG9T5hnakuqddsQnDgzHwqgPGNQ5bOLuOtwVSOwchQeYHXwY9l6kVkU3utolo0J8hTaBFijUUt/OMcRW6YjCuyOiwwXKEW4SjF7OP4/G/JeuaJrAupxHrILBTTEpVoVKzDxwuBKSqccayttVFKMK5ClVlUoXXutjVJrIi1YrEd0U40DonSksn+kCsfeYylB+/k0icep6hzxjobK7/xs584+NaGqH5qGfgJ4DuB9T/HS0yBV7/24de/94uesF7/0Hnp8Y/g/X3ew12rp3nxgy9g4fzp4IyW9aNWVQgP0/1DitGUyWDI/s4ue/v7jIpiFvLJ/X/r21l68H6G+/tUpmLn2jWGgz7KWK7/8Qc56zSdOA0+njJno9elm0Zsba6xsLbE4t2346sSMxjivKB/dZuD3UNM5biyt89KGnNl7xE68SbjcZ/+cA+FoBt1qMyAha7itpc8g85iG+EtovYDeUBEUdCdhDh56m8uqBsbxvR2Tk6OKJYhxfRpFgh8sDjM7lpIJcJhVhsIBec4enKXtdvWiGOFYn5rAuc9RT0FLE24SzhLYJjsDOisdRHCU+aG8dSGZWitcEJgHJTOB59WPdlrpWHpWQGRrKssGZbKvfeUpSHPKsZTc8vhC2P9vDL7QhWWrXU+5zydKDDqxAR3u60scTeZV1m2Ctd7FpfbpIlkGuJmMDaEOfdSzWo3CodkpUQphdARWkIxmrL35E16917kqQ9/hvFgAlKyfPHs5974x5fv/jInq4eAnwZe+v/zpXaAB1778OsPvqgJC+AHHzr3S3ge9t7TjjRf++BL2Th3HhlHIRO8vl0nPOT9AflggreOg51dhv0hR6Mhh5MJVRrzdf/in9JbW+PG9WsU04yqyNnbvsnezg62qjh834fZrEKiQiuK6EWK9aUuFx64B42ldft5VKfD9KkrTPcOmY4LBv0x1/cO2Oz2uH54wFavy5M7j5BnilimHA5uYE2O8uGh7Sy0ePDVzyROFMJ7dL0QPbOLykiH81pzraomojrLvTDhwIT3fk5Y3gUjpnMnoo5P/AyVYn6k1RME6+GlHbbu2gqRK+LYkGpsqK6KylFUlqoWziSe/GhM1IrxQpJnFcZ6vAj57E4JqnpS6OvvKYj/fn54I6qXn3VNRN77+qJOxTQL0c5ChUOuxs4isvwthDU7LGR9CPHDO2IliCWMq6DzFdOSpHfcYjvjqPKS7mKbOJJUs5+PEHgpES5ELHcSTRprokSBjgKBE0h+Mq248rHHGI8KSis5+4J7fdRO7nvD2z/62S9Tsno58BbgL4q0f/W1D7/+b38pENZfx/ObUnohhOfehTM84/YHSFptkm4HqTXWGKI4YjoYUmY5sdQc7h0wGo7QSmGMRawuc9ff/x7iNGHnxg32b9wk7XVBCPZ3drhx+RLVNOPo3R9gycBat4ewJRdPb3LnVzwfrKGaTInW1xhv77LzxGUmpSXPKyZ5QVWVnF9e4ebRIZvdLtd2r3B1f4c47lGVI1wxCue/gK07Nrn7pfcgCZeXZye/wqUaiU7iW7Sop2tY4Rpz0IkqEywa8xPyT+ufxAnnpagtFN45Rld2Wb99M1zzqVMjvK/9Vzas9eTGUblwqUIKTzEqMKVFtyJMGRIkHHWFpeR8AhslAmOPM+ipCUuLEEejZ0Tkg6eqyCqywpIVLuRtSTnPgxef/13NCcvWJBtJSKRgakIyajktiVpxvUwd1pbKrKSz0CJWAiOOR5ZehJz4yghakWKlHdFWAhUrKqUoDRjnuPLxJzg8yCjrwc7aXWdYOr/x1jf89ke/88uQrM4Bfwjc+Rf4sp8Cnvvah19vvqgJ64e/8vwpPJ8R+AXvPanQvOz8s4mihKTdRkpNVRYkrZTxYEA+zVheXmF3e4dL165QGIdSks6FCzznB78XIeAD73gH1373ndz9kq/k9MtfjIoijvb3uf7UU0x2d8ne9xFWdEKiBbdvbnHxvnuI0oT9a1cZT3NKB/3BkKNpzijPsM5hrOVUb4HTCwt8+tpV7lpbR7qKT11+lMzpkONeDVA4tJTc/1ceYGlzEV8W81ZH1nlQKokQQh5Pxk7aGU7EInsgK0yIQdby1ljik8cguPXitC0qprt91i6sh/NfeERNiMY6SmPJq5CJVYVz08FsOq4oxzntxRZmdn1aHEcnz6srCaUJ4rudDwh8OMulIdb1RbOasPK8YjAyFKWvvVgSqcQtl3eOHWX1BNWHttATqtRYQuk91gvK3CCUnOtYzjqqrKS10CJWEieDtuUFICTeC6qK2jyqWGpFpHiGR1Nct8Vob8T1z+2Q3Haayf4R08MROok5/dw7XNxJHwbxO294+0d2vkzIqgW8C3jhn5lYni5EPm0aXqMEnvHah1//2Bc1YQH86IvPv8s7/7KwQ+e4f+k8F5fPInWY7jhrMaZCK02kNEkUYyrD3sEel27epKgquhcv8Jx/8L0c7u3y8T/8jwz/rz9mJWmx+MA93PbN34CMNOPhkEuPfZb9T/4p5tOPcdfGFg9euC3st7VaZHnOZ69cYVgUIBV5VTEtirAz5x0SuHN1ncUk5bHtG6y3Omx2Ozxy5VGO8pJEKvLpAVLA0uYi973yAaSp5qWRlOAQqJl5yd96Cv7Y6X7cKub1wQlZR9n4kxlbc6KqI5nr3HgzzqnGU5ZPrwbHOcH/NTvAalxoC7PSktcHToUAU1gme2O6q+2w0+dC2aZihZNyfgexciEH3tjjJIdwdjGQSysRRLU4ZSvDdGroD0OLeZKwTupX4kSbe5KwbN2ypgrQQZMyxmIqj0yieYVq8pJ0oUUaibAHSX2MTARarCpIa8JKI0UvjRBZyVE/Y3snJ733QZKzZ+g/8Ri7n/xTqsmEuJty9gX3IKQ8EkK8D8EP/eO3ffjRL2XCevu/+umfAX7gC5LPLVW94Avx1HQyRUhJ2krxs4nTMX7ptQ+//nVfCoT1A977n8EH/aYtIl64cV9oc6QkiWN6vUXiOMZWBlNVlHnOYDjk5sEe1w8PiE+f5lVv+DG897z7t97O8Pf+iNVWK/iCnnEvd3/zaxBCMDw64qlHH+XaO9/FRZHw0O13hswnFRqnx7a3uT4MU0REvdqhNLGUREKgEGx1u/TihJ3+Ed5aOpHm2sFVOlHC9cNtsjJDS8EDr3oGveUWwll0neBpCeev5skG+BCLXIvf9e9CLc4HE2VVTxXEicvSYn60dZYff7z4nO8PEVLQXu4iZ1aDWca88JTWkVWOaWHJCjtvJ5WA4fU+reUuzljAI7U4FspnLaXz9bn74JZ3ztcRM6EtjCR02xIlgyA+HJRBdHfB+yC1nEfwzKKj5zGAdWVkXZhK2trLFhOcPVKHVR5rHCKK6ofI4cuKpJcS6zBRNL6maR8qW+cEkZS0E0U71iRaoaOEw7JLtnYOkSTHGWtVSTkakh0c0F5UeF/hTQX4Xani5/7Er//x9S9FsvrtX/6ZFwF/BCI5YY7D1RNvMWvlb2Gq44XZWdrJU489wdrmOu1OGylP/s8SlxHima/9nh8cfpET1oUHPf5DOJ9656gKwz3pFmcW1kjbHVZWV5FCMp1O8c6ST8b8P+y9eZCl2Vne+TvnfNvdb+6ZtVev6laLFkJNCyQjwAvBYAzICHAIAQMIWoNhwCAbbMwEEWBjMMYT42EbhGbMDAg6jDG2CbPvixCtllC31N3q7uruqqzcb+Zdv/WcM3+cc5esqpZaIAQKuBEVdSvrbpn5fc/3vs/7vM8zHg1cbFepGaUTik6be7/x67BYrrzv/ey+8xfYarTopxMMlju++k1077wdhOCFZ5/h6qPv4+C3/4jPufvlrLXajPKcx3evsz8ZIaWiESfEYexsZ4TbBxQWpLVIa+nEMevNJoPxmOFkQoBl52SHwWRAVqZI4MzdW1z85EsEWNciSUGFmFUN2swTcOwNwaUuvFTMHjMNUJ06e4YLkVsY6+LdXTgNJ88fEnfqJM1kxl8p4UzzjLFkWpMVhmFaOX8pzyUFAobXHWDh9wyt8JoFr3avjCWvDGkxBSvnnyWsByzppA2N2MWP6UrTPymYpJrKWqc8n7aE3hO+ljgYltIXntaSlTDOFpKBwFk4Tyej1hAkoV9jsui8JGq4Nt8gcKuVPpxVCLBu57ERB9TjKWCFRFKwUy6RrV1AKOUuANIJTaWUSCV9qrcAW1Fp88FWd/lPlFITqaQBsZtn2W+FUfSeqihTC+Zrv/Nf2080sPrFt/97AfwO8LoZl2ic1Y+STnzrgm6nACVmWwrWWnRZzroFozXbL1zjpHdMrV6n2WqS1BJUEFAW5Rd8zb/4V7/4iQ1Yr7sosDxqrbnfGkuZl7RFg09Zu43NzTMYY0gnKYES6GJCACT1BhjIs5yqqkhVQOtr38RgOODxd72LyX/9dW7rLvHc4QHtJKFqNnjFV/4jOLPOqD/guSc+yJX//mu004LXXLyDfj7hsd3rNOIa7VqdCt/6WPdLw5/UwliEcQGoiVLcsbJKJAQ7J8cURcHBcJ9h2kcKaK20uOPBO2h13ERr6vSpZ3orPLc0V1cZL3OYxlvl3h/KLNgjCFw7Nd3hC6Qk8YGtRlsOntxh5fIaYahm/JWSgkZdOsK91IxzzTjVs4Vm6e2QJ/snRO0GgW8jrfCjP6mo/JQxLd2UsVoAU2agJ4gUtGpuBxJryLOS/lA7yYVYqLC8DqsWC4JQMrfcgcHYt5wekBWC0hiMT7IIpCGoRTOL5SKrCGuRs2i2gsq6EytwwRSAIJCSehLRqUmaSUCgJCCpjOD6sEZx7k6CMJwp45WSSKmQSqGUQlcVURITRRFSSYSQlEVBrVarEAz3d/evrm2sbweBOgRRAGZn+/r21tmtYyFEobUe7V3fHZRVdXTm7JntqioPwijS1qLf9E++q/w4VlJfZK39wiCMjqw1Pa317wB3KhX8qJAiwEJVlS78JIxQQeAr/+lmgjhNPJ6S6Dixr9aa4Umfq8+/wLA/WOSz/tha+znf9//+p5NPWMDyoPVd1tjvxhpMpbHa8JnnP4VGmFDkBUpJbD6h223TXV4hSiIEgmyUcrSzz2CcUnvLm7BJxFOPPcb2T/8850VIWuYYYxgXBRc/5ZWsvvEfoK3lmSc+QO/xp7j627/PZqPFRGu2Wl2UUox1iRGCMAiJghClFEpIV63YOWAVRY7WmmYQ0ondsnOW53xw70OUVUlSi7j8wG2sbHVdW6JdG1WdZthdFTP7pTsQwtlgUZRmFjzBwuGihFtZkRIi5dovIQTCGA6f2mH59g2kmBP0gRLUE0nhAWsw0WTT/EDPQQVCkPcGBLUEO23z1NTHyumwci9OLbUn3b1XvLHzltAR7wJdGpLIkucV6cRJKArttFhT/3uBI+mTRMx+JIWvrvQ0GciCmq0G+bh7ZQhrEcZAkWuydA5YFlfJCv8GYeDAJ1SSWqRoxopGHNCsBwRKuWruOOPZxp1E3S5JLfHVlUL5v6cXkaRWczouISiKknqjhhCCvZ09lleWqdVrvhKB3uER9UaDpF4Dazk6OLTj8YSlpSWrAqUbrWYhhdgH0RuPhiMVhPn2C1dH1nL9zpfd2RdSBsaYQVVVJ3EcgxC6KsrjLMuO2t1OH0uJoBRS7glEZa1VUooRQkghRGCMnSilAiAwxpw3Rl+uyvKNwBvDIGwJOeX4MFVZYrSe9W9CSsIwQirlH7IIUuIjQQ0IV2lpXXFydMzutW36xycuuwC+7V//x4d/8BMcsC49gDXvstYKqw26LDmTrHJX6xxSCsbDPufPnmH93BkaSy2EtWT7PU72DznYPyIrNPUv+0KK1S7v/aM/In3v46xc22Oz1eaZowPnxhCE3PXND8Fyh+0rVxj1ejz1zl8gKEouLK261kZKGkmNOE5QUiH8wSmlpJMkZLmr6MbpGKs1kZCUuiKwlkhKhumEvdE+46KPMYIzd5/h/MvPEkiJNobCW7vMw1UdiRkq6YlxZuS48RVXXui5f7oPgVBCkETSOZ/6lkUJ0JOc9HDA0oU1ykr7CgtqsUQGzCaEw9S1hQ4Mp2GozpYmqMUzTysEiNAJR/VUH6Udcb9YYVk/KZQ4wGr4tR1TVS7gwge2TjJchSVu4OKkc24w1rk2zGQNzl8HaS2lcY+PYgFaE9Yc6Z6lmixzLeI0c0NbgfXtoPS20UoK4kBRjxSNWFGPA2q1AGsF48MJTzfuQnW6nntxbVCgnE1NVZY0Wk2U19DpSpPUHVgd7OzR7rZpdtqz6iNNJxRZQXe5iwWOj3oYYyiynO7yEnGSEEbOmjtNU9JJRjp2cYqd5SU63Y57fFGQJM4WyVjL8KRPq9O2UircbMGV3NaYoZSqRIiGEBx7LXDdaH2AtasWakAopRIqULP27tR+q5iruKtHrwAAIABJREFUd4WUnli/ITF34RniRkL+I9zyLGfn6lUO9/afLrL856y1P6q1vvav/uPD9hMOsAC+/bUXHwH7KoxBFyXCCh7o3s3g+JiVTou773s53Y0VlDXo0YQqLynTgp2r2+weHFHecZGVL/o8/vTdf8zo6Jj6b7+LT1pZ5/072yRBQFpVbLzm1Wx88RcwOjnm+jNPc/jIn3Lwvse52F2mW29Si2sIKbFKolRAt91CG00QBKy22qRpyuHJCcejIa0wIkRgjCEUgnqgeOHwgLzKeWH4HFhL0mpy6ZWXaC7VXcVUuepkOlkLlLNAnpbMc8Byf0/TdAqvx5q2UUo6MWQSShcB73VQ2dEQYQxLZ5eYpBVYQyili9SylqLSpKVmUhgm2Q0VFjDpjQmigED5lm7aEirpF5+dbqnybhL5dK3IH1sKSxwIGomrFHWpKfJqpuIvtaAyc/93cYOmweKMLbw8bAamwrr9QhV6D61KEyShm4oWFUUBViqUdC9oZld61zdHocuMVMp5Y9UjRT1UNOoBYaiY9Aqeqt1BY3WVMIp8S6hQyrl2hFFEnMQopSjygqTmAOdo/xAVKJbXVpHCSU+01uxu77C+tUEYRkxGI7LcVfpSCGq1Oo1W0y2BF4UHM0u722Y0GHLm/DmEEIzHY2q1Gipw8o3RYEgYhSS12inYsFiqShOG4Q08+CIhPueeprTCrYBIADeO/06D1kuQMFhLVVXu5xcEM/CTUszuD0/67F67ak6Oer+STtIfieP4v33Hf3i7+YQCrLe95uLbpLDfL4TFVBpdlLSrhDNBh/vvu4+NC2cIA4koSqo0d9zFKGV0POCg1+OZ3iF3fNs38ty1F7j2/AuIR97P3blzTdjun5AEAbpR58w3fDVFpTl88klGu/ts/84fcKbZ4baVdYLIKb21gG6nzcULZ8HLCcIgoN/rc3R0xMlgQCuqsZQk5EWBNZr9/glpnpMIyWNHT1HoAmElF+49x/odGzPAKryBXyAFYSDm6cwLokkztSX2VU5lnBPnzMpFCGqRmiVGKylQwjK4ekR7pUlrtY6pDBhLELgTvjSunUtLz2OlepbEI6xrM/OTiW8H5Ex6LgKFlXJW+ZXepiaM5sEQZppADdQC54elJM4nvqjQlaECjBVux29hLWd+DohZsvTMjtlXlXjlu5SO89LaECTuRK7yCqkkBoXWdlZhzXgX4QBrOukKlJhJHBq1gEYccJzX2W3eRr3VnPNXvh2qSk2z1UQFyvGZFmqNOpPhiNFo7IEpnElM9vf2CYKA5ZVlyrKkf3JCs9mk1zumXq/T7rYJwxBjDAd7BwgB61ubXHv+KucunicMQ6qqoixL6o0GAkFZloyGQ5ZWlufg46ukPM+J4hgppbczUu6+n3pOfwZTMJrKEqYchDEGazRG6znoLILawnNvbgdPUxXGGrLxiDwvqDcaLm3cL6tKpai1OqggdNNYYxj2Dkknk8pa+321RuO7P/+r/nH1iQNYr7/3EvnkKSl0KKylygvQ8Jlbr+Cul93lTvAoJIwjsuMBWd+lMJdpzjM72+ydnND4zE+n+9oHefQP/5D8qMfSn7yfV69v8b7r22hrCJSi/OxPZ/0VL2f03PNUgxFX/sevEcmA+7fOs9rp0Go02Z+M2dxYZfOOC0TNGlIpTKXpb+9ztLvPSX9AXcU0w5CqKtFVxZO711mKa5yMhzw9uMIwLVAWNs4uc+mB21xwRF6Ra4uUkjhSKCnmy9AeqLTx9r8+8TgI3XjeGfS5djAKfXUlHWAFXpbQ+9AO63duUqsr1z5ONVgeZLLSMCldW5hmHrD8dU0JyE4mKCFmhL0DLOkivyyeePcTS6/xqrR7bTGbErqpaBCA9S2h1oaigtL4Vg17Sjjqx4MzTZrBvZ+dqfeZ2e/UYldyBV44WmYlKlTIQFEWFq3dY6cnpxA+9MJ7Y1nhWsSabwubtRpX1CXC1hJBGPgJoSPaq7IkimPiJHYBrkYTBCFBoNjf3WNpZZlmq+XfB7I0o3d4xOr6GlEcc3zUQ0pJo9lgZ3uHtc11Gs0G+DYxTzPOnDtLr9cjCEOWlpcQQnB81KO7sowKQqSU9A4PaS8tU280HJAqhZSuXR0PB7S6y/NdVcRsg0BINePypsZq9mbGaa5/0xVlllJmKSCIajWkVBTpmFPwcUMVJ1VAGCeMjnsc7u5wdHDImXNn/XBi3lomjSbt1fUZkKbDAePjHhZbCcRbv+At3/ITf+UB660Pv7cD/APgH8Y/+y8/Vzz33khgsVWFsBWfvHUXn3LxZbMTSUUR5WDC+LgPpWY4GvHs7nXysuTIVNz/Hf+EDz39NLvb1zFPPcM9h32W4hpPHu27K/aDr6T1qlfSf+EqajDi8Hf+gMpa7lrd5Ex3mfWVZXIM7bVl1u6+RLTUQoYRVmvG13boX9+nf3SC0oLA4HRhZUF/MmaSpuwOjzhIDzkaTQiBZi3kZX/7Pqq8IPXtkVSSWiMmCJxBn/Hapmlo6tR3yhhQygGU8ZokpVw4ReSX4aYWzTovmez0WLtjkyAQhMpXMT7tudKGSWFIS01eGbLceI8sN6dUQlAOJggjCCPlAGWajiqdw4I2ZtYWiilfZMypCkvhNV/WIKzLG0xTQ1aCUM548JZrOV5Ma2Au/Dy1vuRa6Ch0VacKp4BVEMRuuVyXToVvF6oDKQVxKKlHkkhJSiEocaDViiOOkwuYzgZx7FLGnZTBtYNZmtHqtlFKYbRBBQopJOPRGK0r1jY2UF5PIoDdnV2SWkJ3aYmqqugdHLK8uoIxht7BIWcunEcqSZHlHOzts3XuDEIIdrd3OXfpPFK4FnQ8GtFdWXbfX1EwOOmzurHhtVBz1CiLAimla2OnWin/R6pg4b6zp5b+3zdKFBbFu7osyIZ9AILIWZSXWTrvz6cVlQdCV7kqoloDsAx6R+w+/zx5lhGGAXESE0YRYRjS3dgirjdm71kVOcc713zepj1GiFd+0dd96wt/5QDrrQ+/VwKvAr4M+IfAJQD5gd8i+K8/BMZl1FVpTquW8MWveB21KELhuZWiQqc5kzRl/+SYXr/PJM9Jq4KN17+O2msf4H3v/hPKLId3vYfXNZc4GA3YHw0p77jE0mf/LWSeUz6/ze5v/i6BDGjX6iw3mmyurJDUEla21lm95zLRagcZx86ba/eQdP+Q4X4PW1hMVlBmOWmWoYTg2f1drg/3qCrN1f4RoYCahDtfd/fMrbMwzpolCBRh4k6SSs/BQ3vBqJ65p1qSWCGlD2qVEArHfUnt05ctTI5G2KKks9WdtVxRKAgDx4dNUs0grUhLQxC4z1JVC1onAdUoBQthEDjIkNJVWNOlZA+olQcoIfBaMjfJnPphOf2XAWNI04o0dw4KSDFby2FBtT9by/FfnfncT1clfWdRS1yChfSKeWstZVYRJu5kLDLL1N5+ekIpKWglikAKhJI0EkWFwBYVg+ZlzPK5hcngtLqaXyDqzbrffRSu9dSG3lGP1bUV17L59ymygqODQ9Y21wmjiNFwSFVWdFeWODk6xhrD2uY6Qkj2ru/Q6rRptlsc7u1Tq9dptdsgYNAfkNQSkloNay0nR8eEUUi7213godzPcDwazYYELGw+zFpGIV+Ei5Lz6mdRr7a4cyBuwagLga5KhJSz1m7aakshkUE4m6oWWUqRTpziXUAYJ8SNpod21yfqsuTw2vN+Hc0C/Ns3PPS2t/2VAay3PvzeGHijB6nPsdjaqQcUGcmPvQU77mON2xEzpeZTz9/Bp935cspJRjZJHdldafrDIb1Bn+FkjPY9+MQa1t70xWRxxLMfeprqpA9/8G5ededdRMd9rl86g3rwVQz39tHPPM/xI+9DSEEtillptAiikHa9xu2XLrN++RxBu45q1BBKUg3GlMMxk94JJtfotCAbT8jznFgqTsZDfvfK40gLO6NjB1gCztyzRWOlRWEs2i82KyEJohAVBhiv0TJ+OjYVik5BSwUuHkt5vVQghROPWusU+FJw8Mw+rZUmcTOZtVxTIz1jXRBFXmnS0hHgQkJVOrW99FNCPcqcbisIvKzBuStYufCZPGAZX+2ZWSK1RfrXcsp3S5ZWZKkLOLUC59Yg59XVYks4c67wLeHsqu+FtIHnxrR2Pw/8YEAXmiAJUAiyzPvO+5NTCkE9lsQKhv0MVY9ptSMY54zUMtx+P0m9PhOKKiXchFAqsiylXq8TRpFLFQoDd3yNxpRFyfrWhue53Cl43DtGgOOZhOBw/4D2UhesZTwaoZRiaWWFIs/pH5+wcWYLYw37O3ucOX/WVT/A4cEhq+trCCnJs5zJaES92XRTyQUuSQhHxDfbrQVFuZjzgouA9aKc1Bzg5is3iwA2B/7pRUkIyWQ4IAhD4nrD67Rc1SaVIggjtK5mryUWOLRpRN2U1yqzjOOdbQdYrht4Rghx9xd9/bfpv1TAeuvD720BDwFfYrGv4rQV0ikkD3/9/0K9579jjUGXFeU4I1EhX/qK19JKapRZjq0048nExdCPR1SVppvUqAUBj+9cI7n9Ms2/8xkcDQbsXt9BHxwRPfEh7m60sa98Oeldl7FlyeDXf5ejp572Sl5FFATUk4Ruo0m31WJrc5OkXneJxbXYCQsFFJMUnVWUk4wyzbC6IhKS/eExj++8wPagx7jICHGAtbTRZvWuTQptMcIJOaUUBGGICkNPKnvQ8opys5D2LITTUUlfMYTKSSEi5fb2AuD649ssXVpHeYnEbLna7w8WlVOpZ5WfDi4AosCp5804JQ4kQegIbCEFMlDeo2rKsc0lDQ4UFgHLVVdgKXNNkTn+yoDLJlxcybl5i3Y2eHBjdjEDLGGt85/37bMM5SzR2lYWFTuVep47wFLTRXMpqIeSySDDpAVCWqokxjY3qd1+L7VWe0ZWSyFnolEhJZPhmM5SZ9aGBUGI1prjox6NZoN2t3OKn9nb2WNldYUoiQE42tunu+ISmKqqwhpDd3mZw/0DkiSms9RlcOLWqDpLXU9aW056x6ysrWKB8XCEMYZmq0kYRjdN+kaDAc12+4ZWcQGc5C1avxvlCaeqtoXJ4hTwFr7HPJ04GU6cMO4fY62l3uoQ1VwVGkQRQRR76UeFqUqCyJtXLnBlRrsB0rh/7DgsOzOvnAB3v+Ght137SwGstz783i7wVRb7DdxoV/EiH0fuPUP80/8MW7nMuXyYYrThgfXLfNLmReIgYDyZMBqNGKUTtNbUw5iNVovd4x67/RNO0gndz/x07LktUmFJJynpc1dpbu+hl7uY82doBAHDX/lNdF44wFeK5UYLLQRCKeIwpJbUaNTrdDsdJwqUrqqpygKdV1RFCdoQCRiMR7xwvE+IYn90wod6O06VL6AeB5x91SUq4XylwlCipCSIgtnVcZZs7BeP9YK8QUpBLVZe2T4FLOGisqTAZjnD3T61jeV5NuDUitk6S5nCe8gXXhM146/sdKkV7Dij01JEkcIayApcS+iBQ8+qLDPTYAnhlPLWzqsrayx5ptGlW942/uRBiVPBE2Kq/zl1WLhp4fQMtG7WQJw4cssCYSIxGkxpnIYrlkgPldOKQlfujrKG4dGY1bUmeQr51h1Em+ep1eun9uOE57umgJVNUlqdlkvfEa4drCoHWMury8ReHyUQVFXFyfEx6xvrTrdVVQxO+rTaLaIkIZuklGVJq92if3xCu9uZySLWNtYIggCEROuK8WhCZ6lDVbpJYVVVNJtNZwawIOAUQjAZj4njhMDzefOq6da7fotfm7eCckbYn1q9EYv358/TZen+6MrtGQKNzhJhkhBEMWGcnAKnW7k5GKPRRcHJ/s6ptR6s1cDFNzz0tu2PK2A99PCjHeDrgG8ALn5UCjMg+ZlvR2w/iTWGKisoxhmdqM5nnX0Zy80W/eGQcTrGaEOkAtZbLYqyZPvwkLws2Rv1UUrRuv8+wvvuRtcTjvYPiaKI0WgExlD74/cy2NmlGSekVYlSASutDvgpjPBrGWEQEMYRSRxTr9WpxyEKx1nosgKtqQcB20cHPH24zbmmG2f/yc6zFLogERAL2Hz5OcKlBqW2BIEkCBQqUKfCRLVxic7TwIepvEEp4VpCKU4DlnKAlR0cEwQKW6s78JnuJfrXKT1Q5dplE04JdLtgzSwFyDylWQ8IQ4lAkOauV7Se+J4NA2ZDAVcROkfT04CVTZycwfiJIlLOiPrTx/Bp+t3e8H9G21PrH0iBCtxzqsygQkmczNOk7YLg0R3yAl1q6grsOCeLW9TPXEJ3NhH15in3AcfFuOcZo6nV64R+XUd4QOkf91lZXUEFagYDRZ6TZRntbseRyWVFkedeGS8pipKyKIiiiEpr6o06uqpIJ6mbMnrAsF57p5Tyn8GNH1ybOm/Vpjqx6c7fdNH4w1m9vDSLhAX5A56bChZkEl5HVeYpVVESxjFlnhFEMctbZzFaE9XqC0Dl92YrJz2ZAmFVFgyODlxOgzWLkXcFsPaGh942+LgA1kMPP5oAbwG+6VRF9VG+dfD4bxD9yv+JrRz5np6MsMby2q07OVPvcDIa+n2+gHatRrdWZ5ymXO/12BueEAhBVpZgDGEUka50yVeXWN7aRFjD5NnnmTz1DKUxREFIqiuacY2lRoswCum0OuS6Ijfa8RtBiArcqDtSilBIsIZACEIEjSDksH/Me689w+3ddSKh+MNrH+IoHZAAsYTORof1V1xwHJUHCLFAhlq/5pIWelZdTVvCIHCTLiVdhaWEIA6E468E9K/s0j23isbrp6bJNd4QsNSuuiq18bIEJ0Q1PgsRv1YTlClJEhIEji/LCoERclapTU37ptPMKWBNwzOUsLhwZ9cSZpnfgxR+QijFVOB/M0CJm9tDa6eTTufgYIzjr4RfPaxyjYoVwivlo0gwNXQV/uSwvjqIhUVpw2h3jE1L0iCk7K4i601kvUlYbxDUGkSNBiqOkUoRJzFxHHsn14qqqsgm2UzmgIAwDL27ajETnU7BJ/D8jjGavCjBWqJmB1RAUZbHUZU9HoRBaazZ9z+B/UAFUZEXvTAOm1VRjaSSAljXWkvjSuK2MWYLbNdabBiFUVkUDanUslIqjqLILXbHEUEQEIaB55nEx+gsnxPzQsqZjUxnfZOoVieMYg9YU7xyusp5W2gZHO5TpBOvAZvxVwAfwPlmmb9QwHro4UcF8IXAdwKfzK3NJF/yLX7kPxP83v+HrQxGG6e5KirONrrcUV9Fa0MzTohUwGang/KOCjvHx7zQO+TOlTWuH/c4Go98go1hoivSqqIWBKRaU1nDSqNBaS3DoqCT1FlqtGg0GpxdXeNoMiYKQwpjyY32V19/JTaOh3J2NwXLtTrCWP7oygfZrLdZrzV59/VnOUqHaF1SkxBHAZdfdzciCigrM7MEnglHvc4p9ynKM8DCes3WNJ3GVVmRdNIFyorBtR7dC2szYan2xnzTdrDUjr+q/C7j1HLZeHcIYXEVSpaS1CJn/Ceg1MKr7z33cIpbm4OXmcVBWx8sa7FaMxq5zyCVIKm7livPfVjqIrEubrHw4Yn4SLm/c9/+hZG7UmtjsaUhTBRlZWeVW63m+S3j4iGNgTiR1EKJEoJsXGFyjRSQaUteWqpMYyq/x6pC4vUt2q94BTKKqTfqKBV43kWQpRntTsvrodxUMdWC0iqi9hJlWCfVEh3W0LUORihKGVEa0CrGqBAjAwwixfIfAqG//7NHv9/70m/85+bhH/5+8cb/5Z++6Jnzn37kB2ZGVNaYpKoqWeQ5RVHUijyvxXG8EcXxeRWoi4EK7hFSnJNSRkKIgV9mmK7t9AEjhNDACNgCNqy1DSAE6iCWhGDdWlsHxEdaIlRBwOq5S+6+52Wdt5uZ0RMgqMqcUe8IrSus1rNjx+PTv3zDQ2/7nr/QKeFDDz96Bvj3wBcAER+Dt2n86S+S/OFPk6Xum0qPR5R5QSwC7mts0Erq1KKE9XabJFAM05RWnLDfd9WVyxQcUlQlx+mYwvfJ2hpSrSmMIQ4C2kmN3cmIKAhoxTWCIODM6gZxFFFhuLC5RVaUHI3HJHFEXlVov9SpPZEaWHd2nGt3ePeVJzgaDbhv9QzXhyc8drSNNhU1AUkguO2ByySrbdJMz8hlwdywT5sFwPLAIIRLR5bCr+D4NnDaGhZHA6rK0lxrIbwtDda6xWljPH9lZ5VW5b3h/SLqbE1ICovMUurNGCXBGOdkME34sQsyi0WgMrMcRe8dbyyhMChpKEtDWUIYCYJIOHmCtRSlO/rNgrhh2r4tkr7Kh2cALlU6dKAHnnC3LjQ1zeaurTOr6IXeMwgFrZpr4dLSvU8tVCjhhawLu3NZb8xw+4TmAw/SvP0ugjAgjmPKwh1Do3FKtHaWydIFJvUNsrhNJSOMUFihbhJs3CTVvPn8uAJ8I/BL7/iq13zMT9Jf+PF/pxDCfuFbvsX8l5/4IfkFX/st5sUe+/M/+m9Dpzu1Bpc3mODSci4C9+BivW7zMqQuLuIrnj6/s7bhJodh6N06poBlZslP+WREkaUYXWG09utnFmAipXzZF3ztt1z9CwEsX1V9JfDdWC681OfZl4BoyfXHWPrlf0M6KanKisnRgHKSI4XgnsYmW60l4jDi/MoKEjgaDhlOxkgEZ7pdRlnGcDIhr0qqsmRv5IJTS125iCujKTFYBKEKuLi0Qq4rKmuJ45iVTpdOu8XWxgbaWEZZRqvZZDQZk+U5eV6QZxlZnlMWJdJa1up1EqX4hfe/i09aPkMzjPnVa0+gjSYSllYk2Ly8xMrdF0kzZ+2y+DuZJlaXpZnHgC24kko/9QqkIPRgFUgYPLdPY2PJK7+tbxmZebeXHqhKr0g33pLFzBwjmLWkRX/C0kqClIKqWuhb7TzMdQZU1syAy/odyGk1aytDEvvvwt6ouLqZZHfVpLsvpQPl2S7uQvK1WrCKrgpDGAuXIVnNJuW3WJEThJHjAI0WFNqZA84q5in343fd8r0B3fs+lXhziyCKnCBWSowION66n0HrLEVtBeO1T7eadt/yGLcvcg74bSLgp4BvfcdXvab3V3kj5ed/9AeEB7IYIc4Db8Hy+WAvhnEiVs5ddAEfU32e0Z6ncg4ORZZiPWGvdeUfY7DWjqVU937+V3/Tx144+tDDjzaBH8fyRl9q/rkA6qYuucpZ+5l/TD4cudZi/4RinAFwX+csm/Uu3WaTjU7bW5KUXDs+Yr3RohFFYGGYTjgeTyirkqPRgFacMClyRmVBL09BCJIgoJXUWW93qCc1cqs5GA5oJAmXz51nbXMDlKQoCoIoYtwfuJaoLBmPJ4zHY0aTCdkkxVQlt62s8cTBNlWec6GxxJ8ebXNl2COUgmYAqyshZ151N4URDkQqByDST33slCvybptuCdiecgUN1by6Ii9JD/q0z674CsUSTSusyk0cp2s+s3ZwGh5hmFdFDonI+xOSZuxkF8ob7XnkmGcnTqsrz4PNEq6tT7TW2MoSBm6COFWbvzhmCb//N3dQnbaDi7mLQomZU6m1bscvTBRZbl+UQI4CB1ZTLVBVgTbCA9b069Mpmfu73B2w9hl/D5KEIAwZPv8cR08+SfkZb0K+/o0f+Ri3LxHEbg1gV7C8+R1f9Zrf5xPk9gs//oPCGFMDvkcI8Y2r5y4FYRyf3lH0VZSuSkxVuWNGa4zRcx7L2l8NwvDzPvfLHyo/poD10M89+kp/NbjvYwlSN946v/qDyGffg9GG4c4R+SgF4I72JhcbK1xYW0NKVyFpYzgc9FlrtQkWyMXBeMzhcMAgndBJalgrMNZwpX9EM6kxrHK6UY1OvcnlrTPIQHH16ICiKji7tcXm+fPIOCQdj2Ye81ZbJoMBpiyZjCYMBgMG/QHjyQTKirPdLr/9wpO8ZvUCwyLjN/eeQQlBJ4Z2XbD2skuE7abTRBV6VuRMAenUEvQUEHwkvBIQSqdyD6UgO+gTJQFxu+Fsgz2gOddOPfPTKvU8T9AdLAtghSOpbKUpRhlJPUIq52wgg7mx3iJY2YVWUNuFfxsX6Gq0QSk7s42ZBnB8uOnU4pTKLrDx7vNaVCi9rggPuIYwVkwy+6Iv2ajLU6+ttavmSj1VaPvJm6+ypDZQJix92megdcXxY49y8PiTiEaH+H/7WURraV6Rvth3dCsgsh8BwE4/pwS+A/h37/jK13zCuJf+5x/7QWWteXN7df17mt3ls3PAqnx0nXEtoNYzoz/rXE2NteZ3gDf/T29+67WP6S7hQz/36LcC3+571w8PUH+Wt1u4Ctfe/0vU/uidWKPpbx+S98cgBHd3t7jUWePS2gb7fSdfwBriMKQV1/yKhTuws7zgeu+QoqpoJXWEtRRVxROHu1xaWmNSlX48Da+4/Q5UEtHr9SAQiCBi49wZhJIYYYg6TaJmA53m9K/vY7OSMk2ZDIYc944ZDoekkwllUbBbjLhvZYNYC35j71l0lFMPIJGC9pkNWudWybUlK8xC6ISdaa6ErzjMjMdiDljKTQclhuHVQ1Yurs3kD9OQAGvNzIOqrFw6jtZmBoJTlJzzTgZdVFRZSVIPiUMHWBox02mxCFb2Zk7LCQLdRMgYi5IQhsIp28UcaITgZpuSGwFr4dgxla+u1MxwzqnbI4EKJJPUzp9ww+tGkVt8ntolOyJeUJoFBbavriIlQNdJ7rgHEQYcf/ADnDz5FApoftpnkn3F98+1YYtpuC+lLbQfBsBe/LH/QiC+7ye/8kHDJ9Dt9//HzydSBV9qrbnfGHPJ6uqCMWbTGlNaa3vWmA8arcfW2swacwj294RUf/B3v+R/zk8dEn8ewHro5x4VwLcC3wPEL4FI/HPfwv0P0fml78VUmsH2IZPeABDc1d3k/jOX6TYa7B2fYIAgUCw1GsR+l0kqp6cZTVKO+n0qo9lcWcEayyTLeGpnm0ZSp54k7A/7bC2tcPuFc9Q6TUSgKMuCQX+ADCIshtZyh8bGGkGrhq0M5WiCKDUkMuHFAAAgAElEQVTDnQPywYjRSZ/ByQn5ZEJ/OKCfTRgJzeeev4vfvf40V8pDIgm1QJAkMWv33U7l7WamkoDp/akN1Xyn0CCk01w5DstVWXqSUY0yWhtLaGNmIGSmrdnUaG9aXel5NTQlv93vzfjkmRJbGer1ABXg11WE59o41fZNnSWstbPlZ+ftbWZBsEpCHMsZBzblqQQQhjeIHG8MNrAsKPWZKduntyo3xHV3YdIa8tycArmpfALcZwgCN+RywC68G4SYabaiQGJOJoxPMkSrRiCh1Uo4fmYPhGDtk+9k780/gk06H5FEvyWYfTgAezHwcn/9GvB5P/mVDxZ8gt9+4+d/KgKqz37Dm18SAP+ZAevrf+49QiC+Efghi5V8vIpUU7H6M98ARc5g55DhTg+EA6zX33kfCMnuyQmVrmjX6yw1mm69IlR+XG8pypLj4RBrDSvdDo1mk0F/wPO7u0yKgm6rQ6Y1eVVyeWuTS3fdTn2ji1SS4+e26R32UGFEFEd0ttaJWnVXBYUKhCS9fsB495C0P2LS75OPxuRZSm9wwgfGB7x+4zIqEPzS/gcJJdSUoBZI1l5+GyaMXBXkK5Sy8uQ1dsHMb65Yd0ETYmbYN7jWo7HUIKpHC+p2MyPG9UIcV6UX2sGFKDGvCMVqQzkpnaK+ppwQ1C9bCylmThLT57kEHi/HwFBWlrwwmNLMKj2EkyBI6aQFU47NIgiUaxUX9mBPr474dlBrb9Ms57FS1lh0aUkaciYU1dqS5+4zxbFrQSttsUb4Km+q63IJOlMBZqGd73tNwPG1E2SrxtJqkzgJMUdDDq8cEiw1Wbv3HAf3/n1GD/yjF784f5gq6kZgOnUu2ls85/TX3oPg9T/5FQ+O+Gt0+zMB1tf/7HsE8C3AD3Cr/b+/4NvqL/wzxOCAyWGfo2evI4DLnQ1ef8fLqccJO/0+aVWw0mjRqtXd6D9QBHFIpSvywgEWWM6e2aTZbZOOUp559govHOxzYfMceVlxODzm7OoqL3vly2mfXSNIYtLdfcbHQ472DzBGsLy2RtJpIiNF2Kwj45DieMBk54DJ/jHFYMxk1Ie8ZDIZ88TgOroyvHr1HL/YewIpXL5eXQmWLm8RLnUpfFxWUZpTbaFdBKspfyWddUsgBbrQjPf7dM8tOz/3hRNhyidpY2f81dQWxtqFQAvf6lljsNpSjnLCWkgceaCarqN5sKi8jECy+DmthyDLcOS0TNPKTUx3B+WNZYj/XuSCsnpBdzXTZnlAleHiIi7gvxfpFfhSgAperCtcWLz1LaCu5oBVGagHiqw3pqrFhPWYKFRIC9kT2wxyjVaS83dvEr3iU3nh737XrV0MXkplZT8CeN3q/+fPfy/wGT/5FQ8O/wawPjxgvQX44Y80CfyLunV//8eIn3s32WDM3mNXALjUWedTzt1BFEaM8xykYKnRpB7FM4fMKIkwVlOUFSeDIRrL1sY67ZUuutLsbO/wyBMf5PazF6m0C0kdTAY88OCraZ9bJ2jEYAxlf8z44JjD3T3SvGR1ZY2oWaOx2iVs1TFZTt7rk+31mByeUI3HpOMRoqw4mPR5Oj3ggm7yqNmjFIZEOsBqb3Rpnt8irywT73k+JdvtQmy9ZWofY2dRWkpC2hshlaKx3JhZDU/BY6qxmoamupZwPtmbnxx+uqcdYBXjnKQREUXer2oBAaYi5dMt4RwYtTYU2bw1nHppCXWappq+pJKuyrILgCW8xGEm1PdEu5DMKiwpQecau5h3J5zOakbWiwUlvRCn+TEhsFagjatJdVbRSAJyIam8Q6dUkmSUUT5/yL6BEsHGnVt07rmXx177z1la6c60YB+JYP9owOklANfvAZ/zk1/x4ORvAOvWYPX3gJ8HGn9ZH7r12C/SeOy/UeUFV9/1BGC52Fnn3o0LgGBSFKy2OnSbTaIgmNkZyyggiNz0sN8fkFeapU6bZqtBEEfs7x3wwSvPUo/rnF1bd9qqKqdejzl/+20s336eaLmJLQqK/WOGu4f09g4YjXOWlldoLrWpLXdQsUIPx5QnQ7L9Y7LeCfl4jM0LiqLgt44/xG1lkw9yTCorIgkNJai3a6zde5lJ7hOYS3Oqoprx3DjOyk4By6f2jPdPaKx1CePAE9pzeYKx811BvTgdXMg/nOqjMMYDlqGalCSt2MkicFM4gFK7KisMFrRYfi2n1H6JujKzvcEZTsyqq5tvgfIguABYdmFz2ZQGGQi/wwcqdI83laHI/MRw4aYCbza4kC40q7YWbYI9eBkjGB3n1JOQuBkz0czkF804YD2AwZUjto9T0jjizL3nCLZu449f+U3O3399mTiOPiqO6kUqp1PDjxuB6xYc108BX/P2r/jU8m8A6zRYrQN/gFO23ljRf9xu8f6TLP/WD2G15rnffwyrDefba5zrrCGlxFo4t7xKt9nwlrFOuazikDCJMNYwGIzIyor1lRWCUBHWInoHR2zv79Pr97nntjvI8xwpJINRnzvvfRntzVXitQ6qFkFeYIqKwXPXOdzeZTjK6HS6dNaXSTp1dyINxpRHfSb7PfLBkDLN0EXBH55c4TbavD/b41jkhL7CSuKAzU+6ncII0sIwzrUjzhdO3pncAQiU+6I0hnKYYsqKpNtCLTh4MpveMYvgmlZZxpx2Zpjubk3BylQaWxlqzcjbNhuf+mupNC55xldLxqvop6+phKvUysKHUzAHK3Fj++T/HQbi9LRw4fstM4sKHP/lpAfOCwshqDLtiHIpTr1sEN6aBJ8JQqftYKHJBhkyUKACao0EIySlTxlvRoqVhrMlPjmccPDcAcnlDVbX24zveD3vu/iFVGWFkILl1S7NVsMbEt/cDp6umOwCIC/cty8Oai8CXAb4mre/+VP/778BrEXAeud7fhh4659FjvCxvJVZxtlf/k5UNuSFP/oAZZo7wOquczIZs9lZYqOzxFKj4TgNr6mJm3VkpKi0s1DO8oqN1VXiWkxQC9GlYWf7OleuPs/K0iqb62tMxhOEkiyvrBA368RLDVQzoba1iopCysNjTp54lv1re0wmBa12h+5qh7AREwWS6qiPPhkzPjgiGwzRZcX7B9u0dcC1/ITn9cAZ+im3yLz1SbdTIr2xnlvJmVYwU93StGIJlNuVRGvGeyc0l5qEcQBM46yYt4N2vtw8nw6aOVjd0A5iDFVWoQJJVAtcRWcMRluqyvu6e7AKpKvc3IDAzio//L5YOb3uL1ZX9gbaR7jcwhmYeWtkJwa1lIUliCRRPAe1MIA8sxSZptYMFnDAes3Y/CTXpU/OjuayBYSgGBXkw4wgChCBpNZtoK1Ee595GUbYl38WZ5//PXJtOfrgddRKi86FdczlV3P0KV9G3ljj5HjIcOC6spW1Lq12c/Y9sKhtWzjf7Kn/m5eTN30de7ratPPQ3TmIiUOw9739zQ/u/Q1gAV/3zkdeDfzWi7WC4iOh08cCvKyLS9rfP+bMc7/M1vXfY/uRJ0l7Q853NzjbXuVwMuKOtU2Wmy269YZfsnXG/FE9gVCirWE0mtAfT9hcWaW91CZpJggh6R8e8/Qzz5AXBZcvX0YqSZ7m1Oo1P1WytLdWaV86Q7TawY4nFPvH9K5cZeeFXSoN3W6X5dUOcSNGlhW2PybdO2Rw0EOXJduTYw6HA0pb8ETRI5QQK0GiBBv3XMREsbd9mU7znNhSLA6MppyQgHI4oRxlNJab3i5ZuoQYyUweMVtQ1tMK67QUYYoOVnvAspYqLQhrkc8MdBoEXU1tkKeKVjvbKbQ+5NRU7vnSRdtQTVdkFpXtt0g9WASsWSFh3LqN8XIKqTzP5V8iH2uEFISJ9BXnvB2cdoNlCYVXvseJcIvS1pINcsq0JG7G6MoQtxLCukuaqTTkUZf+p72J0GrOv/v/QQHHH7xG8+5zjF7zJQzu+/uIIJzFO+R5ydFhH2NgfWuVRiO5oRVclI0sVkovBlanQcve9LybqrD/A/hf3/7mTxxh6V8kYL0T+NKPXFR9FMgkXhpILd4OD4/JsoKwGnP/+3+Yo/d9gJOrB6w3l7i0fIZJmXF5dZOlep1WrYY2DrAqYxChQkUBVsAkzelPUjqNBisrS7RXOgRhwMlBj53dPQ4OD1lfXWHz/FnycUqeF/SOe5RlwV333ENzfZlopUkQB6g4pjiZ8MKfvJ/tq9vU6y3WV5ZotRvEgYBJRnF0Qn+/hykLhkXK+/av0QgVf5ruO8CSgiSAlYubBN0OhbZk3knhhuP01FVaYBluH1Ffarj0YZzIVFuJ8HbBp8nw+RL1NMSBBaGoMM53XQA6K1FJ6CZp2mK0cQgCPsiAmcodD1YzVbtxgOUVEqerq1v8XqX0C9qLra+16MJxU9O1mUVbX2MsVe6cGYSch7DOp5kOLKcxX9NWMJKGcpxjtSHp1qmyiiAJ0ff9LaruGZL9J8nW72Z4+bWYuMFtv/H91CdHBEoyunZI+MkP8NynfT26vuwXep1mzf00JL3jCcZYzp7fdCZ63hBvMaPPLraFN1ZLp8Bo3iougt2pr82BbQL23rd/+YPP/7UGrK975yN3Ao8ArY/qxT9GPeGUiJyMM46PBwDUawmbB39C/Ks/xu5jz9KK63RrS2y1u5zpLtFtNGnGiX+uoNAaLbxTphBkecEoz2jXm3TaTVqtBvVui/FwxN7eIQe9QyIp2dzcZPnsBpPBiGGvz/W9XeI4Ym11ldZyh+U7LhA0alSDlL0nnuGZDz1NUVZsLq2ysbpMPY4QRUZ1MmLQO4ayIsDwi889ztlanUcnuygpSLweq7Xapn3JTQrTwmUGnjrITxMiFOOMapzRWGlhfaqztWCFE1BO28mpT9XUoma68zc90qd+69YYhLerxUCQBM6mxfNa08pu6mtjzdx22XjCXld2ltW3yF3dXF3NV5NngLUAVlVu3BqQFLOKcfFWZca1fqE8dZzYBdX+4jhSCCjSinJU0GxLat0aZVZRdc9SfNabSM/ej52aarm8Mjq77+euR97hK8qAXusyu696I3nn7OmMv4WLsEXS642Jk4T1zZWZ6ePNbdyLcFL2hhWpFwGzWz0e+N6f+PIHvvOvN2D9zCP/FPg3f94W76MFsMVT1FrL/l6PqtIkUUSjniCsZuPXv4/dX/kVIiWoR8u8YvMcy/UWrSShXavNDqbcOzJY4VKEi0ozzjPajSadVoN2p0m91UAbw872HieDIVk2Zn1lmfbyMrVOi/7+Edkk5erONvVajZWlZc7deRtBEpMNRxxe2+Xw8IjDkx61MGJreZnNpWVUWaLHEyaDIcoYEiH4mWffw6Vai0fGOy5i3gNWUo9YuecihcUBVm5OA9VCTp+wluH1I5qrbZfoUmmEtyx2wQ5inm1oFl1BzSnxqQCU8CDjq6Uqr4hqPnWm8CS8ByEhmDs2cNqxAWswlT01GfxI1ZUDNedxpY3FaLCVdpsJoZyJZReBwVQWXRjCmjqdEr1oAL8IItqSD0vKQlNvhbSWQgpZZ/zqN1C+/DOwcf3mSSIQjQ7YeuY3ODn7yWStDcraEkh1KlFm0QFimhZjrGB/r8/W2XWiOJrFaiFOO4DaD0Omf7iv3VSJze8/Bdz/E1/+QPbXGbB+D3jtx5tcnx+chsk4pT8co5Si4yOWEBAPtuHHvhl9uEMSLnH/1mXOL60gBXRqdYy3AUnLiqyqXCZaGHGSTjgaj2jV62yurrC8uux0WsZwuH/EUe+EcTohkpaNrS3a68uoMKK3vctkkvLCtRfotLtcvHABbTXpOCNUiskk4+ruNqPxiM3uEludJepSEeqKYjKhJhVKa/7L1T+lKyLeO9lFIoi9eDQKJCsvu0AVhGSVppy2NAtANauuRilVWtBcbYPWM8By0e5zJ88ZYE3XczxgTT3blWABkLyvSVYSN92Ivsjcas0UCIScA9ZMHzY1ANRmVnXNqivl1VTitOObNjdMCZUj2IuJcfHzNZ+ybBYONE/klZMKFSlUJGYt5CxV9aYhTUUxqbDGkrRiVKtJ+ZovonzZp2OaS17pJWavPweUm/3LxQ2RWghxA9DNcwCzrCTPKpbXuqf4x1Pvhbg5PXnxNReJdzslARb4zJsJeAu8+ife9MB7/loC1tf9zCOrwFPA0sd9Kjjdp0sLxpOUNC9oN+suH8//sq21iPf9GvJnv5e6SnjlmbtYqjdYbTSJw5BJUVCPIsZFwaQqkULQaTTR1vKh/V2atRoby0usrq4Q12KshclozPbevjf8z2g3a1y4+y6STpNsMObo+j7pJOXKC8/SanUIVEAURlw4c47jQZ+j42N29ndQwIXlNbbaHWRZEhhNYAyy0vzm7pPkRckTk0OqCgIrWGpI4lDQubwJjTp5NVWiO11TWU1N9dzXBtePaG90XbyV1rjSxCVIV1bMHUEX/aoWVnGmEz43/VtwgNQOGsPExXoVuaHyC9kIr3JX4hSJPAWr2QoOc1U7AsLA/alKO/eu8u6ffoCIFJCPKwyCIHKJr6ctaKZLzm5aGdUVocL5XpmFPDD/UFMZ8kmJKQwyVERbGxT3fTbVK/82NDs3xbsvgtGM81oAkFMRV4gbjvvFeKy500P/eER32SXpzL0IxSmfLrvQfdyqbfxwE8IbKM3p7Zvf8VWv+9//ugLWA1579edTtYuXRqrfeNOVpsxLhuMJ1kK7WT9FvFpr+f/bO/Mgy676vn/Oufe+rfee6Z59NDOSZiQxEmKJQAItBoMpB7wAxomrSMwitqRSrqRSSaVSlaIK8ApGdrDBCQUICeIt2CYYE5ukMI4BjViEkCUDgpmRZu/p9a333nNO/jj3vnvve6/f0suANPdUTXX369evl3n3836/7+/3+/5Cv0njMx9k5yNf4Pju69lRmWKiVGJ+fIJWGFL0PHuRRjbBgdYsNxpcrK4yWSkzXRmjWCpSKhatKOsWWF5Zod5sobVCmIC5XXPsuf5ahHRoLK+ydHGBanWNU0+dolSuMF6ZINTWFsZ1HKq1KovLl5mrTHBwdidTroerFVIpZKg4ceE0/7i8wOnaqu2pEoLJcY/xsmB81zTujklaoY6cBOxMXlwlkgKCah0TKsZmJ3CkAa0wSrWdGbSxWl2okk04MagcaUdqROzxHkdFEZBUK6RQ9qLZQSuiN+o6WSKQSvEMNt1S0WO0R3BE1Asm7d5AR9orK25xsMtWIVRJP1lQVzbci7cQdzWZRp5etRBvzG1rXkGQ7DN0XMvtZi0gbFoaOoePom57FeGxFyO8QrSmitRuvOwOvq79e21oRVbYQvR5UmcjpzBUkYd7OpIy7e+bNoU2GIQRiRaXetGOX5y708dUhTGJ4P77x950571XK7D+OfCpH8UPZ7DGb2ErZLVap1T0KBS8Di3MCsVLZ09R+Ox9zJz8Bgen93B4x36umd2B0ppyoZiaG7P/pTXfpx74tFRoV0S5Lq7rUi4WGa+MgTYsrK3iBwFK+RRc2H/4MFPz83ZP3PkLNGo16rUG3//h9yiUysxO7eTC4iUKXpHJUoVLly/gaM2eiWkOzszgam0XvmrDmdoKnz39j9TCwPpVCZiZnySsNinvnKC0axI/TEVD6VdUbfAXV5iYn0JIgSOtb1Usuou4rUEkfVtx02h7cWXcOKqsUVomMvFDvLIH2iClTRNVaGi2TOIXJZO2A61025o4jhfiyKhUiv28LAxDP9VpHlcCQ03QUDiexC1I/FC0I7nOTCmoK6QnrcsoxkZocSuDY7UvvxGiCuP4x++CW16K2XPEbjwSqRVW7aWineut0hATme056dszvDJtE/6OF2DRHX113JZJAXuM75jOBlNbUUmgZkyPKEv86cffdOfrr1Zg/RzwmSsNquTl267OqjeaFAuFyNNKdNzfNjoun3sK+TcfY8fj/xdhYPfkLPsm5yl7JfZOWXgZoKUU9SBgrdXgh5cv4Dn2ta4RtOxyB8djZnySY/sOMVkZxw8DavUqRU9y6NgxnIJHY63WdhtdW13jyZNP0ggC9s7vpVqvU6utMeYVqa6tMlMscXjHTqaLJWrVKlIpAqP4yBNfR0WzgK6EnQdm8VebOCWP8t4ZwmjlluhoZ2gu1fE8weROKxSbUKGtbaa9HiINRVlz9Ex0paP1XUbpKIVLdCshBDq0lbdoa4UdbI5cGOzSh6TiFq+cMioW2ZPHidc5lUvCOoxG2lcYikwhJWxFDapFx84ICtG2Re4MYES0YEIUnHa7RPz8FQYLqQM3Ex65FX30BYh4jrRjzyA93k/SwrgLXnZsO07rWCKbOnalb6ZnVVdEg9zdEZro4FW6mbS3CN+r0ph6rvy1QPzUx950p7nqgHXvpx++Hfh/ZJQEsXVQGiI11FrTavjRTrQe319E7gJGU1tcoPW3f8Tuh/8cqUPrRBA1OjpCIoWDwAHj0AhalNwC187tZefkDPtnduJ6DmvNJmeXL/P4mR8wXqrwsltuY7xSYWllCYxiamaW8sQ4xUoFFYQ0anUWLy9x6txTLK2tMT81S8nzuLy4gAkCylIyVx7nyNw8tbUqKvAZLxT4wHe+QhhvWBYwd2SOxuUqTsmjsmeGIFXFSwoQitUzy8wfmcVx7LiMDqJ0UFsoyMgVNAzJaFZtv6oIVIlulcz5ha0Qt+i27yNS8212K7Vd/W6iFEWr+G9PIl5nMx/7tQ6USyJaI2ajxKBhdxS6RRfpJhDRaUE+/r2VwbRCShNeexDa1w7+NbcSzuwj3Hcjev9RRJR+pe2N21EhomM5aCfAYh93iYy+ljS4yK5Ypws8cQOtzrR7rK+NiPUVksxcYXcvVmdrQ8e3eeBjv3znG6/KCOveTz28JxLdxzfNKbOx+8f/cSpQKKV6AAtiwzmtFZdPfZ/g9BMc+PqfcW0QMFUqsdyosWdqBs9x7PBzs8mpxYss1Wsoo5mtTHLHdTdxYHYez/OiCMXwxNmTfO37j/GiY8e5+cgxavUqteoqu/cfoDw+jgpDVBCysrJKtdbg0uIlzl++RMUrMj8+RavZQPlNHKU5vu8AfqNOs9lisljkvse+ihIazxXoAGb3zdBabeBWCpT3TLcbHtN/jOr5FYrjJcrjHp5nhWUTqijciPzNXbteXRtDEJiMvYyORm+0Ti6qWJdpN0BK+76IQBO5t9jV7J71QG8Ftiu+MxVMyzSZzEgISiU7rBw0NX7dilluyUkgIhKPqnhFVzsFroWUxl0cR6BLkzSO/BOa199BOH8kBaj0W5kBVxwVxotA7c+UjaJEvBhUJKvpk9tSC0tdD+m6doKiDW67MYk43Y5sf1OrqtYXctsLOUw2q+wCU2res6sdInUb/KeP/cuX/urVCiyB9d255QrmhOtGYSYlEpu0URKRUZ1WBM0Gl37wBGGzztTpR7n11LfY5xQ4Nr+bsUKxLTtobXjs/NM8cvYUq60qoQ6ZKo3x/GuOcsO+gxTcgq30NOt8/ptfYXZqgpff+mKM1jRbDXbt298uDFRXqzTqDVwpWFxa4umL5wh8n+lShaJ0qNfWOLZrD47S1BsNFIb7v/8tCiWbfYUtwcSOcXTLpzxTwZ2dJExrSxjCuk9ztcnY3DgYTdmz+pFR2sq30Up16UY9WBGw2s6f8VBz5LMeR0QickgImwHSlbZLHYPjirbkolOuCcbYQkDgJ04MaTkmXpzRFq1toGIjrFDRWA6QnoNTdJKvkWk9yYrxKlo95tcC3JKHmNtL64Y7aV77IvT4TBfo2hGVzEZMmejKimPRz2lBJtv3syNcMuqZij+OHxcE0nFwvEJP+SIGlYm3Fmu7YMFELybdVjOiv1tDx7hOEl1192NlUlDDPR/9F3d86artw7r3Uw//GvAfthNOPQHVIyrrMj5LidLGaHRULWvW1lh86geErSbCb7Dz9KMcP/M4h4tlyl4BR0qavs9So85ivUagFZWCx9Mrl1ht1qgUSzz/mqMcP3CEoudxaWWFr596jGq4xj3H72DH5AyLC5eYnJnBdQv4TZ+S6yGMoVqtUq3VWFldYWltGakNZcfh2h3z6DCk0Wzy2NIFvrVyjoIHgZK2F6vkUXBCpvfPIiplGi3bmR5rJGtnlxmfn2i/ipc8EwnmiRguXcd2uIMVswP79SpOAZWJ1suRqo5Z6NoOdQungke0Wca+IKiQ9pLX2BoZ7FCyUomkIzq6vomcFRxhEEGACgyi4Ea9WcnXCCEyDePGQMs3tEIPffSFBDfeQbj/pmi1fRZS7XXtMgupRKeSGbCRhplIoijpyHZXunScyOkjDTMnsqvpYxujuxeFJtXTlKsrxo7rRP+XcYTUFTGldzuaDhsget2Hp4wxt3z0jbcvX83Aeh7w0KZbGwbBadj797WjjfUZRdCos3j2FK21VZQKEX6dmVPfZv8PTjAZBJSdAiW3iDKatZbPVMmupa/5TZ68fIblRo2xYokXHjrKRHGMINSstFZ4cukkzzl4jOcevpGlSwuUyhWMMVQKJRygWq3RaDZBKcIgxG81cBHMlivUG3VWm3U+//R38QkwCArjZcJ6i6IrKBUNM4d3QcFDaUOjaaPJxuUqsuDilVx0qHGkoeDaiyG+6KUrbYd7lF3Um5owsNGXwLTXKiWtQ8mkcasRYIS0IBJ2TKZYSjzT49aB9ouEjoevDb4fe85nK19xS4JqhjgovKKDcZzUBRulWDL7sxgkwcw+1g7djn/khZipnW2gJY2ZoqdWRU9gpcGUjr7s30vGb6XbhpX9Hk7095TdaS50C+smFembbJNUb2cGkRXUO4DWKbgnzhqmQ8tKYGeM+cgf/LMXvoNn6RkWWAL4IvATo+pUI632MgMqhkM/Rix8alQYsLZwgbWF86ggwGiFaNWZ/MEJpp/4Mk6zihQSRziUnCJHZveyf3onY8US9bDFQ6e+y4XqZabGChyc2sdsZQYNPLl4krFymZfffDuEmlbTDtNKwG/5KK0iXym7fw2t8BDUmzVOLJ3kXGOVMITC9ARuwaW5sEbBVZTHCj88900AABRRSURBVEwdmm87jTaamlbNx19rUp6pYEKNChXlIu3qm/U3txGCjBwlgsDQbKSXP6SqeJlrztqzKG2S1ClqKSiXbYXPRP1SCayS5RMC2t5SOl4oIeIUMyRohhRLktKY2xbq40pZDKo4ctOVaRrXvIDWwVvx9xwFx8u0H4g4levQpzKpoZBJlS8lsIuUiJ7Wp6SUCMdBOi4yiq5iSAkp13/hHLDhpq8RX68qX2c1sN84TiaryHwuMMa8+MNveN43rmpgAdz74MM/BXwOayG+cSgNIcBvzfadeBOM1bWa1VVWzj+N36ijdWh7jFo15k4/xPjJR5Crl1F+QBjCTHmC2w8d49DsLqSUnF27zImnH2OhvsKYW2Hv2F52jE9xevECF2tLvOqW29g/tQMVBPi+TxCEBMqmpqEt1aGVotpq8OjKKS62VkBAZWYSZ2KctYUqzcUa0ih2HpyismOivd25XlVUL61Rmi5HFsHaRlhO/JeydimOK9HYyMhxoFZVtgLnJulbZzgQV/laDdvb1O72jozwpLCpIaRsmnUSYcUaVdwvZcVyCJshytc4ngWVjG1o4kZ6ZR9cug7h5Dz+gVsId19PsOcopjTeNuhLtx+ko6bOJaedelXyvsy+n0n9pAWU69p/0rG9Wv3WyffSV/tvt+lpvtcXWoMg1pEiZgAGf2yM+aUP/8LzwqseWG998IQE/hx49VZWBbdsd2FfcNmWB+UH1BYvUVteIGy10NrOlzk6YGb1KXadewQWnqK5sIRfa7GrMsk91z2H2bEJEILHL5zikXPfY7nmM1WY4MZdBzBa8+3zJzm++yDP33/Y7gYUMvFiCgPWmg0ev3CG71w6A0Uft+hSmhmnOGH7qC7+cJHWahMhJbuu30Gh5LaftIvnqkjPxXElKlRoldSw480xUsq226YQNppqNTUGQ6mANdzrvuIwGEJfo+Lqoujwq4q+j+MKpLTRlFbpwWbRFrmN0oQtZWHkOrgFG+05MpXKSJdwYo7mnptQs3sJ9xxDT86BV8x2nncBqvu2THonO/Wo1Psp0VxGKZ7juEjPi6Iq2b0PsWcVzwwNrmE82rugNSDC6gWpjs9VjTEv+f3X3/ptnsVnJMfRtz544nrgBDA1KmS2H0zd7S0ie/VFkYEibLVorC5RW75M0GhE4LKpkxc0mGqcZ/riE4hzpyg3FikikMpAaCOM1UaT1YaPFIL9kzvYPznNYwunmfHGuWHnHjzHJdSaWuhzqb7G2bVl1oImxckSEzNlimNe22tcBYqVs0vUVkPKM2OUZyo4jqBYEAT1FrWawim4SDSBn2gj8VBxGjQmWqvjSDt36Erb/W2Hp2mvnTGpdoEw8maPo6rOEnki3RhcB1xp7WmMFu2KbQwSt2jBqrXBDwx4JczO/fi7riPccZBg/lp0ZQrcQg9AdXzco3kzrvIlqV2PaCqVzslU2iddFydqRxDSSeYGR5UfNrhLcCi7mBE+7gGudwPv/r3XPdfkwMpC614Mv98rNdzalG6TkOpaIhz3uSTgUmFAY22F1YvnCJoNjE5K0hgQyqdSvcD0xccZWzhJsbaAUSGNmiJoWS3JlZpiwT5+o6FRSrT9vDXJeIkx4BZcyhMepYoVdU0Y4tdahK0AZVwKMxNI13rSoxRh00d6XrtnKhbEs1WxbMuH1ZUMxUK0TUa190Z0/s9bB1eTtToxKdP4eK2Wifq3iIT2QspmWHpRiiUEqjRJsPMQrd1HCWYPEs7ux5QnMiMwbQuWHhEVnVFUu5GzIzVcJ5JKABVFUq6H47pIx416rzZgb7Te5nkzArQ6Pt/T92pQatgvysL8Hwyv+9Brb1nmWX5GB9YDJyTwW8Cv2Kf9NkVOA3rt1oVVpqouuhqLk8VPqYjLb7Fy/gz1lUVUGCZl5tT4vzQar7nK2OIpnLMncVYuUaguMOY0iQfaWq14cafodgxB4LoG14m8zlP9S27RxalUCLRs9/MEDR/Hc1MCa7JeK7uoIetiGetOsZ+5dXtIjZBEfxIpDQjbXBoGiU+8aXcjpCpY2mT2+7mexC26qJk9BLuPEs4dIpg7hJqYg0LkQZaZzyPriCBEn/RP9rxNirQLQko4F6LtNSUdB+l6USTlJNW9rdBUzYBoa4j9gusuk0jBqSe4+mtZTxhjXvOhn7/l+1wFZ0N7Cd/6wAnXYP4b8Msb7V4fRrAXXRYevWHVK6pKl9g7e4MyIIv0La1CGqsrrFw4g9+o22grM3LS/YtIFSB1SKGxjFdbwlTXKF48ibN8gUm1iA5C/JZByghUqRK0AKTn4JYKuAWXILR9R2hD2ApSFSrT43cj5cyZ1aVKZQur+HcOU/1T8eNIaV0NLIzADyIXBdHjgjQGpIOZ3ImeO4Decy1mbj9673XW9C6u5JHqcSIBFDL1cRpcsgNY7SpeZ49URxd6e2xGRj1nLo4XRVHxgDNb+II5CFzrVQhHgFY/KPWsDia3nTbGvPq//tzNj3KVnA2vqn/LAw95GD4CvGlgJWXT2Z7o4+Qh1o2y+oIq/XF05WutUIFPdfEStcUFglYzShPTvtlm3Z+rPSRrFE7QoLz8NJXLp/BWLlBcOoPbstum0w2MCIFR1glBK6tprXvRpTnb4fsdh0bFosD1UiZ5YapLPQKd65JaKQ+tliDExVQmMbO7MWNTmNm96Ol5zNQcZv6A1Z1SNim9rFmE6GHNkhqJoUfqR2dfVE9ApaIo18PxvKj9IAuozc64DpstdF0zgyKt9fSsdRxFh9SyThljfuZ3f/b4t7mKzoaBBfCWTz7kAA8Cv7jVkBoIrGFhJYa8vR2S66gdwae+vEh9eZGgWW+PXBht6LnypefPkPxwwmhk2KK0fAavtkhx+QxuY5XC6gXMygp+M7DbZughtWRWt9O9UcVko69y2VYQjeOi3ApBeRo9vgO8AqY4jpnZiR6fBa+IrkyjpndhvJKN6qLhwf4AWsf1AHp8nijNo8MRIQJRptkzDSgHx3VxCoUIVG6Xf3pPQIkNkWpkHXaQyL5edXBglNUnJUzd9ijwht95zXOe4Co7mwIWwJvv/5oA/gB4S4+yy4aE84HAGhBNjQyrzO1E0Zbt39IqpFWvUl9epBl1zMfOENkRedP1C2TaBBAZW5HkAo40Mr+Js3IR2aojQh/RrCEbVYTfROgQoVXqgSXGLYBXxJQqVtgulMBxMcUyZmIGJnekvMdlH12J/r5QMutsMBhaqegRkCIZNO4lqtvNyolo7ngF3EIB2Q4D+8gEGwXUkPAaCK2Oa6dTiO+ZGnYK8KOnhR8F3n3fq296iqvwbBpYKXC9GsOfAMWtqPYNApZYN6oZHlYDvy4VcSkVooIWjbVVWtVVAr+FDpN2CIzuWsGVqRyIzmUFdBnCdUIjk2amhfY0JEg7Zaa9qLIumklVrlsAX09XygjgXRCT3fenF8hkh7WLxHFdOwrjuMnMnuMk40LiCkNqFHANC60ho6x1K4bdUZXB8D8M5m33/dObqlylZ8uABfDmT3ztsMF8Frhp2KfVoLB+/UrfRiOojtsH3TdRn+2ojwpQYUDYauI36gTNBqHv25RRq/ZIULqylyl4dgCr2xiOjhaATuCJjG1vlyNmz/SMddw0OyKfVCMmvZoyRcrgDtlDh0og5ziurdRJ2W4riGf0sn/bAS9UVxJSG4DWsP1X64JquLSwCvxHY8zvffCnbzRcxWdLgQXwpk98tQi8D/hXmB7RlhgCWsMAazORE/SAQz99KyXORyZtWoeR51GIDkNU6BP6Psr3CQPf3h651XX14nT8GUTGcjcNoJQGlnm/hxd5GnrtSEt2RUadZnUZ0HSNuchM6pb5fKqVoBNK63aPi+F0py0DlRhOr9o0tDYbZfVPC79mMO/87Vfd8E3ys/XAaoPr4199EfAJ4GjPp86QT9J+lb5BsBoEsczXD4JV5oJL9T5FepadWbT2NlqrCGIBOgxQSmFigKUN3Uxm3UD2r9DnQl03EusJKdntWrAuvLINmO2oKIKQdNzMLF4nlIaq5m4XqLZIbO93v2GjrH5a1sC0MDtq8xsYPvCBVx2r5ajaZmBF0KoA/xb4d8D0wNSvj6i+4Siq47E2G5F1R11tk5BE8zJJCqmjfi5tomirnTLqLMDSb7M5ROoCML0rk6k0MNsdngwJy/RsXXvwN9KPROxYIDNd5HT+/fqBZpg+ua2G1SCtqy+DzGjgGgQtM5xbQ09746yOpTB8zhjz7ve/8ug3ckRdQWClwHUQ+C/ALwJjvZ50A4E1TJQ0aqo45GMNJfJ3/EqGLIQSx8iUn1GmDG46LojO3UBk79/r+k5FUjLtTiCTiCgDowFR0TAgGenrh3yhGgVUm+m9Ggla2w8sA3zFGPN+DJ/9rVdcH+R4+hEBKwWu48B/Bn4GKPd8Yq+nX40SEXXet0/aNzSs+kGxx/26rq2M2VtHJ6fdO5/6VCrtFJ0Xh4m+V0q8lr03wAyMRvpERdG3yd42Qgq4LbDaIlBtCFoDPLH6dbevlwpGtxvgG8aY3wX+5Ddffl2e/v24ACuClgBuBv498PMIG3H1Ha/ZAqF9XZiJPhoYo2pbAwoG6Uyua1YyJa6b9S7g1KKHeKJadKSHnTM8Wbc+ulokenyPvo/B+gPmo8BqZGBtA6z6AWioKGsjwEreN5Gg/mEM//M3XnbtWo6jH0NgdcDrBgTvBe4WiB1bkg5uYXTVs8VhiM/1h5XofxFuQgsaHFVl4TYUaEaB1XZpVtsIq00Bq/O24TyxtDHmL4FPYvjcr//EkTyieqYAqw2uT3x1r0D8CvA6BEc6062hwDRiG8PA6GrUVHCzsBL9L9ahQTKq1jTC9xjmcbZFYBfbB6uRoLU5YDUx/CXwIWPM3/36PUf8HD/PUGDF5833f20ceLVAvAvBbUBxS8T2KxhdbTWstgIAVwpWz7RUcNPAGi4lPA3cbzCfxPC9X7v7sMmx8ywBVnyioerrgXcieI1AHN5QOjhEk2jfxtGNRFdCbE0aeAVhNfTjbEEquFFgiW1ude9n1rcBYDWNMX8F3I/hb371rkO5PvVsBlYGXg88VBGIuxC8WSBegbD9XIM61DeTDq7bc7WF0dWGYLURyIgNwGCDjzUyYH9MIqzNpoNRRKWBrwP3A/8Lw+n33XmNzhFzlQErPm998IQQQkwCr0DweoF4JYKZzVQHR00H+xUCNhRdbavAPjgi2rLoajuBdQWirE0AywAPAw8azBcxPPG+l14T5ljJgdV13vbpr5cR3C0Qb0TwEuCaLdGvNpgOPlOjqysNrJFTwm2OsjZQIfSBLwCfwfAl4OR7X3Iwj6RyYA1/3v6H35AIjgvELyF4hUA8F5B2FngAsDba1T4IWH0cCbZbuxoWMCOlgz9KYG0DtEboctcYTgF/bTBfAL743jsOruToyIG1Zeedf/ytSQR3Aj8phPhp4JAQwqPturIBp4ZR9atnCLCGBciG9bCtSgu3EFoDYKWAi8DfAV8Gvojh8ffccSCv7uXAujLnXX/6yB4hxO0I7gbuEUJcB5SFSLyHe6WJVxxYW9gasJUp4bZHWRuE1ijw6uMeGgBngK9EetSXgUfec/uBvE8qB9aPx/nXf/boHPA8IcRdCH4SuF4IMQ4UfqTA2qIIa1PAukJR1qagtdH7G9BaE7SCquu5n5FS/L2Q8u+Bx99z+4F82DgH1jPj/Ju/eKyI4CjwXCHEi4HbgMMGMyOFdDba0tCrarhhYI0YFW1bWrhRbWy7oNVPfFKaMAjxGz5+09d+s/V0GIR/6Df8j3/qHff8Q37558B61py3/dHDY8oPn6/C8HVCite4XuFAoVTw7CZha9kyCFgbamvY6rRwo4DpZyC4mUhrGHCJ0cGkQkXQ8glaAUEzwG/5hK1Qq1CdIa7qwZcefMfd+exeDqxn9/nZ3/yLAnBcCPEyx3Fe6Xjuza7nznvFgiyWi7gFD9f1LMiite2bTQuHgdZWVvhGiYqGgtYI0WJfLSpecK213dsYKlqNFioICVohgR+gghAVqtiqZRn4FvAl4G+Bhx98+915p3kOrKv3vPb9n5sGbkCIe4CXC8ERhNjtOLIiHRfXc3ELLl7BszDzPJwYZimgbah5dJuhNbKmtRkYpj6vtcYog1aKMFAoPyQMFKEfEEZAUqF1a02dADgLnAC+CZww8B3g/INvvyt/YufAyk+v87oPfr4oYC9wI4jbgBcA1wK7hWDaYPvBZOSXLl0H17OLQl3Pw3EdpCvtW5ksgJBO5BC6BZHWKKncVkRbsauq0dE/o6PUTaMChVbKQiiI3qrIE1/p9b5XDTiH4bvAQ8A/YOH01ANvv6uaPwtzYOVnE+cX7vuCB8wCexHiBuAYmOuBQxh2AzuAqfS6+chfD5Fe0yUFjpMsh4jTTvvPQUhh/dmjtwCO60S7AGlvuknjRcpolZdFC1qZnilYDCOlVNtbXmtr86wjAGGshmQMGKXb4LHe9SlwxeaB/UFZBxaA88CT0b8fAk8Ap4GFB952VzN/duXAys8VPG/4nf89BowZC7T9GHMNcMRg9mLYC2bWGKaBaYyZMhivywPcsqa7CTLlrtwGVgS/9m0d+wuNMV3LVxMzU5EBaHvnYXo5a/rxDb2qqBrEioCVSGM6DZxFcA7bpHkGOBXBag2oPfC2u/Jxl/zkwHomnNff91cSQwkoGmOKYGaAOWPYAWYWmMIwazA7gAowhgWcF33sYTdwx7758W0xSEoIStlFre3ULhSIanvRKkIbRFUIjAAfIeogtBCsIURdQA3EEoImiCVgxd7GZQSXLYTEgoAm0AJaD7z9rnxAOD85sPIDr/3A5xwMEpCAEwHLjT5O4i4Rfa7TwQKhEUK1oyswCBEKhEHE72M+/a6X5dDJTw6s/OQnP/nJgZWf/OQnB1Z+8pOf/OTAyk9+8pOfHFj5yU9+cmDlJz/5yU8OrPzkJz/5yYGVn/zk5xl2/j+44NghUWWxxAAAAABJRU5ErkJggg==

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

/% ========================================== %/\n/% Biomes & biome navigation %/\n\n<<set $underwater = 0; $subterranean = 0; $wetWeather = 0; $coldWeather = 0; $hotWeather = 0; $darkArea = 0>>\n\n<<if $plane is 0>>\n/% Planetary %/\n\n\n/% LEAF\n\nThe green lands. Pretty shitty against fire types, which makes you wonder about Kaolan.\n(despite the fires, a seed still grows?) %/\n\n<<if ($location is "Meadow") or ($location is "Field") or ($location is "Highlands")>>\n<<set $zoneType = "woodland">>\n<<set $adjacentBiome1 = either("Woods","Forest","Valley","Meadow","Riverside","Field","Pasture","Farms"); $adjacentBiome2 = either("Deep Forest","Deep Woods","Plains","Marsh","Sticks","Highlands","Cliffs","Cave")>>\n\n<<set $administreStatue = either("Na'than & Eva","Na'than & Eva","Kaolan")>><<endif>>\n\n<<if ($location is "Sticks") or ($location is "Forest") or ($location is "Woods") or ($location is "Deep Forest") or ($location is "Deep Woods")>>\n<<set $zoneType = "woodland">>\n<<set $adjacentBiome1 = either("Woods","Forest","Valley","Meadow","Riverside","Field","Pasture","Farms"); $adjacentBiome2 = either("Deep Forest","Deep Woods","Plains","Marsh","Sticks","Highlands","Cliffs","Cave")>>\n\n<<set $administreStatue = either("Na'than & Eva","Kaolan","Kaolan")>><<endif>>\n\n\n<<if $location is "Clearing">>\n<<set $zoneType = "woodland">>\n<<set $adjacentBiome1 = "Cave"; $adjacentBiome2 = either("Woods","Forest","Valley","Meadow","Riverside","Field","Highlands","Deep Forest","Deep Woods","Plains","Marsh","Sticks","Valley","Garden","Canyon","Rocky Desert","Tundra","Snowdrifts","Swamp","Cliffs")>><<endif>>\n\n<<if $zoneType is "woodland">>\n<<set $administreStatue = either("Na'than & Eva","Na'than & Eva","Kaolan")>><<endif>>\n\n/% ========================================== %/\n\n/% AGRICULTURE \n\nFarms, farmland, and revecroit flesh-processing plants. %/\n\n<<if ($location is "Farms") or ($location is "Pasture")>>\n<<set $zoneType = "agriculture">>\n<<set $adjacentBiome1 = either("Woods","Forest","Valley","Meadow","Riverside","Field","Pasture","Farms"); $adjacentBiome2 = either("Deep Forest","Deep Woods","Plains","Marsh","Sticks","Highlands","Cliffs","River")>>\n\n<<set $administreStatue = either("Nefirian","Andreu")>><<endif>>\n\n/% ========================================== %/\n\n/% EARTH\n\nnone shall pass into my-- %/\n\n<<if ($location is "Plains") or ($location is "Valley") or ($location is "Scrublands") or ($location is "Canyon") or ($location is "Cliffs")>>\n<<set $zoneType = "earth">>\n<<set $adjacentBiome1 = either("Valley","Field","Scrublands","Plains","Forest","Canyon"); $adjacentBiome2 = either("Rocky Desert","Red Sands","Cliffs","Mountain","Highlands","Volcano","Cave")>>\n\n<<set $administreStatue = "Reks">><<endif>>\n\n<<if $location is "Mountain">>\n<<set $zoneType = "earth"; $coldWeather = either(0,0,1)>>\n<<set $adjacentBiome1 = either("Valley","Field","Scrublands","Plains","Forest","Canyon","Cliffs","Volcano","Forest","Woods"); $adjacentBiome2 = either("Peak")>>\n\n<<set $administreStatue = "Nefirian">><<endif>>\n\n/% ========================================== %/\n\n/% FIRE\n\nBecause vengeance isn't the only thing that burns. Deserts, volcanoes, and the smouldering core of the earth. \nThe earth that isn't just cold, anyway. %/\n\n<<if ($location is "Rocky Desert") or ($location is "Red Sands")>>\n<<set $zoneType = "fire"; $hotWeather = either(0,1)>>\n<<set $adjacentBiome1 = either("Valley","Red Sands","Rocky Desert"); $adjacentBiome2 = either("Canyon","Wastelands","Mountain")>>\n\n<<set $administreStatue = either("Phoenix","Phoenix","Reks","Kaolan")>><<endif>>\n\n<<if $location is "Volcano">>\n<<set $zoneType = "fire"; $hotWeather = either(0,1)>>\n<<set $adjacentBiome1 = either("Valley","Red Sands","Rocky Desert","Cliffs","Ash Cave"); $adjacentBiome2 = either("Canyon","Wastelands","Mountain","Peak","Cave")>>\n\n<<set $administreStatue = "Phoenix">><<endif>>\n\n<<if ($location is "Ash Cave") or ($location is "Obsidian Tunnel") or ($location is "Vents")>>\n<<set $zoneType = "fire"; $hotWeather = either(0,1)>>\n<<set $adjacentBiome1 = either("Crystal Caverns","Volcano","Tunnel","Obsidian Tunnel"); $adjacentBiome2 = either("Ash Cave","Mine","Nest","Cave")>>\n\n<<set $administreStatue = either("Phoenix","Lyric'Ai","Lyric'Ai","Nefirian","Nameless")>><<endif>>\n\n/% ========================================== %/\n\n/% FRESHWATER\n\nThe land of Salamanders and Aquatech. ugh kill me %/\n\n<<if ($location is "Riverside") or ($location is "River") or ($location is "Lake") or ($location is "Marsh") or ($location is "Reeds") or ($location is "Bog") or ($location is "Swamp")>>\n<<set $zoneType = "freshwater"; $wetWeather = 1>>\n<<set $adjacentBiome1 = either("Sticks","River","Lake","Woods","Riverside","Beach"); $adjacentBiome2 = either("Meadow","Valley","Reeds","Bog","Swamp","Marsh")>>\n\n<<set $administreStatue = either("Kaolan","Arches")>><<endif>>\n\n<<if $location is "Underground Spring">>\n<<set $zoneType = "freshwater"; $wetWeather = 1>>\n<<set $adjacentBiome1 = either("Cave","Mine"); $adjacentBiome2 = either("Tunnel","Nest")>>\n\n<<set $administreStatue = either("Arches","Nameless","Nameless","Nefirian")>><<endif>>\n\n/% ========================================== %/\n\n/% SALTWATER\n\nThe sea and its depths-- or, most of them. (Once you get Too Deep, things quickly turn Eldritch...) %/\n\n<<if ($location is "Beach") or ($location is "Shore")>>\n<<set $zoneType = "saltwater"; $wetWeather = either(0,0,1)>>\n<<set $adjacentBiome1 = either("Beach","Shore","Sticks","River","Lake","Woods","Meadow","Valley","Reeds"); $adjacentBiome2 = either("Ocean","Brackish Depths","Reef")>>\n\n<<set $administreStatue = either("Arches","Reks","Nefirian")>><<endif>>\n\n<<if ($location is "Ocean") or ($location is "Reef")>>\n<<set $zoneType = "saltwater"; $wetWeather = 1>>\n<<set $adjacentBiome1 = either("Beach","Shore","Ocean","Reef"); $adjacentBiome2 = "Brackish Depths">>\n\n<<set $administreStatue = either("Arches","Nefirian")>><<endif>>\n\n<<if $location is "Brackish Depths">>\n<<set $zoneType = "saltwater"; $underwater = 1; $wetWeather = 1>>\n<<set $adjacentBiome1 = either("Ocean","Reef"); $adjacentBiome2 = ("Brackish Depths")>>\n\n<<set $administreStatue = either("Arches","Nefirian","Nameless")>><<endif>>\n\n\n/% ========================================== %/\n\n/% ICE\n\nPai lets you know that this biome is cold. %/\n\n<<if ($location is "Tundra") or ($location is "Icewood") or ($location is "Snowdrifts") or ($location is "Frost Wastes")>>\n<<set $zoneType = "ice"; $coldWeather = either(0,1); $wetWeather = either(0,0,0,0,1)>>\n<<set $adjacentBiome1 = either("Tundra","Icewood","Snowdrifts"); $adjacentBiome2 = ("Deep Woods","Crystal Spires","Mountain","Frost Wastes")>>\n\n<<set $administreStatue = "Nefirian">><<endif>>\n\n<<if $location is "Peak">>\n<<set $zoneType = "ice"; $coldWeather = either(0,1); $wetWeather = either(0,0,0,0,1)>>\n<<set $adjacentBiome1 = either("Mountain","Volcano","Cliffs"); $adjacentBiome2 = ("Tundra","Icewood","Deep Woods")>>\n\n<<set $administreStatue = "Nefirian">><<endif>>\n\n\n/% ========================================== %/\n\n/% FAERIE\n\nThe fae lands; elves, leupai, and misleadingly sparkly things. Oh, and probably dragons. %/\n\n<<if $location is "Garden">>\n<<set $zoneType = "faerie"; $ambientMirajin += either(0,1,1)>>\n<<set $adjacentBiome1 = either("Garden","Field","Meadow","Forest"); $adjacentBiome2 = ("Deep Forest","Mountain","Crystalforest")>>\n\n<<set $administreStatue = "Nefirian">><<endif>>\n\n<<if ($location is "Crystal Spires") or ($location is "Crystalforest")>>\n<<set $zoneType = "faerie"; $ambientMirajin += either(0,1,1,2)>>\n<<set $adjacentBiome1 = either("Garden","Field","Meadow","Forest","Crystal Spires"); $adjacentBiome2 = ("Deep Forest","Mountain","Crystalforest","Snowdrifts","Cave")>>\n\n<<set $administreStatue = "Nefirian">><<endif>>\n\n<<if $location is "Crystal Caverns">>\n<<set $zoneType = "faerie"; $subterranean = 1; $ambientMirajin += either(0,1,1,2,3)>>\n<<set $adjacentBiome1 = either("Crystal Caverns","Mine","Cave","Cave","Cave","Clearing","Ash Cave","Obsidian Tunnel","Labyrinth"); $adjacentBiome2 = ("Mine","Underground Spring","Pit","Vents","Nest","Tunnel","Tunnel","Tunnel")>>\n\n<<set $administreStatue = either("Nefirian","Lyric'Ai")>><<endif>>\n\n/% ========================================== %/\n\n/% DARK \n\nthe depths, but not the deepest. Night creatures dwell here. %/\n\n<<if $location is "Deadwood">>\n<<set $zoneType = "dark"; $darkArea = 1>>\n<<set $adjacentBiome1 = either("Deadwood","Crater","Woods","Cave","Pit"); $adjacentBiome2 = ("Deep Forest","Deep Woods","Scrublands","Ruins")>>\n\n<<set $administreStatue = either("Nameless","Nameless","Kaolan")>><<endif>>\n\n<<if ($location is "Cave") or ($location is "Tunnel")>>\n<<set $zoneType = "dark"; $subterranean = 1; $darkArea = 1>>\n<<set $adjacentBiome1 = either("Cave","Cave","Cave","Clearing","Ash Cave","Obsidian Tunnel","Labyrinth"); $adjacentBiome2 = ("Mine","Underground Spring","Pit","Vents","Nest","Crystal Caverns","Tunnel","Tunnel")>>\n\n<<set $administreStatue = either("Nameless","Nefirian","Lyric'Ai")>><<endif>>\n\n/% ========================================== %/\n\n/% STEEL \n\nThe domain of industry; artificially-created places, factories and unirradiated ruins. %/\n\n<<if $location is "Mine">>\n<<set $zoneType = "steel"; $subterranean = 1>>\n<<set $adjacentBiome1 = either("Crystal Caverns","Mine","Cave","Cave","Cave","Tunnel","Clearing","Ash Cave","Obsidian Tunnel","Labyrinth"); $adjacentBiome2 = ("Mine","Underground Spring","Pit","Vents","Nest","Tunnel","Tunnel")>>\n\n<<set $administreStatue = either("Andreu","Nameless","Nefirian")>><<endif>>\n\n/% ========================================== %/\n\n/% POISON\n\nIrradiated ruins, wastelands, and places tainted by things that will make you Sick in the Real Way. %/\n\n<<if ($location is "Wastelands") or ($location is "Ruins") or ($location is "Crater") or ($location is "Slagheap")>>\n<<set $zoneType = "poison"; $hotWeather = either(0,1)>>\n<<set $adjacentBiome1 = either("Wastelands","Rocky Desert","Crater","Ruins"); $adjacentBiome2 = ("Slagheap","Deadwood","Volcano","Ash Cave")>>\n\n<<set $administreStatue = "Phoenix">><<endif>>\n\n/% ========================================== %/\n\n/% ELDRITCH\n\nThe home of the deep gods. Weird shit abounds. %/\n\n<<if ($location is "Nest") or ($location is "Labyrinth") or ($location is "Pit") or ($location is "Depths") or ($location is "The Slithering Dark") or ($location is "The Endless Echoes") or ($location is "Planet's Heart")>>\n<<set $zoneType = "eldritch"; $hotWeather = either(0,1); $subterranean = 1; $darkArea = 1>>\n<<set $adjacentBiome1 = either("Crystal Caverns","Mine","Cave","Cave","Cave","Clearing","Ash Cave","Obsidian Tunnel","Labyrinth"); $adjacentBiome2 = ("Mine","Underground Spring","Pit","Vents","Nest","Tunnel","Tunnel","Tunnel","The Slithering Dark","The Endless Echoes","Planet's Heart")>>\n\n<<set $administreStatue = either("Nameless","Nameless","Nefirian","Lyric'Ai")>><<endif>>\n\n<<endif>>\n\n/% ========================================== %/\n/% Dark Zones %/\n\n<<if ($location is "Deep Woods") or ($location is "Deep Forest") or ($location is "Ash Cave") or ($location is "Obsidian Tunnel") or ($location is "Vents") or ($location is "Underground Spring") or ($location is "Brackish Depths") or ($location is "Crystal Caverns")>>\n<<set $darkArea = 1>><<endif>>\n\n/% Potential Dark Zones %/\n<<if ($location is "Sticks") or ($location is "Forest") or ($location is "Woods") or ($location is "Ocean") or ($location is "Reef") or ($location is "Mine")>>\n<<set $darkArea = either(0,1)>><<endif>>\n\n/% ========================================== %/\n/% Species Abilities %/\n\n<<if ($zoneType is "woodland") or ($zoneType is "faerie")>> \n<<set $wildrunning = 1>><<else>><<set $wildrunning = 0>><<endif>>\n\n/% ========================================== %/\n/% Output %/\n\n<<display ZoneBackgrounds>><<display AmbienceDatabase>>\n[[<<print $location>>|passage()]] ♦ [[<<print $adjacentBiome1>>|passage()][$location = $adjacentBiome1]] ♦ [[<<print $adjacentBiome2>>|passage()][$location = $adjacentBiome2]]\n\n

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

<<if $overrideExplore is 0>><<nobr>><<set $ffRound = 0; $pause = 0>>\n\n/% A few notes--\n\nThe "Inedible" flag is for creatures that cannot be conventionally fought, but instead trigger special creature events that redirect to their own passage. For now, they're "consensual", i.e. you walk up/let it approach you and see what happens.\n\nAll other creatures are attacked, and if the player's "fat score" (all girth stats combined) is higher than the average of the creature's fat and bloat stats, they "win" and are able to decide what to do with it (provided they don't have status effects that decide for them!). \n\nOtherwise, the creature flees. %/\n\n\n\n/% Huntable prey %/\n\n<<endnobr>><<if ($encounterSpecial neq "fleeing")>>\n<<if ($immobileMode is 0) and ($inedible is 0)>>''<<nobr>>\n\n/% Default intro %/\n<<if $creatureIntro is 0>>A <<print $encounter>> appears nearby<<endif>>\n\n<<endnobr>>''<<if $calories + $bonusEnergy lt 10>><<if $creatureStatus neq 0>>-- <<print $creatureStatus>>--<<endif>>, but ''you don't have the energy to go after it...''<<else>>/% %/! ''<<if $creatureStatus neq 0>><<print $creatureStatus>><<endif>>''\n[[Hunt it!|Hunting][$saveStateHunting = passage(); $exploring = 2; $resting = -1; $toggleDisplay = 1]]<<endif>><<endif>><<endif>>\s\n\s\n\s\n/% Special/Combat encounter %/\s\n\s\n\s\n<<if ($encounterSpecial neq "fleeing")>><<if ($immobileMode is 0) and ($inedible is 1)>>''<<nobr>>\n\n\n\n/% Default intro %/\n<<if $creatureIntro is 0>>A <<print $encounter>> appears nearby<<endif>>\n\n<<if $creatureIntro is "rare">>[img[icon_rarestar]]<brightalert>A <<print $encounter>></brightalert> appears nearby<<endif>>\n\n/% RanGen Leupai intro %/\n<<if $encounter is "predatory leupai">><<display RevecroixRandomizer>>\n<brightalert>A <<print $randomEggLeupai>></brightalert> appears nearby, eyeing you with interest<<if $leupaiBloated is 1>>... Its belly is swollen up into a tight globe<<elseif $leupaiBloated is 2>>... it's so bloated with eggs that it can barely walk<<endif>><<endif>>\n\n\n<<endnobr>>''<<if $CreatureEffects is 1>>/% %/! <<if $creatureStatus neq 0>><<print $creatureStatus>><<endif>> <<if $creatureInfo neq 0>><<print $creatureInfo>><<endif>>\n[[<<print $predDesc>>|CreatureEffects][$calories += $encFatten; $bellyBloat += $encBloat; $saveState = passage(); $exploring = 2; $pause = 0; $ffEncouraged = 0; $toggleDisplay = 1]]<<elseif $CreatureEffects neq 1>>/% %/''!<<if $creatureStatus neq 0>><<print $creatureStatus>><<endif>>''\n[[<<print $predDesc>>|passage()][$calories += $encFatten; $bellyBloat += $encBloat; $exploring = 2; $resting = 0]]</tinyframe><<endif>> ♦ [[Attack!!|passage()]]<<endif>><<endif>>\s\n\s\n\s\n/% Immobile mode %/\s\n\s\n\s\n<<if ($encounterSpecial neq "fleeing")>>\n<<if ($immobileMode is 1) and ($exploring is 2)>><<if $inedible is 0>><<nobr>>\n\n/% Default intro %/\n<<if $creatureIntro is 0>>A <<print $encounter>> appears nearby<<endif>>\n\n/% RanGen Leupai intro %/\n<<if $encounter is "predatory leupai">><<display RevecroixRandomizer>>\nA <<print $randomEggLeupai>> leupai appears, eyeing you with interest<<endif>>\n\n\n\n<<endnobr>>... ''but you're helpless to do anything but watch from a distance!''<<set $exploring = 3; $helpless = 0; $encounterKind = 0>>\s\n\s\n\s\n/% Immobile mode %/\s\n\s\n\s\n<<elseif $inedible is 1>>''<<nobr>>\n\n/% Default intro %/\n<<if $creatureIntro is 0>>A <<print $encounter>> approaches<<endif>>\n\n/% RanGen Leupai intro %/\n<<if $encounter is "predatory leupai">><<display RevecroixRandomizer>>\nA <<print $randomEggLeupai>> leupai appears nearby<<endif>>\n\n\n\n<<endnobr>>, attracted by your vulnerability!<<set $helpless = 1>> <<if $creatureStatus neq 0>><<print $creatureStatus>><<endif>>''\n[[Submit...|CreatureEffects][$calories += $encFatten; $bellyBloat += $encBloat; $saveState = passage(); $exploring = 3; $helpless = 0; $encounterKind = 0; $pause = 0; $ffEncouraged = 0; $toggleDisplay = 1]]<<if ($companion1 neq 0) or ($companion2 neq 0) or ($companion3 neq 0)>> ♦ [[Have your companions chase them away!|passage()][$exploring = 3; $helpless = 0; $encounterKind = 0; $pause = 0]]<<endif>><<endif>><<endif>><<endif>><<endif>>\s\n\s\n\s\n\s\n/% Special: the encounter flees! %/\s\n\s\n<<if $encounterSpecial is "fleeing">>\s\n\s\n/% Default intro %/\s\n<<if $creatureIntro is 0>>A <<print $encounter>> approaches<<endif>>... ''but it takes one look at you and flees!''<<set $exploring = 3; $helpless = 0; $encounterKind = 0>><<endif>>

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

<<if $species is 0>>\n<<elseif $subspec is "bovitype">>[img[player_bovitype]]\n<<elseif $species is "somnian">>[img[player_somnian]]\n<<elseif $species is "slime">>[img[player_slime]]\n<<elseif $species is "mythosi">>[img[player_mythosi]]\n<<elseif $species is "leupai">>[img[player_leupai]]\n<<elseif $species is "iicarn">>[img[player_iicarn]]\n<<elseif $species is "helene">>[img[player_helene]]\n<<elseif ($species is "fyynling") or ($species is "fyynling horror")>>[img[player_fyynling]]\n<<elseif $species is "daedlan">>[img[player_daedlan]]\n<<elseif $species is "blubberslime">>[img[player_blubberslime]]\n<<elseif $species is "arka">>[img[player_arka]]\n<<elseif $species is "adephagian">>[img[player_adephagian]]\n<<elseif $species is "aladeri">>[img[player_aladeri]]\n<<elseif $species is "post-human">>[img[player_post-human]]\n\n<<endif>>

/% ========================================================= %/\n/% Passive species traits %/\n\n<<set $powers = 0>>\n\n/% ====================== %/\n/% Post-Human %/\n\n\n<<if $species is "post-human">>\n\n/% Post-humans are domestic humanoids %/\n<<set $humanoidFlag = 1>>\n\n<<endif>>\n\n/% ====================== %/\n/% Aladeri %/\n\n\n<<if $species is "aladeri">>\n\n/% Aladeri unlock the aladeri skilltree. %/\n<<set $aladeriPowers = 1; $powers = 1>>\n\n/% Aladeri can 'warp' through wild areas to points of interest at will. (code in ExploreBiomes. %/\n\n<<endif>>\n\n\n/% ========================================================= %/\n\n/% Leupai (all) %/\n\n\n<<if ($species is "leupai") or ($species is "erinyi") or ($species is "somnian") or ($species is "helene")>>\n\n/% Leupai family flag %/\n\n<<set $leupaiFlag = 1>>\n\n/% Leupai are greedy! %/\n<<if $esurience lt 32>><<set $esurience = 32>><<endif>>\n\n/% Leupai spontaneously gain weight when exposed to cold weather. %/\n<<if $coldWeather is 1>><<set $calories += $metaGain>><<display Metabolism>><<endif>>\n\n/% Leupai spontaneously bloat when exposed to high heat. %/\n\n<<if $hotWeather is 1>><<set $bellyBloat += ($belly / 4); $breastBloat += ($breast / 4)>><<endif>>\n\n/% Leupai do not metabolize toxins (code in Overdoses passage) %/\n/% Vitae is lethal to Leupai! (code in Toxins passage) %/\n\n/% Leupai are resistant to blunt trauma. %/\n<<if $bluntTraumaAfflicted gt 0>><<set $pain -= ($bluntTraumaAfflicted/2); $bluntTraumaAfflicted = 0>><<endif>>\n\n/% Leupai are bolstered by mirajin (save for immense quantities) %/\n<<if ($mirajinRads gt 0) and ($mirajinRads lt 700)>><<set $pain -= random(2,5); $bonusEnergy += random(2,5)>><<endif>>\n\n/% Leupai are resistant to mirajin %/\n<<if $mirajinRads gt 0>><<set $mirajinRads -= random(2,5)>><<endif>>\n\n<<endif>>\n\n\n/% ====================== %/\n/% Leupai (specific) %/\n\n\n<<if $species is "leupai">>\n\n/% Leupai unlock the leupai skilltree. %/\n<<set $leupaiPowers = 1; $powers = 1>>\n\n/% Leupai are ENORMOUSLY elastic. %/\n\n<<if $stretchMod lt 100>><<set $stretchMod += (100 - $stretchMod)>><<endif>>\n\n/% Leupai metabolism keeps you from burning too many calories. %/\n<<if $metaBurn gte 40>><<set $metaBurn = 30>><<endif>>\n\n/% Leupai metabolism processes as many calories into fat as possible. %/\n<<if $metaGain lte 40>><<set $metaGain = 50>><<endif>>\n\n/% Once leupai grow fat enough, they begin to transform into Queens. %/\n<<if ($gain75 gte 1) and ($leupaiBroodMode is 0)>><<set $leupaiBroodMode = 1>><<endif>>\n\n\n/% Brood mode. Constant belly & breast weight gain & egg production %/\n<<if $leupaiBroodMode is 2>>\n\n<<set $belly += either(0,0,0,0,0,0,0,0,0,10,10,20)>>\n\n<<set $breast += either(0,0,0,0,0,0,10,10)>>\n\n<<if $lactation is 0>><<set $lactation = either(0,0,0,0,0,0,0,1)>><<endif>>\n\n<<set $leupaiEggParasite = 1; $leupaiEggLoad += either(0,0,0,0,0,0,0,0,0,1,1,2)>>\n\t\t<<if $leupaiEggTimer is 0>><<set $leupaiEggTimer = random(30,60); $eggTimer = 1>><<endif>>\n\t\t\t<<if $quaggyGirth is 0>><<set $quaggyGirth = either(10,20,30,40,50)>><<endif>>\n\t<<endif>>\n\n<<endif>>\n\n\n/% ====================== %/\n/% Somnian %/\n\n\n/% Somnian metabolism keeps you from burning too many calories. %/\n\n<<if $species is "somnian">>\n\n<<if $metaBurn gte 60>><<set $metaBurn = 50>><<endif>>\n\n<<endif>>\n\n/% ====================== %/\n/% Helene %/\n\n\n/% Helene metabolism keeps you from burning too many calories. %/\n\n<<if $species is "helene">>\n\n<<if $metaBurn gte 60>><<set $metaBurn = 50>><<endif>>\n\n/% Helenes constantly produce milk which is extremely fattening and causes addiction (WIP) %/\n<<if $lactation is 1>><<set $lactation = 1>><<endif>>\n<<if $milkFat lte 20>><<set $milkFat = 30>><<endif>>\n<<if $storedMilk lt $breast>><<set $storedMilk = $breast>><<endif>>\n<<if $milkRate lt 30>><<set $milkRate = 30>><<endif>>\n\n<<endif>>\n\n\n/% ====================== %/\n/% Fyynlings, Blubberslimes, & Fat Elementals %/\n\n\n<<if ($species is "fyynling") or ($species is "fyynling horror") or ($substatus is "fyynmorphic") or ($substatus is "adiposa") or ($species is "blubberslime")>>\n\n/% Slime family flag %/\n\n<<set $slimeFlag = 1>>\n\n/% Leupai family flag %/\n\n<<set $leupaiFlag = 1>>\n\n\n/% Fyynlings unlock the slime skilltree. %/\n<<set $slimePowers = 1; $powers = 1>>\n\n\n/% Fyynlings merge on exposure, growing fatter. %/\n\n<<if $fyynlingMorph gte $metaGain>>\n<<set $calories += $fyynlingMorph; $fyynlingMorph -= $metaGain>><<endif>>\n\n/% Fyynlings constantly grow fatter regardless of caloric intake. \n\n<<set $calories += either(0,0,0,10)>>\n<<if $metaGain lt 30>><<set $metaGain = 30>><<endif>>\n<<if $metaBurn gt 20>><<set $metaBurn = 20>><<endif>>%/\n\n/% Fyynlings never suffer bloat and cannot burst. %/\n\n<<set $maxBelly += $bellyBloat; $maxBreast += $breastBloat>>\n\n/% Fyynlings cannot become immobile. %/\n\n<<set $immobilityDisabled = 1; $immobileMode = 0; $immobile = 0>>\n\n/% Fyynlings are resistant to blunt trauma. %/\n<<if $bluntTraumaAfflicted gt 0>><<set $pain -= ($bluntTraumaAfflicted/2); $bluntTraumaAfflicted = 0>><<endif>>\n\n/% Fyynlings are greedy! %/\n<<if $esurience lt 32>><<set $esurience = 32>><<endif>>\n\n<<endif>>\n\n/% ====================== %/\n/% Adephagian %/\n\n\n<<if $species is "adephagian">>\n\n/% Adephagians are domestic humanoids %/\n<<set $humanoidFlag = 1>>\n\n/% Adephagian metabolism keeps you from burning too many calories. %/\n<<if $metaBurn gte 60>><<set $metaBurn = 50>><<endif>>\n\n/% Adephagians are flabby and frail. %/\n<<if $strength gte 26>><<set $strength = 25>><<endif>>\n<<if $thighFirmness gt 1000>><<set $thighFirmness = 800>><<endif>>\n\n/% Adephagians are greedy! %/\n<<if $esurience lt 32>><<set $esurience = 32>><<endif>>\n\n<<endif>>\n\n\t/% ====================== %/\n\t/% Bovitype %/\n\n\n\t/% Bovitypes constantly produce fattening milk. %/\n\n\t<<if $subspecies is "bovitype">>\n\n\t<<if $lactation is 0>><<set $lactation = 1>><<endif>>\n\t<<if $milkFat lte 40>><<set $milkFat = 50>><<endif>>\n\t<<if $storedMilk lt $breast>><<set $storedMilk = $breast>><<endif>>\n\t<<if $milkRate lt 30>><<set $milkRate = 30>><<endif>>\n\n\t<<endif>>\n\n/% ====================== %/\n/% Mythosi %/\n\n\n<<if $species is "mythosi">>\n\n/% Dragon family flag %/\n\n<<set $dragonFlag = 1>>\n\n/% Mythosi unlock the dragon skilltree. %/\n<<set $dragonPowers = 1; $powers = 1>>\n\n/% Mythosi can fly to points of interest, if their wings can lift them. %/\n\n<<if $gain50 is 0>><<set $dragonflight = 1>><<elseif $gain50 is 1>><<set $dragonflight = 0>><<endif>>\n\n/% Mythosi have bestial strength. %/\n<<if $strength lte 24>><<set $strength = 25>><<endif>>\n\n/% Mythosi have tough bodies. %/\n<<if $dragonSkin is 0>><<set $painBuffer += 20; $dragonSkin = 1>><<endif>>\n\n\n\n<<endif>>\n\n/% ====================== %/\n/% Slime %/\n\n\n<<if ($species is "slime") or ($substatus is "slime")>>\n\n/% Slime family flag %/\n\n<<set $slimeFlag = 1>>\n\n/% Slimes unlock the slime skilltree. %/\n<<set $slimePowers = 1; $powers = 1>>\n\n/% Slimes never suffer bloat and cannot burst. %/\n\n<<set $maxBelly += $bellyBloat; $maxBreast += $breastBloat>>\n\n/% Slimes cannot become immobile. %/\n\n<<set $immobilityDisabled = 1; $immobileMode = 0; $immobile = 0>>\n\n<<endif>>\n\n<<if $species is "slime">>\n\n/% Slimes absorb all liquids as body "fat". %/\n\n<<if $bellyLiquid gte 10>><<set $calories += 10; $bellyBloat -= 10; $bellyLiquid -= 10>><<endif>>\n<<if $storedMilk gte 10>><<set $breast += 10; $storedMilk -= 10>><<endif>>\n\n/% Parasitic slime is immediately absorbed as girth %/\n\n<<if $slimeBellyParaLoad gte 10>><<set $belly += $slimeBellyParaLoad; $bellyBloat += $slimeBellyParaLoad; $slimeBellyParaLoad = 0; $slimeBellyParasite = 0>><<endif>>\n<<if $slimeBreastParaLoad gte 10>><<set $breast += $slimeBreastParaLoad; $breastBloat += $slimeBreastParaLoad; $slimeBreastParaLoad = 0; $slimeBreastParasite = 0>><<endif>>\n\n/% Slimes are hard to hurt. %/\n<<if $slimeBlubber is 0>><<set $painBuffer += 10; $slimeBlubber = 1>><<endif>>\n\n/% Slimes are resistant to blunt trauma. %/\n<<if $bluntTraumaAfflicted gt 0>><<set $pain -= ($bluntTraumaAfflicted/2); $bluntTraumaAfflicted = 0>><<endif>>\n\n<<endif>>\n\n\n/% =============================================== %/\n/% Strip invalid species bonuses %/\n\n\n<<if ($dragonFlag is 0) and ($dragonSkin is 1)>><<set $painBuffer -= 20; $dragonSkin = 0>><<endif>>\n<<if ($dragonFlag is 0) and ($dragonFlight is 1)>><<set $dragonFlight = 0>><<endif>>\n<<if ($slimeFlag is 0) and ($slimeBlubber is 1)>><<set $painBuffer -= 10; $slimeBlubber = 0>><<endif>>\n<<if ($slimeFlag is 0) and ($immobilityDisabled is 1)>><<set $immobilityDisabled = 0>><<endif>>\n<<if ($aladeriPowers is 1) and ($species neq "aladeri")>><<set $wildrunning = 0; $aladeriPowers = 0>><<endif>>\n<<if ($wildrunning is 1) and ($species neq "aladeri")>><<set $wildrunning = 0; $aladeriPowers = 0>><<endif>>

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

<<if $overrideExplore is 0>><<nobr>>\n\n<<display ZoneBackgrounds>>\n\n<<set $ateIt = 0>>\n\n<<if $itemType is "food">><<if $itemLiquid is 0>><<set $useDesc = "Eat it!"; $consumeVerb = "eat"; $gluttonyVerb = "devouring">><<elseif $itemLiquid is 1>><<set $useDesc = "Drink it!"; $consumeVerb = "drink"; $gluttonyVerb = "gulping it down">><<endif>><<endif>>\n<<if $itemGrammar is 0>><<set $itemGrammar = "a">><<endif>>\n\n<<endnobr>>\n''You <<print either("spot","see","notice")>> <<print $itemGrammar>> <<print $itemEncounter>> nearby!''<<if $itemSpecialDesc neq 0>> <<print $itemSpecialDesc>><<endif>><<nobr>>\n\n/% Food %/\n<<endnobr>><<if ($itemType is "food")>>\s\n<<if $autoEat is 1>>\n''You can't resist <<print $gluttonyVerb>> it on the spot!''<<set $ateIt = 1>>\s\n\s\n<<elseif ($autoEat is 0) and ($bellyStatus neq "bursting")>> [[<<print $useDesc>>|passage()][$calories += $foodFat; $bellyBloat += $foodBloat; $bellyLiquid += $foodLiquid; $bonusEnergy += $energy; $caffeineToxicity += $caffeineContent; $lethalKO = 1; $deathCause = "burst belly"]]<<endif>><<endif>>\s\n\s\n<<if ($itemType is "statfood") or ($itemType is "drinkable")>>\s\n<<if $autoEat is 1>>\n''You can't resist <<print $gluttonyVerb>> it on the spot!''<<set $ateIt = 1>>\n\n<<display ItemEffects>>\s\n\s\n<<elseif ($autoEat is 0) and ($bellyStatus neq "bursting")>> [[<<print $useDesc>>|useItem][$saveStateItem = passage()]]<<endif>><<endif>><<nobr>>\n\n/% Wearable %/\n<<if $itemType is "wearable">> [[<<print $useDesc>>|useItem][$saveStateItem = passage(); $toggleDisplay = 1]]<<endif>>\n\n/% Consumables %/\n<<if ($itemType is "medicine") or ($itemType is "tranq") or ($itemType is "misc")>> [[<<print $useDesc>>|useItem][$saveStateItem = passage(); $toggleDisplay = 1]]<<endif>>\n\n/% Static %/\n<<if ($itemType is "pool") or ($itemType is "static")>> [[<<print $useDesc>>|useItem][$saveStateItem = passage(); $toggleDisplay = 1]]<<endif>>\n\n/% Everything that isn't nailed down (or eaten) %/\n<<if ($itemType neq "pool") and ($itemType neq "static") and ($ateIt is 0)>> ♦ [[Take it.|passage()][$storing = 1]]<<elseif ($collectiblePool is 1) and ($special_jar gt 0)>> [[Collect.|passage()][$storing = 1]]<<endif>>\n\n<<endnobr>><<endif>>

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

/% Pre-setup; clear any residual status flags. %/\n/% ========================================== %/\n/% Physworld Ambience %/\n\n<<set $creatureStatus = 0>>\n\n<<if ($zoneType is "woodland") or ($zoneType is "agriculture")>> \n/% Weather; cool breezes & gentle rain. %/\n<<if $weatherTimer gt 0>><<set $weatherTimer -= 1>><<endif>>\n<<if $weatherTimer is 0>><<set $randomizer = either(1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,3,3,3,4,4,5); $weatherTimer = random(3,36)>>\n\t<<if $randomizer is 1>><<set $locStatus = "The air is still.">><<endif>>\n\t<<if $randomizer is 2>><<set $locStatus = "A gentle breeze soothes your skin.">><<endif>>\n\t<<if $randomizer is 3>><rain><<set $locStatus = "A light rain sets the leaves to dancing!"; $wetWeather = 1>></rain><<endif>>\n\t<<if $randomizer is 4>><<set $locStatus = "A gale wind sets the leaves to dancing!">><<endif>>\n\t<<if $randomizer is 5>><rain><<set $locStatus = "A thunderstorm sweeps over the area, the skies bellowing low."; $wetWeather = 1>></rain>\n\t\t\t\t\t\t\t<<set $randomizer = random(1,3)>>\n\t\t\t\t\t\t\t\t<<if $randomizer is 1>>\n\t\t\t\t\t\t\t\t<<if $slimeBellyParasite is 1>><<set $slimeBellyParaLoad += 10>><<endif>>\n\t\t\t\t\t\t\t\t<<if $slimeBreastParasite is 1>><<set $slimeBreastParaLoad += 10>><<endif>>\n\t\t\t\t\t\t\t\t<<if ($species is "slime") or ($substatus is "slime")>><<set $calories += either(10,10,20)>><<endif>><<endif>><<endif>><<endif>>\n\n<<elseif $zoneType is "freshwater">> \n/% Weather; cool breezes & gentle rain. Humidity bolsters parasitic slimes, fattens slime players %/\n<<if $weatherTimer gt 0>><<set $weatherTimer -= 1>><<endif>>\n<<if $weatherTimer is 0>><<set $randomizer = either(1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,3,3,3,4,4,5); $weatherTimer = random(3,36)>>\n\t<<if $randomizer is 1>><<set $locStatus = "The air is humid.">><<endif>>\n\t<<if $randomizer is 2>><<set $locStatus = "A gentle breeze soothes your skin.">><<endif>>\n\t<<if $randomizer is 3>><rain><<set $locStatus = "A light rain sets the leaves to dancing!"; $wetWeather = 1>></rain><<endif>>\n\t<<if $randomizer is 4>><<set $locStatus = "A gale wind sets the leaves to dancing!">><<endif>>\n\t<<if $randomizer is 5>><rain><<set $locStatus = "A thunderstorm sweeps over the area, the skies bellowing low."; $wetWeather = 1>></rain><<endif>><<endif>>\n\t<<set $randomizer = random(1,3)>>\n\t\t<<if $randomizer is 1>>\n\t\t<<if $slimeBellyParasite is 1>><<set $slimeBellyParaLoad += 10>><<endif>>\n\t\t<<if $slimeBreastParasite is 1>><<set $slimeBreastParaLoad += 10>><<endif>>\n\t\t<<if ($species is "slime") or ($substatus is "slime")>><<set $calories += either(10,10,20)>><<endif>><<endif>>\n\n\n<<elseif $zoneType is "earth">> \n/% Drains breast milk & belly liquid, kills off parasitic slimes, drains fat from slime players %/\n\t<<set $locStatus = "This area is rather dry...">><<set $randomizer = random(1,5)>>\n\t<<if $randomizer is 1>><<set $storedMilk -= 10; $bellyLiquid -= 10>>\n\t<<if $slimeBellyParasite is 1>><<set $slimeBellyParaLoad -= 10>><<endif>>\n\t<<if $slimeBreastParasite is 1>><<set $slimeBreastParaLoad -= 10>><<endif>>\n\t<<if ($species is "slime") or ($substatus is "slime")>><<set $girth -= either(0,10,10,20); $belly -= either(0,0,10,20); $breast -= either(0,0,10)>><<endif>><<endif>>\n\n<<elseif $zoneType is "fire">> \n/% Chance of metabolism increase %/\n\t<<set $locStatus = "The heat seems to quicken your pulse!">>\n\t<<set $randomizer = random(1,12)>><<if $randomizer is 1>><<set $metaBurn += 10>><<elseif $randomizer is 2>><<set $metaGain -= 10>><<endif>>\n\n<<elseif $zoneType is "ice">> \n/% Chance of metabolism decrease %/\n\t<<set $locStatus = "The cold is making you sluggish...">><<set $randomizer = random(1,12)>>\n\t<<if $randomizer is 1>><<set $metaGain += 10>><<elseif $randomizer is 2>><<set $metaBurn -= 10>><<endif>>\n\n<<elseif $zoneType is "dark">> \n/% ??? %/\n\t<<set $locStatus = "It's quite dark and hard to see...">>\n\n<<elseif $zoneType is "poison">> \n/% Chance of wasting sickness %/\n\t<<set $locStatus = "Just being in this place makes you feel a bit ill...">><<set $randomizer = random(1,8)>>\n\t<<if $randomizer is 1>><<set $consecutiveDrain += 10>><<endif>>\n\n/% elseif $zoneType is "eldritch"\n chance of miasma %/\n\n<<elseif $zoneType is "faerie">> \n/% Energy boost %/\n\t<<set $locStatus = "You feel giggly and energetic!"; $bonusEnergy += either(0,0,10)>>\n\n\n<<else>><<set $locStatus = 0>><<endif>>\n\n/% ========================================== %/\n/% Dungeon Ambience %/\n\n\n<<if $zoneType is "science">> \n\t<<set $locStatus = "This place smells like formaldehyde... and blood.">><<endif>>\n\n<<if $zoneType is "revstorage">> \n\t<<set $locStatus = "Dust motes dance through the dim and flickering light...">><<endif>>\n\n<<if $zoneType is "testzone">> \n\t<<set $locStatus = "The squeaks of bats echo through the darkness.">><<endif>>\n\n/% ========================================== %/\n\n<<if $locStatus is 0>><<set $locStatus = "The air is still.">><<endif>>

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

<center>[img[plate]]\n''__Alchemy__''</center>''<<if $leupaiStock gte 5>>[[Leupai Oil|passage()][$stretchMod += 5; $leupaiStock -= 5; $cooked = 1; $cookMessage = "You use the Leupai Oil! Your belly feels a little bit more elastic!"]]<<else>>//Leupai Oil//<<endif>>'' ♦ <<print $leupaiStock>>/5 ''Leupai Flesh''\n<<nobr>>\n<<endnobr>>''<<if ($leupaiStock gte 2) and ($miraStock gte 3) and ($waterStock gte 2)>>[[Calorie Booster|passage()][$calories += 200; $bonusEnergy += 150; $leupaiStock -= 2; $miraStock -= 3; $waterStock -= 2; $cooked = 1; $cookMessage = "You inject the Calorie Booster! Your stomach gurgles..."]]<<else>>//Calorie Booster//<<endif>>'' ♦ <<print $leupaiStock>>/2 ''Leupai Flesh'' ♦ <<print $miraStock>>/3 ''Miracrystal Dust'' ♦ <<print $waterStock>>/2 ''Water''\n<<nobr>>\n<<endnobr>>''<<if ($fatteniumStock gte 150) and ($waterStock gte 5)>>[[Fattenium Shot|useItem][$itemEncounter = "fattenium shot"; $saveStateItem = passage(); $fatteniumStock -= 150; $waterStock -= 5; $cooked = 1; $cookMessage = "Your body jiggles as the last of the fattenium is absorbed into your system..."]]<<else>>//Pure Fattenium Shot//<<endif>>'' ♦ <<print $fatteniumStock>>/150 ''Fattenium Powder'' ♦ <<print $waterStock>>/5 ''Water''

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<<set $globalTime += 1; $minutes += 1>>\n\n/% Make readout time look nice. %/\n<<if $days is 0>><<set $days += 1>><<endif>>\n<<if $weeks is 0>><<set $weeks += 1>><<endif>>\n<<if $months is 0>><<set $months += 1>><<endif>>\n\n/% Sequential clock %/\n<<if $minutes gte 10>><<set $hours += 1; $minutes = 0>><<endif>>\n<<if $hours gte 8>><<set $days += 1; $hours = 0>><<endif>>\n<<if $days gte 5>><<set $weeks += 1; $days = 0>><<endif>>\n<<if $weeks gte 3>><<set $months += 1; $weeks = 0>><<endif>>\n<<if $months gte 6>><<set $years += 1; $months = 0>><<endif>>\n\n/% Daylight %/\n\n<<if $subterranean is 0>>\n<<if ($hours is 1) and ($hours is 2)>><<set $darkArea = 0; $daytime = 1>>\n<<elseif ($hours is 3) and ($hours is 4)>><<set $darkArea = 1; $daytime = 0>><<endif>><<endif>>\n\n/% Seasonal? Just for fun now, might get used later for stuff like weather & rare spawns. %/\n\n<<if ($months is 1) or ($months is 2)>><<set $season = "spring">><<endif>>\n<<if ($months is 3) or ($months is 4)>><<set $season = "summer">><<endif>>\n<<if ($months is 5) or ($months is 6)>><<set $season = "autumn">><<endif>>\n<<if ($months is 7) or ($months is 0)>><<set $season = "winter">><<endif>>\n\n/% Use with the justLeft variables to track how far away the player has wandered from their last dungeon, building, or town. %/\n<<if $stepcounter is 1>><<set $stepsCounted += 1>><<endif>>\n\n/% How "far" away the player can travel before fast travel to the last area visited is disabled. %/\n<<if ($stepcounter is 1) and ($stepsCounted gte 30)>><<set $stepsCounted = 0; $stepcounter = 0>><<endif>>\n\n/% Egg timer. %/\n<<if ($eggTimer is 1) and ($leupaiEggTimer gt 0)>><<set $leupaiEggTimer -= 1>><<endif>>\n\n/% Companion timers. %/\n\n<<if ($companion1 neq 0) and ($companion1Aging is 1)>>\n\n<<set $companion1Mins += 1>>\n<<if $companion1Mins gte 10>><<set $companion1Hrs += 1; $companion1Mins = 0>><<endif>>\n<<if $companion1Hrs gte 8>><<set $companion1Days += 1; $companion1Hrs = 0>><<endif>>\n<<if $companion1Days gte 5>><<set $companion1Wks += 1; $companion1Days = 0>><<endif>>\n<<if $companion1Wks gte 3>><<set $companion1Mths += 1; $companion1Wks = 0>><<endif>>\n<<if $companion1Mths gte 6>><<set $companion1Yrs += 1; $companion1Mths = 0>><<endif>>\n\n<<if ($companion1Mins gte 1) and ($companion1Hrs is 0)>><<set $companion1Age = $companion1Mins; $companion1Timeframe = "minutes">><<endif>>\n<<if ($companion1Hrs gte 1) and ($companion1Days is 0)>><<set $companion1Age = $companion1Hrs; $companion1Timeframe = "hours">><<endif>>\n<<if ($companion1Days gte 1) and ($companion1Wks is 0)>><<set $companion1Age = $companion1Days; $companion1Timeframe = "days">><<endif>>\n<<if ($companion1Wks gte 1) and ($companion1Mths is 0)>><<set $companion1Age = $companion1Wks; $companion1Timeframe = "weeks">><<endif>>\n<<if ($companion1Mths gte 1) and ($companion1Yrs is 0)>><<set $companion1Age = $companion1Mths; $companion1Timeframe = "months">><<endif>>\n<<if $companion1Yrs gte 1>><<set $companion1Age = $companion1Yrs; $companion1Timeframe = "years">><<endif>>\n\n<<display CompanionLifeCycles>>\n\n<<elseif ($companion2 neq 0) and ($companion2Aging is 1)>>\n\n<<set $companion2Mins += 1>>\n<<if $companion2Mins gte 10>><<set $companion2Hrs += 1; $companion2Mins = 0>><<endif>>\n<<if $companion2Hrs gte 8>><<set $companion2Days += 1; $companion2Hrs = 0>><<endif>>\n<<if $companion2Days gte 5>><<set $companion2Wks += 1; $companion2Days = 0>><<endif>>\n<<if $companion2Wks gte 3>><<set $companion2Mths += 1; $companion2Wks = 0>><<endif>>\n<<if $companion2Mths gte 6>><<set $companion2Yrs += 1; $companion2Mths = 0>><<endif>>\n\n<<if ($companion2Mins gte 1) and ($companion2Hrs is 0)>><<set $companion2Age = $companion2Mins; $companion2Timeframe = "minutes">><<endif>>\n<<if ($companion2Hrs gte 1) and ($companion2Days is 0)>><<set $companion2Age = $companion2Hrs; $companion2Timeframe = "hours">><<endif>>\n<<if ($companion2Days gte 1) and ($companion2Wks is 0)>><<set $companion2Age = $companion2Days; $companion2Timeframe = "days">><<endif>>\n<<if ($companion2Wks gte 1) and ($companion2Mths is 0)>><<set $companion2Age = $companion2Wks; $companion2Timeframe = "weeks">><<endif>>\n<<if ($companion2Mths gte 1) and ($companion2Yrs is 0)>><<set $companion2Age = $companion2Mths; $companion2Timeframe = "months">><<endif>>\n<<if $companion2Yrs gte 1>><<set $companion2Age = $companion2Yrs; $companion2Timeframe = "years">><<endif>>\n\n<<display CompanionLifeCycles>>\n\n\n<<elseif ($companion3 neq 0) and ($companion3Aging is 1)>>\n\n<<set $companion3Mins += 1>>\n<<if $companion3Mins gte 10>><<set $companion3Hrs += 1; $companion3Mins = 0>><<endif>>\n<<if $companion3Hrs gte 8>><<set $companion3Days += 1; $companion3Hrs = 0>><<endif>>\n<<if $companion3Days gte 5>><<set $companion3Wks += 1; $companion3Days = 0>><<endif>>\n<<if $companion3Wks gte 3>><<set $companion3Mths += 1; $companion3Wks = 0>><<endif>>\n<<if $companion3Mths gte 6>><<set $companion3Yrs += 1; $companion3Mths = 0>><<endif>>\n\n<<if ($companion3Mins gte 1) and ($companion3Hrs is 0)>><<set $companion3Age = $companion3Mins; $companion3Timeframe = "minutes">><<endif>>\n<<if ($companion3Hrs gte 1) and ($companion3Days is 0)>><<set $companion3Age = $companion3Hrs; $companion3Timeframe = "hours">><<endif>>\n<<if ($companion3Days gte 1) and ($companion3Wks is 0)>><<set $companion3Age = $companion3Days; $companion3Timeframe = "days">><<endif>>\n<<if ($companion3Wks gte 1) and ($companion3Mths is 0)>><<set $companion3Age = $companion3Wks; $companion3Timeframe = "weeks">><<endif>>\n<<if ($companion3Mths gte 1) and ($companion3Yrs is 0)>><<set $companion3Age = $companion3Mths; $companion3Timeframe = "months">><<endif>>\n<<if $companion3Yrs gte 1>><<set $companion3Age = $companion3Yrs; $companion3Timeframe = "years">><<endif>>\n\n<<display CompanionLifeCycles>>\n\n<<endif>>\n\n/% Companion energy regen. %/\n\n<<if ($companion1 neq 0) and ($companion1Energy lt $companion1MaxEnergy)>>\n<<set $companion1Energy += either(0,1,1,2)>>\n<<endif>>\n\n<<if ($companion2 neq 0) and ($companion2Energy lt $companion2MaxEnergy)>>\n<<set $companion2Energy += either(0,1,1,2)>>\n<<endif>>\n\n<<if ($companion3 neq 0) and ($companion3Energy lt $companion3MaxEnergy)>>\n<<set $companion3Energy += either(0,1,1,2)>>\n<<endif>>\n\n/% Companion pain relief. %/\n\n<<if ($companion1 neq 0) and ($companion1Pain gt 0)>>\n<<set $companion1Pain -= either(0,1,2,3)>>\n<<endif>>\n\n<<if ($companion2 neq 0) and ($companion2Pain gt 0)>>\n<<set $companion2Pain -= either(0,1,2,3)>>\n<<endif>>\n\n<<if ($companion3 neq 0) and ($companion3Pain gt 0)>>\n<<set $companion3Pain -= either(0,1,2,3)>>\n<<endif>>\n\n\n/% Companion task timers. If companion#task is not 0, the corresponding timer counts down, then calls the companion back with the results of its task once it hits 0 again.\n\ncompanion#TaskComplete flags a link on the companion's page where you can talk to it to see the results of its task, and collect any relevant items; clicking the link unflags TaskComplete as well. %/\n\n<<if ($companion1Task neq 0) and ($companion1TaskTimer gt 0)>><<set $companion1TaskTimer -= 1>><<endif>>\n<<if ($companion1Task neq 0) and ($companion1TaskTimer is 0)>><<set $companion1Away = 0; $companion1TaskComplete = 1>><<endif>>

<<if $companion1Species is "leupai">>\n/% ========================================================== %/\n/% Stage 1 - Quaggy %/\n\n<<if ($companion1Wks eq 1) and ($companion1Growth is 0)>>\n\t<<set $companion1Growth = 1; $companion1GrowthAlert = 1>>\n\n/% Standard leupai %/\n<<if ($companion1Subspecies neq "devinn") and ($companion1Subspecies neq "celesse") and ($companion1Subspecies neq "erinyi") and ($companion1Subspecies neq "intere") and ($companion1Subspecies neq "laworn") and ($companion1Subspecies neq "kaelani") and ($companion1Subspecies neq "kitsch") and ($companion1Subspecies neq "rexaur") and ($companion1Subspecies neq "astar") and ($companion1Subspecies neq "fragmentari")>>\n<<set $companion1Strength += either(1,1,2); $companion1Finesse += random(0,2); $companion1MaxEnergy += 2>><<endif>>\n\n/% Speed leupai %/\n<<if ($companion1Subspecies is "erinyi") or ($companion1Subspecies is "intere") or ($companion1Subspecies is "celesse") or ($companion1Subspecies is "kitsch")>>\n<<set $companion1Strength += random(0,1); $companion1Finesse += random(2,3); $companion1MaxEnergy += 3>><<endif>>\n\n/% Power leupai %/\n<<if ($companion1Subspecies is "devinn") or ($companion1Subspecies is "laworn") or ($companion1Subspecies is "kaelani")>>\n<<set $companion1Strength += random(1,3); $companion1Finesse += random(1,2); $companion1MaxEnergy += 2>><<endif>>\n\n/% Power+ leupai %/\n<<if ($companion1Subspecies is "rexaur") or ($companion1Subspecies is "astar") or ($companion1Subspecies is "fragmentari")>>\n<<set $companion1Strength += random(2,3); $companion1Finesse += random(2,3); $companion1MaxEnergy += 5>><<endif>>\n\n/% Base gain (no breast this round) %/\n\n<<if $companion1Sickly neq 1>><<set $companion1Girth += either(20,30,40,50,60)>><<endif>>\n<<if $companion1Sickly is 1>><<set $companion1Girth += either(10,10,20,30,40)>><<endif>>\n<<if $companion1Superfat is 1>><<set $companion1Girth += either(10,20,20,30,40,50)>><<endif>>\n\n\n<<if ($companion1Bodytype is "belly") or ($companion1Bodytype is "round") or ($companion1Bodytype is "pear") or ($companion1Bodytype is "bulging") or ($companion1Bodytype is "guguetelle")>>\n<<set $companion1Belly += either(10,20,30,40,50)>><<endif>>\n\n<<if ($companion1Bodytype is "thigh") or ($companion1Bodytype is "hourglass") or ($companion1Bodytype is "pear") or ($companion1Bodytype is "cubus") or ($companion1Bodytype is "bulging") or ($companion1Bodytype is "bloatpear") or ($companion1Bodytype is "blimpthigh") or ($companion1Bodytype is "busty") or ($companion1Bodytype is "boviete")>>\n<<set $companion1Thigh += either(10,10,20)>><<endif>>\n\n<<if ($companion1Bodytype is "busty") or ($companion1Bodytype is "boviete") or ($companion1Bodytype is "hourglass") or ($companion1Bodytype is "cubus")>>\n<<set $companion1Belly += 10>><<endif>>\n\n/% Genetic Bonus (weak this round) %/\n\n/% Body Bonus %/\n\n<<if $companion1Miriete is 1>><<set $companion1Belly += either(10,20,30)>><<endif>>\n<<if $companion1Superthigh is 1>><<set $companion1Thigh += either(10,20,30)>><<endif>>\n\n/% Fragile build (--armor +energy) %/\n<<if ($companion1Skin is "snowglobe") or ($companion1Skin is "lacework") or ($companion1Skin is "plush") or ($companion1Skin is "porcelain") or ($companion1Skin is "glass") or ($companion1Skin is "snowy")>>\n<<set $companion1Armor -= random(1,2); $companion1MaxEnergy += 2>><<endif>>\n\n/% Chubber build (+girth -finesse +armor) %/\n<<if ($companion1Skin is "blubbery") or ($companion1Skin is "fleshy")>>\n<<set $companion1Girth += either(20,30); $companion1Belly += either(10,20,20); $companion1Thigh += either(10,10,20); $companion1Finesse -= random(0,2); $companion1Armor += random(1,2)>><<endif>>\n\n/% Slick build (+finesse) %/\n<<if ($companion1Skin is "damp") or ($companion1Skin is "clammy") or ($companion1Skin is "fish-scaled") or ($companion1Skin is "jelly") or ($companion1Skin is "dripping") or ($companion1Skin is "weeping")>>\n<<set $companion1Finesse += random(0,2)>><<endif>>\n\n/% Shining build (++finesse +energy) %/\n<<if ($companion1Skin is "wispy") or ($companion1Skin is "holographic") or ($companion1Skin is "laser-light") or ($companion1Skin is "crystalline") or ($companion1Skin is "faceted") or ($companion1Skin is "glittering") or ($companion1Skin is "icy") or ($companion1Skin is "frozen")>>\n<<set $companion1Finesse += random(1,3); $companion1MaxEnergy += 2>><<endif>>\n\n/% Blazing build (++energy) %/\n<<if ($companion1Skin is "ashen") or ($companion1Skin is "molten") or ($companion1Skin is "burning") or ($companion1Skin is "fiery") or ($companion1Skin is "melting") or ($companion1Skin is "wired")>>\n<<set $companion1MaxEnergy += random(2,3)>><<endif>>\n\n/% Shell build (-finesse ++armor) %/\n<<if ($companion1Skin is "robotic") or ($companion1Skin is "steel") or ($companion1Skin is "carapaced") or ($companion1Skin is "clockwork") or ($companion1Skin is "boulder") or ($companion1Skin is "cracked") or ($companion1Skin is "plastic") or ($companion1Skin is "armored") or ($companion1Skin is "studded")>>\n<<set $companion1Finesse -= random(0,2); $companion1Armor += random(2,3)>><<endif>>\n\n/% (No Leg & Tail Bonus gain this round) %/\n\n/% (No Aspecte Bonus gain this round) %/\n\n/% (No Occupational Bonus gain this round) %/\n\n/% Patron-Favored Bonus %/\n\n/% Nefirian - fat finesse %/\n<<if $companion1Patron is "Nefirian">>\n<<if ($companion1Pers is "expansionist") or ($companion1Subspecies is "belmere") or ($companion1Subspecies is "celesse") or ($companion1Subspecies is "isri") or ($companion1Subspecies is "rosso")>>\n<<set $companion1Girth += 10; $companion1Belly += 10; $companion1Finesse += 1>><<endif>><<endif>>\n\n/% Nameless - skittish %/\n<<if $companion1Patron is "Nameless">>\n<<if ($companion1Pers is "brooding") or ($companion1Subspecies is "devinn") or ($companion1Subspecies is "intere")>>\n<<set $companion1Finesse += 1; $companion1MaxEnergy += 1>><<endif>><<endif>>\n\n/% Phoenix - reckless %/\n<<if $companion1Patron is "Phoenix">>\n<<if ($companion1Pers is "anarchist") or ($companion1Subspecies is "erinyi") or ($companion1Subspecies is "moreaui")>>\n<<set $companion1Strength += 1; $companion1Armor -= 1; $companion1MaxEnergy += 1>><<endif>><<endif>>\n\n/% Kaolan - wildfire %/\n<<if $companion1Patron is "Kaolan">>\n<<if ($companion1Pers is "wildling") or ($companion1Subspecies is "kaelani")>>\n<<set $companion1Strength += 1; $companion1Finesse += 1; $companion1Armor -= 1>><<endif>><<endif>>\n\n/% Giovan - dazzler %/\n<<if $companion1Patron is "Giovan">>\n<<if ($companion1Pers is "cool") or ($companion1Subspecies is "null")>>\n<<set $companion1Finesse += 1; $companion1MaxEnergy += 1>><<endif>><<endif>>\n\n<<endif>>\n/% ========================================================== %/\n/% Stage 2 - Gecko %/\n\n<<if ($companion1Mths eq 3) and ($companion1Growth is 1)>>\n\t<<set $companion1Growth = 2; $companion1GrowthAlert = 1>>\n\n/% Standard leupai %/\n<<if ($companion1Subspecies neq "devinn") and ($companion1Subspecies neq "celesse") and ($companion1Subspecies neq "erinyi") and ($companion1Subspecies neq "intere") and ($companion1Subspecies neq "laworn") and ($companion1Subspecies neq "kaelani") and ($companion1Subspecies neq "kitsch") and ($companion1Subspecies neq "rexaur") and ($companion1Subspecies neq "astar") and ($companion1Subspecies neq "fragmentari")>>\n<<set $companion1Strength += either(2,2,3); $companion1Finesse += random(1,3); $companion1MaxEnergy += 3>><<endif>>\n\n/% Speed leupai %/\n<<if ($companion1Subspecies is "erinyi") or ($companion1Subspecies is "intere") or ($companion1Subspecies is "celesse") or ($companion1Subspecies is "kitsch")>>\n<<set $companion1Strength += random(1,2); $companion1Finesse += random(3,5); $companion1MaxEnergy += 5>><<endif>>\n\n/% Power leupai %/\n<<if ($companion1Subspecies is "devinn") or ($companion1Subspecies is "laworn") or ($companion1Subspecies is "kaelani")>>\n<<set $companion1Strength += random(3,5); $companion1Finesse += random(0,2); $companion1MaxEnergy += 3>><<endif>>\n\n/% Power+ leupai %/\n<<if ($companion1Subspecies is "rexaur") or ($companion1Subspecies is "astar") or ($companion1Subspecies is "fragmentari")>>\n<<set $companion1Strength += random(4,7); $companion1Finesse += random(1,2); $companion1Armor += random(1,3); $companion1MaxEnergy += 5>><<endif>>\n\n/% Base gain %/\n\n<<if $companion1Sickly neq 1>><<set $companion1Girth += either(30,40,50,60,70)>><<endif>>\n<<if $companion1Sickly is 1>><<set $companion1Girth += either(20,30,40,50)>><<endif>>\n<<if $companion1Superfat is 1>><<set $companion1Girth += either(20,30,40,50,60,70,80)>><<endif>>\n\n\n<<if ($companion1Bodytype is "belly") or ($companion1Bodytype is "round") or ($companion1Bodytype is "pear") or ($companion1Bodytype is "bulging") or ($companion1Bodytype is "guguetelle")>>\n<<set $companion1Belly += either(30,40,50)>><<endif>>\n\n<<if ($companion1Bodytype is "thigh") or ($companion1Bodytype is "hourglass") or ($companion1Bodytype is "pear") or ($companion1Bodytype is "cubus") or ($companion1Bodytype is "bulging") or ($companion1Bodytype is "bloatpear") or ($companion1Bodytype is "blimpthigh") or ($companion1Bodytype is "busty") or ($companion1Bodytype is "boviete")>>\n<<set $companion1Thigh += either(20,30,40); $companion1Belly += either(10,20,30)>><<endif>>\n\n<<if ($companion1Bodytype is "busty") or ($companion1Bodytype is "boviete") or ($companion1Bodytype is "hourglass") or ($companion1Bodytype is "cubus")>>\n<<set $companion1Breast += either(10,20)>><<endif>>\n\n/% Genetic Bonus %/\n\n/% Body Bonus %/\n\n<<if $companion1Boviete is 1>><<set $companion1Breast += either(10,10,20)>><<endif>>\n<<if $companion1Miriete is 1>><<set $companion1Belly += either(20,30,40)>><<endif>>\n<<if $companion1Superthigh is 1>><<set $companion1Thigh += either(20,30,40)>><<endif>>\n\n/% Fragile build (--armor +energy) %/\n<<if ($companion1Skin is "snowglobe") or ($companion1Skin is "lacework") or ($companion1Skin is "plush") or ($companion1Skin is "porcelain") or ($companion1Skin is "glass") or ($companion1Skin is "snowy")>>\n<<set $companion1Armor -= 1; $companion1MaxEnergy += random(2,4)>><<endif>>\n\n/% Chubber build (+girth -finesse +armor) %/\n<<if ($companion1Skin is "blubbery") or ($companion1Skin is "fleshy")>>\n<<set $companion1Girth += either(30,40,50); $companion1Belly += either(20,30,40); $companion1Thigh += either(20,30,40); $companion1Breast += either(10,20); $companion1Finesse -= random(1,3); $companion1Armor += random(1,2)>><<endif>>\n\n/% Slick build (+finesse) %/\n<<if ($companion1Skin is "damp") or ($companion1Skin is "clammy") or ($companion1Skin is "fish-scaled") or ($companion1Skin is "jelly") or ($companion1Skin is "dripping") or ($companion1Skin is "weeping")>>\n<<set $companion1Finesse += random(1,3)>><<endif>>\n\n/% Shining build (++finesse +energy) %/\n<<if ($companion1Skin is "wispy") or ($companion1Skin is "holographic") or ($companion1Skin is "laser-light") or ($companion1Skin is "crystalline") or ($companion1Skin is "faceted") or ($companion1Skin is "glittering") or ($companion1Skin is "icy") or ($companion1Skin is "frozen")>>\n<<set $companion1Finesse += random(2,5); $companion1MaxEnergy += 2>><<endif>>\n\n/% Blazing build (++energy) %/\n<<if ($companion1Skin is "ashen") or ($companion1Skin is "molten") or ($companion1Skin is "burning") or ($companion1Skin is "fiery") or ($companion1Skin is "melting") or ($companion1Skin is "wired")>>\n<<set $companion1MaxEnergy += random(3,5)>><<endif>>\n\n/% Shell build (-finesse ++armor) %/\n<<if ($companion1Skin is "robotic") or ($companion1Skin is "steel") or ($companion1Skin is "carapaced") or ($companion1Skin is "clockwork") or ($companion1Skin is "boulder") or ($companion1Skin is "cracked") or ($companion1Skin is "plastic") or ($companion1Skin is "armored") or ($companion1Skin is "studded")>>\n<<set $companion1Finesse -= 1; $companion1Armor += random(1,5)>><<endif>>\n\n<<if $companion1Back is "wings">>\n<<set $companion1Girth -= 10; $companion1Finesse += 1>><<endif>>\n\n/% Leg & Tail Bonus %/\n\n<<if $companion1Legs is "no">>\n<<set $companion1Finesse -= 1>><<endif>>\n\n<<if $companion1Legs is "four">>\n<<set $companion1Finesse += 1>><<endif>>\n\n<<if ($companion1Legs is "six") or ($companion1Body is "weasel") or ($companion1Body is "raptor")>>\n<<set $companion1Finesse += 2>><<endif>>\n\n<<if ($companion1Legs is "eight") or ($companion1Legs is "tentacle")>>\n<<set $companion1Finesse += 3>><<endif>>\n\n<<if ($companion1Tail is "serpentine") or ($companion1Tail is "sauropod")>>\n<<set $companion1Finesse += 1>><<endif>>\n\n/% Aspecte Bonus %/\n\n<<if $companion1Asp is "belepresse">><<set $companion1Girth += either(30,40,50); $companion1Belly += either(10,20,30); $companion1Thigh += either(10,20,30); $companion1Breast += either(10,20)>><<endif>>\n<<if $companion1Asp is "beletoire">><<set $companion1Belly += either(30,40,50); $companion1Breast += either(10,10,20)>><<endif>>\n<<if ($companion1Asp is "belsusset") or ($companion1Asp is "predatrix")>><<set $companion1Girth += either(80,90,100); $companion1Belly += either(30,40,50); $companion1Thigh += either(20,30,40,50); $companion1Breast += either(10,20,30)>><<endif>>\n<<if $companion1Asp is "guguetele">><<set $companion1Belly += either(30,40,50)>><<endif>>\n<<if ($companion1Asp is "revetoire") or ($companion1Asp is "vitossi")>><<set $companion1Girth += either(20,30,40,50); $companion1Belly += either(10,20,30,40,50); $companion1Thigh += either(10,20,30,40,50); $companion1Breast += either(10,20,30)>><<endif>>\n<<if ($companion1Asp is "susseroit") or ($companion1Asp is "vouere")>><<set $companion1Girth += either(0,10,20,30,40,50); $companion1Belly += either(0,10,20,30); $companion1Thigh += either(0,10,20,30); $companion1Breast += either(0,10,20,30)>><<endif>>\n\n/% (No Occupational Bonus this round) %/\n\n\n<<endif>>\n/% ========================================================== %/\n/% Stage 3 - Adult %/\n\n<<if ($companion1Yrs eq 1) and ($companion1Growth is 2)>>\n\t<<set $companion1Growth = 3; $companion1GrowthAlert = 1>>\n\n/% Standard leupai %/\n<<if ($companion1Subspecies neq "devinn") and ($companion1Subspecies neq "celesse") and ($companion1Subspecies neq "erinyi") and ($companion1Subspecies neq "intere") and ($companion1Subspecies neq "laworn") and ($companion1Subspecies neq "kaelani") and ($companion1Subspecies neq "kitsch") and ($companion1Subspecies neq "rexaur") and ($companion1Subspecies neq "astar") and ($companion1Subspecies neq "fragmentari")>>\n<<set $companion1Strength += random(2,8); $companion1Finesse += random(1,5); $companion1MaxEnergy += 10>><<endif>>\n\n/% Speed leupai %/\n<<if ($companion1Subspecies is "erinyi") or ($companion1Subspecies is "intere") or ($companion1Subspecies is "celesse") or ($companion1Subspecies is "kitsch")>>\n<<set $companion1Strength += random(0,3); $companion1Finesse += random(5,12); $companion1MaxEnergy += 12>><<endif>>\n\n/% Power leupai %/\n<<if ($companion1Subspecies is "devinn") or ($companion1Subspecies is "laworn") or ($companion1Subspecies is "kaelani")>>\n<<set $companion1Strength += random(3,5); $companion1Finesse += random(0,2); $companion1MaxEnergy += 10>><<endif>>\n\n/% Power+ leupai %/\n<<if ($companion1Subspecies is "rexaur") or ($companion1Subspecies is "astar") or ($companion1Subspecies is "fragmentari")>>\n<<set $companion1Strength += random(3,12); $companion1Finesse += random(0,3); $companion1Armor += random(1,5); $companion1MaxEnergy += 15>><<endif>>\n\n/% Base gain %/\n\n<<if $companion1Sickly neq 1>><<set $companion1Girth += either(100,150,200,250)>><<endif>>\n<<if $companion1Sickly is 1>><<set $companion1Girth += either(50,80,100,110,120,150)>><<endif>>\n<<if $companion1Superfat is 1>><<set $companion1Girth += either(50,100,150,200,250)>><<endif>>\n\n\n<<if ($companion1Bodytype is "belly") or ($companion1Bodytype is "round") or ($companion1Bodytype is "pear") or ($companion1Bodytype is "bulging") or ($companion1Bodytype is "guguetelle")>>\n<<set $companion1Belly += either(60,70,80,90,100,110,120,150)>><<endif>>\n\n<<if ($companion1Bodytype is "thigh") or ($companion1Bodytype is "hourglass") or ($companion1Bodytype is "pear") or ($companion1Bodytype is "cubus") or ($companion1Bodytype is "bulging") or ($companion1Bodytype is "bloatpear") or ($companion1Bodytype is "blimpthigh") or ($companion1Bodytype is "busty") or ($companion1Bodytype is "boviete")>>\n<<set $companion1Thigh += either(50,60,70,80,90,100); $companion1Belly += either(30,40,50)>><<endif>>\n\n<<if ($companion1Bodytype is "busty") or ($companion1Bodytype is "boviete") or ($companion1Bodytype is "hourglass") or ($companion1Bodytype is "cubus")>>\n<<set $companion1Breast += either(40,50,60,70,80,90)>><<endif>>\n\n<<if ($companion1Bodytype is "hourglass") or ($companion1Bodytype is "cubus")>>\n<<set $companion1Breast += either(20,30,40,50,60)>><<endif>>\n\n/% Genetic Bonus %/\n\n/% Body Bonus %/\n\n<<if $companion1Boviete is 1>><<set $companion1Breast += either(30,40,50,60)>><<endif>>\n<<if $companion1Miriete is 1>><<set $companion1Belly += either(30,40,50,60)>><<endif>>\n<<if $companion1Superthigh is 1>><<set $companion1Thigh += either(30,40,50,60)>><<endif>>\n<<if $companion1Milky is 1>><<set $companion1Breast += either(30,40,50,60)>><<endif>>\n\n/% Fragile build (--armor +energy) %/\n<<if ($companion1Skin is "snowglobe") or ($companion1Skin is "lacework") or ($companion1Skin is "plush") or ($companion1Skin is "porcelain") or ($companion1Skin is "glass") or ($companion1Skin is "snowy")>>\n<<set $companion1MaxEnergy += random(4,12)>><<endif>>\n\n/% Chubber build (+girth -finesse +armor) %/\n<<if ($companion1Skin is "blubbery") or ($companion1Skin is "fleshy")>>\n<<set $companion1Girth += either(50,80,100,120,150,200); $companion1Belly += either(40,50,60,70,80,90,100); $companion1Thigh += either(40,50,60,70,80,90,100); $companion1Breast += either(40,50,60,70,80,90,100); $companion1Finesse -= random(2,3); $companion1Armor += random(5,12)>><<endif>>\n\n/% Slick build (+finesse) %/\n<<if ($companion1Skin is "damp") or ($companion1Skin is "clammy") or ($companion1Skin is "fish-scaled") or ($companion1Skin is "jelly") or ($companion1Skin is "dripping") or ($companion1Skin is "weeping")>>\n<<set $companion1Finesse += random(1,3)>><<endif>>\n\n/% Shining build (++finesse +energy) %/\n<<if ($companion1Skin is "wispy") or ($companion1Skin is "holographic") or ($companion1Skin is "laser-light") or ($companion1Skin is "crystalline") or ($companion1Skin is "faceted") or ($companion1Skin is "glittering") or ($companion1Skin is "icy") or ($companion1Skin is "frozen")>>\n<<set $companion1Finesse += random(2,5); $companion1MaxEnergy += 5>><<endif>>\n\n/% Blazing build (++energy) %/\n<<if ($companion1Skin is "ashen") or ($companion1Skin is "molten") or ($companion1Skin is "burning") or ($companion1Skin is "fiery") or ($companion1Skin is "melting") or ($companion1Skin is "wired")>>\n<<set $companion1MaxEnergy += random(5,12)>><<endif>>\n\n/% Shell build (-finesse ++armor) %/\n<<if ($companion1Skin is "robotic") or ($companion1Skin is "steel") or ($companion1Skin is "carapaced") or ($companion1Skin is "clockwork") or ($companion1Skin is "boulder") or ($companion1Skin is "cracked") or ($companion1Skin is "plastic") or ($companion1Skin is "armored") or ($companion1Skin is "studded")>>\n<<set $companion1Finesse -= 1; $companion1Armor += random(5,12)>><<endif>>\n\n<<if $companion1Back is "wings">>\n<<set $companion1Girth -= 20; $companion1Finesse += 5>><<endif>>\n\n/% Leg & Tail Bonus %/\n\n<<if ($companion1Legs is "six") or ($companion1Body is "weasel") or ($companion1Body is "raptor")or ($companion1Legs is "eight") or ($companion1Legs is "tentacle")>>\n<<set $companion1Finesse += random(1,3)>><<endif>>\n\n/% Aspecte Bonus %/\n\n<<if $companion1Asp is "belepresse">><<set $companion1Girth += either(50,100,150); $companion1Belly += either(70,80,90,100); $companion1Thigh += either(50,60,70,80,90,100); $companion1Breast += either(40,50,60)>><<endif>>\n<<if $companion1Asp is "beletoire">><<set $companion1Belly += either(70,80,90,100); $companion1Breast += either(40,50,60)>><<endif>>\n<<if ($companion1Asp is "belsusset") or ($companion1Asp is "predatrix")>><<set $companion1Girth += either(50,100,150,200,250); $companion1Belly += either(60,70,80,90,100,110,120,150); $companion1Thigh += either(50,60,70,80,90,100); $companion1Breast += either(40,50,60,70,80,90)>><<endif>>\n<<if $companion1Asp is "guguetele">><<set $companion1Belly += either(70,80,90,100)>><<endif>>\n<<if ($companion1Asp is "revetoire") or ($companion1Asp is "vitossi")>><<set $companion1Girth += either(50,60,70,80,90,100,120); $companion1Belly += either(60,70,80,90,100,110); $companion1Thigh += either(40,50,60,70,80,90,100); $companion1Breast += either(30,40,50,60,70,80)>><<endif>>\n<<if ($companion1Asp is "susseroit") or ($companion1Asp is "vouere")>><<set $companion1Girth += either(0,10,20,30,40,50); $companion1Belly += either(0,10,20,30); $companion1Thigh += either(0,10,20,30); $companion1Breast += either(0,10,20,30)>><<endif>>\n\n/% Occupational Bonus %/\n\n/% Engorgesse Branch %/\n<<if ($companion1Occupation is "Donsair") or ($companion1Occupation is "Culinet")>>\n<<set $companion1Girth += either(50,100,150,200,250,300,400,500,600,800,1000); $companion1Belly += either(70,80,90,100,150,200,300,400,500); $companion1Thigh += either(70,80,90,100,150,200,300,400,500); $companion1Breast += either(70,80,90,100)>><<endif>>\n\n<<if ($companion1Occupation is "Fatiee") or ($companion1Occupation is "Succulee")>>\n<<set $companion1Girth += either(500,600,800,1000,1500,2000); $companion1Belly += either(500,600,700,800,900,1000,1100,1200); $companion1Thigh += either(500,600,700,800,900,1000,1100,1200); $companion1Breast += either(70,80,90,100,110,120,130,140,150,180,200)>><<endif>>\n\n<<if ($companion1Occupation is "Beltedier") or ($companion1Occupation is "Boviet")>>\n<<set $companion1Girth += either(300,400,500,600,800,1000); $companion1Belly += either(900,1000,1100,1200,1500,1800,2000); $companion1Thigh += either(500,600,700,800); $companion1Breast += either(500,600,700,800,900,1000,1100,1200,1300,1400,1500)>><<endif>>\n\n/% Military Branch %/\n<<if ($companion1Occupation is "Militiere") or ($companion1Occupation is "Smithier") or ($companion1Occupation is "Mercine") or ($companion1Occupation is "Wildere")>>\n<<set $companion1Strength += random(8,15)>><<endif>>\n\n/% Passive Branch %/\n<<if ($companion1Occupation is "Finier") or ($companion1Occupation is "Sculptor") or ($companion1Occupation is "Taxidere") or ($companion1Occupation is "Datiere") or ($companion1Occupation is "Astronomier") or ($companion1Occupation is "Scribier") or ($companion1Occupation is "Medique") or ($companion1Occupation is "Smithier") or ($companion1Occupation is "Culinet")>>\n<<set $companion1Finesse += random(8,15)>><<endif>>\n\n/% Active Branch %/\n<<if ($companion1Occupation is "Professor") or ($companion1Occupation is "Performier") or ($companion1Occupation is "Hypothesi") or ($companion1Occupation is "Jillaume") or ($companion1Occupation is "Jaque") or ($companion1Occupation is "Alchemiee") or ($companion1Occupation is "Subtlee") or ($companion1Occupation is "Caviere")>>\n<<set $companion1MaxEnergy += either(10,12,14,16,18,20)>><<endif>>\n\n/% Patron-Favored Bonus %/\n\n/% Nefirian - fat finesse %/\n<<if $companion1Patron is "Nefirian">>\n<<if ($companion1Pers is "expansionist") or ($companion1Subspecies is "belmere") or ($companion1Subspecies is "celesse") or ($companion1Subspecies is "isri") or ($companion1Subspecies is "rosso")>>\n<<set $companion1Girth += either(80,100,120,150,180,200); $companion1Belly += either(40,50,60,80,100,120); $companion1Finesse += random(3,5)>><<endif>><<endif>>\n\n/% Nameless - skittish %/\n<<if $companion1Patron is "Nameless">>\n<<if ($companion1Pers is "brooding") or ($companion1Subspecies is "devinn") or ($companion1Subspecies is "intere")>>\n<<set $companion1Finesse += random(3,5); $companion1MaxEnergy += random(2,4)>><<endif>><<endif>>\n\n/% Phoenix - reckless %/\n<<if $companion1Patron is "Phoenix">>\n<<if ($companion1Pers is "anarchist") or ($companion1Subspecies is "erinyi") or ($companion1Subspecies is "moreaui")>>\n<<set $companion1Strength += random(3,5); $companion1Armor -= 2; $companion1MaxEnergy += random(2,4)>><<endif>><<endif>>\n\n/% Kaolan - wildfire %/\n<<if $companion1Patron is "Kaolan">>\n<<if ($companion1Pers is "wildling") or ($companion1Subspecies is "kaelani")>>\n<<set $companion1Strength += random(3,5); $companion1Finesse += random(3,5); $companion1Armor -= 2>><<endif>><<endif>>\n\n/% Giovan - dazzler %/\n<<if $companion1Patron is "Giovan">>\n<<if ($companion1Pers is "cool") or ($companion1Subspecies is "null")>>\n<<set $companion1Finesse += random(3,5); $companion1MaxEnergy += random(4,8)>><<endif>><<endif>>\n\n<<endif>>\n\n/% Repeat code for companions 2 and 3 %/\n\n<<endif>>

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/% Pre-setup; clear any residual item flags. %/\n\n<<set $encImg = 0; $useDesc = 0; $itemType = 0; $itemID = 0; $itemGrammar = 0; $itemQuantity = 0; $foodFat = 0; $foodBloat = 0; $foodLiquid = 0; $energy = 0; $itemEncounter = 0; $caffeineContent = 0; $currencyAmount = 0>>\n\n/% ======================================================================== %/\n/% Treasure Chest Pools %/\n\n/% ==================================== %/\n/% Level 1 Chest %/\n\n<<if $itemPool is "treasureLv1">>\n\n<<set $randomizer = either(1,1,1,1,1,1,1,2,2,2,2,2,2,3)>>\n\n<<if $randomizer is 1>><<set $treasureType = "currency">><<endif>>\n<<if $randomizer is 2>><<set $treasureType = "item">><<endif>>\n<<if $randomizer is 3>><<set $treasureType = "creature">><<endif>>\n\n<<if $treasureType is "currency">><<set $currencyAmount = random(30,200) + either(0,0,0,0,0,0,0,0,0,0,0,900)>><<endif>>\n\n<<if $treasureType is "item">><<set $itemEncounter = either("fattenium donut","fattenium donuts","fattenium shot","pure fattenium shot","enormous cake","battery crystal","miradetoxin shot")>> <<display ItemDatabase>> <<endif>>\n\n<<if $treasureType is "creature">><<set $encounter = "small slime">> <<display CreatureDatabase>><<endif>>\n<<endif>>\n\n/% ======================================================================== %/\n/% Treasure Room Pools %/\n\n/% Treasure rooms can contain a stash of a single item, or (more rarely) a complete set of clothing (top, belt, pants). %/\n\n\n/% ==================================== %/\n/% Level 1 Closet %/\n\n<<if $itemPool is "closetLv1">>\n\n<<set $randomizer = either(1,1,1,1,1,2,2,2,3,4)>>\n\n<<if ($randomizer is 1) and ($dipLock is 0)>><<set $itemEncounter = either("fattenium donut","fattenium donuts","enormous cake","extra strength calorie powder","bust billower shot","thigh plumper shot","belly booster","egg accelerator injection","battery crystal"); $roomStyle = "multiples"; $itemQuantity = random(2,4); $treasureVerb = "find"; $treasureGrammar = "them">> <<display ItemDatabase>><<endif>>\n\n<<if ($randomizer is 2) or ($dipLock is 1)>><<set $roomStyle = "luckydip"; $itemQuantity = 1; $dipType = "item"; $treasureGrammar = "it">>\n\n<<if $dipLock is 0>><<set $dipLock = 1; $dipsLeft = random(3,5)>><<endif>>\n\n<<if $dipType is "item">><<set $itemEncounter = either("fattenium donut","enormous cake","extra strength calorie powder","bust billower shot","thigh plumper shot","belly booster","egg accelerator injection","battery crystal","miradetoxin shot")>> <<display ItemDatabase>><<endif>><<endif>>\n\n<<if ($randomizer is 3) and ($dipLock is 0)>><<set $roomStyle = "fullset"; $setPrizeName = "a complete set of HYPOTHESIS Mega Armor"; $treasureVerb = "find">><<set $set_hypo_top += 1; $set_hypo_belt += 1; $randomizer = either(1,2); $treasureGrammar = "them">>\n\n<<if $randomizer is 1>><<set $set_hypo_pants += 1>><<elseif $randomizer is 2>><<set $set_hypo_skirt += 1>><<endif>><<endif>>\n\n<<endif>>\n\n<<if ($randomizer is 4) and ($dipLock is 0)>><<set $roomStyle = "fullset"; $setPrizeName = "a box full of booster meds!"; $treasureVerb = "find">><<set $shot_bustbillow += random(3,5); $shot_thighplump += random(3,5); $pill_bellyboost += random(3,5); $treasureGrammar = "them">><<endif>>\n\n\n/% ==================================== %/\n/% Level 1 Orchard %/\n\n<<if $itemPool is "orchardLv1">> /% Always a lucky dip %/\n\n<<set $roomStyle = "luckydip"; $itemQuantity = random(3,6); $dipType = either("item","resource")>>\n\n<<if $dipLock is 0>><<set $dipLock = 1; $dipsLeft = random(2,4)>><<endif>>\n\n<<if $dipType is "item">><<set $itemEncounter = "miraberries">> <<display ItemDatabase>>\n\n<<elseif $dipType is "resource">><<set $resourceEncounter = either("berry bunch","fruit tree")>> <<display ResourceDatabase>><<endif>>\n\n<<set $treasureGrammar = "them">>\n\n<<endif>>\n\n/% ==================================== %/\n/% Level 1 Crystal Cavern %/\n\n<<if $itemPool is "crystalsLv1">> /% Always a lucky dip %/\n\n<<set $roomStyle = "luckydip"; $itemQuantity = random(3,6); $dipType = either("item","resource")>>\n\n<<if $dipLock is 0>><<set $dipLock = 1; $dipsLeft = random(2,4)>><<endif>>\n\n<<if $dipType is "item">><<set $itemEncounter = either("battery crystal","live miracrystal chunk","dreamshard"); $itemQuantity = 1>> <<display ItemDatabase>>\n\n<<elseif $dipType is "resource">><<set $resourceEncounter = either("fattenium ore","miracrystal")>> <<display ResourceDatabase>><<endif>>\n\n<<set $treasureGrammar = "them">>\n\n<<endif>>

/% Notes: slimes can create new slimes to 'drop' excess girth from a body part of their choosing (fixed gi quantity, only for parts that have that much + a buffer to give). %/

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

<<display ZoneBackgrounds>><<set $seenIt_OilTub = 1>>\nIt's an enormous tub-- a bit worse for wear, but filled with a generous amount of oil.<<if $tubGirth lt $fatScore>>\nIncredibly, it's ''too small to fit your impressive girth''<<if ($bellyStatus neq "bursting")>>, but perhaps it's not completely useless..<<endif>>.<<endif>><<if $inUse is 1>>\n\nYou sink into the tub, closing your eyes and submerging everything but your face.\n''You feel your <<if $liquidType is 1>>skin slowly tightening as the oil soaks in, rubberizing it gradually.<<set $stretchMod += random(1,3); $leupoilToxicity += random(3,6); $maxBelly += either(0,0,0,0,0,0,0,10); $maxBreast += either(0,0,0,0,0,10)>><<elseif $liquidType is 2>>body beginning to swell fatter as the oil soaks in, your weight climbing!<<display Fattenium>><<set $fatteniumPoisoning += either(0,10,10,20,30); $bellyBloat += 20; $breastBloat += 20; $lethalKO = 1; $deathCause = either("explosion","fat suffocation")>><<endif>>''\n<<elseif $inUse is 2>>\n\nYou cup your hands and dip them into the tub, gulping down a generous mouthful of the stuff.\n''<<if $liquidType is 1>>Your belly feels a little bit more elastic!<<set $stretchMod += 10; $leupoilToxicity += random(3,12)>><<elseif $liquidType is 2>>You tremble, quake, and groan as your body suddenly swells and puffs outwards in a cascade of new, rippling fat!<<display Fattenium>><<display Fattenium>><<set $fatteniumPoisoning += either(0,10,10,20,30); $bellyBloat += 30; $breastBloat += 50; $lethalKO = 1; $deathCause = either("explosion","fat suffocation")>><<endif>>''\n<<endif>><<display Metabolism>><<display Effects>><center><framed><<nobr>>\n\n<<if $tubGirth gte $fatScore>>[[Soak.|passage()][$inUse = 1]]<<endif>>\n\n<<if ($bellyStatus neq "bursting")>> ♦ [[Drink.|passage()][$inUse = 2]]<<endif>>\n\n<<endnobr>></framed>\n[[Back.|$saveStateSpecial][$inUse = 0]]</center>

/% Pre-setup; clear any residual item flags. %/\n\n<<set $encImg = 0; $useDesc = 0; $itemType = 0; $itemID = 0; $itemGrammar = 0; $itemQuantity = 0; $foodFat = 0; $foodBloat = 0; $foodLiquid = 0; $energy = 0; $itemEncounter = 0; $caffeineContent = 0>>\n\n/% ======================================================================== %/\n<<if ($zoneType is "woodland") or ($zoneType is "agriculture")>> \n \n/% Default grassy natural shit %/\n\n<<set $randomizer = either(1,1,1,1,2,2,2,3,3,4)>>\n\n/% Wild plants. The most common wild item. Maybe see if you can vary this by biome and leave the rest intact. %/\n<<if $randomizer is 1>><<set $itemEncounter = either("miraberries","strange mushroom")>>\n\n/% Clothing - a little rarer in this pool, as they'd only be found as a result of someone dropping them in the wild, or getting killed and leaving them behind. %/\n<<elseif $randomizer is 2>><<set $itemEncounter = either("HYPOTHESIS kite","HYPOTHESIS cesile","HYPOTHESIS coroles","HYPOTHESIS kilt")>>\n\n/% Meds - rarer in this pool, as they'd only be found as a result of someone dropping them in the wild. \n\n %/\n<<elseif $randomizer is 3>><<set $itemEncounter = either("bellybomb","leupai oil","leupai oil","deflator injection","calorie powder","gainer pills","belly booster","bust billower shot","thigh plumper shot","energy bomb")>>\n\n/% Interactive static objects. Rare, but not TOO rare. Vary this by biome/element and leave the rest intact. %/\n<<elseif $randomizer is 4>><<set $itemEncounter = either("hollow tree","tainted pool")>><<endif>>\n\n/% ======================================================================== %/\n\n<<elseif ($subterranean is 1) and ($indoorZone is 0)>>\n \n/% Default Caverns %/\n\n<<set $randomizer = either(1,1,1,1,2,2,2,3,3,4)>>\n\n/% Wild plants. The most common wild item. Maybe see if you can vary this by biome and leave the rest intact. %/\n<<if $randomizer is 1>><<set $itemEncounter = either("miraberries","strange mushroom")>>\n\n/% Clothing - a little rarer in this pool, as they'd only be found as a result of someone dropping them in the wild, or getting killed and leaving them behind. %/\n<<elseif $randomizer is 2>><<set $itemEncounter = either("HYPOTHESIS kite","HYPOTHESIS cesile","HYPOTHESIS coroles","HYPOTHESIS kilt")>>\n\n/% Meds - rarer in this pool, as they'd only be found as a result of someone dropping them in the wild. \n\n %/\n<<elseif $randomizer is 3>><<set $itemEncounter = either("bellybomb","leupai oil","leupai oil","deflator injection","calorie powder","gainer pills","belly booster","bust billower shot","thigh plumper shot","energy bomb")>>\n\n/% Interactive static objects. Rare, but not TOO rare. Vary this by biome/element and leave the rest intact. %/\n<<elseif $randomizer is 4>><<set $itemEncounter = "tainted pool">><<endif>>\n\n\n/% ===================================================================== %/\n/% industrial-strength revecroit medicines, experimental drugs, undiluted chems, etc %/\n\n<<elseif $zoneType is "science">>\n\n<<set $randomizer = either(1,1,1,1,1,2,2,2,2,3,3,3,4,4,4,5,5,5,6,6,7)>>\n\n/% Common %/\n\n\t/% Food + Gubs %/\n<<if $randomizer is 1>><<set $itemEncounter = either("plump suai belsuite","overstuffed suai belsuite","croissant","fragrant","buttercake","indulgence biscuits","fruit candies","milky candies","bubble candies","adephagian milk","espresso","black coffee","milky coffee")>><<endif>>\n\n\t/% Consumables + Specials %/\n<<if $randomizer is 2>><<set $itemEncounter = either("bellybomb","mega bellybomb","leupai oil","leupai oil","deflator injection","egg accelerator injection","calorie powder","gainer pills","belly booster","bust billower shot","thigh plumper shot","energy bomb","soothers","soothers")>><<endif>>\n\n/% Uncommon %/\n\n\t/% Food + Gubs %/\n<<if $randomizer is 3>><<set $itemEncounter = either("experimental buttercake","science soda")>><<endif>>\n\n\t/% Clothing %/\n<<if $randomizer is 4>><<set $itemEncounter = either("HYPOTHESIS kite","HYPOTHESIS cesile","HYPOTHESIS coroles","HYPOTHESIS kilt")>><<endif>>\n\n\t/% Consumables + Specials %/\n<<if $randomizer is 5>><<set $itemEncounter = either("extra strength calorie powder","unmarked injection","M. belesse injection","M. miriete injection","M. belebaret injection","M. belite injection","M. moreauii injection","M. heleni injection","L. virii injection","slime injection","dire worm injection","miratoxin shot","battery crystal")>><<endif>>\n\n/% Rare %/\n<<if $randomizer is 6>><<set $itemEncounter = either("maximum strength calorie powder","experimental calorie powder","tainted pool","enormous cake","miradetoxin shot","glass jar")>><<endif>>\n\n/% Very Rare (no Pure shots, leave those for chest encounters only) %/\n\n<<if $randomizer is 7>><<set $itemEncounter = "fattenium shot">><<endif>>\n\n\n\n/% ======================================================================== %/\n/% common-use revecroit medicines, maybe clothing later. For civilian-lived areas. %/\n\n<<elseif $zoneType is "revstorage">>\n\n<<set $randomizer = either(1,1,1,1,1,2,2,2,2,3,3,3,4,4,4,5,5,6)>>\n\n/% Common %/\n\n\t/% Food + Gubs %/\n<<if $randomizer is 1>><<set $itemEncounter = either("plump suai belsuite","croissant","fragrant","buttercake","indulgence biscuits","fruit candies","milky candies","bubble candies")>><<endif>>\n\n\t/% Consumables + Specials %/\n<<if $randomizer is 2>><<set $itemEncounter = either("leupai oil","leupai oil","egg accelerator injection","bellybomb","mega bellybomb","deflator injection","calorie powder","energy bomb","soothers","soothers")>><<endif>>\n\n/% Uncommon %/\n\n\t/% Food + Gubs %/\n<<if $randomizer is 3>><<set $itemEncounter = either("overstuffed suai belsuite")>><<endif>>\n\n\t/% Clothing %/\n<<if $randomizer is 4>><<set $itemEncounter = either("HYPOTHESIS kite","HYPOTHESIS cesile","HYPOTHESIS coroles","HYPOTHESIS kilt")>><<endif>>\n\n\t/% Consumables + Specials %/\n<<if $randomizer is 5>><<set $itemEncounter = either("extra strength calorie powder","gainer pills","belly booster","bust billower shot","thigh plumper shot","battery crystal","glass jar")>><<endif>>\n\n/% Rare %/\n<<if $randomizer is 6>><<set $itemEncounter = "enormous cake">><<endif>>\n\n\n/% ======================================================================== %/\n/% This is a test. To be balanced and turned into a real dungeon later %/\n\n<<elseif $zoneType is "testzone">>\n\n<<set $randomizer = either(1,1,1,2,2,3)>>\n\n\t/% Food + Gubs %/\n<<if $randomizer is 1>><<set $itemEncounter = either("plump suai belsuite","indulgence biscuits","egg accelerator injection","miratoxin shot","tainted pool","miradetoxin shot","miradetoxin shot","soothers","soothers","soothers","glass jar")>><<endif>>\n\n\t/% Consumables + Specials %/\n<<if $randomizer is 2>><<set $itemEncounter = either("calorie powder","extra strength calorie powder","egg accelerator injection","belly booster","bust billower shot","thigh plumper shot","enormous cake","strange milk","fattenium shot","maximum strength calorie powder","experimental calorie powder","M. belesse injection","M. miriete injection","M. belebaret injection")>><<endif>>\n\n/% Rare %/\n<<if $randomizer is 3>><<set $itemEncounter = either("enormous cake","strange milk","fattenium shot")>><<endif>>\n\n\n/% ======================================================================== %/\n<<else>> \n \n/% Undefined/Placeholder zones. %/\n\n<<set $randomizer = either(1,1,1,1,2,2,2,3,3,4)>>\n\n/% Wild plants. The most common wild item. Maybe see if you can vary this by biome and leave the rest intact. %/\n<<if $randomizer is 1>><<set $itemEncounter = either("miraberries","strange mushroom")>>\n\n/% Clothing - a little rarer in this pool, as they'd only be found as a result of someone dropping them in the wild, or getting killed and leaving them behind. %/\n<<elseif $randomizer is 2>><<set $itemEncounter = either("HYPOTHESIS kite","HYPOTHESIS cesile","HYPOTHESIS coroles","HYPOTHESIS kilt")>>\n\n/% Meds - rarer in this pool, as they'd only be found as a result of someone dropping them in the wild. \n\n %/\n<<elseif $randomizer is 3>><<set $itemEncounter = either("bellybomb","leupai oil","leupai oil","deflator injection","calorie powder","gainer pills","belly booster","bust billower shot","thigh plumper shot","energy bomb")>>\n\n/% Interactive static objects. Rare, but not TOO rare. Vary this by biome/element and leave the rest intact. %/\n<<elseif $randomizer is 4>><<set $itemEncounter = either("hollow tree","tainted pool")>><<endif>>\n\n\n<<endif>>\n\n/% ======================================================================== \n\n /% if $location is "Planet's Heart" %/\n \n/% Planetary Cores. %/\n\n/% set $randomizer = random(1,3)\n\n<<if $randomizer is 1>>\n<<if $planetCoreType is "liquid">><<set $itemEncounter = "tainted pool">>\n<<elseif $planetCoreType is "molten">><<set $itemEncounter = "molten pool">><<endif>><<endif>>\n\n<<endif>> %/\n\n/% ======================================================================== %/\n/% Pool test. DON'T FORGET TO DISABLE \nset $itemEncounter = "tainted pool" %/

<<display ZoneBackgrounds>><<set $seenIt_fatRay = 1>><<if $newMachine is 1>><<display MachineEfficiency>><<set $maintained = 3; $maintenanceCap = 0>><<endif>>\nIt's an odd piece of equipment that looks like a large, high-tech cannon with railings, handles, and wires along the sides and back, tipped with a chunk of miracrystal and bolted down to the floor.\n\n''A manual sticking from the back seems to imply it's a fat ray.''<<if $inUse is 1>>\s\nYou carefully set up the ray and turn it on, setting the timer before quickly positioning yourself and preparing for the blast.\n\nThe cannon begins to hum, the floor vibrating as it charges up and fires-- ''enveloping you in a strange, warm beam of light that makes your insides quiver.\n\nAfter a few moments, your body begins to swell with a new layer of soft fat!''<<set $girth += $machinePower; $belly += $machinePower; $breast += $machinePower; $calories += $machinePower; $milkFat += either(0,0,10); $thigh += $machinePower; $thighFirmness -= $machinePower; $inUse = 0; $randomizer = either(1,6)>><<if $randomizer is 1>>\n\nYou can virtually ''feel your metabolism slowing to a crawl...''<<set $metaGain += either(10,10,20); $metaBurn -= either(10,10,20)>><<endif>><<display ExpandBodytype>><<elseif $inUse is 2>>\nYou carefully set up the ray and turn it on, setting the timer before quickly positioning yourself and preparing for the blast, grinning as you squish the crystal-tipped barrel right against your belly.\n\nThe cannon begins to hum, the floor vibrating as it charges up before releasing its blast ''directly into your gut, which grows incredibly warm before suddenly swelling fatter, billowing outwards like dough!''\n\nYou groan and squirm, but struggle to stay still until it finishes-- it's //much// more potent this way, and your new, fatter belly feels ready to pop!<<set $belly += ($machinePower * 2); $calories += ($machinePower * 2); $bellyBloat = 90000; $inUse = 0; $randomizer = either(1,4); $pain += random(1,3)>><<if $randomizer is 1>>\n\nYou can virtually ''feel your metabolism slowing to a crawl...''<<set $metaGain += either(10,10,20); $metaBurn -= either(10,10,20)>><<endif>><<if $bodyType is 0>><<set $bodyType = either(0,0,"belly")>><<elseif $bodyType is "thigh">><<set $bodyType = "pear">><<elseif $bodyType is "belly">><<set $bodyType = "guguetelle">><<endif>><<endif>><<if $doMaintenance is 1>>\n\nYou sit, removing the back panel from the equipment and setting to work!<<set $doMaintenance = 0>><<if $successMaintenance is 1>>\nAfter a bit of careful evaluation and maintenance work, ''the machine is now in <<if $machineEfficiency is "poor">><<set $machineEfficiency = "fair">>fair condition!<<elseif $machineEfficiency is "fair">><<set $machineEfficiency = "good">>good condition!<<endif>><<display MachineEfficiency>><<set $maintenanceCap = 1>>''\n<<else>>You work and fiddle with the parts, circuits, and controls, ''but the thing is fighting you all the way..!''<<endif>><<endif>><<if $machinePower gt $machineBattery>>\n''It looks like it's run out of power.''<<if $special_battery gt 0>> [[Use a battery. (x<<print $special_battery>>)|passage()][$special_battery -= 1; $machineBattery += random(8,24); $inUse = 0]]<<endif>><<endif>>\n<<display Metabolism>><<display Effects>>\n<center><framed><<nobr>>\n\n<<if $machinePower lte $machineBattery>>[[Use it.|passage()][$machineBattery -= $machinePower; $inUse = 1]] ♦ \n\n[[...Press your belly against it.|passage()][$machineBattery -= $machinePower; $inUse = 2; $lethalKO = either(0,1); $deathCause = "burst belly"]]<<endif>>\n\n<<if ($activeOcc is "Smithier") or ($activeOcc is "Datiere")>><<if ($maintained gt 0) and ($machineEfficiency neq "good") and ($machineEfficiency neq "excellent") and ($machineEfficiency neq "flawless") and ($maintenanceCap neq 1) and ($pain lt 60)>> ♦ [[Attempt Maintenance. (<<print $maintained>> attempts remaining)|passage()][$inUse = 0; $maintained -= 1; $doMaintenance = 1; $successMaintenance = either(0,1)]]<<endif>><<endif>>\n\n<<endnobr>></framed>\n[[Back.|$saveStateSpecial][$inUse = 0]]</center>

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S/pBXIjPCKxQzfvVhghxkv8h4zAM8RIYMDvf2vP8VgLrKuUZMjrSRBqwDFVGN4igPDI2GBkRFSqMUDVzXAUtOjCsZQpU5PX3sOn/zFT9ROzPHRQSnFFaBn+vWNMwyIhkUgA+v1BoAddQj+1BNz0eDvH7a/3Ud3U4WdOtk1YUCn6lkjH5/qCXXHQHDzfedVfbuh5o9DIsMHNpSkE6QV0PN7D8Dc9WrM5vOV7Wp4aKWwWMyln3Z+CCKCcTlSBnSIYMY7eyBr8S23PP6S07ikFTJ4WJthFxpvyCy+6QvO4VqSwPo54AX0FDN2POGdN2f4+MTgtndInMU/uJXj+3Z3cTIawwGwNoPPBPR+7eYRfmic4FcSA9ZjsF2AXI6pc3hynuH/UoR/kBhkPAe9/W88xaQBLIShqYpGVzA6Q1D50rJkniXLq6UuL2p+KtbpAdBGEhA+ZnmXlpUhmGuX8I/+2cdrGa3bRyXTI7XE9Oj5uOorVy3fiWJfHnxj0eDNrwN0p0jiNP0WGioC8PCtf75ql3nTHaJmPZh7JOGmxzJvtr/cqqTSCpf37OFyByIgGY0xmmwV77n9B2HuelUIressXXkL6yzm84WA3uxaeRlwIE7KwHuLlAy+Mlf4UmuK7QTZDpYYT29r3FIEzznYx5Yyxv5oB+84uA1lLRwYmhmvyxjfuLeD2XgCVgrZ4hh+fhs71uNXb83xP44T/Gpq4JMJXD4HO4vUzvHMLMPvqARPjBLkpEBvf9dTHBlY1OQUBVYXNTtFBcOLxccqGDiowAhVrOWrMry4jLIxPC5HykeakFy/jE/83E/WLooq6EWKaLQ5Zc3dsPhzaCjFXaBDawDrmmC3ysLKm6avUoeZBrASagWsVWyj04HbWqfzrFO6tD7C8CmReSlWpY0vW14FM24LlRv0PiKAPWwuTC8dTzCalEwv370f+e59q5ycAfI2OK/IxuzJ9do6+3e9BKy3YOc3MRpNYY+PQIuZ7EelHMUSISMgBwM+gF6oxZuOd3DPrWO8KPcilzFjAYV/O0rg0glAhMXsCC47wa7T+Jc3j/FDY4NfTRM4ncDlMzATEjvHMyc5fkdrPDFKYEmB3vGtTzL5mIVFocmpwOiQMxQRdGB08GJEkCT1ZZMIOLJnsXmJywXjk7q/kvHJ97FjJAdX8Yl/+rHKTUu4fXB95eYyaXLmYNdE4oiGbaE7O8trhp1tQnqZBKFWbYtqYMfcrLlRBz5zB7DQRo+O4ZjAjboTr1kgc1YPQtocaPl0+0c9R6Z9T5ZEAm5bd1UMzHNJHozGE4wD02MA2d79yPfuXyLyUg5MPhoEyEby2UEtYbJ7/oU4XnhkJ4fY3r8H5B18PsdknBbJOy6Ki2XhZDaDcw5ufghmYHtnX1pRrStqCX16HhYMk4wBn8O5HHAO05Ob+N+OcvytCeFXEoJVBtniJqCmSK3F07MFflupwPQI9I53PcUxC0sIjI0ZlEgdnlKSndWR0SnR8VR1OTI6tVrXp4LGV9X0UHkfAMz1K/j4P/moHLjw4q0AesXJI8Ck6elYHPOGoejZMYt2MOA1NbthauYKYK0AKK0JDrTunbuZrPB8h7y83m+P/nDDt9kNXNTybTQImJvAD631e9XbweZSGzeaTDDe2i7BcO9+5PsPlByxKhX6HHCLEvQWR7VN751/EW7NcuTzW9jZvwdgB5fPkJoEJ/NF3RyXGaPRCFluYT3B3n4OzIyd6XmcHB/B2iy0zDFofI/UFCZjcC61e+Q8ducn+MWbDu9NGb+gGQvSsM7Cw+CC9/hf5xl+PYCeJQK949uf4qrGZhIFpSWRokiWtSbpogCQpOVyfF+p8n0d1o8MzxjJ0ormR6IH6nKZNAno/eOPFgkLDqDHSzduUmF6/YxqmFksY1jEzANDNOpLQVBXHpN603fcxDFpyC00EDmof/2+Hl9uCK3atslnBWinKYsbuH3qilPPJCwurzLi5bKU1ePJlacYNSQqmr++7NOOoOcZGE8mGG9tFStn+w8g33+wnsBQqgJ6GZh9XSP0HgvrcP7CXbh96xYAYLKzh3wxh8vnGCUGxyeLEp5Dq9lkNMIid3AOyI8vgdmXoJfnoZaQoQLoJckYdnGILJuBvMf2/AT/8jitu7UU/ory95OJxhOjERwAesd3PMWEkqFRZHKh1i4yPB2YmdESpgrDk6xuZH9Vja/G+CrW2kov9+oC+vpV/NQ//ljthN68cWMFmJIh4S3zgOuOWjUV7vzEOhnZMi3Tn5Wtgx3zUKa47DpLnWDcW+fagxKrdd48CFu4XTxsOYWf317n8rjQACDjnjaz9qfCoMdRW8Hxsr7LA47/Cg1kZJkFwBhPtkvQg4Betv9gsa5WCjuTpPyoy4Bo8Bu2O59nmHOC/d2pSGShBvDk9i3AWwG9+RzMgGMOjike4/EYi0UGZx3y2QGYGdPpOViXS1mNZ3hmUHKuuDay2SHybAZmD704xpdnhJFnWJbiYE9GQmJmWGb8sQI+qw08INlbMBcMzVuuMTr20jGWpAraKMAzFAimYHxR0wvLkeHFLK4PWV2jagwvlsCwA5LDq/jJn/1o7aQd3biB5fR7GsLb0vxwkwc/lTruwHIXbPxtq3MUWsMPGiixU2uT3UoI24vPNPwXcwsTXL3hB1prLR+IgcRp01LIjf1geImmDyTT1Pj4XHrEDUjY0gpQUmv6iIbEJ1ztH2LkC9H0xlvbmGyVml6+dy+y3XtL0Eu3sLOV4PCWmH+SnYuuFz6wvT2BtRZzn8J4xr7z2HMOigF4B0VAajRO5gs4MI7gcKQZOYDJZIzFYgGbW9jFbXhmaG0Khhfb5Xyx7OE9A5TAe4a3C5AXs2HvGQwFT6n8OwBfTLswA/TO77jIYBYQolXGVmd4krVVRDAhy1tofKrM8goVDuxRBV+sUMNHsa5PRVAgmBtX8LFPfWQJ9K5XaIicpiRJBqgaQ+LPDcFuUC9Ss3bDXUrbCiPj1tC4F0WoH6xp6C1Pw2PGZuff5Q6B/u19vkdxnCbP3lUnT41hJ7UA2zrJjEq4unoZNFzvpb7imZFnmYShW9uYbG8XG8l2X45s7+UFSOrxDqaTBIe3pW6PcwG9KFJsbwXQ4xRT5/Gu63N87e28rt/F1AUDvzghPDkFbitgvDXBYr6AtRb5/FYIT1EAnABXFQA9GAqk01BgLYXWBch5D6YdOHsCb2egZL8IdwvQU0FziwxNNLkQUiYKxgTNjqi23KT5mZjVDYxOJ1RZll5bUoD34SRqID24go/99EcrDAw4un595QwmaTqwu7FF+CWsAXabqTf9jKLyjKZ+F+NVptgQNFE/MyVqAipeuXFA3Zomd2iPNYBj3jhz27RxxkCfuA1SS0N7RQalcpbQv7mGvhtaibulllY633nhrnJw7xl5Jmxtsl0yPQDI9u7FYvflxdHRozF2trcKpgfvy3PCjJ3JCNY5LHKH8znjXdfmeMXC4ulzY1xSHlCM7URjepLj2w4y/F4CfHhf4VADaTrCfD6HtTmyAvRWga/K+AAFqJG0wfnYXeLLf6spXH4M72Ygs18CKRj0zndf5Ji1RXBPiWxORU1PCXNTRNCaoBUVTK54P7C46udjr66qTqmL7i2Vi8IcXsFPfqLO9A5vXFs5h+kS6HVfGNQbEjYHATwIKJmbQZWGXNZDtEBqB0NaNzylNoGbOsljp01VlysvtSucmzAuGvxYGQJLfetQD4fndq2uYzdr4LfUK0s9n6cWnlgNVZd5YL12j5YemWXiwWZ5CXrb28X3LfbuxWL/5cWTLElHGI8SXDu4XQ/WgxvQuXN7sNZhsbC4YIXp3bdw+Ht3j/FZA7AibCcGL1pYfP/nbuOPR4SnL6S4YcRLeDafw1kH74UdsgeYFDwUbND5ohWWD99Jaly00kWm51k0QEdTeHsCb2+DzLlAOEPJzTve9RQvZ20JwvC0EU1PU1xWIC91eyZVMDpofEQlwwsaXlz2gUFoFdxawlmKYTEzYG5excc+/kytI+Pg+rX6TU5AWktkDAuE2jU17sxP8qDbhJYu3J5qPkK/0kO9+dJ+ZldJNFDP/gxQJVeZ5gDqyxjwO1qTIbwibXxe/vAyJJ2i/o7bEiW8xLq7QLA9zmHuT2Isz7PwzsFaC2JgsrMTQC8kCvbuQ7Z/b8HezWiE7XGKq4fHRZGxfK+HyxZ4wV0vgLMW84XFC6zHu64v8LKFx4/ePcL/mypYBgx7fFHm8bevzPFHxuGDu4QbWsLsMvzkkt1Bg0kjO75W6RWO4a0Gma0Q0vpKeEtwXoFBcPkJvD0O4S2KbdM3v/sig0NWtdJZoUNWVgdwippeXNZaQccsbmCAsU4PQfOTXl05DYpK9xVEZhmyvPrwCj72U8/UxP+Da9eWbl5CmibDm7Y2aHpkpvWZCg0MhagTDjuIZXuXBy3/a52Sw14y1J11bgNMWhvgOkT3P1N/TtPK15h4HXxumkwGqK38mIf/DOc8XChO3trewdbOTqm87d4Hu3cvcgIsCejtbm/h2s15+YBnwHkHe3IbL7hwDi6bYz5b4AUW+PYDj5fljL97gfCnCWDB0B74opzxt687/KEBPrwHXNcMXwGk6jhPJgVmjXx+WGRwEcJZ0fQm8C7oeVHXYwXPJKwvPw6gd662bfrmd18s6vQIVY0udF6kVQ2PkKbCAOOySRW0omIcYWLC58PRN7rO8CKYykBsqdszB1fw0QL05IAK06uf+VGSDrhaeEBJRMtNSk2AtY4+yIPWo0HhN7WWiHQ5IrdlUwd17zH3IXQvyPFKMgYbP4TORrU72z/Uq3VQS3sgDQTBitJKNOCgNIwD4u7HDYWHuwtMD2Bs7exge3un2OJLJ/fhxVv34bcnwE0NqFGKvZ0tZMEHU3Q9J8mM0F46X+SYLzK8IPP4jgOPl+fAj50nfEYDOXGwjPL4gQOP3zeMD+0SrhmUszq4zLZiCQS9ICM8IwBbADkXSlq8L0CPA+g5ewxvT0DmfNAF5Xvom999kUtH5KDdxbq7mKVVwuQioytq8yLzq2h8plq3F5ljcFmm0NMbe3FjnZ45vIKPfuzpWkh641oD6C11ZPAA/Y15yMVLtaRC9zOcejPA1CIiUo/eyJ1jrdexf+/IKNaODTeD8ArY9v+OdpDrzqfzmplT7vgdZwZsa/Z3U88Fxz3zi9t/PHfuV+kB25Lv5dUjV13TWQdrpd91e2cH20HTA4CXbz2Ab+B78b67ElxKAKsJo9G4+FIGg2wOOFtsP7cOLre4YIFvv+Hxmjnj13YIB0pq8sgz9jzj9bc9/t2I8MF9SHgbyk24gfGxd5UEhiQjPAy8D4zPM7zzFU2P4FlIVR30GMzB0OCd73qKUdHg2HIoBNYl41PC+JRWwSqekBolnnjBlirRwgApMD4TwBEhSyvuK6VmqExIcHjA3LyCZwLoxQvhxrWrWDYbGo2SlsuCBgRI3AFg7ZcpN6jR3RI49bBA6g1DqQFwqIPSEdqTKtyJ/g12mb1dYKX+xI3hO/fx8EEAxzw0LD47Nrgp1FH3qLoB3cxLVxB3ab+VL+WBR4Kb98JaVxgObAemRyRHe2/3QXwT34tPntP4TCLGAFBlcTK5BdjlQGRP8b5hYOoYb73J+KoTLiao+VAMTV7Eqn89YfzMDuGWCu8sAZ+vzO9g9sEGK2ZgDZx3AfwC03Ouput57+HzEzh7DJAutgt2oP/23Rc5JhaISDLBkDo90mXW1sSsrY7LoulpTcGAIDA8LY7LqlLHFzW8KqNUlRo+fXgJz3z0I7VTf/3a1doJUkRFRwbzUMbDnaElt4Rc1AGO/Qyw62KlXnbWdC3ToFB2mOjfaJLQU0/c3iAyzG2PByh2PIS13WnJ75ToSd20upaoGzQlmJvPLbVEM8OGIJWPUZtbOCezb7e3d7BT0fTu234Qf5XvwxN3azwbQI8pKa/pvPS/i84okXUmHthzHjsOULHGztowzEfcVW4p4KZiuNFOkLoY3logjJzkas1dpSBZmJ4WUIOph7Yusr/A+uwc3i1WtEJ653deZFQ6J0zQ5MJsH6nLC4xOKRWWSxupJFEwCZVZ3aJOD2WdnhLGiOi+EhgeAmaaaXIAACAASURBVOMzh5fx9EeeruHC9avX6syLCEktvKXu1NgGj3XqALMue3nqLfelRnGal8AOA8Gumbl1h7OxEo9wSjOQhuNNG2IHL4Ec0bCQl84IvwbnhjccFFfNzq6XbViSDrgnKqhtklcAmFdOnbwyX+TFB7d3drC9U4a3L926H1+0/QB+cwIcasBFWyhl4JWCcjnIxzY0Rr2rRrw3VXjdOwc7nxU3vWfAsYcHYKYvkJo/BpxnIDsOumRZiJxnx4JPKpGJaKThHIOhi7q84m/nKqxwmTGGh8/bv/MiV6ee6aVOC2F0UcsLy7qS1TUKJuh6RFETDP23kM8QiROL1NYASlWggoDk6Aqe/sjF2sm8cfVq7aRG0OOBOQUGD9baWm9con5VhlqD2E7AQw/g1dZm7vi9w/W9vju2O0PdH6DxIPzgViY51OqAV4K/s053DLCw5/W2UBpbVB6RzIP8UxiEviR6vTSFG6/lqgLBYCxmi+KD29Mptnd2yhq+/QeQn3sAGUnmtdTtPHIb3Ja1RHwFSFWAj8KIRqMUtkYGNl8UTP727WNYK+Bkds7J93kPzxrIT6BiF0YArmx2JFlXPQaRCkyP4dgEgKsUJTtf6n0BNP0y6H3jd4iJqDGhV5ZLxmaim4oipCPJ4tJSFlcxyvUNBXcWkl5eVWV0qjQmBUBJyWOSoyu4+MzFms50/eqVenirCKaavaV1brV+wOOWatL1wtl2ba9LyuaeMLyznIV6f3VPBMXNQe+ZMrqhvTPdzYV8yja2s4VFGvTF1HFEaCklNKTzZ0XaWUp+8RKbW5EMgrMxg5HNF8VrO9MptqfT4lOL8w9gfu6B1W1oA1ZhbIPNg/EAysbWwihUXjRaISHg6OhAfPImY+R5jizLBRR39ovMracEyGdglwWNL/TN5nkAQQe3OIEPoS6l5+BJg10lxPUMDvpeWdCMWlaY3v6dFxmh46JgZiAYU8nOVsJeU9H4jKFap0ZkiNEyquqoHJervnqFI/PBJVx8+mJNFL9+ZUnT0wrG6LWdk4tLgaiVaTSBXe9WB2ZnucNMlFpJWL9+x52Y19dpwe0KHw1Smzp0PqpoPO3pCh4ElcPAkp8XkFvjehvMApuY3sBBSZXCaWZu7u3m5cda+cflFs6V7sc70yl2ptPi3M3OvwLz8w8W4WuhRWoD6EQAzuVAnldUWxRzcONLiVEwBBwdHoDB2J5MkGUZ8iwHA8L0vCQzPBkgOwE7K+UlRcY2JCqchV2cFOwOo3PgkMwoWV5gfN6JLljZRuHL9/bvvshKEzgPml50U7HC+JLI8FxgfKkSVhgYYZIqKKOgPMRqKvTaqtCrW9jLg0P5SsVoNLqtHF7G0xefqmYtcO3y5dotqbSGSTT6poU1Xig0yH9iEDNrbTVjbs2wUo/2xgM0vHUKmUvjVR6WzqBTwkf1gdKiNQ6rmWW0ewOvZxPx/PK+jmuGqTvkbdtXbrh2l8FtwHjcJhMDZx28dbVM/M50B9vTabE/s/MPYnbuwUo8HNbUCaANbJ5DOQsFH7LNFVOBCvAlRsOAA+gB21tjZJkwPbCHmZ6XS8Z7eCjA2XpYWktMLODmRyF54YB0H0xpKFlxtfKVCJQxIVJLZLzjuy8yKlPNtKloepWw1+hKFjf+R1Ssr5UqP6fL3l2Kr1Xq87SS2ZmCZoA6uIyLTz1Vm3x2/cqVWtuWMRramJWLp3d6GA31nqUBuZFKEDKkyb8NbBoztNQjv1FHRFvnDkTrhLu8PqNrsBPhjsLmvoIT7ux03QRtuCperfVnGM/dBPy62VzVobiQPLgpMbJUcbe0XV9NDPFq02XU0mrXCwg70x3s7EyL12fnX4GTCw9UgDWcY50AOsHi5BiaGInRJZhE9xbnihkcRhPGiUa2EP1QK8LxbI48l6JoPZkWoMchycHQUgkTSlVihtbOb8Nnt0OG1sFTItncomwl9OG60nkFUACN66D3Te8OvbejkLW1oRMjMDwEjS4ZCaPTnpEomZmhjYJmMRtQRrK2Omh8SkeGh2AvH1geix8fGUFB8oA+uoynLj5V67W8frUe3mqjoY1ec44MDbwoB/Q+toSj1cxoL7tr/TwNAtJYQN0JstS271znFxtZ0ddpLvcUo3CvysfDQZLuQIC78TygDSv6uDl50Ru7EzfIJdR9oPyywzLDOhdu/GVVkDEN4W00x5ldeAVm5x9cTU7oBKwNspMTKKWgR6MSXMPf85s3xYLeCNkBl9dLEWaGca6x0yKOpAQTPJTocL5eo5fPbsLli+L1Iqz1QcMrln3BEEEGUNsNTK9SV0dKKLk2lW6LkKXVSnQ8o8r3tVICeoH5rfjrRceV4KdXaHyxD5cAfXAZT158qnYpXbtST2SYxIim13PNUp8u1xR+DajBI3SZcw4APFovwVKdDdKnG3Zvv3KkiHpvXR7w4OjrgOgfXtOmNZ4xUg3cVq0tcQ2jxs5OYm5fphbrZGZe6qJYtowPfnDLx803fzlVNL8a4NGy+QAwnU4x3d0pyPHs7tfg5K7X1Nin9MMSxqlG4nOQUkX0BWaZi2E9FjdvggFMxinY2SI8Lh6UHoDW5YCgUJRcc1fxpZVUdFfJTo7g8hw63QKzrgBdtSUtWE3ZDG5xCKYEpLbqvbdv/+6LTFqmnhFkjq3WCsqygF5gfJqlxUx6cxU0hKpqI50bmqUUJTI+5QGtyhGS8CjAESQFzBSHhh9dxpNPPllKegCuBtCLN61ODIwxndcjrfHU5d5wcgjDq2+jjfNQo6laOxgODnULzOZWPavtIUC9yYiW48y8FhQVjI5OC2FrrsldD7qB3xC7WrgONnGcae/zNP7xLcebufvYcVNuiRu01OW3GBQ7IaL+VX088+r53plOsbM7Ld6c3f1azO56bYXpRdAi7Iw1spMTOAZ0OgKYMUkVZguLzDLmNw8BZownI8CVBcyRfXp4QCU1u6eYrY3Fx8y+SERw8MpbnNyCtxlUsgVAr/bdupLteZvBZgcAUpDeKdvZmEHf+N1Spxc1PbXE8HSlLi+p6nmB4elKZ0YMa1XQ7UTPCzpeZHlRt6OKxnd0BR9+8sPFU5BAuHrlcu321sbAJKaTaXSVpTDWa9TvazOKl1Bzz25/wqEzc9sLdqGlZ0j4Tj327z1gRxWw4w6Vs+E+Cq/zKWBsDaDjzWLVZvDijXaJ+yZQ8VDA7qeV3PZgrcyV9eFGbwLcKqNkADt7U0ynu8Urs7tejdkLXl2ytHBSmQy2RxrHN2/De8CkIzCArbHGwjpkucf85iGSNJH7tRL5MhTIyyAiCl0WNZfkWF5CugCzKtvLZjfh84WINQzAbFfKVRy84yLJ4e0CNjsEoEF6r9QHmUF/9b+T3tskJCwUc6HRRQanlWh6VYZnklLTi50XOraggWDSkuEZAMpoCXE53PBGQmC2QHL7Cj704Q+FkXdyMiLoxVtLG70S3tYBrbtmrb8VbBgL69fgyru+H+y4E/BaOzSfJ7ArZah2RYvbEo0DjKQ2fpeHjF5s8JvjFjdFxkoJEDcCDa/x/W1lJt2PsnXYaTNzpAIoVnXAtg0QpnuB6YUfnr7sy3FpfK8sWwvWKvSNauyMNWZHxxhZxtYoxYIBmmjMrJdRjvMZtNGwJ7fL3xGSIBEkY+tZzK7WXFVC8XEBhJ4LTc/nM8DO4b2HmtwTgC6CXsn0nM3gsiMACqR3S/BkD3rb90jvrQ69t1oBOpSSxE6Mak2e1gRDIQRWBK0F5IoujaJuLzI8QJMC6Vh6UrqrxD5cc3gFH/zwh4quDdH0LtcuCaUVksSA12R4wzWyoYBXvcN5DcBrDjWHAFUf2K3uF7pvqAFgF29S7tP/qCma49ZQut9Ov30NX2Qdqb6PLeFf1LB8Fay4H2BqbIvK64HWmoaHQc4p6zLCrvNZiPUNJ4jbUjHh5enuLqa7ZXFy+rIvE9CrskciABrTsUF+eBsP3cgxSjRuK+Df3jXCTeuQheHcAJAdXi89nz2DjIGZ7JQPUkE/0SRD8TB7jzx34fUAekQgSkIiYw7yUtZC6blQjFztva2Ut2RHgent1Ozm6W3fI3567KXUwZhQh+eF8elUST9tYIAmVUiMLjoz4tQ0VfjrUX1mRqqhNcBOWKBOQ7Ik9OYqA+iDkumhwvTKbgUKxcmmkrbnwaDXHzYOkrQagYVaPjwEtGgg2G3C7jp1TuofDcTM7XnZjvpb3zIScQVkePm7llkUFyJ9bFRncG+IytU6sYJbn96poDGcrB4jooHzW4YV4yyHn/XERXVIe2X2A3VlVKizlm83gF6RyLjnNZjd9WpUnxJMBCaFnbHBlICvur7A2HtcTxV+d9fg2skCC+sKVp0dXa/ogQzSCczWdsXxhGFnJ/A2r7A+L4Nzkh1xZbY5+Phq2ZbmPWC2ALNT1/BcvQUtgh7DgPR2vTj5bd9banoAyhkYQX9LkpC1LeryFIwKrslEktUN2l3RoxuztgGs4pzcwqE5nPgiq3twBR/60AdrYeO1y5dr4agiBZPodi1jTQbUBQidxj+bANcazG9tIA1ZZVqp1aOBgL5c/Mq9GUnmBhAC4J2v3YhA83rM6/XODu/pff4a1WI3efsxVsOglKt/t+nQzUaRotdRRxVDW9JkdXvT6S6muztFKczJPa/Byd2vrs32ZSIwtESDxzeRLjIkYCwAzIiR5cLAzNYuSOsAeuVDjJSB3t4BYugKwB6LTlcNd0knoIm4Hbs8g7t1WcY7srA6mC2w2SkYHhegF/Q87xtBryhZKTS96KfnQqdFopAkcgA0lZ0Y5ENSI/TaqoqGJw7LwU4+ld5ddqGEJQk1O04OuDHSmkYOwNEVfHgJ9K5evlzLBEhhtF5lMoTOEhXquOMbrdwrALOiZVFnHrU+BWsp/GbilfCo5sFB5c0UzLDL30pLrJbrvnarsQ/XKqCbQhv2dSYnhaH12I8bB9Ew2gZcN+vvfT1ZGxY1FyfDDwDqz4//8iowdpdSxfPR3lfCFdpMy/nxut68RPcbyppr+zTd3cV0WmZvT+5+DW7FubdclvYUEkOegbwNxgIVSYMZyfYuSBssDq/XgD2CHjGKAun8WGrv4AFGSDSoBGpyLnS6ZXC3LpWjIJ0HmW3AbNczts4HfW8A6L3te+uaXmRo2lQ89ChqeqroxCjdV2T9wk+vcFKuTEULPbeF8wqEwYp/nwJdv1QyvXDWr126XJytmIHSFdCjGrMaauG+xMhadRpqDPf6dLMhbLErHO9yVl43o8hN4lXHd3rmgXZMzWv5Fvz1PemMpm8dyuxO467CHfu+/CfOclZ0dnDYGHYzNyceqgycm7bRXPrSXMDMjR1B091d7Ex3C3A8uee1OEhe3MJIWZgsu+KbqfJwSbZ2C5eVqpxROrGE+RcA3PFNuDyrhJ8epFLQZL8EvduXQ+Fy6LnVAnoF2FVs44sQ1y1gFwcAkpqmV4Be1THZ1PzzIqNToseRQpLKHAxVmZFR+OtVND3ySroxEgFG9kHTi8s2PAsTBTq4jA9+8AMV0CNce+7ySiZTKdV6Aw+zjeorJelOZAzLsPbbtDfNja1btw/fVi1NwGVbUbdgNzzLupQ2aGVTbfqf76jg27ScxcNvDHT+tEahWBrSNgAQO2edD2jP6J8xT51Mkph608vT3V3s7O4Wb83ueQ0O0i+shadcAT6iAHpVDZYroBfKUVpBT+kK08sq2VsPogQY7wLMcHkOv7gFUgY2m0mxsxoDKi27MRxXGF/swV3A5bcAmJC99XXQa9L0jI4zL6Kmp4pe26jpSXGyCtbwwVJKVfpwCTW3FYTe3qJWD6Gs5UYAPSqffqWmVz/LFKaqbZy9XVpXNV4OtHa5SptpKLUCHmO9ekHe7C4fEPcPmU3RtmZX9OhbO54Z3AFcZw141dD7jgS6DcEEUcezptXmnVpcVhoC0ta6vZZt1Bji6uNmureL6e5use7tF7waNydfuJQMqTycSYNDFrXcJ4m9k+09UAVkSjrNRdaWlQJAyI+P4OwiJKx8ofeBGUi2wSw6vtIG2fEtaUNDxT7KuwB8sf3Mh9m38p6A3h44AnSTpueczLyYhCloPjC6caqRJARy0oZmxkHTq/Tmag3AB3CMjC5qeobC+3I1aKNkYJBj0OFl/ERkegFwrly+1K2CLIe3g2r0hjC1ch3CcODrC0+XAZIbCpTXLZBGS9jb6QQ4oPWr3ZOGOxMcnRnbGsPbDPDWBb02nfGOpTh4OSxuvuz6wK8949zQH87t0Njk+demoE73dkNHhvzJRncjG+1j2RG59LMlybRi2RyBoZJRKD6u6Ii+zM5Xf4UH4GwOn8+XBgN5UDIBc+zD9bD5As7aorQl+uqxd+K7F40G2MNHwwImgEZhjm6Qqb7hey9KcXOs09OivyUmdFEYgoJCsqTx6VC8rBTBkHRrSBeHKgwGCk0P5XKV4RVT0q5fwk984ANCmcMNHkGvj+sQqOjw+LMGeDRgyM7KutwzMLwXz4ahP6PJhrInfB4EelQBPW60ANsE9HhoS8MZhbGnAkJuf07TysCmLtbXdMKb298I3a2FBZDy6sB7AgWmN22fLrk8qKmhurtWOFSR/whcOx+Ffly0naEYCuRRhsEy5rE0AJXxj772mgulLPFvX1k3rhNBMz4E6Ru+7yJrTbBW9moykbo8l0sGcTwO/npeio5HhYNyWE4FIOEJGrFTQxhdoemFZanTk6JmuND2lirg+iX8xE98oAYoVy5f7ruF+xMD1B8c0sqNvZooac/W0sYMjVp896jrsh9SiziA3TW1jvUXzvhu1Wlw5pY72Vp32sOjb95dN9jx8wuCXUXGvQ9fbgatDuAD+qcBEhTAtAJ8u3t7IbzllZrK6kjJplpJXjJuiGuV5ZIyArLeksZVH4LCdCBmgjkAnPxdBb041Lt83VXBztfX5Qro+QjC3/A/LGl6Rvppy7m3pWOyjsO8Vemnl0b2ZwgawWwg+umxaHqxpg/RWTmwyjg1DZHpdYIeNzKQPlcV6gyL2y7I4YXA1CEorwN4rUmMQYA3jN1RQ+g5sHpxFSarhdC+i501gxeDNwC9fsjxvCm08Z37xIAVm4MVXudMtwyxb8tgUe0xu7u3h+ne7qoJAi8deV61t6p+gpdCYS78AX21TrnIvocJkiU4cQmYvjLo26NkfY4D6IXXS9DzS6AX2V7VyQWgt3zf0zIjIyEYEzU4KUGJdXdSpyeMTnkVZmbIa2wJCoTRSAqVYWOdXrCej4zPVKekASpoiOQBOriE9y+B3tXLl3pZ3tqAN8BGanPAa9oOnRrwmnTBTdld9+3UPv6oBnoNDw3mdWr0hOlRq2bXFZL3FzG37cvZ8Lpm6YHPEvhWgg4e/LDj3qlt3AKQEt7u7u3XMlONwNfC7grBZLkywFdlDa5468W6PNTBzsfQthLW+sD+CtBbZnUR+HwJkFXQrGiFYIDe+v1Pi4moKTW4Mgtbr9MzlSxumla6LyCvx7m3CiELHLK2CtJ7K5peKIeJJqME4Noq6F2raHroBZfVE15oJ9wMeooafNS44k5MpwW8JnhaY1h3JwMYDnjD2kOpfxwi9TgsN4ANdyp0vnEnfe/+8ucB9Iane86SUBINbFlrGBfZvrfNwLe7tytMDwRiwle+4avxX73+q8tSk6CznRyfYLHIi9rRwtI9MLXZ7ATHt24Jr6tobzbLcOvoqHKOGIv5HIvFIhQ9M7Isx61btwp2N5vNMJ+dBHDzuH14WLA4V52DWw1xg818DfSwAnrSewsO9vCB4bEL4WxY1kzFFLRkJJoeQRifMQoUGKLU6QEqZG0l4RG7DMRtpbCxgiRK+NolvP8D718BvWVQWgG2NUY6DmJ5PUXDpDYBvOo2VO84yCG6D23I7obdCl0A2n3zeT8QpAhguGFMb4MQ1/mzALtNkZPWc0bu+aMGzi+pz7alwXsY7ykJb8vs7eve9DBe97VfCw73HYfMKCicIycJBVDw7bMB+CrL3jNICUvzua+/nwuQgcQmyuYCYlASuuaWZbYtCXPLc4a1HkwMx8DBtSPM5hk8CIeHh1jMFrDWY35yBMeMbJ4hX8xhvcP1Gwdw1uP2rRvw3gfQC755YFRm2lamnlU0PRNGPxYMUEvdnqpMRYtOLZokQ6s0wpQ0yHJgUoqUAMnV5/D+DzxRU/SlI2P95EUrmJwS8Iqsbsd2ekNjog6eRo0YTXeA3bUFPrUcIfWHSEOAj1sNRLk1I+tPAXqnY3unAbuWBM8ZgR8DUNQvQAwFvuVal929Pezu7RbH96sffhiv+9qHS/0tloBUWZMvQ1TPpV2Ui2ahjivaXanNleYBqLyHgtHFbKx1ZYbWeYazoudZL9vOcy+vO0buGS734X15zTqRUpwL7NDJtUhv+b4nWREjSQ2UIngnSYY0EQ3PB01vksaxkCq4q4RlryRrW+29BZAkJG1jnqEUy3wLJQwRgVGSljo93LiE97+/G/Sq4imjr+OhGfBW0w00ELDaOzmqbrrDtMDhgFd99+wAryd10Vu03Od1t+LK1GEF0F6+chrgOx3T47NBqZVuVzoT4NO0hjkDd6c+qq1tu3t72KuA3usfeQRf/fDD0u3gObDzUB/nJGhh5tDkz4Wcx05AiQKjczYkEEgYHId2sdjA5mxwdlYKDoDPQocFyZWR5wG0SIArzxysQ2B8HtmcYXOGVwH8Fg6ZY0AJ2M7mAoJay/5nixjeEgvTi+yLArNT5ZzbqOFFV5WY0TUBBAt3ljDiUWsJY3XQ+JQKw76Lur2ya8Nfew7vf6ICegq4+tylbp53ZsXI1BBK0iDAW94foj6G1xSe9gNea0h7inC2cf21ZlYML1QWEOPGlAY2zOJ2dm2cia73PLK+Nb+GiDvP91Dgqx7F6a5kb1V4R0DvkZKVhZNbHZrNFUt6cKzFKxMMMYnhfMjWR0bHvihHYS/vA4BjiDbnvDA0L+zMOx/YHmBdYHeeYZ0Ams0DG3ThNevhwPCOYT0jt3H7sk/01h+4yEYTbHg8jhKNxCjIFDeFyVhYHzkKWduyTk9DND5tRPxUIJiRlLyQBYxiqERDK1X46+lE7KbIS5OySjT42rMl6AVa0w56Zw94fdlR6kxeVEpLVHfyYzVEPRvA2yScpYFouanpU3uXBg9me/2zcrl7Ngeftkj5zybwRfaoaMBwJ0bHA7c8H7t7e9J7G/68/uGH8fqHHwYRSUhqBciIQiZ1SdNjG5ZVOKNWQCcuu+CCQlLAAbbie8cUEhFWAMkFDc/lsr5kYr1oeg7w5EXjW4jG54lhmZHPGNYyvGZ4OCxmjNwylAE8Ocznwip1AtBf+aHgsqLFSFSYnApzahVG1U4MXXFXUeKgHOfgFpqeUaH3FsWsDFVsr87wCCSOylefxRMroPcc6r2aoXGLGrtXsVp0oWpNiq2OdgOyo9RThBzr6Br1vsa6QOoFvPALgA0Bj1qSFH3sbvN7kgcCH7eA1/rAN8RBj08FfKcdM9k1kp7+TABfFfSme7vFOXvDI4/g9Y88grLejotyEq51OZT1eFzT7EobKl9xLY4lJMWs2qIkxYMdQt0dYDmAXmBw3jFyJwDoWELe3PrA+MJ/Nup/Hs555DaE2D4wRRs0vTd//5PMzNgaGxhNsJncbKOxQpoIY1NESMcKJiEop4pwNzEylNfo6Laiirq+xEihM5wwQJ0E8wGWORwqkd5bMIBrz+J9T7wXRKpwgL3SwvSop1K3ZEcKTL7K11bDyiHlIEXETZ2AV92/fmNRQld/brnGeoBX7+CglSRF7SFBw7Oh7fcPDVLhhpaybFK0PGQWx9mXsZxmYz3ZXV73PGwGfMt/iuLkcLy+5tFH8fpHHwaHYTtSy8zwFsHdOJSjuJi1le9wgQGSkhA0Du6JeZWo8RVtZs7LNpW87qyAngsaoM29hMfh4ZVlDtZ5+MAQs4UTsCPRCfMZw+YerIUFzk+A3DF0IlJKNgforX/zIkeGRwC0EhupWJeX6BC2JjroeKL5pVoXc3CVQn1CWqWHVxMFB2XJ3MpUNA59t7Itvvo5vO9976nNI2gCvaGAtySoNYIOgfqTF9QFRC0TzWi1aHr1W9SZAh51B8KDDlTpf+d7P+p7FSXeEPi6WtSoc57unWV8XdBDA4/BGjnwOwF83MQTy6tmBfQeexRveOSRCrsrLd59nD1SWS47KgKLC1pfqQlWs7ayrgvzMTz70HEh77nA+GL21jpfhMDOMXLng/7nBfCcR+5L1pfnDM8u9ONCEh0k24APoGc0YZFJP8hkbJAags9l7u1opJEYIzbOCpikunBQVgSMxlocU4IbS5oIUDovJgY6kVAYXubiGq2hVPDXC+Gwv/I5vO+J91SAhHDluefWAr3hgFdujBqauvvmaVR7IIma9m/Z4BSNkNalJaqBgLfszLse4FFvENYcjNEAzsONnNAPDnd9zxzdLtY3QIW8IwC4/LuXJYw1zVLXAj75v6KezpsW4Cs7MvaKd9/w8KN4/SMPF4ajEZDE9hgh9Ax1doiuxSiyvM4Ki4OS90WzkyE/zMLuPDt4iGboQ6gKEqByeQhnVQA+60LJCkIW10rCgkgY4MIKACrR+LKFh3UeHLLMWS77YHQAvWi5zl4GAylFGAUH5cSY0l9PAakWzU56clGZkRHC2ui2ErovpA83ZHgVF9lhUgI5WhPc5c/hvU+8pwShJtCjbiazFujRUqKixq2oh1WpxrC2TGZQT/qANmZ41PL/TQGvv5KLK2rpJsHearuZX0Pna3/v9MDnTyvXnUofvDPAR2g2Mx3C9gpNLyy/8ZHH8DWPPiJhqV9q5Qp1ewXTQ0WzQ7mec1xoer5gdVwM8Y5hqwu9sS7MpY01e86VNXqWfQA9YXPO+yJrax3DRtbHHtYxMstwzkkZTGSMXogdvfkHRdMbpUHTs3KR74wUUmNgrTgob401TKIAx9AgjMdGltlDw8AkwMhInZ/WBBPn4DoByfhPmgAAIABJREFUggimxHEKWsj6esBeEdArAKhIZFRSFFTCE68wnnVZ3moWlaqg19M1QS0Z5NIctYfltQBeI+TRyjf3yuXFzhSGj1RxaG4AcqLBw7K7QKg5YbIKi7yWzscbmRMM9d0rNL/PI/idFviawtwm67Au4KuFtwDe+NhjeOOjjxaaXWRw3ka798CYfeykqNTtsdTRcQAuDppe/HxRvEweLg8JDSJJUlipA2SK7WsVxucZeS4ang9Z5GzmJIurAQsgnwkjzElC3EUuOiEp6e7IMwZ9/d+8yGAOzirlFLSRkVITrYThjYwqND2N4LYSOjOEEZZdGkrVM7oUHJdV9NFDfZ5G/txnO0EP1K1WxZOsGihYH8tbhTPV2Rd7FoDX9H5jprZmOaUG5QeJljLczL0T4+ra1+bghzXC3Xbww1rZ3bNgfivsj/+8Ap/8X2/A9pZB76HHHsPXPPpoUX9XWkGVmlzspigzulzJ4oa/Qy+sHN/A9nzsjXVFnZ4vGJmDd6GMhSGA5ss6POc9csf1Wr3IAL0PWVyp04sdG9aV9YUeAfR0ZHjMmIw0RolCnkvvw9bEIE0UbJihsT02GBkNYg+lgCQxUpfnvYS3qUIS/fcgc3NVmItLIOjgrhKnphmjkD33mVOBXhXraG2Wt8SiWof+UKm3UQtLU12hpmoNa1VLIFyCV7+OSZX5IXRGN2YxVI3XA77uW7veUD3coYU3Zn2bDBHyZ5rxPSXwrRnmbqLtTff3Srt4AF/z2GN448OPFnV27AKgRU3P+5qDig9Z2tiZUSwj9N7GaWVKPpFnURMMAOe81PZRCI2t1OU5KWaBzaQwOTLAbOGQ5x5eAZYBOxfG54yEy4u5MEKQhyOp6xP3eC+gRxSztgxjNAwFhocw9zZ0XzABWxWNTxITquLGgjA1jaCULgwFVHiPoKC0kn/H/l5FyJ79TKHpYRn0aFhOkpZYnupACWrMp6qeKWdh71rm1Fa1vHXC2q5aPNUx8IVqYeswba9JGmi6p6hhSFcMgZuZIK+XeKDm7O46pS0DILUTqAdPyL1jSY+zBb7yMhAWpQbP6GgGPQlvH0PVALTmeceoZXajhXuMFrznmpedL14rGZ/10VpKGJkP7I1j/62TdZyvsL7YeRE0vMz7sMxw1sMian5Abh04aHzeC+h58lHTQ6jTA7JMGNpkrKETBe98sZwmcQoaMBoZJFoBzNCAuK8YBc+MhBR0YqC10AQTwlvSWrK4VA4Uggeyy5/Fe9/342UItyboUYOWp9YIa5tArwn+2lheN+CptRMXqsO1mQPYUYt+Seid+tgxd6SrDq8eAtdGYi4xjVYXOhoQCC8hF3emOvwGyZXN2V91H/0d8uw7bZhLtYL84Wxvuh9NRAPoPf44HnrsUTEFKDQ5BMbHlWVf6831RV1fAEYbkhjhbPnQuRGPfyw5geKi99a6kMVlwFouGJ1njzwrOzHETUUYnlUEByCbW+Q5A4bg4JFHxqfkh+V5CG8VwqAeSMGwYhbNTpf+eCOjkGoVem1lVGRkgARJYigtXRqKhNEpjVCXh6AZhmRG6O2l0Ke7ePazeO/73lNLJGwGek2DtvtZHgogUWtpeUUISj0MrwH02kwEWgFveZZuC+ANTuD2vtFvkcTe94DK6raHcBtuQC3ugFPu0AxxBwGwNujr88T2mu3HBozW7AG9hx5/HG98/NHCuLN82FX+RrXLgiumoRz6XLnWyeF9yQCdjwxQwlawhw29uDbYWDkXbaZCR0XoxHBWmJ1oeJLFzWOW10vLmkfoxPAh8cFcdHzQW374IisjnRjEkpVNDMmMDGKMJybMuWVoBYyTBIkJ/ngKGKUaiVJgDstJIp0ZYVnAUxdXRpLoYGMlTMEkGvPPfQbvfd+Pr2p6G7K8FRDoYXkCaOoMWR6tfDE1vrMEeLXvGAZ4Q8Gu/p3cC3jr3KrcIszFjN3wZEc/+PnWT7v+LO0Zhr5d4XAEwqg+eN4M+OKl5bly1rh5yhp3U7ketsfY3d/Dzt4eoq3xQ489jjc+9pj01saWs4o5skweC8u+BDSoEMJGBohYtxeztPKKzSUpQYTQIuaDf14wCM1D+xkJw8tyX1hFieFonfHNF06spTQC4xPjAWhhnYu5h88BZQD6+h++yERKBmn7AFKEwi0lSRTSoOFJHZ4WRpcIg0u0gJ4O0aHRusjc6grDExOXcv5GZHxaEWYV0Is3+ZXnng03+1mCXkuKgfTaWl5dUxtWj9dmBEqN3R20CnaV7Q3TOamYckqrjWiNbMF32pMPAJGo+xG1ggmhr7B59SU+Q+Y3NDew6VDx5e+kBlCMtvBceXBUrbiAodPqVre9PugBu/u7mO7tFVnahx5/HA899pg8uHx1WDcq3RXhaFeYXHRj8RVdr67xBf+8CIxh9oULpS9VB2Rry0FAjkPtHbuC7eWxXi/qe45LPz0vLW8u6ImWBfSkTu8HnmL2CqOJdFr4XApKxyMNkyp476GIsJ1K1taxhzEkbiwVxjZJDYyRGZWKgDTRMFqWNYAkVVBKg5kFDI2C0RrsGYtnP4P3VEBPrKWea61La75hO9r518jYtqyxcsUpwjAzgR4z0Kbtx/ka1Jqh7vf+o6HeKwOMP7jDH6QNvJoSHtxWszcE/Fpq6fyayY76ZwfnsQdnrDePbnndZO3gJMWQdZdB701vfhwPPf6Y6G+RamKp1zZkacthPnEebflQ8gXD46I3lwODiyGsswCTPGJsdFch0f5yy/DOwZP4JC5yC1sUNzOyzCN3FgxCHnpzs9wDWhJvi4WAJIwAc54B9PU//AzDhzq64IQMMBKtCsdkIiA1wuhM1O40yXJkhEbYotYKGtLLq0IWuNT0xISUiIPfnnx2/tlPl6BXcVnpA73ThrZ9GVuK+VNaZnjoAEo1CPCaxztS0WrXaDHV+Fv7x1C2vkOb3qfcA5LdANiUgFiH+a0T9nY5NK+r/d0REOzokjhNeL056MkBftObQ3iL5ZGNFcdjrk40K+v3or7nK5pedbIZ1+bThgJmDv200T8PUqRsfd1PL3ce1jnR72x0WJHlPPrnhd5cyQCHsJjKrhD6uh/5CButkGUeYMZ21PScOB5vpQapUdJLawiTVPz2mKUeaCtJAsOTzo0kkYQHewmRk0TA04WsbZJoGEXBm0uKnGefaQY91VKQ25bAGMryiiLkhht/uce21UWl0SNvdWOqJeRsAu5lXZF6Ge0Ay6s2GDwDJ3NeqxS5H/x4Xc3P9yRQ1sj4bgJ+TUdiIxDkMwS9dtrXGeLu7lfb0BhveqwMb4HSPACxdMmX7itlHV8Z/haOy+GB5K2rjH6E6G+h19Yx4Kw4JrvAAG0uRcou1uVlXjK/Csi9Qx47NUKCY5F5+QwRHBiLhQ9ZYfn+PBPwUxqgr/uRj7LMqxC+nxrR3FJdMjitRMvTOiYmFJLA4FIjbitKh9GRwW1FKVXU7RHF7gxVrEtQYiNPhJMG0Lv23KW1Q1tqubGXIUDAtL3HdjPAW04+tJWoNCRMiFa6Oajxt1KDHtgHdZt76C3rUv1G6twLIs1h7ymYH9czqcth+fPF/tDqE/j8sb2hoNe0SgS9uN9velzCW64ciNhZgVoWt8L2qpPHfNV9parlxR5cSNgaANV5CWuj47Gr9Np6D1jvar23ecjK2sjmvPjnxS6N3IdQmqXWT3pvwzS0R3/wGfbM2BprpIHxaQDbE6nLy61MMduZJEgSBWYPpQlbIYsLzyAlDsqmcFtRUrenA6MDYZRqCW3D08IE8IRnzD73abznvSXoUXBOXje0ba/NG95j22Yd1e6TR83hNTUxvKb1VjXFJsBrytNSR7a5E9+oSSYfmv1dBiRqSSS0w0FkBH0QwZ25TQxifn3JmU2cmzeaHdLBD4lpRfN8vkPcRtB782OAR/DHW63TQwxXo0Ny1RyUqND0pBODi95bdiVDLPzyQuLI5qFURUnGOM85MD5hhsLYHBxJ8mORiZkohzKZxdwhd16+nxj5XMCQjOiINvPC9MRPT+zfE0UgZiSpqsy8kMSFUST1eSCkplKnF7K70XU5TkkrGCBiL64qdLwyi6tw/Ok/FdCrFLxdf+5y/w1IncFlLbStM6xmlkcNBSWNrWWNiQbqAbzl8Y7U2KvbZAza5fvXDXF0CpbXX6bMrVNZh4EfEJw6zhj82rK97eyPW5MtZwV8w6tWynxvzLpz1Tm88noTgLaDHjX/rhbQ+9rH34yH3vxYUZNXPOwCYyvOlC/PYT1TW3dM9hw99gIIFu/7Wm+sDe1rNpTJOO+lHc1XppxZJ3ZSTur08jA3Q5ieD47KUgrjg8NyHB3JzAJ6RhOyzIOYMQ1+epmTS3prrDFKNVxwW9mZGKRGy/xIUpikCiaRqWZaaySpRhI6MaiSxfXMYkZqDLRBqDeSEpZl0FNEPYOB6qEtoc9YQPUO+6GGgpLGmRfUZthZ2Y8BzihKqW52t2RV3w12LSH2KcPa1Y81ejD3hqNnxfzaM67DwW8o+yv3gNd4RGw6UQQbWMX3/O4GLi+MloIRLBf3ArPU6e3G7C2kTu+hxx8tGFwMX4lC3WHVSorilLPwb64UIhdTz1xN83M2TlHjwgyUnRcGFzS9OPfWAnCZLxySvWcsMum88MSwkE6NLAtzctljPhdAJCUaX57J9shQXdMzsU5PAcqIDVQSbOANiY4nvbiSnCjcVbRoeURSxqIVCoZooqOylltVa5mXoaGAMD/j+NP/qQA9CoL+1QYT0WWW12kuQA36HVZNQtvMmpanm5Wg11TEPAzwSicWasr1Nn+O0LnuEBisMV8quW99rGZsLaMVRtS85f4kBq1AWH/tHDcyv9UbfN2JGm1dHsPSDzwQAE9RG3iWoLf0Vh9DZq4zPQB46PHHBPSISiYX6/K4cq5aujR84agcXVd83UmZY3Ik9taGLK2PMy3ivFpZP7qp2Oi2Ehheoe9Vsrml+4qUzxRzMwJIF5redKwxMur/Y+7N4y07yzrf7/u+a9jjOaemVOaQEDIyy6CC7VVM4kBVJREFxVawG2y7Ua8js4hI02IrODTQVwUJg9526MbGsWlFRRAhNJCQkJFUhiKVqlNn2tNa6x3uH++71l57n73P2adC33vP55NPao9n7332+q3neX7DQ5755INWK8z0jK/QumlMmiq0MSgpaaaKJLC2AuF1fbEELbwXt+EB0Fp/e5IEZ0bQ9cWxFzk7C4OHHuDXf/OdE7q53UBP7BoUWgpO5qxfFLMBTwgxf5VjLXZqlrNiWkcnpvpnOWPZ9/SrkzOYFblrDbZbIMGuTe/8eRM+6XZ+XMHemj23SOW3B/Dbk8h5R9Z3L8zrTiC4+AqlCYLo/2egd8PRF3qdXtneVvl5VPl61CLeyzieMrATMfbaOotPTylnfLUtaLbwl21gaY32QGbCSbgIicdOWArn01lMucQbGA21XwtZVoCZIy8cSD/nyzIPlqhypmdCpWcdSRyy8MKBGSfjXbYSRTP2mjyv55PEYUuar/ikl6bIMLcjsMDSpyuDDMnLkiggVlnxCSHoPfAVfuM3f318QM4BPbHDPG9bnSTmCznEnFy76Uy8OhTNngHOgJFZoCcmPbVipkd4RpMtIE0SIqX8vKMo0MawkxhFSsHK8jLP+abnsO/QobCLxHuHelsb/MUf/5mn8s/2p1To77FkcXsEPzeX7Z39uLOaprn5qyoXq//s2fK186vRBRjzxw96U8+yA+iVKSrl/apdGYKpLWlM7MUdJ6+EdjfswXBhS5qtMbylwFmXVZ8pWduQh6f9ntwyR0/rsc9Waz+zK5wNLK5vc20tuUVr/7tNYJfFTa97v0sj4Ss8V+bnhZme8OkrrTjGFAahoNWISWKJ0w6pBM3UOytAIJ3fmeG3ovk/WpqGmZ51lU5PRn75ZVnxbT5wfwC9cVz8NOjNEhzP9iDIaYJ1am63HfDENjfEbN51dqspJp9fzJjJidk7bCOpaLabxEmCUB6cZLh/kiR09nXHs7/wupx1OG0Z9QcM+kNGvSHnHjrElU+/mksvewLP+Ppnsv/wYaRUY8iWAqkUUikeuOtefu3n/wMPHn9o7qGwozxFTIPG4qP+mUTGHLnKIpXfPLJkzwDodsoMXIwA2d4onwUAusU7XV97uzk0xdcA9I4E0AsxYNb6X1rm4fnLY2dGtTWt8t5OOjVKSYqrOTFKVteGWCgbnBom7LktZ3wWS1HfemZ9xaeD5KX03hZmDG7Z0LO2svLean+yjxXiu1/3fickRMKX/T4RmaClgySKSNVYXxdHPmklighe3ODCUIIIgYqU1/CFvDzvzPDZe1JIZFTuxC23r4kK9OqUxKlHvzq/iROzpl9igrLdnlsnpindbUzrLMDb3hLP8eZuWyxeqzZD9bfU7ZC0GnTC/6WaSswTO8zl5jlHHBzav5+nPuvpPOe5z6a93B2DnVJIGdXAXSAjRZFn/MfXvZXPfOqzCxEY9bSUuRBn/78Bv518to9rUbnbuUpdHJ7cVAVrvyagx5xWf17VuPdKL+j0sBOfydh7W5vxwbYdGbbM2ytTk4O3tkpbKSs8ap5bO95bq61fIK5LwLS+orPWeo9tVfGN2du8sFW1WBSBHMFr/lzZOguBeOHPvc8Z61hq+hndSHvvrdfpKWxhUUharYgkUb7CE4Jm0+/FdWGvbaPpCQ9nfCuXJoo4VjgTnBeJDAnLgHDEUYTJM04/9hiP3Xs3f/EXfz5xZK0+dhJj9OxhuhhD2cx9tDMqKzF9u5gTtT6Toqi1vzNa322WtxCUIIVgad8ynaUu7eVOLZFFbFvgInYCtqnbxJxvspSSq668gn/xgm/mwksuqogLKeNJtlj6UcNH3vf7fOB3PzSxUp0qoGDnKm9+4ABzg0b/98785ldXZ93+1phQ53abrrmzgqgStAVyvHTnawB6OxS122aj80HviJ/nupB4XGNxJyq8MlGZcfpKtROjCC0vY52erYmYrfFODBsYZR2cGiYQIoX2EhRCmkqRG3Ltn886P7MrtMEJ0MaR5cY7NYTXC5bODBn519vPDOK7X/9+Z60jicY7KwhOjKR0XiAqKYoK90ljgZKq2ovhWVxJLJV/fNDl1VncfDTiy1/8PMfvuYfVx06gi6I6nq215FlRzQs8sKY44xj0+gwGA4wuyIYZxprJrWTbmNd5Zv2dsu8mbWDbmttZM8BpyA0VrPcxdmmvdKsF5uOjRlQJG+X7HIeCLiYzXiB3hmuvvZojN76Qzr7l6r1FUTTxRqRUfPrv/p53/sKvorXZvVYR8wfy26pDN2b69gp+izC9VYW4YLDBvNe75wpwAgDdgvXdghWcYxYkLZxLvehy71mgt7wyuQ3thqNHuO7IC8ezuhAY4MoRS+2EUG5Eo6ruCBvSqOxqFlsxt8aOrWsmrI+0NZlLlZZc7sEIMz0dbi+0obDjXL3CmLAP17O3uTFVdajDrlwnyqoRD3pxJBhlXsDXaUSkiSAv/Nm+20xoJCrsyBC0mpI0VHh+K1qo+MIOjGYaEUUCax2RkESpxGQj/udH/hvH77ubIs+9T1dJ0iStRMrltvM8LyowiOMoWEnC6rZalVTqfs4/71yuuPJKojiiKIpwvT/bCKAoCrQusMaQjUYIITl54lGKALjr6xusr2+MwYjpud1sTd8TnnBJVQUeOucA2Sjn1PoZ2ksdEMJ7CYPSvKS/RK2nnt6Rq6RERaoKZZBSTsKcm1n0zS3FvEYy5six7+Lpz31WdbtSka/6ar//y1+4nV9+7S/R7w1273XnHNRuR6A4O/D731X5Pd72t3xjEwf+QjWZexyyFVeb4pVKO/s1AT1CpbdUq/SuO/JCD3rlLDnYxyhneia891r6CvUKz9TaXcK6R1O7bMJ9RJCVVDO9UNFpW4WIujJPTxucEBhryDMfNWWFB848M2SF38NbOD/DK4zxaw6AwchgjEbFyoOed0j4L2isAjMrfYWSxpHX6ZW6vESME5Txy72VFCilUALi4MVV4cC697YvcOs/fJxBf8sv+XZUwCekoJGmYUNaqPZy7QNKyyPXTbeVYtscTkpBp9PlyiuexKVPeiLnHDjElddcyYGDh2bn3c1JSKmSIkp2ydmaXGP8BRHhvr3NTW79zOf4/Gdv5YEHH0IXGmvNGBqFX9jjPwtRHSii/vWvRyYFpC7dGkpJ4igiUtGke2NB0Ct/nvbUp3DT97/IS4YAIVWo+saf4SNfeZC3/tQbWV1dm7PXYrFqZmcAXAz8Hk/1Nw8AH2+68naR3w4cqlvEpzz1Ke5p+c88rntMRFlnF3/8LNALlV6dpR2/VjfeHSJqySs1kXnFznolczXHK+d9ZZFjXb3Ks1WenjGOoszYMzY4LUrXhr+cF7UEZeuB0VoojKPQ2u/ggOq5TABdP9NjPNPLc0+7dluxv2w8QdEKFZ21DiUUrYYkjWRIYxFhx4b0Pj0BjSTiE3/5Ue6+7XMVaSHkWAib5zk4X+GkaRzeqKkEjLJOEmwL15xNPkxLWdIk4dxzzuGJV17O+edfwP59K1x08UUcOnx4vD2sMkzXrD51jLN+eOqcxRhDb2OTL37hdu64/XYeeugR8qIgzzKcHa9aFFISxzFRpEKEFttnhGLyALLVgmT/e0yIzBZhVhfHEUk8OZtjrihnezt+4UUX8LJXvpyk0fBVrBDIKK5aayEFq4+e5s0//lpO1iyAi0W+z3ckuBmV39d65jcP/HBuYZfI4hXgLnTvNsnN3uUqu59QFniFcz5jy2yVdnd5iaXlperPfN2xo1x/9Eio8BxO+KFeSU4IUToxwoihnsYS8vesC17bGqtrajs1LC6krYRX5WzVjhr8isii9OKK0MrmZcXnL49GHgSt9O2v34KmsUJi8ekrpvL++i1p4rvf+H5nnSNRXn9X5efFfs9FHCq6OPKui0j51isNl8u5XVx5cRUC+PTffow7PvdPE0xtCXpSQGE0Whtf9ViLjFQQwoYDfQ4TK4J/V0UhwKAEQTH+LnqmyFR/+JJJjaKIJImJlKLZbHL44EHOvfACVvbvI45jWs0mnVaLOIro9/sMRiOGwyFbWz0GowH33nk3Z9Y3SJIYIXzA6nAwCN+hUJmlCVFoU8eylZ1BTwDaGO8pNBatNXmhMdYTOUmUEEdRCHaISeJ4jh93tjOkvLjU6XDTS76by658UnWzisZAKpVi49QZ3vSqV3Pika/u0t7OWz8zG1RmzuPs4wO/Rdvs+e3vWVaAbvd7ugXBjT2Ao1tUCuN2+ySnorAC6HUq5t/P9G44dsTfzzpsLe967L2tafWqCs/rW1xZ7blAdohp1rZ0bXjxsdfwBUdGcGZYF3Zg1K7Xxs/wyoqv0I48JCT7bD3rmdvSueFKFtf7eY1xHvRiJciC97bTikmTksWVdNOINJHowsdAtVp+Dy7Bi9tsKNJY+awqIWilMcfvvoP/+ad/VIULzAI9gFGeMxgMwFnarfYESEzLRAitYqQUcRRvs3QJsb0K9JHTOjBKrnqONE6I42imv7X8t7WW0WiEtZasyH1lpJR/PutIQuXlEzIEaSMhSZIpWcvioFdd4cb07GiUc3rtDKPRCBUpuq0OzTRFKUWjkVZgJXaqImdg1pOfci3Hvvcm0rLqU1HV+qooYu3kad74oz/LyZOPsRt7UnKPs36XXdAs5v5fYHx3r/52gtJtPMMCMpU9cLA1gmSnPcM7ERhuhsbGLfC4qr1d7o5Bz8F1R1/oU1akCE6MUFHIejvL+LIJr0GMyQ5rXNX+ekuZrYDRmtIbG2xihY+CL0kQnYfOL4BjHiQoVngRc5EZ3+4K37rmWcjTU55PGI4Kcu29t85BVpiwM0N40BMConBklukpSkmEC4EBMlR1wjsv/NyPMNPztyvll+uMej3+5L3vwppiF9ATDIYDer0eS91upbgTlX64Bnql9EIpkrIlm04pqYHeBAiED73QGq11RXCokkiJoikXhJhoEYbDEdYaBsMBcRyTRDH90ZDhaORj8htN2o0WzXYzVGAznL7ToDdLruK2R8wD5EXBcDiiPxjQD69hpdMlinzFl6bxNnvbbqAHsG9pmZe8/KWcd+H5gThSqDDni+KEkw89whv+zc+yvrbBJCbbmRXmtLXqbCqyRSu/eTO/vcwZ3Y5t4A5hA47FwPUsJ4c7VX7zWGO3Y6Xn5jo4pkGvG0DPObj+6BGuO/ZdUEvSKUNDQ1RyRVKVf7ZxW1ur8tx4sdA4PbkWNIpPRXbGZ+aVs8AyJ8/Z8TxuYieGsVWqijaWPFR4lrA20hjyEIJgqvGUDy8QL3zN+xzO0WnEpLEkKzROSZbSiFgJdNDhdZted2eMI5Zep5fGMdZYz+qmilgp/uZP/5iv3PWlSpxcB71Op8NwNEQEcmBzaxNwpHEyKTURMyxcUhBHEUqqirzYPrgX2+dntWAC5xxaawqtwwzOVzZx7FveaSAF/P2zHOscm/0trLXs6y57lshotnpbAHTbHdqtNo1GipJicdBzM8x0U3fxqRIZWZazsbVFXuQsdTq0my2kVDTSxLtghJgJqrMFL/6b+v0veylXPflqX/FJhQqkSRQn3H/nXbzp372W4XA0AznrXlixWGu3UOLK43d5uB235e40f3M7139uMbpjb6TIHlV5brtv1i0EzNOaQlG1tjAD9I75PD1bes+CnMuEBNB6vp6tfQVc5b0td2TUdX1h/lavALWfxSHLzsyGuPhxgnJhfPtrLH7sox2a+t5bjRZQ4CiGXqyMAO0co0yjtUMp/0aHhUW86A3vd7iw40L4ig0Baex31MYy5OfFChUJP/uTgjhSJGVFiE9QzjbW+MB73kmaJAHsxqAXKcW+lf1s9TawxldcG5ubfg4WbGw7gZ7P7PNt2DToydr0fjvA1JywYvxHN8aii6IiToQs55OyAj+jtY/Qqh3Ua1sbKKU4fOgcL7A2hq1eLwCDY7m7TLvTDNUbGDOvAAAgAElEQVTXDu0tc9rbGaBXXjJGMxplbPV79Pp9GmmDlaUlpJQkcUwcR4GkkNs3q80EPf/vF//A93Dt058yCXxSEscJn/vUP/O2n3kzdu6OW8denbhu1xpk73KXvRIfiwDUBMjNYGvdgqKXsxNGz6vKdg8FdXMqvrmcDNBd7tBd6lRgeP3Ro1x37IW1z0GMWdkwdy+TeXDj1BsXZno23LcSNBOSVuoWtdDmGleb75nx7M9YW83xjPVpyNoYjPbhA+UMTxfGR8YHnZ4uvB1NBy9uUYSIUueBUnzPG25xaSQZ5hqnoJPGJJGgCN7YbpjZGeOBpt2UJMFp4dNWJImKiCLF7X//V3zqk/9IFEUzQW//vv0MB0PyfIQTjs3NLaw1NJLFKj0lFZEKBEZ43mnWdhyrvv25RM1sK2pfbE+XB12dG2tIXKWvG78Wayyrm2ssd7oc2L+/8spmWc6p1dNY6zi4bz/tdrMSO0+AntueoiJmD/mm8p7HUoDRaERvMGR9c4NGmrJveTkIwBVpkviEGTmmg3YYyVU/P/DDL+WKa670cz0VVeCnooj/+V8/yrt/5V3jz2WXadZeDu9F7GePt/VdFADng+/ObO3ZgeDefLluj6zxrJZ43tjUAZ2lDu2lTtXMXn/sKNcdPTIuFKpsPDFudUOaiv/7EPbeUEXLV3+zMBO0Xswb0lTc2IuLrZwYDp/IUuQmiJc9ABZ5sJ+Jcu9tQR6qTGMtRW7I8jDTM45RbtC2nCEKsqxAG+sj8178xlucCN5YiyAJ6SlSes9DGnklf6QEkRDEcWBBgzc3jXx19IxLD/MzP/mTGK199TcFegLYt7IfpQS9Xi+UsgWrZ1ZJ4phG2tgV9ITw7LBSKmj7trsZhNge976dFBGT+ynmzPSsNWEJsakqHYFgmA3pDQecc+AgnVbL27qAQhtOPPooQgjOPXSINE3HoOfmVHpiPuhJ5j9mlOVs9XqsbWzQajZZWfLb6aNIkcSJPzFMjwB2OFjiOOIV/+4VnHvheRPAF8WeqX7H69/KJz/+ycm227n/beC3E/u5KOmxm6LNLQCcbs5gze2m1YNdnRSLNrm7r3dcIHfFuZlP4aZAr7zhhmNHuf7YkQlgdG6atZ1cs1nO6gi5elUMlWOcvhKuL1lcv/c26PXK/Du89q7y3gavbRFYWlPZ0wxFmaisHbnWGAdFaJl1qQM0jJ0dwiKOveZ9zuLoNBMSJXyevIBWU9GIBFp7AqPdVKSxxASnRbPpt6RZ47jk0ArnNBw/9hP/J81GMyzy3g56cRyzvLSCKXJG+Sjspcw4s7aKtY5G2iAJ+raZoBeujaKoWiIOZTLJdCu5IOjNYW8nyBHAGEOeFx78HKxtrZNEMfv37avaeU/ODFk9c4Y4iTn30DkelB3bwgh2Aj0pZglRtg/oyhnf+uYmS50OnWYbIUVF0gghxnrE3ao9ASvdJf7tz7yKRqsFOKIorjSHWTbiNT/44zz88Ik5IpWdZ15uQfvZoqTH2QDgIh7cPbfCtSSRRTjdxWrCOb/X7Q7rk3NWN7c1n/4cO10PeqX85NtvPML1Nx6tJSaPVQ3ljM+FwoAw8nM1lteFrWnGoxhOBBlLuSUtEB6m9N4GgkQXHvCsGHtvveTES1hGeeGZ3pDGMsoMeenUcJbRyFAUBiuDHjh4c8vjYDDUvtIzwu+5VaEtEgIasXddKOV1emnsF/9EIVElDhq+Vhrz/Ksu4I4v3cVb3/bWHUFPSIhVTDNtYpxBm6JyQAxHA/r9IdpopBQkUUySBn1aBWhja1YcRdXQ3c+ixNRMbwfQ20ngLKYDBsbP4xzBAlMwyjI2e5sc2neQVrtRESzGGPr9IRtbmxw6eIBm2piZqDxrfidmiIvnPabUBgxHI85srDMYDjmwso8kisMqzsiDVg34do0OFfCkJ13Ov3zly6r7q8jb1uIk4e7b7uANP/rqMOecPwdzZzH9e/wA6HYNBVh83rY4E7zz63ELgeBCEOjmge9eq7zZ92p1O3Q6neq+1wfQI5C1pYzKlVHxITfeBwfYid9lpzy6/v/BUmYnd2cY510UZftrgx7PVmkrJUNb+nJNtQOjMMaztIXfc+vZXUNeGK/JCxWgZ2/xLbUD8eI33eJiJcm0RjhoNmIasaD0n7cDq2uN98t20og4VbjCIqXgG668kOVmxOnTq/zUT/+MBz0hELIGeshKyiFkGVTgh+0+WdlVM7QiL8iKjKLQFLoA5yvENI6J47jSk5X+VM+6ykrWslB7OwV6SinSOMEYQ2H0VM7epA7QhXDD0Shjdf0M7UaLTqdd2emcg35/4BnXIuOcAwe3Adks0NuWtTwX9CYHftZa+v0Bp9fOAHBwZX8VHBHHCSpUzXsBvptvvpGnf8OzqpNAFEVIpYiimD9+74f4/d/50I7PtSgbuihE2T2Ew9cXU++FPFgEfhbWAs4CJMceGGA30x+7E3/tdpGvzIdH/+9Wp0O7066uueHGo9xw9Mi4ggu2zHJOXRYrIthVywh4IQMQmmDur6Wv+MRk4cmM0otbJSYHW1opMStM5cQwDvLCYAp/u3aWbGTIjAcpbb3zIi/KPbeGYcniInACslFBnluvz33Jm25xAoFQfiZZbTlTEpwgTbzvVilJLKS/PZYkQnJwqcnXX3EBg+EQISSvetVPYIyeBD1qlZ6gmn9JIcOB6EGvpB5EyOQvXRVaa4wxwW+nwzrJhDRJwnY16auR0OLWRcuLgp6UkkP7DxBHMXme0xsMfBVaO1uXbXF5Oc9zNre2yPKc/Sv7aDXT4BCRDIaDMIcwLHe74/CAGaA3U9e3DVHE3Lmfs46iKNjq9zmzsU633abTbPt0G+UZ2NL7Oyt9ZhbopUnCT7/2p2mEg6BkzqM4wVrD617xk9x/1/0LkyQ7iYLdnpnY2YfvTkXezkDjdtS97SaeWSQBZX401fbX5+YL7sIJwC0I4FNguws0dzpt2p12Naf99huPckNZ6dVneMEP72pEXzkctLVQUVvbi1vN9EqioqwGg07PJygHJ0al0xsHDhhj/exO+4rOWC9jyQvj53vG+HSVcLu22js3QgVY7trQ2m8uEje/7n3OCUczTUgigc29ZqbVjEmVxFjjvbbNyLO42qKkpJUqnn/1hTQThQlpBn/yJx/hr/7qL4NBfkZ7WwM9QckwjmdY4+BNMcnGOldVNXmRMxplFLogjiOajUaQskSB1R0D37Yk4ynQEzXQUyqi02yiVITWmqzIfDJrRWDUgCbMIoajEWfW1ji0/yBJGpMEl0eW5RSFrxgbLf/6pkFvOhZ+PujNmcnVWbUgol7dWCfLMw7vPxgWrgtUFBHFUe0ks1i198ynP40bX/qi6t4+KNYD331fupPXvvJnd1ketAPE7KEC3K0NXXxdJNXBuvOQzC0EdjtBnJu3kHyvz+PcAnF/u2gf3W6fmL9Lu9Om3WlV08AbAui5mgjZ1dr2cgXB+HKNvAjtsBXjtJXydqPHOj5LSFcJLK93Ynj5SdkiF7mpCAlN6czQWATGWoa5Ji98yId1jmFm/WUVdHxDS1EYZCyxwGikES/5hVucxRGr4KyQ3kmcxpJIlHsypK/4ZJjpScHxO2/nphd8PQcPrFRtZVEUvPH1b2Jra8uDnRwDkKxSR0S1n0wEPdl4djaZNjwrbLP8KYqC4WjIMBuRxAntZos49ozjGExlrcKbcmtMzfE8g60q3aGttjbZbbIYF0r9otCcWl1lubPkAbjZCHFW2gcqIGg0UuI4ntjgti3WdF5VN1XyzdpuVu4UzYYZWe7jrbrtNkutTnCxCKLIi68J8z2xIPC94t++ggsvvaS6yhNIiihOuOVX381H//ij21rDvYDfzpYwdgA0t6f7zwcCVx3Q88Ho7AOoxgC/N5fIzpWg2zXVWezw+c78jJwHvVYAPYBvvylUenXnRcX4uu3v0Y3rUGvH382qNcZV0qMqecWViSq1PRoV6xqsasGZoaswDp+XZ50jMwarHZmu3c84ssL4Cs/5CHldhDWUoaIUL/mFW1wcSYrcf1jNZkQcKWyhkQpaaeJ1edYnn7RbCQrLH/5fv8GLv/smXvAtzxuDhhA88vAj/Mp/fAd5NtoGelKMt4150FMTKca7gd60RUwIDzCbW1toU9BpdWg0Gn7OJ8fpxbN8ubPIC//aZPA/uirqaVrcW5b2Wms2NjaDHSz1cz0h0NaQjTJAEEWKVrM5tThoHuiJOdWe2BH0jLXkowznHKfW19BGc3j/AR/PL0NwRBxPCK8X+bnssifwL1/5MmSwpwmBB9DIs7k/fvO/YmNza24l8bWo/h5PIsq0H9XtWmWN5RacNdQt0tK6hbevTe6hc7MrR+fmRka5XarC8n6tTsu3t1Wld8RLVqoZng2xkKVOz2chi2DNcCGSXdRsaDakpvt4J9/GCklFUvgUNg+M3qlRzvS8/EsXBidl6PA8gBFWOo5yTWb8uMtY6Gfas7QINI7h0KALi1Ce6c2HmkI7VCwR3/8LtziJRCpwLmw1EwKlQAm/IyOKBUnQyaVJxBc/+Q/c9um/5bzD5/H2t715wgvrrOWBrxznt3/7d9nc2qja3KrSq82WJiu9xUCvTp/XAXAwGNDr92g2GnQ6nRDpJEM003Z3xFzGdqr0qi7X7GLlV9YYQ68/8I6UOCFN/eYybQxZllEKrrvt1tS+jGlI2A5EYpqpnQMkzvkFKUXmMwr7wwFrW5scWF7xzLEQSOXXb/r0l8WBT2vDK//tv+Liyy8bt8ZCeNtenPC3/+3Pec+vvGshEYj4mlR/exAXu71UjrsAp1tUZOJ2IA9YuD7d8f27RSpEVwmEFzsZOJqdFq12q3qyG8pKrw65zoUJ/HhOx7Y2N+Tlhc1n5fOZEFEF4+Rka2v6vXDyLkmOsnKzYYbn01W8hU1bP+PzerzgqTWOUWGqNZKZcUHq4oMJjPOXBSC+9w3vd9YJWg3lbVWFRuJoNGPSWHlvrYROM8ysDPzf7/kVssEWOMtLvuf7uPHG7wiAJtG5Tyoe9Ad8+MN/wN333FVrb8VUpSfPqtIr52zlgL60xYyyjI3NDdIkpdvpVHKX+kE+C/S2A99sEBRTYFOyuNoakigmTiKSKEZrQ5Znlcym2UiJy9DOCTJjNvDOKPLmV3vhrJmFSk8bw8kzp0mThANLy4hQ7QklSaLx3HPnXL7xz+WXP5GXvPz7iYPQumS7oxBv9bof+nEeuP/4Qq0ee6wCd68A2dWW5c6KhNhdbOx2W5+2gJRkL5HyEwt6Fn6/bsxoOzcX9ACa7RatdnOqvT0WklF8RTde61iyttTy9cYJy7b02gbLGc5VrKwL0hMnRS0/MlSIhArPjHe95bnfa+sCOTIqtJ8DhnZ1lBXkniZGG8dgmHvbmRJYBNlIk+caEfuKsxgZxEt/4Rbn8LIEJfB5ejiSSI0TkyUkiSKSkqdfcpj3/MZvcPddX0ACcZzwnd/+Qr73e4+RJAlFloeFPp6C/rOP/gV/9w9/RySj0O7uDHrU8/G2BQhMgkNJoCilquioPMu9S6HRoNVqkcRxbe/slI5vjnauPlOb59woz2xZnqONJlZeH9dIEz/Tq/Z/yBAIoALQiG3PtRjwzV4QXgJdHio9ay1nNtfJtebc/QcCyHkSIwp/UyEWB77BcMjP/+LraS8voVRURQfFUUScpNz6iX/iV17z1j01f3tdf7MYE7tYyMDeHz1/drbI69tLY77r63Q7SFrmXLI7VL2u1oM32y2arWZ16w03HeOGm47V9ruMPdueha2PmuxUxTcGqeq6MMOrLGk1wDSlV9eWY6OxF1eHCCrr/OIfbX1ElGdt/fwvC6sZtIFc+1m7AQrjBc1FYXD4atA5EC998y0uVhG68D16sxH7RGRtkQraqdfpaQfNJOJFz7uGj3/8H3nHr/8qWFO1S+edex4vefH38tznPsvPl7C4gNBfuv1LvO/33o9zLljaSmP/bqBH1RZvm7/V/rTGWqJq74NgMBiyubXJ0tISaTLOzhNiJ6Cb0X6K+dVeBXoBbDw7WoJeQaF1Rab4tjeq5oWzKsdZoFfHOzGj2iu/TFobirzwZ1nrGGQj1rc2ObCyQiNOxtXeFPCVzPVOP3le8C++5fl823dcR5I2xq9LCqIkQamIN77yp7j3jnvOfth/tguyd9Hk7TVuaj4buwdd3JRUZLvn9ewSZNyuerv6Z+lmdbtzqkJ/Y7PVCE4cf931Nx7l+huPVmqLMgRA1vL1XFUBjsXGSIlgLDcRwYOpbanzE1WCsrHlDLBMW/EZnjbo9LQdg2WuDUXhvbvGWbLMkGkbWFvLYKQZFRYpvY1tNNDkhUXEAgtkQ6/TU4lE/MCbP+BKoS/WBZ1e6c6ARuQX1sSR4CmXnMO1l5zD1laP333vh/j4x/8aJSXWmLDXVvCEiy/j+1/6Yp50+WU+CdVYhIAHH3yI3/yN30Lrolp+44fiCqlkTZzhFwVNyDt2AL2yavIb0kTlN11f3yAvclZWVoiV8knLzJaxTACfmPXvMVDJ2uzJBjF1bdEZzTQhCwuKStnM2FkiZ4YezAM+OQv9pkCvPJMZrSvQK4zm1NoZuq02S+1O9bxlmxurwFKXwFfmBM2gdZ1zRFLx6je/hjhNUdUScZCRIklTPv/Jf+btr37rwtFLu99+FjD4OAFwcVZ1Z3fDItFSe3FrzJad7CytmSY9HDtrJF0Jes1GmR/AdTcf44abjtZ0eUw4O2ZZAG09rKNcCF57v+Xr8LKWmhc3kB7lfow6c1vuzTAB+Gzp0NAuOC9Czp7RjLSfI2bGYk2IpLI+dNQaQVZoX0C85A3vdwhopAlxJLGF3zHZasQ0YhlU1dBpRrzgaZex0k7p93oIIfjvf/qXfOxvPsagv4XWWRUQqpTiOc9+Di9+0c10l5f83kkhePD4cd75678RdmCMq7oo9jHuKqi1K0Fw0PiVEpTyelmTXtSrJmNMSBiRaK05vbpKq9Wi1WgQJ3EQS8sZqSxzgI7JlZHT7HEZTlrGXwMkcUSR6xBX5ZmnZrPhk2dq2sRZ1Z6YRarMme25KsjRMcryas7prGNUjNjs9ZBCcmjfgQkwlaVoeRr46hArJkvpM+vr/NxrfpJzL7qQpDbbE1Kigt3t9ROzvb0M/x+PAPjxg+Bi9MFugO0Wqlrn782YAR47/kK742dnp/UoMz9PNzF+bLaaNJqNEBPl+PabQ3tbERTS754td9hU3lvvxRWynPn5E2/5NTehpSzRtBQge1Y3yFO0heBm0tq3s2XeXlZ425mQws/Qcx0SlP13fZAZssIXXdpZ+kNLURQIJXHCMhxYRloTRQpwjIYa8YO/+EHnnPMi1oocCBWe8rl5UkAjUXz3868lHw7J8jzYkxSnTq7ygQ9+mNtu+zzGFF6WQqgSmy2OfucL+dbrvgXh/AH38b/5O/7rRz5SbYwtW1kZdl+U2Vs+WVVXvrlIqQoUSmlJksQ00rQqwcv5lgr33dzqMRwN2beyEmLmoynRspjplBBi9lxvLujpsU6+ZJipZhuOdqsT7GBT7aSYpDPEDOGe2EG3Vf5+o02VXiuA9d4GxviY+8P7D1XJyhPC7Qngq2ikGR5fP9d73jc/j+888h3EaTrxHlTi7YH/8NGP8Z5f/q3HyX6ebcu5x7kgbo8BAXubD8IcfZzbCUjd3BZ58rW6Xdvcbd+TnciZUG01Ww2ajUb1h7/+5qNcf9OxbRXe+G8pAjhPfpb1FK7yc/a6PVfdZoytbi/lK86J4MIKFV/gBLQNchYbWFztU5JtmaenfUKysZ4EKWo6PhOqxTzY10ornPjBN3/QqVhicotwgkYz9lvPCp9M0GlGpJGkGccced6V9DZ7WGuqIM9up4OQ8Pd/+4/87nvfS7+/UYFemcJw9RVX8SOvfCXdbgcpBe9+13/mrrvvRkqJs7Ym2hVe7pFnaF0QxzHtVos0ToliVdsJMa52Cq19lFI4c9igH5JCoYuC0+tnWOoukUQRSeLvVw/ZFEwvAJ9PYIwZKiqiRhtdhSJOrHkUguFoSKfZIm00qgzAujhYLApwYgzqdbZaGxPWTrrqtcaR4uTqaeIoYrPf45yVAyF4gO0Vn/QZfKqWGr0N+ABtNFEkef1b3oiKI1QUTzC5KvIt76uOvZzNKd3e/Jbq8bfCj6sdnq4I2S0lZvGacCbIuDks8F6ojvp3bJcTyTxRtNtWdfp/NZoNkmajuuWGm8JMr9TpVTo8WVWj1XpU4aogAVF5wsNlqCrCkuUtrWVlRVs6M0wVVOstZYXxjzc48syHC+AEBkcW0lWE8JvT+kNNlpuwE8PP+HLt8/MAekO/iCyKpK/0lBQoIXFOEEUybEbzoNaIfcV35YX7ecYTz2dzY3MsOBaCNE1ptRsIBCcePsHb3/6rHD9+P15N4g/QPM9ZWVrmF9/0CyzvW2L11Gn+/dt+2aNuOPqttQyHQwpT0EgbLHeXSNOk2h+xUxvqQU6OWSJjkWGR7+kza0SRotNuef9oMOCX4Z+zWlqm/bBikmQpWSbnPOhh3Lhkt7YCls1BjwPLK8RJ4tv0GujVZ4Wu9uXYYSI+8YX26nMz3kwVfn8cR5xZ97trtwZ99i+t0EgaTBeRYxeKCBazkFEoxieWOvidOnOat/3yL9Fa6hA3xs/nHx8RJTF/8O7f46Mf/sjCbeNO1WDZbqtxHIXXfrFo+ok7a0R1U3KP3ZNa7MLSvZ2TpHeaIk53q24meO30mt2M3b3lNUmzQdpsVMA6odMTrtqKVoqTy9WpOOHfv6vHwoeKz45BbTzXG0dQlVH0piRKwgIvU2r1dBkTH/LxCuuz9oLMxW89CztxrWOUWT/jNsbfrkMqs3Vo54JdDcQP/Pz7HU7SbESkKiIPKudGNdPzXtuvv/ICLjtvmf5W34OeC8AYCbpL7UrOcOrRx/jFN/8Sj5x4qAr69It1+uzff4Bfe/uvkKQJ/+UP/pBPfuqfkFKQZRmD0YAoiti/vC9kwTE/CmoOyVAChDYmODFEtVBn39IKQkCalgC0A2kxFTM//TpK0PPluK72Aojal68/GhJHMe1Ws6owhRBzWdppkKsLdato7drcbjLQcXIf2dag573BecZSu0O70WKWA6Te7o6Bb1K8XILf+uYGx246wvO/5ZuIG2kFjuBTcISUbJ4+w499zysXbhXn/UTOE2kxkijQTxZLgf+SF1j0LnOtbQSRmzbr7wUL3cy2cTcCYRbd4HadF7r5gOhmzRDZsbWd1eaOv2fj6xvNBo1GWlVf1998IzfcfGzSeVF+F60LhCG1GV+Y2dUVLm5cAVZb0kKFV2YrWe1DA5z0FWyRG0x5fwtZHnZAK9/+Zrmf8TmCMyMbbz0rLAxGBVluUcoD8KB0YkT+nQ5HGvHyt3zQOSdJwzYzpfywP4klSlJ5bb/tGZey3FQMe9lEpSckxGlMu9MKgZmO277wJd7yll/CGh3Ay/fep1ZP8oL/41v5iR/7cVZPr/Jr73gH6xsbDIZ9Wo0Wy0tLRCoaA82ceVodqKbJDBeWhjvnkEpR5AVrmxssdTpVK5cmMWyr9sQM6crs3LsycaJMgrFmPMhwzmuJ1rc2ObSy3y8eCiSN2KYV3H7WrbLG3Hi/6HgoL3YUyIpaO7q6sYYQgkaSstTubmugZ7W7stwTMrUkSQjBaDTiaU99Ct/zgy8hiuNqcxoQ1gP4ZUJv/ZGf47477/UyBeYZ3Gc3pVEAuQYRXdlgWaY0iZEICmfYcjmbdkSPjMwZdFX7zZZnSCRRRV154LS48LhpzdvZNNfTspKdt/Q8Hu/w+H25HVlcNwGQMyQtU9H35b/SZhqSvsegd/1Nx6Cm06tXlfXOxIeC1o+BsQ6wxNYyFLRaD1nGtAWxc2VdCw4LB2HfrZezmBBIqkMFaKyf32vjyLTGOhHy9cIMzxm08fKWvHBYjAdgYxEvf8uHXKoUo9yggGYzIY2VR0/h6DRjmnHETc+/kmF/RJEV20BPSEGaJjRbDSIpyPKCX337O/nMZz5NGWrsgKLIuf/4fbzrHb/FNU++hnf91rv551s/Q7fdrRJTvCRiDHpUZ5Yxi1vq9+ZVez500FQD/DMbGzSShDRNfYJz2IBWl7hMMLoTQCdmgF6o9IytALYOemtb3o/bbfloprTRqHzHEwuKahacqoqbJVGYquSqtsB6Ct+DlZrYg3t64wzWGNKkwXKnO0v9NyZtauBWB7+y6itZtyzP+Q/v+PfekZGktRY3ECJS8jcf/O/8xfv+GO0MudPkGIqpGktABUa+ivNHhkTSFgkHZZtL5BIXqWWWVBtFTOZGnDZbHLcbPGw2WbUDhq6oKr76CUDhY9BSEdEgJpGqAs6RLRi4oqoW57XEsjrIa3Hoe91cNqNy37nFdXMBb+fKbqrtd9urRDfnJFvN9BopaSOt7n/dTUe57saj1TFXX6Al6peFDIJl35rKWgVYBg+I6rL33hKExuXODAJra4JUxBGcGdoGp4bzFV5wbhjryHJNVubnOUtv5MNEpfJdeH+Qk2uHivzzDYcFWWFJYoH44bd82CkhUMIn26VRhFQ+bUUISCPFSjvlO577RPpbA0xhJkFPgFT+/3EU0Wj5ZdS3fvpzvO2X/4Ons6t0EsPpM6c5dOAg73n3u/n4336cP/yjPyaNE4QUtBrNKsgzz3NPaBQ6OAAU7VabTqvts/7mgJ4LZ47CGL+qTgg2+r0Qh9WsACcOoaTlY8ft7hzQG5eSlUavNFGXLYBzjmE2oj8ccnB5pUpbLsNPxQxNUzmbLr+INgC2cTbkCPo8Qev8vKI8c9YZyPI5ShCPAgDmRUEjSdi3tDKr4ZvSB062u2U7LtW43T21eoZffecv02g1w9C7fKzfowLQO7nGH/3Q2+i7glU7ZN0N6bscjcEFMFFIUhSpGMuUjLPEQnFItrgqOsDl8QWc33giK+khIpWQ6R6Pjh7mq9lXuC0/wd3mDM8MuRcAACAASURBVKdtn9EUdEknSZF0RcpB1eGwbLEsUhSCPgWn7IBTZsCaG9C3RfW66h1EhEQhiYSfLFq8HEJj0GGr1/ZPs9ZtzKsip8Bo15QZ5xawqrk5kfJ+HiYQ27bOzQoqaKTeO15evu6mY1x/81Em9t6WARwzdHu4eoJyTY9XvVVbtb2e5KCyuDlLmL2V3luwzgS5i6sqvlyHyyFNJdem8tQWxnodn3Pk1u/VyAtvECjC4nEfSQXiZT//QeccNJuKJJIU2h/8rYZnbZ1xXHnRAb7uyvPYWt/yxvsqKy8kp8gQGhqqGBX5ZOQf/7Gf4vTqYxPVhNYFd95zJ+9+53/i6quv4rWvfX3o1bMgRLRVIrKqVRulPKPZaNBtt+cyreWsTRe6GugORiOMNXRbHbyP0FcYcRzVAkjZXvnVgK8mVhmvqDN+Y5NzfkBaaM2ZzQ1Wul3SOGGYjWg1WuOMwEmyNryngsJo7+IwGm3MeIlQBUBybOELWkg70UIEkU+Q90x7VqUUpJH/UjeSlFhFE4ermxJHi3rcV/m3E3BmY5OX/dBLec7znkvSaEyMHKIkqR5/78s/yNpjX+UBs8Z9Zo1HzRZDCgyOGEVXpOyTLQ6IBk0RkTtDnwKJ4CK5xDXJxVy18mz2Nc8FmXiZttM4M+SBjS/z5cEX+HT+MPfrM2wyIsdUgJMSsUSDi6NlrlYHuTA6h268n0gk9PQap/Up7ioe416zzmnXY2ALTAAxGSrEpojpiIQ2CZFQGGfpu5wtN2LoDHkNKkWoLMvWXAaQ0aGS1Nhtxv8SiGaZyepypN11i262xGWHltlO7c2o2tsAeuWV1918jOtvPjZe+VhjcW3Q5Ylwsip1e5TxUG6ckalDRLuUHjBNtSMj4EFIVykf4BOTHUj/Rc6K4MUN6oxBFirAUDj0M01WOJT0ZGJ/VDAqgkMLx9ZIk2tDrCRCOAYDjfjXb/mwA4iVQJX+WAgzPUGsBE9/4nk86YJ9bK5vBcnHGPTEDNArK4Pf+Z338ud/+WekSeK9vVJhneXEoyd49jOeyZvf9Cb+49t/jbvuvRtjDGnaqBKRxysPvdhwlHkD/+GDB6vWdLvIV1QuBV0UFQEwzEbkRV61eWUlI4WPXYqmggnqID3eX1vf2F4DvRD8b61ldWuDNIrptrsMsyFp5KveOjAXOicvNFmR+6XjeKG2VJJYRSShKoyk8ta1Wos5q0YTtegsXymacGY0FIVmkA3R4Qzo3w9EKqKRpjSTlCROZkcZ1Cx75fNvDfq84Ppv5cabjwYL2tidoeLxvpKlD5xi88/u4u7e57lVn+BOc5pV28dgaYmUc2WXq+QKl6plVuQKW3aLMwwZOMN5aoWrmk/h/H3XQNQB0QzelALsAJut8YXVT/DZ7Mt8Tj/KKdtniK6Y3g4pF6glnhkd5pr0Si5ffjLtdB8gMCbnwa17uLd/G58pHuZus8qaHZCHk1aMoiNTzpEdLpYdzlNdGiIhd5pHbY+HzCYnTY9NNyKjfIykLWLaIqUrUqLQrvcp2DIZfZdT4N1CKswYQWCwFPi5pN3N8zvl4JgbKjBnerpN5ee2N8WNRupBLzzP9Tcd47q6Tk/UF4u76lgbV3xBnypsrboLJ+cw8wuRezUnhqjGROViH6fD3oww+9PlAnAIySueyLBh65mxjqywVTJLYQy59ro+HeZ+ufamBWNCWMK/fsuHXawk2vh31GrEJJFEh/y8ViPi+mdcSrcdM9gcVAeZnAIIH403mZn3t3/zd7z2519Nt7PE/pX9pGmKRNDr93jk5CP81Uf+jL/+2Mf4i7/8K9/iBnRwAeiyIscaSxRFtJstWs0mcRzv6KAoQc8UBSYs6h7mIwbDIfuXV6r7ldVdmSislKwE0mIG01pl7IUzjDH+gy7Jho3eJlpr9i/tw1ivnUuTJKjKc0Z5Rl4UgQnzi4/SJCFWEXG5wGcq8mlCjC09SPstcGLitc6Z1lVf7KLQDEZDRnnGMMsYZqNKKB0pRTNt0kgSkiieWOw83eKP8hGXXXoJP/azP4GKfJhoVU2qsZ2w+akRnfed4eTmHdwm7+YLYpWvih4FliVSnuSWuMrs52nxs0njLlqPuDu/nfVoSNd1uZInkSxdDGoJZAtQQA6mB8U6j63fxme5nX92j/IIWwxMhsURO8myTbla7OdZ8iKe2voGGp1zQabhpFBA0ePeM//Mp4e382l9ghNmixEFAmiRcJ7qcq06wFXxeVzcuJxG1KGwIx4c3Mfd+hFu06c5YTbouRyFoCkSzlF+Bnme6tISCYUzrNoBD5gNTtoeA5ujhKQlEk/MCBg540GRjBG6atLFlFzIldXVnHmfqFeOZcVfs4LN2oM7iwBJG77SKwMKrr/xKC84dsSPN8JM18/sZCUxq7O6NsylS926CTtpg1U3xEYFjzqldcwhlS8oirDApxwP5Nrn56mwPmJUOjPCuxpmlkzb0PU4eiPP0krh2/re0M/8okggnKWf+cfHSiFe8ZYPOyU8Y+ewJCFBOVJ+7WIjUrzoX1zFKMvJB9l80JOM291w/drqGt9103dRFAWHD57L8tIyUaQoioL7HriXf/+mt9ButrnlQx+q2sMsy9BWE0k/w2s1mz4phZ3kJbW2odTPFUU1XM2KnK1+nwPL+2pkiJhIWBZyPMMqJS0TVdRU66HD5iTnHIPhgN5owP6lFZRUZPkIEIxyH2vvwj7aRpKSxmX4wHYmV9S0fKoGxFX454wZ0jxV80zJs/Bfvt5gwPrmBoX2m+fK9OVI+ZNLI6yPZAoAtdH0swHv+u3/hBCyGnwTAFQGkXK0btj36lWGmw9wq/g8n4/XeJhNDJYVGjzZLPPM/DIuWnoaEAGGU1t38XC8Sts2uEJcCcsXglwC2a5VelugNzhz5vN8Ib2HW+VpHmGLodA44Uis4iBNnuoO8LTsIi7rPgeSlQCcElwGpsfGxh18Ud7JP4uTHGeDvs3BWZZtg8tsl2fYwzw9fibt7gUgY3CG0eAxvrD5ST6VH+eLxWNsuCEKyWHZ4Vp1kGuT87mkeQVN1cE4zSOjB7gvf5A79CnWzYiGjDlXtjhHtpFINtyIh8wmj5hNztghI/zsOkKSIIlRvn0UjiwQQiZAn6xVjTFed2oCYVTKesaVoZtgXR2zZS/19tYB33bjEa676Wg4pibF0RM6vdrJtWRnqxrSTsqq7AS764HRJyiHKHlT6myp9tu6GmtbGBsWDnldXlnpaRucGSWra0tW11ZqDmvxEVQIxA///Iedw+/ESJSgML46ajcUSaxoRIpjz7uS/mCIzor5oFdGwZetoXOMRiNe9q9+mLvuvZMD+w5waP8hkiTBWMujj32VG771On70R36EV7/mdfT6PUDQbjZphuj3acfE7qA3lpMURRFmXB70Nvs99i95O9oEbJSxU7XU5MlWdxx6OvYajrVzhc5Z39pkqd3B4RhlGbkuqmDRRpqSRgmyNOqLWe2pqGxySikf2T+HaWUe8M3qUOddCv8cZhn9Qd9H2wvJYDTAOuerkmaLdthsV9cMnjxzmt9533v8wvdGo2bdE6gkqo6ngz99krXjX+S29B6+EK/zCD0MjmVSrjVdrukf4qrlb4QoBVvw0PrnebTZp+lSnphfQPPA1RAtgWwGYMzB9mB4hkfWP81t7a/yv+RpHqVPLnx0UOoiDtLiaXY/zxheyEXLz4V0ZVwtuhGYHptnbueL0Z3cqlZ5SG7SpyBCcsA1eIrbz1OzC3hS57mQdEHE4DToASe2vsjn4nv5vDjNadsnspJLTZenmoM8M3km7faFHiSxmGyT29c+xZfyB/iq63NYtLgsPpdLm1cgZcSp7AR3ju7lf+nHOK7X2HB+fNMSEUuiQVf6VnnoNBtmxKYbVcAYo2iJmCWR0hIJEYICy5bN6DnfUueVQGe7lMaxvRJMU79sq2x4r7/5KNfddBQdotxV0Nzq8gQZKr6SbCjHYrrakuaPmMp7W68Ag+IAEeQl1s/8nIAir6WvgHdihArSE4WG3HjnhdWOYe5ZW6F8dl9/ZMhN4YNQcGwNCwptSSIZ9LMa8SO/+PuuNMorSXXAJbE/+J5wzjLfcO2FbG32vMZlF9Arb9Nao/OC9/z2f+Z9H3gvnXaHCw5fQKPRwAGbGxs0GykfuOUWXv2zr8UYHUS8asKTK2YQANPAV9fslWeUotA46+UkuS7Y6G2x0lmaqBrHlZaYzNur+XPF1H3ravcsz9job3lrjXVIIUjiOFR0aSXgnABoxkRQFEUB6GRtdjgL4M4e+BYBv9EoYzga0W63GI6GbPZ6DLJRWPLepNNsIaXPLHxsbZU3vObnuPTqy73TRI5Z6SiJq+fs/Nqd3Pv3n+ArnR5fUlusMkQLS9clXGzbXDqQXJqdw8H4Ajb1KY4nj5E1Uxou4eJBl4s6z4DOoQB6ApwB0ydbvYcvidu5q7HFnXKNNUbkYjyTO+AaXGP3cdVgmac1nwedw/45hASbQbbFybXPcFvzIT6nznBC9hm5ggjFIZo8ze7j64YXc9HKcyHujEHPDDi5diu3pvfzRbnGGTGk5WKucft4en4+V7SfC8kSiAQwYIac2byTO+RX2BJDlouUr4u/jrR5MJTcGbef+SSfyL/M54qTrNoBEsF+0eIS1eUJcommSHjMbnGf2eKE2WQrAGNHpJynulysljgkO6QyYWhHfNVs8aDZ5FGzxYYbkdU8LF6gLbY5f2wgWpIkIU3jCg6vu+ko33bjUer13IQXWPhdOuXcXdTSWCpW1o1lfrYGsdaUuj9XOSbK++vAtJbiYx8yaoMzw/9XFIG1Nb6Ky7Unjkzh2+Zce6WDDvtyi8JghQjaWhD/5i2/73zEufUzioYijiTGOqSDZ155Ptc+4SAb61tBfrID6NVWP+ZZhjWW//E/Psbrf/H1NNKE88+9gE6rg5R+TeKJkyf42J/9Nb/z7t/m4UcfmUgTnufIEOxsHSuJhrzQwdbiV0eubW6y3O2SRkktpmkycGDSk8s2xtXT5ZpCa4aZZ4SVlDSSht/LWz33PCeJ17SlSVxJPMo5TMXQ1kDJx2QbqHIIo5nA97UAPxs2qrVbTXCQFwXrW5ts9LZ85d9qoaSkN+hzzv4DvOonX8XFlz1hUqRcIzNOf+ATPPjnn+G+eMQjsk9P5NhQja2QcoFucE4OsdYYpdhKFT0l6LqYC4sGF/a6XNh+MqJ1AJSCImO0dZz7zT081B5yR7zJV+nRE2P2VSEDqHa5tujyxP4BLlp5FjSWPOgVQwYb9/IlcRf3NwfcITdYY0guLcoJ9rkG19gVrhy0+br0+dA9B0Tkp++DNe7ofYI7W+vcLtfpiZyOS3iKXeHrhhdxyb7nhso0CSA5ZGP9S9wZHacvCw5lKU9tfwMknfCBF5zY+CKfje/hi/IMJ00PDJynm1yru3xr6/l04mXu2rqNvx78L+4w65yxAyIkF6glnhyfw5PiJ/DE1uXEqkGmB3x58GXuyo9zuz7Fw3qDrcAzCwSR8zKhGEUk/K7a3GlGGHIMUeK96WUV+IJjR3jBjUcoYypNkJ9IGVxP4bIKx70OragSEicIMitXrYHVYbG3qlQcAeyU/32l4LgsLPz6xrEGs2JxpS8whpnPy5PS29gGmSHPbTVD7I1ycuOIQp5fL9Nk2pIqifjRt/yBk8IztVI44nLvrfTOjGdfeT6XXbjC+pnNCaCbBXqlWBkhGA0GCAQPfuU4L3n59wFwaP9B9u87EBbLDHnk0Uf4vXe9ly/f9WX+/h8/gcSLFAtdVPq0yl0RdjM0Gw3PcEo1u82tgZ6zpWvCpwk30hQlozA4LSbjxmtrIydAVYznhKW2rmxJkzgOleOkuNnr9qaFoP51xVFMp9VCCkUUydDOqplhofWGZJTl5HkxTpYRYveqb4/gV5rI66ystZbBcER/OBj/PYD9y8u87BU/xFOe+YwxgxuNBdKrtx3nC3/yaVYjTU8W5NJ/BsoJGk7RNIolq4gcaAFD6TDC0bCSc4qYlS3orBfs70fEVtJXORtLks19ihNugxNqwJYsGBRD1k+fqgTFDRex4hpcbjtclCUcHjXYzyEkiqHb4pHoDCebmrvjAScDaFrhkE7QdQkXuA7X5C0u6Xe5rPlkongZqwc8OLiD+5ur3JUOOC57jNB0XcLVbpkrBl2elX4jdA/7Ss8ZyHs8svZZ7mmdJpOG5ZHguck3ItoH/GdeZNy3/k98vnmC29QmG2JESsQlps2zskM8u/NNYS68xkf1x7lT9jhlBqRGcoXp8jQu5BndrydO9+EX3GiG2Sr/uPYPfDq/nzv0aVbtgByNcp5hXhZN9skGbRFjcGzajDN2yIYb4RKBqMYTjhfceIRvu/HIfD9yPU+v9M87/x20UzrSkhGuAgYs46h5ylw9P2/GeiubdfW9t2FvrTEhQdnHTxUhpsqTIn7Zt3HljM/r9nBeY2lDzh7WIf71m37fgaCVKtJEoAMj0kwjkijim556MYdWWqytbVZWqm06vSnws86SZz5fzxrDdd91Pb1Bj26ny7kHz6ORphS64NTqo7zmJ1+LkPBHf/JfGQ6HnsERpf0tqqqfenhoFEU0kgZJmlSzhPpAlQr0SrFvwdrWJo0kIY6S0EqWfkC/kpIK3MaLxif1bm6bAHTSyiWC4i3UqzIEsSovPZEhDKDTCrs7pjBnZnLzlHjYOegPB+S5ZrnbCXaxBaq+hcCPquUQk2eTCvz6gwGD4QhwdNsd0jTle77vZp72nGf5EUHw7wJsrm/xpx/+HCNlMeFsXHc7RBaUE6iQmmEDzkZW0DWS/blgaWhJhxppLTpWDBsRZ5qCtcjSiwxauAlpsZSCpUZMw0qWcsHSwNHdzIk3ejjjJSIbIudU0zJoGgZKo53G6IJiOMRs9El6ORfaNhflMd0RpEaSS0svha+mBcfVgDUyCixNF3Gh63BN0ebS/jKXNZ+KSpfBjFjt38ed0YM81tAMhOVgLrlk2OaJ6dVEKuGxwYPcHj3A/c2C+9QWQzQJigtNi8sHim9Wz6GTrHBn/4vcmp7g/iRni4L9LuWpdoXr3TeStC8A1QJicH7m+cDaZ/kfo8/zqewRTpotcmdpiYhDss1laoUnRPvYr/ZROM2jepV7zBoP6Q16scElYX6H5AXHXsi3HvnOakG3L+kIiUKggvPMhBO8iCROhZbUlXNy36raeoUYKjql/NGiQ7qKVBKsZ21t0Ok5IM89wAkpwszcVG4xBwyC91YKiXGWwchLVKTw0qHh0JBpTRz7wqI30oh/90v/xWEdUem1lX6+FUdeznD0G69AKcHGRqnRG4OerIFdnARrlxQ46yOPijxHa8uNL7qJRx59iDRJOXzwMEudLsZazqyv8sM/+MNceO75vP+DHyBSikiGYX5I/Sgz9N3E0m2f7BHHoUqqhQOU49miBnrOWVY31ui2O1XiiKhVdzKU+yVgyCARQZQ7OsSUv9JNspZ18XB4bPmKZD0JWYzFzxPPOhf4Zs/z8qJgs9dnudshDjFPjwf85gHgrKu01mz2euR5ThSq1u/7ge/l6V//bG9HCwxunhf83u/9gw97FDM8v1VyTuifAoMuESgDqYGGgdQKMI5CWEbSMRSGXFqscJhKdlQrNxxIHKlTpEbQ1oLEOISDQkJfOobKkgmDlq7KISToJRMrOSdOWdLQHBrEYIguMh4bblJ0YCgLBsWI4WCT3qOnWKHBxQEkl0ewpBsMRcFmw/BYanhY5WTOcMBF/097ZxMjyXne9//zVld/zvTs7M4udzeMSNA2k5Ch7ViKnEjWxbHgIPHFgOGDnQABckjgBEYsIIcASS46BEFgH3PyzYYPukb0BxyTRmQFioOQEk1JpLj82CV3Z3Z256Nn+qu6qt4nh3qr6n3fequ6qrtnuCtrDrs7vT3V1T1dv/4/X/8HNxceBkEMIYG5L/Coy/jIm+GEAiwg4YOwKzt4NvSwOwvRiVoYdWI86rVwIAJEYOxxFz8Z7eBL0UsY7v5dQGwlIbhMWnoejP4fvum/jzfpCA/iMyyiBfoLDy/Ibfw0buBnB5/Fte5NRBzhvckdfGv6HbwRHeDAmyFsJddOGy18+Z/+E/zcL/4CIJVhpy8g1QgZhRJeKEGqiCE9gmx7iH0B2QJiMj0NGJz56REInXY72aPdUutmY4n5IkQQxjg9nyWCRTkvx3HikCJVFVfGyk8vdVCOZValDVNHZeWwHMUJgBdRkmNMR+Po3371a+x7hCCW8ABs9ZIqYhgzfEH41Z9/GXEc4+x8DEGk1F5S7Wm1W2h3/MRoVFsRaBpzAo8Pj/B/vvUtvHPnHUTzCPfvfoLv3XkHp2cn+NVf/hX841/4Rfy33/5txHGMbreTmw4gW7uJOIqxWIRZoyQRwRMe2h0/W/Vo7qQNs8oSM+Po7ATb/b6CHmV9asKjfD+sEHkl16qwAiUjbyyzpeLmtrd8kH/5Ym83+IDyHbmLRYizyQS7wx14nigFX1P4lf+Xeet4OsV4MoEQAu12G//yX/0L/NTnfgaeVij6vd//BmYLhmh5ahOWSninHwxJn1PyAepZ+c8YEBLpvBJCqYbIVU2StDajfMkRZWNShKSpXyTL7pM3PSchdJyaDqQmmFqLhWCgJQFfEloygTCzREiMBUmEgrNZYQLhaqeDnYjQP1+gfXSG1nQGryMwETH2Zyf4+PH9JJcJDzvsY0smimMGiVOxwDmFmKouPQFCn1sYcgtbsYDHwFwwRkJiSklHwFXZw8vxED81vYa/NfwC0N1VfYwhMDvCt8+/gW/3T/FdcYoTmoOYsMd9vCKv4Ivxj+G5wSuqb5GBxRh/cfI6XlvcwQ/oHLN2DMECO9TGz/+jL+Pvf+kL8JghWx4WbYHYI3gM+PMQ3nkIMUt8NWVXYN5vIRj4kP0WYj/5HbfbPjrtpFDXbaecKI7FpX5TabopjCROxjNMZguMzmcIohBBmIyakXJMni0ipegSx+ZJkMzaCqGquEGMRRhDtESm8MIoQsfzQL/51a8xkXLZUDOurRbBEwK9dgu/9MUXEUcx5kGAdruFTreNdluFZ2m1FmYzb8GNmCxVo96Y56fnmE2mGGwN8Or/eBXHjx5j/8E+HuzvG1c95e9lLIJFsgVNqOqnnwz/aO931bKSuC4nSfkAZ9MJtnp99Drd7LyyaQnSfIPT6m06fA+l4rQpEeN5FqZCHKC01zjWBd+SPN94krSY7GxvF0Lh2vBbAsCq/54HC5yNk1ajju/jK//ht/DC334x+/8/+uM3sP8ogPCTN2YcJRMsqaFqWiUXLWSNzU4vusy/EEb/FxR6vFYCzbSdKKuaOzpzpT6FZU05JCOFqkE2Tprzc8eQpBooITMJw2paqiUTRdqSAi2ZOIqExAiERCwIg34LrUgiGI0wOzrCoOMhXAQ4GT3C6dlxVtkkCHhMaLOAj8SFNyZGgGQWmyAwhI/n5TZenPfw8uIZ3O79BERnG/H8FPfm7+K7nUd4pz3FXTrHWLXi3OQ+Xomu4OfiF3F7+JOqwiyBaIp3zr+F1/17eFseY8Qz+DHhhuziy5//Iv4B/zjajxmTF9s4+ZkdRO0WWosYnUcBdt6coXNMCF8ZYPZSH8HNDuRuF61hN2ldImu3bpmJKpfYqWm5wDCUOBpNMZrOcTSaIgjCxBE5jsFxMlsbS7UVTe3FTTajJa1MqcILojh5x/zGf05yer2eB98TCOOkbeXGlS5efHYPP/78NVXB0fJ2WXVVNSUjDwML+2XtZTugLKLJ/dp0C6mku3s+m+H06AR3P7qLg8OHmM/mGB2fYv/BA7z3wfuZdVSn3TYeIw0/wyiFXmJiejY9x3Z/C51217CDJyvOpAqVJdQWN0Eimy9OlWEBDpZZwWbAl98hWbNJOBmdYXdnqHYAUC34rQNA+25hHON0dA4pY9zau4H/+F/+E7qDxF3mz//i+7j74BxeS4OetjQ9i2yp5GSX7LTNXKpV87aMlB24p/zzHNX/tAEj3dLFJfso0t42Y3RKbfRKVxpk42FSgiRA2c8kalRyrgrTv0gvGhHg+x66vkA0n+B4/wH6HQEKFhg9eojZZKwt1EnOu8st7HIHz8s+bgUedgMP/djHubfASSfGx+0I98QUp5ghQIw2POxxDy9FQ3wu2MPL218A/H7y3KeH+J+z/4Xv9qa4I8aYYIE++3hODvAlfhb/cPvziF4aItrzcPrFHci+j1a/Da/rA30f3CKHd2DRGoar/AW1HsIy6KXQTAE5C0Icnk4xGs9x9+EpgiiGEAKSJSbzpC8vTVlNghhRGKPlCTAxJrMQ9O+++jVmTmZtX7h9Fc9c7eMzt6+g321lbxZ7+NwFvfw+LuiZQ/xkeeXZlyCRo4vXekEXwQKTszFOHh3hez94F2EYYjad4fx0hMP9h/jBh+8nLStgzOYzTOZTbPe30Gt3i5BrEF6mYXyan2t5Hnw1I1s4ZSrCheytZoS0lGK+bZaovqSSmhQXut0O+prrSWmGjhrArwEM41jidHSGSEb4/Oc+h3/9lX8DAPjf//cOPrx3Aq/lgUGIw1j1cDX/YldVp+ReameSdpuZKyX14ZWeu5Sy1OUEzrnV/EKVyihTD89Y7XhIm+NzWLJyGdZmVjU3Yb2TIDEB8eGTxPnjQ4TTc3Q8YHJ4iOjkHNvcxlXuYCgFfAYWxDihGMciwDkWmfuMB8KQ23hObuGFwMfLwXXcat1EPPCx/xMRHv9NH6Ohj2mbsffsDdx+7m9guLODTr8H8oTTx6+Ebc2BB5W+sP3+bOhJGK+RbrQRM+NoNMPByRj7j8c4nc6wWMjMuSdWfXtJFTfp76Pf/YM/52efGeLW3pZqTM5BVwU9WFVb9cGd243roFM/I/SLl6ovPSKqn3QvaeSNwhCzyRSj41M8fLCPOx/fBSRjMQswnU5wfnyK7737braY22UtZfbcpXAXqh8xUX0tTyXh07ySVaQoA5/vSspcUwAAFfFJREFUtVSOQy1FYWlezC7wqpclimPM5kHmYrs9GFQoO6qp/lZO+CFWii+KI/zWv/9NvPLZv4e/fPNDvPfBEYTqho9DiZhjt+6kEptzyxU72XancoRSHUvtXjZeP07fZyLLvaaH9lpJuxAYarQpBjuEpdPnhMtNAQo+eiqcTq3TU9sz1oxiZWItnC/JZk1BQt+Fka+nG7R99CRjcnCAAcfAbIaDBx9jgQh7z9/E8OY1DIbb6A0G8D0Pu8MdfObF53Hl2lW0e114vp9sCysz7rOhtTHglas8HXpshMW54s7/nUNP6jBkYBKE+OTwDPcORrj36Ayel+y9nc0jBHEMvyVAf/XWe2yriEbQS4sNRFpuL9/vKuz8l/5e3hT4CCupnPR/JSd7MidnY8zGY0zHU3zn7beV1VWM+WSGOIoxenyMs/MzfPDRXVX4SPKC2e4Lh2GAfgLJhEMf/W4PLc9LZgjDEMEiwCKOEMs4kSmWEnSp0sUiQrBInFpaLQ87W1sl4XB1NZZqyLuaWhBRHONkNMLucIj/+t9/B2+8/THefvcgU1WUvtaa2ktzq0KIxJRVymznBCFR0qkbdfoTLc9Lfjfq8vCFB/KSSl8c5+AjZdCQ9mpqK+vgKejFqoG9+qJ2K75Sn2OX4wlrUE8XS2lhspRqiF/KrH+t0ybcurGNtt9Cp9tJ1qSKxBno6k4fV3cHGO5sZaa4aUFLpwYvkc8MtwozgcfNgAfDjd5tlcBcWGCe70rRjpG2zLC5S4UZWX8f63DU/n8RS9zdP8GD4wnee3CMKIwSAVYLekDBcskMdUltNlcjVulaFypbtqP93yWAj5ZeuVQDAGbIKZVr8WI+RxTGmJyfIQpDfPD+RxhPJ4hlkrQPgwWiMEIUhvDJA8eMe/fuIY5iBIsFgjCZ1Y2iGMyx9jYl51NKb53N54iiGGeTMa4Mh9jq99zAp5q12dpRbvUd5/MAo/EZ/tk//3Xsfubv4Dvfv5+1KrTURRnJWDlfk5o28ZIpsTgxiNQvVU+1A0nV0Z/2+aU7hKVqt4JI1wsmo0npxUPa7LCpoqmQN+QluUSUhGouU04AGPR97O32k9GxrQEATpZdEWUfBLdvbMH3W+j3OhCeh27Hz3aW1EhvlsnOpbAr3mStcSz9QW4EPDdQuaAypa2WWQ9ni39LzlVhnmM1oaenKKKI8eHDE3ywf1oBPVvNOaEnTAWoeqayJYdV0HOqPSf2HIthzULwphSfoye3krR1Rr8KmonMkBDMSU9jEABEOD8dgaVEMJ3jnTvvZdVLKWMAyUxzuAiwCELEMsb+vfu4cmUIv93G+Owc73/4YeWJENWvWtRVePbXaDzGoNvDr/3GV/Dt790HR8mbT7SEigqQWPwIQhzlK0DT7Xgxm7btXitpwo7UTCUpFScE5fPgXlJMSxZGx2pRUwKXpLEVueLTvvpdD9evDbKL1W956HbzvG/qMQdSO6HBGPR9XN/tZ+4kqd1ZV7mUpK00VZHhUgqtBLv1gVe9m9eEqmFmWrLuzQU8+3mxK0UgYW1dy7+XmrpjDXRV0NPttlaAntWTBg10WjWOIAquxu4KZ0PwXViYq8F52dVuzwE3bv+g+lVSWq/HJI4i42ZmYD6bFe6a5D8npYf88L2PcDo+q4XCWCYtTi+/9FmMY7OwkLnxqPyxbkeU/u71i5AURG7dGGR5OPvLEwK9Xk9PeyXNxp4H3/eMfFhqILupL27GsM3Drq66KwFSGfCc58Nli5TYedLsLou7VZ4BtmI4q+f1pJbvqw89ZWMFlEOvGMIKoxfPM/J8VljcQO2Vg8++8ZLB16Ca+emArwH8qPKmNb82d6QLQtDGj861/6P5OTaH3QbU3TLgmX+4nzLbKGXnk3MDz1KAej5Rr26n1XINaGyDzrp/Dr18s0kF9EgLYfPcmgfk42eGMlKXvtCbfWFNN1SAbyk36OkCX91wtwE3VoZfeR3jCfqiTwVka2GKN3KU5rBbQ92hgborA57r3Nmp8NhQgewIn11hLeAObdkCnQ64KujlrtJO6FFW9cqUnmYBL6yiRhbm6j9vqz1rh0XldU4oWDGtFOYaN9CK4MOK4LtY1be86EAr8+XJguATqhc/TdBZAGoOPF4ReNV3crsxu6YuXFvZ2IyO9Yq5Bkqp5+VYq9jq+T2UQU/m7YAM0F+9dYftKQEiUq0m+rIfXf0V21Zc0KtSe1Xg0++2GfA9uYrPVH2bhN96Aot+BLgLE5rrwW4D6q52OLv8jlUzM1L9wU708hLg5Wdtb/jTixhGmOu4T7oKM3vNJUBvvfU+65MSnkO9GRBztK3kF6AOww2Az+Yg1ZNgVI+CFwa+teHXkDhEK5Kt4V3phxVsa0OOLwZ0TfJ2FaexurpbDXhsSrlCsFtYhM6yGLJrxYlsmy6ztfdZ3xZnNzCn0JNaA7PyK3nrjffYmPoyLJL08LYEejoU7O9Vs55wwsM17lUNvZUU3wbB16yXbzXwrQO/jQOw4Y/Q0wK2jSi4ege4FNhVqDtucMp5Tm11def61s73sdGAbEo9W+XZBhE6EAuV2wL0pOagk587vaFBL/XLzQsV0GyAkK8iRJ7jS8PhWmrPqZrIWV1ErcIGLhd8dVhE9t1XQwHZ8HtSAPg0yT6+/AMyr3l4q0CxOjOtDuINFCzWAZ5LPHLmemO1erN0w5HtGdyqdhXO9usqwZc9Bn3zL7/PLaXsPEFZX1Say/OyEarcEJMoGdrOt4kJbXLDclYpAV/xunHcaF1Y4mkBX91wt3bIu7rya5b7u0CS0ZMOtPUegHkTD8f1H7lOKHtJ4WwV8NwcZXMsT/2ZTmVkmk8rXLhUnpHfk0icmjN1KDOgSpkuI1Jvxde/+TZDrW70kNgntZQpI1FiM5UVM0QyXia0AoYwChhpgzJZFV7Ts86+CGhZnLhJxbdkXG2j4Cs8z9WrBpuAXzMAPs1ZvIsnKPMmH/byYddU3S0FHpeHtPatXELDtAIrYZivJDk/ac7Zpt4SrO3NzR1akvnlmJMpnEiy8txL3JTpT7/xFqcOKUJZxRMSU8aWAp2vwtp0RwaE1pys1KFn5PksEKY0USGxsDQbLQNgHfBVXM2bV3wN83wO+NEajFmlx28zEHyaYbg+pTYNunULLOw6ThPYrRzOopJwLoRzifzL20vYdE1JVV8KONj3UX6FMreSz9ZCqn/HEmDE2Z6PxF6TQX/y+psMoY2aCW0PhlBW6pRATSjwCSES6Km/QXlIbITB1nSHmZ7SHST1Ci0tLW40bWWpBt8afXxNxZfTXIHWhN/66s8FwfXbYeipg5oNNuZNnx43P9uKObcmVdmS01gxnK0GXtnESg4zmddL2GhgyXvyNLCxglUsgZjjxGGHkQFPKscVqd2mbzBkAHGU2bmC/vD1Nzm79PWQVeQLcoRytEiVoEgVW/q9frvQjpHuQ7CdWjS9Q0uukWxwW1BhhGpt8NXo42sS7ta+1DeU73Mqvw0CcD01+JToP75oDnOz8LVWem2dUPZiwtnCTaz16mkxrd5ykoSxqi1FeQuqvd+QLJV9VG4WKrWm5DhVb0rtZYBkZVihKreJZRcbJjv0dQW91ApKaOosVXyF1Y8aANNqbrrUV3hJ8Gr8WySqMH2cPA9IBbjZoZ9zsILItJsnN/ioDkdquI5cSLjrzGuuF/a6IXhxoutpgSFf1iQbV6Lp0sPYRqFshbpzWkNx8QXWtz2nRYkUVmDWQlJYpq26WaqWp8vC0tw/LwVb4kyd5/Okyt/ljct5/jCWpk8fff21N9lKu6HMPNSzF3unjhUaDLP/Q740CGlBRB9dI8ti3gKVKNkpoe+/pWV5Lsu7KlduxViZllBG1AUfVgffUuXXEGBlPZGfxtdFApI/zfFcXpbN2rCqWzmUXbZvxHQtzm6XUlNx+YImiXxZt15QkMyFOdsCtNmEnp6vS1tTpLahLlV0bC0JZxXOGqaiVg+fNExIk7/p1dfeNJuTddBZIamwlnrr+zJSU0eU3A9CK3boDSxkOiuTFhansMmUljBvM0WacCoz28m4ekZXzzGa284KUyFUjzq1W+xKJB5taE5saXvQj74uD3JL4MVlsWPNQ7oG+/VPhjTPlbpJ62NcmYKCLDqYwKz4lvns2VCzb7ciXmMkjXXlRxa8LKdk49+WjbxeuGDLjZlefU3l9MgsJtiGAgbEYDYw5/fX1Zweeqrb1ZRHqg7Jsp9ypfb1HRxk5dlsnNmzvyZ0qKj07J7CEkAY5yNEPdVXWJDUkE7OVpeLMYQqLYjQj8BW1j/HF/SgXNHZq+fLZJb0V6GlUjx6fgvIJx7SHJjRC2Ll4fJFSOUwtw2oi7hmY+Ujo2TbXEGEqs1xNvh0eAHOaQzdgCArgMjitEY2kfHqa2+wMUVRofZgKT+yJjd0i/jC/G76b8O8IEcd6fk6MldE6nk/d76PatczSFsiTs51jDptTaQm37Ajr2iG10RUdqjCSRoQ134uC+9JmMgjwjoOU43V4AUURp5s0BVHGDYxsSYNpSXzSqV2oWbOwCUqBkiabNk6T3YAyfUrkyW3myYo1c+fS6scGrS54nVjM6xla1jOhpTkesCDpfLi2ARnLnY5h1612jMNQ/X5WrIhRcUcnL0EW1iOyq5ZUwN6mnITpTkv7VaxrOBKBVCVp+fSXyY5o0NyFj1sNDt6ljKGJmueuZy5pecnKH+iomDLZfZCCiq+voKKMy6CzMIQFcDvLpAQFWF/2V+Sq1s4JNwyJcv7wLxA7HWVbO3AsL9PE+7pkWLJlR8wkpvN73IJlJblNWu04xnnXfYC8hLPrWoVmN+nmOsref2laS1fNW+rQ7BK5WnQ06BRovYKrSelqq4kB2YBQaX5YD+2ATGqAAGV12brACPfP+u2sV/2JSrDVrOSS8rHxviQJDZ+nsuC6yYmB1R8vzKX3GdNSfi0i7/a/WqNgFTncbn2gzMv0ZtLDrUs48hcs9ixFGRc6zUoAk+azwPJgvZ8UxyM3RiFWVuYuT2kDclcrvIAgL7+Z2+wewG17aZi5dYc4IMj32YUEqogVqG7CseovHLzvB6VRS7GY1MFFKsDQLH8NLIQXv/Ns/P1YGdCjxo1SKv9sU3D2TXjZafr9RNAReamF3CtKkPjfjuujPdKIIolqm6ZckN9AJX9BKOZclv6AcPO5hsjn5j15pEJOziBp5sN6H18xfvpqQD6+p+9wfkbd0mYWwBfrsgK4a0VBqIkH+UC37JLj6jehbqUjVQWpFYpLCocwxXisivsrqPSyp5LIwC6c4uNBd1F+g/QxUDtIoFZ/2ebyb9iZbMitFwKO24Au/IDyqX20W7gVS1KYnYDVl/5yMa2NavQYi38yX+uHHjp3/PZHPfvPcT+w8c59IwdGSVhrgt8sFSfkY+zF1+X9MtWqq6Ki6YcFPUac82Rqyb7YKkAV1rdpd1xLq6fsnoAG/Xr0fqgobrAehID3wbzpbw6IBu1I5eGlkVVx7zys6s4Dq+Qt6ubu3Mci8vVJKDN1xbaWjhTfQxAxhIff/AA81mA+weHmC1mmM7HWARjxGGA+3cPMJnO8dHd+wiiGebBFFEwAss4L/L0rr7AnfYWOl4Ht25cx2C7h5u397C11YfXGcBrtdHrbKHj97C3u4Mru0MMhwNce+aqoT6MfJ1L5ZUoD3IkzGtfPFRvWU6dlY5U0YBHm3ocFAs7pUeszJutDkBbe65dfHhCQ9vKC5nXxGdFmLYa6KpyedWgY266h4NrQrG+uqv3uAnVoijGwf1DMAMf390HM+Px2SNIKTGdnEDGEQ4ePEIYRNi//xBBGOL4/DGkjDEdHyXGoGzVru21u44+QmPPu9+7ytVqjBzFCNWM7LXQ6e2ACLiytQcigVvX99AbdLE1HODq9SsgIvS3rgIEDLrb6Pk9+C0ft5+9DoCwu3cFg+3+BSi+FVTfksevqy7rwa++LqJly0SwGaMAWiWXuCIcL1vQrQNLXuPAxUh31epoWSjcBHZcDtglwDv45BBRJDEdz3D06AQAcHh+CJYSi2CKRTCBjGMcfHwIAHi4/xhBsMBkfo5JMEYULjCfnlnPnF1/FV+dQl7PDbz8Q6AceAn0+nusfwwRuBH4zIuuYqH3kquBAPSH1xKbKs/Hbv8KAEJ/q4e967sAgP7WAFf3rgAAvJaPbm+YXaE3htezY924eQ3dXgcA0Ov3cO3G1doXHy3J9S1XV+RUsOuqvyahJW26xc5IU/zw9e3xBq1V3Om89ZZ68xJFFy4iHO0/zkDwcP8YQbAAAJzPxjibJbCJoxDzaQKsKIxweP8xAEYUxjj45BBgYBYvcDI5BgAs5hOEwWTJ50rD/Rs1oV74sNF3ZYCdqQkumRQptIPl0HNfWJSehKtZn9wTFGUAqAyJaqmE9a+2bn8Iz2tn3z8zfCbTOF5L4PZnbqpHSp707edvGT/f7g3RarVzUwbPw83tG8Y5dntd3HgmB23aCH3zuZu1VnHUFU7LQ+5iLm/zCo4KAH+iobYhuAHAeDTB+GxsKJAwCPH44Fjdllymo/kEJ+MT46Gn42PIOMqPdTbBZDTOLtTJeIqTo1F2mqPZGc5m59n9Z+MTxHG4vipu9PuqmEnhZsdyR/hsurRYYSuXKMOq0TjXb9kJvSL4HGEPcyX8yi+yehXaiwSfcazKrk5ucKzVvzq9IVp+13nsdquDWzt77g8R9Y+d3SEGw375e1j7/Xi+h72be+UO1BcRjdJmYTubzjE6PqsTvQEADj45BBfGr/LvZ0GA/dPD0gtzen4ElvHFxdE1NdFGTUzX/oVYox+8zlHYnfu0PrSYS8YBlwAv5Vf2fau/x1TjQ9x2MakzollzPHXFvNAlKYq677RNsvhTSYh9mo/3xAa+l/M6k97kRFormDA/4aiojAq8YLcaM0wHaFNPrxjaciMLmOWnYbf/cJ1QuOSyNaBX9VYvBV9JOEYXfTmRO4Sr8wpTaQ6Bywnc9OOVLgMdn+YWsx9GIPLqv2DOLwR9/0uhKV0DnL6/mWo9et3m5vquL1xWQeaqrF3N/h5eNYdpb0UrCayN8nYRs7zEjUtBjyrBQFVOv00MO9ODFcopVA2eC1VBVVsAip+k9MSx4UmE0JNk3Ge1ibss+7MZ5JL+G4K1wpTWUoOrLwDiWrcxc/3Dr9jPw7wExstaaapyEyWHda6RtH6uziukQc/+tfMS8LnfJHSZl0StcLdGrkr75FWDKqWvg0tm1z/F6p4ZqtX0ts6rx+vdr3FSiUqqWJvZZVksmtBm318bDHf5wu/c1BVGvY/lqifCNcfPanQccnVgXLZGsqnCS2/RwtvqtmAq+yA0df5S9XexOoJWP6DR5+FK8y9zY6ENPRuqjuYvXYj9dcvv8YXctc6xeCPnuQx+Ky4T0uHKTT8si1Tiuo/IJRFYzc9j1042I6e37JOyrD/N/Cm+xDzXeoqBlgKwHphs8FHjc6dLe+p/PcLry6TVZZ5Cc6XunMflVY7PqCRR04CgTvhb2AvMjT4sSpZQ4v8DZ5KkZfQ2SXEAAAAASUVORK5CYII=

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

<<nobr>>/% Notes: Dragons can fly, allowing them to jump to other planetary zones and completely reroll the location modifier, provided they aren't too fat to lift themselves with their wings. %/<<endnobr>><<if $dragonflight is 1>>''__Dragonflight__''\n♦ [[Seek Mediquerie.|Mediquerie][$saveStateEncounter = "Explore"]]\n♦ [[Seek Dungeon.|Explore][$dungeonType = either("Abandoned Laboratory Mound","Abandoned Storage Mound"); $saveStateEncounter = "Explore"; $specStatus = 0; $exploring = 3; $indoorZone = 1]]\n♦ [[Fly Away.|Explore]]<<else>>//You are too fat to fly!//<<endif>>

<<display ZoneBackgrounds>><center>''__INVENTORY__''<mini><<display Worn>><framed><<display ItemInventory>><<display Wardrobe>><<display Gubs>><<display ResourceInventory>></mini><<if $usedItem is 1>><hr>You <<if $used is "status">>use<<elseif $used is "food">>eat<<elseif $used is "drink">>drink<<endif>> the <<print $itemName>>!<<if $used is "status">>\n<<display ItemEffects>><<endif>><<display Metabolism>><<display Alert>><<display Effects>><<if $alertStatus neq 0>>\n<<print $alertStatus>><<if $wornStore is 1>><<display Store>><<endif>><<endif>><<set $usedItem = 0; $used = 0>><<endif>></framed>\n[[Continue.|$saveState]]</center>

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

<center>\n\n/% Remove the comment end around the next line and replace it around the following code to disable admin mode for release versions.%/\n ♥ \n<<if $toggleDisplay is 0>><<display DEBUG>><<endif>>\n<xtramini>\n\n<<if $showAdmin is 0>>[[♥|passage()][$showAdmin = 1]]<<elseif $showAdmin is 1>>[[♥|passage()][$showAdmin = 0]]<hr><<endif>>\n\n<<if $showAdmin is 1>>\n\n[[Echoing Cavern (DEBUG ROOM).|Explore][$dungeonType = "Echoing Cavern"; $saveStateEncounter = "Explore"; $specStatus = 0; $exploring = 3; $indoorZone = 1]] ♦ <<if $showBodyAdmin is 0>>[[Body Edit|passage()][$showBodyAdmin = 1]]<<elseif $showBodyAdmin is 1>>[[Body Edit|passage()][$showBodyAdmin = 0]]<<endif>> ♦ <<if $showItemAdmin is 0>>[[Items|passage()][$showItemAdmin = 1]]<<elseif $showItemAdmin is 1>>[[Items|passage()][$showItemAdmin = 0]]<<endif>> ♦ <<if $showOccAdmin is 0>>[[Occupations|passage()][$showOccAdmin = 1]]<<elseif $showOccAdmin is 1>>[[Occupations|passage()][$showOccAdmin = 0]]<<endif>> ♦ <<if $showTimeAdmin is 0>>[[Time|passage()][$showTimeAdmin = 1]]<<elseif $showTimeAdmin is 1>>[[Time|passage()][$showTimeAdmin = 0]]<hr><<endif>>\n\n<<if $showBodyAdmin is 1>><hr>[[Fatten Up!|passage()][$girth += either(30,40,50,60); $belly += either(10,20,30,40,50); $breast += either(10,20,30); $calories += either(20,30,40,50); $milkFat += either(0,0,10); $thigh += either(10,20,30); $thighFirmness -= either(0,10,20,30,40,50)]] ♦ [[Fatten Up More!!|passage()][$girth += either(100,200,300,400); $belly += either(50,60,70,80,90); $breast += either(50,60,70,80,90); $calories += either(50,60,70,80,90); $milkFat += either(10,10,20); $thigh += either(50,60,70,80,90); $thighFirmness -= either(50,60,70,80,90)]] ♦ [[Fatten Body.|passage()][$girth += 250]] ♦ [[Fatten Belly.|passage()][$belly += 250]] ♦ [[Fatten Breasts.|passage()][$breast += 100]] ♦ [[Fatten Thighs.|passage()][$thigh += 100]] ♦ [[Fatten Eggs.|passage()][$quaggyGirth += 50]] ♦ [[Bloat Belly.|passage()][$bellyBloat += 50]] ♦ [[Bloat Breasts.|passage()][$breastBloat += 50]] ♦ [[Waterballoon Belly.|passage()][$bellyLiquid += $maxBelly]] ♦ [[Lactation.|passage()][$storedMilk += 50; $lactation = 1]] ♦ [[Dire Worms.|passage()][$direParasite = 1; $direParaLoad += 250]] ♦ [[Leupai Egg Stuffer. |passage()][$belly += (10,10,20,20,30); $leupaiEggParasite = 1; $leupaiEggLoad += random(2,5); $eggTimer = 1; $leupaiEggTimer += random(3,5); $quaggySubspecies1 = either("belmere","celesse","devinn","erinyi","ein", "heitene","intere","isri","kaelani","kitsch","laworn","moreaui","null","ouinsel","rexaur","rosso"); $quaggySubspecies2 = either("belmere","celesse","devinn","erinyi","ein", "heitene","intere","isri","kaelani","kitsch","laworn","moreaui","null","ouinsel","rexaur","rosso"); $quaggyColorPoint1 = either("red","orange","yellow","golden","green","teal","blue","indigo","violet","pink","magenta","black","gray","silver","white","brown"); $quaggyGirth += either(10,10,20,30,50)]]\n\n[[Revert.|passage()][$bodyType = 0]] ♦ [[Get Round.|passage()][$bodyType = "round"]] ♦ [[Get Busty.|passage()][$bodyType = "busty"]] ♦ [[Go Pear-Shaped.|passage()][$bodyType = "pear"]] ♦ [[Get Curvy.|passage()][$bodyType = "hourglass"]] ♦ [[Get A Gut.|passage()][$bodyType = "belly"]] ♦ [[Be Thunderous.|passage()][$bodyType = "thighs"]] ♦ [[Be a Cow.|passage()][$bodyType = "boviete"]] ♦ [[Overindulge.|passage()][$bodyType = "cubus"]] ♦ [[Be a Nest.|passage()][$bodyType = "guguetelle"]] ♦ [[Bulge.|passage()][$bodyType = "bulging"]] ♦ [[Bloat Up.|passage()][$bodyType = "bloatpear"]] ♦ [[Blimp Out.|passage()][$bodyType = "blimpthigh"]]\n\n<hr>\n\n[[Detox.|passage()][$miraberryToxicity = 0; $miraberryPoisoning = 0; $mushroomToxicity = 0; $mushroomPoisoning = 0; $calpowderToxicity = 0; $calpowderPoisoning = 0; $gainerToxicity = 0; $gainPoisoning = 0; $leupoilToxicity = 0; $leupoilPoisoning = 0; $bellyfatteniumToxicity = 0; $bellyfatteniumPoisoning = 0; $breastfatteniumToxicity = 0; $breastfatteniumPoisoning = 0; $thighfatteniumToxicity = 0; $bellyfatteniumPoisoning = 0; $deflaToxicity = 0; $deflaPoisoning = 0; $inflaToxicity = 0; $inflaPoisoning = 0; $fatteniumPoisoning = 0; $fatteniumCascade = 0; $helenoToxicity = 0; $helenoPoisoning = 0; $caffeineToxicity = 0; $caffeinePoisoning = 0; $vitaePPM = 0]] ♦ [[Induce Pain.|passage()][$pain += 10]] ♦ [[Soothe Pain.|passage()][$pain -= 10]] ♦ [[Miratoxin.|passage()][$miraPoisoning += 10]] ♦ [[Vitae.|passage()][$vitaePPM += 10]]\n\n<hr>\n\n[[Calorie Boost|passage()][$calories += 50]] ♦ [[Thicken Milk.|passage()][$milkFat += 10]] ♦ [[Increase Strength.|passage()][$strength += 1]] ♦ [[Soften Thighs.|passage()][$thighFirmness -= 100]] ♦ [[Milk Boost.|passage()][$milkRate += 10]] ♦ [[Metabolism Drop.|passage()][$metaGain += 10]] ♦ [[Consiee.|passage()][$food += 1000]]\n\n ♦ [[BLUBBER BOMB.|passage()][$girth += either(1000,2000,3000,4000,5000); $belly += either(1000,2000,3000,4000,5000); $breast += either(1000,2000,3000,4000,5000); $calories += either(100000,200000,300000,400000,500000); $milkFat += either(1000,2000,3000,4000,5000); $thigh += either(1000,2000,3000,4000,5000); $thighFirmness -= either(1000,2000,3000,4000,5000)]] ♦ [[Just Fuck Me Up.|passage()][$miraberryToxicity += ($girth/20); $mushroomToxicity += ($girth/20); $calpowderToxicity += ($girth/20); $gainerToxicity += ($girth/20); $leupoilToxicity += ($girth/20); $breastfatteniumToxicity += ($girth/20); $bellyfatteniumToxicity += ($girth/20); $thighfatteniumToxicity += ($girth/20); $deflaToxicity += ($girth/20); $inflaToxicity += ($girth/20); $fatteniumPoisoning += ($girth/20); $helenoToxicity += ($girth/20); $caffeineToxicity += ($girth/20); $vitaePPM += 50]]\n<hr><<endif>> \n\n <<if $showLocAdmin is 1>>[[Swelling Ambience.|passage()][$locName = "Swelling"]] ♦ [[Ballooning Ambience.|passage()][$locName = "Balloons"]] ♦ [[Blimping Ambience.|passage()][$locName = "Blimps"]] ♦ [[Bursting Ambience.|passage()][$locName = "Bursting"]] ♦ [[Drowning Ambience.|passage()][$locName = "Drowning"]] ♦ [[Feeding Ambience.|passage()][$locName = "Feeding"]] ♦ [[Feasting Ambience.|passage()][$locName = "Feasting"]] ♦ [[Gorging Ambience.|passage()][$locName = "Gorging"]] ♦ [[Hungering Ambience.|passage()][$locName = "Hunger"]] ♦ [[Plumping Ambience.|passage()][$locName = "Plumping"]] ♦ [[Gaining Ambience.|passage()][$locName = "Gaining"]] ♦ [[Fleshifying Ambience.|passage()][$locName = "Flesh"]] ♦ [[Fattening Ambience.|passage()][$locName = "Fattening"]] ♦ [[Blubber-Bolstering Ambience.|passage()][$locName = "Blubber"]] ♦ [[Belly Bulging Ambience.|passage()][$locName = "Bellies"]] ♦ [[Breast Bloating Ambience.|passage()][$locName = "Breasts"]] ♦ [[Immobilizing Ambience.|passage()][$locName = "Immobility"]] ♦ [[Miratoxic Ambience.|passage()][$locName = "Leupai"]] ♦ [[Lactating Ambience.|passage()][$locName = "Milk"]] ♦ [[Brooding Ambience.|passage()][$locName = "Eggs"]] ♦ [[Worm-Infesting Ambience.|passage()][$locName = "Worms"]] ♦ [[Parasitic Ambience.|passage()][$locName = "Worms"]] ♦ [[Draconic Ambience.|passage()][$locName = "Dragons"]] ♦ [[Hunter's Ambience.|passage()][$locName = "Hunting"]]\n\n<hr>\n\n[[Overworld.|Explore][$specStatus = 0; $exploring = 3; $indoorZone = 0]] ♦ [[Mediquerie.|Mediquerie][$saveStateEncounter = "Explore"]] ♦ [[Fatiere.|Fatiere][$saveStateEncounter = "Explore"]] ♦ [[Bovieterie.|Bovieterie][$saveStateEncounter = "Explore"]] ♦ [[Abandoned Lab.|Explore][$dungeonType = "Abandoned Laboratory Mound"; $saveStateEncounter = "Explore"; $specStatus = 0; $exploring = 3; $indoorZone = 1]] ♦ [[Abandoned Storage.|Explore][$dungeonType = "Abandoned Storage Mound"; $saveStateEncounter = "Explore"; $specStatus = 0; $exploring = 3; $indoorZone = 1]]\n\n<hr><<endif>>\n\n<<if $showItemAdmin is 1>>[[Live Miracrystal.|passage()][$special_miracrystal += 1]] ♦ [[Miracrystal Dust x100.|passage()][$miraStock += 100]]\n\n<hr><<endif>>\n\n<<if $showOccAdmin is 1>>[[Idlee.|passage()][$activeOcc = 0]] ♦ [[Smithier.|passage()][$activeOcc = "Smithier"]] ♦ [[Datiere.|passage()][$activeOcc = "Datiere"]]\n\n<hr><<endif>>\n\n<<if $showTimeAdmin is 1>>[[+1 Minute.|passage()][$minutes += 1]]<<endif>>\n\n<<endif>></xtramini></center>

<<display ZoneBackgrounds>><center><<nobr>><<set $toggleDisplay = 1>>\n\n<<display TreasurePool>><<display EncounterImg>>\n\n/% Multiples & Item Luckydips use the item script. %/\n\n<<if ($roomStyle is "multiples") or ($dipType is "item")>>\n\n<<if $itemQuantity is 0>><<set $itemQuantity = 1>><<endif>>\n\n<<if $roomStyle neq "fullset">><<print "<<set $" + $itemID + " += " + $itemQuantity + ">>">><<endif>><<endif>>\n\n<<if $roomStyle is "luckydip">>\n/% Resource luckydips use the resource script. %/\n\n<<if $dipType is "resource">>\n<<set $waterStock += $waterResource; $milkStock += $milkResource; $meatStock += $meatResource; $fishStock += $fishResource; $poultryStock += $poultryResource; $eggStock += $eggResource; $grainStock += $grainResource; $rootStock += $rootResource; $fruitStock += $fruitResource; $vegStock += $vegResource; $sugarStock += $sugarResource; $nutStock += $nutResource; $fatStock += $fatResource; $herbStock += $herbResource; $jellyStock += $jellyResource; $dragonStock += $dragonResource; $leupaiStock += $leupaiResource; $fatteniumStock += $fatteniumResource; $miraStock += $miraResource>><<endif>>\n\n/% Regardless of dip type, run the counter down one once you're finished. %/\n\n<<set $dipsLeft -= 1>><<endif>>\n\n/% Pt. 1 - "You open the door", "You see/find"... %/<<endnobr>>\n<framed><<print $openScript>>''<<nobr>>\n\n/% "..and find/spot/discover..." %/\n<<if ($roomStyle is "multiples") or ($roomStyle is "fullset")>>\n\n/% "...a brand new car" %/\n<<if $roomStyle is "multiples">> <<print $itemQuantity>> <<print $itemEncounter>><<endif>><<if $roomStyle is "fullset">> <<print $setPrizeName>>\n/% End of Multiple-stack & full set code %/\n<<endif>>\n\n/% "...this thing(s)" %/\n<<elseif $roomStyle is "luckydip">> <<if $dipType is "item">><<print $itemGrammar>> <<print $itemEncounter>>\n\n/% "...this OTHER thing(s)" %/\n<<elseif $dipType is "resource">><<print $resourceGrammar>> <<print $resourceEncounter>><<endif>><<endif>>\n\n\n/% !!! WOOOOooo *audience applause* %/\n!''<<endnobr>>\nYou gather <<print $treasureGrammar>> up and place <<print $treasureGrammar>> in your inventory.\n<<if ($roomStyle is "luckydip") and ($dipsLeft gt 0)>>[[Keep Searching!|passage()]]<<endif>></framed>\n[[Continue.|$saveStateSpecial][$dipLock = 0; $itemQuantity = 0]]</center>

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<<set $autoEat = 0>>\n\n/% ====================================================== %/\n/% Resting & Activity %/\n\n/% Resting temporarily disables calorie burn, and has a small chance of making your body turn calories into fat more efficiently. %/\n\n/% ====================================================== %/\n/% Default energy consumption %/\n\n<<if $resting is 0>>\n\n/% Energy (consumed before calories) %/\n\n<<if $bonusEnergy gte $metaBurn>><<set $bonusEnergy -= $metaBurn>><<endif>>\n\n/% Weight loss %/\n\n<<if ($calories is 0) and ($bonusEnergy is 0)>>\n<<set $calories = 0; $randomizer = either(1,2,3)>>\n\n<<if $randomizer is 1>>\n<<display WeightLoss>><<endif>><<endif>>\n\n/% Weight gain %/\n\n<<set $randomizer = random(1,3)>>\n<<if ($randomizer is 1) and ($calories gte $metaGain)>>\n\n<<display Bodytype>><<endif>>\n\n/% Incidental calorie burn. TEST %/\n\n<<if ($geneGainer is 0) and ($activeOcc neq "Fatiee")>><<set $randomizer = random(1,4)>>\n<<if ($randomizer is 1) and ($calories gte $metaBurn)>>\n<<set $calories -= $metaBurn>><<endif>><<endif>>\n\n\n/% ====================================================== %/\n/% Resting energy consumption %/\n\n<<elseif ($resting is 1) and ($caffeinePoisoning neq 1)>>\n\n/% Weight loss and energy consumption are temporarily halted while resting. %/\n\n/% Resting may give you extra energy. %/\n\n<<set $bonusEnergy += either(0,0,10)>>\n\n/% Weight gain %/\n\n<<set $randomizer = random(1,3)>>\n<<if ($randomizer is 1) and ($calories gte $metaGain)>>\n\n<<display Bodytype>><<endif>>\n\n\n/% Resting can soften up your thighs. %/\n\n<<set $thighFirmness -= either(0,0,10)>>\n\n\n/% Resting has a chance of nudging your metabolism downwards. %/\n\n<<set $randomizer = random(1,24)>>\n<<if $randomizer is 1>><<set $metaBurn += 10>>\n\n/% If you burn more calories than you absorb, metaburn is reduced. %/\n\n<<if $metaBurn gte $metaGain>><<set $metaBurn -= either(0,0,0,0,0,10)>><<endif>><<endif>>\n\n\n\n/% ====================================================== %/\n/% Active energy consumption (hunting) %/\n\n<<elseif ($resting is -1) or (($caffeinePoisoning is 1))>>\n\n/% Energy (consumed before calories) %/\n\n<<if $bonusEnergy gte $metaBurn>><<set $bonusEnergy -= $metaBurn>><<endif>>\n\n/% Weight loss %/\n\n<<if ($calories lte $metaBurn) and ($bonusEnergy lt $metaBurn)>>\n<<set $calories = 0; $randomizer = either(1,2,3)>>\n\n<<if $randomizer is 1>>\n<<display WeightLoss>><<endif>><<endif>>\n\n/% Weight gain %/\n\n<<set $randomizer = random(1,3)>>\n<<if ($randomizer is 1) and ($calories gte $metaGain)>>\n\n<<display Bodytype>><<endif>>\n\n/% Being active has a chance of nudging your metabolism upwards. %/\n\n<<set $randomizer = random(1,12)>>\n<<if $randomizer is 1>><<set $metaBurn += 10>>\n\n/% Activity can firm up your thighs or increase your strength. %/\n\n<<set $thighFirmness += either(0,10)>>\n\n<<set $strength += either(0,0,0,0,0,0,0,1)>>\n\n/% Incidental calorie burn. TEST %/\n\n<<if $geneGainer is 0>>\n<<set $randomizer = random(1,2)>>\n<<if ($randomizer is 1) and ($calories gte $metaBurn)>>\n<<set $calories -= $metaBurn>><<endif>><<endif>>\n\n/% If you absorb more calories than you burn, metagain is reduced. %/\n\n<<if $metaGain gte $metaBurn>><<set $metaGain -= either(0,0,0,0,0,10)>><<endif>><<endif>>\n\n<<endif>>\n\n<<set $resting = 0>>\n\n/% ====================================================== %/\n\n/% Liquid absorption %/\n\n<<if $bellyLiquid gte 10>>\n\n<<set $bellyLiquid -= either(0,0,10)>><<endif>>\n\n/% ====================================================== %/\n\n\n/% Stretching %/\n\n/% Temporary stretching and tightness gradually decay over time. (to 0) %/\n\n<<if $stretchMod gt 0>>\n\n<<set $randomizer = random(1,3)>>\n<<if $randomizer is 1>><<set $stretchMod -= 1>><<endif>><<endif>>\n\n<<if $stretchMod lt 0>>\n\n<<set $randomizer = random(1,3)>>\n<<if $randomizer is 1>><<set $stretchMod += 1>><<endif>><<endif>>\n\n\n/% If you push temporary stretching too far, it gradually becomes permanent. %/\n\n<<if $stretchMod gt $maxBelly / 10>>\n\n<<set $randomizer = random(1,3)>>\n<<if $randomizer is 1>><<set $maxBelly += 1>><<endif>><<endif>>\n\n/% ====================================================== %/\n\n/% Bloat + other body part functions %/\n\n<<display Bloat>><<display BreastFunctions>><<display ThighFunctions>>\n\n/% ====================================================== %/\n\n/% Gain checks %/\n\n\n/% Sub-immobility (90%) %/\n<<if ($fatScore gte $immobilityCeiling * 0.9) and ($gain90 is 0)>><<set $gain90 = 1; $alerted = 1>>\n<<elseif $fatScore lt $immobilityCeiling * 0.9>><<set $gain90 = 0>><<endif>>\n\n/% 75% to immobility %/\n<<if $fatScore gte $immobilityCeiling * 0.75 and ($gain75 is 0)>><<set $gain75 = 1; $alerted = 1>>\n<<elseif $fatScore lt $immobilityCeiling * 0.75>><<set $gain75 = 0>><<endif>>\n\n/% 50% to immobility %/\n<<if ($fatScore gte $immobilityCeiling * 0.5) and ($gain50 is 0)>><<set $gain50 = 1; $alerted = 1>>\n<<elseif $fatScore lt $immobilityCeiling * 0.5>><<set $gain50 = 0>><<endif>>\n\n/% 35% to immobility %/\n<<if ($fatScore gte $immobilityCeiling * 0.35) and ($gain35 is 0)>><<set $gain35 = 1; $alerted = 1>>\n<<elseif $fatScore lt $immobilityCeiling * 0.35>><<set $gain35 = 0>><<endif>>\n\n/% 20% to immobility %/\n<<if ($fatScore gte $immobilityCeiling * 0.2) and ($gain20 is 0)>><<set $gain20 = 1; $alerted = 1>>\n<<elseif $fatScore lt $immobilityCeiling * 0.2>><<set $gain20 = 0>><<endif>>\n\n\n/% ====================================================== %/\n/% Belly alerts %/\n\n/% Alerts the player when their belly is hugely bloated %/\n<<if ($bellyBloat gte ($girth * 0.5)) and ($blimpBelly is 0)>><<set $blimpBelly = 1; $alerted = 1>>\n<<elseif ($bellyBloat lt ($girth * 0.5)) and ($blimpBelly is 2)>><<set $blimpBelly = 0>><<endif>>\n\n/% Alerts the player when their belly weighs half as much as they do (Only if girth > 150). %/\n<<if $girth gte 1500>><<if ($belly gte ($girth * 0.5)) and ($bellyGrowth is 0)>><<set $bellyGrowth = 1; $alerted = 1>>\n<<elseif ($belly lt ($girth * 0.5)) and ($bellyGrowth is 2)>><<set $bellyGrowth = 0>><<endif>>\n\n/% Alerts the player when their belly weighs as much as they do. %/\n<<if ($belly gte $girth) and ($bellyGrowth is 2)>><<set $bellyGrowth = 3; $alerted = 1>>\n<<elseif ($belly lt $girth) and ($bellyGrowth is 4)>><<set $bellyGrowth = 2>><<endif>><<endif>>\n\n\n/% ====================================================== %/\n/% Misc alerts %/\n\n/% Alerts the player when their gain rate is very high. %/\n<<if ($metaGain gte 200) and ($rapidGain is 2)>><<set $rapidGain = 3; $alerted = 1>>\n<<elseif ($metaGain lt 200) and ($rapidGain is 4)>><<set $rapidGain = 2>><<endif>>\n\n/% Alerts the player when their gain rate is high. %/\n<<if ($metaGain gte 100) and ($rapidGain is 0)>><<set $rapidGain = 1; $alerted = 1>>\n<<elseif ($metaGain lt 100) and ($rapidGain is 2)>><<set $rapidGain = 0>><<endif>>\n\n\n/% Alerts the player when bonus gain is active. %/\n<<if ($consecutiveGain gt 0) and ($plumpingUp is 0)>><<set $plumpingUp = 1>>\n<<elseif ($consecutiveGain is 0) and ($plumpingUp is 2)>><<set $plumpingUp = 0>><<endif>>\n\n/% Alerts the player when bonus drain is active. %/\n<<if ($consecutiveDrain gt 0) and ($witheringAway is 0)>><<set $witheringAway = 1; $alerted = 1>>\n<<elseif ($consecutiveDrain is 0) and ($witheringAway is 2)>><<set $witheringAway = 0>><<endif>>\n\n/% ====================================================== %/\n\n/% Bonus energy decay %/\n\n<<if $bonusEnergy gt 0>><<set $bonusEnergy -= 1>><<endif>>\n\n\n/% ====================================================== %/\n\n/% Fat score %/\n\n<<set $fatScore = ($girth + $belly + $breast + $thigh)>>\n\n\n/% ====================================================== %/\n\n/% Hunger %/\n\n\t<<if $starvation is 1>><<set $hunger = "Starving!">>\n\t<<elseif $calories gte (($metaGain + $metaBurn) * 10)>>\n<<set $hunger = "Overengorged"; $esurience += either(0,0,0,1)>>\n\t<<elseif ($calories gte (($metaGain + $metaBurn) * 5)) and ($calories lt (($metaGain + $metaBurn) * 10))>>\n<<set $hunger = "Engorged"; $esurience += either(0,0,0,0,0,1)>>\n\t<<elseif ($calories gte (($metaGain + $metaBurn) * 3)) and ($calories lt (($metaGain + $metaBurn) * 5))>>\n<<set $hunger = "Sated">>\n\t<<elseif ($calories gte (($metaGain + $metaBurn) * 2)) and ($calories lt (($metaGain + $metaBurn) * 3))>>\n<<set $hunger = "Satisfied">>\n\t<<elseif ($calories gte ($metaGain + $metaBurn)) and ($calories lt (($metaGain + $metaBurn) * 2))>>\n<<set $hunger = "Peckish"; $esurience -= either(0,0,0,1)>>\n\t<<elseif $calories lte ($metaGain + $metaBurn)>>\n<<set $hunger = "Growling"; $esurience -= either(0,0,0,0,0,1)>><<endif>>\n\n<<if $hunger is "Stuffed">><<set $metaGain += either(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,10)>>\n<<elseif $hunger is "Overengorged">><<set $metaGain += either(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,10,10)>><<endif>>\n\n<<if $hunger is "Growling">><<set $metaBurn -= either(0,0,0,0,0,0,0,0,0,0,10)>>\n<<elseif $hunger is "Starving!">><<set $metaBurn -= either(0,0,0,0,0,0,0,0,0,10,10); $esurience += 1>><<endif>>\n\n\n/% ====================================================== %/\n\n/% Esurience %/\n\n/% If you keep your engorgement high, your esurience will go up, which makes it more likely you'll be unable to resist stuffing your face.\nStaying below engorgement will level it out to a base floor. %/\n\n<<set $randomizer = random(1,64)>>\n<<if $randomizer lte $esurience>><<set $autoEat = 1>><<endif>>\n<<if $esurience gt 64>><<set $esurience = 64>><<endif>>\n<<if $esurience lt 0>><<set $esurience = 0>><<endif>>\n\n\n/% ====================================================== %/\n\n/% Energy %/\n\n<<if $calories + $bonusEnergy gte 50>><<set $energyStatus = "Energetic!">>\n<<elseif ($calories + $bonusEnergy gte 20) and ($calories + $bonusEnergy lt 50)>><<set $energyStatus = "Alert">>\n<<elseif ($calories + $bonusEnergy gte 10) and ($calories + $bonusEnergy lt 20)>><<set $energyStatus = "Sluggish">>\n<<elseif ($calories + $bonusEnergy gt 0) and ($calories + $bonusEnergy lt 10)>><<set $energyStatus = "Lethargic...">>\n<<elseif $calories + $bonusEnergy lt 0>><<set $energyStatus = "Drained">><<endif>>\n\n/% ====================================================== %/\n\n/% Corrections (caps & floors) %/\n\n<<display BodyCaps>>\n<<display MetaCaps>>\n<<display SpeciesPassives>>\n\n/% ====================================================== %/\n\n/% Resource count ('cos where else to put it) %/\n\n<<set $resourceCount = $waterStock + $milkStock + $meatStock + $fishStock + $poultryStock + $eggStock + $grainStock + $rootStock + $fruitStock + $vegStock + $sugarStock + $nutStock + $fatStock + $herbStock + $jellyStock + $dragonStock + $leupaiStock + $fatteniumStock + $miraStock>>

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

<alert><<set $pause = 0>>\n/% ============================================================ %/\n/% Toxins, Bacteria, & Virii Effects %/\n\n/% Toxic Overdose Warning %/\n\n<<if $toxicOverdoseWarning is 1>>\n<hr>[img[icon_alert]]Trembling, <deepalert>you suddenly drop down to retch and heave painfully, your head spinning!</deepalert><<set $toxicOverdoseWarning = 0; $calories = 0; $bellyBloat = 0; $bellyStatus = "empty"; $bonusEnergy = 0>><<endif>>\n\n/% Painful Overdose Warning %/\n\n<<if $painfulOverdoseWarning is 1>>\n<hr>[img[icon_alert]]<deepalert>You suddenly drop onto your hands and knees as your body wracks with pain!</deepalert><<set $painfulOverdoseWarning = 0; $pain += random(2,4)>><<endif>>\n\n/% Bloating Overdose Warning %/\n\n<<if $bloatOverdoseWarning is 1>>\n<hr>[img[icon_alert]]Trembling, <deepalert>you cry out and grab your belly as it gurgles with painful force, bloating up as tight as a drum!</deepalert><<set $bloatOverdoseWarning = 0; $bellyBloat += 9000000000; $lethalKO = 1; $deathCause = "burst belly"; $pain += random(5,8)>><<endif>>\n\n/% Breast Bloating Overdose Warning %/\n\n<<if $breastbloatOverdoseWarning is 1>>\n<hr>[img[icon_alert]]Trembling, <deepalert>you cry out as your breasts suddenly swell painfully tight, your head spinning!</deepalert><<set $breastbloatOverdoseWarning = 0; $breastBloat += 9000000000>><<endif>>\n\n/% Dizzy Overdose Warning %/\n\n<<if $dizzyOverdoseWarning is 1>>\n<hr>[img[icon_alert]]You cry out and stumble as <brightalert>you suddenly lose your balance, your head spinning!</brightalert><<set $dizzyOverdoseWarning = 0>><<endif>>\n\n/% Jiggle Overdose Warning %/\n\n<<if $jiggleOverdoseWarning is 1>>\n<hr>[img[icon_alert]]You pause for a moment, <brightalert>''watching with alarm as your body jiggles and ripples liquidly! You feel oddly like a water balloon...''</brightalert><<set $jiggleOverdoseWarning = 0>><<endif>>\n\n/% ============================================================ %/\n\n/% Curative Amalgatoxin %/\n\n<<if ($amalgaToxicity gte ($girth/200)) and ($pain gt 0) and ($amalgaToxicity lt ($girth/100))>>\n<hr>[img[icon_alert]]//<brightalert>The medicine you took is easing your pain!</brightalert>//<<set $pain -= random(2,5)>><<endif>>\n\n\n/% ============================================================ %/\n\n/% Amalgatoxic Poisoning %/\n\n<<if $amalgaPoisoning is 1>><<set $pain += random(1,4); $vitaePPM += either(-3,-2,-1,0,1,2,3); $miraPoisoning += either(-3,-2,-1,0,1,2,3); $lethalKO = 1; $deathCause = "vitae">>\n<hr>[img[icon_alert_red]]<deepalert>''Vitae and mirajin are fighting for control of your body! <redalert>//You scream in pain!//</redalert>''</deepalert><<endif>>\n\n\n/% ============================================================ %/\n\n/% Fattenium Poisoning %/\n\n<<if $fatteniumPoisoning gte 10>>\n<hr>[img[icon_gain]]Your body creaks, jiggles, and groans, <brightalert>''swelling fatter and fatter with each passing moment!</brightalert>''<<endif>>\n\n/% Fattenium Cascade %/\n\n<<if $fatteniumCascade is 1>>\n<hr>[img[icon_gain]]''You cry out in agony as your body quivers, bulges, and surges-- <deepalert>the massive amount of fattenium in your system inflating you rapidly with tons of fat!</deepalert>''<<set $pain += random(1,3); $lethalKO = 1; $deathCause = either("explosion","belly burst","fat suffocation")>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<endif>>\n\n/% Miraberry Poisoning %/\n\n<<if $miraberryPoisoning is 1>><<set $randomizer = random(1,8); $pain += random(0,15); $lethalKO = 1; $deathCause = "poison">><<if $randomizer is 1>>\n<hr>[img[icon_gain]]You feel...''//strange.// <brightalert>You suddenly plump up!</brightalert>''<<set $girth += either(10,10,20); $belly += either(0,10,10); $breast += either(0,0,10); $bellyBloat += 10; $calories += either(10,20)>><<endif>><<endif>>\n\n/% Mushroom Poisoning %/\n\n<<if $mushroomPoisoning is 1>><<set $randomizer = random(1,16); $pain += random(0,15); $lethalKO = 1; $deathCause = "poison">><<if $randomizer is 1>>\n<hr>[img[icon_gain]]You feel...''//strange.// <brightalert>Your belly gurgles ominously!</brightalert>'' <<set $belly += either(-50,-40,-30,-20,20,30,40,50)>><<elseif $randomizer is 2>>\n<hr>[img[icon_loss]]You feel...''//strange.// <brightalert>Your belly gurgles ominously!</brightalert>'' <<set $belly -= either(20,30,40,50,60,80,100)>><<elseif $randomizer is 3>>\n<hr>[img[icon_alert]]You feel...''//strange.// <brightalert>Your belly gurgles ominously!</brightalert>'' <<set $calories += either(-200,-150,-100,-50,-30,30,50,100,150,200)>><hr>[img[icon_alert]]<brightalert>You feel...'' unusually warm!'' </brightalert><<set $metaBurn += either(0,0,10)>><<elseif $randomizer is 5>>\n<hr>[img[icon_alert]]<brightalert>You feel...'' lethargic...''</brightalert> <<set $metaGain += either(0,0,10)>><<elseif $randomizer is 6>>\n<hr>[img[icon_alert]]You feel...''//strange.// <brightalert>Your belly suddenly bloats up tight!</brightalert>'' <<set $bellyBloat += 900000; $pain += random(1,3); $lethalKO = 1; $deathCause = either("burst belly","explosion")>><<elseif $randomizer is 7>>\n<hr>[img[icon_gain]]You feel...''//strange.// <brightalert>Your belly suddenly billows outwards, jiggling like pudding!</brightalert>'' <<set $belly += either(50,60,70,80,90,100)>><<elseif $randomizer is 8>>\n<hr>[img[icon_loss]]You feel...''//strange.// <brightalert>Your belly suddenly retracts painfully, your waist tightening!</brightalert>'' <<set $belly -= either(50,60,70,80,90,100)>><<else>>\n<hr>[img[icon_alert]]//You feel dizzy and disoriented...//<<endif>><<endif>>\n\n/% Calorie Powder Overdose %/\n\n<<if $calpowderPoisoning is 1>><<set $randomizer = random(1,8)>><<if $randomizer is 1>><<set $calories += either(20,30,40,50)>>\n<hr>[img[icon_alert]]''Your belly gurgles thunderously, your head spinning drunkenly for a moment...''<<endif>><<endif>>\n\n/% Gainer Overdose %/\n\n<<if $gainPoisoning is 1>><<set $metaBurn = 0; $randomizer = random(1,8)>><<if $randomizer is 1>><<set $calStore = $calories; $metaGain += $calStore>><<display Bodytype>><<set $metaGain -= $calStore; $calories = 0>>\n<hr>[img[icon_alert]]''<brightalert>Your belly gurgles thunderously as it immediately absorbs and processes its contents!</brightalert>''<<endif>>\n<<endif>>\n\n/% Leupai Oil Overdose %/\n\n<<if ($leupoilPoisoning is 1) and ($substatus neq "balloon") and ($species neq "balloon")>>\n<hr>[img[icon_alert_critical]]Your skin suddenly feels uncomfortably tight around you. <deepalert>Wincing, you curl up, grasping your sides in pain; your fingers drag slowly over your body, ''which creaks loudly in response!</deepalert>\n<hr><mutation>You seem to have turned yourself into a balloon!</mutation>''<<display ColorWheel>><<set $leupoilPoisoning = 0; $maxBelly = ($maxBelly * either(2,2.5,3)); $maxBreast += ($maxBreast * either(2,2.5,3)); $bodyColor = $briteChroma; $pain += random(1,3)>><<if $species is "post-human">><<set $species = "balloon">><<else>><<set $substatus = "balloon">><<endif>><<endif>>\n\n/% Breast-Contact Fattenium Overdose %/\n\n<<if $breastfatteniumPoisoning is 1>><<set $randomizer = random(1,12)>><<if $randomizer is 1>><<set $breast += either(80,90,100,110,120,150)>>\n\n<hr>[img[icon_gain]]Your breasts grow uncomfortably warm...<brightalert>''Suddenly, they begin to rapidly expand, jiggling and bouncing as they blimp up with extra fat!''</brightalert><<elseif $randomizer is 12>><<set $bodyType = "cubus">><<endif>><<endif>>\n\n/% Belly-Contact Fattenium Overdose %/\n\n<<if $bellyfatteniumPoisoning is 1>><<set $randomizer = random(1,12)>><<if $randomizer is 1>><<set $belly += either(100,110,120,150,180,200)>>\n\n<hr>[img[icon_gain]]Your belly grows uncomfortably warm...<brightalert>''Suddenly, it begins to rapidly expand, jiggling and bouncing as it blimps up with extra fat!''</brightalert><<elseif $randomizer is 12>><<set $bodyType = "guguetelle">><<endif>>\n<<endif>>\n\n/% Thigh-Contact Fattenium Overdose %/\n\n<<if $thighfatteniumPoisoning is 1>><<set $randomizer = random(1,12)>><<if $randomizer is 1>><<set $thigh += either(80,90,100,110,120,150)>>\n\n<hr>[img[icon_gain]]Your thighs grow uncomfortably warm...<brightalert>''Suddenly, they begin to rapidly expand, squishing and wobbling as they blimp up with extra fat!''</brightalert><<elseif $randomizer is 12>><<set $bodyType = "blimpthigh">><<endif>><<endif>>\n\n/% Deflation Drug Overdose %/\n\n<<if $deflaPoisoning is 1>><<set $randomizer = random(1,3)>><<if $randomizer is 1>>\n<hr>[img[icon_alert]]<deepalert>''You cry out as your muscles spasm, your belly tightening and clenching painfully!''</deepalert><<set $bellyBloat += 9000000; $belly -= either(10,10,20); $maxBelly -= either(10,10,20,30); $pain += random(1,3)>><<endif>><<endif>>\n\n/% Inflation Drug Overdose %/\n\n<<if $inflaPoisoning is 1>><<set $randomizer = random(1,3); $lethalKO = 1; $deathCause = "burst belly">><<if $randomizer is 1>><<set $bellyBloat += 9000000; $pain += random(1,3); $health = "Sore"; $lethalKO = 1; $deathCause = either("burst belly","explosion")>>\n<hr>[img[icon_alert]]''<deepalert>Your belly creaks softly as it inflates, bloating up painfully tight!</deepalert>''<<endif>><<endif>>\n\n/% Strange Milk Overdose %/\n\n<<if $helenoPoisoning is 1>><<set $randomizer = random(1,12)>>\n\n<<if ($randomizer is 1) and ($species neq "helene") and ($leupaiFlag neq 1)>>\n<hr>[img[icon_alert_critical]]''<deepalert>You cry out in shock and pain as your entire body jiggles,</deepalert> <mutation>plumping and distorting as you transform into //something else...!//''</mutation><<set $species = "helene"; $subspecies = 0; $thighs += either(30,40,50); $thighFirmness -= $thigh; $belly += either(10,10,10,20,30); $bellyBloat += ($maxBelly * 0.3); $milkType = 0; $pain += random(3,12)>>\n<hr>[img[icon_gain]]You writhe and moan aloud ''<brightalert>as your breasts <<print either("swell","balloon","swell up","puff up","plump up","bulge", "bloat")>> //considerably fatter,// creaking and jiggling as they rapidly inflate <<if $geneDry is 0>>with milk!<<endif>></brightalert>''<<set $lactation = 1; $breast += either(30,40,50); $breastBloat = 9000000; $storedMilk = $maxBreast; $milkFat += either(10,10,20); $milkRate += either(10,10,10,20); $pain += random(1,3)>>\n\n<<if $bodyType is 0>><<set $bodyType = either("boviete","cubus","cubus","bloatpear","blimpthigh")>><<elseif $bodyType is "busty">> <<set $bodyType = either("boviete","cubus")>><<elseif $bodyType is "hourglass">> <<set $bodyType = "cubus">><<elseif ($bodyType is "round") or ("belly") or ("pear")>> <<set $bodyType = either("bulging","bloatpear")>><<elseif $bodyType is "thigh">> <<set $bodyType = either("bloatpear","blimpthigh")>><<elseif $bodyType is "boviete">><<set $breast += either(30,40,50); $breastBloat = 90000000>>\n<<elseif $bodyType is "cubus">>\n\n<hr>[img[icon_gain]]You writhe and moan aloud ''as your thighs<<print either("swell","balloon","swell up","puff up","plump up","bulge", "bloat")>> <brightalert>//considerably fatter..!//</brightalert>''<<set $breast += either(30,40,50); $breastBloat = 9000000; $thighs += either(30,40,50); $thighFirmness -= $thigh; $pain += random(1,3)>><<elseif ($bodyType is "bulging") or ($bodyType is "bloatpear")>>\n\n<hr>[img[icon_gain]]You writhe and moan aloud ''as your thighs and belly<<print either("swell","balloon","swell up","puff up","plump up","bulge", "bloat")>> <brightalert>//considerably fatter..!//</brightalert>''<<set $thighs += either(30,40,50); $thighFirmness = $thigh; $pain += random(1,3)>>\n<<elseif $bodyType is "blimpthigh">> <hr>[img[icon_gain]]You writhe and moan aloud ''as your thighs <<print either("swell","balloon","swell up","puff up","plump up","bulge", "bloat")>> <brightalert>//considerably fatter..!//</brightalert>''<<set $thighs += either(30,40,50); $thighFirmness -= $thigh; $belly += either(50,60,70,80,90,100); $girth += either(50,100,150); $bellyBloat = 90000000; $pain += random(1,3); $lethalKO = 1; $deathCause = "burst belly">><<endif>>\n\n\n<<elseif $randomizer is 2>>\n<<if $bodyType is 0>><<set $bodyType = either("boviete","cubus","cubus","bloatpear","blimpthigh")>><<elseif $bodyType is "busty">> <<set $bodyType = either("boviete","cubus")>><<elseif $bodyType is "hourglass">> <<set $bodyType = "cubus">><<elseif ($bodyType is "round") or ("belly") or ("pear")>> <<set $bodyType = either("bulging","bloatpear")>><<elseif $bodyType is "thigh">> <<set $bodyType = either("bloatpear","blimpthigh")>><<elseif $bodyType is "boviete">>\n\n<hr>[img[icon_gain]]You writhe and moan aloud ''as your breasts <<print either("swell","balloon","swell up","puff up","plump up","bulge", "bloat")>> <brightalert>//considerably fatter..!//</brightalert>''<<set $breast += either(30,40,50); $breastBloat = 9000000; $pain += random(1,3)>><<elseif $bodyType is "cubus">>\n\n<hr>[img[icon_gain]]You writhe and moan aloud ''as your breasts and thighs<<print either("swell","balloon","swell up","puff up","plump up","bulge", "bloat")>> <brightalert>//considerably fatter..!//</brightalert>''<<set $breast += either(30,40,50); $breastBloat = 900000000; $thighs += either(30,40,50); $thighFirmness -= $thigh; $pain += random(1,3)>><<elseif ($bodyType is "bulging") or ($bodyType is "bloatpear")>>\n\n<hr>[img[icon_gain]]You writhe and moan aloud ''as your thighs and belly<<print either("swell","balloon","swell up","puff up","plump up","bulge", "bloat")>> <brightalert>//considerably fatter..!//</brightalert>''<<set $thighs += either(30,40,50); $thighFirmness -= $thigh; $belly += either(50,60,70,80,90,100); $girth += either(50,100,150); $bellyBloat = 9000000; $pain += random(1,3); $lethalKO = 1; $deathCause = "burst belly">><<elseif $bodyType is "blimpthigh">>\n\n<hr>[img[icon_gain]]You writhe and moan aloud ''as your thighs <<print either("swell","balloon","swell up","puff up","plump up","bulge", "bloat")>> <brightalert>//considerably fatter..!//</brightalert>''<<set $thighs += either(30,40,50); $thighFirmness -= $thigh; $belly += either(50,60,70,80,90,100); $girth += either(50,100,150); $bellyBloat = 90000000; $pain += random(1,3)>><<endif>>\n\n<<elseif $randomizer is 3>>\n\n<hr>[img[icon_gain]]You groan softly as your breasts ''<brightalert>swell a little bit <<print either("fatter","rounder","plumper","fuller","pudgier","squishier","softer")>>...</brightalert>''<<set $breast += either(10,10,10,20,30); $breastBloat += ($maxBreast /2); $pain += random(1,2)>>\n\n<<elseif $randomizer is 4>>\n\n<hr>[img[icon_gain]]You groan softly as your thighs ''<brightalert>swell a little bit <<print either("fatter","rounder","plumper","fuller","pudgier","squishier","softer")>></brightalert>...''<<set $thigh += either(10,10,10,20); $thighFirmness -= either(10,10,10,20); $pain += random(1,2)>>\n\n<<elseif ($randomizer gte 5) and ($randomizer lte 6)>>\n\n<hr>[img[icon_alert]]You wince ''<deepalert>as your breasts suddenly bloat tight <<if $geneDry is 0>>with milk<<endif>>, jiggling and creaking!</deepalert>''<<set $lactation = 1; $breast += either(30,40,50); $breastBloat = 90000; $storedMilk += $breast; $milkFat += either(10,20,30); $milkRate += 10; $pain += random(1,3)>><<endif>><<endif>>\n\n/% Slime Overdose %/\n\n<<if ($slimePoisoning is 1) and ($species neq "slime") and ($substatus neq "slime") and ($geneSlimeHarmony is 0)>><hr>[img[icon_alert_critical]]Your body wobbles and ripples-- ''<brightalert>softening around you and bulging outwards as it becomes bright, soft and translucent!</brightalert>\n<hr><mutation>You've become a slime!</mutation>''<<display ColorWheel>><<set $slimePoisoning = 0; $girth += $girth; $belly += $belly; $breast += $breast; $thigh += $thigh; $bodyColor = $briteChroma; $pain += random(1,3); $milkFat = 0>><<if $species is "mythosi">><<set $substatus = "slime"; $belly += 500; $thigh += 200; $girth += 300>><<elseif ($species is "arka") or ($species is "balloon")>><<set $substatus = "slime">><<else>><<set $species = "slime">><<endif>><<endif>>\n\n/% Caffeine Overdose %/\n\n<<if $caffeinePoisoning is 1>><<set $metaBurn += either(0,0,0,0,0,0,0,10)>><<set $randomizer = random(1,3); $pain += random(0,2)>><<if $randomizer is 1>><hr>[img[icon_alert_critical]][img[icon_alert_critical]][img[icon_alert_red]][img[icon_alert_critical]][img[icon_trela]]<brightalert>''You feel jittery and uncomfortable!!!</brightalert> <redalert>AarGH!!!!</redalert>''<<endif>><<endif>>\n\n/% Vitae Overdose (let's be honest, it's never NOT an overdose) %/\n\n<<if ($vitaePPM gte 1) and ($geneVitality is 0)>><<set $miraberryToxicity -= 10; $miraPoisoning -= random(4,8); $miratoxicOverdose = 0; $helenoToxicity -= random(8,16); $somniation = 0; $pain += random(8,16); $health = "Suffering"; $lethalKO = 1>>\n<hr>[img[icon_alert_red]]<deepalert>''The vitae blazing through your body sends you into fits of agony!''</deepalert><<endif>>\n\n/% Mira-Vitae Reaction %/\n\n<<if ($vitaePPM gte 1) and ($miraPoisoning gt 0)>><<set $pain += random(9,16); $amalgaToxicity += ($vitaePPM + $miraPoisoning) /2; $vitaePPM -= ($vitaePPM / 2); $miraPoisoning -= ($miraPoisoning / 2); $health = "Suffering"; $lethalKO = 1; $deathCause = "vitae">>\n<hr>[img[icon_alert_red]]<deepalert>''Vitae and mirajin are fighting for control of your body! <redalert>//You scream in pain!//</redalert>''</deepalert><<endif>>\n\n/% Vitae Agony (leupai) %/\n\n<<if ($vitaePPM gte 1) and ($leupaiFlag is 1)>><<set $pain += random(4,8); $health = "Agonized!"; $lethalKO = 1; $deathCause = "vitae">>\n<hr>[img[icon_alert_red]]<deepalert>Your body feels like it's trying to tear itself apart from the inside!</deepalert>\n<hr><redalert>''//The vitae is going to kill you!!//''</redalert><<endif>></alert>\n\n/% Vitae Allergy %/\n\n<<if ($vitaePPM gte 1) and ($geneVitalAllergy is 1) and ($leupaiFlag is 0)>><<set $pain += random(4,8); $health = "Agonized!"; $lethalKO = 1; $deathCause = "vitae">>\n<hr>[img[icon_alert_red]]<deepalert>Your body feels like it's trying to tear itself apart from the inside!</deepalert> <redalert>''//The vitae is going to kill you!!//''</redalert><<endif>></alert>

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

<<nobr>><center><hr>__''//Round <<print $ffRound>>//''__</center><<set $ffRound += 1>>\n/% This script replays a certain event over and over again until it's either turned off, escaped from, or the player dies. %/\n\n/% Noncon forcefeeding %/\n\n/% Escape chance for noncon events %/\n\n<<set $randomizer = random(1,64)>>\n\n/% If you can't move, you can't leave, motherfucker %/\n<<if $immobile is 1>><<set $randomizer = 0>><<endif>>\n\n<<if $randomizer gte $escapeDifficulty>><<set $escapedEncounter = "Explore">>\n<<else>><<set $escapedEncounter = passage()>><<endif>>\n\n<<endnobr>><<if $noncon is 1>><<if $pain lt 20>><<set $pain = 20>><<endif>>\nYou squirm and groan as the <<print $encounter>> continues to <<print $ffeedingVerb>> you, ''your <<print $ffeedingTarget>> <<print $ffeedingEffect>>!''<<nobr>>\n\n<<set $calories += $ffCalories; $bellyBloat += $ffBloat; $bellyLiquid += $ffLiquid; $pain += $ffPain; $esurience += $ffGreed>>\n\n<<endnobr>><<if ($pain gte 80) and ($pain lt 100)>>\n[img[icon_alert_critical]]<redalert>//''You feel like you're going to explode...!''//</redalert><<endif>><<display Metabolism>><<display Vitality>><<display Alert>><<display Effects>><<if $pain lt 100>>\n<<if $escapedEncounter is "Explore">>[[Struggle!|$escapedEncounter][$continueOverride = 0; $ffRound = 0; $ffEncouraged = 0]]<<else>>[[Struggle!|$escapedEncounter]]<<endif>> ♦ [[Encourage!|passage()][$ffEncouraged = 1]] ♦ [[Submit...|passage()][$ffEncouraged = 0]]<<nobr>>\n\n<<endnobr>><<elseif $pain gte 100>><<set $blackout = 1>>\nThe pain is too much to bear... <<display CriticalAlerts>><<endif>><<endif>><<nobr>>\n\n<<if $pain lt 100>><<timedgoto passage() 2s >><<endif>>\n\n<<endnobr>>

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

<<if $companion1 is 0>><<set $companionSlotChosen = 1; $companions += 1>><<endif>>\n<<if ($companion1 neq 0) and ($companion2 is 0)>><<set $companionSlotChosen = 2; $companions += 1>><<endif>>\n<<if ($companion2 neq 0) and ($companion3 is 0)>><<set $companionSlotChosen = 3; $companions += 1>><<endif>>\n<<if ($companion1 neq 0) and ($companion2 neq 0) and ($companion3 neq 0)>><<set $companions = 3>><<endif>>\n\n<<display CompanionDatabase>>

<<set $revStandardName = either("Aariar","Gleerier","Kelchesai","Lyii","Meraie","Nalieur","Neesier","Radlier","Coumiltreau","Andand","Mairautreau","Zeuriet","Aarindi","Aerat","Arice","Auinran","Faerore","Faesai","Fahlandi","Hearath","Iser","Maillath","Mairan","Meuhan","Naecai","Neroet","Revral","Saldi","Saro","Sialane","Fayai","Heil","Maroet","Veraami","Naath","Torautan","Siaricore","Torroi","Chochesie","Radissel")>>\n\n<<set $revHardName = either("Aareula","Arartan","Miraroil","Naerus","Torriroit","Trarheit","Pilricet","Mairmilath","Revnakhan","Arllran","Ceaaet","Chobeah","Hebei","Neurl","Revll","Salldi","Glerague","Couesheit","Auerkhan")>>\n\n<<set $revDictionaryName = either("Abitte","Abore","Adifagiet","Afliette","Anigma","Archetoix","Arglien","Arvet","Asaleut","Ascenti","Auisant","Avangue","Belatiere","Belcheri","Belebille","Belesse","Beletoire","Belette","Belite","Belsuite","Belte","Beltedier","Billet","Billetroa","Bilotte","Boret","Cassiet","Cavet","Ceri","Cesile","Cessile","Challe","Cham","Chantau","Chavaliet","Cher","Cheri","Colle","Combe","Consee","Consere","Consie","Consiee","Coudonsair","Creatrix","Croir","Cron","Danse","Donsair","Feire","Fesse","Folle","Galatee","Galleure","Grande","Groll","Gugue","Heite","Icor","Iicarn","Iiron","Induste","Intier","Keure","Laps","Leave","Lebret","Let","Leupak","Longe","Luche","Lum","Lumie","Lumiee","Lumiet","Lumy","Lumydanse","Ma","Maire","Ment","Mer","Mere","Mirajin","Miriet","Miriete","Mitte","Nobile","Noine","Non","Nourlee","Nuil","Oa","Oai","Ortolet","Ouncel","Oura","Ouri","Plene","Pliete","Ponte","Presse","Rec","Reite","Revere","Revet","Revetelle","Revetoire","Roil","Ros","Rule","Russ","Scalle","Silesse","Soc","Starke","Suai","Suete","Susse","Sussere","Susseroit","Susset","Terreur","Toxe","Trai","Troi","Troia","Trois","Vair","Vaire","Veile","Velle","Vermil","Vesel","Vesell","Veselle","Vin","Vis","Vitee","Vito","Vitoi","Vitoque","Vitosse","Vitossi","Vouere")>>\n\n<<set $revDynaGenName = either("A","Aar","And","Ar","Au","Ce","Cho","Cou","Fa","Fah","Fle","Gle","Gy","He","Is","Kae","Kel","Ly","Ma","Mai","Mair","Me","Mir","Na","Ne","Pil","Rad","Rev","Sa","Sia","Tor","Tr","Ver","Ze") + either("aa","au","an","ar","be","ches","ec","er","eu","es","firi","gae","i","il","in","is","iss","lan","li","ll","mil","na","o","ra","ren","ric","ri","ro","th","ur","y","yl") + either("","","","","","","a","ah","ai","an","ar","at","ath","and","d","di","dil","e","el","et","eur","gue","han","heit","i","il","ie","ier","iet","khan","l","la","mi","ore","ran","roi","roil","roit","se","tan","tri","troia","treau","troi","troil","us","ud")>>\n\n<<set $dregName = either("Ae","Aou","Ar","Au","Ay","Cris","Criss","Crys","Cryst","Dar","Dr","Dra","Drae","Draeg","Draen","Draet","Draett","Dran","Drao","Draou","Draout","Draoute","Drau","Dre","Dreg","Dregt","Dregth","Dren","Dretg","Drett","Dron","Drote","Drout","Ee","Eou","Er","Eu","Ey","Feu","Feur","Feuri","Feurie","Fl","Fla","Fle","Fler","Flet","Flette","Fliet","Fliette","Flit","Flite","Fur","Furi","Furie","Furiet","Gae","Gar","Gou","Gr","Gra","Gran","Grand","Grans","Granst","Granth","Gre","Gree","Grei","Gren","Grens","Grenst","Gret","Gretch","Gretche","Gretchen","Gu","Gy","Gya","Gyaa","Har","Hare","Harel","Haren","Hari","Hart","Ie","Iou","Ir","Iu","Iy","Ka","Ke","Kel","Kell","Kelli","Kellin","Kellit","Kellith","Ken","Ker","Keuil","Keul","Keur","Meg","Mega","Megae","Sk","Ska","Skae","Sky","Te","Tel","Tet","Tetant","Tetanth","Teth","Tethan","Tethant","Tethi") + either("akis","a","aeran","ah","ai","air","aire","airen","ala","ali","aliess","aliet","alio","alion","aliss","alla","an","and","ar","at","ath","ay","ayl","ayla","aylla","d","di","dil","e","eir","ekis","eks","ekss","ekz","el","er","era","erae","eran","erin","ern","err","et","eur","ex","exe","gue","han","heit","i","ickz","ie","ier","iet","iks","il","ix","ixx","khan","l","la","mi","ore","ran","roi","roil","roit","se","tan","treau","tri","troi","troia","troil","ud","us")>>\n\n<<set $randomizer = random(1,2)>>\n\n<<if $randomizer is 1>><<set $revName = $revDictionaryName>>\n<<elseif $randomizer is 2>><<set $revName = $revDynaGenName>><<endif>>

/% Revecroix (no rares) %/\n<<set $randomRevecroix = either("aenimus","adephagian","aladeri","arka","astar","axxi","belmere","celesse","daedlan","devinn","erinyi","ein","esque","fragmentari","helene","heitene","hyaen","intere","isri","kaelani","kitsch","laworn","milletan","moreaui","noun","null","ouinsel","rachnai","piliete","rexaur","rosso","saarpoid","somnian")>>\n\n/% Revecroix + rares %/\n<<set $randomRareRevecroix = either("aenimus","adephagian","aladeri","arka","astar","rachnai","axxolan","belmere","celesse","daedlan","devinn","erinyi","ein","esque","fragmentari","helene","heitene","hyaen","intere","isri","kaelani","kitsch","laworn","milletan","moreaui","mythosi","noun","null","ouinsel","piliete","rexaur","rosso","saarpoid","somnian","arrakai")>>\n\n/% Leupai (no rares) %/\n<<set $randomLeupai = either("belmere","celesse","daedlan","devinn","erinyi","ein","esque","helene","heitene","intere","isri","kaelani","kitsch","laworn","moreaui","noun","null","ouinsel","rachnai","rexaur","rosso","saarpoid","somnian")>>\n\n/% Leupai (no stygi) %/\n<<set $randomNonstyxLeupai = either("belmere","celesse","daedlan","devinn","ein","helene","heitene","intere","isri","kaelani","kitsch","laworn","noun","null","ouinsel","rachnai","rexaur","rosso","saarpoid","somnian")>>\n\n/% Leupai + rares (no seroi trai) %/\n<<set $randomRareLeupai = either("alchemite","astar","rachnai","belmere","celesse","celestine","daedlan","devinn","erinyi","ein","esque","fragmentari","helene","heitene","iicarn","intere","isri","kaelani","kitsch","laworn","moreaui","noun","null","ouinsel","rexaur","rosso","saarpoid","somnian","arrakai")>>\n\n/% Egg-Bearing Leupai %/\n<<set $randomEggLeupai = either("belmere","celesse","devinn","erinyi","ein", "heitene","intere","isri","kaelani","kitsch","laworn","moreaui","null","ouinsel","rexaur","rosso")>>\n\n/% Arka pool %/\n<<set $randomArka = either("alligator","aardvark","armadillo","badger","baku","bat","bear","bee","beetle","cat","chimaera","crab","crane","crocodile","crow","deer","dog","dragon","ferret","fish","fox","fringehead","frog","gecko","goat","goby","hakutaku","hawk","horse","hyena","lammergeier","leopard","lion","leupai","mantis","moth","nue","opossum","orca","otter","owl","pangolin","pegasus","peryton","raptor","rat","raven","salamander","seal","serpent","sheep","sloth","slug","songbird","spider","squid","squirrel","tanuki","tiger","unicorn","wasp","worm")>>\n\n/% Arka for NPCs %/\n<<if $randomRevecroix is "arka">><<set $randomRevecroix = $randomArka + " arka">><<endif>>\n\n<<if $randomRareRevecroix is "arka">><<set $randomRareRevecroix = $randomArka + " arka">><<endif>>

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

<<display Clocks>><<display ZoneBackgrounds>>//<mini>\n[img[icon_clock]]month <<print $months>> (<<print $season>>), week <<print $weeks>>, day <<print $days>>: 0<<print $hours>>:0<<print $minutes>></mini>//<<nobr>><<display PersistentEffects>>\n\n/% Unsets %/\n<<if $overrideExplore is 0>><<if $toggleDisplay is 1>><<set $toggleDisplay = 0>><<endif>><<endif>>\n\n\n/% ================================================= %/\n/% Initialization %/\n\n<<if $location is 0>><<set $location = either("Woods","Forest","Sticks","Riverside","Meadow","Field","Plains")>> /% Will be obsolete once starter planets are coded %/\n<<endif>>\n\n/% Name/territory size randomization for Physworlds %/\n<<if $plane is 0>>\n\n/% Not actively exploring? 1 in 5 chance of finding a new biome modifier. %/\n<<if $exploring is 0>><<set $randomizer = random(1,5)>><<if $randomizer is 1>><<display LocationName>><<set $locStatus = 0; $specStatus = 0>><<endif>>\n\n/% Wandering? 1 in 15 chance of finding a new biome modifier. %/\n<<elseif $exploring is 1>><<set $exploring = 0>><<set $randomizer = random(1,15)>><<if $randomizer is 1>><<display LocationName>><<set $locStatus = 0; $specStatus = 0>><<endif>>\n\n/% Exploring a specific area, or not moving? YOU CAN NEVER LEAVE. Erm, will never leave. Until you're ready. *cough* %/\n<<elseif ($exploring is 2) or ($exploring is 3)>><<endif>><<endif>>\n\n<<if $locName is 0>><<display LocationName>><<endif>>\n\n<<display BiomeStatus>>\n\n\n/% Store script %/\n<<if $storing is 1>><<display Store>><<set $storing = 0>><<endif>>\n<<endnobr>>\n''__<<if ($plane is 0) and ($indoorZone is 0)>>Planet <<print $planet>>: The <<print $location>> of <<print $locName>><<elseif ($plane is 0) and ($indoorZone is 1)>><<print $dungeonType>><<elseif $plane neq 0>><<print $plane>><<endif>>__''<<if $locStatus neq 0>>\n//<<print $locStatus>>//<<endif>><<if $specStatus neq 0>>\n[img[icon_alert]]<alert><<print $specStatus>></alert><<endif>><<display AchievementTracker>><center><<nobr>>\n<<display ShutoffValve>><<endnobr>><<display Metabolism>><<display Immobility>>\s\n\s\n/% New game/incarnation intro %/\n\s\n<<if $newBody is 1>>\n<cheery>You wake up in ''The <<print $location>> of <<print $locName>>'' with ''<brightalert>a bit of a headache</brightalert>'' and ''no recollection of who you are or where you've been...''</cheery>\n\nIt <deepalert>''might not be safe'' to stay here...</deepalert><<endif>>\s\n\s\n<<if $overrideExplore is 0>>\s\n\s\n<<if $exploring is 3>><<set $encImg = 0>><<display EncounterImg>>\s\n<<nobr>>\n\n<<if $autoRest is 1>> <<timedgoto passage() 1.5s >><<endif>>\n\n<<endnobr>>\n<<if ($caffeinePoisoning neq 1) and ($pain lt 70) and ($newbody is 0)>>//You rest and enjoy the scenery.//<<elseif $caffeinePoisoning is 1>>You're nervous and jittery... ''you can't seem to relax!''\n\s\n<<elseif $pain gte 70>>//...a-are you going to... <deepalert>''die?''</deepalert>//<<endif>>\n<<elseif ($exploring neq 3) and ($newBody is 0)>>\s\n<<display Encounter>><<endif>><<endif>><<display Effects>><<if $overrideExplore is 0>><<display Alert>><<display ExploreControls>><<else>><<display CriticalAlerts>><<endif>><<if $newBody is 1>><<set $newBody = 0>><<endif>></center>

You flip open the book.\n<hr>//<<nobr>><<set $randomizer = either(1,1)>>\n\n/% Going to turn this into the library/books inner workings.\nInstead of choosing the contents of the book here, we'll have it happen in the link when you click to open a book and read it, wherever that comes in from.\n\nThis will be a catalogue of the contents of all books available in the game.\n %/\n\n\n/% Parasite book %/\n\n/% Microleupii series %/\n<<endnobr>><<if $randomizer is 1>>\n__''Micro-organisms of HYPOTHESIS''__\n\n''Microleupii'' is a genus of microorganism created by HYPOTHESIS for use in body alteration processes.\n\nThe Microleupii family includes ''M. belesse'', ''M. miriete'', ''M. belebaret'', and ''M. belite'', which all affect bodily functions related to weight gain and the processing of food into fat, each in a different manner and targeting a particular area. \n\n''Microstygi'' is a genus of microorganism created by HYPOTHESIS for use in body alteration processes.\n\nThe Microstygi family includes ''M. moreauii'' and ''M. heleni'', which both reproduce rapidly in the body, causing gradual bloating over time.\n\n''Lactosa virii'' is a microorganism created by HYPOTHESIS for agricultural, industrial, and personal use.\n\nIt alters the body in order to stimulate and gradually increase lactation and milk production, typically also causing slow expansion of the breasts as a result of increasing pressure.<<endif>><<nobr>>\n\n/% Pending Books\n\n\t♠ Aspecte. A book about all of the different types, and their prevalence in rev society. Maybe mention the old MiraNet Aspecte game for fun points\n\t♠ The Hypothesis Breach. Subject file. HIGHLY censored; probably only a few lines/words visible, including "the hypothesis breach", "largest aetherhole ever recorded", and "referred to by laymen as the [REDACTED] nebula". It needs to read like an SCP file, fo sho\n\n\t♠ Leupai.\n\tAs hard definitions go, leupai are their own kingdom of crystalline "mimic" lifeforms, superficially resembling animals, plants, or even inorganic objects (to a lesser degree).\n\tLeupai "blood" is blue, and more akin to a thick jelly that makes up the majority of their bodies (with the rest being either dense, hard crystal-- such as the "skull", facet, teeth, and claws, or more flexible crystalline organs like the outer skin layer, egg, and venom sacs ). Leupai limbs are essentially tendrils or tentacles, and can be stretched, compressed, and bent freely without harm to the leupai.\n\n\tLeupai can consume nearly anything, digesting solid food by dissolving it into a jellylike form which is then absorbed completely into themselves.\n\tTheir skins are incredibly elastic, enabling them to consume large quantities of food, swallow creatures and objects larger than themselves without harm, and inflate, deflate, and compress their bodies at will.\n\n\tLeupai oil can be extracted and refined from the flesh and "blood" of leupai, and used to elasticize living flesh, treat fabrics, or be processed into a strong rubber.\n\n\tTrue leupai possess four nostril-like "vents"-- a throwback to their humanoid origins, now primarily used to release excess air or liquids when needed; leupai do not need to breathe (although being cut off from Reveric energies can "suffocate" one, given time).\n\tLeupai hybrids such as the Daedlan family only possess a single pair of nostril vents.\n\n\tMost leupai are venomous, poisonous, or both. Toxins produced by leupai are mutagenic to organic life of all kinds, causing bloating, mutation, voracious hunger, hallucenations, and eventual transformation into a new leupai (a process called 'realization' by leupologists). Large-scale release of miratoxin into an ecosystem can result in the mutation of the entire area into a collection of alien flora and fauna which will, in turn, spread the transformation into neighboring regions. Whole planets are sometimes changed in this manner, typically as a result of the presence of one or more leupai queens.\n\n\tSufficient long-term exposure to miratoxin will produce pseudoleupai-- creatures that resemble hybridized leupai in appearance, and may even possess partial tongueclaws or mild venom. Somnians are humans who have been gradually exposed to mutagenic levels of miratoxin in this way, typically via tainted water supplies or direct consumption of water-diluted miratoxin (known as "somnus").\n\n\tLeupai are completely sexless; they possess no sexual organs, nor do they display dimorphism of any kind.\n\n\tThey are parasitic, using their tongueclaws as ovipositors to deposit eggs in the abdominal cavities of live hosts. Leupai eggs typically will not become viable until exposed to the genetic material of a host creature-- after which the new genes are used to determine the final appearance and nature of the resulting quaggy. In times of duress or necessity, a leupai may force its eggs to finish developing without outside influence, which results in copies of the parent.\n\n\tIn a host, leupai eggs secrete residual miratoxin, causing a sharp spike in appetite, as well as residual weight gain, typically centered in the abdomen (this is believed to provide extra protection while eggs finish development).\n\tPrior to hatching, leupai eggs will roughly double to triple in size, then have a last, rapid growth spurt which typically ruptures the outer shell of the egg, as well as the abdominal cavity of non-leupai hosts. Quaggies will tear or eat their way out of the host if no sufficiently-sized exit is present once the eggshell is shed.\n\tMany leupai may remain to tend to a host creature carrying eggs, assisting with hatching and using miratoxin to seal and help heal wounds prior to the emergence of the quaggies.\n\n\tLeupai species and subspecies may easily hybridize with one another, with quaggies typically taking on an even blend of features from each parent. True hybrids of leupai and non-leupai species must be laboratory-made, due to the nature of leupai reproduction; such creatures are typically sterile, and do not produce viable eggs.\n\n\tIn rare cases, leupai may create "true" hybrids when eggs are hatched within other compatible alien species.\n\n\tLeupai are notably unharmed by the vaccuum of space, although long-term exposure may cause gradual mutation.\n\t\n\t♠ Gi.\n\tGirth (Gi) is a standard Revecroit unit of measurement, used to refer to weight, width, circumference, and mass. \n\tNo one seems quite certain how this works, but the Revecroix people utilize it in everyday and industrial life with alarming skill and accuracy just the same, despite the very obvious differences in how such things aught to be measured-- and, worse, how differently such things aught to measure up.\n\t\n\tPerhaps no one has told them how utterly and blatantly the very concept of such a thing flies in the face of reasonable science, yet. \n\tPerhaps I shall have to be the one to do so. - L.R. Grant.\n\t\n\t♠ The Null.\n\tNull are a leupai subtype that fall from the night sky in great numbers on occasion. According to the Revecroix, they live in and around black holes-- but anyone with two brain cells to rub together knows that such a thing is impossible, and frankly I don't know how much I believe that black holes even exist at all!\n\tNo living creature possesses physiology capable of even living near a body of such supposedly catastrophic heat and pressure, let alone somehow surviving the process of being pulled into taffy once one reaches the so-called "event horizon".\n\t\n\tI don't know who writes Revecroix science books, but they really aught to screen more thoroughly, if not actually learn how science works altogether! - L.R. Grant.\n\t\n\t♠ Mounds.\n\tLeupai mounds are usually dug into soil or rock, preserving natural features externally while hollowing out structures and reinforcing them with space-age materials for living purposes.\n\n\tFamily mounds typically include several passages connecting to nearby tunnels and caverns for hunting and travel, one or more nests/living areas, one or more pools or other natural water sources, a coop where living creatures are kept for fattening, nesting, and/or eventual eating, a crafting and/or storage area, and a kitchen including one or more flat surfaces for preparation, a pantry for keeping plants and fungi, and a lava pit for cooking and disposal. Anywhere from a single Leupai to multiple gigs and/or Houses may live within a single mound.\n\n\tOrganizational mounds are built by and for organizations and practicing professionals, containing one or more rooms tailored to their specific needs. Such mounds may be many times larger than a family mound (some of the Hypothesis Conglomerate's many branches, for example), or even the size of a single small room, in the case of mounds made to house a single entity's workroom. Many org mounds consist of multiple smaller mounds joined by short tunnels to share an area between several associated or interdependent trades, including their respective storerooms-- providing convenience to both the owners and their patrons.\n\n\tWithout the need for oxygen, their crystalline physiology, and the ability to survive even in the vaccuum of space, leupai can settle almost anywhere, barring such extremes as within stars or gas giants. They tend to prefer areas that allow them to easily (and stealthily, if necessary) acquire food, although their ability to slip between dimensions makes this easier than it would otherwise be.\n\t\n\t♠ Technology.\n\tRevecroit computers and computer devices function through MiraNet, a multiversal "hypernet" and transmission system which allows for communication and transfer of information via psi energy. MiraNet can be accessed and interacted with by any Revecroit computer, as well as directly through the minds of entities with sufficient psionic ability and knowledge of its existence.\n\n\tRevecroit computer hardware is a combination of a mainframe-enabled miracrystal and one or more linked paperscreens or Ethereal User Interface (EUI) screens-- a holograph-like, nonphysical screen powered by ambient mirajin energy and called into temporary existence by psionic will when desired.\n\t\n\t♠ Art.\n\tRevecroit 'sculpture' is created from either a fleshlike material made from processed Leupai flesh and oils, or through the process of mutating and/or freezing living creatures into the desired shapes.\n\tSuch sculptures have the look and feel of living flesh, and can display lifelike colors or be set to any type of hue and/or texture as desired, from pale stone to brilliant, shiny plastics or metals.\n\n\tMechanical sculptures have smooth edges and lines, glowing lights, floating UIs, and other computeresque and/or machinery features resembling Revecroit robotics and devices.\n\n\tTwo-dimensional Revecroit artwork is created on hair-thin, fully flexible 'paperscreens', which allow for painting, drawing, programming, video, fractals, and the creation and playback of other visual effects as desired in both still and animated form. Such works may also be rigged to play sound and emit and induce other sensory information such as scents, textures, and flavors, and can also be made to produce holographic or three-dimensional "pop-up" effects.\n\n\n %/\n\n<<endnobr>>//\n<<display Metabolism>><<display Alert>><<display Effects>>\n<hr>[[Back.|$saveStateSpecial][$inUse = 0]]

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Dr1/G3EX+hT2ESPgdv1+Dj4wAagDsA/C083AgAIwCMADACwGsSAAZAoE+iLj6Kw8mPwun1r1tHYhAAHvPmjzANnwDsGOA8fcG9cMQ/AsAIACMAjADw9QUAAOwaVsX34rj87q9zAHAweFxa/SyozwFyF1IB/MU+4AgAIwCMADACwNcFAHwXDiZ/Dl5riJ3kaPglKwpv5wc/enneoMJQIsoOxGpcWP3/4PTZzPPfznEbAWAEgBEARgB4rQMAIgzEyr8flX8PFFMQzUv5hNv535ep4OAAhFzs/Sy8Xcnn220C3AgAIwCMADACwGsfAARABeghwDkOZn8dDe+Fs328Av0Bd5z4ibyEafwctlf/3xT1cy+/r9tsKh0BYASAEQBGAHjtA8CQLbmCqvxOHJQ/AGdNlobiTgNBAeAHAfwhgKsvleNvm7siS+zWv4lp83GAF+/gU4wAMALACAAjAHw9AQAUsBPU/j1YFN+BIHeBdx4IHID3AHjkztNAvdQTALw+h1n4JCbhIYA+P/UIACMAjAAwAsAIAGeeS0AEdB+QPVTurVj596F2rwctwtkhXuIC8Yt2/IYSKtuAGSbxy5iGz6DQJwA7yrRPgdtS/YwAMALACAAjAHx9A8AACKwCbB/gHlb+Paj9O1G7N0H0GESFV0/XsMFQAADK+DDK+CjK+EX0zV0lbpvvP+96kjdgf/KTIGrwToLLaCMAjAAwAsArb22B+ABgiWXxUSyLDwJmr5qIVzmB0yPs1v8Gol9LNA/38KKau245A7gP+9O/BgPy9fuSn8clgHBnU5kRAEYAGAFgBIAXpIYqQK/haPrXULl33sb5eqcBYI5Cn8Hu6p9knn/y0jr+QeYBaxDc/TgqfwhBLsLpEYj6pTyf5xkA6hEARgAYAWAEgJfT1QK2xNHkJ1C5t+V6wKsBAGbwehV71b9ItE+mg14eUFRAr8PkEhb+27DyH4BxkiW0r8iY7REARgAYAWAEgJcKAE5wOP0rWLk3o9Brt+Pg7gEwBfDY7b6mIJfhdR8XVz+TnW7xMh8XSVNE7RDBvxMnxXehca8Hrc7D9b4RJqyOADACwAgAX+cAAMBOEOQNOJz8KKLswtkSYiewW5dXfgBpJ8Bv3R4JU4BosNX8Psr4hYwpr0TUze6cAhSV/wAWxfcicpazgREERgAYAWAEgNe8EbBDGHex8u9F5d4B5U7mvV/mjw8C4xYuVL8AFz4LyOtwRzp8bxsIAqD7MLmA4/KHUbs3QGw5evIRAEYAGAHg6wUElkB8Eqvpj+G4+P4Xe/wcgB0A+y+G+lFugRBcWP08RJ8DuP0qOkYC6ONo/IdwMPnJ2zq/RgAYAeAOAcAhonsb9qc/BepiBIARAG7P9BqW5ffgpPieF3v8CgAzALdcTU7Kn6exVf86nC1y5P0qK7jadVT+wzgqv/9Vo5gaAeAbGgCWULmMg8lPIshFiK1yavqiOzsvILXyh1t3mnuYxi9ju/qXIwC8ZgHgegaA776d4ycA7gfw5K38US0Xsd18BlurnwfcA3jJNf8jAIwA8JoHABBADUOByr0Ly+IDiLwMwLKkL94qEGwBWCHNdXkKNz3YyxB4CdP4FexUvwhwNgLAazQDWJQfw6L4Djh70YqgCwDeBuBPXuicMXgodwAQhT6Brfq34PWZfP68Gq/tEQBGAHhVAUAGAVsCdgKTy2jcg6jc21G7t0FZpEvY7AWfLz8raCcgmncA8iyAm3oDyi14u4qd1b+G4AQvv2xvBIA7lQGsio/gcPIx+JsbD/FNAL4bwK8B+NLNBgtpmcs2xBpMw2dRxodR6GOANbnj91XaFGtXsfLfi6Pye+DttiSzIwCMAHCnAGAIBCsAJwAcGvcu1O4NIOwmLyhD5C4a98Y8FqBCbsMML3QxN24bO/UnMK9+CZB7X9FjPwLA7VgEoDgpvgMr/20wMJ/D5zZA/QCAvw7g/wPgd1/Q8XMK5RxOD+D1SczC5+DDFzNxtIs0FUFf1dd27b4JB9Mfh1iA2OHtgMAkv+EjfIPZCAAvCQAMo3lNC7ItALxZKia1wVflR3FY/gCcHrskBWQ8N32XXdAqzMKnMWv+JEsHyxEAXrMmAFaAHiO4t+Ck/CgaeT0AnkcpOgB3A3gW5xL2Sd1jnMLpASbxC5iGz0D02ZQpZgroVcf3n3uOLRDcgzgufxCBF/M1/qJqbi4f8OZleNEwFDBuw1kDwxFeyT6GEQBeUgC4HWsAO8aq+E4cF38OYkcgwuDk1jyidwewgFn4DKbhU3DxibyZaf7KRnAjANwBy87YDgCUaNwDqPx7sHLfBFDg9CAnhfKCTgdwCLIHr9cwa/4UZXwYYs8BmOVz5bV4bBTQqzC5hMPJX0TtXnc784JmAC7hFgvmt+r8lTOIBTh9Ao1MIbicwXwEgBEA+ujvPthyF7b/JehV1JMfxVH5QxBbZKfe6rQVZXgY0/g5+PAVgMXASb7CUZzt42Ty57FwH7wRRzvN/67Ou2ACL2EWP4ft6pcyJ/2NaLkByo4AKBr3bqz8N6F2bwUQ8qJ5uYHbcSAM0/AZTMOnQb2SdP2cv3ai/RsdGzsBQCyKj2JRfAiCFWjLWwUBD+Aykmx2eWdfoUIxhcoWxI6xt/pl0H4FT8y/HTv2d4BXsI9hBIBXJQDU74tyz0dqef3PiB2v0sn9oZSmo4ZxDuUEe6tfRBE+nS5k7r660nc7ROU/gKPyRxOk2eFGBgMA+Ej+9w/Opit2EFlir/plTMInvwEzgHOiXjsELKD278NJ+d0wTG/YLZwGul3H3uq/TY/BC/j6mnica252gMZ/AAeTnwIQ8jV/S2M0SqR6wB2qBaQNakEuwOsB5s3vodAnIfEAwT2Dp2fvxbb9rREAvjEBQADUgB5hnbdMKf/x7G/tHRfvXXhDAwtwlu5nnECswnb9K/Dxq4Ml3K/G479ElLuxLL4NlXsnANss1rXDZZb9BUMoZ1BO4fUK5s3vYxK+DLDEOPNlIyPQ53E4/Zuo3VvPkIoyRwOKIJfg9TAPdAt4xZRhL/kxiYBeQ+Pfg8PJT8BQ5uOCW7lG9nIWcFuRlKGEcgaQKOJT2Gp+Fz78GcBLAHYQ5FE8PXsXtu1vjADwjQkAFSLvxsq/F0STJxu2ANCg8u9FkLsuiC1rwC2MHjBDlG2U+hz2lv9N1mi/XPPZX8wF2fLXhuDehJPiYwhy+RzFhkE5h2EKZ1cxCV/CLPwJqNcBuZQz9HEr1Fp0aSdYlN+Hk+Lbhy7ubTAtiPAQQDMWcHoN2/WvpRWOKPH1K5lsMe9ZBPcuHE1+GFEuQWwBsSXs5gIIn5DkVi+qVGeJkrJUp9chdoRJ/CqmzR+nc5d7+XNzGQDePQLANy4ABCg8lsW3YuW/FUF8pkrSaSx6BMHqXYrpVWP5fAIIB4NgHj6BafNJgJPXwMXc0hbXAc5wOPmfoJEHM28NtCOGg+zC6SHmzR9jEj8H2hH6AuXo+M+2mKmgdyDIvaA1MLqLYgtzen0fcDB6FPoEqM8DvIjXlMrndrJr2wcwQeXfi0XxLZkmu9MiH8v+YRegA22FSXwYZfgKCnsO1EMAVVZX+f64jwAwAkBf2DsEuINa3ozGPYDavTmPkmiQePAJdqt/izI+BOM2xKr8N1uZErHXzkWpT2NZfmxtvk0aOVxhGj6HafwCGJ9NFwwno3+/WdrDjgDTzPrghwG8GZB/lBcPZyCdfYMBKZFktM/hZPJXsPTf/BIMjSOUW5jEr8LHR+D1Grw+liXf8/NpyxEAXk4A+C4cFx99FReB0wgJ6HGiQeQeVP5dGQjuwnbze5jUH2eKhHN+8Fp1jnaQxhv4b89z3AHlNrw+ib3lf5fmFnH368hRtRLNl3WWzrcijYD4TeBVslj4FabJjss/j5V/zx0fGaHcwrz5I8zq30iHmvObC8xGAHi5Pv/rWJYfw2H5EXhdZRklN70v8ycWzk7xPGrZxYX6VzBp/igXcV7CqCWPkoDswTgDdT9Hb443MUfiVf95HE9+Cgv/XhR6FYBAOYfX5/LKQc2p8isSLt5hCmJpoOTIvOAtgsDtfM7bSPN/PjVmSAbYIY4mfxkL/zaUeh03aBRzfVr+giEhInegnODS8mfg9FGAd9984DICwMtlDZR7WLm3oXbvQCP3QFAP9PTkIEQrAFSZl8nOaRtAhNfnMG/+AEV85GWai06kRrAIsCQg21ns/NoOjW2B2r0FJ+XHEGTPicVS6Wqvz8eLq/8BL6FC5eUtlNixNe6tO0eTH/jxSfjaw1vNb/xhPs340ns83AvgvUjbwG52AuHXcVGgRuBlrIpvQ+3eCFp1A9S+uetLuYUyPo5J+FMUeiWPfr8FhdoIAC+XuW6fqMlFLP23oXbvQJTUfSd2NLw+inTBmBonUMzg7Bq2mo+jDJ/Njn/ySvhgAfAGpA7FF6pi8cYXt23cfEuySt6+8xDArsN4ASv/fjZybxHcPa6ITzc79S+H9BTuTh033uLveIP3c2uO2/Zj5b/l7muzH/npWXj+ExeWP/vPQEfA30kAsJu4/eV4vle5CaDPAdzC1fl/CGMJr1fPWrNJpEawa+df5EmpFtwUe8tfw7T+V4B7K25ZoTYCwCuQ4dsKwBLgFmp5I5bFt6N2D4BmAJkjA82t2hV26l9FGR/KUxG38TJq0M+4aNWyWoY3vO6tSSyRVYl6AFJBCgawHXcy+F6mgJT9fV+cUz3PYdr5ILAA7MTAOYzbIALPACS7SSfM23jtfAk+OsKOGliD6N8+EzsJ1ENNmdwd8aF2k7/ngO+w23zM1z5I2BKNexNOiu+Bcn5W45wDcA+A57BWO0mze5Q7AAGnVzENn8MkfB6CGi+KshwB4JWlhaAHgFxA5d4JYwED0bi3QDnHJDyEQp+Ajw8D2M4F15f0vOb6tyE7+9ZhGAyFGEsROw7JSRLQOjv8Jp27so3a34sVt3DiL6CiB+lwrbgXCkWQGSqWECgWMofC4/uv/wLK8CggW3eSTuHNOwbNAOtacLObeMxbmfbF23icW5wqxkQpWl1Hd/8WbWUSH1mAewSnvv0sb+HlbjhyGwKInX+sOfD5drMAcN5nZLdw31cxMORDEL+Gqvw+HJY/An9TTtcQ5SLEakzC5+D1aZTxcVCfTWKFF6usGgHgVZAWosq0uqUIWC4mNNfnk9Pnzp04d3nr14mjgSCCtSeuYSJB9lwRH6+hdxEEjoodHLsdnMg2rk7uwYk0CK6G4joW7i7U9HAUVCgQoSA0j6NOL+kEFX7g8DN42/4TQDFjisylPRPOuHzdeanVTTilc5w/b9Yv3QgX7CwnyIETvJXPhS/8UbJ/StoAJxRmB1V0b9m5Pv2rf1vMmr3Vz/8jr08sjdtlfh32whnSec/u8hN2T94/t4nl7wkGU0aI+dNvx3gGBm44SergBNDNl3szgGC3cLK/vKZXsJx8Pw6L79osCE9z1N8Mj4exxCR8BdPwCbj4ZD4+23nL3m28/BEAXoUUEZp8wr+oiP/OUAl2YKviO99UuTfdv7f6J7+fTjRHKA28exrc7u6++x+fu1o+wyvlJaxkF41MoVCUdp3b8RHM9DGIFhAYIgMmOsEkbmevSEQ2FlkjsoGzN+EtJx+D0xlNFoisARCEkAPfbjQEVjmi5Nr7FQgHybL1v+Q5x8dgMDgrQPNIHNyZ0TnS6IiCMDkDLAZ/ZmuyOxoDDAqB4xn7bHnjz83OY38BgMoAZQJnRYTRQCOMEWZHtcl982Xxd/9dI5p5/Q9/XvSZ2rhdbD5ufjxjFu9b+79TwJV+FvjkwGk940eDmAPNZWwQRFnlz7ZIwMD+scQ8mGhAs/yYtFadpCDExAoYFATBjt7I9NxprLUzDqElEDHr34vaTWLeSwsKViHKHhbFR1H5d4K2hLMTGNw88cPDaMbD4HBp9bOgPg7I/bhjTXQjALzkdIq9OAAg1jr2Xj4QyO2yAcpLM+V05sPnrgH3AJy5pfua1u7i7lFx+e5r/h897LTgloJiDQQp2ovwiJwhcgZvApogyApiBaZxhw4FaIRSuwtcqfA2RaF7UK4QuEoXviXHyXzCK80UDS1HgezmzADOinxfgBAmBw8Y1E4F5QBpUYFFEOwWNNHkWQjLQCKA5echQHibAJBh9rIGJmI+SlIO+fYCDayoCChsiknchUoDg65x8NY5WXYRtUFh7IQzpOUdbjSmY5aGcBu1BTlbZ9mFwHFtcl8JM9CebYxbhSFs0PFikmWhdiaFwNZRQ7vjaN1v+te/xlSZwfKnxu792RnZlLEHlwReZun9CWhi7XtNxzX9LoFHmpJgMGOnntbB601P4q0EzcGoEHOAeWtHJSDPJ8qrLewmQeEOeV6XmihRo/LfjJPye6DYzg1itgfwLsAeBgQxz9i6uPo5OH3yzqr/RgC409z5bXG4lscre0KVttQ7VPC9VZ5aASHsxGAThOJjH2jwh187dB8/qAWOCNErzOGiH0RyUGgKuiAQOMDINupjpnSiNMk3dJeq7/4mooYygPDpYl13jkjOvr/gacIhzBKS40NC4Akj2yh/jaAxUnBtabzkVd52P/XRK7TKjBOXYuhKadGME5d8WTRCqIw2dIstMDBt16lzIQEwegCerTPqXrGHIrJ1egS55kttLV/hqY+tZUYGThVrTli7OykTvIodVQk/diaJX9Q16EmvsQMAwwBQ0R1N5qPYf74dKBtg7J+XJuldWf47ZrrG8qNwHfbExNrMLt/eReiKFtxgSh3+nQ0Ay9DDobWgYlAY1NrXmrOwDB5MWQnESt2C12m6i0lLbWVQ0JeYQmoH6T2Dxn8Ax+UPIfICiOoBseWDUfb+kBbh9ZlU7I1fHtDGIwC8Us6cdzhVXI8qrOHKv+9yqU8dil5pUgv3LZ2EPONxb5Znbvv53we4vw6VX2zc/h9dm/3l767tX3xR7Teem+qbvMBlqmdK5gnjPVmgifU2l6K4NpqFdq6Ztv7UrYPJ9+cw6uxIHJMhmZ7jeMl/L2wv8tPR6xrvTNCMdrKq/I98ANyZAloV4eOP1P6HPuD1M1/y+pV9WITKRQ9TEkulNQkQ+zhWAKvBPA8bqARur9DZXzTocZDVvzRYJFgMDjO7yBakdew2ybM/ng4kFZopsc23oxtZxPo7Z6ajbECgbZ6vxvVTmCCsZcLWfkfLr9v6x7EzL4c2+j/r/G5/1zrr9U7V7oltPTsYZnH9kUu3CdifL22l2WBsj4+1RWiFQhmtza4UEc7KnNkBzgo4m5iYQ2FT0MoWjPK/LTgE3EQh3W7J5dghwAKVew8WxYcRuYtJfBjT8CkU8YmkVpMLuOOd3CMAtJxANNgyD/ySNkXnTTh+u6OgY41F9/oLgNDFx66nzs0hv3ze89kgOmij082TlDzzxF2Loy3C/LsA+8mFv/qr+/6rnyAcvG0RULa7JA0Gb56So+7siJObgMCgCKyhDPQ2Q2GTDAToIkmlckCoJIdua8iQX5VAIG3VkW1E3b4ntsyJkTc+yIRBSaur2v/wN9OePy7DH3zeuLMd5Q27zp45oi2ioXTgjLSVpqjakYMokpAA4zbBHaM+b7ClmL/sdfbvA3YYZPmPDdZwHb0HEb2x/4y0ywfym2dfcG+LqYaYaa8++u8/c8tUUBtHZ+rFaAJjG/Er9IyDa9REvQzPIfZOj+tI0d4ydMYd9vNUZNr6Y8Kg0WAqkKIl4nup1RBxhoX8HrxSKpnqBevEm2aazmwAZpYzExNzIJwNgoP8GGY0gTKa5nqrsY/4nRXwOjeXznFTJrrJWYlC5yZWDGikMKgL3ZQSx84GgQqwI5jciygX4eOjiQ7eHOB2R2sR37gAMDiNohlnrpHXXSzj4/tAEwGRm/jgbtCow4HTdhsRgzsdnBtz2nmk0b39cpQtKZs/fR7YJcwRUiGyGjgAdtdG5sqRFrjX0LyuV8xnxzW8lNl5oi7qNnY0Seo6juHYP4eVHMDZxDuLAJwBXlt+O/Psmd4glEpL8RiNysiAgArKiFJnKGwGTQVR9im6Zcc+iBhNkkO3TJEMwGVIHfXlXbIj9Y2bjnZ4n46JUJjQrh0B3hnnM4FXsUVtmJWAl+6iTs6+pVuYHENpBA6cld/qbfKdNRc/l+gfGoGtfFyXhJTDwmr7WSmNg87vHOdqm+bQBtRMx510cboN6R4OswA7nQRmpzeMo9eh09Yib5LdbdxwymfUViGt4808X/d6tf1Mh9E+k9O3/LeuJ7PW0azn9DtwyK+7fb4uMssAl+9vsC4xGGQYBjVjW4Mw6wUChjahMShgtPzc+e+jJTqSELh8L80fkzOBwNvM2nNbTIxwQKKW8suP+Zq+lbEbbZ9QnWf5vMSzm76BAOAGNEgw45ZfuXfcPw1feJaomo1WeVsv3rRRdld4YpfKtjwiq6TGYIPAKvHiVgAwNFwgMlLMWy0niKwgVkLZsOEShkVURkQWjkhuNbJCzIoSZ54p9UXr6LPUDlAGNLI0mtDbNP0OPulwuLTCtljYtCu+tiBxGtckeCs9ACpiXdr8TRPdfsuJu/YbORxhRMNEbEREBvYcMUk4iAlbvtKSo+j+6wu7HY8OGtlDlYAGni62chAlowPAYfQ/BI61+wBURhqUilCDiDQ/Y1fsbUFCxbqCYg/QAkeDqjIeirkLArerCIf5tUgankQhZDZwttkBKzt9fhc22yAr2zxH2yzB2Kp+0lvUvqaxcWquA8SAPut/10Xumg5uV5s5rXvKDtJuRFv2DtwAMWgNoqLJlIA3QAmqIS7neunHnBUPHLsrP6+IS6ZMoM1cBgFNR0BZD0KWf8g/k5YaBpm5KLNMUXVggS40aR17ywURNJglxVf3uTMDplE7oLGurkBLBFgCnfZ1a5puYW1dIWWI3grdgjOPwqbmrRyAAizRR/EGLioarAI4bc/xCYCLAJ65s0XobxwAOK/rckMO6EW55Zwd1qejeId2N4NyaZEBxsDAADGhskFkYwCwlMOk5meNhg1JRUAF5MITATQZHFoA6aPMCNo0eQhEUwBBVikG0SIXTPuEGFkd4axk79BdluR5SKKDOvoCUBN4thRNOplloNYAaXUEGlVulexpExXIbqHzvcjl44pnG2VJ5faWIWp6Ha6NwAeOk6SR0hcN1wqbNHKT67GOumpd7xAUmF9kR/e0GQ47GUmvKNmohaSflVEAbVKEzokiHAEo22p1jlwlO8BOscMk/2xobmui29/byPITAdWXCXcJgGud/cDpb765wWcxFPCvifpbkqzzZbYGDrbm9DOVMcgUYJYPjA0onAFRdOry56ni0ZlNuzfIBtJBjwwnpc7eOtO9j5zItV+NbJ4n3CSDa1Pq1rd4K+5ayeFvK+MKWNN1thG/rdNHmQKi2RrvxU6qaln7ahuUUBvJd3RPBwi5mNBnLZYPIi1F8QJQTc0GfJmaQlNG1YHAELAUbZk/ZRzpU3SWpK3eJihsZjRiYttwOl+XonYF52DG7Ukj9+2U8eEr+bS+jDRP6XdeoJ5nLx4AvoIr0+/Blv04GlwFX6Ftd3caAG7C8bcHYRWje+DCwn/obTvVL/xJGsWz58GVKSIjA1ZyaJUcI0rFmJf0GCIEHoEr1FyaR5EvM2NhqUEjsDaXG2HaqNKh6OKTJC8sGdmY4sg83lWKTcXw0AqYS1s4TBykmssRO7PDTScbu/jH8nkpdBBzbFUf7XOlTFl6R0VFREgpLpcquHduvFSaff6AKF0GCGFqW64Fk23lN99Pu7pw9vBVYOrYauM3ovBeCiitIqe9LYOQsadJsrMdogjIXMjkQD/CPoPoCGkxRsI48PpGkmLW9gNI+9krgGqiWz/obPK+lTv45w2XDxPcBsQSd86BA+8UN2KMDUxmU935rlqWn4qsHydkRlBo9MZh3VS4zvX3EX1+fV0KlymgLtUwnHL+OBWwcE22ucGkcJPeGQIG18gg9lRLSxfiPBrI2L2JTsmUTjgq9aTQ2ZtnuveRhVz7tcD6eYFM8l2CmJ8o48KgRpMSgCYJKwe0TMf7DzOAwVeXmgz4VBsCx/C+XbZgMOXgOazDkP5rUJS2tt6Qo3trry6aWD7u1l6PqbgcuwzLmzdv0145Re0ysogIb6UVugXJgVcLDmJle/G6pvjgLvXJIx8+W4NbWfYZb1XabTcLAFEex1e3tnFv/HuALhC4HIJAka+Z+FoCgPPa7s9pthHCPACz6N50qeFTTYMvHQYxMRgbWVlE3akN+uh6IFA0oUvqGIuMkOy4TksH2aXd7c+KmC5MUwTxFng9wK6jtNcXhU07AV0qaBHD1Fn7giqYiqUdl24wEzgmDlOx5pBTaTU5VrPsFmpVuTSPvDilfv46MXFr9JBdX6h806VQ/K/+Exef+5Oy+b/8nHF7x7qId8hbg0MaxZClOj04sC8ittGzsKWC2lydyU+KUtm3j7YSRGbAMPYB95p8qK8v5IzBYJVAdqa685do7mLljv9Fw+VDAHbbYiJz/WfIbfePp1ERDgi3O9XdHyJglRz/lkEDIT5TOgO6x4apJG29SNH9a917s1YzOaSIOFTYZAfG7NC4LnPt4v0z6AIbEM0botOBhv8sXdFGQ92mAih5TlgNYMU8M7x1ogYLDn6PRgmsr7VCAp5y3u3PlsLuYSkgOaGu4DuotnZA0WYFifYZHLRed9Y+nw6Aw9jTSzZoilt7zHSbs7a4LnBd4TsptaIlMNVBrUEBg3kUmSpyuV4W165HSeojeCthqLS0bS3jJYnuDXfRqij6+BWgSMUAtm/dbsXR240AADbHv7r3byPKu/Gj1z+NihEN91sQeEEAMCgcZih03hHjLyYdmV7GbQPALTj+llIoAAY0PLKGz8dF+b/8aMQnrjH+y4c8Xld08RwcIoIZDa4rruauRkguwgKRzRqxJBBExFyYbbXWyHRESP8iQGlQBAAndYG3XHB4YFv0K8+gi44NkXWXwUYGiDk4K+Hgs/P38Jb2rIq5zPM7ggoYOKSQhtx5X3R1NFRBsTDlrNROepjpG6sacMtF90PfDH38WR9/80uEmzQy38oRb9sAxNSwZG0XL42xdd4iEFhqaWIv8STXM7QumichMij8csNhcuBTu8fJnpG9E07/KuNSrLh/qrs/Gbj6RCXHvw/wArtYXGlQ5uJ4p1Hv2W7SoCsHf3EWL/7PAMjCXft5RbjG1MWJ4Qu1/jVhAALcnIVgazIbG4LCMEtYj+IzB7JRB2AfSXfv207TB7TzJmZskswctvyuAciGhjQ5VcUaanbRNAUyiYiL9Au1HklaGqYr0irOBoZh5K+tczdaK6VSG4BBbhrJhWduZAdUG6RbOQVKIGMdZdQBQ8smgek52uAgAYLL+byYmLdeGRctN+t12Uoei2E05ixAukJ0qvakUSmziKYq/vYHnZ3Eef2vPkNc9l29D4UlWlp6jOqKzXZrw/bMAbaHX77nf40vFFfw48e/iLesfgoH7hCKBkxzafL0yvOcriBygZrXEXgdDU9eVCfqm3d+6LYAYPM55Yb3tSSvbOTYjv3zDEzd184KEysp8EyOuemaSQSOMCKytlYdkKVkqHgCZdOpO7QFzH50ARSR7WyUXKgaXPNEI6v6dat7v3Nu/8Gff2528Tfr+L/7VaIsAC/pJEoRsbcJPaYdj586a6VzDIqGhJhS6cyzBafM9Q+kgs6YaROlsivCmtDBW0SgMSaCFBocyilQS8Rzz4m5u528+wMrKR6CPnQITKYgSRuCbhtokjniISGJrsn1gdZp52hjCAJsX2uvbeXAqSf6al1u1UXLLYXTvnZuyLOMcNvKsNAUaKrBKkK22Fc+2UVx6w6t/TZ4m7wVgDSsvso0RW4INhyIebge7XfayTUgGET2m8ofoiOEWmqoE0TaGnx0/vF4BQiN88kpev30eznTUawjBnEDDtoyQUSjhhQx0m9QN2pQTeo6QxuFnwaBdiDWkBbKIMAOGDbpoS6iX3PaXajM/JiGPGCojfyHgIFBaN2i7PD5dXi79Wqi/CXt88BZYSkEc6D5/GGmukHbE0NIRx1lislSjdBlyW40yeNzDfCEp3adzx7OPLxN4a2At9KclaAV+fRyAzYx75VnA7De/CwzAGzjN+7+z/HF8osoAHzb8j/Fe07+Tzh2hzdkflLkP8VevYXHZr+OX939WDek/sUAwL877Ee5BQDgTfH8LfFpnoBH4w6wlOtoZJHnwUxAcySiCjwNQkVIrslcUrXAIVowZQOSVCgCVqYMjAx5HktEZEBuRGHDVYrcGU2syB/YFKXOzXJhaVCYjTuheD1xeXZUVJ93elwY4I1qSQskCYSYouY2lRxGkIOTiu2cG4GDz5kCDORaYtRRFlmX2BZLtaMjjNEMaCY6vxTZNJFHh85mF9X/9H+48nfbtPmH/wjh08+AF7fZz+ORrrCMvmCbqQLpI2HtHHp+DYOfW4kKaH2DQ34864Ggl2lKT7l0/QqywZMLaKbQKqW3ZoLiPmf+UsPVl7OTaKVcJFYhPc7EG2NLJghgQan7NDqBu2yn6qmdRp5nZKIcUlToe5cGgGADgBjy+l2DFAeF3TVJMxGaxv/5b6Id1S7+2kOG+aTT9Qz/ubkJeF0kv5Ev2AYCGGBB4LcI8RH1AUE5g89HriF02sy2SIsBFdPSPNaBBYaUjPay0vZLNXNKmhuQc/S/BgIDR95OALQ1p5+BYgBGLediSLWE/HO+3Njdp0vdWiGBCcRykJXjfWep9zn5kkGtPr9J7agjgTdYMKKkMoKmJigs5YIBlrPtNpgT88mHAXAozJnHwl01wGGiOzYPF+HsLkBPAHs2XyIFwJkBF/Hrd/99PFJ+GZKjrR+//hQuhftx3R9cNoR3E/K7m+7fmQcxwTPlP8HDk/8azxS/hRIvfg7NX3sRAHALzh8CK2AMWLprWLir2fGXEDg4K4SnNLfMhVRC2VgbweeiFxosTRng4BkREVglHT4ilQGRAc58fg6xtjt2otvWFo/bmkKaayIS3IOFi0+sJnpyd+XmB4GrIBAmXpy9mj0lnOgbiFzX/enS98xJJZn06wP1vkPSOLTCCMtReNt12vQOO51hq3nY+xFn/o0n7vGfiayfA3dnwf+1HzX3/m8uwy/8kjS/+hXj3Tv57yRH70PZj/SfT/t7k0GELQaVBBzSApNsZgUD/S2HxdUeVKwtOuSCC6Vz/GvamRbg4klpW+/zVr5tIQe/ZrSG1nbwVlHl3m0ApD5zDJYuO+Eg5nYnuvPByPrJRpYPD5Yjrzt9G+h1Tx0H6xVMbRA9qBm0kNDXaFpfuMb/93QT22FnTQj+J99PO6xc/OXPG7YmtpEBnRXR9wjW95hgvW97nR1KA+GsRwCrPcq7CD9vuPgajb49CkNHzs5JrkXzuk739D/nv9dM6WhP4djm/bSP1juyXHuu3wY/r92nywYyvdOBRKaSBllDpxbLt7OViXbKo0GmsJHFpKszX3ImcJZqXKmrwJmzlgoyBAUKB/muN6j96ZOw51dAKa2klZA26bMsw04VQYa2yI2GK6tlicjavAVEvtsa/ii8Poi95ivYjgfYC4dA2LPfuvfv40uTL2EPwAmAC/omfPjoZ3Fv89HtleD1Fa89zD6FgKDATtzGQ7P/Cr++9R9gDmAHt7ei6q/eIgDwTCd/9l0F5hFZ4dg/y1qOTczDoYSYl1ycGUyVdCQEimiKFN0blYYIZTCF5UmMifKJqBnZdENMFBEEUdo8c/HWfvCdhjuw6XjddP0sVHAJTv6z79gLj7xlVv3uW64XD/+DpeNzztzW8E2L+Xy2xaH2hw4O7XshHM1sPYfP6hT20fZaoZIdcMSBEyPEcDKxe37cY/KeIz/9ZafLi9SvPFE79xh4/wXghKIH0eAkg4lkZY/01A/bqJx5do4b6Pnb+3KYIeSBbmKDaD+DgmxE02KdDNQy8FibNQyd7kAjn4vUbAXasPb5+yT5pAn+3XcDEImffQ7Yzjl2rAT+rnm89LFGll+uePzJpP23jf6EtUh/UKhek4Am3zFovM0an17RlH9vQxnOWjF4MyA3AosKEBqmZ45/Xlf8dJN6MBy8t17K2LzsuiY7U2hwKHYLndxfyfEXjVbR3JxnR/XD7t9Mjls7H3zgmM0GDWTaO11qXyMwTZTO0Pknp9+CRPt4qSdhCABQJEppSCtF66mf/LzWUj5r96VR04g+th/L4L1SUwVJhsXjtiFu0KjWA0o6kqnBLEtSQXgCi2Wacrs1AWJsgbNlG9rCtWbfZIzIKkUDATFvioBGjq1y17AQb8+U/5ldcd+LEsBeBPaa38B++SN2LDV8vgCO85t97+qn8b7F/xWFTrdWEsLEfOUNCPk0+PW9D+Ip/2ncifF0twIAZxV3eWb9CiTMo5ZDnvgr3bUvEDormUcM5ChamKYONghsmJqbYuc/Ims0WFElULt9zcRgxgsMMY8l8xg4P4i5NLaXEYbI3HTSdfCKeZSYqWELAl4u8a0fqPDo59T+7HFgZ9ZG5L2EsqUzmYnybo5OiuZNur7+VhPP9iGsm00jQ+36YLDZULVCWghwl6ZkWQa88e55aL5P7dO/tXLLP3UaLhumHpyVee2rMDltaSmdlr5hF9Vz6MSl1+l3PL4Y1G28Dhm0AG+8RtvIEFrQaJ1rP7nMMk2U+dtM9WhyEIRvlef5MNFsFZPHnBT9KGGNCm2c+Z3soGOb0ayfe2s00KnsYKj8ad9bO9Ag+RgbNNH14s9Ws2mmvfBqbVlLr440dnTPGZeQDZqp0E1mGFCE3FAIrUf+/SQIJehpUhq0AihGrdanyvUUkJ2Sdw4pH+hgLZz2kXbrhFunTc3Zh246f+vu090eTwNEV4NoASYO6gktbaQDQNoAi/QYAweuWd03vK0FDyOokovF/e/YVk4GzW8tiKgBVVXyf/EhtUefj/YrXxFcmmYhx+B4sqtbJ1rNoAwW0ZhREdl0lHRksKV/yFbyJL46/TE1/CgivhcN/h5m+DmUWN+60KQJRNjTB/CtJ/+Fe6D+yeLp8t+uni1+C0fuM6jlcZy4hxAR70jnwM0CwI2c/5osLZ3THit3jUu3z9wta0l/W8pAxsnU5QmkiH8ZlEEM3uX56qxlkTt6k7acTOMXlMFaWWUCi759MrKhs8IkZRNd9ElI17jlbTroqnSieK5Se3bh3E9cdCZ70M9cZYo8OwqcgwIlzTFxi61zoLAflNaqbHKQkpxnKvwKB925MgwOEzC0zttooANCY4gqFqAUFWzdTVipiIeEFNa3Q7fO2fW8PMT6Ie75Psw/U9j9vnfuzJlAVhPJerEXawqg9LfaulEZFEolF6AHaiDLeXq6yFJ1rn1MM0WskxzKlb36xgbe0hpn5f3O/F4tyy8DqoRMuiH4PU+XCZ5MQVku3XStpG1D81rBdwgIqezZedx2qoTCBsVeO6MT+IUVgHyhXb3dtH+eDxzDu4dEn+iqtPmbCpvev5LDzxi0yWDfD2mD9VPdWgee1TVY4/XXCr46cNQbzt1yt3Hn1HuASD/HnA3EDUAYZgtx/bFt6NxPAUrb4bzu7NuMA5oFHpqJGu0SvUFNoVVWJSWDgKf6G6ICsfH8974t4qFnov36I8a9ad/QJsZ+QJ3lyacd9RQRWvUSFBFBKlvxwIIojvzjdqX4gi2kH0pz3snCRAlZAeBCfCOuu69hmbv4JLcp36lhFTcDAOcNZ5PT9+ud/8odMPPwXYGU5tmnCB6GgIZLEosm+L/xEbPPPyXx3z4Sec924BLG2I43aEMwRlYwKsU8lEGta/e3rNvPsssc6adbY56UyY2LPkZnR0vIN99PvucBxl/4VFrFuDdjLx3NIV0/TmCotMnN6iCFKXDiYOaCtdlAR88MBvS23bbsZ+KarD1uV1g1M2g90wt/lea2Fu7qf28wyZMv5fRX+3zJ0SrMDYHC0kznBBLWNUnIgDoRJECS3qkPnD/7DCCrZ2TDmSaytI+WRaExH4/SEAMIU6gSLLxOHlTGKrK+ks5t5oFtaW6SItYT23pnYdMHlnL4yYjmiJCCAwXSoMW2/Zw6/X/n0Puu5V7730s3hrp/DgSexHB4Mu2MWfxtdyoFaw1eNkhLzp0+eubveHqI3XBhjNH8HLCojAtnbk7IJDIc9gFlH+FyTZK0Rt2sOX1b4+Y3Hfta5D905nE94me+raOKhn+zCSZqRMy8ah/xGyJ45uNbTv3TcKt1QBiAR1vFF+s5R+m6j4dqpl51JAZbNJB3bRP1CvpnR8SDO4YQLS3+0bYZjbl7OXfsW2TQ4fFWNmaI1khllRybmECssEYWeHbyRd13VzZB4FT0kIdWowFQ5rkIL8V0ovMA4HS3+o2dfyvzRJAjnvhrTLO/WwmhQOAEfQMXIms2XNHBC021cQ/eo1hWhiePFSsKJhRzULZcWyPZIVjf8GRZOhAtspEkspxY6lDtY7zkqVzOAmJOVRTEXmGcG40Tkfc/iPjbX05BUSHdlJOBqmR93g0zr94NRWOqWWS+PYHGoDs3nYFJpTHIDDonJm0E32ZJw+idgJm3ydsAFIHVV7Nvy/enG/xt5ubzbsn09w6Jn2IrZuaQxx/8HXvNvKT5PN3r2NDT99930T4h68PQrHW0CnLitXxQINuB9fORzaFYcRfBmbfyHoXWlTv6vCIuaMGbu6sAKrN4WIPeSRoj4Q1xODaEG05yg/bp2rSGVJUN6gCDSajWF4B7Fz9U/XTqn0GdIH8MnrAIs5Xmn+X0CkWeIvbZZwZc7xRgn6uc0ZJssFjo7AFlXETW1zIsRTEpuh02Q94/NVWc0vizd9BDGWdcl3Oecvi6Tu8wsv+7dr6CMukgBxnBqb+NSEN4FKBmyilanwnoGb8ffHGQkVDZLWegDuSk+XGYm9XE+qYO2nqGYDDbX3rcvaOcIuDqkdKWhU22cpNiLlirKVTbPoN+mUe0KLWawYJUFlkbjRYZrZYFDMEcSqu5sGcnX7QFlyhe2KffzCDMlxQAbib6z/ynR5QVTvzzIubI1HxBZvol+aDEjSgCAitK2iYltSyE9ug1dT/xvui+6T7f/MOPO9uaREICK0Y2bEdACFxWMyjToo8IhQpo5nWSZA95+JjB6Mxb34xl7AqvtlhB3vmgw4feHfVf/565732zs69dFX300KxJr3fI7/fD50jLs/CpstkUlVZbDZusLDvdTpbZRvmuLVJKUu/kKNwGRVkIYE3SJHNiiCdGiJjspP55ExiFafZu2xk3BA43pIMG2YbL2UafFfQz97NKCQKoaK+PH9QFrJuYab2T77KEtj7Xy2RD7TG5z9vkjYpYtSMAmHTrpSIuI5v9wOpaijzVyOmu1+KyoaqCNFfzcTCmLklZd/gZADp6fb15bVC0HzTjtp52+BiDNjAbdgaDG+OgM0xEA6cuAcBJBEuBRYMFs/Wpm4OQap3jX7/QzhiqeupStJbzdplqC6d3BgydxZrWHwPt/aCrd0DvdBQRz+Dve8e8wfPHgcQzphkKVEuzFGJuAFP2QJDBoh3IYxkwzgIQG9zGU5kEOyDgWl0iDaCl9QCAgYKo4/K1TQ0V+0dT/KUP7jbLN193v/Yryi1Mded1Kzl8OkqzTFm8tMVkzZNLLS/0SZ3KpNVcWSOL2PYatKOzl25fIxojPFdyoNeLJ61mZe5seS8cJnS2xZrX4k3vLb3DAIAXcP5cu8mIk+I5UQTmNYFsF4zkscIwRgkMDlA4K0wRpXJHYgDFTI0X5sRcaM+dKNVFBImsSQjFvLYRnAGMUrdFYYGl6fmpO67JMkwydQi6HAKpsOsCBM209pheutjc9yNH/vB3K3FXvdWe1sRuVEWW/7WTNvsJlIPCaAY1A0Ryd+2gIWrg1KVFEHeGtLK9n9galWNGyE5u6KkBFAP+XABzlugdWl/k7R6rzQoMw78ZPBftjAh/2C9gHcjpQPPfyj5TQdQ4lHh2RWD0IKHQxsHteZs+CIARYWnU6MzvGDTWsnhcERZZ1kmjaaHT14v5HZJsuHwqsL4u5spBXcU2itDr3eb95IV2jFlbAcTp6mrv+m2j2XZT+rnuZDM7aNGIqKH8vvsYr6xc+OR149Sfpfk/HdXf6FI7PWK1jeq9TS6JuVkjq2cNWmf9P7E20bObLbS5tL3T2WN9zsFm5G9t9G2dw11ztmsRfe+Ms/O2zqlHDm63HiQ2s4G44eTjusPn2s+Dv1/LDAavcQAGXeQ/AAExoI6GKgjftSV4y+UifiUs5Etfmuv9b76/eu+PPTn59D9ZucNnnBXT5PjbJrR0bJVRlcGUQdvkPaJRZWPKqDlYMsBsKQcaWEPMYeWO7dA/qxWX2AABE4DLVJDAPM2EP28Tjt1pAOAtaP4HQ84dK7fPSk7obdKNMWiHuRojAlcOcNlJiimC1HJCozGNR/ZOrA6KSoMUE0XIlEpa7i3mu1nrgbUoY1pIbt0wNvZTZ2V9Hj3gfFqAbekxjTQHAemtuKDQpWFxSExnBnGtXHMwzKwv8FqnjBFsOPr8vGJrs6t7lQ0GUs1M69HWJJY2iNitImR3Yts/HFE/VcviEwTng370YWF3AB6W6SDKIGJ3WKszoMsyMt9PGxRyczE4SyA1P3Z3flKTs5eho0+Rdt821c/ZV7b3EHNbhMwjm0NFbLwVlxRxFRkWaZRx64RVHcpL3sqLCm0CV88rtUpRb+fc3BkR/1ocbdZNKx3O/7FOnstTvD/XBqOxB8LNkQybs9BSpeS+GWwZxa7VBn96gTFOr+zagAK2k+LINYAbNJK1u5j9DiFFRHNgsABQ2ndtgyl4/T6A7gHVBg5s2Am8NrqhpVS45uyNYMSAbuHZzjnm38U+CxhSQmxBISK99k2Hn7IDWwOZsOH0Y18DQDQwS06HoJBeX6Z7dDi2giZqqKNgRnIqsLtLxVf2k+BiLoCat8kkcLUwauz3QyNH/aatqshgFtloZN2CJiIaDbLSiGjGaDSxKI0FVoq8JW0pR3bon7GACDc4oWpAH2h+5O6pPjD76uS/ecyvBwJ3lBZ6MQCwwf87Gmse+efgtGTi+tNwMYEjYKhl0TpdkdT4xEZWDu0wMmMXtjVSM6KR3EwlSc8rAEwiAoxRBosvMkhY5vgzAGSKoHXaKYNw7XgC5kwgKyXiwlm5621yT8PV8+wi9Y7jR0fnWKd9l240cnISkkc6yGBEwlpUnwAR3e3JkWfuPRdhad3vJCs05t4m36QIB4HVIwSnmc5xG/p8aYHBemc/oHeQi7o26O7t1T45epdhJ2zv3DUrg/ru51alk46FdgAw4Mw52IrFvnSqIc/E98m9asivsWzllNYNWjMI/MxSobOhMTfkiG9BIgHVkEY5c85/26Mw2MyyngXY2ggIO9V4a72Ih6c3gw2ielsE0othIr18FTeM6HvnflpQwRfih63b73gqmbB+Ps1wFt6GlLEf5NZR2e3Bb9edrUXTp25r+fahU46ZQhpG/XHgvNeygrwFKPa/Y0y0T/8z14Ahf1mfKXANfHqQ4Ua9gIOsJt2ukdxxMIXao1eJvYlRA02EnEtAtRT4Mm9L1kGRPNFA1E4JlBCh0SBVRO5CVgYNXGlkY4FNHq2hVnNhADQi2Mod2om7vlaMOgbCty/+7++5ED588dd3v+fjU2zMdL+DIHCrACCnbjMnlTtgLQs4K7tCqZgTwjFwJRFN1l4pBYLI4BTBOSuYFolfPY5STAyzeWSlitBFy2LOkjuJEtl0vHzS+8cU4Zkwt3l3zinx/qnAyjVqpuf0aZJvEydgqdA6A0P7PqTvrOVQ0jmM2tsRBsIzFTmQdh4P+gi9d/rrDj3XBSx6m7ybkL2ay0/la70E4Jnv21JBvXafLdi4POK5ryN0HbraFoI73X5y9CqpZtLdr3P07X36Lt4B79+pgfpZOejub2hXL66pbc4cqTBwsT3VZEaLObOSxBPLxFt5AQAD631DbHIBHFibjDpk07uO3rOeZ8Ofbko91/b08vQymJu/9s6QdvKMPIC2WTTOwXr3PztTpGFdgGpuApr1xfLhwvm+U7bfANa1PNtm521PD61z6Bxy8sbN2kCOvNnSQtHOdP6pOWfdyXPD0TMg0ULDmkELEqF/zk26iQNKapjB0JTNiSKeACexxAfe6PGDb6/tv/q4kx99S8Tnn3R2cQsIMdonnwHmLkf6+ZNQVVpEmq+Ub4vtsQBgFmQVA5ushBAoY4ysteEqq4gCalmqJuGKGdRqOdGFHLf1AAjAE6BmooC8rjf72k0WjO8YAPB8CsghciVL2YdDIb3gTShwkpx24uojG3EoqDSJqMWgdBCIWWjcD36Q9tXr1M88GaWcKWLL14MQBtZiUIgJe426tbtd2Y5bbpus8iJ0pqhXIMmBSJ8RMBdyk5ImLydWQiYEfb9AJDVYYQMANr6GEf8gKu8dMvtIPCtwLEssW+WOuUFnrgCIzoq3E3KhluXnAVNv5dsjwpEyXMtS4FxIThRN4uRNBtRMqzZqu32zyiU7/q64a9RMi6XMQ4cFXmi6ttsZQjgLEDoAINYBYqCys27AZb8u8Yypmmc0dXW6HHXwM2flHgAEVoeKuEqrDm+05Qt9w9daPG8bTtc2g+sNPZCtbW0Zlos3agPnbI/qd9WcpbA4Larg6ffSy1zXS8nWzWBS9pvahzs/Bz1y61tqOGhsQj8ssVXHaP8zdQgIWV7Z0kZxgw7qi7PGIa8f+8i8XdM1jPDZOvswBIeWAmL+/aC43FFI7KilIbAgDkHCGKtp3H1dYbNLtRw8XtPvC1+3E/D5r10MP/TDtOcXh8XhnwEBal/bB0qXpKrWFqqzzFTNUrU/FZAZVRFb3bJFNjGyaTujEVDF2q00gYVayghWqtC0SRC0pRxqZEjRH2B78Z1zZWPX5KtHk/UMwG5BNfTSA0Ath1JxQY+SbbNTdto0BCHIhnUriXSBlUv0jgMBoYXQuI+9D3hkn/pnTytnsw3eXZTBpcxVxKhdsTLRE4BLqySpUOln+HTRfkfBGGxFoBDzk3whigGNg7880e3vqLn4dGTzrEBm6Pbe2kYTVdtw1UooUyTePs9msXXA8Q8VOm6durG2Ot1mBJ16KDvaQuDvMmiliCdpBGFL53SAuN6J2/H71irXcwYwiNo5iPLTcOzM3VteYNivauwf+4xMoA8a2S+gBzcc6dq2836o1rlR+RpF0y+tdNNcSF4N11TauvzzbPqSQ/rn9Krz9YmkdkarV9e0aze43jYvVJ7TCLaBOzy9h3Mtej/VO8QB8yOGU69pGPkPXtPmDoK1N2aDloq1Jqk8GlV7CWUX9adLtFUOJY3+RjF26KDRf2+bkT8j07b39Uwh30brdjtGgu398iTUBBCD2kDowMUSrRTZHF4Ob/pzF+oHfzCwefz58gv/9MQ98ZCzy7sTjdsee1tLXn1MaZHYKkANg6mq0dYb5aJSB2MvokaGdoynRYSoDEqkfpdKjqOy0bSrhAhcxpiko5ZG3URbypEidQLX33v8S99pqO1Ts//jn5l7uI5YBd7cakp7KQDgjF6ARK8s3b60i1OUUbyVBExqLilwUEbXUj8NKzEER4gCUDE/M8LBri2UVgRyQsx8okssr+tT374GZWw7bkURxGAiXaG2H3bW8v6Zp2/7D+isuAdArYzHAExMnAEicNuFTd8eUD2mjEd5ufhQ7ePQa/ilp33WFDdDRU+vvmFW46RFKmtO3zZVOe3t7NRhBOAzD69Zzu0MKPupnpDBknPJLlhamqdfd9g6+VORvORGlwGdo0gKoSG/391/GNkP6aBBm1S/0H1I+XTiyzVHv0a98MZNiAbrFkK3PRh21rnPfr6CnbouDOvNXPmY2WDk85qacp0ssnO+5ybS8GxkIHj6cuoyzMEYuLX3bnYDEcaZP9uwyewM/phcj/Z75SzXAWvQPTv8HYdTObWVjLH7eej4c7+AdbfFvmGsi/rzv1RYVxcIm/RQAggJ3ffG2GYTKTtIlFEPHP3fGqwWiGyFu95R2uzCoX/2TxourzorishwYgyNM19ml9GqlTR3UufuZI3GFB0ZTXODY95qFDWwzsVqgWYQSAur6hjZqCKoUk0RUMsiArAotSqCVXJsmkGmsItO4HAxfHjruv+j4xWfr+Xmnby9FACwwf17iXIiS3cAZ1PSiEYWUthUzEBlQ0CobITwAqjUXEj6oMQlXbvWBkyBhirzQjGZUJ9ZkYUHnEsdpFGy8/Fp5ZbAqE6hMpyhk+cLSZZ7do5VTJAHZ+1sx7t+quHqsZUc/I6z4u7soOqs96honCfnPxxPbA7dyIV2Zg5a2mVwn5bTZ8uzZ2rH1rOBNFQoa/jN5VYJlyLtoTbfaDSnuVOfcLsEZ4pQK8MSnWrG2DlpDr5fu62jeDInPoj6Ofxdx/m3GUAHFnm1a/t36ACo082cklMOl0KdyZdvKmx6gqOV99gGqbO2FMuGyiSztWUuw6XwYtZ+dn17tfXjOPq+jZxo8FwHO1yLaWl8EdAvjLduB/qgEGubr/X0urA8hC0NShtIOIeLHgjtlUHrW4c7SqsfK9oDqnEoO6UNVs30Uu3NFKnfo2ddx1zfTo21Jirp1AKDBqvEG/aUUZcVtOqgAUff1gO0AwAwcA0cGGEI7Le7h/b2/jaG/DhhHSwGGQRoirAw2qpd0SpwLqmooEZdAUWemh11CAKpmdFiP6KiKwrHVCBWNSI7+KbLFowWM+2jgVU0qCYgiBoZLMjKYGnvQiOLuOLSXOoAbgwwD1hhF3zDfdu4WO4ICLxYABCYQ+UOJcgKYo6REZGVOC2EcLnoqqIMIuYZ2UjgCiCbrXDph0qdv/fIP/fPG66eMlz30X3ozXDf/x4JP/MHsH1FkmPmiFhdGmeQKJ0ECp0OXnKrt2w0PYkBTvIFIBDnbfpWg54EVo9OdeejynjScPklQrb6Qmob0UurjBlQQBgAQBvlDzT5nZoHHET/HWBkoDgFIgMKp3f+mcsnMDOoRcTaobgbZhKkvmbp3Oh1++xrIl03bgcI2kbwGNA7mdsfOvVuyCLT8DxkNY9t8v3ZJ2wWRjvZpJ3n+K2NZ6kRqcjbFZ9Nk3zVzAhLlFp2n6K5mJ3mrFFo4gmKwFEopInA4IVO0iY2gYgjIkXonJOC0JYPdBTmCa50MlxZbr0nh0JheTW5tRuk2hXo3ff9bel77f6zPEFeB38Tof1U+Y3MwjoA6Agxyzs6TQgVQtlq2ChGQimm0s7GJwyikV2Xajc6ulevJqhMa8QS9ZAXwah1k2xTSSmvOiUk0bqWVqx0K1L7btoOILoMIJ9cg6FtfVbQz/RJM3nWdP2dYzfGdbkoAyE9TZTGcua6QOvoO0AIfVaAAGPYKDAHwJocv0UAMbI+LFQngp2yltU1mpFp0m4w6nC0RUygYN24DGOih9KXRmNMjh5RjbGbqRRZhcDaDEGDNBEGi9KoIpjBLEgVKzlSzTX9AMSL8T3TlTzdLHm99v3mxzsGAjcCAJ6v/qEAyoXbBwAGqSTt73Vw5gadrF03rIsIzhjVaGGnufevlLrzrYfFE/94JcdfImzPMJmR85mJU7MTUo8CUHgCXhldG9m32nXmbtb2+3aReoq6uUatZOqmKnXrPd6mr1vJwSfyoglnbdX4lG6fYlQ30PGnx7Wss19z3NigdMwlrrwd14CstLFBXaB3/v1I5KQC6ubrJIXTlqUiU22dsicBiXXOuJdlWl+jGzr2lqbpaZ12x0YLCIO/GWYCGGYOa5TPkLO3M8iSU9x5dwYpomnA1KKbmklhKgWMYiZFUmQlEYHAMW1XFjimndCeDgLCyRQFZzANXYydpkURXdcXexGHSTsSLcGpWsywqIgaksu2NHYkWkyOv3Pkiu5oWQKFTijffd+vCzlFIhk2x0mcz97YWRq/fnhp12GDvBaVeclhjmclSx2k3T/nsvuGwFNAigoJRwFoEaIqcDCaRoZoCGaIFthEg2oWcETNvQKBQduxN9apgtht2Mq9MEa4bg6/pNk5G8CwDggdLWQdCLSAEDpZZ6Z72Eb7Z9QH1jOCDhjCoEYQ1hVICIDWzsRP+F0fnITFDPb41UN//c8aqa6nJjtBkh9bSGeRRUs9DDFTsxHQiMz3K0PIHe1RGXI2YJaOrwalWpClBjRphjRVI5rYyMIqOY4RSc0BAA1cuCd8aMeg+pz/w6NyHQReFgA4IwNwUNSydAckjLUspe2rcSnaZ0QjHhPShJG1BFaecM4Qg1ix51BeaHjyvAFOaQVRA7Yy42xqkCLl486l+S9B8p61vNoQkmiT1mGbyxMKUpRN9MPOYC73AMSJbn+TQ3nXSg7+VKlVfjOeJvM8wMptRPltE5WDsXX6flDUdQMAcINIv1PmDKP9wez7NsLvxjhbV9i2Qa1AJceObYbRTsqUIeWjrdNe5+izMmeYFWhS528Uevu/Hf49hiPXOVianv7fBnXDcyWRa0qZNN9XmmpaX7pvcnL3XZGhq7ULCU8HR4eCAkcHLw6ernN6bfVALc1dNDgEqxA1OfQsDUZbiLY8td1gUA15YAVhFnNUHqEac9TfR/SnG4q1f3e2VjDu+ShobjgQQASm2i4oz5OdBJYfh8NRbTd9xXJDTEqs81Xt0JW8Bwsejh6ODsJ2r10CUgcHD4+CJRwLOLgMsHkHOiK0E/EoIurUyspoDVexPXINq+z0kkQyFT+T0kURY0ATDKYBIeZZy2k8RB6PRoi6HEvRRIXpd8xFZUIGgICYa4fJyRtz9C9ZFcRMETHkk71pnT/XisY9vQSgMejKmSsuhvs/UvkPz2GPPT0LT06uFVd/t5Hl1QvNg98eWF098s99TszlXY9tFpC6l42qLY0EmCpDUMSYaaV0H2iMDGqI0Qg1BG1kEQOCpvcrMXCpS3egDSsjzGqgDkCYQnxpu77mfuDpju7bAoGzAOC84pIMtP+IssLCXRMD2MiC7XYvggyoaFAKvHgrWctCai6dwAsN3mBVlEZh2BP47ESjS45UnTK61BncSyXbGoBl2seoQqO0UXHuCm6japc71MRoLg1nS0qJvD8gFjZ7YKo7H1zJ8RcDV1eMZmyHq1mn08+vyTy7gWvddmgHwOfMwPUduq2csqN0MKR40uPa2hKWditXW5Rd0+ibSu+cW7qnpW66TlsZ8PY4o2DbFnYHCpx1mmig7OmjeW7o+7Ghojm7ONrPzz9DtRBYN/N4ae/e5i13eZRFK/dNuwR7yXZkQLCYN7WGzpkrDNEUak0XiQ91+5Z7ndJ+wvQ7EZcj9wgzSw7RFVAL0NgMpnb2Y/1T7urSvEdtEiUiLv29CDSGVBjKbQhqMT+XT+9HmwEAABQZTGWQUwVknlEsHjp5DuKwDhC7BWyD+4IQOjgWeQE6c5NwyhAo3WL0/rbuMTC4vX2ednuWdCVigmtdF/050n6GaQJvntZrAU00Jm48sgmGqA2aWhG1sdBEWLDsTNUsxkzxKNKkUMKpwJlATExUwOw0OewRCMMMIUX6MuD/0f1+KEEFdCXwsh3uea/h8PqxP/gMMXXKZkkTXmre+J21nDx54J/+hLNikumfaLAAtgokiwYNPQWEAFhUxGiMIdcDoiHGyBA100KKEIKsNIFFmpfUyEIrOdIFV9WOvm/73vp1F7xZ/PzsVx6bpCD4vNEedwQAgBda8QgQ5hHcMY7dFRiMtZxIGucgOQMI0nBFglLYhBFBAmshKWbqCJeknR2HDwHEAxUVCwO3Z30DkLo0jiB1dvVKmY5Sce3o4hyyOXZKG7YD0HxWCHWt9TSZ78Z7f7Dh6tlj9/wfCdxW3zGLLqpPz8u01Bj0aamn+fx6fAsQWJvG2QEAhyMYWuc/mLcjA36+5/7bXRYbRV6DDlQ+ukYBrdE0tH4EQ0fZrHP5A6BoI9i+OasfgWDrCp31KZmbZA/XFefnnIhkZN2QwlJnpYN3Yt7FSB8jS41SQuktwkdVSfMcJAfj2mlaRHxy6BpBcSAFqiE74XyaWoRagKODkwKwCI0NnPMdK+58AYsNVAOcm0CYnHdPuAzi7TztuS2cbjrQ3mFisOdLTjn1oTs/u21hCJ1dMX04e+WMoULt5mEOnks68Wy326drR5C1aRjDEvVQD9WCrGYarKO5rN/w0Hex9sfBwUFSpw8ceprKsW04DhACMdck2qIrJaUeEU0I0ErJ0CBWhlg3pisjm2haqaHRTOeYtZJSmoOYJHBQWsoQshooU0ASNmsIaewKDUAw2ApAQ1CVcZFpLcm/b3Kk3wJADwb97TGBgMX0eBoMMSqzgggalDEqo5pZQKLedCn7J20tcykHccWT6v7wF+8yXJcTeWj/mnvqaIK8oPi0Y9cXmwW8aABo5BgLdw21LLiSIzpzJlbQoWBgxUZWLrWrpppARCOZlE2FvlzINahTqsCCCO/aEj6419inrgEsCCc0ijKKUj1tGCV3Ey3Z0y9p7HEex+yM6mCSO3RzQxfhc6FRBW4OwEU2NQzFYC7+IMJPUX96PSxg9OlnFCCKRCHBZ+mm63sBsuNn24TV1QHWCredYx/u111vtuq1+xw6fRsMY7ONEQzrDr6leXq9TiextZbfDgga01j29m8GC2/MSHauwzGt2Ba6zWmcp7Zk2VoBoN9xnmmCficss9zfRGDiEZ2HSoHIElYUUDhTI6KUiDIRSnIkZnCJ2wZN82LOAi5vnBAw1RCk6HDMiYdlsHBSdpG50IP02aknSkSYsJ6Zb+/0MflSYKZXZEOdaTx9Dfa6JjtTkNoNcB62DGRHOyxQk12vRcpWuoxOB9Mc+vuk4xTXxvzYoBg9dPQtDaYdEAwL37Y2Fck24v9Tc45s2MrArjuth0fJ9JNkrbVAxMNnQstlKjCdrQ2MUFKCMtZKrYJhRbIRSiNkpcQyQE+C6TKYrQyIzpw4SBodAAm9PFTaGkHIjaBVcuISnRWFMyeFzfdqLp5uuLySx9mHDACBYDBYBK2xnhLKQGAhUUMWAWs03RaVMRpiIBgVMQTWEYQpw7LQmazkoKll2RiUkSurZL86IJavi9/5gDPDs/73nynObgh70VnAzQLAeoZqBWp3iAP/JGpZMHBFWmIWaYJalgysRNmItykJSGQQGGmMQmNy+t3QMnURlSiPa893XRA9ZsC+pTnwTlK3urrUE6AtPXIGALQ0DCWPGnatNBOg5NFx6LpuGeukJGGZZ1W39EymfFhkZ18SLGlSJiBAmSZXspAuM4BnWoTiWppKTXOmorJW2E0LUoBueaAxWCxqjWWeXdXKrVvqhhhG7OxlmNaNWtP1wm4HIGkHlyGysYjGAtUUpNBBxOXwcYpJMUlFdxYsWLAUhzTOo1WwqBmjAbUG1BpYa8OgUWoN+T6tXp3kuWdhFjxar0kZ0CDt7I4EBYC2azeYIYgmBdUV0kWbltUq2kXgYsRcSsxkCs8SwgKCIjl1Fik+lQkEJUgP4TS7cA+yyE7ddzEP17oD+mGZhrYgrBs/24YzHvxt7iXq3WlcKyJ3ikobLoxcO3q5ltDPa7O2/pEps+FrQadeGgLA8HX3UXzv1omzMrzuX1uXtNomKW3r3R2WB9zZuR6JG/1zRLuCNY3E6nKKNFieCTRcu9pdsjhACFBrkMsoOGqA/RX0WoAeEQxiLAhpMKCD2KmFJKuH0AAIhc22d8Ld7164619YysFXxLxHpnZ6lZEFS/dvBuqgps04cn2gu58hBmXsgCIyxKUcHO2G+y5+6+Ff/neuFV/7yid2/8k/U1pRy5PHFVETUjxY/403HMvj9dPFrz01WecP7U4DAG8wB2jwcHOc+Cfw5PRTcFawliUld/E7myDISmouJLBiKgQ7ISBpsbqJWXR5HaRLCh11ypUW+JbXK67XAV/dJ8qJQh2zA0/NX1GUcUOCaQ60IGQlwgbd4J3cF2A2NdgUxjJY3FLYlplNDOaj2TQiztS0NGBiafmONzOXACSHf2BBa0NBFjD4tJLRimBxGkwnaloqzCnMqUUfTZ1CMxCYtLNiNV9t7caAUqQuxVU7RbnYKYrjBAbpb9VUoqlTmsCUmh7Lq6kzg7QafphRcwHczBhNqRYYLSbHbBDHUmacypabcsdPsetm3JJSPBwJxylm3lmB2iJqbb8arGKDSmsEiwgW0GjESmtUWqOxrJ7ZaJ/iWtPTGRN3zjxjNd87tiPlYVYn508k3p4OTgQFJyg4gZcJJrIDxykmsodStuC5hQkvoGCBUvbgpMjDkCQDRidtTMDRikzyQipFABlhFlOGD0uFZWuHUwZYft/pOk7Kofa25ISbVF/IfUSK0ElEk6w0dJF167iTQx66VOtX1wyHd3ZkjHYR+mnFFQeOvOu+y/A6LNf3g03tBuotO+czHLrr0/H/qZ6Pc3urtR9bOhgc4lOIo3HQC+ESvacxK5yKrnWiUz1RUBhRSCqAR5oF2OGqlC8p5ZoYHbticDt2Qhtyh+AFR33qEJAaYBDzVMYT9gXokGggtI6+c/bt9wYdyFCtaekhozUGbQyWQUAbhYbKHR9vh7suvO/oL/xPD/0zD3969xd/aSVPV3c3f+lNpb1x+5niv/3CUp4+XgrogAnX9y7fNgjcLACspx26hZPyMXxt+seo5QQrOeZUt+BtSmcFQtr2JUGqPJtfGFjR20RKnbnIRmo5OfQ6LSa6dSHyuWVp33n/ffG//N9UfPjZZ9zf+UfA0gGzyaDhKitxFKDVjnIiYgs1nTQa71lpeLDR8EBUvRCgF6LprhrmdQyXgulFhc0ajbvRdMuA0gxeTYsIK8zSzsnN1Pb8/s++616Habz1bLgQaDR9lQL47PCX0RAUmLlEjjGDwtQVuDSZ7AOQqOoUqVFMNTWLOaRF6+2aiX5ETZI+mrV0CFGwwExmmMgMpRTYcnPs+i1cKOaYuQICoNYGS11hmZ37yhqcxAqVVlhphUYbNLnQ2k+hRye1XC9OnqdXsY2os3VgimB1dpbJsfocmU9kjpJbmMgW5u4uCMvk5GWKCbfgWKKUi5jJZTgKJm4HDgbHCM8ZgFUmx32aqwjm0UlN3jRYZnBZJEYSDdROEK0Goai1Qq0LCCOCVljEBVyuoagFiAU0UNQa4RFy2TMiWj3oCQhZldTKTttoux3FdvNj5AwGzwJe0npVoYfQ5e3KIXUWZHDuInuzGzpv4vZmCKfj1mYiPCdvuNGgo8EmgkHBY1PW0u780+51p4J2Ora5AG/aVTtEJHUgmeZbDA6CUgVNIavFvPxDUfrck9DWDXIfQRHJ0mCriibJ0dNWzooCsDrVBjppaTBYk79vejBgzgRaQLAGQD0EgUQJaTBqYwkEYpBq6bQwlaZeyXMVMa8+cPKHf/dic9dbf3/3R//za/7fPAXuTSs5zjTt2jKfm1UE2a1QQDeuBdgUjTvEk5N/ico9Ys9MAg27mMcdxrTwgGIl8xpHKW2GhhVrWYjBzFspD6ze/86l7F+5Wn7tmYm6eWH3zy/F/+gHG3ny6Kr8g99P828mBQCf9CuxcJSFF3et1vr+ZazfcRKqb12E6v2rEN9ZaXh9o3HSJei2cVKy1U1vTAg7c97WWT+cfTYPT2g1oGAKEUJ2xlENTogiF+faDdyOfbrsCByE1GsyyWPw6ny/bSfw+UXXaihIlFkK6ZginYIeEymx5ebYkm1s+x3M3TY8ipQHZcd2okc4DidYaIVVbKP4pFaJucGx15SfHljADXKHA1AwZKdndaY1YpYelqkYyCJtdKOH4wRT2YPnFDN3GaXsYsvdjUJ2MZGLmMoOCpnBS9kqdTcmbVwfjIBZApgB2O8cPXCQVmrbEmoBQIGgDYCI2o5R6wkMAVU8RrQItRqVHgO5B6CKSwgjoikWsUpFHhIxO5ucE8B1vH4/i3Swlnjj3DpnrM8LuEwblpxzDULYNpT3PH4LOHZTysDbs1ZVhdwiFjX0r5QYKKlSL0aqtySCr5PCMmVkqm1AyxtSD+vZA/O1o1grj7PlFFNrnAx2gTZz/3wzLR8TpbQNaALE1IjGkNRGCIDP/9pKrCi24qU317J4qpKTx8QcuRbxs80C2u9DuvxtcHsCAqV2QGE5MzBqnbICjbWcnBgsKA6W94W/980zfeddB+43v/Z88QtfqHm1ClQzBq1koWkfAc77uiMAcJbz73NKnaBxT9gfXVA7kXfjavm/5UwPUOoFgsp5vISKC3orWdpUvE0lbQkDV3K42g337X1w/3/+91UO+Jndf/5/XrijE7EjEfMNYUJs7RomRWrkS2ob0pqIiKcW+//xYbP6/kbDG+vUxAjHtpmf/VTtc96xbkRGxOaMxnVwOJvOsH4mGLm2FlyY1skHMxTCjrDTteg5PWalhsoM206wiIqCxCRrz6MB0QxTkRzRJBa3pGDuJpjKFFtujqnMUDJpur14RFNUusJKl6h0hVprRAtoLKDWBmoxz7SWXHwbuCzrWW/hcBuJZZ18H8Vbzn4dBF48Cs7hZQsT2UMhO5mS2cbEXYLjFI5bcJzBcwrHAhO3DWIyKBLWfV8OGvQbBwOArez4I4AKwAKm+wjmEfUYK61hBizjVSiAVThAY8eAKaLVMNRodJVkqLZA0AoEM1WjmfPPSiIDPF27XwgFBQFErYqSefLUUNbabQPKr04VE2kV9b1r453yvnZGMxnPE5S+1CCARJVxKJ/N001ayW1a3wDVOIjr2d1uuT/jVo4QB30aQpd2jEFTVpQkFKpENEGj3lbRy4k6dyxpT7fRhhJSKiFd5zH7kRIV4VjYbE8RDiOb6+zHVDSZQmpgqDOPWOeTte6jfzbpZ2ty9F9b/p1B6z4jiI0yNobYKLSa2YfuXsnnnrnu/+CJhp4eO6UzXypCaGSpNVeR68ofvQkQuGkK6KwC8AYfogBP8D/e89fsMfcGbOOnObN/wFVuqS2sxFR3OdUdFlpKkMBZ3HPeCljqDFy9cfXtP3nP4jv+4hNbv/7/fHT28T+dx4vbBMTj3ouKZYw8Mphzrf5+4t2XHj556u9/+eiZ/2S32EpRUAq9KksD49zwCHBDH+WyYyvysGjfDo0eajq43m7jNoR7HVhIKj9pF/n0J6S1Vc1BAW+9JNhHMqkylKJL68p0Sd8WzTDLY+xm4lHKBBMpMHdTTGWOgkV+jIBGawStUVuFRivEAQXRa1bkVFTfRfSWQDQrg4DubyUX3Dw8BYWkblLHKTx34OUCStnDRHZRymV42UUhOxBugczTNVKDHwyLRM8gZgoh7zmyKt1uDcxqNLZCtIAqLqAmCJkjD1bBLGAZryFYgzoeobETqK1Q6wmACNWmpwY61U4r03Q5evadDn8zB1QQJxoxzRNyFEApRDBgpYop05CTocOqYVkulioGlRkmeYGonRPz357xJY/wbxxEci0LUNNeGdUeGzOIFBkE0ufd0kUcZAGboGW3sFvBoBB6REddsgpBmqDeanEIcKgpEiBsUpewgJG+n4YuaXyGZeef5KGdbDRTOwqwRpaI0pyRaPJYiRYEGoAN16L9LhuoMxlQGaxmH/lXgNWJArIaQKOIjTHWCq2NMSjqlcfry4Cri91w4b6lOzy4Wjz6VJaIhoZNlHX3pjeRCbyoGgDPfbC4hUd2PsuHtj4MIOLQ/ztY5arpzGa4XL+JM91lwzqV76x0yiZtBTMfS52HvXj/fQt5dqGU5lL8T38qUqsoJ8dL+7mvBj66T2xN80hk8eIODsPxu764ePQfn4TlG4QCzwKu7RRdIwnaCJaYgCjz8OnilOM/m9Y4/8hZ1+zT/rWZImoNEQ+RInWcWszNn0VyqRq6v9GsMR/SnzHznBGpET+YAnCYuxKlTLDj5kmdAoKIqGKF2lZotEn6n9SX2anSvRRruvi+qbWdzJELl4hd4xAzv1zKFIWUKKTARAqU4vJtOyh5CU4uQbAHchfEDoAygZutYKgA1CAaCGuk2Lkd7556bzTtTUKjK9R6jFqXqOISlS7R6AK1HiHaMtM0sZMvdo1W2bknaimVhpJT3yQRiL7u2Y6JSErk4XE5K0NsA4JhMCHnXFnrFwi7jImUNY78bP78tWabO+d5VoFg3aF3YBA6AOizgXaPm8/HJN7Sq3EkDjXalbZaRTOhKQXmyOgF6h2DE0QnDE4kCtkIGQlRoUSaRPYDddMcS2OfIVg7kbTvNO4BIGUCsB4EmJ2/JQCorc8IKgAVaLWmrY9tfaBWxrqN/o0aFFV14q9ceWD1HW//4PV/7+8eT7746d+++P/+rxtZopIjKCzyzP3NpxbH2IsFAL5gKBCBw8kCH7/4et5bfxzX/M/w+WJpO7ol2/FuTOMO5nohixZVlI04K0g4OvNezGkty6OJein18vY2/sHfUT7y/BI/92uEbEV7dKFQMdITvowIk8LJkytdPXC12f9zlS3evwyHPxJs9TrmKMRz0LPIJPzbEQ+XJWWtqAxnahR4U8i3fq5LJ8uTLvVNNAnFZYAIOSuQgYxw8zUwR1KGQkpM3Rw+F/sIQa0rBE1FxoCY+Wxbi7xOjSYms+SQXcSUnHCS0ZWyjZnfxURmeQQD4ekxkQkKOjiZQrgDsx0Y5jDswLAHYAogQlhBsAC5hKDOmYRDtBVqvYY6XkWlx6h0hUbT4rxoITv5AzR6gmBV6uiFJrU+U42AuYloc/TBC8aFAypiGHuL3Njp41y1AwaOvP3ZD3T1Mvi9rhOKPHvcQ2oms3NHQbzkLpxck30mYHQDx8w1msZMkxKHSaPfH0dbB7x8jpF9Ex4GtYsbA97N7Do5C6xzS5kBjVoKM1JLcZ5o1E+3ohiEUHGIjowUqIAJGJzUzknlhLUTqYVSE5K1tVQYLe9Nix31kzqPQ1sH4CATMLDOVFCdb6sy/bNKE5CtYeIyK23rANTKYHXA4UKlWUZIKHV7+p6TH/ruI/f8s5/f/je/CUJWchgj4mDMNnTj60bO3+6MDLQ9/Ab86t1/wRp+Cnc3/7EsXEOzVOwrdYvzeFGSKqiiQymTuC0OnmJ5YbaJK22+E3h4CN49oTVi9lwkL88MKxhLD0RnqKkwr9CyEB54+qtK1ZUevXulxx8IWr2lttWbg1VvVOiOmU4VYVuAUlDvpVlCthaFdMO04DqSpHWo7ZH0eCFu1c4o6LHLEtrxA8OlJZJBoy2YaS6QFW6KggUKmYAUNFqhjhU0O/xGAxwF3hUpgh9El2tuMtNQPZAJotUQOsz8LmbuArb8RUxlC6V4COt8v61cQmxguATyMoCLAHayEmUJL0vAakScoInPo9EDRAuZsllhGU9Q6QlqXaKOKwRbQq3ODl56nX4uCPeNVXeOl24j/OFxHx6TW3P/uEEEH/O55NaUUrdCo7wyAJADkVMO+XTIw8Eeerul42g3OJZ3zrpuCFsPg21QqM9T2xA1/azW9ynoIDsWAuIQnbBxXirvZOmEFUVqEVk54UqSPDTpJWxtbHXD5PSbVBxjwwwAAKs20getShQQmsR76kphnfOPWCxAFy7Gv/6eBT/5+NXiVz4/0btF4NxC9pcEUMuiiWxCzgKGIBBvIA89VyZ6GwAAIFzC8/N/g0/u/g63473YCdsMTOsfC5uK5O7giW25QmcsbCo017jkdJudcM/3zcK9P7ZyV39p4b7227TyMjidIgntYij++ofFPnvNwu89ZrKzlQa9qaiZB9RR3EooxwRqhU7U4pYi7hh0bohbBkyCre5RC5cV9W606j6DlgGLe2i6rWimEavLgBVqzUQRSrSjfZPYf60Rxzo9uQO7sbi3dlILfUqfLNUSVANmbo55sYuoAau4QBNXiLlPV1K7GI7NMAEwIdc03Kdi/+4iTUAXY4Wp38Y9s7dhJpdRSAEiQHEIM4XjJZDzrsBKvg3A3flRKwD7EFzHSfgSDpqvYRWWWGmDZajRpBYEKNI5TRh8HjAmLDJF83I7uxfK3c53wKej11e/Q38pjxoH3kVOafx5U8dleD6ertDdGRDor86hApBrTr5r3Rv0G3StcK3U1No+nUz1Zum2iETnuPReTpyXI+flSEQWBCuSNQwxT15R6zOBNguo2u/TyAnUAFZGqwzJ8adNf/VCJSzvbf6jH5jpe+9+vPzf/+xCHno6iAtp17pY4LIKaEKQKig0DHoC4kYWcN6YCL0dAFgf9WIlYDNcnf4xnph8kheat6CRFZfuQAxKbxMUNi0KnYmzIhY2E4GzQufbYnDAlSem+roPl/q6n6zk+r+t5eTTYn6PYC78RkS55yJxEs32GyUmmagrcl0gzeBJHcG+m93DfoNXGuLmFHSa6tNiBJxanBqtUISpWrVntDLYaktR7RmsNMTSEKYRWgLqQTi1MAm23At2fDHaaieimpm1q0sxKBMPxgXc0AGmoWBzv42pm2MZjrGKSbaYY8tcHE4W0a8Ps5tcD6qmmLg5Xjd/N2buMqKuQNYgajjuQrgN2AEUKxiegPB98PIXYHgasCsAFiAqkMAiHOAkHCFoBHAIxbO5ALtCUKKxiKhAowEKQVp810b96P7Ns+xflkLl5qncLl18bfLvLz8YLDW5Vdeq005ROnZGZhF7ySpdHvQRcubEQf2jh5XbLWqfnomw3mxo1no+O5UlDH8/6MPu6kFtAKiKvinRiTrHhQhXFC6dl33nZd8Jj0Aus0SusZx0oAeEnAHYKgPCyqBVAoN6pdTlpfA3v51g80zxX/7yTC/uiJU49M88lRbSx0YR68i6iWzCwPnHjQzgPHnobQNA1qFNYGx4vXgEgTVK3cKxf15WcsgoTV4R6TnTvUmhEwKIzkpHyGInXP4+Z9uXj4u9T3vdN6/XDyOd5D287RweT9DDTiJQlmA5yQ4/j4MwbzBvjD4vRkkgkHbl5iFteZlOP7XT22BgW5IDgAStHYlGIpqllYx52JwzqLcEAmIwr9bMIqp5xGo72morYDWPtpxHq+aGWJgFnyabqjcLRdbKDYZytbUIxcTPse33cBIOsYzHuSArWOazbj4AAMHNzH7tuWeDIVrAxcl9eN3sfakQzSp1s3OJgq+H8AKiPZbVa0uAe3B8P4DtVn2bf7eC7ySQBmAB4ADACWAnUFug0QWCBdRaodElaj3CShdodAk1h2gOUT3S8ruYNfWWW/ulA4WXUsYouS5zs/WA15LDbsMQn5VIJLvRkZKIaShskEGu//1C02cxZU9XrvJ5Ox38DfOqjX62ELsCe1vzAghKmuiT6grtlZamomrapzKg0+yOQf/Zt/UZAbLDN/bZwmk5jZ3qTF7jVqzd4WZd1i2OwXkeipd953idxAmFx+JwDeQBaFXaLWTI6p8KSJRQqwxSNitFODHGVSWLo9cvv+19hU348PzjvyPmnVHrBAJNE9g0/ViKzvnHjaJw3KCAbhoAztsLAFiJICc8KJ4wRcOp7qFhhQP/VLfPVpLSRzxKlroFMV+KOefgUcQjp/7Db9+f/tW/NQ9P/vF29Q//e7XtBxwWCqiLvLBNCzQsnXE2S4tf9NT0zTweOgEB2u/VG9sRzZYzBevGNvcjnk0yoHSbtwwxOfw0ajlPIW0Xz+cv5oFyuR0ZZExjTqJEBKdofGTjFLWPrF2wahZRTdSquVpTwsIMpgXUJqbqd90F5+FxVF9HGy8PT0IOZoHeXAGU6527OVe4f/Zu3DN7M2DHCHYMQ8oCBHOQF9MMHJRZpikg7gYwAXgpg0GZh6AOS35tXlKnLAE1yAZk25y1BHAAs2tQu46IA0RdoNYaVayw0og6eqxi6odoNCmEWvqNOfIcgsNrX0b50uY9GJRw18ON3hO4c45AnelGT97UEdx8zlOzfQaz//rzRXF2Y9wLfU6nM96UhfQhESm5E99eEBjSqIm+GN+CQ+/07ZwwerPeMLhfuxEB3YoLkFTxOBDHK+LxnHg8Q4enILZvsCOjVqbw6dDb0mCVcrVQaEUUwRBXgUeHxAQAY2SzMmijDHVkaGmgbk3mGVSQbkT/p2LIFwKAddm4eQRZ4tg9236iQjg0XEotJ2JQ59JS+ELgpNCZc1Y4gl6s9ARLZ80KvHd35b/3w6U+flSGTz5GA2r/jgdAV5bNZ69GuWcv+rt2ffPwIkX2yQO1tI/BCgAt/eOsdfAJBJJ0Jt3PDWbx9/P6CUnjkrvBcq3Tb2fti6bv89hlZRpet7ZCsd+dS7V8/9RTyyDKiMiQvqRmYC0RdRFZl2phYgiFGKaAedPoYBAaRFS8y1/Sf+U57IMTergNgOcX3VLHsGC3vA8XigvYLaeYikKxgloFtTrzomUegCaDy4QwTCDcBjGDoQSwBWIb5C6AHRBbaS4efAaIuHHOBRBLgMcA9uG4yhnEVQBXEPQAtR6i0gpBFdEMdQSWkVhGoopp7EIa48A8EyhJAPl1wL2/nFWQ9tOJufdEBl7CDeL5ONg8fJYybiiVxRmAA6QGOQJo58WG7GQ7AfWGA78RzJxWLp1WM92quspegEYaZg2907c1T3p2Idq6xs8WGNo7SxpReZ1i+xRcR6lfdmV8yKhXTTEx2jLVBbQy6EoZTnb1o/cv+aVnFvLoc0SpgNWRoVE0ubms60zepIQ2JaKG0yMkXrARbNAM62AIPPHPC/Pax8CKaQBxkDwu1SnUG2Ih8L7QmSNQEK4Qc17gCqKc0Fbq7HhBbP2FyGkltviTa7Of/stR5jt3Lf8fv6qGqfrXX5DweAX60iiF2YIJBAYRf97Wlef4O0vZQkvv5OmgnYsc7M4dzNPvFqlotyRdoWknbvpesmPPczcj++kkyrRjq3P+UAamoXVBIhuJaCSm711kzhAYqQwS2DAy9Pt6OdjqbaQYxak4USdOpXTReRelpImI0cHIMvgZjVCJZ7J2zK36jS4hLLFd7GKv2MLMlSgFmLgCE5lCuk1bTR5WBsR8HqVhau06FsLBAyhhmMJhF+AWgAwInAKY5oxilgFjDmAKsMzS1JgzhCMQ+yCvQngI4DCBAxeAHqHRfaziERaxwSIQKwWiCerosIqpCY5QeBJOZASEmwCGJkf709yspgNAiJkaSZvNetqxzQ4mTAq5VXayLV1U5d8Xg+yhyX6lZP9zBHIj5msko2q30OXzfm1ekQ3qBGdkCm1ROa4Vp9GpkFouiR6HxW71TzkJf2rKiaI6AVgprWrk5NpWfM/lyKtHB+7xxwjEqW5NAptKESqjtgDQbNQCNimhoVz0pgFg4PxJALJ014m87D2ycTQRZRQxRxBe0XhLo5O9mCsE3rdjlAkpHHxhxoKwMi1Z4b0ATKw5XpYfebtyOpvXv/OkIRaw6Mys0Mmbd2EnwubxWmV7mhx9UgMlh28ujYhOKxTbVr/BbttuLv/6bttBBA9j69gVSk3fZwCIw9+h38alvUy4A4IIRZCYHbwyuIjGaQcAwSkaFxmdMYqmWsFgry/704NIS6bTv9FoAUgztPPedhqtmdTl3sWDC+8QI030BU7q5DSjWZrETqKUEnO/hbmfYuZKzFyJiZSZL89dl6YJGJD0/G1Z2qwG0x4NIGv50fXFMgPBHOQcxC6ACwB38vc7ILYTSHAKWARzt3CqoS3heA3kFYDXAFwD9DkonkOtCyyD4iQKjhvFInisIhHauf5pO3zaezvaC5bJORAaLNQwk7TooiVsmnxKusHYk9bBucH2H/d1Sa7dOGs4q+BsZwCDDps985cpEVcFit3Vw5PLJ/+3GHGxsPunClsGPnNtHvemx+6Jx2oJR5ebt94XWJ3sF08+QYOmrmHNTWbdVFI9oyZwVibQvZ3zAGBjHpBzjRxJYC1iXgJrL0YxwhHiDOoV0TPPzzegFEghJgUgaZY+ZJJ/X9Lo2sXrAOeEFmJHNYBpxPY26DwQvUHFxHmVvRn1yGALtE6/p3HMJ1GuSbtFq12yAg6cfRovb2nXKbrl6ENnnxYxhEH0P/i3BwS06xUtZQWD6D/S0shqKqJEBqdsJH3feEV0yuCUMdUYuuc1DjfO9nWqPMmt3QrSfqBERNo4pIHNfhEnl+66dun93twkvz/kjURIx/psMIClKD9qTO6bDhMpMfNzlG6CggIvDhOZYuJmmErqvAaQF6sPlqabDdqC2pebzk2i6VQfqd4wB7AH8gKAWQaJu0Dcm2sO7anXLmjpC8/ElQEoHAC4iiZew3E4wElzhMYKLMMUJ0Gwiqn5zecRDsLXQobwYmoUZzQCDn5OPSmDPpgbPEM0dHOgWlBo+2FOLFE4cyEqBZammOW5Rzd6zJ6e0Y0+BN6gL+G1CQ7rq37WQSHFJ0kW25ihEaByzVOys/p1N2keUjUn2EXFwyu74cLeu05+4Cefmnz2956YfeqXP3L9b/6NSpbX/3jv5/6xsqnzJrMhAAzrAHEABnaGQuimAEDa08cQXCUnInAusvYwepcWtjtlLBSh25hlsBLAhJCSxjJlgVIQkr+n0GQH4IU8r9cI3SEijWVU+DIVI+EN6mgLO5n/hTe48LVVUf/h9Sh7s5wF5MgcrSOVBARpZai13/c0TSTkAsDtyOp5RVSjSt4y224mo2YAUKoY4joI5H/bjzc5/DabaDOBmP4ug4AyOkVw6d+Yi8zRJWqpW/TSOu28JSYNxRdCCQTNwx5SjUuSgsYEoChDOd9dze7drqd3idENCsY3PYaGg5M2mubmLssTJw2kx1QmmLgZZm6CmZth6qa5kczlccVpf260iNAN+BowpWwHYLQD3dp+mFY0W4C4DPL1IF4H8gKIS0jdD1XuwN0CMMk9GJZppEOQzwJ8HMBjAJ4E7AqWocJhozhstnAcgEYjqpiytPJVnR3cfpF606mmUQy6Jscc9jowg7rlQYF2TrYQMzXkNmoHL/x6hh3a67Wq9d+99ik2IO9zsn5/cgoVFVHMlLEKDsfOTVbLydFn68nxQ2asTVEa7FhRnUQJR4XO7U3LD38ssDp4ZP4H//TNi498ODIcPzL//d82aB4oZ628NGx8bdJAEedIQ88DgMGoHEotxz7TKoVBncA7AX1E9EYt0+xdFgYtDTZlcvoTmpRGm9KkyAtWSgJGyH009yZDeNjh+GAx+eGPrPwH7tmt/oc/ZHxKDa7Q5Ngd0CDK1kRlZ0J9pgEaWqo1MKt0koKHJtpF5FHW+Xxl2mXFbQCzwOrAoGZUb1CXOutSgTlz+MwUzbAOwPbxkYmiwYL1LpI3RiTFUEygQBVNAwa7x+mKz3ljV4oOhDCDKWkmAiVN6aJCJpj7Obd9iZlzNimXoXKHzZFU8URmgeVFeDhPePE3xYNvUgBNLtj5wUiJ1AaWCn0+jz5o8uISyRNAvRRwcChkgsJNIVJiz29jx8/SfP88jiJYjWi9Qq0PxDXv1W61K0cg6lw7mIG8DMGDEL4RwF5WbijSNs4p8rI2AHOAAUQFwzEETwL8KoDPAfgy6rhAoxdxErZwvYo4bBosY8qYCxq8vBINay+hIzpVEH0hRc3NzSd6YfXPa1tlRTtrtwXboZPdfdbnAq/DZZKNqEXRoE6b4GIVJS6D02MVPVGJR+ZwSPigqI8szcNuDLYAsAqsDox6YkBD4MRpaYH1Ikp9CFgl5hW0JiK0DWbNBg0UzqgHnAUAAGBnAcDA+XfRvxO4zLcnnb3A+YhQKEMpkEKhBWATAFODTQhOAJkANkmZQN6p2//rAaXY0lbFt1yu/Dvv3qp++SnRKyHKtLAULYtZA4i4Zfmhe1zzmWPRZ5so3g9UO6KIkuY35d4+KjLNIsqIDBBUBuQJIYVmcPBW3GVU38jyMLJuFJr5eZU2mk9UUcoI2lWLbT1BMyAYjWomZmkLWDRzaubNzKuaV4M3gzNt9waDZhQYaEoxFQejmNKZ0sNIVULN4OmxJXPMZYq5m2DH72DqpkibfE8QbIk6nqCKh4jW5Jn7fqDTWLd2V0Fb5DtRgyMwpVtjNpvM6vszFn50u2Mt1QAqMyyU2PMT7LktTPwMpZQopUj7CfwMMENjVbcpix38abf6L31fIQ2QS7JS4i6Q90Ls7gwGMxhCzgpcvg7uBfm6bt4REUDsw+wLID8N4E8AXgVwActwAQd1g0VQ7NeG47CCY0RB10XPr21W/5UEH75s0fzQMZ++vT80fc/8GVDF9T9c+9M+v9eW1oyiqhLVAJqoWhpCp0ZTFdUosVFqE53VRqstRTSNWDs7KJ3YBl3m8RGVUZcGW0Y2h9vx8oWJ7kyu+kc+VcnqeW+e3koE1keALQhpjLpSxBqnRlDfEADOo4DsBgDgJHLpGlk5Z6WjwQU2Pu/b9cpYGrRMvL+WACZGnRgsSUGMGQjQ8v++d/5tx24sKTu7wP5x1EDjpFQ07S5dpwwJUwmnaFzm2CUi+EKkKURqRWDNuqitnjaoi4hQREQXEUURfER0iY7R9PdIUX1EAMztifkLNZcnDaplfi9uuMQd3Vd23EmvQ5jRDC6LIGgKp5q0lKZ0ZvRJS5ZGJnSrftv/bxdWsO0ybHcM9LfJYAUJs1pjKiW23TYuFJew5S+gkAkcPBpd4bB5HkfhKqqYhq0VnMLRnztqt5UG3mgR9A0v5zzPxyyCUkC1QdAqL5hJ0ehU5tgpdnGhvIjdYgcEEbRJbRSdhDXmbKBtCGs6caHxKGcHUzi8EcTbQd6XawoBqTP5ywAvgPw2EBcSIGCaAaWB4VGo/S7Mfg+eXwXkLgAXUUfBlZXD1arCSTjKNQP/GsoIiHX1/3CkheL8uTyvXizjGRH5WdG5iXXLnoym3cbivMvTCFOxJgspmJenahr6mfjUNSl3En8PXL+ZijIyGvI8OKVaGhbTrQXUYc2OoCUOOsecefPY+n6A1AQGYpUbwVaALQKr6xfCAw9MdXe675/63Czuzo6K574aWO3DUBmwBHWp0DSUq4/8z6sFbMpC9WYAYMD/01Vy5IzqnBWiqTDrCOeNoVDEAkCp0CI7/olBp0irmaaATUBOYdbm61kmwpIwB07n6u7ZYXweiuWJYqXGBCbKKAPuXAyVKOFyJO6csLkS9u/7Wv3MmwPibKXVrLZmqlDRLPfMKl6BWR7330/vcYPLQjrU49qOgLXBDpR+i/mwmGjrzrIbu0zr1ia2t7d/MNwVNXwNw70DwvZ1MS8c6V+PQRE15OmhBRwLTN0Wdot7sV3cBccSQWtcqx7HleqriBZQyta5DuDFu4f1EctOfJrDYmHNgUYLCBoQoShY4m07b8eFcg+NtjWqpqMtho6/Lx47pOzuBMR+VvrcDccfAfE2ECsYnkLEv4DiCQjeAuHrQXwryHcA2EGSozoYnoHZH0DtH8NwCM83gjJF1F0c1AWeXl7BIlzBra1xeSki8MFO38EAup6v126pCmCDSZ42GEFieW6/pXHhOcNJ0z0HlR+zc4qxN6ZzCJ75a77AbXbWyddF3Z1zV2V23rRaRRujWRStlBaMplF0lZau0yCI+VnM2Enq2IZpBFIjaNJVZBFG2+gZXW4elfa2DCvt95KPVFf/G/zXKvfMujIvNS+aUaS9w0n8AzbeSgFYRzaHNBeYxkOsDLYCsTToScPq6qXmDW+4t3rn2x6b/8m/Wcj1J535aMDCqAuDLjGYMXQGDTSM/MOG81+bGHqDIrBQUcvSHzinpQhEIhsPgyPojVpEhMJopTIWgE0MNsn/Tg06U8apwWaGWBBywVnxBhBFRLOviIvStt7dCA4jrj0ByI7APxjYhMDlfiouR59omOAio0/Rv4ohihOG55prD3ytfu7NjcatlYZ5VPgsD4LvnDm7xqF2R0CaN5GXSLfOl+wWwqQdA+li6BaqiEsTOPNtGJQv261WbLW9ACg+0VEWQfCMZSwbKxcH+uv1iUI3XiBo0EzFpMLrVLawVVzCjr8bF8rXYRUP8eTic1jEw0wLvRhn/0IO7vwhYX1vgWLmdrBT7OGe6T2YumnewysDEGippro7X4k6H59pLv5ug9zJ3ccNFCUcPgDiDQCOEPDfwfC1XCA+gcNHIPxxkA8CuD8XlWcAvgDV/wKGR/P00wk87sUy3oWnFk/ioHk61y1uBgAlq2z0DhdyrVutuM7nt899Y+6eICgOptaNXugG9FmvOO7HmWdwiSGt7xSfluxYpywbnDsGTZOS0Se0BgMaE1saLcJoIBqjLUywGJwtwZLAwRlpWbEmJtZEsTrH5o2KhkTUalSqJl/aRuAptc7tYJp3AhrzYAaAQkDMWEJZGuBM6dUwTWImEzN4VZQGeLO2YTRn+DbM9jtYSlc7YZIkTJb3Y6fon4JWBWpUNYZAWiBFCQZjrKLUeSZQXCrrE4UuAKwMWFg6aSsASwcGZ4UG1vtMi64rgEvATtp6wRkgcFZPwCYArH2dvxLSClbuGhfuwE11R8S8KBqnEjxAb6Y+Sl1qWr5aGCzTPzpRhHlkmCmbuSJuRYbSqPNS52/3Vj5QycmTDZfPOvgLiiZGxpqQ3VK3vqnharF0+4/koWxeqc4YXZ6v03L9ooyciKym3q+CNa62ZrrSZquKzW5U3QpR5yHaPKpNg6K0iAmtFy30m7LSJ+oAlF20LV0U3mZ5Toq08UsbCItuFR7p0mmvIZ16UsA0tlOGYBYzjZPoHb6AMMdOrZ+5NVOLiNrAqChkjjdvfzscBQ8f/QF0EOk5nDEYZKPE17n0M9rs2xkzm7OKNC9FD1qDaQg4Cplhr7iEy5N7MHcz1HacKSAkRSt8hmTNvH6RKbEyy0bzNA+U6ShyAeAa1B4B8DyIi/D8iyA+CMXvI+DnILgMYguOb88jsX8fhi2I/Psg3gLgLYD9GqL9HwDclSsdExBvxXGzg6eXX8Ai7KcNaTcY6NfPyY9r+26T48apDtYz3bShi9RbeaSTMgUgqjmMNfQPmIMHO7sbejg6xNqF9tTBiS+mDLWaGsGYZsxoDTICDJHNQXThwITRLAaDLqPogVJXIJLeAqxMcKL8/7P3ba2WZdd53xhzrrXXvp1zulVdrZbUbndsWeqYgJ0LMsSBCPIQkpc4lyeDwQnEb44fZfsl+QN+MeQ1BhEUMCaEQEheYifBQbEgYAsU07ZaUqvv1VXnvvdaa845Rh7mXJe9z9qXU1VtJGsNOLVP7bMv6zLnuHzjG2NoyTAR+CAOAJVKtCZCgLaYZqzYQ8MKpAkAA46tY+IYWM0iaoAJVKdQzEhRQJFHXSDGq1ivaqUhUSiMCGUpl9a0aWEoGQlcaPyblcCFKjjm4DhTBacD66G72Bq3qXG2CHE7S5xBMJQhowI5z5DRFBkXqQOuTXM1THI2TXT8qWvLI3DiuXQKL6oiNd+uPd1WAaWraX0p5FbC4dpz+UTIXXmqnhB4LeQeO+gHAnwgwCXHRGzGcdv1KXX9CMDvgH8OGoC4TDSn6+wdWvMFz+QFymRqAjnjqTIAjJDPAvmM1ViBzwP5iZJMAtwsUD3zXM8C3DJQvQjkZ0IuU+iM1ZwGcj6xYRAxd82FApPSXCmQsKuJAMMKIlWvYpsir6AyqSVMnMi0DmFWi8y8yqQOUojCqGrhI+uQTeQxGlZYF9R4JV4abicAmBZqoViyRNxFASYHs0UIdTfVCAIJDmyyCG2EzoNtOuQ0Q2KghwddfxIAalQ8GhUnz/FS8TqCVni8fhOAota4Mia0GYV0nPEszdINKDU2fzANjzy1sUaCpEJTyq8eK3GwBGRkkJsZZuYUy+wFzNLQmZwLeKkRoJHySUiK3ibPPtlm6qjLbTJYHYCbNH51DcVFmzgmCBgPwfRlEF4F8BaUvgHCyyB8GkAJ1bcg8GD6LJh+HsBrAD4D4OtQ+fVUkBbbXEBex8q/gA/KP8W1e5SgldTVVA9FQVvefx9m2WPuU0eqdoJW814l8Z7cTRwo3mCJKgqtlHQV2K+ExEWvUyV627Jy7C4lFgkJCFWgcOmNu4ojc9UJdK0sZeMxKulaoGUq1vUKrAVYa9djTpDG7RqAGYYZ1hhklpUNgYnVEIOZ1BgCG1bmdH6WQDkUBYEmIEygmKvQywSZQ7EIgR7WoickfMZKUxaakdAcQCZKJojaACWnYB9zbilyocSxT62fB4uwtL0NTTfPdg420SYMTIABgxFgCch5gZyWmJpTTPkUU3OCqVnEuR3Eaec7iK4Q5BYeHqIeTmsEicObRJs53CHN3TYpyuXUvJj7kwkAUgj7Jq/hlLQCZO25+qDm1fecvfnzim++tTYX/7eCexNAbYFX0imUOwzAdkUwDhkAQBd0nv8+35prLMIbRG0LZhhPlSEYE/nsIfdUWSE/UWBW823uqFoK+TNP5UkgNw/kloIwE3KZUDApBs9AykRRyRNLVDuqRRCcuCDzlZdFFWRBwERUs0o0X7kwBTD1okUQpdgznxAkwjwFMyQNZM9AadJV5DALkMZDAhPu8H6TWi9nIDBpXAQcvdDGm0+RZg+X5W7qVgpIiSjdbGpLx/twUWc4qudiEvqj9yJ0ZZHzFBMzR2EWsFzg1l/gvH4fkOiQVSqp7F9giWE5i/OD03Ez5wAUQRy8Kmw/j9GDHzjRGQxZTHmGQDPMzRRzs8TUnmHCs3Q9pGX9xE/bHjoSkrFcdxEsrdNZuQQH2ZTsXbXXnnAGopeSp/+FXkI4jWNMkUSMjk/AeF1Bc1I9V6AkYIUgX4XgT6B4UUUzV+u0qnBaX7nrcOHegZNSBOIjFi1lYL8WpHmG1G6okCq1XXrseVqx74VGzNoJ2iHSKTkXudzCUgYKayFxSTlp/CysA4ebOEIQ6G1gH2fNwkkX4utW0U9b+k+dKRIA7SCRXiMx3RoxyNRTEpvsEVJWJoaF0QzR+4/uFCv3Gj2kAbzxpid4GAUBM2Jx3tEb9U3xj3yVfckHyrWXJ+DmgGm4oKXfz79vbBld3sykI7EgGDbRhLeQbg/2TaANkyKDhaEMc/tjeDD5AgqTgyEtUUO0hsgtQup+G1DCaQUXbpPSDwiQ1EupGTnFMGRhOE9zzGN0YJhgKQNTDiILTmC0gNNcguTiaGizCyIKj4AaFW758u0bfvL1Mn/8h+Xk0b8DsKCu28c+GqjsTgJ//2tp3RaAAn96dk5r+5/px1crEnyRKlZmqBF4Y3XCBDIlX+eBXKYkuUc99VyeOCqXjtdLT/WZ43UhCKeAztkImAUCyYPqTFSnXnReeXmhDnpWeT2rgp64gBMfdLoOChXARsANPh3qhKnF9PtJ0ib1ZXv4eZM8tSBkRKgT5XFGjEoUORMK4jTMhHoJWgXpphe3jb/mdoIrV6IKHifGbihj7YWRDbJN0Sm6kyQ9RslvKs3UO5QIhmwMSU2R2EA5BIo63GIVLlCGm5QJMbFRBRQ5CGuJxzllbptcbX8fUzf4j8mkkNjAcp7C4ClyM8OEl8g5zi2OAGid2j2n3FdL1Qy9rpA+3bmQ8mRIxNPmsU5wUPOeAow5iB6C8Ono4dNZVPJUodvuk8RBMABlscoYjICP3ff0P/3vD/X//Mkaq0vFowp0sQY9KCNIQtZpoBqlepRCMXkYFBIUwQtQhzjjVe7ooT0hNu4249pgYTQpn17xrfSixpi+ujuMdzuqHOr4GLZ+DwPYsB+gCg6dS/98ESOJ6K4abejGSpy6rXPcnawIVhM8HCniNGUSlWBeLa+Wv1pV+ZdUMW9O3oBQUJe3k9RLp1HqDXRJ7Z7u6ldME0tS/JyWQEFdYVxTlKXiu3bVyfEBGTgJKPgMb5z9HTAXuKjexso/wjqco9Y16hC72YY0SzA2zhMwzTExBQpmzMwUOU8wMbOknzQNloljNxkloAaKLM7NEEXQ6JA58QjwcQKgOtTqUItDDd+2UBeNMTQkAySDD4TLk+/+drV8/9c4TnIaKgILu9bfhgE4f/QbgEywMk/w1vQP8L3pF8nQP8fr65I+V/5HsvIuVfyQhXOGBgpUc8W3+Ez113761nzs3in++L3X1n/zH6zMxeS70z/6tiA8nMryNcpXH5dYz0tHP7l2eH1V66t1wJkoZj5g5oIWkvLnTcLWNInbvgdNm42K+onSvhFoAAVDTXeaxiPoFgal1Lxp+6YTKo3KMaPuO7ZxckZshlWp4sRY1BLgNJbHH0qWajMXYKslQWd0ui/eeC4pfCaTsMZm6lb0MIA0b1crBHHxUV2LLws6/L7ZCrXGhZm1Hj71rjO1tQSGshbjbJ/jSfx+NMVe1EZASEq94/U3Di+DEg06bsQQWT7KiQ7KCRLKwFgANAXRIk0ry0GYg3EGYJbIsY1hydrkZdeKooZiBdVziD6C4hEUl6j1nesSH52vIddrKVY3ml8/kavvl3TzNkz5Hkz9MZtwDoR17P0UrMCzADOBFtq1u9GtTRUw3HBL9ynSPc/teg22jITueF52RAVDRmBI+Q+NztZtnGugN07q78JESkwgK6Q2MgN1wmoKpvC+W53+q9v3PvtvKK8BE2KtB8Ua70kyAAGKnAgnZJBtMOM6nWCINkC37XbOd7MvqSpXUgaLDGIdFiGzBebW4vPLEwCMb158Hy6UiTsYZ1Rrgka9RC3DZHGaFXh1McfcTOAkR9AcQR2cpAJIqeJ71KV+QAFBBEEZAoEXF9uptONjOyJIo9lkI/TTruEcKWw1Q5Wvq0cP/2xJwLxXqO23Hg8Xgn1VGz8s/swBAv4hKvxLPAy3+HT1Jgn+JzGuyeiSAlcGCszDgxdLvuZL+65b+pc/X5vb2aV9L1jNX7LIP3Veup97VJZ/vazMT7nY/xqclLxNj7wVwvUZO73ChNajb363uqn4uaf4uWc0aMjD3do5tyIoiDAlwlrjgOkp0x3KpE83IkveR38gxz4P/q6C7/1LPV4RcQytE8eeYWDYRmVPXbvmIB5e64ita+pRhM3WDkjJw75BiUlvbuPs6N2b9jEq/qT0OUtJMN40ucTdxC8w+vN3u0hUWlMb/9qMibQgmqSjyVMvoAIUC7VhUi4wlos059x8s7asIdWmtfQ6RVUVFGsQrqC4QtBHqOUCpZSoROF1ikqmWAfFWjzK4FGqQ601PCof2H2o7N7mzH2HrXsPHG6V/RMy7nuw1TsEPEkJt4kCs/S4rYB3Ft3c4/fdpK+7sxW3v4e2FLgM/IQ9iv/w3KHdTGJCQ7/s2NVZSjnlGh+ZlOf+5vRXQjn9OfjsJxHsiVGGAUcmGAnmTHjVZLC0iel3qxwbjKRmrbedFJvRrm35jk1V6wYTw5hwQGYqFIZRmBmmpkDGhEpq/Pn1La5chZwYQT2EbIQvRVGYHAvrMc8Up/kpCjNBHVY4rwMuao9aPEIiYgCxkZ6SRkcLugHcxkiGe/4g7a30oHb1x7O0IYPn8PFHyw9+82J68TsWOMVwR9Bd0elmK4h/r5uc9P4RVXgJii/A4I8oQw2rOUgtT+XECvlAyrnRfFmba66pLHKZf3aOxfIJPjp5+/svfS0oY5KFVvHTgMI2W3BO9/8+J757jdk2GIpewmfTI6ctzjNtc623dlCtcdhjseWtay/ikF3Uu+a3RvFuKeAOx6ZWgVLy5rkZlN4oUu0Yx0FjkkmSsheVTR5pA0H1ZgK3gxmp+WxulT0l1gKThUnKuZl3jF7k0R5jq/w3fapuYSez23rzKTCnaWL0TNoWDtQ2eosMIG03ArVRTZxeJinbUCI2A1zFhLCuWgacYg1VhqRQ2UmNWgJqZazFY+VXqKRCDWAtNSqpIETJAwsJELcxHJeItcYNmoryWC7Zurc4c2+xdd82Wf0tztybbPy7AG4JuGh8AGkoRXfL72lHxvjY7gvHDOHFgMeue4zBNoz1tIp/6PfGABh0PTtSph2BgHMADyDmx9Xln4fP/gqF7FUO9hXx9pWl5i88QP6ij0UBbTFYyjq0AFqzXwQA0SRVjjswK3IjmBgTfzhCyRkHWBNjyEoc1p6xDgY3XnFRB1w7B8uCwhAsKQpjMbcTzKzFhAOmhmBTM7zLWvFRWePKBQQpkdtIsxWR1lFdJah1xtS6Q0MOZdDhaW1DFRkUObPhNr/52ocn7//rFftvJ0hsboCpNnjrbgYQBg3Af9D9N7r3zobcRBE9iyaWwZkD+EX/8DM/c/WPf+H/Lf/bN9/Pvv1mfXXylcvHn/olYwXGhITUckzIEm0kbmyP+NeEfNSDfHgjRBrGyfvKve8NW1OAiOH9KoV9M/hQQRKFE80MUIq5eQyUkFNfzRM22PzUK4fv5uFSUmm86dlTj35G2lLQWl5/6rDZtp1W2QhsdeAcW4PSUteiN0/EMLDJ6EQoidAZBKR8AlG/BI56Cdtt+qpJhiJLyjwHUXqEiSuixeNjgkvJdOwL9Dx66vyaGPhX0aPHLVRv20iiYbg11yJonA0QVFBLCWnCc61QyTrOKoZAieGCg5MaYAtlA+crBFIEBbwIlAjCBkGjMQgSe762s2KVoEIQSYqIFGT9LRv/LrGcE8v7Jqu/YfLqf2TF+g+TIVig68a4S4nvG8F6yEDQPQwB9sBRsiNSeRojsP1/0zMCeTIENiVpmsLQpjtgU8k2A7BUpTOIeZGUplA+I1AB4UUOXlhQboJ9wUj2IOflZMoPslP67FlBlwvGB8aS5yktppnOZqJVHiTi6y7U8F5RCyHoFIZmIAQYEuTsMDcGhYk6Ke69aLuCMlwoUckat+JwBcatB1xYI2MgN7ar18AmOHaM5W5ugLnXRSetbPnHAq0YRJWtvv5k9vG/dca9zR0MFPbBP/c2ADue5yZwUMA6gJayePGN27/385Ow/FxlrvW7y//+X9+5kl8rL176F1MYLKzCssTLS4wsKfes59W3HjzREbtmk27Zzers+agakOdLWDtHWT6GioexBUQ8VEIa4ZZoWRpaD32zcrcr+tr0+KNSbSCUFrppYBLqwAskOmWj3KPSififJOKI9gLbXU5j8y/3vztVenLCJ006HvSijX5p8kY9Mmmr8OPzjSm27T6OHntf6beTOtu66Ra46xfHNXmA9jsanpRLHnzdPqpWKQlMKTIAvHaeeoS91nBSwmsFL1UykiG1qEbTfSNOcNDY4bQxMWQsXHAI4iNNnTME8bGy2k7idwUfoQbVSJlJeZQWi1WNEYfEFh8SOXsgUthJ+QfTs8dfsZPyG9oFivqMSv1ZmcT7YCd9DpVrtMNh3Y4EbO+x/2N6r4vlLJHp5NHvDQ6YEMfCTmI9ATKNM2ayHGZGCEWcDgi2yKciWRGCGlFRVYhRYzI1U1JkGef2JJtwYQLnUFsgmxqYRRCdOjF5FTSrgtoyBFNL4ABhQOtc7Isn1fxv2Kaj/cEp3YctK/ViaRrIOa5V4USxMNzdKCVYsTDKsCGDkOI7D/7sn54Xl7+XRSN6KKGP52UA+hC7ISB3cQDg9Zev/skvvrb+0pd//8FvffWx+eCb7CZ/X6/PfjGr5n83EztlZRSsmBvfqrMG4uYBlvox8bKqwpgMxkzgfJmSryHZEkq90aWr8m29ccCYDESc+P3Ulst33nznQRvEpCgnCKWFSAitlyoaYtKngW00KaneRFHVbWWvg9F/E0G0jJzk3XeN30wHH4G364ybKvmeV7+RPk/c/L6CT1M3yWLTLJueSUQHlfR4FrHRW0DX5C0ygrCB5PqE22sbgag2TeYIXiu4NFTe6RpeSoh6BPXd/AHOY8QkLhnU9Plk2lyJiIsxh8kgIr25w2mwoc2jUQkOSK0sYj5lc4hH605tPacJZxaNEYJbzzF/8OHvLD/10S+HqIxkZ83d81O49ynl/iQbAtEeHcF7fnrtZ/oIdGs4GqORbf20xkO2OrtIR3n1HPuRxwHW0AqgKnKBIk8XSkZjK3sTW9TAEmASamRSYhUBuH7l9uFXXrp++Z8FCjtmddOe+pD9l19TI6Se46cEqIstLGVC3CxDJySPvXEXCn1cZuv/dVVc/G5l6zcZqQHW/lzUvQ3AfQyBAWA9wIVOloWcnF6bRzWAqQWeCMAh2J82Pv+JrF787Il/8LdPZPnGQqcwqgjkU+uzCj7OzYHS5qrYZ1+jAbAwJoP31d0y+SYHsIGPm1j6TnFgieEs1gKQBVOWqvoaeEXbyaCSKn1FHYK6TtGnMxCVBOm0pSoJ6mnYKjJQQqRtVNHi89QYG9tFGzDtOdAgUaN3jYjbatq+175JmGv2F99JOcV8Qvf5lOBF6hFgKBmZLtaRjSQdNmKpXhGUBnito6KXNYLWiUWxhlfXu2ZolXyT8GtaIcQ6A+qxgPpFVttMEe3MYOJaN1csaH+eK6eRfikJqbGWJCQDFVJtZ2z+HaAcPoLx3+Ji/V/yxdVXmcOT9LnhKfH1H3ahPTqC9ziR24/cZnE3jYHZYUQIw+pCY28eCCm3RpFAzbxw09aCQVmJTEo+MOIQKgaALGQvs5pFqloe1onaFXVtcgB1iEHmtZmTSupjmwxtnvMAPEVD5qRr+1AqySNPcq6A891FWQ5g/9hDSLi3ATjWCDABmUOsfJkAJxxZAM2NW6feF2JhXp7i7K+ehU/9rYUsvmg1e5BJ8eJUlp+b6fQsQ+w5TyoIiGMJPfnoYcc5XFtqrxvQvDWXp/M2YVKShlrFalIxBvU8eqRMQIQWPAR1UvQuVfj5TY++MTYNG4F08JgO8f7j4PNO6fNGJgQDtHLu8aV6e4MaxZ6UO5mt/dJPl0vPYw9bRWwNb1821m+T3+gbDG2ooKo90CR1DIUkBV/HdhFawckatawQWjpcv5aCWm9/O9/RRxlS+jwFOgasvLEZJbWuTlOc27ONV1DgOUiAhjSCsxbolSN/Lhy8QkWAtcSCLC/QUk24VGAt7L+j7D+CdW+RCd8lDu/2MJ95ryhH/gK87x8mQzAEFe1KetMO5d6HjGjPDwYMQTPLY19k0m2izhBYiVXSZe+e0g6q7BBzaygsuAMP0t0E/VCHT8NdR2seYP3IASrxUxuAYw0Bb4VwZuD/VgFxwMoDawJyAywMMJti+ukFTl+b6fRzCz39sQL5Sws9eTWHOZlj9pDUnGYgY7UYWAemZQ7cPVzuXVe6w6qLhiVRyEhTNV7DMY7j0TUNN1FqkrOCAJ9YOaEH7SjutgHYThDpAEDcTV7VLRIJtUGWiTRJtYkuaTbw+k3yLO58Xky49tdVp+CpX/G8Qe/seFhtuRt1rCNNCdLGcMbvin2BvFZwoYSXNbxWaMw3elOiNLVvjAqcYBMDPBFhUx8g7QrrUtuNwB4etQNR6al+7NitAHWe/JOK1xcB4lWl9BQee1Ofx/J6rRW4FZIngf1Fap0QE5KkV0JyqR2HOsEHLawQtlaVSZTQvM8U3vLGflQNwDHU0XtTTQ9EGXv/n1YcD+iqXb8PRRmH2sUee6930X+HjMA+Kq/eV/k/qwE4ZASww3JvP9c3CCYOdwcFIHigCjH0AQFZBpwYoJjCPCCY5QR2NtfZKwDmBpRlms8YZgbAEsAZstyApwBnADctoanQosg0WzBMkf7WWHsADKuZNVpkrHZCMBnAFsgslJthLpxYOZRapBArc9ceV3ttoiPbRrfvRdt4SlMP9F5SNpXWp7ELCY/vX7bGq+cecLTJ8tMWvPCANvpINlh/1IOhOBXGUDuFgPq8InT08njWHVyFFqZrsXwgJqIFUfHrCl5TT6XWQKFNovXjuJpKOLgKpDcl3zwKQOlo9eGKb88J5D1X1wKtlcKtp7BS1Vtn6o8c1bdR6btLH1klqkCdvDVNSltoy5tqRi/QplfQVOD2Pbghz1J3bMjtLowyKv+n0iF6D11z6G90IFrYzkHwHv1FO4zLPqW+b9rmUI5mF313e83to/ceNEbPagCOuYF0wFLTnhBsA/NrUnw+bd4AaK8832y/Vzc/v/1eE8OnLG1y3g7hTNT4hmEsKVsCRQqMamKg9sZGEUBKZDXLGCZjbWcfZ1BYJmOIjGkr2hsNvxHyEVvNcgObk5qMkeWE3BKsTYdiKIWhsW2J9IfUUA90jNGjBmYos5IhiFGE2Jg35gyUI+9eCaxNNxTtMsRdf/PUXl0QJMAHdIMwBEReoRWglaP6tqay1HRQgXRVaHE6l7OfAJDnOskYxgCqnpwLFFwatOcVuCn55uMK9ZoIZUk3jyqUN4CuK6wuAtQJsE5KvalCkB7SCgIKTmuEIzukGfdAvdcLhqtgh8LmPk57aK3rDs/sWYurRnk25tMh6In2/E73gJeGOrYfc9zHsq/2tRQR3G37cZTn/zwNwNPeqH1JIrqLxbXGYF/IZgZ+v/PZ6TRFhy+YpF5MQXsbWXdU0/UApPY125+ruy37dmi6z9OgIxd341sTdT1m7kx01OGeNe2C6x+z3sUteeta83ZInWh8DhGMo/R3le660/axIoZphUn32kRlPqTI97VZGPK2AoYbpYWBpNz25jpmnSt2V90+C8d+lOdnFPbpm/sYBhyxH+8D+ex7rwzojGP6TB0NQz0vA/Cs1voQfEQDwPa+19EAG+BYvG5XT5Z9rzs28tklu/DHofPAkYtwsF/LjvO+443Qbo+GjgyJMWAEt+qI9xpF3RMO6xEez6FNM/S4S/kfKuLatzHviwmP8hdnKHblE/axkugZdd6xVeC7KruxY409laPxPA0AcDzX+D6JHzpgsQ8lieieN2b7gtOBjXzMueo98iWHsMdDGOd9r7He8/m7UyzvGqhj1sG+itVdxniXwj3mfduvlz1K+2khm13vHZX/D75RoHvuqWM+a5feOAQZ7Wodcszav5c8bwPwSd2oXYpecXwS6FAxzC5MTu+pAPYZgWMjnn3RztMsyKc9/n1e8FCERQPnS0deJz3wvXqE4ThkDHZtom2jcMhb02dYC6P8cBiCY/XSIY/+PpXWdCQy8dzW1w+qAXiaiOGYzPsP+qIc8q6fRunfR2Edo4x3XUfeY5yfJgzWp7jH2BMqHxNZHHrNKKOBeNZo+r4Omj7l2v9LawB+1BbfsUr1mCjoeRiBQ8L3OI5nMfT3XaH3jTRGGeVHSkYD8MMXpn4SUM/zULj0nF+HT+AYn0fjs1FG+ctpAFTHfTHKKKOM8iPpcY4GYJRRRhllNACjjDLKKKOMBmCUUUYZZZTRAIwyyiijjDIagFFGGWWUUUYDMMooo4wyymgARhlllFFGGQ3AKKOMMsooowEYZZRRRhllNACjjDLKKKOMBmCUUUYZZZTRAIwyyiijjDIagFFGGWWUUUYDMMooo4wyymgARhlllFFGGQ3AKKOMMsooowEYZZRRRhnl+cj/HwBsyzDUREciLAAAAABJRU5ErkJggg==

<<display ZoneBackgrounds>>\n''__Your Donsair__''\n<center><<print "[img[$dons" + $donsairID + "img]]">>\n__''<<print "<<print $dons" + $donsairID + ">>" >>''__\n<<nobr>>''\n<<print "<<print $dons" + $donsairID + "AgeStatus>>">> \n<<print "<<if $dons" + $donsairID + "Color neq 0>><<print $dons" + $donsairID + "Color>> <<endif>>">>\n<<print "<<if $dons" + $donsairID + "Skin neq 0>><<print $dons" + $donsairID + "Skin>> <<endif>>">>\n<<print "<<if $dons" + $donsairID + "Subtype neq 0>><<print $dons" + $donsairID + "Subtype>> <<endif>>">>\n<<print "<<if $dons" + $donsairID + "Subspec neq 0>><<print $dons" + $donsairID + "Subspec>> <<endif>>">>\n<<print "<<print $dons" + $donsairID + "Spec>>">>\n<<print "<<if $dons" + $donsairID + "Occupation neq 0>> <<print $dons" + $donsairID + "Occupation>><<endif>>">>''\n\n<<endnobr>></center><<nobr>><mini><center>\n\n''Strength:'' <<print "<<print $dons" + $donsairID + "Strength>>">> ♦ \n''Armor:'' <<print "<<print $dons" + $donsairID + "Armor>>">> ♦ \n''Finesse:'' <<print "<<print $dons" + $donsairID + "Finesse>>">> ♦ \n''Energy: <<print "<<print $dons" + $donsairID + "MaxEnergy>>">>''\n\n</center></mini><<endnobr>><<nobr>><center>\n\n''Overall:'' <<print "<<print ($dons" + $donsairID + "Girth + $dons" + $donsairID + "Breast + $dons" + $donsairID + "Belly + $dons" + $donsairID + "Thigh) / 10>>">>~~gi~~<mini> ♦ \n\n''Body:'' <<print "<<print $dons" + $donsairID + "Girth/10>>">> ♦ \n\n<<print "<<if $dons" + $donsairID + "AgeStatus is 'adult'>>''Breasts:'' <<print $dons" + $donsairID + "Breast /10>> ♦ <<endif>>" >>\n\n''Belly:'' <<print "<<print $dons" + $donsairID + "Belly/10>>">> ♦ \n''Thighs:'' <<print "<<print $dons" + $donsairID + "Thigh/10>>">>\n\n</mini><hr></center><<endnobr>><center>[img[icon_alert]]''<<print "<<print $dons" + $donsairID + ">>">>'' doesn't care either way about you, because this isn't coded yet.<hr></center>/% Insert donsair options passage call here. %/<hr>[[Back.|Donsair][$donsairID = 0]]

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

<<if $set_hypo_top neq 0>>''<<print $set_hypo_top>> HYPOTHESIS kite'' [[Wear|useItem][$saveStateItem = passage(); $itemEncounter = "HYPOTHESIS kite"; $set_hypo_top -= 1]] ♦ [[Discard|DiscardConfirm][$itemID = "set_hypo_top"; $itemName = "HYPOTHESIS kite"]]\n<<endif>><<if $set_hypo_belt neq 0>>''<<print $set_hypo_belt>> HYPOTHESIS cesile'' [[Wear|useItem][$saveStateItem = passage(); $itemEncounter = "HYPOTHESIS cesile";$set_hypo_belt -= 1; $encImg = 0]] ♦ [[Discard|DiscardConfirm][$itemID = "set_hypo_belt"; $itemName = "HYPOTHESIS cesile"]]\n<<endif>><<if $set_hypo_pants neq 0>>''<<print $set_hypo_pants>> HYPOTHESIS coroles'' [[Wear|useItem][$saveStateItem = passage(); $itemEncounter = "HYPOTHESIS coroles"; $set_hypo_pants -= 1; $encImg = 0]] ♦ [[Discard|DiscardConfirm][$itemID = "set_hypo_pants"; $itemName = "HYPOTHESIS coroles"]]\n<<endif>><<if $set_hypo_skirt neq 0>>''<<print $set_hypo_skirt>> HYPOTHESIS kilt'' [[Wear|useItem][$saveStateItem = passage(); $itemEncounter = "HYPOTHESIS kilt";$set_hypo_skirt -= 1; $encImg = 0]] ♦ [[Discard|DiscardConfirm][$itemID = "set_hypo_skirt"; $itemName = "HYPOTHESIS kilt"]]\n<<endif>>

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

<<nobr>><<if $mannedShop is 0>><<display RevecroixRandomizer>><<set $professor = $randomRevecroix; $mannedShop = 1; $professorDesc = either("sleek","plump","round","fat","blubbery","busty","blubber-stuffed","blimplike","gelatinous"); $professorVoice = either("singsong","cheery","chirpy","gruff","warbling","shrill","deep","rich","melodic","honeyed","smooth","silky")>>\n\n/% Later, have this weighted based on biome/plane/world. %/\n\n<<set $randomizer = random(1,12)>>\n\n/% Non-biome abitte selection %/\n<<if $randomizer is 1>>\n<<set $administreStatue = either("Nefirian","Nefirian","Nefirian","Nameless","Phoenix","Phoenix","Kaolan","Kaolan","Kaolan","Giovan","Giovan","Ander","Ander","Lyric'Ai","Lyric'Ai","Reks","Reks","Andreu","Andreu","Eliot","Na'than & Eva","Na'than & Eva"); $randomizer = random(1,64)>>\n\n<<if $randomizer is 1>><<set $administreStatue = "a bear">><<endif>><<endif>><<endif>>\n\n\n<<if $administreStatue is "Nefirian">><<set $adminStatue = "abitte_nefirian">>\n<<elseif $administreStatue is "Phoenix">><<set $adminStatue = "abitte_phoenix">>\n\n<<else>><<set $adminStatue = "abitte_nefirian">><<endif>>\n\n\n<<endnobr>>\n<center>[img[$adminStatue]]</center><<if $service is 0>>\nYou enter the abitte, taking note of the <affirmative>''pristine statue of <<print $administreStatue>>''</affirmative> seated atop its pedestal in the center of the round room.\nNearby, a <<print $professorDesc>> <<print $professor>> //Professor// nods a silent greeting to you before returning to their duties in the far end of the room.<<endif>><<nobr>>\n\n\n<<endnobr>><<if ($service is 1)>><<if ($seenFleshStatue is 0) and ($administreStatue neq "Eliot") and ($administreStatue neq "Kaolan")>>\nYou approach the statue of <<print $administreStatue>>, admiring how lifelike it is.\nLifelike... and //fleshy//. It's like <<print $administreStatue>> <<if $administreStatue is "Na'than & Eva">>are<<else>>is<<endif>> standing before you, gazing <<if ($administreStatue is "Nefirian") or ($administreStatue is "Andreu")>>mischeviously<<elseif ($administreStatue is "Nameless") or ($administreStatue is "Tristan")>>anxiously<<elseif ($administreStatue is "Phoenix") or ($administreStatue is "Reks")>>challengingly<<elseif $administreStatue is "Na'than & Eva">>powerfully<<elseif ($administreStatue is "Giovan") or ($administreStatue is "Ander")>>casually<<elseif $administreStatue is "Lyric'ai">>smugly<<endif>> down...\n\n//...did it just ''blink?!''//\n\n''It's breathing.'' The statue is //breathing, and blinking//, and you--...\n\n"Don't be afraid," comes the <<print $professorVoice>> voice of the //Professor// from just behind you.\n"It's a //Revecroit// statue, crafted from living flesh."\n\nIt says this as though there is nothing at all... //''unusual''// about it.\n//Or alarming.//\n\n<center>[[Examine the statue.|passage()][$service = 1]]</center><<set $seenFleshStatue = 1; $respectsPaid = 1>><<elseif ($seenFleshStatue is 1) or ($administreStatue is "Eliot") or ($administreStatue is "Kaolan")>>\nYou approach the statue of <<print $administreStatue>>, watching with subtle anxiety as its eyes blink and follow you.<<set $respectsPaid = 1>><<if $administreStatue is "Nefirian">>\n<hr>''__Nefirian, the Engulfing Chaos__''\nThe flesh-statue of ''Nefirian'' stands proudly before you, its plush, overstuffed body draped in soft, white velvet robes adorned with golden embroidery and tiny dreamshards in rainbow hues.\nIts exaggerated, mischevious grin reveals a mouth full of shark-sharp teeth-- but it's something //behind// the ghastly smile that truly fills you with dread... perhaps the subtle hint of terror behind the statue's forced expression..?\n\nThe statue-//Administre// grasps a radiant crystalline rapier in one clawed hand, held gracefully aloft in a frozen gesture that you have little doubt would sever your head from your shoulders with little effort.\nThe edge of the blade glitters with what first appears to be dew... but on closer inspection is actually ''a thin line of tiny magenta drops''.\nThe legends say that Nefirian's sacred miracrystal rapier, //Mentalie//, has the ability to slice through space, time, and reality... and it appears as though this replica's blade is keen enough to draw miraplasm from the aether.\n\nAn unnerving thought.\n\nAs you gaze up at the thing in with a mix of awe, fascination, and growing dread, its fat reptilian tail twitches for a moment-- a quick, indignant lash you suspect may be more reflective of the poor creature trapped inside its new, alien form than the leupai god its flesh now emulates...\n\n<<elseif $administreStatue is "Phoenix">>\n<hr>''__Phoenix, the Apocalypse Bird__''\nThe flesh-statue of ''Phoenix'' stands confidently before you-- its arms folded over its chest as it smirks defiantly down, its brilliant ruby wings spread upwards and back into a graceful arc.\nSurprisingly human in appearance, the replica //Administre// seems to emit an aura of swagger and threat, as well as a curious scent rather like dragon's blood incense and cinnamon. \n\nClad in a long, violet robe decorated with flames, and a black unitard embroidered with magical runes and alchemical charts in shining silver thread, you get the impression that this entity is a formidable-- if cocky-- magician.\n\n<<elseif $administreStatue is "Nameless">>\n<hr>''__The Nameless Dark__''\nThe flesh-statue of ''the Nameless Dark'' stands before you, paws clutching one another and crocodilian head tilted away in a gesture of vague anxiety.\nA dark-scaled leupai with enormous front claws, tiny crow's feet, a pair of feathered wings and a long, thick tail striped in blue, the gargoylesque creature gives off an air of being overwhelmed by the world despite its impressive stature.\n\nIts single ruby eye seems to focus on you only with extreme effort, and a tangible longing to be possibly anywhere but where it is.\n\n<<elseif $administreStatue is "Kaolan">>\n<hr>''__Kaolan, the Ethereal Hart__''\nThe statue of ''Kaolan'' stands serenely before you-- a striking peryton carved from rich, well-polished wood.\nThree winking orbs of magical flame hover gracefully over its blackened antlers-- red, blazing jade green, and a pulsing orb of vital fire that seems to suck the breath from your lungs. \nThe wooden beast's eyes are golden and green gemstones, pressed firmly into the dark-stained and heavily-shadowed sockets.\n\nThe statue is undeniably imposing, but something about it leaves you feeling at peace, just the same.\n\n<<elseif $administreStatue is "Giovan">>\n<hr>''__Giovan, the Soft Singularity__''\nThe flesh-statue of ''Giovan'' drifts lazily above you, its virtually-spherical form hovering in midair in a gesture of casual reclination.\nDressed in a sharp black suit, the statue is dotted with tiny, pulsing blue lights that glimmer like stars-- the color and effect matched by the lenses of its black, square-rimmed glasses.\n\nThe statue's expression is one of calm relaxation to mirror its pose; one arm draped over its impossibly round belly, the other dangling down below, fingers slightly splayed.\n\nSomething about it almost makes you feel as though you could drift away without a care, too...\n\n<<elseif $administreStatue is "Ander">>\n<hr>''__Ander, the Gilded Thorn__''\nThe flesh-statue of ''Ander'' stands casually before you-- a naked, humanoid leupai with a single golden horn and a head full of angelic, curly blonde hair-- tilted slightly downward as if about to begin a conversation with you.\nPot-bellied and covered in golden thorns and tiny, pearlescent scales, the fey statue seems oddly plain compared to those of the other //Administre//-- but there's something inviting about its simplicity.\n\nIts subtle, calm expression makes you feel as though you could talk to it about anything, and it would understand.\n\n<<elseif $administreStatue is "Lyric'Ai">>\n<hr>''__Lyric'Ai, the Crystalline Melody__''\nThe flesh-statue of ''Lyric'Ai'' stands proudly before you-- shockingly tiny, sleek, and faelike for a leupai-turned-humanoid, its delicate features are offset by a black corset and leather jeans studded with iridescent crystals, and a beautiful guitar seemingly shaped from glass.\nA pair of enormous dragon's wings with scales like hundreds of winking black diamonds complete the look with a sense of unexpected ethereal mystery.\n\nThe diminutive statue pulses with an imposing aura, as though the little elf is a thinly-veiled mask for a creature of immense power and grandiose stature-- an impression reflected in the sculpture's confident, cocky smirk.\n\n<<elseif $administreStatue is "Reks">>\n<hr>''__Reks, the Tyrant Taxidermist__''\nThe flesh-statue of ''Reks'' stands defiantly before you-- wrapped in bandages and battered scraps of teal cloth, and grinning so ferociously its head seems ready to split in two.\nThe fire in the sleek-muscled faerie-creature's eyes is almost overwhelming, and you're more than a little convinced that the manic-looking statue will leap down from its pedastal to accost you... or the swarm of tiny, rainbow-hued toy dinosaurs at its feet will.\n\nYou can't decide whether or not you'd actually like to meet this entity in the flesh.\nOr, well, in its //''own''// flesh...\n\n<<elseif $administreStatue is "Na'than & Eva">>\n<hr>''__Na'than, the Shining Moon & Eva, the Lunar Eclipse__''\nThe flesh-statues of ''Na'than'' and ''Eva'' stand powerfully before you-- a tall, burly elf with a surprisingly friendly face and a head of long, fluffy silver hair, accompanied by an enormous, black-furred wolf-//thing//; not quite humanoid and not quite canine, its bulky form seems more like some eldritch creature crammed into a werewolf's ill-fitting skin.\n\nThe pair looks direly mismatched, yet comfortable; the blue-eyed elf snuggled in close against the wolfbeast's bristling fur, its too-long bushy tail coiled around him in turn in a subtle gesture of reciprocated affection.\n\nDespite appearances, you have the impression that the friendly-looking humanoid fellow is not so unlike its nightmarish companion-- and vice versa.\n\n<<elseif $administreStatue is "Andreu">>\n<hr>''__Andreu, the Clockwork Corruptor__''\nThe flesh-statue of ''Andreu'' stands proudly before you, a self-sure smirk plastered onto its plump face, one fist tucked firmly against its great, round belly, the other propping an enormous copper hammer up against one shoulder.\nThe statue is clad in solid-looking, coppery plate armor decorated with rivets and loops of black rubber wire. The look is completed by a black robe and white flag in golden trim much like that worn by the nearby //Professor//-- giving it the appearance of an anachronistic robot knight of some kind.\n\nAs you contemplate the curious entity depicted by the flesh-sculpture, it suddenly releases a long-suffering sigh...\n\n<<elseif $administreStatue is "Eliot">>\n<hr>''__Eliot, the Astral Archivist__''\nThe statue of ''Eliot'' flickers and buzzes before you-- a combination of sleek, space-age white metal, black rubber, and glowing magenta hologram in the form of what seems to be a plump human woman with short-cropped hair and round-lens glasses. \nShe watches you with gentle eyes and a subtle smile, her human̵oi҉d v҉is͡a̵ge̷ ͏oc͗c̛̋ͦ̄̋ͪ͂̿a̽̑ͭ̌͟s̡ͪi̔ͧͫ̿ͥon̓ͥ̋aͣͩ̇ͪ̚█͑ͭ͋͢y̅̔ͨ ͊͆̿̐ͦͤ̀f̈͆lìͦ̽͋̐ͦͤc̛̅͆ͦͣ̂̂̑kͭ͂ͩ͋̋̐̏ë̸́̿̃̅̊̊̇r͘i͋ͨ͂̄͐ͧͯ͞n͋̓́ͦ̆͠ģ̏̒̂ ̽̓̒̓̓ͫ̍ť̉̋̒o̒̾̾ͪ͢ ̢̇ͥͦs͛ͫ͋̾͑om̶ͯ͌͛̿̒e̶ͧt͞hͮi̷̐n̶̈̈́g̛̎ ̢͆̆ͮ͑h̀a͋͗͐͐ř́͢d͏er̡ t̸o pl͠ace for a moment or tw█ before revvv̡͇̙̼͓̱e̵̪̺ͅr͡t̨i͈͚̗n̝̯g̨̩̝ again.̧̜̙̤͎̺͈̞̯̩͘͝\n\nSomething about the piece is simultaneously comforting and unnͤ̀̇ͪ̔͏e̓̆͋͞r̀ͪ̏ͥͦ͒vͯ̌͂͒̀ĩn͌͐̕g; it's beautiful and elegant, ''but hard to l̴ͮ̈́̎̈́͋ͩ̃o͠█͗k̄͞ ã́͛̑ͫ͞t'' and oddly vague, as though your mind is attempting to reje͢ct t̵hé v͞er̡y ͜e̛██ten҉█e͞ óf ̷i██͘.\n\n<<elseif $administreStatue is "a bear">>\n<hr>\nThe flesh-statue of ''a mysterious bear'' stands proudly before you. Its fur is golden, decorated with feathers of blue, green, and gold-- and it seems to be wearing an ornate matching kilt.\n\nThe plaque beneath the statue bears no name, and the nearby //Professor// glances up at you with a knowing smile.\n\nWhat is this doing here? //''Who is this bear?''//<<endif>><center>[[Offer a tribute for <<print $administreStatue>>.|passage()][$service = 0]]</center><<endif>><<endif>><<nobr>>\n\n\n\n<<endnobr>><<display Metabolism>><<display Alert>><<display Effects>><center><framed><<nobr>>\n\n\n[[Rest.|passage()][$service = 0]]\n\n ♦ [[View the statue of <<print $administreStatue>>|passage()][$service = 1]]\n\n ♦ [[Talk to the Professor.|passage()]]\n\n\n<<endnobr>></framed>\n[[Leave.|Explore][$itemPool = 0; $encounterPool = 0; $mannedShop = 0; $service = 0; $explore = 3; $indoorZone = 0; $dungeonType = 0]]</center>

<<print $kitchenDesc>>\n\n<<display KitchenCogs>><hr>[[Rest.|passage()][$showRawRecipes = 0; $showStoveRecipes = 0; $showGrillRecipes = 0; $showPotRecipes = 0; $showOvenRecipes = 0; $showProcessRecipes = 0; $resting = 1]] ♦ [[Back.|$saveStateSpecial][$showRawRecipes = 0; $showStoveRecipes = 0; $showGrillRecipes = 0; $showPotRecipes = 0; $showOvenRecipes = 0; $showAlchemyIRecipes = 0; $showAlchemyIIRecipes = 0; $showProcessRecipes = 0; $showCraftingRecipes = 0; $kitchenType = 0]]

<<set $playerEarNumber = 2; $playerEyeNumber = 2; $playerArmNumber = 2; $playerLegNumber = 2; $playerEyeColor = "black">>\n\n<<set $playerHead = 0; $playerEars = "round"; $playerEyes = 0; $playerFace = 0; $playerSkin = 0; $playerBody = "humanoid"; $playerBack = 0; $playerWings = 0; $playerTail = 0>>\n\n<<set $storedMilk = 0; $lactation = 0; $milkRate = 10; $milkFat = 10; $bellyStatus = "empty"; $breastStatus = "empty"; $thighFirmness = 900; $thighStatus = "firm"; $metaGain = 10; $metaBurn = 10; $milkFat = 10; $milkRate = 10; $storedMilk = 0; $food = 50; $strength = 15; $starveFloor = 1500; $hunger = "Growling"; $bodyColor = 0; $health = "Sore"; $pain = 22; $energyStatus = "Alert"; $bonusEnergy = random(20,40); $esurience = 0; $substatus = 0; $subtype = 0; $calories = 0; $stretchMod = 0>>\n\n<<set $breastBloat = 0; $bellyBloat = 0>>\n\n<<set $miraberryToxicity = 0; $miraberryPoisoning = 0; $mushroomToxicity = 0; $mushroomPoisoning = 0; $calpowderToxicity = 0; $calpowderPoisoning = 0; $gainerToxicity = 0; $gainPoisoning = 0; $leupoilToxicity = 0; $leupoilPoisoning = 0; $bellyfatteniumToxicity = 0; $bellyfatteniumPoisoning = 0; $breastfatteniumToxicity = 0; $breastfatteniumPoisoning = 0; $thighfatteniumToxicity = 0; $thighfatteniumPoisoning = 0; $deflaToxicity = 0; $deflaPoisoning = 0; $inflaToxicity = 0; $inflaPoisoning = 0; $fatteniumPoisoning = 0; $fatteniumCascade = 0; $helenoToxicity = 0; $helenoPoisoning = 0; $caffeineToxicity = 0; $caffeinePoisoning = 0; $vitaePPM = 0; $miraPoisoning = 0; $amalgaToxicity = 0; $amalgaPoisoning = 0>> \n\n<<set $toxicOverdoseWarning = 0; $painfulOverdoseWarning = 0; $bloatOverdoseWarning = 0; $breastbloatOverdoseWarning = 0; $dizzyOverdoseWarning = 0; $jiggleOverdoseWarning = 0>>\n\n<<set $slimeBellyParasite = 0; $slimeBellyParaLoad = 0; $slimeBreastParasite = 0; $slimeBreastParaLoad = 0; $direParasite = 0; $direParaLoad = 0; $ampliParasite = 0; $ampliParaLoad = 0; $quaggyGirth = 0; $bellyLiquid = 0; $milkQuantity = 0; $leupaiEggTimer = 0; $leupaiEggLoad = 0>>\n\n<<set $painBuffer = 0; $painAmp = 0; $bonusWG = 0; $consecutiveGain = 0; $consecutiveDrain = 0>>\n\n<<set $topWorn = 0; $beltWorn = 0; $pantsWorn = 0; $setBonusOn = 0; $activeOcc = 0>>\n\n<<set $mirajinRads = 0; $nuclearRads = 0>>

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

<<nobr>><<display NPCNamer>>\n\n<<if $newPlayerName neq 0>><<set $playerName = $newPlayerName>><<endif>>\n\n<<if $adjustSize is "even plumper">>\n<<if $bodyType is "busty">><<set $breast += 50; $girth += 50>>\n<<elseif $bodyType is "hourglass">><<set $breast += 50; $thigh += 50>>\n<<elseif $bodyType is "round">><<set $breast += 50; $belly += 50>>\n<<elseif $bodyType is "belly">><<set $belly += 50; $girth += 50>>\n<<elseif $bodyType is "pear">><<set $belly += 50; $thigh += 50>>\n<<elseif $bodyType is "thigh">><<set $thigh += 50; $girth += 50>>\n<<else if $bodyType is 0>><<set $belly += 50; $girth += 50>><<endif>><<endif>>\n\n<<if $adjustSize is "plumper">>\n<<if $bodyType is "busty">><<set $breast += 10>>\n<<elseif $bodyType is "hourglass">><<set $breast += 10; $thigh += 10>>\n<<elseif $bodyType is "round">><<set $breast += 10; $belly += 10>>\n<<elseif $bodyType is "belly">><<set $belly += 20>>\n<<elseif $bodyType is "pear">><<set $belly += 10; $thigh += 10>>\n<<elseif $bodyType is "thigh">><<set $thigh += 20>>\n<<else if $bodyType is 0>><<set $belly += 20>><<endif>><<endif>>\n\n<<if $adjustSize is "sleeker">>\n<<if $bodyType is "busty">><<set $breast -= 10>>\n<<elseif $bodyType is "hourglass">><<set $breast -= 10; $thigh -= 10>>\n<<elseif $bodyType is "round">><<set $breast -= 10; $belly -= 10>>\n<<elseif $bodyType is "belly">><<set $belly -= 20>>\n<<elseif $bodyType is "pear">><<set $belly -= 10; $thigh -= 10>>\n<<elseif $bodyType is "thigh">><<set $thigh -= 20>>\n<<else if $bodyType is 0>><<set $belly -= 20>><<endif>><<endif>>\n\n<<if $adjustSize is "even sleeker">>\n<<if $bodyType is "busty">><<set $breast -= 50; $girth += 50>>\n<<elseif $bodyType is "hourglass">><<set $breast -= 50; $thigh -= 50>>\n<<elseif $bodyType is "round">><<set $breast -= 50; $belly -= 50>>\n<<elseif $bodyType is "belly">><<set $belly -= 50; $girth -= 50>>\n<<elseif $bodyType is "pear">><<set $belly -= 50; $thigh -= 50>>\n<<elseif $bodyType is "thigh">><<set $thigh -= 50; $girth -= 50>>\n<<else if $bodyType is 0>><<set $belly -= 50; $girth -= 50>><<endif>><<endif>>\n\n<<set $adjustSize = 0>>\n\n<<set $pudgyBits = ($girth + $belly + $thigh + $breast)/10>>\n\n<<if $pudgyBits lt 220>><<set $girthDesc = "sleek">>\n<<elseif ($pudgyBits gte 220) and ($pudgyBits lt 240)>><<set $girthDesc = "plump">>\n<<elseif ($pudgyBits gte 240) and ($pudgyBits lt 270)>><<set $girthDesc = "round">>\n<<elseif $pudgyBits gte 270>><<set $girthDesc = "fat">><<endif>>\n\n<<if ($breast gte 70) and ($girthDesc neq "round") and ($girthDesc neq "fat")>><<set $girthDesc = "busty">><<endif>>\n\n<<if $pudgyBits gt 300>>\n<<if $bodyType is "busty">><<set $girth = 2300; $breast = 350; $belly = 200; $thigh = 150>>\n<<elseif $bodyType is "hourglass">><<set $girth = 2000; $breast = 30; $belly = 200; $thigh = 100>>\n<<elseif $bodyType is "round">><<set $girth = 2500; $breast = 30; $belly = 370; $thigh = 100>>\n<<elseif $bodyType is "belly">><<set $girth = 2000; $breast = 30; $belly = 420; $thigh = 100>>\n<<elseif $bodyType is "pear">><<set $girth = 2000; $breast = 30; $belly = 260; $thigh = 260>>\n<<elseif $bodyType is "thigh">><<set $girth = 2000; $breast = 30; $belly = 200; $thigh = 420>>\n<<else if $bodyType is 0>><<set $girth = 2500; $breast = 100; $belly = 250; $thigh = 150>><<endif>><<endif>>\n\n\n<<if $pudgyBits lt 170>>\n<<if $bodyType is "busty">><<set $girth = 1500; $breast = 100; $belly = 50; $thigh = 50>>\n<<elseif $bodyType is "hourglass">><<set $girth = 1500; $breast = 70; $belly = 10; $thigh = 70>>\n<<elseif $bodyType is "round">><<set $girth = 1550; $breast = 20; $belly = 100; $thigh = 30>>\n<<elseif $bodyType is "belly">><<set $girth = 1500; $breast = 30; $belly = 100; $thigh = 70>>\n<<elseif $bodyType is "pear">><<set $girth = 1500; $breast = 10; $belly = 90; $thigh = 100>>\n<<elseif $bodyType is "thigh">><<set $girth = 1500; $breast = 50; $belly = 50; $thigh = 100>>\n<<else if $bodyType is 0>><<set $girth = 1500; $breast = 50; $belly = 10; $thigh = 50>><<endif>><<endif>>\n\n<<endnobr>>You slip into <brightalert>''your new <<print $species>> body''</brightalert>, examining yourself and getting used to the feel of it.\n\nYour guide informs you that ''<cheery>you'll be able to make a few small adjustments before you go</cheery>'', if you feel so inclined.<hr><center>\n''You are <<if $playerName neq 0>><cheery><<print $playerName>></cheery>;<<endif>> currently a <brightalert><<print $girthDesc>> <<if $bodyColor neq 0>><<print $bodyColor>><<endif>><<if $subspecies neq 0>> <<print $subspecies>><<endif>> <<print $species>></brightalert>. (<<print $pudgyBits>>)~~gi~~''\n<center><<display Bodygrid>></center>\n''Name:'' <<textinput $newPlayerName>>\n<<if $species is "aladeri">>''Subspecies:''\n<<radio $subspecies "keldori">> <<radio $subspecies "sindori">> <<radio $subspecies "miradori">><<endif>>\s\n<<if $species is "arka">>''Color:'' \n<<radio $bodyColor "red">> <<radio $bodyColor "brown">> <<radio $bodyColor "orange">> <<radio $bodyColor "yellow">> <<radio $bodyColor "golden">>\n<<radio $bodyColor "green">> <<radio $bodyColor "teal">> <<radio $bodyColor "blue">> <<radio $bodyColor "indigo">> <<radio $bodyColor "violet">>\n<<radio $bodyColor "pink">> <<radio $bodyColor "magenta">> <<radio $bodyColor "black">> <<radio $bodyColor "gray">> <<radio $bodyColor "silver">> \n<<radio $bodyColor "white">><<endif>>\n\n<<if $pudgyBits lte 291>><<button [[++|passage()][$adjustSize = "even plumper"]]>> <<endif>><<if $pudgyBits lte 298>><<button [[+|passage()][$adjustSize = "plumper"]]>> <<endif>><<if $pudgyBits gte 172>> <<button [[-|passage()][$adjustSize = "sleeker"]]>><<endif>><<if $pudgyBits gte 180>> <<button [[- -|passage()][$adjustSize = "even sleeker"]]>><<endif>>\n\n<<if $newGame is 1>><<button [[Back|NewGame]]>><<else>><<button [[Back|Respawn]]>><<endif>><<button [[Generate Name|passage()][$newPlayerName = $revName; $playerName = $newPlayerName]]>><<button [[Finalize|GameEntry]]>><hr></center>

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

<center><<display ZoneBackgrounds>>/% Talk to your friends! %/<<nobr>><<set $companionObserved = 0; $randomizer = 0>>\n\n<<print "[img[$companion" + $viewingCompanion + "img]]">><<endnobr>>\s\n/%=============================================================================%/\s\n/% Observations %/\s\n\s\n\s\n/% HIGHEST Priority %/\n/%=============================================================================%/\s\n/% Player is in pain. %/\s\n\s\n\s\n<<if $pain gte 50>><<print "<<print $companion" + $viewingCompanion + ">> frowns..." >>\n“<<print either("Hey, um... you don't look so hot. Should we find help?","Are...are you alright?!","...I'll admit, I'm a little worried about you right now...","Are you hurt?!","H-hey, um... you alright??","C-come on, we should get help... You're worrying me!")>><<set $companionObserved = 1>><<endif>>\s\n\s\n/% High Priority %/\s\n/%=============================================================================%/\s\n/% low energy %/\s\n\s\n\s\n<<if $companionObserved is 0>><<print "<<if $companion" + $companionSlotChosen + "Energy lte $companion" + $companionSlotChosen + "MaxEnergy / 3>><<print either('Ugh. Go’way, I’m tired...','Mind if we rest for a bit?','I’m beat...','I need a break...')>><<endif>>" >><<endif>>\s\n\s\n/%=============================================================================%/\s\n/% Aspecte Observations %/\s\n\s\n/% Companions of appropriate aspecte comment when the player is actively gaining or losing weight, is fatter or thinner, bloated, carrying eggs, etc. %/\s\n\s\n\s\n/% Lowest Priority %/\s\n/%=============================================================================%/\s\n/% Randomized Commentary %/\s\n\s\n\s\n<<if $companionObserved is 0>><<set $randomizer = either(1,2,3)>><<print "<<print $companion" + $viewingCompanion + ">> <<print either('considers you.','tilts their head.','hmms...','chuckles.','glances away for a moment.','laughs!','clicks their tongue...')>>" >>\n“<<endif>><<nobr>>\n\n<<if $randomizer is 1>>\n\n/%===============================%/\n/% Unfocused commentary by mood %/\n\n<<print either("Not much going on, huh?","It’s quiet...","What’s up?","Don’t mind me.")>>\n\n\n<<elseif $randomizer is 2>>\n\n/%===============================%/\n/% Unfocused commentary by personality %/\n\n<<print "<<if ($companion" + $viewingCompanion + "Pers is 'anarchist') or ($companion" + $viewingCompanion + "Pers is 'misfit')>><<print either('And what’re YOU up to..?','I could start somethin’ somewhere... Couldn’t you?','You ever just wanna set something on fire..?','But think about it. We could take over an entire town, just for ourselves..!','I’m feelin’ restless...','Y’might wanna give me something to do, before I think of something on my own!','Hey. Hey, m’bored!','Got a match..?')>><<endif>>">>\n\n<<print "<<if ($companion" + $companionSelected + "Pers is 'corruptor') or ($companion" + $companionSelected + "Pers is 'expansionist')>><<print either('You’ve got meds, right? I could mix something up, and we could see what happens if we spike the water supply... It’ll be fun!','While we’re hanging around doing nothing, we may as well have a snack.','You hungry? You look hungry.','Man, I could really gain some weight. What do you think?','You ever wonder what it’s like to get as big as a moon? I bet it’d look good on you...','Nope. Still not soft enough yet.','...really, though. I wonder where we could get a portable fat ray...','Do we have to move around so much? I mean... my figure. YOUR figure..!')>><<endif>>">>\n\n<<print "<<if ($companion" + $companionSelected + "Pers is 'dramatic') or ($companion" + $companionSelected + "Pers is 'touchy')>><<print either('Ugh. You know, I’ve got better things to do than this...','Would you give me some space, already?!','Meh.','This blows.','What are we doing now, exactly?','Come on, there’s got to be a better place to lounge around than this dump...','Yeah, I know-- admiring me is probably the most interesting thing you could be doing right now, right?','...And me without a good mirror.')>><<endif>>">>\n\n<<print "<<if $companion" + $companionSelected + "Pers is 'observant'>><<print either('What do you think’s out there..?','I wonder what secrets this place holds.','You know, I’m really enjoying this. Thank you.','An infinite number of infinite universes. There’s enough to be seen and done that no one could ever hope to do it all, even with immortality...','It’s calm...')>><<endif>>">>\n\n<<print "<<if $companion" + $companionSelected + "Pers is 'parent'>><<print either('What do you think’s out there..?','I wonder what secrets this place holds.','You know, I’m really enjoying this. Thank you.','I’m glad to get to spend some time with you.','It’s calm...')>><<endif>>">>\n\n<<print "<<if ($companion" + $companionSelected + "Pers is 'guardian') or ($companion" + $companionSelected + "Pers is 'wildling')>><<print either('Shh, listen...','Be on your guard.','Don’t make too much noise.','Stay vigilant.','...did you hear that?','...am I being too serious?')>><<endif>>">>\n\n<<print "<<if $companion" + $companionSelected + "Pers is 'calculator'>><<print either('Wondering what I’m thinking, are you?','All this travel isn’t quite my style, but I suppose it’s worth the information.','...hmm.')>><<endif>>">>\n\n<<print "<<if ($companion" + $companionSelected + "Pers is 'cool') or ($companion" + $companionSelected + "Pers is 'suave')>><<print either('Not much going on, huh?','It’s quiet...','What’s up?','I’m cool. You cool?','It’s nice out here...','Hah. You’re good company.','Well, it’s just us, and the rest of the world...')>><<endif>>">>\n\n<<print "<<if $companion" + $companionSelected + "Pers is 'brooding'>><<print either('...forgive me for being so quiet.','It’s... nice out here.','...What’s up?','I don’t really have much to say. Sorry.','Oh. Just... thinking. About... things.')>><<endif>>">>\n\n\n/%===============================%/\n/% Unfocused commentary by aspecte (non-quaggy) %/\n\n<<elseif $randomizer is 3>>\n\n<<print "<<if ($companion" + $companionSelected + "Asp is 'belepresse') or ($companion" + $companionSelected + "Asp is 'belsusset') or ($companion" + $companionSelected + "Asp is 'predatrix') or ($companion" + $companionSelected + "Asp is 'vitossi')>><<print either('Got anything to eat?','Ugh. I don’t think I’ve been eating enough lately.','Do we have to do so much... traveling? With our legs?','You could feed me more, you know.','Don’t we have anything fattening?','You ever just want to lie down in front of a fat ray? Maybe forever?','Nnnghh, I want food. Or... something!','I wish we could just settle down somewhere nice and eat. And eat. And possibly also more eating. Yes.','Y’know, I think fatiees and succulees might have the right ideas about life...')>><<endif>>">>\n\n<<print "<<if ($companion" + $companionSelected + "Asp is 'coudonsair') or ($companion" + $companionSelected + "Asp is 'guguetele')>><<print either('I don’t think I’m quite... full enough. You know?','I wonder how much it’d take for me to burst. I mean, just... out of curiosity.','Have you ever wanted to be a balloon?','I could be so much rounder than I am right now.','Hey, y’know-- if you ever want to, you know... just get a hose or something and...')>><<endif>>">>\n\n<<print "<<if ($companion" + $companionSelected + "Asp is 'susseroit') or ($companion" + $companionSelected + "Asp is 'vouere')>><<print either('...have you been getting enough to eat?','I don’t know. I think you could stand to slow down a little. Take it easier... snack a bit more...','You look gorgeous. Have you put on weight?','Have something to eat.','Have we got any food? No, no, I’m not asking for me.','You know, another ten or twenty gi... or thirty. Or fifty. I’m just saying, it’d look good on you. Naturally.','I like it when people jiggle. Don’t you?','You ever just want to settle down somewhere... get ridiculously fat? Just imagine...')>><<endif>>">>\n\n<<print "<<if ($companion" + $companionSelected + "Asp is 'revetoire') or ($companion" + $companionSelected + "Asp is 'beletoire')>><<print either('Got anything to eat?','Ugh. I don’t think I’ve been eating enough lately.','Do we have to do so much... traveling? With our legs?','You could feed me more, you know.','Don’t we have anything fattening?','You ever just want to lie down in front of a fat ray? Maybe forever?','Nnnghh, I want food. Or... something!','I wish we could just settle down somewhere nice and eat. And eat. And possibly also more eating. Yes.','Y’know, I think the fatiees and succulees might have the right ideas about life...','I don’t think I’m quite... full enough. You know?','I wonder how much it’d take for me to burst. I mean, just... out of curiosity.','Have you ever wanted to be a balloon?','I could be so much rounder than I am right now.','Hey, y’know-- if you ever want to, you know... just get a hose or something and...','...have you been getting enough to eat?','I don’t know. I think you could stand to slow down a little. Take it easier... snack a bit more...','You look gorgeous. Have you put on weight?','Have something to eat.','Have we got any food? No, no, I’m not asking for me.','You know, another ten or twenty gi... or thirty. Or fifty. I’m just saying, it’d look good on you. Naturally.','I like it when people jiggle. Don’t you?','You ever just want to settle down somewhere... get ridiculously fat? Just imagine...')>><<endif>>">>\n\n\n/%===============================%/\n/% Unfocused commentary for Quaggies %/\n\n\n<<endif>>\n\n</center><<endnobr>>”<hr>[[More.|passage()]] ♦ [[Stop talking.|Companions]]

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

/% ========== ITEMS DATABASE ========== \n\nAll statted items ingame draw information from here! Just have the calling page provide the item name, and then call this page to have plug in the rest of the info. %/\n\n<<set $itemLiquid = 0; $itemType = 0; $injectLoc = 0; $articleColor = 0; $caffeineContent = 0; $collectiblePool = 0; $itemSpecialDesc = 0>>\n\n/% ==================================== %/\n/% I. Use-Effect Consumables. %/\n\n<<if $itemEncounter is "miraberries">><<set $itemGrammar = "a bunch of"; $itemEffect = random(10,20,30); $useDesc = "Consume."; $itemType = "statfood"; $itemID = "berry_mira"; $itemQuantity = random(3,12)>><<endif>>\n\n<<if $itemEncounter is "strange mushroom">><<set $itemGrammar = "a"; $itemEffect = random(1,6); $useDesc = "Consume."; $itemType = "statfood"; $encImg = "mushroom"; $itemID = "mush_strange">><<endif>>\n\n<<if $itemEncounter is "leupai oil">><<set $itemGrammar = "a bottle of"; $useDesc = "Use."; $itemType = "misc"; $encImg = "bottle_oil"; $itemID = "oil_leupai">><<endif>>\n\n<<if $itemEncounter is "gainer pills">><<set $itemGrammar = "a bottle of"; $useDesc = "Use."; $itemType = "medicine"; $encImg = "dispenser"; $itemID = "pill_gainer">><<endif>>\n\n<<if $itemEncounter is "calorie powder">><<set $itemGrammar = "a bottle of"; $useDesc = "Use."; $itemType = "medicine"; $encImg = "powderjar"; $itemID = "powder_calorie">><<endif>>\n\n<<if $itemEncounter is "extra strength calorie powder">><<set $itemGrammar = "a bottle of"; $useDesc = "Use."; $itemType = "medicine"; $encImg = "powderjar"; $itemID = "powder_calorie_extra">><<endif>>\n\n<<if $itemEncounter is "maximum strength calorie powder">><<set $itemGrammar = "a bottle of"; $useDesc = "Use."; $itemType = "medicine"; $encImg = "powderjar"; $itemID = "powder_calorie_max">><<endif>>\n\n<<if $itemEncounter is "experimental calorie powder">><<set $itemGrammar = "a bottle of"; $useDesc = "Use."; $itemType = "medicine"; $encImg = "powderjar"; $itemID = "powder_calorie_xp">><<endif>>\n\n<<if $itemEncounter is "bust billower shot">><<set $itemGrammar = "a"; $itemEffect = random(1,3); $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "breast"; $encImg = "injector"; $itemID = "shot_bustbillow">><<endif>>\n\n<<if $itemEncounter is "thigh plumper shot">><<set $itemGrammar = "a"; $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "thigh"; $encImg = "injector"; $itemID = "shot_thighplump">><<endif>>\n\n<<if $itemEncounter is "fattenium shot">><<set $itemGrammar = "a"; $itemEffect = 0; $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_fattenium">><<endif>>\n\n<<if $itemEncounter is "pure fattenium shot">><<set $itemGrammar = "a"; $itemEffect = 0; $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_fattenium_pure">><<endif>>\n\n<<if $itemEncounter is "miratoxin shot">><<set $itemGrammar = "a"; $itemEffect = 0; $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_miratoxin">><<endif>>\n\n<<if $itemEncounter is "miradetoxin shot">><<set $itemGrammar = "a"; $itemEffect = 0; $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector2"; $itemID = "shot_miratoxin_detox">><<endif>>\n\n<<if $itemEncounter is "belly booster">><<set $itemGrammar = "a bottle of"; $itemEffect = random(1,5); $useDesc = "Consume."; $itemType = "medicine"; $encImg = "dispenser"; $itemID = "pill_bellyboost">><<endif>>\n\n<<if $itemEncounter is "bellybomb">><<set $itemGrammar = "a bottle of"; $itemEffect = random(1,5); $useDesc = "Consume."; $itemType = "medicine"; $encImg = "dispenser"; $itemID = "pill_bellybomb">><<endif>>\n\n<<if $itemEncounter is "mega bellybomb">><<set $itemGrammar = "a bottle of"; $itemEffect = random(1,5); $useDesc = "Consume."; $itemType = "medicine"; $encImg = "dispenser"; $itemID = "pill_bellybomb_mega">><<endif>>\n\n<<if $itemEncounter is "energy bomb">><<set $itemGrammar = "a bottle of"; $itemEffect = random(1,5); $useDesc = "Consume."; $itemType = "medicine"; $encImg = "dispenser"; $itemID = "pill_energybomb">><<endif>>\n\n<<if $itemEncounter is "soothers">><<set $itemGrammar = "a bottle of"; $itemEffect = random(1,5); $useDesc = "Consume."; $itemType = "medicine"; $encImg = "dispenser"; $itemID = "pill_soother">><<endif>>\n\n<<if $itemEncounter is "strange milk">><<set $itemGrammar = "a bottle of"; $itemEffect = 0; $useDesc = "Consume."; $itemType = "drinkable"; $itemID = "milk_strange">><<endif>>\n\n<<if $itemEncounter is "unmarked injection">><<set $itemEncounter = either("deflator injection","M. belesse injection","M. miriete injection","M. belebaret injection","M. belite injection","M. belite injection","M. moreauii injection","M. heleni injection","L. virii injection","slime injection","dire worm injection","egg accelerator injection","bust billower shot","thigh plumper shot","fattenium shot","pure fattenium shot","miratoxin shot","miradetoxin shot")>><<endif>>\n\n<<if $itemEncounter is "deflator injection">><<set $itemGrammar = "a"; $itemEffect = random(1,3); $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_deflator">><<endif>>\n\n<<if $itemEncounter is "M. belesse injection">><<set $itemGrammar = "an"; $itemEffect = 0; $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_parasite_belesse">><<endif>>\n\n<<if $itemEncounter is "M. miriete injection">><<set $itemGrammar = "an"; $itemEffect = 0; $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_parasite_miriete">><<endif>>\n\n<<if $itemEncounter is "M. belebaret injection">><<set $itemGrammar = "an"; $itemEffect = 0; $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_parasite_belebaret">><<endif>>\n\n<<if $itemEncounter is "M. belite injection">><<set $itemGrammar = "an"; $itemEffect = 0; $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_parasite_belite">><<endif>>\n\n<<if $itemEncounter is "M. moreauii injection">><<set $itemGrammar = "an"; $itemEffect = 0; $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_parasite_moreauii">><<endif>>\n\n<<if $itemEncounter is "M. heleni injection">><<set $itemGrammar = "an"; $itemEffect = 0; $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_parasite_heleni">><<endif>>\n\n<<if $itemEncounter is "L. virii injection">><<set $itemGrammar = "an"; $itemEffect = 0; $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_parasite_virii">><<endif>>\n\n<<if $itemEncounter is "slime injection">><<set $itemGrammar = "a"; $itemEffect = random(1,7); $useDesc = "Use."; $itemType = "tranq"; $injectLoc = either("belly","breast"); $encImg = "injector"; $itemID = "shot_slime">><<endif>>\n\n<<if $itemEncounter is "dire worm injection">><<set $itemGrammar = "a"; $itemEffect = random(1,7); $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_worm">><<endif>>\n\n<<if $itemEncounter is "egg accelerator injection">><<set $itemGrammar = "an"; $itemEffect = random(4,10); $useDesc = "Use."; $itemType = "tranq"; $injectLoc = "belly"; $encImg = "injector"; $itemID = "shot_eggGrowth">><<endif>>\n\n<<if $itemEncounter is "enormous cake">><<set $itemGrammar = "an"; $useDesc = "Consume."; $itemType = "statfood"; $itemID = "cake_enormous">><<endif>>\n\n/% ==================================== %/\n/% II. Foods. %/\n\n<<if $itemEncounter is "fruit candies">><<set $itemEncounter = either("balloon animal gummies","glitterdrops","candy crystals"); $itemGrammar = "a bag of"; $itemType = "food"; $foodFat = either(0,0,10); $foodBloat = 10; $energy = 20; $itemID = "candy_colorfulfruit">><<endif>>\n\n<<if $itemEncounter is "milky candies">><<set $itemEncounter = either("chocolate drops","white nonpareils","pastel nonpareils","rainbow nonpareils","autumn nonpareils","maple sugar leaves","caramels"); $itemGrammar = "a bag of"; $itemType = "food"; $foodFat = 10; $foodBloat = 10; $energy = 20; $itemID = "candy_milky">><<endif>>\n\n<<if $itemEncounter is "bubble candies">><<set $itemGrammar = "a bag of"; $itemType = "food"; $foodFat = 0; $foodBloat = 10; $energy = 20; $foodLiquid = 20; $itemID = "candy_slimebait">><<endif>>\n\n<<if $itemEncounter is "adephagian milk">><<set $itemGrammar = "a bottle of"; $itemType = "food"; $foodFat = either(10,20,30); $foodBloat = 20; $foodLiquid = 50; $energy = 30; $itemLiquid = 1; $itemID = "drink_milk">><<endif>>\n\n<<if $itemEncounter is "espresso">><<set $itemGrammar = "a shot of"; $itemType = "food"; $foodFat = 0; $foodBloat = 10; $foodLiquid = 30; $energy = 120; $caffeineContent = random(10,18); $itemLiquid = 1; $itemID = "drink_espresso">><<endif>>\n\n<<if $itemEncounter is "black coffee">><<set $itemGrammar = "a mug of"; $itemType = "food"; $foodFat = 0; $foodBloat = 30; $foodLiquid = 30; $energy = 80; $caffeineContent = random(6,12); $itemLiquid = 1; $itemID = "drink_coffee">><<endif>>\n\n<<if $itemEncounter is "milky coffee">><<set $itemGrammar = "a mug of"; $itemType = "food"; $foodFat = 10; $foodBloat = 30; $foodLiquid = 30; $energy = 60; $caffeineContent = random(2,6); $itemLiquid = 1; $itemID = "drink_coffee_milky">><<endif>>\n\n<<if $itemEncounter is "fragrant">><<set $itemEncounter = either("rose","lavender","honeybutter","tea","wine") + " fragrant"; $itemGrammar = "a bottle of"; $itemType = "food"; $foodFat = 10; $foodBloat = 60; $energy = 10; $itemLiquid = 1; $itemID = "drink_fragrant">><<endif>>\n\n<<if $itemEncounter is "buttercandy">><<set $itemEncounter = either("vanilla","chocolate","strawberry","mint","orange","nut","ginger","caramel","coffee","milk") + " buttercandy"; $itemGrammar = "a bar of"; $itemType = "food"; $foodFat = 30; $foodBloat = 20; $energy = 30; $itemID = "candy_buttercandy">><<endif>>\n\n<<if $itemEncounter is "indulgence biscuits">><<set $itemGrammar = "a package of"; $itemType = "food"; $foodFat = 70; $foodBloat = 30; $energy = 30; $itemID = "pastry_indulgence">><<endif>>\n\n<<if $itemEncounter is "buttercake">><<set $itemGrammar = "a"; $itemType = "food"; $foodFat = 30; $foodBloat = 10; $energy = 10; $itemID = "pastry_buttercake">><<endif>>\n\n<<if $itemEncounter is "buttercakes">><<set $itemGrammar = "a box of"; $itemType = "food"; $foodFat = 300; $foodBloat = 100; $energy = 100; $itemID = "pastry_buttercake"; $itemQuantity = 10>><<endif>>\n\n<<if $itemEncounter is "croissant">><<set $itemEncounter = "huge " + either("beef","pork","swan","leupai-meat","dragon-meat","adephagian") + " croissant"; $itemGrammar = "a"; $itemType = "food"; $foodFat = 80; $foodBloat = 100; $energy = 50; $itemID = "pastry_croissant">><<endif>>\n\n<<if $itemEncounter is "plump suai belsuite">><<set $itemEncounter = "plump " + either("chocolate","sour cream","custard","cherry","strawberry","sweet cheese","cheddar","cheddar spice","chili","beef","chicken","pork","poturnip","honeybutter","royal cream","vanilla buttercream","chocolate buttercream","vanilla sweetbutter","chocolate sweetbutter","strawberry sweetbutter","mint sweetbutter","orange sweetbutter","nut sweetbutter") + " suai belsuite"; $itemGrammar = "a"; $useDesc = "Eat it!"; $itemType = "food"; $foodFat = either(60,70,80); $foodBloat = 30; $energy = 20; $itemID = "pastry_belsuite">><<endif>>\n\n<<if $itemEncounter is "overstuffed suai belsuite">><<set $itemEncounter = "overstuffed " + either("chocolate","sour cream","custard","cherry","strawberry","sweet cheese","cheddar","cheddar spice","chili","beef","chicken","pork","poturnip","honeybutter","royal cream","vanilla buttercream","chocolate buttercream","vanilla sweetbutter","chocolate sweetbutter","strawberry sweetbutter","mint sweetbutter","orange sweetbutter","nut sweetbutter") + " suai belsuite"; $itemGrammar = "a"; $useDesc = "Eat it!"; $itemType = "food"; $foodFat = either(90,100,110,120); $foodBloat = 40; $energy = 20; $itemID = "pastry_belsuite_fat">><<endif>>\n\n<<if $itemEncounter is "experimental buttercake">><<set $itemGrammar = "an"; $itemType = "food"; $foodFat = either(150,160,170,180,190,200,250,300,350); $foodBloat = either(10,20,30,40,50,60,70,80,90,100,150); $energy = either(0,10,20,30,40,50,100); $itemID = "pastry_buttercake_spiked">><<endif>>\n\n<<if $itemEncounter is "science soda">><<set $itemEncounter = "fizzy " + either("red","green","blue","orange","purple","black","teal","white","pale") + " liquid"; $itemGrammar = "an unlabeled bottle of"; $itemType = "food"; $foodFat = either(0,10,20,30,40,50,60,70,80,90,100,110,120,130,140,150,200,500); $foodBloat = either(0,10,20,30,40,50,100,150,200,210,220,230,240,250,260,270,280,290,300,450,500); $foodLiquid = either(0,10,20,30,40,50,100,150,200,210,220,230,240,250,260,270,280,290,300,450,500,1000,2000,5000,50000); $energy = either(0,10,20,30,40,50,100,150,200,210,220,230,240,250,260,270,280,290,300,450,500); $itemLiquid = 1; $itemID = "drink_science">><<endif>>\n\n<<if $itemEncounter is "fattenium donut">><<set $itemGrammar = "a"; $useDesc = "Eat it!"; $itemType = "food"; $foodFat = random(65,110); $foodBloat = 100; $foodLiquid = 0; $itemID = "donut_fattenium">><<endif>>\n\n<<if $itemEncounter is "fattenium donuts">><<set $itemGrammar = "half a dozen"; $useDesc = "Eat them!"; $itemType = "food"; $foodFat = random(250,350); $foodBloat = 500; $foodLiquid = 0; $itemID = "donut_fattenium"; $itemQuantity = 6>><<endif>>\n\n/% ==================================== %/\n/% III. Static, Interactible Objects. %/\n\n<<if $itemEncounter is "tainted pool">><<set $itemEncounter = "pool of " + $planetFluid; $itemGrammar = "a"; $itemEffect = random(1,3); $useDesc = "Drink."; $itemType = "pool"; $collectiblePool = 1>>\n\n/% Just FINDING a pool of miraplasm or radioactive goo is dangerous! %/\n<<if $itemEncounter is "pool of glowing magenta goo">><<set $ambientMirajin += random(4,12); $itemSpecialDesc = "You feel unwell...">><<endif>>\n\n<<if $itemEncounter is "pool of glowing teal goo">><<set $itemSpecialDesc = "You feel anxious...">><<endif>>\n\n<<if $planetFluid is "somnus">><<set $itemEncounter = "pool of " + either("red-tinted","orange-tinted","yellow-tinted","green-tinted","blue-tinted","indigo-tinted","violet-tinted","magenta-tinted","black-tinted","white-tinted") + " water">><<endif>>\n\n<<if ($itemEncounter is "pool of glowing teal ichor") or ($itemEncounter is "pool of glowing blue ichor") or ($itemEncounter is "pool of molten orange goo") or ($itemEncounter is "pool of molten red goo") or ($itemEncounter is "pool of molten blue goo") or ($itemEncounter is "pool of boiling water") or ($itemEncounter is "pool of boiling oil")>><<set $itemSpecialDesc = "You can feel the INTENSE heat wafting off of it!">><<endif>>\n\n<<endif>>\n\n<<if $itemEncounter is "molten pool">><<set $itemEncounter = "pool of " + $planetCoreFluid; $itemGrammar = "a"; $itemEffect = random(1,3); $useDesc = "Drink."; $itemType = "pool"; set $itemSpecialDesc = "You can feel the INTENSE heat wafting off of it!">>\n\n<<endif>>\n\n\n<<if $itemEncounter is "hollow tree">><<set $itemGrammar = "a"; $itemEffect = random(1,3); $useDesc = "Approach."; $itemType = "static">><<endif>>\n\n/% ==================================== %/\n/% IV. Clothing. %/\n\n/% Sets %/\n\n<<if $itemEncounter is "HYPOTHESIS kite">><<set $wearType = "top"; $itemGrammar = "a"; $baseElasticity = 60; $useDesc = "Wear."; $itemType = "wearable"; $itemID = "set_hypo_top">><<endif>>\n\n<<if $itemEncounter is "HYPOTHESIS cesile">><<set $wearType = "belt"; $itemGrammar = "a"; $baseElasticity = 40; $useDesc = "Wear."; $itemType = "wearable"; $itemID = "set_hypo_belt">><<endif>>\n\n<<if $itemEncounter is "HYPOTHESIS coroles">><<set $wearType = "pants"; $itemGrammar = "a pair of"; $pantsPlural = "0"; $baseElasticity = 60; $useDesc = "Wear."; $itemType = "wearable"; $itemID = "set_hypo_pants">><<endif>>\n\n<<if $itemEncounter is "HYPOTHESIS kilt">><<set $wearType = "pants"; $itemGrammar = "a"; $pantsPlural = "1"; $baseElasticity = 60; $useDesc = "Wear."; $itemType = "wearable"; $itemID = "set_hypo_skirt">><<endif>>\n\n/% ==================================== %/\n/% V. Trinkets, Gubs, & Special Bits. %/\n\n\n<<if $itemEncounter is "glass jar">><<set $itemGrammar = "a"; $itemID = "special_jar"; $itemType = "gubbin">><<endif>>\n\n<<if $itemEncounter is "live miracrystal chunk">><<set $itemGrammar = "a"; $itemID = "special_miracrystal"; $itemType = "gubbin"; $encImg = "crystal_mira">><<endif>>\n\n<<if $itemEncounter is "dreamshard">><<set $itemGrammar = "a"; $itemID = "special_dreamshard"; $itemType = "gubbin"; $encImg = "dreamshard";>><<endif>>\n\n<<if $itemEncounter is "battery crystal">><<set $itemGrammar = "a"; $itemID = "special_battery"; $itemType = "gubbin"; $encImg = "crystal_battery">><<endif>>\n\n<<if $itemEncounter is "tiny skull">><<set $itemGrammar = "a"; $itemID = "skull_tiny"; $itemType = "gubbin">><<endif>>\n\n<<if $itemEncounter is "little bones">><<set $itemGrammar = "a handful of"; $itemID = "bones_tiny"; $itemType = "gubbin">><<endif>>\n\n<<if $itemEncounter is "tuft of fur">><<set $itemGrammar = "a"; $itemID = "fur_tuft"; $itemType = "gubbin">><<endif>>\n\n<<if $itemEncounter is "tuft of feathers">><<set $itemGrammar = "a"; $itemID = "feather_tuft"; $itemType = "gubbin">><<endif>>\n\n<<if $itemEncounter is "balloon-bellied leupai carving">><<set $itemGrammar = "a"; $itemID = "special_carving_belly"; $itemType = "gubbin">><<endif>>\n\n\n/% ==================================== %/\n/% VI. Image directory %/\n\n/% Miraplasm %/\n\n<<if $itemEncounter is "pool of glowing magenta goo">><<set $encImg = "pool_miraplasm">><<endif>>\n\n/% Vitae %/\n<<if ($itemEncounter is "pool of glowing teal goo") or ($itemEncounter is "pool of molten teal goo")>><<set $encImg = "pool_vitae">><<endif>>\n\n/% Starblood %/\n<<if $itemEncounter is "pool of glowing teal ichor">><<set $encImg = "pool_tealstarblood">><<endif>>\n<<if $itemEncounter is "pool of glowing blue ichor">><<set $encImg = "pool_bluestarblood">><<endif>>\n\n/% Plutonium %/\n<<if $itemEncounter is "pool of glowing green goo">><<set $encImg = "pool_plutonium">><<endif>>\n\n/% Fattenium %/\n<<if $itemEncounter is "pool of golden oil">><<set $encImg = "pool_goldenoil">><<endif>>\n\n/% Lava %/\n<<if $itemEncounter is "pool of molten orange goo">><<set $encImg = "pool_orangelava">><<endif>>\n<<if $itemEncounter is "pool of molten red goo">><<set $encImg = "pool_redlava">><<endif>>\n<<if $itemEncounter is "pool of molten blue goo">><<set $encImg = "pool_bluelava">><<endif>>\n\n/% Blood %/\n<<if $itemEncounter is "pool of shimmering blue ichor">><<set $encImg = "pool_leupaiblood">><<endif>>\n<<if $itemEncounter is "pool of dark red ichor">><<set $encImg = "pool_blood">><<endif>>\n\n/% Mirajinic Water %/\n<<if $itemEncounter is "pool of pink water">><<set $encImg = "pool_magentasomnus">><<endif>>\n\n/% Fattenium-tainted water %/\n<<if $itemEncounter is "pool of golden water">><<set $encImg = "pool_oilywater">><<endif>>\n\n/% Oil %/\n<<if $itemEncounter is "pool of boiling oil">><<set $encImg = either("pool_crudeoil","pool_blackoil")>><<endif>>\n\n/% Shining Water %/\n<<if $itemEncounter is "pool of shining water">><<set $encImg = "pool_shiningwater">><<endif>>\n\n/% Dirty Water %/\n<<if $itemEncounter is "pool of dirty water">><<set $encImg = "pool_dirtywater">><<endif>>\n\n/% Boiling Water %/\n<<if $itemEncounter is "pool of boiling water">><<set $encImg = "pool_boilingwater">><<endif>>\n\n/% Somnus %/\n<<if $itemEncounter is "pool of red-tinted water">><<set $encImg = "pool_redsomnus">><<endif>>\n<<if $itemEncounter is "pool of orange-tinted water">><<set $encImg = "pool_orangesomnus">><<endif>>\n<<if $itemEncounter is "pool of yellow-tinted water">><<set $encImg = "pool_yellowsomnus">><<endif>>\n<<if $itemEncounter is "pool of green-tinted water">><<set $encImg = "pool_greensomnus">><<endif>>\n<<if $itemEncounter is "pool of blue-tinted water">><<set $encImg = "pool_bluesomnus">><<endif>>\n<<if $itemEncounter is "pool of indigo-tinted water">><<set $encImg = "pool_indigosomnus">><<endif>>\n<<if $itemEncounter is "pool of violet-tinted water">><<set $encImg = "pool_violetsomnus">><<endif>>\n<<if $itemEncounter is "pool of magenta-tinted water">><<set $encImg = "pool_magentasomnus">><<endif>>\n<<if $itemEncounter is "pool of white-tinted water">><<set $encImg = "pool_whitesomnus">><<endif>>\n<<if $itemEncounter is "pool of black-tinted water">><<set $encImg = "pool_blacksomnus">><<endif>>\n\n/% ==================================== %/\n/% XX. Special stuff. %/\n\n<<if $itemType is "statfood">><<set $itemUsed = "You devour the">>\n<<elseif $itemType is "drinkable">><<set $itemUsed = "You drink the">>\n<<elseif $itemType is "pool">><<set $itemUsed = "You drink from the">>\n<<elseif $itemType is "medicine">><<set $itemUsed = "You take the">>\n<<elseif $itemType is "tranq">><<set $itemUsed = "You inject the">>\n<<elseif $itemType is "ointment">><<set $itemUsed = "You rub the">>\n<<elseif $itemType is "static">><<set $itemUsed = "You inspect the">>\n<<elseif $itemType is "wearable">><<set $itemUsed = "You slip into the">>\n<<elseif $itemType is "misc">><<set $itemUsed = "You use the">><<endif>>\n\n\n

<framed><center>Wearing: <<if $topWorn neq "nothing">><<print $topWorn>> (<<print $topStatus>>) [[Remove|ClothingRemove][$itemEncounter = $topWorn; $topBurst = 0; $topElasticityStatus = 0; $topWorn = "nothing"; $topElasticity = 0; $topElasticityMax = 0; $setBonusOn = 0; ]] <<endif>>\n\n<<if $beltWorn neq "nothing">><<if $topWorn neq "nothing">>♦ <<endif>><<print $beltWorn>> (<<print $beltStatus>>) [[Remove|ClothingRemove][$itemEncounter = $beltWorn; $beltBurst = 0; $beltElasticityStatus = 0; $beltWorn = "nothing"; $beltElasticity = 0; $beltElasticityMax = 0; $setBonusOn = 0]] <<if $pantsWorn neq "nothing">>♦ <<endif>><<endif>>\n\n<<if $pantsWorn neq "nothing">><<print $pantsWorn>> (<<print $pantsStatus>>) [[Remove|ClothingRemove][$itemEncounter = $pantsWorn; $pantsBurst = 0; $pantsElasticityStatus = 0; $pantsWorn = "nothing"; $pantsElasticity = 0; $pantsElasticityMax = 0; $setBonusOn = 0]] <<endif>><<if ($topWorn is "nothing") and ($beltWorn is "nothing") and ($pantsWorn is "nothing")>> //nothing//<<endif>><<display SetBonuses>></center></framed>

<center>[img[$encImg]]</center><<nobr>>/% Get the earliest empty slot and store the selected companion in it. %/\n/% Slot selection. %/\n\n<<print "<<if $dons" + $donsairID + " neq 0>><<set $donsairID += 1>><<else>><<set $storeGo = 1>><<endif>>">>\n\n<<endnobr>><<if $storeGo is 1>><<nobr>>\n\n/% Setup: name %/\n\t<<print "<<set $dons" + $donsairID + " = $companion" + $companionSelected + ">>">>\n\n/% Image, species, subspecies, subtype. %/\n\t<<print "<<set $dons" + $donsairID + "img = $companion" + $companionSelected + "img; $dons" + $donsairID + "Spec = $companion" + $companionSelected + "Species; $dons" + $donsairID + "Subspec = $companion" + $companionSelected + "Subspec; $dons" + $donsairID + "Subtype = $companion" + $companionSelected + "Subtype>>">>\n\n/% Occupation, breath. %/\n\t<<print "<<set $dons" + $donsairID + "Occ = $companion" + $companionSelected + "Occupation; $dons" + $donsairID + "Breath = $companion" + $companionSelected + "Breath>>">>\n\n/% Age %/\n\t<<print "<<set $dons" + $donsairID + "Age = $companion" + $companionSelected + "Age; $dons" + $donsairID + "AgeStatus = $companion" + $companionSelected + "AgeStatus>>">>\n\n/% Patron, personality, aspecte. %/\n\t<<print "<<set $dons" + $donsairID + "Patron = $companion" + $companionSelected + "Patron; $dons" + $donsairID + "Pers = $companion" + $companionSelected + "Pers; $dons" + $donsairID + "Asp = $companion" + $companionSelected + "Asp>>">>\n\n\t<<print "<<set $dons" + $donsairID + "Mood = $companion" + $companionSelected + "Mood>>">>\n\n/% Stats. %/\n\t<<print "<<set $dons" + $donsairID + "Bodytype = $companion" + $companionSelected + "Bodytype>>">>\n\t<<print "<<set $dons" + $donsairID + "Girth = $companion" + $companionSelected + "Girth>>">>\n\t<<print "<<set $dons" + $donsairID + "Breast = $companion" + $companionSelected + "Breast>>">>\n\t<<print "<<set $dons" + $donsairID + "Belly = $companion" + $companionSelected + "Belly>>">>\n\t<<print "<<set $dons" + $donsairID + "Thigh = $companion" + $companionSelected + "Thigh>>">>\n\t\n\t<<print "<<set $dons" + $donsairID + "Strength = $companion" + $companionSelected + "Strength>>">>\n\t<<print "<<set $dons" + $donsairID + "Finesse = $companion" + $companionSelected + "Finesse>>">>\n\t<<print "<<set $dons" + $donsairID + "Armor = $companion" + $companionSelected + "Armor>>">>\n\t<<print "<<set $dons" + $donsairID + "MaxEnergy = $companion" + $companionSelected + "Energy>>">>\n\t<<print "<<set $dons" + $donsairID + "Energy = $dons" + $donsairID + "MaxEnergy>>">>\n\n/% Flavor. %/\n\t<<print "<<set $dons" + $donsairID + "Color = $companion" + $companionSelected + "Color>>">>\n\t<<print "<<set $dons" + $donsairID + "Facet = $companion" + $companionSelected + "Facet>>">>\n\t<<print "<<set $dons" + $donsairID + "Skin = $companion" + $companionSelected + "Skin>>">>\n\t<<print "<<set $dons" + $donsairID + "Ears = $companion" + $companionSelected + "Ears>>">>\n\t<<print "<<set $dons" + $donsairID + "Eyes = $companion" + $companionSelected + "Eyes>>">>\n\t<<print "<<set $dons" + $donsairID + "Face = $companion" + $companionSelected + "Face>>">>\n\t<<print "<<set $dons" + $donsairID + "Head = $companion" + $companionSelected + "Head>>">>\n\t<<print "<<set $dons" + $donsairID + "Body = $companion" + $companionSelected + "Body>>">>\n\t<<print "<<set $dons" + $donsairID + "Back = $companion" + $companionSelected + "Back>>">>\n\t<<print "<<set $dons" + $donsairID + "Legs = $companion" + $companionSelected + "Legs>>">>\n\t<<print "<<set $dons" + $donsairID + "Tail = $companion" + $companionSelected + "Tail>>">>\n\n\n<<set $storeGo = 0>><<endnobr>>\n''<affirmative><<print "<<print $dons" + $donsairID + ">>">> heads home. </affirmative>\nSee you later, <<print "<<print $dons" + $donsairID + ">>">>!''<hr>[[Continue.|$saveState][$viewingCompanion = 0; $companionSelected = 0; $donsairID = 0; $storeCompanion = 0; $companionSlotChosen = 0]]<<display CompanionCleanup>><<elseif $storeGo is 0>>\n[img[icon_clockload]]<brightalert>''Sending home, please wait... '' //(browser may lag, give it 10-30 secs.)//</brightalert><<timedgoto passage() .5ms>><<endif>>

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

/% ========================================== %/\n/% ============ Biome Backgrounds %/\n\n<<if $indoorZone is 0>>\n\n<<removetag "abandonedmound">>\n\n\t<<if $zoneType is "woodland">><<addtag "forest">><<else>><<removetag "forest">><<endif>>\n\t<<if ($location is "Meadow") or ($location is "Field") or ($zoneType is "agriculture")>><<addtag "fields">><<else>><<removetag "fields">><<endif>>\n\t<<if $zoneType is "freshwater">><<addtag "freshwater">><<elseif $zoneType neq "freshwater">><<removetag "freshwater">><<endif>>\n\t<<if ($zoneType is "earth") or ($location is "Rocky Desert") or ($location is "Red Sands")>><<addtag "desert">><<else>><<removetag "desert">><<endif>>\n\n<<endif>>\n\n/% ============ Dungeon Backgrounds %/\n\n<<if $indoorZone is 1>>\n\n\t<<if ($dungeonType is "Abandoned Laboratory Mound") or ($dungeonType is "Abandoned Storage Mound")>><<addtag "abandonedmound">><<else>><<removetag "abandonedmound">><<endif>>\n\t<<if $dungeonType is "Echoing Cavern">><<addtag "missingno">><<else>><<removetag "missingno">><<endif>>\n\n<<else>><<removetag "abandonedmound">><<endif>>\n\n/% ============ Special Backgrounds %/\n\n<<if $blackout is 1>><<addtag "blackscreen">><<else>><<removetag "blackscreen">><<endif>>

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

<<display ZoneBackgrounds>><center><<set $toggleDisplay = 1>>\nYou drink from your breasts.\n<<nobr>>\n\n<<set $milkQuantity = $storedMilk/10; $mouthCap = $mouthful/10>>\n\n/% Use milkQuant + mouthCap for small numbers (single digits); use storedMilk + mouthful for tens. let's see if this solves our milk problem. %/\n\n<<if $milkQuantity gte $mouthCap>>\n<<set $storedMilk -= $mouthful; $breastBloat -= $mouthful; $bellyBloat += $mouthful; $bellyLiquid += $mouthful; $calories += ($milkFat * $mouthCap)>>\n\n<<elseif $mouthCap gt $milkQuantity>>\n<<set $breastBloat -= $storedMilk; $bellyBloat += $storedMilk; $bellyLiquid += $storedMilk; $calories += ($milkQuantity * $milkFat); $storedMilk -= 0>>\n\n<<endif>>\n\n<<if $milkType is "whipped cream">>''Your cheeks puff out as you get a mouthful of whipped cream!''\n\n<<elseif $milkType is "slime">>''Your cheeks puff out as you get a mouthful of flavorless goo!''\n\n<<else>>Refreshing!<<endif>>\n\n<<endnobr>><<if $species is "helene">><<set $esurience += random(0,1)>>/% Placeholder for helene milk effect %/<<endif>><<display Metabolism>><<display Effects>><<if ($storedMilk gte 10) and ($bellyStatus is "bursting")>>\nYou're too full to drink anymore.<<endif>>\n<framed><<if ($storedMilk gt 10) and ($bellyStatus neq "bursting")>>[[Keep drinking.|Lactation]] ♦ <<endif>></framed>\n[[Continue.|$saveStateLac][$toggleDisplay = 0]]</center>

<xxtramini><<if $showDebug is 0>>[[DEBUG|passage()][$showDebug = 1]]\n<<elseif $showDebug is 1>> [[DEBUG|passage()][$showDebug = 0]]\n<<if $debugBody is 0>>[[Body|passage()][$debugBody = 1]] ♦ <<else>>[[Body|passage()][$debugBody = 0]] ♦ <<endif>><<if $debugLactation is 0>>[[Lactation|passage()][$debugLactation = 1]] ♦ <<else>>[[Lactation|passage()][$debugLactation = 0]] ♦ <<endif>><<if $debugParasites is 0>>[[Parasites|passage()][$debugParasites = 1]] ♦ <<else>>[[Parasites|passage()][$debugParasites = 0]] ♦ <<endif>><<if $debugToxins is 0>>[[Toxins|passage()][$debugToxins = 1]]<<else>>[[Toxins|passage()][$debugToxins = 0]]<<endif>> ♦ <<if $debugHazards is 0>>[[Hazards|passage()][$debugHazards = 1]]<<else>>[[Hazards|passage()][$debugHazards = 0]]<<endif>> ♦ <<if $debugGenetics is 0>>[[Genetics|passage()][$debugGenetics = 1]]<<else>>[[Genetics|passage()][$debugGenetics = 0]]<<endif>><hr>/% ========================== Body Debug %/<<if $debugBody is 1>><framed>//sanity: <<print $sanity>> ♦ pain: <<print $pain>>/100\ncalories: <<print $calories / 10>>\ngain: <<print $metaGain / 10>> ♦ burn: <<print $metaBurn / 10>> ♦ bonus: <<print $bonusWG / 10>> ♦ esurience: <<print $esurience>>/64\nbelly bloat: <<print $bellyBloat / 10>> / <<print (($maxBelly * 1.2)/10) + $stretchMod>> ♦ breast bloat: <<print $breastBloat / 10>> / <<print ($maxBreast * 1.2)/10>> ♦ belly liquid: <<print $bellyLiquid / 10>>\n<<if $immobilityDisabled is 0>><<print ($immobilityCeiling - $fatScore) / 10>> left to immobility<<elseif $immobilityDisabled is 1>>''immobility disabled''<<endif>>//</framed><<endif>>/% ========================== Lactation Debug %/<<if $debugLactation is 1>><framed>//breast capacity: <<print $storedMilk / 10>>/<<print ($maxBreast * 1.2)/10>> ♦ milk type: <<if $milkType is 0>>milk<<else>><<print $milkType>><<endif>>\nmilkfat: <<print $milkFat / 10>> ♦ milk production/turn: <<print $milkRate / 10>>//</framed><<endif>>/% ========================== Parasites Debug %/<<if $debugParasites is 1>><framed>//leupai eggs: <<print $leupaiEggLoad>> (<<print $quaggyGirth / 10>>gi)<<if $leupaiEggTimer gt 0>> ♦ est. emergence: <<print $leupaiEggTimer>> turns<<endif>>\nFyynling Hybridization: <<print $fyynlingMorph>>%\nSlime Colonization: <<print ($slimeBreastParaLoad + $slimeBellyParaLoad)/10>>/<<print $girth/10>>\ndire worms: <<print $direParaLoad>> ♦ amplibaenes: <<print $ampliParaLoad>>//</framed><<endif>>/% ========================== Toxins Debug %/<<if $debugToxins is 1>>//<framed><<if ($miraPoisoning gt 0) and ($miraPoisoning lt ($girth/100))>><warning>Miratoxins:</warning><<elseif ($miraPoisoning gte ($girth/100)) and ($miraPoisoning lt (($girth/100)*1.5))>><seriouswarning>Miratoxins:</seriouswarning><<elseif $miraPoisoning gte (($girth/100)*1.5)>><criticalwarning>''Miratoxins:''</criticalwarning><<else>>Miratoxins:<<endif>> <<print $miraPoisoning>> ♦ <<if ($amalgaToxicity gt 0) and ($amalgaToxicity lt ($girth/100))>><warning>Amalgatoxins:</warning><<elseif ($amalgaToxicity gte ($girth/100)) and ($amalgaToxicity lt (($girth/100)*1.5))>><seriouswarning>Amalgatoxins:</seriouswarning><<elseif $amalgaToxicity gte (($girth/100)*1.5)>><criticalwarning>''Amalgatoxins:''</criticalwarning><<else>>Amalgatoxins:<<endif>> <<print $amalgaToxicity>> ♦ <<if $vitaePPM gt 0>><criticalwarning>''Vitae:''</criticalwarning><<elseif $vitaePPM lte 0>>Vitae:<<endif>> <<print $vitaePPM>>\n<<if ($helenoToxicity gt 0) and ($helenoToxicity lt ($girth/100))>><warning>Helenotoxins:</warning><<elseif ($helenoToxicity gte ($girth/100)) and ($helenoToxicity lt (($girth/100)*1.5))>><seriouswarning>Helenotoxins:</seriouswarning><<elseif $helenoToxicity gte (($girth/100)*1.5)>><criticalwarning>''Helenotoxins:''</criticalwarning><<else>>Helenotoxins:<<endif>> <<print $helenoToxicity>> ♦ <<if ($somniation gt 0) and ($somniation lt 30)>><warning>Somniation:</warning><<elseif ($somniation gte 20) and ($somniation lt 30)>><seriouswarning>Somniation:</seriouswarning><<elseif $somniation gte 30>><criticalwarning>''Somniation:''</criticalwarning><<else>>Somniation:<<endif>> <<print $somniation>>\n<<if ($fatteniumPoisoning gte 10) and ($fatteniumPoisoning lt ($girth/40))>><warning>Fattenium Toxicity:</warning><<elseif ($fatteniumPoisoning gte ($girth/40)) and ($fatteniumPoisoning lt ($girth/20))>><seriouswarning>Fattenium Toxicity:</seriouswarning><<elseif $fatteniumPoisoning gte ($girth/20)>><criticalwarning>''Fattenium Toxicity:''</criticalwarning><<else>>Fattenium Toxicity:<<endif>> <<print $fatteniumPoisoning/10>> (<<if ($bellyfatteniumToxicity gt 0) and ($bellyfatteniumToxicity lt ($girth/100))>><warning>Belly:</warning><<elseif ($bellyfatteniumToxicity gte ($girth/100)) and ($bellyfatteniumToxicity lt (($girth/100)*1.5))>><seriouswarning>Belly:</seriouswarning><<elseif $bellyfatteniumToxicity gte (($girth/100)*1.5)>><criticalwarning>''Belly:''</criticalwarning><<else>>Belly:<<endif>> <<print $bellyfatteniumToxicity>> ♦ <<if ($breastfatteniumToxicity gt 0) and ($breastfatteniumToxicity lt ($girth/100))>><warning>Breast:</warning><<elseif ($breastfatteniumToxicity gte ($girth/100)) and ($breastfatteniumToxicity lt (($girth/100)*1.5))>><seriouswarning>Breast:</seriouswarning><<elseif $breastfatteniumToxicity gte (($girth/100)*1.5)>><criticalwarning>''Breast:''</criticalwarning><<else>>Breast:<<endif>> <<print $breastfatteniumToxicity>> ♦ <<if ($thighfatteniumToxicity gt 0) and ($thighfatteniumToxicity lt ($girth/100))>><warning>Thigh:</warning><<elseif ($thighfatteniumToxicity gte ($girth/100)) and ($thighfatteniumToxicity lt (($girth/100)*1.5))>><seriouswarning>Thigh:</seriouswarning><<elseif $thighfatteniumToxicity gte (($girth/100)*1.5)>><criticalwarning>''Thigh:''</criticalwarning><<else>>Thigh:<<endif>> <<print $thighfatteniumToxicity>>)\n<<if ($gainerToxicity gt 0) and ($gainerToxicity lt ($girth/100))>><warning>Metabotoxins:</warning><<elseif ($gainerToxicity gte ($girth/100)) and ($gainerToxicity lt (($girth/100)*1.5))>><seriouswarning>Metabotoxins:</seriouswarning><<elseif $gainerToxicity gte (($girth/100)*1.5)>><criticalwarning>''Metabotoxins:''</criticalwarning><<else>>Metabotoxins:<<endif>> <<print $gainerToxicity>> ♦ <<if ($inflaToxicity gt 0) and ($inflaToxicity lt ($girth/100))>><warning>Inflatoxins:</warning><<elseif ($inflaToxicity gte ($girth/100)) and ($inflaToxicity lt (($girth/100)*1.5))>><seriouswarning>Inflatoxins:</seriouswarning><<elseif $inflaToxicity gte (($girth/100)*1.5)>><criticalwarning>''Inflatoxins:''</criticalwarning><<else>>Inflatoxins:<<endif>> <<print $inflaToxicity>> ♦ <<if ($deflaToxicity gt 0) and ($deflaToxicity lt ($girth/100))>><warning>Deflatoxins:</warning><<elseif ($deflaToxicity gte ($girth/100)) and ($deflaToxicity lt (($girth/100)*1.5))>><seriouswarning>Deflatoxins:</seriouswarning><<elseif $deflaToxicity gte (($girth/100)*1.5)>><criticalwarning>''Deflatoxins:''</criticalwarning><<else>>Deflatoxins:<<endif>>: <<print $deflaToxicity>>\n<<if ($calpowderToxicity gt 0) and ($calpowderToxicity lt ($girth/100))>><warning>Aditoxins:</warning><<elseif ($calpowderToxicity gte ($girth/100)) and ($calpowderToxicity lt (($girth/100)*1.5))>><seriouswarning>Aditoxins:</seriouswarning><<elseif $calpowderToxicity gte (($girth/100)*1.5)>><criticalwarning>''Aditoxins:''</criticalwarning><<else>>Aditoxins:<<endif>> <<print $calpowderToxicity>> ♦ <<if ($leupoilToxicity gt 0) and ($leupoilToxicity lt ($girth/100))>><warning>Leupaditoxins:</warning><<elseif ($leupoilToxicity gte ($girth/100)) and ($leupoilToxicity lt (($girth/100)*1.5))>><seriouswarning>Leupaditoxins:</seriouswarning><<elseif $leupoilToxicity gte (($girth/100)*1.5)>><criticalwarning>''Leupaditoxins:''</criticalwarning><<else>>Leupaditoxins:<<endif>> <<print $leupoilToxicity>> ♦ <<if ($miraberryToxicity gt 0) and ($miraberryToxicity lt ($girth/100))>><warning>Somnitoxins:</warning><<elseif ($miraberryToxicity gte ($girth/100)) and ($miraberryToxicity lt (($girth/100)*1.5))>><seriouswarning>Somnitoxins:</seriouswarning><<elseif $miraberryToxicity gte (($girth/100)*1.5)>><criticalwarning>''Somnitoxins:''</criticalwarning><<else>>Somnitoxins:<<endif>> <<print $miraberryToxicity>>\n<<if ($mushroomToxicity gt 0) and ($mushroomToxicity lt ($girth/100))>><warning>Mycotoxins:</warning><<elseif ($mushroomToxicity gte ($girth/100)) and ($mushroomToxicity lt (($girth/100)*1.5))>><seriouswarning>Mycotoxins:</seriouswarning><<elseif $mushroomToxicity gte (($girth/100)*1.5)>><criticalwarning>''Mycotoxins:''</criticalwarning><<else>>Mycotoxins:<<endif>> <<print $mushroomToxicity>> ♦ <<if ($caffeineToxicity gt 0) and ($caffeineToxicity lt ($girth/100))>><warning>Caffeine:</warning><<elseif ($caffeineToxicity gte ($girth/100)) and ($caffeineToxicity lt (($girth/100)*1.5))>><seriouswarning>Caffeine:</seriouswarning><<elseif $caffeineToxicity gte (($girth/100)*1.5)>><criticalwarning>''Caffeine:''</criticalwarning><<else>>Caffeine:<<endif>> <<print $caffeineToxicity>></framed><<endif>>///% ========================== Hazards Debug %/<<if $debugHazards is 1>><framed>//Mirajin Radiation: <<print $mirajinRads>>//</framed><<endif>>/% ========================== Genetics Debug %/<<if $debugGenetics is 1>><<nobr>><framed>''\n\n/% Minor Genes %/\n\n<cheery>\n\n<<if $geneFattyI is 1>>[Fatty I] <<endif>>\n<<if $geneFattyII is 1>>[Fatty II] <<endif>>\n\n<<if $geneLeanI is 1>>[Lean I] <<endif>>\n<<if $geneLeanII is 1>>[Lean II] <<endif>>\n\n<<if $geneMuscular is 1>>[Muscular] <<endif>>\n<<if $geneDextrous is 1>>[Dextrous] <<endif>>\n\n<<if $geneEnergetic is 1>>[Energetic] <<endif>>\n\n<<if $geneGainer is 1>>[Gainer] <<endif>>\n\n<<if $genePlumpBreast is 1>>[Plump Breast] <<endif>>\n<<if $genePlumpBelly is 1>>[Plump Belly] <<endif>>\n<<if $genePlumpThigh is 1>>[Plump Thigh] <<endif>>\n\n<<if $geneFatBreast is 1>>[Fat Breast] <<endif>>\n<<if $geneFatBelly is 1>>[Fat Belly] <<endif>>\n<<if $geneFatThigh is 1>>[Fat Thigh] <<endif>>\n\n<<if $geneSolidThighs is 1>>[Solid Thighs] <<endif>>\n<<if $geneFlabbyThighs is 1>>[Flabby Thighs] <<endif>>\n\n<<if $geneGlutton is 1>>[Glutton] <<endif>>\n<<if $geneSatisfied is 1>>[Satisfied] <<endif>>\n\n/% Body Types %/\n\n<<if $bodyType is "busty">>[Busty] <<endif>>\n<<if $bodyType is "cubus">>[Helene] <<endif>>\n<<if $bodyType is "boviete">>[Boviete] <<endif>>\n<<if $bodyType is "hourglass">>[Hourglass] <<endif>>\n<<if $bodyType is "round">>[Round] <<endif>>\n<<if $bodyType is "belly">>[Pot-Bellied] <<endif>>\n<<if $bodyType is "guguetelle">>[Guguetelle] <<endif>>\n<<if $bodyType is "pear">>[Pear] <<endif>>\n<<if $bodyType is "bloatpear">>[Pear II] <<endif>>\n<<if $bodyType is "thigh">>[Thigh I] <<endif>>\n<<if $bodyType is "blimpthigh">>[Thigh II] <<endif>>\n<<if $bodyType is "bulging">>[Bulging] <<endif>>\n\n</cheery>\n\n/% Major Genes %/\n\n<mutation>\n\n<<if $geneTough is 1>>[Tough] <<endif>>\n\n<<if $geneProductive is 1>>[Productive] <<endif>>\n\n<<if $genePlump is 1>>[Plump] <<endif>>\n<<if $geneSleek is 1>>[Sleek] <<endif>>\n\n<<if $geneRapidAbsorption is 1>>[Rapid Absorption] <<endif>>\n\n<<if $geneLeadBelly is 1>>[Lead Belly] <<endif>>\n\n<<if $geneHugeBreast is 1>>[Huge Breast] <<endif>>\n<<if $geneHugeBelly is 1>>[Huge Belly] <<endif>>\n<<if $geneHugeThigh is 1>>[Huge Thigh] <<endif>>\n\n<<if $geneAmphibious is 1>>[Amphibious] <<endif>>\n\n<<if $geneRubber is 1>>[Rubber] <<endif>>\n<<if $geneRigid is 1>>[Rigid] <<endif>>\n\n<<if $geneLiquidConversion is 1>>[Liquid Conversion] <<endif>>\n<<if $geneSlimeHarmony is 1>>[Slime Harmony] <<endif>>\n\n<<if $geneDeflation is 1>>[Deflation] <<endif>>\n\n<<if $geneExpandable is 1>>[Expandable] <<endif>>\n<<if $geneOvivore is 1>>[Ovivore] <<endif>>\n<<if $geneDaedlan is 1>>[Daedlan] <<endif>>\n\n<<if $geneWeatherSensitive is 1>>[Weather Sensitive] <<endif>>\n<<if $geneThermalConversion is 1>>[Thermal Conversion] <<endif>>\n\n<<if $geneRapidGain is 1>>[Rapid Gain] <<endif>>\n\n<<if $geneFatteniumResistance is 1>>[Fattenium Resistant] <<endif>>\n\n<<if $geneMirajinicGain is 1>>[Mirajinic Gain] <<endif>>\n<<if $geneMirajinicBloat is 1>>[Mirajinic Bloat] <<endif>>\n\n<<if $geneVitality is 1>>[Vitality] <<endif>>\n<<if $geneVitalEssence is 1>>[Vital Essence] <<endif>>\n\n</mutation>\n\n/% Afflictive Genes %/\n\n<softwarning>\n\n<<if $geneDry is 1>>[Dry] <<endif>>\n\n<<if $geneExhaustion is 1>>[Exhaustion] <<endif>>\n\n<<if $geneFrail is 1>>[Frail] <<endif>>\n<<if $geneSoft is 1>>[Soft] <<endif>>\n\n<<if $geneBloat is 1>>[Bloat] <<endif>>\n\n</softwarning>\n<warning><<if $geneRapidBurn is 1>>[Rapid Burn] <<endif>>\n<<if $geneWasting is 1>>[Wasting] <<endif>>\n\n<<if $geneMoistureSensitive is 1>>[Moisture Sensitive] <<endif>>\n<<if $geneLightSensitive is 1>>[Light Sensitive] <<endif>>\n<<if $geneHeatSensitive is 1>>[Heat Sensitive] <<endif>>\n<<if $geneColdSensitive is 1>>[Cold Sensitive] <<endif>>\n\n<<if $geneFatteniumAllergy is 1>>[Fattenium Allergy] <<endif>>\n<<if $geneMirajinSensitive is 1>>[Mirajin Sensitive] <<endif>>\n<<if $geneVitalAllergy is 1>>[Vital Allergy] <<endif>>\n\n\n</warning>\n\n/% Lethal Genes %/\n\n<criticalwarning>\n\n<<if $geneStomachRot is 1>>[Stomach Rot] <<endif>>\n<<if $geneOverinflation is 1>>[Overinflation] <<endif>>\n<<if $geneLiquification is 1>>[Liquification] <<endif>>\n<<if $geneSponge is 1>>[Sponge] <<endif>>\n<<if $geneOvergrowth is 1>>[Overgrowth] <<endif>>\n<<if $geneDissolution is 1>>[Dissolution] <<endif>>\n<<if $geneWeakSkin is 1>>[Weak Skin] <<endif>>\n\n</criticalwarning>\n\n''</framed><<endnobr>><<endif>><<endif>></xxtramini>

<<nobr>>\n\n/% Static stats. these never change. %/\n<<set $bellyStatus = "empty"; $breastStatus = "empty"; $thighFirmness = 900; $thighStatus = "firm"; $metaGain = 10; $metaBurn = 10; $milkFat = 10; $milkRate = 10; $food = 50; $strength = 15; $finesse = 15; $starveFloor = 1500; $hunger = "Growling"; $bodyColor = 0; $health = "Sore"; $pain = 22; $sanity = 100; $energyStatus = "Alert"; $bonusEnergy = random(20,40); $esurience = 0>>\n\n\n/% Dynamic stats. these are randomized. %/\n\n<<display ColorWheel>><<set $playerEyeColor = $fullChroma>>\n\n<<set $species = either("post-human","arka","aladeri")>>\n\n<<if $species is "arka">><<display RevecroixRandomizer>><<set $subspecies = $randomArka>>\n\n<<display ColorWheel>><<set $bodyColor = $fullChroma>>\n\n<<elseif $species is "aladeri">><<set $subspecies = either("keldori","sindori","miradori")>>\n<<else>><<set $subspecies = 0>><<endif>>\n\n<<display BodyDatabase>>\n\n<<set $bodyType = either(0,0,0,0,"busty","hourglass","round","belly","pear","thigh")>>\n\n<<set $girth = either(1800,1900,2000,2100,2200,2300,2400,2500); $belly = either(120,130,140,150,160,170,180,190,200,210,220,230,240,250); $breast = either(20,30,40,50,60,70,80,90,100); $thigh = either(50,60,70,80,90,100); $maxBelly = ($belly / 2); $maxBreast = ($breast / 2)>>\n\n<<if $bodyType is "busty">><<set $breast += 10>><<elseif $bodyType is "hourglass">><<set $breast += 10; $thigh += 10>><<elseif $bodyType is "round">><<set $breast += 10; $belly += 10>><<elseif $bodyType is "belly">><<set $belly += 20>><<elseif $bodyType is "pear">><<set $belly += 10; $thigh += 10>><<elseif $bodyType is "thigh">><<set $belly += 20>><<endif>>\n\n<<set $pudgyBits = ($girth + $belly + $thigh + $breast)/10>>\n\n<<if $pudgyBits lt 220>><<set $girthDesc = "sleek">>\n<<elseif ($pudgyBits gte 220) and ($pudgyBits lt 240)>><<set $girthDesc = "plump">>\n<<elseif ($pudgyBits gte 240) and ($pudgyBits lt 270)>><<set $girthDesc = "round">>\n<<elseif $pudgyBits gte 270>><<set $girthDesc = "fat">><<endif>>\n\n<<if ($breast gte 70) and ($girthDesc neq "round") and ($girthDesc neq "fat")>><<set $girthDesc = "busty">><<endif>>\n\n<<endnobr>>\s\n\nThe <<print $deathGuide>> shows you a ''<brightalert><<print $girthDesc>> <<if $bodyColor neq 0>><<print $bodyColor>><<endif>><<if $subspecies neq 0>> <<print $subspecies>><<endif>> <<print $species>></brightalert>''-- its eyes glassy and expression blank, almost as though it has <bleak>n͕̯͖͔͔̜̦̈́͜o̮͊̓̎͌͋̍ ̖̤ͨͯ͟m̟͈̼̭͉̞̀ͬͭ̉͋̀ͧͅi̛̽ͧͩͥ̚n̙̺̳ͩͩͯͧ̅d̓̊ͥ͊̃̓͏̭̲̹̫̣̠̮ ͍̩̘̙̙̈́͘o̲̲̰̜ͮ̚ͅr̪̩̪̍̎ͫ̂͆ͥͮ́ ̹s͕͔͞o̢͎̜̣̯̽̿̊̏u̐̃͋̌l̵̘͇̼̰͚̞̘ͣ̈́̾̄̿ͮͮ</bleak>..!\n\n//<<if $species is "post-human">><cheery>''<large>Post-humans</large>''</cheery> are a species of bipedal sapient creature with flat faces and rounded ears. They are a relatively frequent discovery throughout time and space, as they tend to get themselves into all sorts of trouble and mess about with everything. <affirmative>''That's what makes them so endearing.''</affirmative>\s\n<<elseif $species is "arka">><cheery>''<large>Arka</large>''</cheery> are bipedal beast-people created in <hypo>HYPOTHESIS</hypo> laboratories from other bipeds. They can have virtually any combination of physical traits, and ''<affirmative>are quite hardy in the wilds.</affirmative>''\n<<elseif $species is "aladeri">><cheery>''<large>Aladeri</large>''</cheery> are bipedal long-eared fey folk who stalk and protect the wildlands wherever they can be found. They can be quite fierce, but some say it's only ''<affirmative>to ensure the survival of the things they love.</affirmative>''<<endif>>//\n\n<center><<button [[show me another|passage()]]>> <<button [[customize|PlayerCustomize][$adjustSize = 0]]>>\nor\n<<textinput $newPlayerName>>\n<<button [[QUICK PLAY|GameEntry]]>></center>

<<display ZoneBackgrounds>><<set $seenIt_Compression = 1>><<if $newMachine is 1>><<display MachineEfficiency>><<set $maintained = 3; $maintenanceCap = 0>><<endif>>\nIt's an odd piece of equipment with a large, enterable chamber attached to a control panel and a series of thick cables.\n\n''A label on the side announces it as a Compression Chamber.''\n\n<<if $inUse is 1>>\nYou carefully set up the machine, then slide into the compression chamber, which locks into place around you.\n\nAfter a few moments, soft fabric envelops you as the pressure in the chamber increases-- ''squeezing your body tightly!\n\nGasping for breath, you squirm uncomfortably as you feel the intense pressure squishing the fat around inside you!''\n\nFinally, the pressure recedes again, and the chamber unlocks, releasing you out into the world with a reshaped form.<<nobr>>\n\n<<set $inUse = 0>>\n\n<<if $compressType is "BodyToBreast">><<set $girth -= $machinePower; $breast += $machinePower; $breastBloat += $machinePower; $machineBattery -= $machinePower>><<endif>>\n\n<<if $compressType is "BellyToBreast">><<set $belly -= $machinePower; $bellyBloat -= $machinePower; $breast += $machinePower; $breastBloat += $machinePower; $machineBattery -= $machinePower>><<endif>>\n\n<<if $compressType is "ThighToBreast">><<set $thigh -= $machinePower; $thighFirmness += $machinePower; $breast += $machinePower; $breastBloat += $machinePower; $machineBattery -= $machinePower>><<endif>>\n\n<<if $compressType is "IntoBreast">><<set $girth -= $machinePower; $belly -= $machinePower; $bellyBloat -= $machinePower; $thigh -= $machinePower; $thighFirmness += $machinePower; $breast += ($machinePower * 4); $breastBloat += ($machinePower * 3); $machineBattery -= ($machinePower * 2)>><<endif>>\n\n<<if $compressType is "BreastToBelly">><<set $belly += $machinePower; $bellyBloat += $machinePower; $breast -= $machinePower; $breastBloat -= $machinePower; $machineBattery -= $machinePower>><<endif>>\n\n<<if $compressType is "ThighToBelly">><<set $belly += $machinePower; $bellyBloat += $machinePower; $thigh -= $machinePower; $thighFirmness += $machinePower; $machineBattery -= $machinePower>><<endif>>\n\n<<if $compressType is "BodyToBelly">><<set $belly += $machinePower; $bellyBloat += $machinePower; $girth -= $machinePower; $machineBattery -= $machinePower>><<endif>>\n\n<<if $compressType is "IntoBelly">><<set $girth -= $machinePower; $breast -= $machinePower; $breastBloat -= $machinePower; $thigh -= $machinePower; $thighFirmness += $machinePower; $belly += ($machinePower * 2); $bellyBloat += ($machinePower * 3); $machineBattery -= ($machinePower * 3)>><<endif>>\n\n<<if $compressType is "BodyToThigh">><<set $girth -= $machinePower; $thigh += $machinePower; $thighFirmness += $machinePower; $machineBattery -= $machinePower>><<endif>>\n\n<<if $compressType is "BellyToThigh">><<set $belly -= $machinePower; $bellyBloat -= $machinePower; $thigh += $machinePower; $thighFirmness -= $machinePower; $machineBattery -= $machinePower>><<endif>>\n\n<<if $compressType is "BreastToThigh">><<set $thigh += $machinePower; $thighFirmness -= $machinePower; $breast -= $machinePower; $breastBloat -= $machinePower; $machineBattery -= $machinePower>><<endif>>\n\n<<if $compressType is "IntoThigh">><<set $girth -= $machinePower; $belly -= $machinePower; $bellyBloat -= $machinePower; $breast -= $machinePower; $breastBloat -= $machinePower; $thigh += ($machinePower * 4); $thighFirmness -= ($machinePower * 3); $machineBattery -= ($machinePower * 2)>><<endif>>\n\n<<if $compressType is "BreastToBody">><<set $girth += $machinePower; $breast -= $machinePower; $breastBloat -= $machinePower; $machineBattery -= $machinePower>><<endif>>\n\n<<if $compressType is "BellyToBody">><<set $belly -= $machinePower; $bellyBloat -= $machinePower; $girth -= $machinePower; $machineBattery -= $machinePower>><<endif>>\n\n<<if $compressType is "ThighToBody">><<set $girth += $machinePower; $thigh -= $machinePower; $thighFirmness += $machinePower; $machineBattery -= $machinePower>><<endif>>\n\n<<if $compressType is "IntoBody">><<set $belly -= $machinePower; $bellyBloat -= $machinePower; $breast -= $machinePower; $breastBloat -= $machinePower; $thigh -= $machinePower; $thighFirmness += $machinePower; $girth += ($machinePower * 4); $machineBattery -= ($machinePower * 3)>><<endif>>\n\n\n<<endnobr>><<display Metabolism>><<display Effects>><<endif>>\s\n\n<<if $doMaintenance is 1>>\n\nYou sit, removing the back panel from the equipment and setting to work!<<set $doMaintenance = 0>><<if $successMaintenance is 1>>\nAfter a bit of careful evaluation and maintenance work, ''the machine is now in <<if $machineEfficiency is "poor">><<set $machineEfficiency = "fair">>fair condition!<<elseif $machineEfficiency is "fair">><<set $machineEfficiency = "good">>good condition!<<endif>><<display MachineEfficiency>><<set $maintenanceCap = 1>>''\n<<else>>You work and fiddle with the parts, circuits, and controls, ''but the thing is fighting you all the way..!''\n<<endif>><<endif>><<if $machinePower gt $machineBattery>>\n''It looks like it's run out of power.''<<if $special_battery gt 0>> [[Use a battery. (x<<print $special_battery>>)|passage()][$special_battery -= 1; $machineBattery += random(8,24); $inUse = 0]]<<endif>><<else>><mini><center><framed><<nobr>>\n\n<<if $girth gte $machinePower>>\n[[Body Fat into Breast Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BodyToBreast"]] ♦ <<endif>>\n\n<<if $belly gte $machinePower>>\n[[Belly Fat into Breast Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BellyToBreast"]] ♦ <<endif>>\n\n<<if $thigh gte $machinePower>>\n[[Thigh Fat into Breast Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "ThighToBreast"]] ♦ <<endif>>\n\n<<if ($girth gte $machinePower) and ($belly gte $machinePower) and ($thigh gte $machinePower)>>\n[[Belly, Thigh & Body Fat into Breast Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "IntoBreast"]]<<endif>><hr>\n<<if $breast gte $machinePower>>\n[[Breast Fat into Belly Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BreastToBelly"]] ♦ <<endif>>\n\n<<if $thigh gte $machinePower>>\n[[Thigh Fat into Belly Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "ThighToBelly"]] ♦ <<endif>>\n\n<<if $girth gte $machinePower>>\n[[Body Fat into Belly Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BodyToBelly"]] ♦ <<endif>>\n\n<<if ($girth gte $machinePower) and ($breast gte $machinePower) and ($thigh gte $machinePower)>>\n[[Body, Breast & Thigh Fat into Belly Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "IntoBelly"]]<<endif>><hr>\n<<if $breast gte $machinePower>>\n[[Breast Fat into Thigh Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BreastToThigh"]] ♦ <<endif>>\n\n<<if $belly gte $machinePower>>\n[[Belly Fat into Thigh Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BellyToThigh"]] ♦ <<endif>>\n\n<<if $girth gte $machinePower>>\n[[Body Fat into Thigh Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BodyToThigh"]] ♦ <<endif>>\n\n<<if ($girth gte $machinePower) and ($breast gte $machinePower) and ($belly gte $machinePower)>>\n[[Body, Breast & Belly Fat into Thigh Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "IntoThigh"]]<<endif>><hr>\n<<if $belly gte $machinePower>>\n[[Belly Fat into Body Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BellyToBody"]] ♦ <<endif>>\n\n<<if $breast gte $machinePower>>\n[[Breast Fat into Body Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BreastToBody"]] ♦ <<endif>>\n\n<<if $thigh gte $machinePower>>\n[[Thigh Fat into Body Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "ThighToBody"]] ♦ <<endif>>\n\n<<if ($girth gte $machinePower) and ($belly gte $machinePower) and ($thigh gte $machinePower)>>\n[[Belly, Breast & Thigh Fat into Body Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "IntoBody"]]<<endif>>\n\n<<endnobr>></mini><<if ($activeOcc is "Smithier") or ($activeOcc is "Datiere")>><<if ($maintained gt 0) and ($machineEfficiency neq "good") and ($machineEfficiency neq "excellent") and ($machineEfficiency neq "flawless") and ($maintenanceCap neq 1) and ($pain lt 60)>><hr> [[Attempt Maintenance. (<<print $maintained>> attempts remaining)|passage()][$inUse = 0; $maintained -= 1; $doMaintenance = 1; $successMaintenance = either(0,1)]]<<endif>><<endif>></framed></center><<endif>>\n<center>[[Back.|$saveStateSpecial][$compressType = 0; $inUse = 0]]</center>

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/% Checks your current body type, and upgrades you to the fatter version. %/\n\n\n<<if $bodyType is 0>>\n<<set $bodyType = either("round","belly","pear")>>\n\n<<elseif $bodyType is "busty">><<set $bodyType = either("hourglass","boviete")>>\n\n<<elseif $bodyType is "hourglass">><<set $bodyType = "cubus">>\n\n<<elseif $bodyType is "round">><<set $bodyType = "bulging">>\n\n<<elseif $bodyType is "belly">><<set $bodyType = "guguetelle">>\n\n<<elseif $bodyType is "pear">><<set $bodyType = either("bulging","bloatpear")>>\n\n<<elseif $bodyType is "thigh">><<set $bodyType = "blimpthigh">><<endif>>

#storyAuthor {\n\tvisibility: hidden;\n}\n\n#sidebar { \n\twidth: 15%;\n\tcolor: #ffffff;\n overflow: hidden;\n\tposition: absolute;\n\tleft: 170px;\n\tpadding: 10px;\n}\n\n#sidebar #title, #sidebar #title:hover, #sidebar #title a {\n color: #999;\n height: 170px;\n}\n\n#sidebar #storyMenu { \n color: #ffffff;\n\ttext-decoration: none;\n}\n\n#sidebar li a{ \n\tcolor: #ff4fcf;\n}\n\n#sidebar #credits:hover { \n\tcolor: #ffffff;\n}\n\n#sidebar #credits{ \n\tcolor: #ffffff;\n}\n\n#storyMenu { \n\tcolor: #ffffff;\n}\n\n\na:link {\n color: #ff4fcf;\n\ttext-decoration: none;\n}\n\na:visited {\n color: #f449ff;\n\ttext-decoration: none;\n}\n\na:hover {\n color: #ff2f91;\n\ttext-decoration: none;\n}\n\na:active {\n color: #5aeaff;\n\ttext-decoration: none;\n}\n\n/* Disable transitions, hopefully. */\n\n.transition-in {\n\topacity: 100;\n\tposition:absolute;\n}\n.passage:not(.transition-out) {\n\ttransition: 0.5s;\n\t-webkit-transition: 0.5s;\n}\n.transition-out {\n\topacity:100;\n\tposition:absolute;\n}\n\n.passage center {\n max-width: 90%;\n margin: auto;\n}\n\n/*Background By Zone */\n\nbody[data-tags~="splash"] {\n\t\tbackground-image: [img[bg_title]];\n\t\tbackground-attachment: fixed;\n\t\tbackground-position: left top; \n\t\tbackground-repeat: no-repeat;\n\t\tbackground-size: cover;\n}\n\nbody[data-tags~="blackscreen"] {\n\t\tbackground-color: #000000;\n}\n\nbody[data-tags~="missingno"] {\n\t\tbackground-image: [img[bg_glitch]];\n\t\tbackground-attachment: fixed;\n\t\tbackground-position: left top; \n\t\tbackground-repeat: no-repeat;\n\t\tbackground-size: cover;\n}\n\nbody[data-tags~="forest"] {\n\t\tbackground-image: [img[bg_forest]];\n\t\tbackground-attachment: fixed;\n\t\tbackground-position: left top; \n\t\tbackground-repeat: no-repeat;\n\t\tbackground-size: cover;\n}\n\nbody[data-tags~="fields"] {\n\t\tbackground-image: [img[meadow_example]];\n\t\tbackground-attachment: fixed;\n\t\tbackground-position: left top; \n\t\tbackground-repeat: no-repeat;\n\t\tbackground-size: cover;\n}\n\nbody[data-tags~="freshwater"] {\n\t\tbackground-image: [img[bg_freshwater]];\n\t\tbackground-attachment: fixed;\n\t\tbackground-position: left top; \n\t\tbackground-repeat: no-repeat;\n\t\tbackground-size: cover;\n}\n\n\nbody[data-tags~="desert"] {\n\t\tbackground-image: [img[desert_example]];\n\t\tbackground-attachment: fixed;\n\t\tbackground-position: left top; \n\t\tbackground-repeat: no-repeat;\n\t\tbackground-size: cover;\n}\n\nbody[data-tags~="fields"] {\n\t\tbackground-image: [img[meadow_example]];\n\t\tbackground-attachment: fixed;\n\t\tbackground-position: left top; \n\t\tbackground-repeat: no-repeat;\n\t\tbackground-size: cover;\n}\n\nbody[data-tags~="moundshop"] {\n\t\tbackground-image: [img[bg_moundshop]];\n\t\tbackground-attachment: fixed;\n\t\tbackground-position: left top; \n\t\tbackground-repeat: no-repeat;\n\t\tbackground-size: cover;\n}\n\nbody[data-tags~="hypofarm"] {\n\t\tbackground-image: [img[bg_bovieterie]];\n\t\tbackground-attachment: fixed;\n\t\tbackground-position: left top; \n\t\tbackground-repeat: no-repeat;\n\t\tbackground-size: cover;\n}\n\nbody[data-tags~="abandonedmound"] {\n\t\tbackground-image: [img[bg_abandoned]];\n\t\tbackground-attachment: fixed;\n\t\tbackground-position: left top; \n\t\tbackground-repeat: no-repeat;\n\t\tbackground-size: cover;\n}\n\nbody[data-tags~="abitte"] {\n\t\tbackground-image: [img[bg_abitte]];\n\t\tbackground-attachment: fixed;\n\t\tbackground-position: left top; \n\t\tbackground-repeat: no-repeat;\n\t\tbackground-size: cover;\n}\n\n.passage { \n\twidth: 50%;\n\tposition: absolute;\n\tleft: 300px;\n color: #ffffff;\n\tbackground-image: [img[60-blk]];\n\tbackground-size: contain;\n\tbackground-repeat: repeat;\n overflow: hidden;\n\tpadding: 15px;\n}\n\nhr {\n\tborder: 0;\n\tcolor: #fff;\n\tbackground-color: #fff;\n\theight: 1px;\n}\n\nmini {\n\tfont-family: "Arial";\n font-size: 10px;\n}\n\nxtramini {\n\tfont-family: "Arial";\n font-size: 9px;\n}\n\nlarge {\n\tfont-family: "Arial";\n font-size: 11px;\n}\n\nframe {\n\tborder: 1px solid #ffffff;\n}\n\nalert {\n\tfont-family: "Arial";\n font-size: 9px;\n\tcolor: #f2daab;\n\tpadding: 0; \n}\n\naffirmative {\n\tcolor: #a2e878;\n}\n\ncheery {\n\tcolor: #a3e7e8;\n}\n\nsoftalert {\n\tcolor: #f5b999;\n}\n\nbrightalert {\n\tcolor: #fcc43c;\n}\n\ndeepalert {\n\tcolor: #f88243;\n}\n\nredalert {\n\tcolor: #ff2d5e;\n}\n\nmirometer {\n\tcolor: #ff9dd4;\n}\n\nmutation {\n\tcolor: #ff3ac5;\n}\n\nwarning {\n\tcolor: #f9cd81;\n}\n\nseriouswarning {\n\tcolor: #ff894f;\n}\n\ncriticalwarning {\n\tcolor: #ff574f;\n}\n\nrain {\n\tcolor: #9bcedb;\n}\n\nhypo {\n\tcolor: #c6c8cc;\n}\n\nbleak {\n\tcolor: #9d9bb0;\n}\n\ndeep {\n\tcolor: #0072bc;\n}\n\nbanner {\n\tborder: 1px solid #fff;\n\tcolor: #000;\n\tbackground-color: #cee3f0;\n\theight: 5px;\n}\n\nframed {\n\tdisplay: block;\n\tmargin-left: auto;\n margin-right: auto;\n width: 80%;\n\tpadding:1em; \n\tborder: 1px solid white; \n\tbackground-color: #000;\n\tfont-family: "Arial";\n font-size: 10px;\n}\n\nframedalert {\n\tdisplay: block;\n\tmargin-left: auto;\n margin-right: auto;\n width: 80%;\n\tborder: 1px solid white; \n\tbackground-color: #000;\n\tfont-family: "Arial";\n font-size: 9px;\n}\n\nframedaccent {\n\tdisplay: block;\n\tmargin-left: auto;\n margin-right: auto;\n width: 80%;\n\tpadding:1em; \n\tborder: 1px solid white; \n\tbackground-color: #111;\n\tfont-family: "Arial";\n font-size: 10px;\n}\n\ninvisible {\n\tvisibility: hidden;\n}

You walk into the fatiere, the deep bass hum of the pumps reverberating through the walls and floor.\n\n<<nobr>><<if $mannedShop is 0>><<display RevecroixRandomizer>><<set $fatier = $randomRevecroix; $mannedShop = 1; $fatierDesc = either("sleek","plump","round","fat","blubbery","busty","blubber-stuffed","blimplike","gelatinous"); $fatierVoice = either("singsong","cheery","chirpy","gruff","warbling","shrill","deep","rich","melodic","honeyed","smooth","silky"); $fatiereStock = either(5000,6000,7000,8000,9000,10000,20000,30000,40000,50000,80000,100000,100000,200000,300000,400000,500000,500000,600000,700000,800000,900000,1000000,1100000,1200000,1300000,1400000,1500000)>><<endif>><<endnobr>><<if $service is 0>>A <<print $fatierDesc>> <<print $fatier>> polishes its desk with a soft-looking scrap of cloth as it glances up at you.\n\n<<if $fatiereStock gte 500000>><<if $fatScore gte 1500>>"//Auia//, friend-- I hope I can interest you in ''buying some of our stock today,''" it says with a <<print $fatierVoice>> voice and a winning smile. "We've got ''quite the surplus, and I'd be willing to let it go for practically //nothing~!//''"<<elseif $fatScore lt 1500>>"//Aui--//Oh, dear //Administre, LOOK at you!//" it gasps, practically hurling the cloth across the room in shock.\n"Nonononono//noooo//, this won't do //at ''all''//," the //fatier// clucks anxiously, leaping up and stalking around you in an appraising circle. "You're practically //bones!// ..if you even have them. I'm not certain.\n\n"Listen, I tell you what. \nWe're fine for stock-- really, no, we're //brilliant//. ''If you're here to have a job done''-- and you'd //BETTER be//, let me tell you, friend--, ''I'm not gonna charge you for it. //At all//''.\nSo, come on. ''Just come back and I'll get you all set up, on me. //PLEASE!//''"<<endif>><<else (if $fatiereStock lt 2500) and (if $fatiereStock gt 500)>><<if $fatScore gte 1500>>"//Auia//, friend, and welcome. What can I help you with today?"<<elseif $fatScore lt 1500>>It frowns concernedly, dropping the cloth and sitting up in its chair.\n"Oh, //look at you//, you poor thing. //Who did it to you?// Just tell me, and I'll-- ah, no, no," it sighs, shaking its head.\n"Listen-- ''I'm authorized to give discounts to persons in need, as they say, and I'm //pretty sure// you're in need.'' \nI'd hate to take perfectly good //consiee// off of you, but I'm alright with paying the difference, okay?"<<endif>><<nobr>>\n\n<<endnobr>><<elseif $fatiereStock lte 20000>><<if $fatScore gte 3000>>"Oh, ''//do// tell me you're going to let us have some of that,''" it says wishfully, unabashedly admiring your body. \n"Stock's pretty dry lately, and, well... //you// certainly aren't, hmm? ''I'd be happy to pay handsomely!''"<<elseif ($fatScore lt 3000) and ($fatScore gt 2000)>>"I don't want to push, of course," says the <<print $fatier>> fatiee, "But ''we could stand to replenish our stock a bit, and we're happy to pay extra for the privilege,'' as you can see on the board over there..." they gesture pointedly over to the sign.\n"//Just so you know, of course.//"<<elseif $fatScore lt 1500>>The //fatier// sighs dramatically at you.\n"On one hand, ''we're in a bit of a downturn, stockwise,''" it begins. "But on the other hand, ''what kind of person would I be if I didn't offer you a discount on what we've got left?'' \nIt won't be much of one, admittedly, but... Rose help me, I can't just let you walk into my Fatiere and ''starve before my eyes, now, //can I..?//''"<<endif>><<endif>><<endif>>\s\n\s\n\s\n<<if $service neq 0>>The <<print $fatier>> //fatier// gently leads you through the Fatiere and into a room of your own, skillfully strapping you into a series of belts and cables made to hold you down safely during the process.\n\nSatisfied, it gives you a big grin. "All ready. Don't be nervous, alright? It'll be over before you know it..."\n\nGiving you a reassuring pat on the shoulder, the <<print $fatier>><<if $service is 1>>leans to examine you carefully ''before pulling a huge, thick hose from a holder on the wall, pressing the nozzle end firmly-- and a bit painfully-- into your flesh.''\n\n"It's going to be a bit loud, so--" it says as the hose hisses to life, seeming to inflate even bigger as it takes a first gasp from the pumps behind the room.\n\nA long moment passes... ''then you feel your <<print $fatierePumped>> begin to slowly, steadily expand, the hose rhythmically inflating you not unlike an enormous, high-powered bicycle pump.\nYou wriggle in your bonds, as much to get comfortable as in response to the odd, rather pleasant sensation, your <<print $fatierePumped>> swelling rounder and rounder with each hiss.'' <<nobr>>\n\n<<if $bulk is 0>>\n\n<<if $fatierePumped is "body">><<set $girth += 250>><<set $bellyBloat = $maxBelly; $breastBloat = $maxBreast>>\n<<elseif $fatierePumped is "breasts">><<set $breast += 250>><<set $breastBloat = $maxBreast>>\n<<elseif $fatierePumped is "belly">><<set $belly += 250>><<set $bellyBloat = $maxBelly>>\n<<elseif $fatierePumped is "thighs">><<set $thigh += 250>><<endif>><<set $thighFirmness = 1000>>\n\n<<elseif $bulk is 1>>\n\n\n<<if $fatierePumped is "body">><<set $girth += 2500>><<set $bellyBloat = $maxBelly; $breastBloat = $maxBreast>>\n<<elseif $fatierePumped is "breasts">><<set $breast += 2500>><<set $breastBloat = $maxBreast>>\n<<elseif $fatierePumped is "belly">><<set $belly += 2500>><<set $bellyBloat = $maxBelly>>\n<<elseif $fatierePumped is "thighs">><<set $thigh += 2500>><<endif>><<set $thighFirmness = 1000>>\n\n<<endif>>\n\n<<endnobr>>\n\nBefore long, the pump slows to a stop, and the //fatier// gently removes the hose, patching you up and giving your plumped-up <<print $fatierePumped>> a firm, skillful massage.<<set $maxBelly += either(0,0,10,10,20); $maxBreast += either(0,0,10,10,20)>>\n\n"And there we are!" it announces finally. "Need anything else?"<<if $bulk is 0>><<set $fatiereStock -= 250>><<elseif $bulk is 1>><<set $fatiereStock -= 2500>><<endif>><<elseif $service is 2>>leans to take one of your arms, ''skillfully injecting you with... //something//...\n\nYour vision blurs, your head sways, and then ~~you...~~''<<nobr>><<if $bulk is 0>>\n\n<<set $fatieeProgress += 25>>\n\n<<if $fatierePumped is "body">><<set $girth -= 250>>\n<<elseif $fatierePumped is "breasts">><<set $breast -= 250>>\n<<elseif $fatierePumped is "belly">><<set $belly -= 250>>\n<<elseif $fatierePumped is "thighs">><<set $thigh -= 250>><<endif>>\n\n<<elseif $bulk is 1>>\n\n<<set $fatieeProgress += 250>>\n\n<<if $fatierePumped is "body">><<set $girth -= 2500>>\n<<elseif $fatierePumped is "breasts">><<set $breast -= 2500>>\n<<elseif $fatierePumped is "belly">><<set $belly -= 2500>>\n<<elseif $fatierePumped is "thighs">><<set $thigh -= 2500>>\n\n<<endif>><<endif>>\n\n<<endnobr>><<set $bellyBloat = 0; $food += $fatiereOffering>>\n\n\n"There. ''All done!''" the //fatier// announces, its voice echoing disconcertingly in your ears as you snap awake, <<if $bulk is 0>>25<<elseif $bulk is 1>>250<<set $girth -= 2500>><<endif>>~~gi~~ lighter...\n\n"Will that be it for today, or are you up for another go? \nYou should rest and have a snack first, either way..."\n\nThe //fatier// waddles off, returning shortly with a bottle of thick milk and a tray of buttercakes for you, which you devour hungrily and appreciatively. "You did well! We are packing up your //consiee// for you now. //Thank you!//"<<set $calories += either(300,350,400,450,500,550,600,650,700)>><<if $bulk is 0>><<set $fatiereStock += 250>><<elseif $bulk is 1>><<set $fatiereStock += 2500>><<endif>><<endif>><<endif>>\n<<nobr>>\n<<if $fatiereStock lt 10000>><<set $fatiereAsking = 120; $fatiereOffering = 100; $fatiereDiscount = 100>><<endif>>\n<<if ($fatiereStock gte 10000) and ($fatiereStock lt 200000)>><<set $fatiereAsking = 80; $fatiereOffering = 65; $fatiereDiscount = 75>><<endif>>\n<<if ($fatiereStock gte 200000) and ($fatiereStock lt 500000)>><<set $fatiereAsking = 60; $fatiereOffering = 45; $fatiereDiscount = 50>><<endif>>\n<<if ($fatiereStock gte 500000) and ($fatiereStock lt 1000000)>><<set $fatiereAsking = 35; $fatiereOffering = 25; $fatiereDiscount = 15>><<endif>>\n<<if $fatiereStock gte 1000000>><<set $fatiereAsking = 25; $fatiereOffering = 10; $fatiereDiscount = 0>><<endif>> \n\n<<endnobr>><hr>''<<print $location>> of <<print $locName>> Fatiere Rates''------------------------\n\n<center>__''SELLING:''__25~~gi~~ for <<print $fatiereAsking>>~~consiee~~ \n__''BUYING:''__25~~gi~~ for <<print $fatiereOffering>>~~consiee~~ </center>\n\n<center>//~~''Please note!!'' \nWe do not purchase fat from individuals under 150gi for your health & safety. ''We will sell to you at a discount.''\n''Rates fluctuate based on demand.''\nThank you! - management~~//</center>\n\n<<display Metabolism>><<display Alert>><<display Effects>><center><framed><<nobr>>\n\n<<if ($food gte $fatiereAsking) and ($fatiereStock gte 25)>><<if $fatScore gte 1500>>[[Fatten Body.|passage()][$service = 1; $bulk = 0; $food -= $fatiereAsking; $fatierePumped = "body"]]\n\n<<if ($food gte ($fatiereAsking) * 10) and ($fatiereStock gte 250)>> ♦ [[Fatten Body. (x10)|passage()][$service = 1; $bulk = 1; $food -= ($fatiereAsking * 10); $fatierePumped = "body"]]<<endif>>\n\n<<elseif $fatScore lt 1500>>[[Fatten Body.|passage()][$service = 1; $food -= $fatiereDiscount; $fatierePumped = "body"]]\n\n<<if ($food gte ($fatiereAsking) * 10) and ($fatiereStock gte 250)>> ♦ [[Fatten Body. (x10)|passage()][$service = 1; $bulk = 1; $food -= ($fatiereDiscount* 10); $fatierePumped = "body"]]<<endif>><<endif>><<endif>>\n\n\n\n<<if ($food gte $fatiereAsking) and ($fatiereStock gte 25)>><<if $fatScore gte 1500>> ♦ [[Fatten Breasts.|passage()][$service = 1; $bulk = 0; $food -= $fatiereAsking; $fatierePumped = "breasts"]]\n\n<<if ($food gte ($fatiereAsking) * 10) and ($fatiereStock gte 250)>> ♦ [[Fatten Breasts. (x10)|passage()][$service = 1; $bulk = 1; $food -= ($fatiereAsking * 10); $fatierePumped = "breasts"]]<<endif>>\n\n<<elseif $fatScore lt 1500>> ♦ [[Fatten Breasts.|passage()][$service = 1; $food -= $fatiereDiscount; $fatierePumped = "breasts"]]\n\n<<if ($food gte ($fatiereAsking) * 10) and ($fatiereStock gte 250)>> ♦ [[Fatten Breasts. (x10)|passage()][$service = 1; $bulk = 1; $food -= ($fatiereDiscount* 10); $fatierePumped = "breasts"]]<<endif>><<endif>><<endif>>\n\n\n\n<<if ($food gte $fatiereAsking) and ($fatiereStock gte 25)>><<if $fatScore gte 1500>> ♦ [[Fatten Belly.|passage()][$service = 1; $bulk = 0; $food -= $fatiereAsking; $fatierePumped = "belly"]]\n\n<<if ($food gte ($fatiereAsking) * 10) and ($fatiereStock gte 250)>> ♦ [[Fatten Belly. (x10)|passage()][$service = 1; $bulk = 1; $food -= ($fatiereAsking * 10); $fatierePumped = "belly"]]<<endif>>\n\n<<elseif $fatScore lt 1500>>[[Fatten Belly.|passage()][$service = 1; $food -= $fatiereDiscount; $fatierePumped = "belly"]]\n\n<<if ($food gte ($fatiereAsking) * 10) and ($fatiereStock gte 250)>> ♦ [[Fatten Belly. (x10)|passage()][$service = 1; $bulk = 1; $food -= ($fatiereDiscount* 10); $fatierePumped = "belly"]]<<endif>><<endif>><<endif>>\n\n\n<<if ($food gte $fatiereAsking) and ($fatiereStock gte 25)>><<if $fatScore gte 1500>> ♦ [[Fatten Thighs.|passage()][$service = 1; $bulk = 0; $food -= $fatiereAsking; $fatierePumped = "thighs"]]\n\n<<if ($food gte ($fatiereAsking) * 10) and ($fatiereStock gte 250)>> ♦ [[Fatten Thighs. (x10)|passage()][$service = 1; $bulk = 1; $food -= ($fatiereAsking * 10); $fatierePumped = "thighs"]]<<endif>>\n\n<<elseif $fatScore lt 1500>>[[Fatten Thighs.|passage()][$service = 1; $food -= $fatiereDiscount; $fatierePumped = "thighs"]]\n\n<<if ($food gte ($fatiereAsking) * 10) and ($fatiereStock gte 250)>> ♦ [[Fatten Thighs. (x10)|passage()][$service = 1; $bulk = 1; $food -= ($fatiereDiscount* 10); $fatierePumped = "thighs"]]<<endif>><<endif>><<endif>>\n\n\n\n<<if $fatScore gte 1500>> ♦ [[Sell Body Fat.|passage()][$service = 2; $food += $fatiereOffering; $fatierePumped = "body"]]<<if $fatScore gte 2550>> ♦ [[Sell Body Fat. (x10)|passage()][$service = 2; $bulk = 1; $food += ($fatiereOffering * 10); $fatierePumped = "body"]]<<endif>><<endif>>\n\n\n<<if $breast gte 300>> ♦ [[Sell Breast Fat.|passage()][$service = 2; $food += $fatiereOffering; $fatierePumped = "breasts"]]<<if $breast gte 2550>> ♦ [[Sell Breast Fat. (x10)|passage()][$service = 2; $bulk = 1; $food += ($fatiereOffering * 10); $fatierePumped = "breasts"]]<<endif>><<endif>>\n\n\n<<if $belly gte 300>> ♦ [[Sell Belly Fat.|passage()][$service = 2; $food += $fatiereOffering; $fatierePumped = "belly"]]<<if $belly gte 2550>> ♦ [[Sell Belly Fat. (x10)|passage()][$service = 2; $bulk = 1; $food += ($fatiereOffering * 10); $fatierePumped = "belly"]]<<endif>><<endif>>\n\n\n<<if $thigh gte 300>> ♦ [[Sell Thigh Fat.|passage()][$service = 2; $food += $fatiereOffering; $fatierePumped = "thighs"]]<<if $thigh gte 2550>> ♦ [[Sell Thigh Fat. (x10)|passage()][$service = 2; $bulk = 1; $food += ($fatiereOffering * 10); $fatierePumped = "thighs"]]<<endif>><<endif>>\n\n<<endnobr>></framed>\n[[Leave.|$saveStateEncounter][$itemPool = 0; $encounterPool = 0; $mannedShop = 0; $service = 0; $bulk = 0; $explore = 3; $indoorZone = 0; $dungeonType = 0; $justLeftType = "area"; $justLeft = "Fatiere"; $stepcounter = 1; $stepsCounted = 0]]</center>

<<if $overrideExplore is 0>>''<<print $specialIntro>>'' <<if $dungeonEntrance is 1>>[[<<print $executeDesc>>|$specialArea][$saveStateSpecial = "Explore"; $specStatus = 0; $exploring = 3; $indoorZone = 1]]<<elseif $indoorZone is 1>>[[<<print $executeDesc>>|$specialArea][$saveStateSpecial = passage(); $specStatus = 0; $exploring = 2]]<<else>>[[<<print $executeDesc>>|$specialArea][$saveStateEncounter = passage(); $specStatus = 0; $exploring = 3; $toggleDisplay = 1]]<<endif>><<endif>>

<framedalert><center>\n\n/% ============================================================ %/\n/% Pain alerts %/\n\n/% 20-30% pain %/\n<<if $health is "Sore">>\n\n[img[icon_alert_critical]]<brightalert>You ache a bit...</brightalert><<endif>>\n\n/% 30-50% pain %/\n<<if $health is "Pained">>\n\n[img[icon_alert_critical]]<brightalert>It hurts...</brightalert><<endif>>\n\n/% 50-70% pain %/\n<<if $health is "Suffering">>\n\n[img[icon_alert_red]]<deepalert>''You're in a lot of pain!''</deepalert><<endif>>\n\n/% 70-99% pain %/\n<<if $health is "Agonized!">>\n\n[img[icon_alert_red]]<deepalert>''//It's getting harder and harder t-to...//''</deepalert><<endif>>\n\n/% Pain-based Immobility (Important alert, double linebreak) %/\n<<if ($immobile is 1) and ($immobileMode is 0) and ($immobilityDisabled is 0) and ($immobilityCause is "pain")>>\n\n[img[icon_alert_red]]The pain is too great... ''<redalert>Overcome, you collapse in agony!</redalert>''<<set $immobileMode = 1; $autorest = 0>><<endif>>\n\n\n/% ============================================================ %/\n/% Gain alerts %/\n\n/% 20% to immobility %/\n<<if $gain20 is 1>>\n\n<hr>[img[icon_gain]]Your body jiggles pleasantly. ''You've put on a bit of weight!''<<set $gain20 = 2>><<endif>>\n\n/% 35% to immobility %/\n<<if $gain35 is 1>>\n\n<hr>[img[icon_gain]]You pause for a moment, and your body wobbles like jelly. ''You're getting //really// fat...''<<set $gain35 = 2>><<endif>>\n\n/% 50% to immobility %/\n<<if $gain50 is 1>>\n\n<hr>[img[icon_gain]]Your soft, blubbery body jiggles with each breath you take...<<set $gain50 = 2>><<endif>>\n\n/% 75% to immobility %/\n<<if $gain75 is 1>>\n\n<hr>[img[icon_gain]]Gasping and panting, you pause to catch your breath, ''watching as your enormous, blubbery body ripples and dances around you like liquid.\n<redalert>It's getting harder and harder to move...''</redalert><<set $gain75 = 2; $autoRest = 0>><<endif>>\n\n/% Sub-immobility (90%) %/\n<<if $gain90 is 1>>\n\n<hr>[img[icon_alert]]Your bloated, doughy body quakes and jiggles as you squirm, shifting your enormous weight.\n<redalert>''You've swollen up into a huge, blubbery ball, and if you get much fatter...''</redalert><<set $gain90 = 2; $autoRest = 0>><<endif>>\n\n/% Girth-based Immobility (Important alert, double linebreak) %/\n<<if ($immobile is 1) and ($immobileMode is 0) and ($immobilityDisabled is 0) and ($immobilityCause is "girth")>>\n\n<hr>[img[icon_alert_red]]Gasping, you begin to continue along on your way... ''but fail, your gargantuan body quivering and wobbling around you.\n<redalert>You've grown too fat to move!</redalert>''<<set $immobileMode = 1; $autorest = 0>><<endif>>\n\n/% Special - leupai brooding mode %/\n<<if $leupaiBroodMode is 1>>\n\n<hr>[img[icon_alert]]Your belly gurgles oddly, slowly bloating rounder as you watch with curiosity. ''Your body is starting to fatten up on its own, and is sending your egg production into overdrive..!''<<set $leupaiBroodMode = 2>><<endif>>\n\n\n/% ============================================================ %/\n/% Belly alerts %/\n/% Massive belly %/\n<<if $bellyGrowth is 3>>\n\n<hr>[img[icon_gain]]Your gargantuan belly ripples and surges around you, finally swelling fat enough to block your view... and ''dwarfing the rest of your body!''<<set $bellyGrowth = 4>><<endif>>\n\n/% Huge belly %/\n<<if $bellyGrowth is 1>>\n\n<hr>[img[icon_gain]]Your great, fat belly lurches and jiggles impressively, billowing well ahead of the rest of you!<<set $bellyGrowth = 2>><<endif>>\n\n/% Max belly bloat %/\n<<if $bellyBloat gte (($maxBelly * 1.2) + $stretchMod)>><<set $bellyBloat = (($maxBelly * 1.2) + $stretchMod); $randomizer = either(0,1); $lethalKO = 1; $deathCause = "burst belly">><<if $randomizer is 1>>\n<hr>[img[icon_alert]]Your belly creaks loudly, ''bloated up into a perfectly round, agonizingly tight globe!''<<set $autorest = 0>><<endif>><<endif>>\n\n/% ============================================================ %/\n/% Breast alerts %/\n/% Breast bloat %/\n<<if ($breastStatus is "engorged") and ($bloatedBreasts is 0)>>\n\n<hr>[img[icon_alert]]Your breasts are growing tight and full...<<set $bloatedBreasts = 1>><<endif>>\n\n/% Massive breast bloat %/\n<<if ($breastStatus is "creaking") and ($bloatedBreasts is 1)>>\n\n<hr>[img[icon_alert]]Your breasts wobble and creak, swelling up like balloons as the pressure in them continues to rise!<<set $bloatedBreasts = 2>><<endif>>\n\n/% Massive breasts %/\n<<if $breastGrowth is 5>>\n\n<hr>[img[icon_gain]]Quivering and shaking, your gargantuan, blubbery breasts heave atop your chest, making it hard to see!<<set $breastGrowth = 6>><<endif>>\n\n/% Huge breasts %/\n<<if $breastGrowth is 3>>\n\n<hr>[img[icon_gain]]Your huge, fat breasts quiver as you move!<<set $breastGrowth = 4>><<endif>>\n\n/% Big breasts %/\n<<if $breastGrowth is 1>>\n\n<hr>[img[icon_gain]]Your breasts wobble and jiggle pleasantly. They seem to be plumping up!<<set $breastGrowth = 2>><<endif>>\n\n/% Massive breast bloat %/\n<<if $blimpBreasts is 1>>\n\n<hr>[img[icon_alert]]Your breasts wobble and bounce as they swell into enormous, tight globes!<<set $blimpBreasts = 2>><<endif>>\n\n/% Max breast bloat %/\n<<if $breastBloat gte ($maxBreast * 1.2)>><<set $randomizer = either(0,1)>><<if $randomizer is 1>>\n\n<hr>[img[icon_alert]]Your breasts are creaking loudly-- swollen so round and tight that light shines through the skin!<<set $autorest = 0>><<endif>><<endif>>\n\n/% ============================================================ %/\n/% Thigh alerts %/\n/% Flabby thighs %/\n<<if $thighFatness is 1>>\n\n<hr>[img[icon_gain]]Your thighs are growing soft and plump!<<set $thighFatness = 2>><<endif>>\n\n/% Fat thighs %/\n<<if $thighFatness is 3>>\n\n<hr>[img[icon_gain]]Your thighs jiggle and quiver!<<set $thighFatness = 4>><<endif>>\n\n/% Bloated thighs %/\n<<if $thighFatness is 5>>\n\n<hr>[img[icon_gain]]Your blubbery, squishy thighs ripple as you move!<<set $thighFatness = 6>><<endif>>\n\n/% ============================================================ %/\n/% Clothing %/\n\n\n/% Stretched garments %/\n\n<<if ($topSnug is 1) and ($topStretched1 is 0)>>\n\n<hr>[img[icon_alert]]Your <<print $topWorn>> hugs your growing body tightly!<<set $topStretched1 = 1>><<endif>>\n\n<<if ($beltSnug is 1) and ($beltStretched1 is 0)>>\n\n<hr>[img[icon_alert]]Your <<print $beltWorn>> hugs your growing belly tightly!<<set $beltStretched1 = 1>><<endif>>\n\n<<if ($pantsSnug is 1) and ($pantsStretched1 is 0)>>\n\n<hr>[img[icon_alert]]Your <<print $pantsWorn>> hug<<if $pantsGrammar is 1>>s<<endif>> your growing thighs tightly!<<set $pantsStretched1 = 1>><<endif>>\n\n\n/% Near-bursting garments %/\n\n<<if ($topTight is 1) and ($topStretched2 is 0)>>\n\n<hr>[img[icon_alert]]Your <<print $topWorn>> creaks softly, stretched skin-tight around your expanding figure!<<set $topStretched2 = 1>><<endif>>\n\n<<if ($beltTight is 1) and ($beltStretched2 is 0)>>\n\n<hr>[img[icon_alert]]Your <<print $beltWorn>> creaks, stretching tight as your belly grows even rounder!<<set $beltStretched2 = 1>><<endif>>\n\n<<if ($pantsTight is 1) and ($pantsStretched2 is 0)>>\n\n<hr>[img[icon_alert]]Your <<print $pantsWorn>> squeeze<<if $pantsGrammar is 1>>s<<endif>> your bulging thighs, the seams beginning to pull apart!<<set $pantsStretched2 = 1>><<endif>>\n\n/% Clothing Burst (Important alert, double linebreak) %/\n\n<<if $topBurst is 1>>\n\n<hr>[img[icon_alert_critical]]Your <<print $topWorn>> creaks loudly before bursting open, your breasts and belly jiggling as they spill out!<<set $topBurst = 0; $topElasticityStatus = 0; $topWorn = "nothing"; $topElasticity = 0; $topElasticityMax = 0>><<set $autorest = 0>><<endif>>\n\n<<if $beltBurst is 1>>\n\n<hr>[img[icon_alert_critical]]Your <<print $beltWorn>> creaks loudly before bursting open, your wobbling belly spilling out of the remains!<<set $beltBurst = 0; $beltElasticityStatus = 0; $beltWorn = "nothing"; $beltElasticity = 0; $beltElasticityMax = 0>><<set $autorest = 0>><<endif>>\n\n<<if $pantsBurst is 1>>\n\n<hr>[img[icon_alert_critical]]Your <<print $pantsWorn>> creak<<if $pantsGrammar is 1>>s<<endif>> loudly before bursting open, freeing your jiggling thighs!<<set $pantsBurst = 0; $pantsElasticityStatus = 0; $pantsWorn = "nothing"; $pantsElasticity = 0; $pantsElasticityMax = 0>><<set $autorest = 0>><<endif>>\n\n/% ============================================================ %/\n/% Bonus gaining (Important alert, double linebreak) %/\n<<if $plumpingUp is 1>>\n\n<hr>[img[icon_alert]]You furrow your brow.\n''It seems as though you're putting on more weight than you aught to be...''<<set $plumpingUp = 2>><<endif>>\n\n/% Bonus draining (Important alert, double linebreak) %/\n<<if $witheringAway is 1>>\n\n<hr>[img[icon_alert]]You furrow your brow.\n''It seems as though you're dropping weight more quickly than you aught to be...''<<set $witheringAway = 2>><<endif>>\n\n/% Leupai cold exposure weight gain %/\n<<if $leupaiFlag is 1>>\n<<if $coldWeather is 1>>\n<hr>[img[icon_alert]]Your body is producing extra fat to protect you from the cold weather!<<endif>>\n\n/% Leupai heat exposure bloating %/\n<<if $hotWeather is 1>>\n<hr>[img[icon_alert]]The high temperature is causing your body to ''expand!''<<endif>><<endif>>\n\n/% ============================================================ %/\n/% Parasites %/\n\n<<if $parasiteBellyGaining is 1>>\n\n<hr>[img[icon_gain]]Your belly jiggles... ''it's plumping up rather quickly''..!<<set $parasiteBellyGaining = 0>><<endif>>\n\n<<if $parasiteBreastGaining is 1>>\n\n<hr>[img[icon_gain]]Your breasts jiggle... ''they're plumping up rather quickly''..!<<set $parasiteBreastGaining = 0>><<endif>>\n\n\n/% ============================================================ %/\n/% Mutation %/\n\n/% Ambient Mirajin %/\n\n<<if ($mirajinRads gte 20) and ($mirajinRads lt 100)>>\n\n<hr>[img[icon_alert]]//<mirometer>You feel lightheaded and dreamy...</mirometer>//\n\n<<elseif ($mirajinRads gte 100) and ($mirajinRads lt 250)>>\n\n<hr>[img[icon_alert]]//<mirometer>You feel undeniably ''<mutation>odd</mutation>...''</mirometer>//\n\n<<elseif ($mirajinRads gte 250) and ($mirajinRads lt 500)>>\n\n<hr>[img[icon_alert]]<mutation>''Something is wrong!'' //You can feel it in your bones...//</mutation>\n\n<<elseif ($mirajinRads gte 500) and ($mirajinRads lt 800)>>\n\n<hr>[img[icon_alert_critical]]<mutation>''Your flesh is crawling!''</mutation>\n\n<<elseif ($mirajinRads gte 800) and ($mirajinRads lt 900)>>\n\n<hr>[img[icon_alert_critical]]<mutation>''Your flesh writhes, bulges, and throbs!''</mutation>\n\n<<elseif $mirajinRads gte 900>>\n\n<hr>[img[icon_alert_critical]]<mutation>''Your flesh writhes, bulges, and throbs!''</mutation><redalert> ''You cry out in agony as your body ripples, convulses, and distorts chaotically!''</redalert><<endif>>\n\n\n/% Subtle Mutations %/\n\n<<if $mutationFlagI is 1>>\n\n<hr>[img[icon_alert_critical]]<mirometer>You feel particularly strange...</mirometer><<set $mutationFlagI = 0>><<endif>>\n\n<<if $mutationFlagII is 1>>\n\n<hr>[img[icon_alert_critical]]<mirometer>''<<print $mutationDesc>>''</mirometer><<set $mutationFlagII = 0>><<endif>>\n\n<<if $mutationFlagIII is 1>>\n\n<hr>[img[icon_alert_critical]]<mutation>''<<print $mutationDesc>>''</mutation><<set $mutationFlagIII = 0>><<endif>>\n\n/% Miratoxin %/\n\n<<if $miraPoisoning gte 1>>\n\n<hr>[img[icon_alert]]//You feel a bit off...//<<endif>>\n\n\n/% Leupai miratoxin exposure %/\n<<if $miraFattening is 1>>\n<hr>[img[icon_gain]]''Your <<print $miraFattened>> up before your eyes'', bolstered by the excess mirajin!<<set $miraFattening = 0>><<endif>>\n\n\n/% Somniation (Important alert, double linebreak) %/\n\n<<if $somniating is 1>>\n\n<hr>[img[icon_alert_critical]]<deepalert>You suddenly feel very strange, as if your entire body is... ''wrong somehow...''</deepalert><<set $somniating += 1>><<elseif $somniating is 2>><<set $somniating += either(0,0,1)>><<elseif $somniating is 3>>\n\n<hr>[img[icon_alert_critical]]<deepalert>You cry out in pain and shock as your teeth and nails sharpen and elongate, your ears lengthening to points!</deepalert> \n<mutation>''You've mutated into //something else..!//''</mutation><<set $species = "somnian"; $somniating = 0; $miraPoisoning = 0; $pain += random(15,30)>><<set $autorest = 0>><<endif>>\n\n\n/% Realization (Important alert, double linebreak) %/\n\n<<if $realizing is 1>>\n\n<hr>[img[icon_alert_critical]]<deepalert>''You cry out in pain and shock as your body begins to bloat and distort! \n//You're mutating!//''</deepalert><<set $realizing += 1; $pain += random(3,5)>><<elseif ($realizing gte 2) and ($transformationDuration gt 1)>><<if $skipRound is 1>><<set $skipRound = 0>><<elseif $skipRound is 0>>\n\n<hr>[img[icon_alert_critical]]<deepalert>''Squirming and gasping, you whimper as your body continues to expand, swelling with fat and muscle as your insides twist and change!''</deepalert><<set $transformationDuration -= 1; $pain += random(3,5)>><<endif>><<elseif ($realizing gte 2) and ($transformationDuration is 1)>>\n\n<hr>[img[icon_alert_critical]]<deepalert>''You collapse onto your knees, crying out in agony as your body bulges even rounder, your visage twisting into something alien and reptilian as your greatly-increased bulk wobbles gelatinously around you, your scaly skin creaking as it struggles to contain you.</deepalert>\n\n<mutation>You've mutated into //something else..!//</mutation>''<<set $species = "leupai"; $somniation = 0; $somniating = 0; $realizing = 0; $transformationDuration = 0; $miraPoisoning = 0; $pain += random(3,5); $bodyColor = $fullChroma>><<set $autorest = 0>><<endif>>\n\n/% Fyynling Mutation (Important alert, double linebreak) %/\n\n<<if $fyyningMutation is 1>>\n\n<hr>[img[icon_gain]]<deepalert>''You gasp as your body jiggles and quivers, suddenly growing softer, fatter, and flabbier!\nWhat's going on..?''</deepalert><<set $fyyningMutation = 2>><<set $autoRest = 0>><<endif>>\n\n<<if $fyyningMutation is 3>>\n\n<hr>[img[icon_alert_critical]]<deepalert>''You cry out in shock as your body suddenly bloats even fatter, billowing outwards as it becomes as soft and pillowy as dough, jiggling as it settles!\n\nIf this continues on, you're going to grow into a blob of quivering, blubbery flesh...''</deepalert><<set $autoRest = 0>><<set $fyyningMutation = 4>><<if $leupaiFlag is 1>>\nSeveral soft, flabby tentacles coil out from your fleshy, overstuffed sides...<<elseif ($slimeFlag is 0) and ($dragonFlag is 0)>><<set $species = "fyynmorph">><<endif>><<endif>>\n\n<<if $fyyningMutation is 5>>\n\n<hr>[img[icon_alert_critical]]<deepalert>''You collapse onto your hands and knees, trembling as your entire body blimps up with an enormous amount of fat, your belly lifting you into the air as it inflates and quivers!''\n\nWriggling, you're helpless to do anything but sink into your own expanding flesh as you grow fatter and fatter, thick, writhing tentacles squirming out from beneath the fleshy folds, seemingly prodding at you to encourage your rampant growth.\n\n''Finally, the growth stops, leaving you much, //much// fatter, your flesh so soft and squishy it's nearly liquid.''</deepalert><<set $autoRest = 0>>\n<mutation>The tendrils-- //your// tendrils-- lovingly knead, prod, and caress your bloated, gelatinous form, seemingly with a mind of their own.\nYou feel ''enormous'', and something gives you the feeling that ''you're only going to keep getting fatter and fatter from here on in, no matter what...''</mutation><<if $slimeFlag is 1>><<set $species = "fyynling"; $subspecies = 0>><<elseif $leupaiFlag is 1>><<set $substatus = "fyynmorphic">><<elseif $dragonFlag is 1>><<set $subspecies = "fyynling">><<elseif ($leupaiFlag is 0) and ($slimeFlag is 0) and ($dragonFlag is 0)>><<set $species = "fyynling horror">><<endif>><<set $calories += $fyynlingMorph; $fyynlingGain = 1; $fyynlingMorph = 0; $fyyningMutation = 0>><<endif>>\n\n/% ============================================================ %/\n/% Toxins %/\n\n<<display Toxins>>\n\n/% ============================================================ %/\n/% Parasites %/\n\n\n/% Leupai Eggs %/\n<<if ($quaggyGirth gte 50) or ($leupaiEggLoad gte 3)>>\n\n<hr>[img[icon_alert]]Your gut protrudes awkwardly, feeling heavy and overstuffed...<<endif>>\n\n/% ============================================================ %/\n/% Curses %/\n\n/% General Fattening %/\n<<if $visibleWG is 1>>\n\n<hr>[img[icon_gain]]Your body jiggles more than usual... ''are you gaining weight?''<<set $visibleWG = 0>><<endif>>\n\n/% Belly fattening %/\n<<if $visibleBellyWG is 1>>\n\n<hr>[img[icon_gain]]Your belly jiggles more than usual... ''is it growing?''<<set $visibleBellyWG = 0>><<endif>>\n\n/% Breast fattening %/\n<<if $visibleBreastWG is 1>>\n\n<hr>[img[icon_gain]]Your breasts jiggle more than usual... ''are they growing?''<<set $visibleBreastWG = 0>><<endif>>\n\n/% Thigh fattening %/\n<<if $visibleThighWG is 1>>\n\n<hr>[img[icon_gain]]Your thighs jiggle more than usual... ''are they growing?''<<set $visibleThighWG = 0>><<endif>>\n\n/% Drowning in fat %/\n\n<<if $blubberDrowning is 1>><hr>[img[icon_alert_critical]]<criticalalert>You cry out in shock as your blubbery body threatens to swallow you up!</criticalalert> <redalert>''You can't breathe!''</redalert><<set $pain += random(2,6); $blubberDrowning = either(1,1,0); $lethalKO = 1; $deathCause = "fat suffocation">><<endif>>\n\n/% ============================================================ %/\n/% Genes %/\n\n/% Overinflation %/\n\n<<if $geneOverinflation is 1>><hr>[img[icon_alert_critical]]<redalert>''Your belly is blowing up like a balloon, and doesn't show any signs of stopping!''</redalert><<endif>>\n\n/% Dissolution %/\n\n<<if $dissolving is 1>><hr>[img[icon_alert_critical]]<redalert>''Your flesh is bubbling and burning away!''</redalert><<set $pain += random(2,6); $dissolving = 1; $lethalKO = 1; $deathCause = "agony">><<endif>>\n\n/% Overgrowth %/\n\n<<if $overgrowth is 1>><hr>[img[icon_alert_critical]]<criticalalert>''You cry out in pain as your body bulges and bloats, <<print either("branches","leaves","foliage","vines","flowers","roses")>> erupting from your expanding form!''</criticalalert><<set $pain += random(2,6); $dissolving = 1; $lethalKO = 1; $deathCause = "explosion">><<endif>>\n\n\n/% ============================================================ %/\n/% Misc alerts %/\n\n/% Rapid weight gain (Important alert, double linebreak) %/\n<<if $rapidGain is 1>>\n\n<hr>[img[icon_gain]]You blink. ''You swear you just... //saw// your body swell a little plumper!''<<set $rapidGain = 2>><<endif>>\n\n/% Extremely rapid weight gain (Important alert, double linebreak) %/\n<<if $rapidGain is 3>>\n\n<hr>[img[icon_gain]]A chill ices down your spine as you watch your body ''slowly, steadily growing fatter before your eyes!''<<set $rapidGain = 4>><<endif>>\n\n/% Starvation (Important alert, double linebreak) %/\n<<if $strengthMod gt 0>><<set $randomizer = random(1,5)>><<if $randomizer is 1>>\n\n<hr>[img[icon_alert_critical]]You tremble, your knees knock, and your bones ache as your strength slowly ebbs... ''you have GOT to find food..!''<<set $pain = random(2,8); $lethalKO = either(0,1); $deathCause = "starvation">><<set $autorest = 0>><<endif>><<endif>>\n\n</center></framedalert>

<<nobr>>/% Notes: Leupai can constrict their bodies at will to shift girth to other body parts. (fixed gi quantity, only from parts that have that much + a buffer to give) \n\nLeupai can rip open aetherholes at will.\n\nLeupai can cause their own eggs to spontaneously activate.\n\n%/<<endnobr>>''__Leupai Powers__''\n♦ [[Open Aetherhole|Aetherhole]] (Aetherholes NYI)\n♦ [[Compress Fat.|LeupaiPowerActivate][$powerType = "leupaiCompression"]] (NYI)\n♦ [[Activate Eggs.|LeupaiPowerActivate][$powerType = "leupaiEggActivation"]] (NYI)

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

/% Vaguely dorf fort style combat that can target specific body parts, or the body in general.\nthoughts: energy plays a part? energy needed for special abilities/species specials, possibly for guarding or dodging\n\nif energy is too low, the round is forfeited in exchange for energy boost?\n\npain = hp, once the player or a creature is incapacitated (immobile at least, not necessarily dead), combat ends\n\nIf the player wins, they can either capture living creatures, leave them alone and continue on, or butcher them and claim loot.\n\nNPC combat stats should be simple; strength, finesse, armor, energy, pain.\n\nmaybe no direct targets for enemies, but status counters/meters for bloat, girth, etc\n\nenemies can become incapacitated if their girth or bloat rises too high, which can also change their substatus if you opt to capture\n\nmaybe first get a basic combat system working, then plug in more complicated stats/coding\n\n %/

/% ================================================== %/\n/% Life cycles by species. %/\n\n/% ================================================== %/\n/% Leupai %/\n\n<<if $companion1Species is "leupai">>\n\n/% Leupai life progression: quagling(0-1 wk), quaggy (1 wk-3 months), gecko(3 months-6 months), adult (6 months+) %/\n\n<<if $companion1Wks lt 1>><<set $companion1AgeStatus = "quagling">><<endif>>\n<<if ($companion1Wks gte 1) and ($companion1Mths lt 3)>><<set $companion1AgeStatus = "quaggy"; $companion1Occupation = $companion1AgeStatus>><<endif>>\n<<if ($companion1Mths gte 3) and ($companion1Yrs lt 1)>><<set $companion1AgeStatus = "gecko"; $companion1Occupation = $companion1AgeStatus>><<endif>>\n<<if $companion1Yrs gte 1>><<set $companion1AgeStatus = "adult"; $companion1Occupation = $companion1AgeStatus>><<endif>>\n\n<<elseif $companion2Species is "leupai">>\n\n<<if $companion2Wks lt 1>><<set $companion2AgeStatus = "quagling">><<endif>>\n<<if ($companion2Wks gte 1) and ($companion2Mths lt 3)>><<set $companion2AgeStatus = "quaggy"; $companion2Occupation = $companion2AgeStatus>><<endif>>\n<<if ($companion2Mths gte 3) and ($companion2Yrs lt 1)>><<set $companion2AgeStatus = "gecko"; $companion2Occupation = $companion2AgeStatus>><<endif>>\n<<if $companion2Yrs gte 1>><<set $companion2AgeStatus = "adult"; $companion2Occupation = $companion2AgeStatus>><<endif>>\n\n<<elseif $companion3Species is "leupai">>\n\n\n<<if $companion3Wks lt 1>><<set $companion3AgeStatus = "quagling">><<endif>>\n<<if ($companion3Wks gte 1) and ($companion3Mths lt 3)>><<set $companion3AgeStatus = "quaggy"; $companion3Occupation = $companion3AgeStatus>><<endif>>\n<<if ($companion3Mths gte 3) and ($companion3Yrs lt 1)>><<set $companion3AgeStatus = "gecko"; $companion3Occupation = $companion3AgeStatus>><<endif>>\n<<if $companion3Yrs gte 1>><<set $companion3AgeStatus = "adult"; $companion3Occupation = $companion3AgeStatus>><<endif>>\n\n<<endif>>\n\n<<display QuaggyBirthday>>

<<display ZoneBackgrounds>><center>''__OCCUPATIONS__''</center><framed>An <brightalert>''Idlee''</brightalert> <affirmative>''has no calling to speak of, which is not uncommon in Revecroir, as any occupation means only as much as it does to the person who has chosen it.''</affirmative>\nIdlee may be those who have opted not to pick up a trade at all, or people who are simply not currently practicing it for a variety of reasons. \n<center>[[Deactivate Occupations.|passage()][$activeOcc = 0]]</center></framed>\n<framed>A <brightalert>''Beltedier''</brightalert>, or //Queen//, is a creature who specializes in <affirmative>''hosting and hatching leupai eggs in large quantities''</affirmative>, either to bolster the population or for specific breeding projects. \nBeltedier are so dedicated to their clutches that they allow their bodies to transform into monstrous, bloated flesh-nests to increase efficiency and productivity, greatly decreasing the likelihood of a lethal emergence even with hundreds of eggs.\n<center><<if $unlOccupation_Beltedier is 1>>[[Activate Occupation.|passage()][$activeOcc = "Beltedier"]]<<else>>//<bleak>''Occupation Locked!''</bleak>//<<endif>></center></framed>\n<framed>A <brightalert>''Boviet''</brightalert> is a creature which <affirmative>''produces harvestable products-- frequently milk or venom-- for trade, consumption, or other purposes.''</affirmative>\nBoviet may be attended to by other creatures, or handle processing by themselves, depending on ability. Many Boviet alter their bodies to grow to enormous size, increasing production rates and quantity for better yields.\n<center><<if $unlOccupation_Boviet is 1>>[[Activate Occupation.|passage()][$activeOcc = "Boviet"]]<<else>>//<bleak>''Occupation Locked!''</bleak>//<<endif>></center></framed>\n<framed>A <brightalert>''Datiere''</brightalert> is a <affirmative>''digital craftsmaster and engineer, using psionics and ingenuity to design and power technological projects.''</affirmative>\nDatiere can "speak" to Revecroit machines with their minds and fingers alike, coding new applications and functions from scratch as well as altering pre-existing systems to incredible effect.\n<center><<if $unlOccupation_Datiere is 1>>[[Activate Occupation.|passage()][$activeOcc = "Datiere"]]<<else>>//<bleak>''Occupation Locked!''</bleak>//<<endif>></center></framed>\n<framed>A <brightalert>''Donsair''</brightalert> is any creature who is <affirmative>''cared for exclusively by another-- whether in servitude, in service, or as a pampered pet.''</affirmative>\nDonsair may run errands or travel on occasion, but are most frequently kept at home where they can be attended to or fussed over to their masters' liking.\n<center><<if $unlOccupation_Donsair is 1>>[[Activate Occupation.|passage()][$activeOcc = "Donsair"]]<<else>>//<bleak>''Occupation Locked!''</bleak>//<<endif>></center></framed>\n<framed>A <brightalert>''Caviere''</brightalert> is a creature <affirmative>''specializing in exploration-- particularly but not exclusively pertaining to the finding of potential homes and settlements in the wilds.''</affirmative>\nCavieres know their way around the land better than most, capable of moving swiftly and expending far less energy on the run.\n<center><<if $unlOccupation_Caviere is 1>>[[Activate Occupation.|passage()][$activeOcc = "Caviere"]]<<else>>//<bleak>''Occupation Locked!''</bleak>//<<endif>></center></framed>\n<framed>A <brightalert>''Culinet''</brightalert> is a creature <affirmative>''specializing in the care, raising, and preparation of livestock and their flesh and by-products.''</affirmative>\nCulinet are accomplished breeders and cooks alike, and have a knack for sourcing new stock from the wild to enhance their projects' bloodlines.\n<center><<if $unlOccupation_Culinet is 1>>[[Activate Occupation.|passage()][$activeOcc = "Culinet"]]<<else>>//<bleak>''Occupation Locked!''</bleak>//<<endif>></center></framed>\n<framed>A <brightalert>''Fatiee''</brightalert> is a creature which <affirmative>''fattens itself up for harvest at a Fatiere, providing valuable fats and oils for a wide variety of trades and professions.''</affirmative>\nDedicated Fatiee quickly become exceptionally elastic-- capable of feats of expansion rivaling those of leupai--, and their bodies are particularly efficient at absorbing calories and accumulating excess fat.\n<center><<if $unlOccupation_Fatiee is 1>>[[Activate Occupation.|passage()][$activeOcc = "Fatiee"]]<<else>>//<bleak>''Occupation Locked!''</bleak>//<<endif>></center></framed>\n<framed>A <brightalert>''Finier''</brightalert> specializes in <affirmative>''the creation of fine fabrics, clothings, furniture, and decor-- many of which are made from the flesh, skins, fats, and other parts of various creatures both living and dead.''</affirmative>\nThe best Finiee can shape materials and creatures to their liking with skill and finesse equal to that of the best Sculptors, crafting unique apparel and gear with amazing properties.\n<center><<if $unlOccupation_Finier is 1>>[[Activate Occupation.|passage()][$activeOcc = "Finier"]]<<else>>//<bleak>''Occupation Locked!''</bleak>//<<endif>></center></framed>\n<framed>A <brightalert>''Jaque''</brightalert> is an <affirmative>''all-purpose traveler, craftsmaster, and eccentric.''</affirmative>\nAlthough their many talents and abilities don't quite measure up to the work of specialists, any good Jaque is incredibly helpful in a pinch, and their versatility makes them welcome everywhere.\n<center><<if $unlOccupation_Jaque is 1>>[[Activate Occupation.|passage()][$activeOcc = "Jaque"]]<<else>>//<bleak>''Occupation Locked!''</bleak>//<<endif>></center></framed><center>[[Continue.|Explore]]</center>

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

<center>[img[consiee]]\n''__Consiee Processing__''</center>\n<<if $food gte $maxFood>>\n''You can't carry any more consiee...''<<else>>''<<if ($fatteniumStock gte 5) and ($waterStock gte 5)>>[[~~Consiee~~(x50)|passage()][$food += 50; $fatteniumStock -= 5; $waterStock -= 5; $cooked = 2]]<<else>>//~~Consiee~~(x50)//<<endif>>'' ♦ <<print $fatteniumStock>>/5 ''Fattenium Powder'' ♦ <<print $waterStock>>/5 ''Water''\n<<nobr>>\n<<endnobr>>''<<if $fatStock gte 4>>[[~~Consiee~~(x20)|passage()][$food += 20; $fatStock -= 4; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $fatStock>>/4 ''Fat''\n<<nobr>>\n<<endnobr>>''<<if $leupaiStock gte 3>>[[~~Consiee~~(x20)|passage()][$food += 20; $leupaiStock -= 3; $cooked = 2]]<<else>>//~~Consiee~~(x20)//<<endif>>'' ♦ <<print $leupaiStock>>/3 ''Leupai Flesh''\n<<nobr>>\n<<endnobr>>''<<if $dragonStock gte 5>>[[~~Consiee~~(x15)|passage()][$food += 15; $dragonStock -= 5; $cooked = 2]]<<else>>//~~Consiee~~(x15)//<<endif>>'' ♦ <<print $dragonStock>>/5 ''Dragon Meat''\n<<nobr>>\n<<endnobr>>''<<if $meatStock gte 5>>[[~~Consiee~~(x10)|passage()][$food += 10; $meatStock -= 5; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $meatStock>>/5 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $poultryStock gte 8>>[[~~Consiee~~(x10)|passage()][$food += 10; $poultryStock -= 8; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $poultryStock>>/8 ''Poultry''\n<<nobr>>\n<<endnobr>>''<<if $fishStock gte 8>>[[~~Consiee~~(x10)|passage()][$food += 10; $fishStock -= 8; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $fishStock>>/8 ''Fish''\n<<nobr>>\n<<endnobr>>''<<if ($rootStock gte 8) and ($waterStock gte 5)>>[[~~Consiee~~(x10)|passage()][$food += 10; $rootStock -= 8; $waterStock -= 5; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $rootStock>>/8 ''Roots'' ♦ <<print $waterStock>>/5 ''Water''\n<<nobr>>\n<<endnobr>>''<<if $nutStock gte 10>>[[~~Consiee~~(x10)|passage()][$food += 10; $nutStock -= 10; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $nutStock>>/10 ''Nut''\n<<nobr>>\n<<endnobr>>''<<if $eggStock gte 10>>[[~~Consiee~~(x10)|passage()][$food += 10; $eggStock -= 10; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $eggStock>>/10 ''Egg''\n<<nobr>>\n<<endnobr>>''<<if $vegStock gte 10>>[[~~Consiee~~(x10)|passage()][$food += 10; $vegStock -= 10; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $vegStock>>/10 ''Vegetable''\n<<nobr>>\n<<endnobr>>''<<if $fruitStock gte 15>>[[~~Consiee~~(x10)|passage()][$food += 10; $fruitStock -= 15; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $fruitStock>>/10 ''Fruit''\n<<nobr>>\n<<endnobr>>''<<if ($grainStock gte 20) and ($waterStock gte 5)>>[[~~Consiee~~(x10)|passage()][$food += 10; $grainStock -= 20; $waterStock -= 5; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $grainStock>>/20 ''Grain'' ♦ <<print $waterStock>>/5 ''Water''\n<<nobr>>\n<<endnobr>>''<<if ($sugarStock gte 20) and ($waterStock gte 5)>>[[~~Consiee~~(x10)|passage()][$food += 10; $sugarStock -= 20; $waterStock -= 5; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $sugarStock>>/20 ''Sugar'' ♦ <<print $waterStock>>/5 ''Water''\n<<nobr>>\n<<endnobr>>''<<if $jellyStock gte 25>>[[~~Consiee~~(x10)|passage()][$food += 10; $jellyStock -= 25; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $jellyStock>>/25 ''Jelly''\n<<nobr>>\n<<endnobr>>''<<if $milkStock gte 25>>[[~~Consiee~~(x10)|passage()][$food += 10; $milkStock -= 25; $cooked = 2]]<<else>>//~~Consiee~~(x10)//<<endif>>'' ♦ <<print $milkStock>>/25 ''Milk''<<endif>>

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

<center>[img[plate]]\n''__Oven Recipes__''</center>\n''<<if ($grainStock gte 10) and ($fatStock gte 7)>>[[Batch of Suai Belsuite|passage()][$calories = 450; $bellyBloat = 180; $bonusEnergy += 200; $grainStock -= 10; $fatStock -= 7; $cooked = 1]]<<else>>//Batch of Suai Belsuite//<<endif>>'' ♦ <<print $grainStock>>/10 ''Grain'' ♦ <<print $fatStock>>/7 ''Fat''\n<<nobr>>\n<<endnobr>>''<<if ($grainStock gte 8) and ($sugarStock gte 5) and ($fatStock gte 10)>>[[Batch of Buttercakes|passage()][$calories = 750; $bellyBloat = 350; $bonusEnergy += 500; $grainStock -= 8; $sugarStock -= 5; $fatStock -= 10; $cooked = 1]]<<else>>//Batch of Buttercakes//<<endif>>'' ♦ <<print $grainStock>>/8 ''Grain'' ♦ <<print $sugarStock>>/5 ''Sugar'' ♦ <<print $fatStock>>/10 ''Fat''

<center>[img[plate]]\n''__Basic Recipes__''</center>\n''<<if $waterStock gte 1>>[[Water|passage()][$bellyBloat += 10; $bellyLiquid += 10; $bonusEnergy += either(0,0,10); $waterStock -= 1; $cooked = 1; $cookMessage = "You enjoy a drink!"]]<<else>>//Water//<<endif>>'' ♦ <<print $waterStock>>/1 ''Water''\n<<nobr>>\n<<endnobr>>''<<if $fruitStock gte 3>>[[Fruit Juice|passage()][$calories += 10; $bellyBloat += 10; $bellyLiquid += 10; $bonusEnergy += 20; $fruitStock -= 3; $cooked = 1; $cookMessage = "You enjoy a drink!" ]]<<else>>//Fruit Juice//<<endif>>'' ♦ <<print $fruitStock>>/3 ''Fruit''\n<<nobr>>\n<<endnobr>>''<<if $milkStock gte 1>>[[Milk|passage()][$calories += 30; $bellyBloat += 10; $bellyLiquid += 10; $bonusEnergy += 10; $milkStock -= 1; $cooked = 1; $cookMessage = "You enjoy a drink!"]]<<else>>//Milk//<<endif>>'' ♦ <<print $milkStock>>/1 ''Milk''\n<<nobr>>\n<<endnobr>>''<<if ($vegStock gte 2) and ($rootStock gte 1)>>[[Salad|passage()][$calories += 10; $bellyBloat += 30; $bonusEnergy += 10; $vegStock -= 2; $rootStock -= 1; $cooked = 1]]<<else>>//Salad//<<endif>>'' ♦ <<print $vegStock>>/2 ''Vegetable'' ♦ <<print $rootStock>>/1 ''Root''\n<<nobr>>\n<<endnobr>>''<<if $fatStock gte 5>>[[Floute ac Beliron|passage()][$calories += 50; $bellyBloat += 30; $bonusEnergy += 20; $fatStock -= 5; $cooked = 1]]<<else>>//Floute ac Beliron//<<endif>>'' ♦ <<print $fatStock>>/5 ''Fat''\n<<nobr>>\n<<endnobr>>''<<if ($vegStock gte 2) and ($rootStock gte 1)>>[[Salad|passage()][$calories += 10; $bellyBloat += 30; $bonusEnergy += 10; $vegStock -= 2; $rootStock -= 1; $cooked = 1]]<<else>>//Salad//<<endif>>'' ♦ <<print $vegStock>>/2 ''Vegetable'' ♦ <<print $rootStock>>/1 ''Root''\n<<nobr>>\n<<endnobr>>''<<if $fruitStock gte 2>>[[Fruit Salad|passage()][$calories += 10; $bellyBloat += 30; $bonusEnergy += 20; $fruitStock -= 2; $cooked = 1]]<<else>>//Fruit Salad//<<endif>>'' ♦ <<print $fruitStock>>/2 ''Fruit''

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

/% ========== Achievement Tracker ========== %/\n\n/% Pretty much for tracking and awarding occupation badges. %/\n\n<center>\n\n\n<<if ($leupaiEggLoad gte 30) and ($pain lt 100) and ($health neq "Comatose") and ($unlOccupation_Beltedier is 0)>><<set $autoRest = 0>>\n\n<banner>[img[icon_fatstar]]You unlocked the <deep>''Beltedier''</deep> occupation!</banner><<set $unlOccupation_Beltedier = 1; $activeOcc = "Beltedier">><<endif>>\n\n\n\n<<if ($fatieeProgress gte 2000) and ($metaBurn lte 20) and ($unlOccupation_Fatiee is 0)>><<set $autoRest = 0>>\n\n<banner>[img[icon_fatstar]]You unlocked the <deep>''Fatiee''</deep> occupation!</banner><<set $unlOccupation_Fatiee = 1; $activeOcc = "Fatiee">><<endif>>\n\n\n</center>

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

/% Pre-setup; clear any residual creature flags. %/\n\n<<set $encImg = 0; $inedible = 0; $creatureBreasts = 0; $encFatten = 0; $encBloat = 0; $predDesc = 0; $CreatureEffects = 0; $creatureNoBelly = 0; $lootTable = 0; $encounterSpecial = 0; $encounterFlag = 0>>\n\n<<set $waterResource = 0; $milkResource = 0; $meatResource = 0; $fishResource = 0; $poultryResource = 0; $eggResource = 0; $grainResource = 0; $rootResource = 0; $fruitResource = 0; $vegResource = 0; $sugarResource = 0; $nutResource = 0; $fatResource = 0; $herbResource = 0; $jellyResource = 0; $dragonResource = 0; $leupaiResource = 0; $fatteniumResource = 0; $miraResource = 0>>\n\n\n/% ================================================== %/\n<<if $zoneType is "woodland">>\n\n<<set $randomizer = either(1,1,1,2,2,3)>>\n\n<<if $randomizer is 1>><<set $encounter = either("plump tiny woodland critter","plump woodland bird","plump waterfowl","fattened tiny woodland critter","fattened waterfowl")>><<endif>>\n\n<<if $randomizer is 2>><<set $encounter = either("plump woodland critter","plump woodland beast","fattened woodland beast","fattened large woodland beast","birds of prey","carrion birds")>><<endif>>\n\n<<if $randomizer is 3>><<set $encounter = either("fattened unicorn","overstuffed helene","blubber-bellied helene","huge-breasted helene","blimp-thighed helene","predatory leupai")>><<endif>>\n\n\n/% ================================================== %/\n<<elseif $zoneType is "freshwater">>\n\n<<set $randomizer = either(1,1,1,2,2,3)>>\n\n<<if $randomizer is 1>><<set $encounter = either("plump fish","fat fish","bloated fish","blimplike fish","small slime","slime","enormous slime")>><<endif>>\n\n<<if $randomizer is 2>><<set $encounter = either("plump woodland critter","fattened pest critter","fattened waterfowl")>><<endif>>\n\n<<if $randomizer is 3>><<set $encounter = either("fattened large woodland beast","fattened serpent","fattened crocodilian","blimp crocodilian","blubber-stuffed serpent","amplibaene")>><<endif>>\n\n/% ================================================== %/\n<<elseif $zoneType is "saltwater">>\n\n<<set $randomizer = either(1,1,2)>>\n\n<<if $randomizer is 1>><<set $encounter = either("plump fish","fat fish","bloated fish","blimplike fish")>><<endif>>\n\n<<if $randomizer is 2>><<set $encounter = either("fattened serpent","fattened crocodilian","blimp crocodilian","blubber-stuffed serpent")>><<endif>>\n\n\n/% ================================================== %/\n<<elseif $zoneType is "dark">>\n\n<<set $randomizer = either(1,1,1,2,2,3)>>\n\n<<if $randomizer is 1>><<set $encounter = either("plump night bird","plump woodland critter","plump woodland beast","plump farm beast","fyynling","darkling","small slime")>><<endif>>\n\n<<if $randomizer is 2>><<set $encounter = either("woodland borb","fattened large woodland beast","bloated large woodland beast","slime","predatory leupai")>><<endif>>\n\n<<if $randomizer is 3>><<set $encounter = either("enormous slime","amplibaene","fattened unicorn")>><<endif>>\n\n\n/% ================================================== %/\n<<elseif $zoneType is "agriculture">>\n\n<<set $randomizer = either(1,1,1,1,2,2,2,3,3,3,4,4,5)>>\n\n<<if $randomizer is 1>><<set $encounter = either("plump tiny woodland critter","plump woodland bird","fattened tiny woodland critter")>><<endif>>\n\n<<if $randomizer is 2>><<set $encounter = either("small plump farm beast","small fattened farm beast","plump farm beast")>><<endif>>\n\n<<if $randomizer is 3>><<set $encounter = either("fattened farm beast","blubbery farm beast","birds of prey")>><<endif>>\n\n<<if $randomizer is 4>><<set $encounter = either("fattened adephagian","blubbery adephagian","immobile adephagian","predatory leupai","wild-eyed culinet")>><<endif>>\n\n<<if $randomizer is 5>><<set $encounter = either("quivering ball of bloated flesh","blimplike adephagian")>><<endif>>\n\n\n/% ================================================== %/\n<<elseif $zoneType is "poison">>\n\n<<set $randomizer = either(1,1,1,1,2,2,2,3)>> \n\n<<if $randomizer is 1>><<set $encounter = either("dying mutant","dusty snake","carrion birds","plump adder")>><<endif>>\n\n<<if $randomizer is 2>><<set $encounter = either("irradiated survivor","bloat-bellied jackal","wasteland hyena","scrabbling mutant","chubby wasteland hyena","force-fed briarrose hyena")>><<endif>>\n\n<<if $randomizer is 3>><<set $encounter = either("wasting stygian","force-fed stygian","predatory leupai")>><<endif>>/% later split the predatory leupai into erinyi and alchemite encounters %/\n\n\n/% ================================================== %/\n<<elseif $zoneType is "eldritch">>\n\n<<set $randomizer = either(1,1,1,2,2,2,3,3,3,4)>>\n\n<<if $randomizer is 1>><<set $encounter = either("fyynling","darkling","swollen fyynling","bloated darkling","enormous fyynling","blimplike darkling","predatory leupai")>><<endif>>\n\n<<if $randomizer is 2>><<set $encounter = either("coaxing tendril","feeder tendril","hose tendril","predatory leupai")>><<endif>>\n\n<<if $randomizer is 3>><<set $encounter = either("balloon-bellied tendril victim","immobile tendril victim","creaking tendril victim","predatory leupai")>><<endif>>\n\n<<if $randomizer is 4>><<set $encounter = either("rippling astar","blubber-bound fragmentari","fyynling-possessed horror","predatory leupai")>><<endif>>\n\n\n/% ================================================== %/\n<<elseif $zoneType is "science">>\n\n<<set $randomizer = either(1,1,1,2,2,3)>>\n\n\n<<if $randomizer is 1>><<set $encounter = either("plump pest critter","fattened pest critter","bloated pest critter","writhing mutant","flabby mutant arka","fyynling","swollen fyynling")>><<endif>>\n\n<<if $randomizer is 2>><<set $encounter = either("blubber-bloated arka","overinflated arka","immobile arka","enormous fyynling","predatory leupai")>><<endif>>\n\n<<if $randomizer is 3>><<set $encounter = either("fyynling-engorged mythosi","force-fed mythosi","fyynling-possessed horror","predatory leupai")>><<endif>>\n\n\n/% ================================================== %/\n<<elseif $zoneType is "revstorage">>\n\n<<set $randomizer = either(1,1,1,2,2,3,3,4)>> \n\n<<if $randomizer is 1>><<set $encounter = either("plump tiny woodland critter","plump pest critter","dusty snake","fattened pest critter")>><<endif>>\n\n<<if $randomizer is 3>><<set $encounter = either("small slime","slime","bloated pest critter")>><<endif>>\n\n<<if $randomizer is 4>><<set $encounter = either("enormous slime","predatory leupai")>><<endif>>\n\n/% ================================================== %/\n<<elseif $zoneType is "testzone">>\n\n<<set $randomizer = either(1,1)>> \n\n<<if $randomizer is 1>><<set $encounter = either("predatory leupai")>><<endif>>\n\n\n/% ================================================== %/\n<<elseif $indoorZone is 0>> /% Default/undefined encounters %/\n\n<<set $randomizer = either(1,1,1,2,2,2,3,3,4,4,5,5,6)>>\n\n<<if $randomizer is 1>><<set $encounter = either("plump tiny woodland critter","plump woodland bird")>><<endif>>\n\n<<if $randomizer is 2>><<set $encounter = either("plump woodland critter","plump pest critter","small slime","plump waterfowl")>><<endif>>\n\n<<if $randomizer is 3>><<set $encounter = either("plump woodland beast","slime")>><<endif>>\n\n<<if $randomizer is 4>><<set $encounter = either("plump large woodland beast","fattened large woodland beast","enormous slime")>><<endif>>\n\n<<if $randomizer is 5>><<set $encounter = either("fattened buffalo","plump mythosi")>><<endif>>\n\n<<if $randomizer is 6>><<set $encounter = either("overstuffed helene","blubber-bellied helene","huge-breasted helene","blimp-thighed helene","predatory leupai")>><<endif>>\n\n<<endif>>\n\n/% =========== Ambient Encounter pool overrides %/\n\n/% ======================================================================== %/\n\n<<if $locName is "Dragons">>\n\n<<set $specStatus = "The sound of beating wings and low, rumbling growls occasionally fill the air...">>\n\n<<set $randomizer = either(1,1,1,1,2,2,2,3,3,4,4,5)>>\n\n<<if $randomizer is 1>><<set $encounter = either("chubby whelpling","gluttonous whelp","plump drake","bloat-bellied drake")>><<endif>>\n\n<<if $randomizer is 2>><<set $encounter = either("overinflated mythosi","gluttonous stygian","engorged wyvern")>><<endif>>\n\n<<if $randomizer is 3>><<set $encounter = either("force-fed mythosi","blubber-bloated mythosi")>><<endif>>\n\n<<if $randomizer is 4>><<set $encounter = either("rose-kissed wyvern","rose-kissed stygian","rose-kissed mythosi")>><<endif>>\n\n<<if $randomizer is 5>><<set $encounter = either("raging adiposa mythosi","raging gelatinous mythosi","raging confectionary mythosi","raging blimp mythosi","celestial mythosi")>><<endif>>\n\n<<endif>>\n\n\n/% ======================================================================== %/\n\n<<if ($locName is "Slime") or ($locName is "Slimes")>>\n\n<<set $specStatus = "A cacophony of soft, wet splats echo nearby...">>\n\n<<if $randomizer is 1>><<set $encounter = "raging gelatinous mythosi">><<endif>>\n\n<<if $randomizer is 1>><<set $encounter = "small slime">><<endif>>\n\n<<if $randomizer is 1>><<set $encounter = "slime">><<endif>>\n\n<<if $randomizer is 1>><<set $encounter = "enormous slime">><<endif>>\n\n<<endif>>\n\n/% ======================================================================== %/\n\n<<if $locName is "Hunting">>\n\n<<set $specStatus = "The area is teeming with game!">>\n\n<<set $randomizer = either(1,1,1,1,2,2,2,3,3,4)>>\n\n<<if $randomizer is 1>><<set $encounter = either("plump tiny woodland critter","plump woodland bird","plump woodland critter","plump waterfowl")>><<endif>>\n\n<<if $randomizer is 2>><<set $encounter = either("plump woodland beast","fattened waterfowl","plump large woodland beast","blimped swan")>><<endif>>\n\n<<if $randomizer is 3>><<set $encounter = either("fattened large woodland beast","bloated large woodland beast","spherical large woodland beast")>><<endif>>\n\n<<if $randomizer is 4>><<set $encounter = either("blubber-blimped mythosi","raging adiposa mythosi")>><<endif>>\n\n<<endif>>\n\n/% ======================================================================== %/\n\n<<if ($locName is "Leupai") or ($locName is "Miratoxin")>>\n\n<<if $encounter is "amplibaene">><<set $encounter = "mutant amplipai">><<endif>>\n\n<<set $randomizer = either(1,8)>> \n\n<<if $randomizer is 1>><<set $encounter = "predatory leupai">><<endif>>\n\n<<endif>>\n\n/% =========== Immobility. %/\n\n\n<<if $immobileMode is 1>>\n\n\n<<set $randomizer = either(1,2,2,2,3,3)>>\n\n\t<<if $randomizer is 1>><<set $encounter = "friendly-looking passerby">><<endif>>\n\n\n\t<<if $zoneType is "agriculture">>\n\n\t<<if $randomizer is 2>><<set $encounter = either("small slime","slime","enormous slime")>><<endif>>\n\n\t<<if $randomizer is 3>><<set $encounter = either("overstuffed helene","blubber-bellied helene","huge-breasted helene","blimp-thighed helene","predatory leupai","wild-eyed culinet")>><<endif>>\n\n\n\t<<elseif $zoneType is "eldritch">>\n\n\t<<if $randomizer is 2>><<set $encounter = either("coaxing tendril","feeder tendril","hose tendril")>><<endif>>\n\n\t<<if $randomizer is 3>><<set $encounter = "predatory leupai">><<endif>>\n\n\n\n\n\t<<else>>\n\t<<if $randomizer is 2>><<set $encounter = either("small slime","slime")>><<endif>>\n\n\t<<if $randomizer is 3>><<set $encounter = either("overstuffed helene","blubber-bellied helene","huge-breasted helene","blimp-thighed helene","predatory leupai","enormous slime")>><<endif>>\n\n\n\t\t<<endif>>\n\n\n<<endif>>\n\n/% ================================= %/\n/% Special - if you have a fat belly, you'll attract more leupai. %/\n\n\t\t<<if ($belly gte 300) and ($belly lt 500)>><<set $randomizer = random(1,16)>>\n\t\t\t<<if ($randomizer is 16) and ($noHostileLeupai is 0)>><<set $encounter = "predatory leupai">><<endif>>\n\t\t\t<<elseif ($belly gte 500) and ($belly lt 700)>><<set $randomizer = random(1,14)>>\n\t\t\t\t<<if ($randomizer is 14) and ($noHostileLeupai is 0)>><<set $encounter = "predatory leupai">><<endif>>\n\t\t\t\t<<elseif $belly gte 700>><<set $randomizer = random(1,12)>>\n\t\t\t\t\t<<if ($randomizer is 12) and ($noHostileLeupai is 0)>><<set $encounter = "predatory leupai">><<endif>><<endif>>\n\n/% TESTING, DON'T FORGET TO DISABLE/REMOVE %/\n<<set $randomizer = random(1,128)>>\n<<if $randomizer is 128>> \n\t<<set $encounter = "celestial mythosi">>\n\n <<endif>>\n\t\t

<framed><center><large><<if $hiddenSidebar is 0>><cheery><<print $playerName>></cheery> the <<if $bodyColor neq 0>><<print $bodyColor>> <<endif>><<if $substatus neq 0>><<print $substatus>> <<endif>><<if $subspecies neq 0>><<print $subspecies>> <<endif>><<print $species>></large>\n<mini><<if $toggleDisplay is 0>>[[Occupation|Occupations]]<<else>>Occupation<<endif>>: <<if $activeOcc neq 0>><<print $activeOcc>><<else>>//None//<<endif>>\n<<nobr>>\n\n<<endnobr>><<nobr>>\n\nStatus: <<if $health is "Lively">><<print $health>><<elseif $health is "Sore">><warning><<print $health>></warning>[img[icon_alert_critical]]<<elseif $health is "Pained">><warning><<print $health>></warning>[img[icon_alert_critical]]<<elseif $health is "Suffering">><seriouswarning><<print $health>>[img[icon_alert_red]]</seriouswarning><<elseif $health is "Agonized!">><criticalwarning><<print $health>>[img[icon_alert_red]]</criticalwarning><<elseif $health is "Comatose">><criticalwarning><<print $health>>[img[icon_alert_red]]</criticalwarning><<endif>>\n\n ♦ Overall: <<if $fatScore lte $immobilityCeiling * 0.35>><<print $fatScore / 10>>~~gi~~<<elseif ($fatScore gte $immobilityCeiling * 0.35) and ($fatScore lt $immobilityCeiling * 0.5)>><warning><<print $fatScore / 10>>~~gi~~</warning><<elseif ($fatScore gte $immobilityCeiling * 0.5) and ($fatScore lt $immobilityCeiling * 0.75)>><seriouswarning><<print $fatScore / 10>>~~gi~~</seriouswarning><<elseif $fatScore gte $immobilityCeiling * 0.75>><criticalwarning><<print $fatScore / 10>>~~gi~~</criticalwarning><<endif>></center><<endnobr>><<nobr>>\n\n<<endnobr>>\n<<nobr>>\n\nBody: <<print $girth / 10>>\n\n ♦ Breasts: <<print $breast / 10>> <<if $breastStatus neq "empty">>(<<print $breastStatus>>)<<endif>>\n\n<<if $toggleDisplay is 0>><<if ($lactation is 1) and ($storedMilk gte 10) and ($bellyStatus neq "bursting")>> <xtramini>[[(Drink Milk)|Lactation][$saveStateLac = passage(); $toggleDisplay = 1]]</xtramini><<endif>><<endif>><<endnobr>><<nobr>>\n\n<<endnobr>>\n<<nobr>>\n\nBelly: <<print $belly / 10>> (<<print $bellyStatus>>)\n\n ♦ Thighs: <<print $thigh / 10>> (<<print $thighStatus>>)<<endnobr>><<nobr>>\n\n<<endnobr>>\n<<nobr>>\n\nHunger: <<print $hunger>>\n\n ♦ Energy: <<if $energyStatus is "Energetic!">><affirmative><<print $energyStatus>></affirmative><<elseif $energyStatus is "Alert">><<print $energyStatus>><<elseif $energyStatus is "Sluggish">><brightalert><<print $energyStatus>></brightalert><<elseif $energyStatus is "Lethargic...">><deepalert><<print $energyStatus>></deepalert><<elseif "Drained">><redalert><<print $energyStatus>></redalert><<endif>><<endnobr>>\n<<nobr>>\nStrength: <<print $strength>> ♦ Finesse: <<print $finesse>></div><<endnobr>>\n<center><<print $food>>~~consiee~~ ♦ <<print $resourceCount>> Resources \n</center></mini><<display Bodygrid>><<if $toggleDisplay is 1>><xtramini>[[Stuck?|Explore]]</xtramini><<endif>><<endif>></mini></center></framed>

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

/% Fatty gene I - increases metagain floor. %/\n<<if $geneFattyI is 1>><<if $metaGain lt 50>><<set $metaGain = 50>><<endif>><<endif>>\n\n/% Fatty gene II - decreases metaburn ceiling. %/\n<<if $geneFattyII is 1>><<if $metaBurn gte 30>><<set $metaBurn = 20>><<endif>><<endif>>\n\n/% Muscular gene - increases strength floor, decreases finesse. %/\n<<if $geneMuscular is 1>><<if $strength lt 20>><<set $strength = 20>><<endif>><<endif>>\n\n/% Dextrous gene - caps strength, increases finesse floor %/\n<<if $geneDextrous is 1>><<if $strength gte 21>><<set $strength = 20>><<endif>><<endif>>\n\n/% Frail gene - caps strength %/\n<<if $geneFrail is 1>><<if $strength gte 21>><<set $strength = 20>><<endif>><<endif>>\n\n/% Tough gene - increases pain buffer %/\n<<if $geneTough is 1>>\n<<if $geneToughBonus is 0>><<set $painBuffer += 5; $geneToughBonus = 1>><<endif>><<endif>>\n\n/% Soft gene - dereases pain buffer %/\n<<if $geneSoft is 1>>\n<<if $geneSoftBonus is 0>><<set $painAmp += 5; $geneSoftBonus = 1>><<endif>><<endif>>\n\n/% Energetic gene - increases energy %/\n<<if $geneEnergetic is 1>><<set $bonusEnergy += random(3,8)>><<endif>>\n\n/% Exhaustion gene - decreases energy %/\n<<if $geneExhaustion is 1>><<set $bonusEnergy -= random(3,8)>><<endif>>\n\n/% Lean gene I - increases metaburn floor. %/\n<<if $geneLeanI is 1>><<if $metaBurn lt 50>><<set $metaBurn = 50>><<endif>><<endif>>\n\n/% Lean gene II - decreases metagain ceiling. %/\n<<if $geneLeanII is 1>><<if $metaGain gte 30>><<set $metaGain = 20>><<endif>><<endif>>\n\n/% Plump gene - increases bonusWG when weight is low. %/\n<<if $genePlump is 1>><<if ($fatScore lt $immobilityCeiling * 0.35) and ($genePlumpBonus is 0)>><<set $consecutiveGain += 1; $genePlumpBonus = 1>><<endif>><<endif>>\n\n/% Sleek gene - increases bonusDrain when weight is high. %/\n<<if $geneSleek is 1>><<if ($fatScore gte $immobilityCeiling * 0.35) and ($geneSleekBonus is 0)>><<set $consecutiveDrain += 1; $geneSleekBonus = 1>><<endif>><<endif>>\n\n/% Gainer gene - negates incidental calorie burn. Code in Metabolism %/\n\n/% Rapid Absorption gene - speeds weight gain. %/\n<<if $geneRapidAbsorption>><<if $calories gte $metaGain>><<display Bodytype>><<endif>><<endif>>\n\n/% Rapid Burn gene - speeds caloric burn. %/\n<<if $geneRapidBurn is 1>><<if $calories gte $metaBurn is 0>><<set $calories -= $metaBurn>><<endif>><<endif>>\n\n/% Plump Breast gene - extra breast gain. %/\n<<if $genePlumpBreast is 1>><<if $genePlumpBreastBonus is 0>><<set $bonusBreast += 1; $genePlumpBreastBonus = 1>><<endif>><<endif>>\n\n/% Plump Belly gene - extra belly gain. %/\n<<if $genePlumpBelly is 1>><<if $genePlumpBellyBonus is 0>><<set $bonusBelly += 1; $genePlumpBellyBonus = 1>><<endif>><<endif>>\n\n/% Plump Thigh gene - extra thigh gain. %/\n<<if $genePlumpThigh is 1>><<if $genePlumpThighBonus is 0>><<set $bonusThigh += 1; $genePlumpThighBonus = 1>><<endif>><<endif>>\n\n/% Fat Breast gene - extra breast gain. %/\n<<if $geneFatBreast is 1>><<if $geneFatBreastBonus is 0>><<set $bonusBreast += 2; $geneFatBreastBonus = 1>><<endif>><<endif>>\n\n/% Fat Belly gene - extra belly gain. %/\n<<if $geneFatBelly is 1>><<if $$geneFatBellyBonus is 0>><<set $bonusBelly += 2; $geneFatBellyBonus = 1>><<endif>><<endif>>\n\n/% Fat Thigh gene - extra thigh gain. %/\n<<if $geneFatThigh is 1>><<if $geneFatThighBonus is 0>><<set $bonusThigh += 2; $geneFatThighBonus = 1>><<endif>><<endif>>\n\n/% Huge Breast gene - extra breast gain. %/\n<<if $geneHugeBreast is 1>><<if $geneHugeBreastBonus is 0>><<set $bonusBreast += 3; $geneHugeBreastBonus = 1>><<endif>><<endif>>\n\n/% Huge Belly gene - extra belly gain. %/\n<<if $geneHugeBelly is 1>><<if $geneHugeBellyBonus is 0 gte 1000>><<set $bonusBelly += 3; $geneHugeBellyBonus = 1>><<endif>><<endif>>\n\n/% Huge Thigh gene - extra thigh gain. %/\n<<if $geneHugeThigh is 1>><<if $geneHugeThighBonus is 0>><<set $bonusThigh += 3; $geneHugeThighBonus = 1>><<endif>><<endif>>\n\n/% Solid Thighs gene - increases thigh firmness. %/\n<<if $geneSolidThighs is 1>><<if $thighFirmness lt 1000>><<set $thighFirmness = 1000>><<endif>><<endif>>\n\n/% Flabby Thighs gene - decreases thigh firmness. %/\n<<if $geneFlabbyThighs is 1>><<if $thighFirmness gte 1000>><<set $thighFirmness = 800>><<endif>><<endif>>\n\n/% Glutton gene - increases esurience floor. %/\n<<if $geneGlutton is 1>><<if $esurience lt 24>><<set $esurience = 24>><<endif>><<endif>>\n\n/% Satisfied gene - decreases esurience ceiling. %/\n<<if $geneSatisfied is 1>><<if $esurience gt 12>><<set $esurience = 12>><<endif>><<endif>>\n\n/% Productive gene - boosts lactation rate. %/\n<<if $geneProductive is 1>><<set $lactation = 1>>\n<<if $milkRate lt 30>><<set $milkRate = 30>><<endif>><<endif>>\n\n/% Dry gene - grants immunity to lactation. %/\n<<if $geneDry is 1>><<set $lactation = 0; $breastBloat -= $storedMilk; $storedMilk = 0; $milkRate = 0; $milkFat = 0>><<endif>>\n\n/% Liquid Conversion gene - grants slime passive, converting liquids and parasitic slimesinto fat. %/\n<<if $geneLiquidConversion is 1>>\n<<if $bellyLiquid gte 10>><<set $calories += 10; $bellyBloat -= 10; $bellyLiquid -= 10>><<endif>>\n<<if $storedMilk gte 10>><<set $breast += 10; $storedMilk -= 10>><<endif>>\n<<if $slimeBellyParaLoad gte 10>><<set $belly += $slimeBellyParaLoad; $bellyBloat += $slimeBellyParaLoad; $slimeBellyParaLoad = 0; $slimeBellyParasite = 0>><<endif>>\n<<if $slimeBreastParaLoad gte 10>><<set $breast += $slimeBreastParaLoad; $breastBloat += $slimeBreastParaLoad; $slimeBreastParaLoad = 0; $slimeBreastParasite = 0>><<endif>><<endif>>\n\n/% Harmonious Slime gene - immune to slime transformation. Code in Overdoses/Toxicity %/\n\n/% Mirajinic Gain gene - absorbs atmospheric mirajin, converting it into fat. %/\n<<if ($geneMirajinicGain is 1) and ($mirajinRads gte 10)>><<set $mirajinRads -= 10; $calories += 10>><<endif>>\n\n/% Mirajinic Bloat gene - absorbs atmospheric mirajin, converting it into bellyBloat and breastBloat. %/\n<<if ($geneMirajinicBloat is 1) and ($mirajinRads gte 20)>><<set $mirajinRads -= 20; $bellyBloat += 20; $breastBloat += 20>><<endif>>\n\n/% Mirajin Sensitive gene - bolsters mirajin radiation, miratoxic poisoning, & somniation. %/\n<<if $geneMirajinSensitive is 1>>\n<<if $miraPoisoning gte 1>> \n\n<<set $esurience += random(0,3)>>\n\n<<set $randomizer = random(1,5)>>\n<<if $randomizer is 1>><<set $metaGain += either(0,0,10); $metaBurn -= either(0,0,10); $calories += ($miraPoisoning * 10); $belly += either(0,0,0,10)>><<endif>>\n\n<<set $randomizer = random(1,16)>>\n<<if $randomizer is 1>><<set $strength += 1>><<endif>>\n\n<<set $randomizer = random(1,10)>>\n<<if $randomizer is 1>><<set $randomizer = either(1,2)>>\n<<if $randomizer is 1>><<set $maxBelly += 10>>\n<<elseif $randomizer is 2>><<set $maxBreast += either(1,1,2,2,3)>><<endif>><<endif>>\n\n<<set $randomizer = random(1,12)>><<if $randomizer is 1>><<set $esurience += 1>><<endif>>\n\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,0,0,"round","belly","pear")>>\n<<else>><<display ExpandBodytype>><<endif>><<endif>>\n\n/% Somniation bonuses %/\n<<if $somniation gt 0>><<set $somniation += either(0,0,0,0,1)>><<endif>>\n\n<<if $somniation gte 30>><<display FatSurge>><<display FatSurge>><<endif>>\n\n/% Realization bonuses %/\n<<if $realizing gt 0>><<display FatSurge>><<endif>>\n\n/% Leupai with this gene are bound to get HUGE %/\n\n<<if $leupaiFlag is 1>><<display FatSurge>><<endif>>\n\n<<endif>>\n\n/% Vitality gene - exposure to vitae boosts energy and soothes pain. %/\n<<if $geneVitality is 1>><<if $vitaePPM gte 1>><<set $pain -= random(9,16); $bonusEnergy += random(8,16)>><<endif>><<endif>>\n\n/% Vital Essence gene - reduces mirajin radiation, miratoxic poisoning, & somniation. %/\n<<if $geneVitalEssence is 1>>\n\n<<if $mirajinRads gt 0>><<set $mirajinRads -= random(0,2)>><<endif>>\n<<if $miraPoisoning gt 0>><<set $miraPoisoning -= random(0,2)>><<endif>>\n<<if $somniation gt 0>><<set $somniation -= either(0,0,0,0,0,0,0,1)>><<endif>>\n\n<<endif>>\n\n/% Vital Allergy gene - reacts to vitae exposure as dreamkin. - $geneVitalAllergy, code in Toxins %/\n\n/% Rapid Gain gene - increases consecutiveGain. %/\n<<if $geneRapidGain is 1>><<if $geneRapidGainBonus is 0>><<set $consecutiveGain += 1; $geneRapidGainBonus = 1>><<endif>><<endif>>\n\n/% Wasting gene - increases consecutiveDrain. %/\n<<if $geneWasting is 1>><<if $geneWastingBonus is 0>><<set $consecutiveDrain += 1; $geneWastingBonus = 1>><<endif>><<endif>>\n\n/% Rubber gene - increases maxBelly and maxBreast, grants blunt trauma resistance. %/\n<<if $geneRubber is 1>><<if $geneRubberBonus is 0>><<set $maxBelly += 20; $maxBreast += 10; $geneRubberBonus = 1>><<endif>><<endif>>\n\n/% Rigid gene - decreases maxBelly and maxBreast. %/\n<<if $geneRigid is 1>><<if $geneRigidBonus is 0>><<set $maxBelly -= 20; $maxBreast -= 10; $geneRigidBonus = 1>><<endif>><<endif>>\n\n/% Expandable gene - grants immunity to bloat and bursting %/\n<<if $geneExpandable is 1>><<set $maxBelly += $bellyBloat; $maxBreast += $breastBloat>><<endif>>\n\n/% Bloat gene - increases bellyBloat and breastBloat. %/\n<<if $geneBloat is 1>>\n<<if $bellyBloat lt $belly/2>><<set $bellyBloat = $belly/2>><<endif>>\n<<if $breastBloat lt $breast/2>><<set $breastBloat = $breast/2>><<endif>><<endif>>\n\n/% Deflation gene - decreases bellyBloat and breastBloat when present. %/\n<<if $geneDeflation is 1>>\n<<if $bellyBloat gte $belly/2>><<set $bellyBloat -= $belly/10>><<endif>>\n<<if $breastBloat gte $breast/2>><<set $breastBloat -= $breast/10>><<endif>><<endif>>\n\n/% Parasite Resistant genes - decreases populations of specified parasites %/\n/% Parasite Bolstering genex - increases populations of specified parasites when present %/\n\n/% Ovivore gene - breaks down and consumes parasite eggs, disabling population growth and converting leupai eggs into calories. Some code in Parasites. %/\n<<if $geneOvivore is 1>>\n<<if ($leupaiEggLoad gt 0) and ($leupaiEggTimer gt 0)>><<set $leupaiEggLoad -= 1; $calories += $quaggyGirth>><<endif>>\n<<endif>>\n\n/% Daedlan gene - bolsters leupai eggs and soothes pain when carrying. %/\n<<if $geneDaedlan is 1>>\n<<if ($leupaiEggLoad gt 0) and ($leupaiEggTimer gt 0)>><<set $quaggyGirth += either(0,0,10); $pain = $pain/2>><<endif>><<endif>>\n\n/% Toxin Resistant genes - removes overdose warning effects from specified toxins %/\n/% Toxin Allergy genes - increases effects of specified toxins %/\n\n/% Fattenium Resistant gene - converts fattenium into calories, reduces pain, and disables cascade. %/\n<<if $geneFatteniumResistant is 1>>\n<<if $fatteniumPoisoning gte 10>><<set $calories += 30; $fatteniumPoisoning -= 10; $pain = $pain/2; $fatteniumCascade = 0>><<endif>><<endif>>\n\n/% Fattenium Allergy gene - increases pain and weight gain. %/\n<<if $geneFatteniumAllergy is 1>>\n<<if $fatteniumPoisoning gte 10>><<set $pain += random(2,4)>><<display Fattenium>><<endif>><<endif>>\n\n/% Lead Belly gene - grants immunity to stomach virii for humanoids - $geneLeadBelly - code in Overdoses %/\n/% Stomach Rot gene - inflicts stomach virus effects - $geneStomachRot - code in Overdoses %/\n\n/% Weather Sensitivity gene - weight gain in cold weather, bloat in heat - $geneWeatherSensitive %/\n<<if $geneWeatherSensitive is 1>>\n<<if $coldWeather is 1>><<set $calories += $metaGain>><<display Metabolism>><<endif>>\n<<if $hotWeather is 1>><<set $bellyBloat += ($belly / 4); $breastBloat += ($breast / 4)>><<endif>><<endif>>\n\n/% Thermal Conversion gene - body converts heat into calories %/\n<<if $geneThermalConversion is 1>>\n<<if $hotWeather is 1>><<set $calories += $metaGain>><<display Metabolism>><<endif>><<endif>>\n\n/% Amphibious gene - can safely breathe water without drowning - gene in AmbienceDatabase %/\n\n/% Moisture Sensitive gene - liquids, wet weather, and wet biomes cause pain. %/\n<<if $geneMoistureSensitive is 1>>\n<<if ($wetWeather is 1) or ($bellyLiquid neq 0) or ($storedMilk neq 0)>><<set $pain += random(2,6); $deathCause = "agony">><<endif>><<endif>>\n\n/% Drought Sensitive gene - dry biomes cause pain. %/\n<<if $geneDroughtSensitive is 1>>\n<<if ($wetWeather is 0) and ($bellyLiquid lt 10) and ($storedMilk lt 10)>><<set $pain += random(2,6); $deathCause = "agony">><<endif>><<endif>>\n\n/% Heat Sensitive gene - hot biomes cause pain. %/\n<<if $geneHeatSensitive is 1>>\n<<if $hotWeather is 1>><<set $pain += random(2,6); $deathCause = "agony">><<endif>><<endif>>\n\n/% Cold Sensitive gene - hot biomes cause pain. %/\n<<if $geneColdSensitive is 1>>\n<<if $coldWeather is 1>><<set $pain += random(2,6); $deathCause = "agony">><<endif>><<endif>>\n\n/% Light Sensitive gene - bright areas cause pain. %/\n<<if $geneLightSensitive is 1>>\n<<if $darkArea is 0>><<set $pain += random(2,6); $deathCause = "agony">><<endif>><<endif>>\n\n/% ============================================================= %/\n/% Lethal Genes %/\n\n/% Overinflation gene - increases bellyBloat, inflicts pain. %/\n<<if $geneOverinflation is 1>>\n<<set $bellyBloat += $maxBelly/5; $lethalKO = 1; $deathCause = "burst belly">>\n<<if $bellyStatus is "bursting">><<set $pain += random(2,6)>><<endif>><<endif>>\n\n/% Liquification gene - causes weight gain, saps strength, finesse, + energy, potential suffocation %/\n<<if $geneLiquification is 1>>\n<<set $randomizer = random(1,12)>>\n<<if $randomizer is 1>><<display FatSurge>><<endif>>\n<<if $strength gt 15>><<set $strength -= either(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1)>><<endif>>\n<<if $fatScore gte $immobilityCeiling>><<set $randomizer = random(1,5)>>\n<<if $randomizer is 1>><<set $lethalKO = 1; $deathCause = "fat suffocation"; $blubberDrowning = 1>><<endif>><<endif>>\n\n<<endif>>\n\n/% Sponge gene - saps strength, decreases pain buffer, inflicts pain %/\n<<if $geneSponge is 1>>\n<<if $strength gt 5>><<set $strength -= either(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1); $painfulOverdoseWarning = either(0,0,0,0,0,0,0,1)>>\n<<elseif $strength lte 5>><<set $painfulOverdoseWarning = either(0,0,1)>><<endif>>\n\n<<endif>>\n\n/% Overgrowth gene - inflicts pain, bloat. %/\n<<if $geneOvergrowth is 1>>\n<<set $pain += random(2,6); $overgrowth = 1; $lethalKO = 1; $deathCause = "explosion">><<endif>>\n\n/% Dissolution gene - inflicts pain. %/\n<<if $geneDissolution is 1>>\n<<set $pain += random(2,6); $dissolving = 1; $lethalKO = 1; $deathCause = "agony">><<endif>>\n\n/% Weak Skin gene - severely amplifies pain. %/\n<<if $geneWeakSkin is 1>>\n<<set $lethalKO = 1; $deathCause = "agony">>\n<<if $painAmp lt 20>><<set $painAmp = 20>><<endif>><<endif>>\n

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

<<display ZoneBackgrounds>><center>''__COMPANIONS__''/% Add a "send home" option once homes are a thing. %/\n<<if $companion1 neq 0>>♥ [[<<print $companion1>>|passage()][$viewingCompanion = 1]] - //<<if $companion1Subspec neq 0>><<print $companion1Subspec>> <<endif>><<print $companion1Species>> <<if $companion1Occupation neq 0>><<print $companion1Occupation>><<endif>>//<<if $hasMound is 1>> ♦ [[Send home.|CompanionStore][$companionSelected = 1]]<<endif>> ♦ [[Release.|CompanionDelete][$companionSelected = 1]]<<endif>><<if $companion2 neq 0>>\n♣ [[<<print $companion2>>|passage()][$viewingCompanion = 2]] - //<<if $companion2Subspec neq 0>><<print $companion2Subspec>> <<endif>><<print $companion2Species>> <<if $companion2Occupation neq 0>><<print $companion2Occupation>><<endif>>// <<if $hasMound is 1>> ♦ [[Send home.|CompanionStore][$companionSelected = 2]]<<endif>> ♦ [[Release.|CompanionDelete][$companionSelected = 2]]<<endif>><<if $companion3 neq 0>>\n♠ [[<<print $companion3>>|passage()][$viewingCompanion = 3]] - //<<if $companion3Subspec neq 0>><<print $companion3Subspec>> <<endif>><<print $companion3Species>> <<if $companion3Occupation neq 0>><<print $companion3Occupation>><<endif>>// <<if $hasMound is 1>> ♦ [[Send home.|CompanionStore][$companionSelected = 3]]<<endif>> ♦ [[Release.|CompanionDelete][$companionSelected = 3]]<<endif>></center><<nobr>>\n\n/% Immobility options %/\n<<endnobr>><<if $immobileMode is 1>>\n[[Find help!|CreatureEffects][$encounter = "friendly-looking passerby"; $escorted = 1; $saveStateEncounter = $saveState]]<<if ($companion1Strength + $companion2Strength + $companion3Strength * 1000) gte $fatScore>><<if $immobilityCause is "girth">><<set $rescueDestination = "Fatiere">><<elseif $immobilityCause is "pain">><<set $rescueDestination = "Mediquerie">><<endif>> ♦ [[Carry to safety!|$rescueDestination][$mannedShop = 0; $saveStateEncounter = $saveState]]<<endif>><<endif>><<nobr>>\n\n<<endnobr>><<if $viewingCompanion neq 0>><hr><<display CompanionView>><<endif>><hr>[[Continue.|$saveState][$viewingCompanion = 0]]

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

<<set $hiddenSidebar = 1>><center>[img[boundless_logo]]\n<mini>//~~To those in the world, but not of it\nto those who wish for Strange things\nand, most of all,\n''to the ones who tend to them.''~~//</mini>\n♦\n//[[play BOUNDLESS|NewGame][$months = random(0,7); $sanity = 100; $newGame = 1]]<hr>//</center>

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/% ====================== %/\n/% Miratoxin %/\n\n/% Most of this doesn't apply to leupai species. %/\n<<if $leupaiFlag neq 1>>\n\n\n/% General\n\nIf you expose yourself to miratoxin you will grow fatter, stronger, and more elastic as long as there's toxin still in your system. Chance of voracity with any exposure. %/\n\n<<if $miraPoisoning gte 1>>\n\n/% Esurience gain %/\n<<set $esurience += random(0,3)>>\n\n/% WG chance %/\n<<set $randomizer = random(1,5)>>\n<<if $randomizer is 1>><<set $metaGain += either(0,0,10); $metaBurn -= either(0,0,10); $calories += ($miraPoisoning * 10); $belly += either(0,0,0,10)>><<endif>>\n\n/% Strength chance %/\n<<set $randomizer = random(1,16)>>\n<<if $randomizer is 1>><<set $strength += 1>><<endif>>\n\n/% Elasticity chance %/\n<<set $randomizer = random(1,10)>>\n<<if $randomizer is 1>><<set $randomizer = either(1,2)>>\n<<if $randomizer is 1>><<set $maxBelly += 10>>\n<<elseif $randomizer is 2>><<set $maxBreast += either(1,1,2,2,3)>><<endif>><<endif>>\n\n/% Voracity chance %/\n<<set $randomizer = random(1,12)>>\n<<if $randomizer is 1>><<set $esurience += 1>><<endif>>\n\n/% Miratoxin is fattening! Drinking it is likely to fill you out. %/\n\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,0,0,"round","belly","pear")>>\n<<else>><<display ExpandBodytype>><<endif>>\n\n\n<<set $miraPoisoning -= either(0,0,1)>><<endif>> /% End general miratoxic mutation for non-leupai. %/\n\n\n/% Somniation\n\nIf you expose yourself to miratoxin in sub-mutagenic dosages over time, you will eventually transform into a somnian. %/\n\n<<if $miraPoisoning gte ($girth/200)>><<set $somniation += either(0,0,1)>>\n\n/% Initiate final transformation. %/\n<<if $somniation gte 30>>\n<<set $strength += either(1,2,2,3,3,4,5); $metaGain += either(30,40,50,50,60,70,80,100); $metaBurn = 10; $calories += either(350,400,450,500,550,600,650,700,750,800,850,900,950,1000,1050,1100,1150,1200,1500,1600,1700); $breast += either(0,0,0,10,20,30,40,50); $belly += either(30,40,50,50,60,70,80,90,100); $thigh += either(0,0,0,10,20,30,40,50); $maxBelly += either(10,10,20,20,30,40,50); $maxBreast += either(1,2,2,3,5); $somniation = 0; $somniating = 1; $esurience += random(2,5)>><<display Metabolism>>\n\n/% If you haven't already gotten a rounder body type, you get one now. %/\n\n<<if $bodyType is 0>><<set $bodyType = either("round","belly","pear")>><<elseif $bodyType is "busty">><<set $bodyType = "hourglass">><<elseif $bodyType is "thigh">><<set $bodyType = either("pear","hourglass"); $subspecies = 0>><<endif>>\n\n<<endif>><<endif>> \n\n\n<<if ($somniating is 1) or ($somniating is 3)>><<set $alerted = 1>><<endif>>\n\n/% End somniation. %/\n\n\n/% Realization\n\nIf you expose yourself to a mutagenic dose of miratoxin, you will transform into a leupai. Larger doses result in fatter leupai, faster transformation, and possibly other weird effects. %/\n\n\n/% Initiate transformation. %/\n<<if ($miraPoisoning gte (($girth/100)*1.5)) and ($realizing is 0) and ($leupaiEggTimer is 0)>>\n\n<<set $strength += either(1,1,1,2,3); $metaGain += either(10,10,20,30); $metaBurn -= 10; $calories += either(350,400,450,500,550,600,650,700,750,800,850,900,950,1000,1050,1100,1150,1200,1500,1600,1700); $maxBelly += either(10,10,10,10,20); $maxBreast += either(10,10,10,10,20); $somniation = 0; $somniating = 0; $realizing += 1; $esurience += random(2,5); $alerted = 1>><<display Metabolism>><<display Metabolism>>\n\n<<set $miratoxicOverdose = ($miraPoisoning - (($girth/100)*1.5)); $miraPoisoning = 0>>\n\n/% The higher the overdose, the shorter the duration and more powerful the stat mod effects. \n$miratoxicOverdose is added to randomized effects, and may also affect things on its own. %/\n\n<<if $miratoxicOverdose lte 0>> /% Default strength %/\n<<set $miratoxicOverdose = 0; $transformationDuration = random(8,35)>>\n\n<<elseif ($miratoxicOverdose gte 1) and ($miratoxicOverdose lte 4)>> /% Mild overdose %/\n<<set $miratoxicOverdose = 1; $transformationDuration = random(7,25)>>\n\n<<elseif ($miratoxicOverdose gte 5) and ($miratoxicOverdose lte 9)>> /% Serious overdose %/\n<<set $miratoxicOverdose = random(1,3); $transformationDuration = random(6,15)>>\n\n<<elseif ($miratoxicOverdose gte 10) and ($miratoxicOverdose lte 14)>> /% Severe overdose %/\n<<set $miratoxicOverdose = random(2,5); $transformationDuration = random(5,10)>>\n\n<<elseif ($miratoxicOverdose gte 15) and ($miratoxicOverdose lte 19)>> /% Extreme overdose %/\n<<set $miratoxicOverdose = random(4,7); $transformationDuration = random(4,9)>>\n\n<<elseif $miratoxicOverdose gte 20>> /% Catastrophic overdose %/\n<<set $miratoxicOverdose -= random(8,15); $transformationDuration = random(4,8)>>\n\n\n/% If you haven't already gotten a rounder body type, you get one now. %/\n\n<<if $bodyType is 0>><<set $bodyType = either("round","belly","pear","guguetelle","bulging")>><<else>><<display ExpandBodytype>><<endif>>\n\n\n<<endif>> /% End realization initiation phase. %/\n\n<<if ($realizing gte 2) and ($transformationDuration gt 1)>>\n\n<<set $somniation = 0; $somniating = 0; $alerted = 1>> /% Make sure somniation doesn't try to happen at the same time. %/\n\n/% Round skip chance; chance of the duration ticking down without effect. Null for high overdose. %/\n<<if $miratoxicOverdose is 0>><<set $randomizer = random(1,3)>>\n<<elseif $miratoxicOverdose is 1>><<set $randomizer = random(1,5)>>\n<<elseif $miratoxicOverdose is 2>><<set $randomizer = random(1,6)>>\n<<elseif $miratoxicOverdose is 3>><<set $randomizer = random(1,10)>>\n<<elseif $miratoxicOverdose is 4>><<set $randomizer = random(1,12)>>\n<<elseif $miratoxicOverdose gte 5>><<set $randomizer = 0>><<endif>>\n\n<<if $randomizer is 1>><<set $skipRound = 1; $transformationDuration -= 1>> /% No effect this round. %/\n<<else>> /% Base mutation effect. %/\n<<set $strength += ($miratoxicOverdose + either(0,0,1,1,2)); $metaGain += (($miratoxicOverdose * 10) + either(0,0,10)); $metaBurn -= (($miratoxicOverdose * 10) + either(0,0,0,10)); $calories += (($miratoxicOverdose * 10) + either(10,20,30,40,50,80,100)); $bellyBloat += (($miratoxicOverdose * 10) + either(10,20,30,40,50,80,100)); $breastBloat += (($miratoxicOverdose * 10) + either(10,20,30,40,50,80,100)); $maxBelly += either(10,10,10,10,20); $maxBreast += either(10,10,10,10,20)>>\n\n/% Extra body type-aware gain. %/\n<<display FatSurge>><<display FatSurge>>\n\n/% Extra effects for overdose. %/\n\n/% Extra body type-based fattening. %/\n<<if $miratoxicOverdose gte 1>>\n\n<<if ($bodyType is "busty") or ($bodyType is "boviete")>>\n<<set $breast += ($miratoxicOverdose * 10); $breastBloat += $breast>>\n\n<<elseif ($bodyType is "hourglass") or ($bodyType is "cubus")>>\n<<set $breast += ($miratoxicOverdose * 10); $breastBloat += $breast; $thigh += ($miratoxicOverdose * 10); $thighFirmness += ($miratoxicOverdose * 10)>>\n\n<<elseif ($bodyType is "round") or ($bodyType is "bulging")>>\n<<set $belly += ($miratoxicOverdose * 10); $bellyBloat += $belly; $girth += ($miratoxicOverdose * 10)>>\n\n<<elseif ($bodyType is "belly") or ($bodyType is "guguetelle")>>\n<<set $belly += ($miratoxicOverdose * 10); $bellyBloat += $belly>>\n\n<<elseif ($bodyType is "pear") or ($bodyType is "bloatpear")>>\n<<set $belly += ($miratoxicOverdose * 10); $bellyBloat += $belly; $thigh += ($miratoxicOverdose * 10); $thighFirmness += ($miratoxicOverdose * 10)>>\n\n<<elseif ($bodyType is "thigh") or ($bodyType is "blimpthigh")>>\n<<set $thigh += ($miratoxicOverdose * 10); $thighFirmness += ($miratoxicOverdose * 10)>>\n\n<<else>>\n<<set $belly += ($miratoxicOverdose * 10); $bellyBloat += $belly; $girth += ($miratoxicOverdose * 10)>><<endif>>\n\n/% Extra Bonus Gain chance + increased belly fat %/\n<<if $miratoxicOverdose gte 3>>\n<<set $belly += ($miratoxicOverdose * 10); $bellyBloat += $belly>>\n<<set $randomizer = either(0,0,0,0,0,0,0,1)>>\n<<if $randomizer is 1>><<set $consecutiveGain += 1>><<endif>><<endif>>\n\n/% Extra Bonus Gain chance for high overdose. %/\n<<if $miratoxicOverdose gte 5>><<set $randomizer = either(0,0,0,0,1)>>\n<<if $randomizer is 1>><<set $consecutiveGain += 1>><<endif>><<endif>><<endif>><<endif>><<endif>><<endif>> /% End realization mutation phase. %/\n\n\n<<if ($realizing gte 2) and ($transformationDuration is 1)>>\n\n<<set $strength += ($miratoxicOverdose + either(1,1,1,1,2)); $metaGain += (($miratoxicOverdose * 10) + either(10,10,10,20,30)); $metaBurn -= (($miratoxicOverdose * 10) + either(10,10,10,20)); $calories += (($miratoxicOverdose * 10) + either(100,150,200,250,300,350,400,450,500)); $bellyBloat += $belly; $breastBloat += $breast; $maxBelly += either(1,2,3,4,5); $maxBreast += either(1,1,2,2,3); $consecutiveGain += either(0,0,1); $subspecies = 0; $alerted = 1>><<display Metabolism>><<display Metabolism>><<display Metabolism>><<display Metabolism>><<display Metabolism>><<display FatSurge>><<display FatSurge>>\n\n<<endif>> /% End realization completion phase. %/\n\n<<endif>> /% End miratoxic mutation for non-leupai. %/\n\n\n/% ====================== %/\n/% Miratoxic mutation for leupai. %/\n\n<<if $leupaiFlag is 1>>\n\n<<set $esurience += random(2,5)>>\n\n<<if $miraPoisoning gte 1>><<set $miraPoisoning -= either(0,1,2,3)>>\n\n<<set $randomizer = either(1,2,3)>>\n\n\n<<if $randomizer is 1>><<set $miraFattening = 1>>\n\n<<if ($bodyType is "busty") or ($bodyType is "boviete")>>\n<<set $breast += ($miraPoisoning * 10); $breastBloat += $breast; $miraFattened = "breasts jiggle as they fatten"; $alerted = 1>>\n\n<<elseif ($bodyType is "hourglass") or ($bodyType is "cubus")>>\n<<set $breast += ($miraPoisoning * 10); $breastBloat += $breast; $thigh += ($miraPoisoning * 10); $thighFirmness += ($miraPoisoning * 10); $miraFattened = "breasts and thighs jiggle as they fatten"; $alerted = 1>>\n\n<<elseif ($bodyType is "round") or ($bodyType is "bulging")>>\n<<set $belly += ($miraPoisoning * 10); $bellyBloat += $belly; $girth += ($miraPoisoning * 10); $miraFattened = "body jiggles as it fattens"; $alerted = 1>>\n\n<<elseif ($bodyType is "belly") or ($bodyType is "guguetelle")>>\n<<set $belly += ($miraPoisoning * 10); $bellyBloat += $belly; $miraFattened = "belly jiggles as it fattens"; $alerted = 1>>\n\n<<elseif ($bodyType is "pear") or ($bodyType is "bloatpear")>>\n<<set $belly += ($miraPoisoning * 10); $bellyBloat += $belly; $thigh += ($miraPoisoning * 10); $thighFirmness += ($miraPoisoning * 10); $miraFattened = "belly and thighs jiggle as they fatten"; $alerted = 1>>\n\n<<elseif $bodyType is ($bodyType is "thigh") or ($bodyType is "blimpthigh")>>\n<<set $thigh += ($miraPoisoning * 10); $thighFirmness += ($miraPoisoning * 10); $miraFattened = "thighs jiggle as they fatten"; $alerted = 1>>\n\n<<else>>\n<<set $belly += ($miraPoisoning * 10); $bellyBloat += $belly; $girth += ($miraPoisoning * 10); $miraFattened = "body jiggles as it fattens"; $alerted = 1>><<endif>><<endif>>\n\n<<endif>><<endif>> /% End miratoxic mutation for leupai. %/

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

/% New approach-- seeing if we can call this silently from within other pages and skip the runaround... %/\n\n<<if $itemQuantity lte 0>><<set $itemQuantity = 1>><<endif>>\n\n<<print "<<set $" + $itemID + " += " + $itemQuantity + ">>">>\n\n\n<<set $itemQuantity = 0>>

<<display ZoneBackgrounds>>/% Donsair lobby. View & interact with your collected donsair, and add tame ones to your party. %/\n''__<brightalert>Your Mound!</brightalert> (<<if ($plane is 0) and ($indoorZone is 0)>>Planet <<print $planet>>: The <<print $location>> of <<print $locName>><<elseif ($plane is 0) and ($indoorZone is 1)>><<print $dungeonType>><<elseif $plane neq 0>><<print $plane>><<endif>>)__''\n''__Your Donsair__''<center><<display DonsairSelection>></center><hr><<if $companions gte 1>>[[Companions.|Companions][$saveState = passage(); $donsairID = 0]] ♦ <<endif>>[[Back.|Mound][$donsairID = 0]]

<<nobr>>\n/% ========== Loot Tables ========== %/\n\n/% Called by the Hunting script on a successful catch. \nWhether you eat or butcher the creature in question, there's a chance extra goodies fall out.\n\nFor ease of use here, if something drops a usable item it gets put in your inventory.\n\nDon't forget to tidy up first. %/\n\n<<set $dropped = 0; $itemQuantity = 0>>\n\n\n/% ======== I. Trophies & Gubs =========== %/\n\n\t/% small mammalian prey %/\n\t<<if $lootTable is 1>>\n\n\t<<set $randomizer = either(0,0,1,1,2)>>\n\n\t\t/% No drop (womp womp) %/\n\t\t<<if $randomizer is 0>><<set $itemEncounter = 0>><<endif>>\n\n\t\t/% Common %/\n\t\t<<if $randomizer is 1>><<set $itemEncounter = either("little bones","tuft of fur"); $itemQuantity = random(1,3); $dropped = 1>><<endif>>\n\n\t\t/% Uncommon %/\n\t\t<<if $randomizer is 2>><<set $itemEncounter = "tiny skull"; $dropped = 1>><<endif>><<endif>>\n\n\n\t/% small avian prey %/\n\t<<if $lootTable is 2>>\n\n\t<<set $randomizer = either(0,0,1,1,2)>>\n\n\t\t/% No drop (womp womp) %/\n\t\t<<if $randomizer is 0>><<set $itemEncounter = 0>><<endif>>\n\n\t\t/% Common %/\n\t\t<<if $randomizer is 1>><<set $itemEncounter = either("little bones","tuft of feathers"); $itemQuantity = random(1,3); $dropped = 1>><<endif>>\n\n\t\t/% Uncommon %/\n\t\t<<if $randomizer is 2>><<set $itemEncounter = "tiny skull"; $dropped = 1>><<endif>><<endif>>\n\n\n\n\n\n\n<<display ItemDatabase>>\n\n/% Visible script for Hunting page %/\n\n<<endnobr>><<if $dropped neq 0>>\n''You find <<if ($itemQuantity lte 0) or ($itemQuantity is 1)>><<print $itemGrammar>><<else>><<print $itemQuantity>><<endif>> <<print $itemEncounter>>!''<<nobr>>\n<<if $itemQuantity lte 0>><<set $itemQuantity = 1>><<endif>>\n<<print "<<set $" + $itemID + " += " + $itemQuantity + ">>">><<endnobr>><<endif>>

<<if $overrideExplore is 0>><<nobr>>\n\n<<set $ateIt = 0>>\n\n<<if ($resourceType is "edible") and ($resourceLiquid is 0)>><<set $useDesc = "Consume."; $consumeVerb = "eat"; $gluttonyVerb = "devouring">><<elseif ($resourceType is "edible") and ($resourceLiquid is 1)>><<set $useDesc = "Drink."; $consumeVerb = "drink"; $gluttonyVerb = "gulping it down">><<endif>>\n\n<<if $resourceLiquid is 0>><<set $gatherVerb = "Take.">><<elseif $resourceLiquid is 1>><<set $gatherVerb = "Collect.">><<endif>>\n\n<<endnobr>>\n''You spot <<print $resourceGrammar>> <<print $resourceEncounter>> nearby!''<<if ($resourceType is "edible") and ($autoEat is 1)>>\n''You can't resist <<print $gluttonyVerb>> it on the spot!''<<set $calories += $foodFat; $bellyBloat += $foodBloat; $bellyLiquid += $foodLiquid; $stomachBug += $bacteria; $fatteniumPoisoning += $traceFattenium; $mirajinSaturation += $traceMirajin; $ateIt = 1; $lethalKO = 1; $deathCause = "burst belly">><<elseif ($resourceType is "edible") and ($bellyStatus is "bursting")>>\n''You're too stuffed to <<print $consumeVerb>> right now.''<<endif>><<endif>>\s\n\s\n\s\n<<if ($ateIt is 0) and ($bellyStatus neq "bursting") and ($resourceType is "edible")>> [[<<print $useDesc>>|passage()][$calories += $foodFat; $bellyBloat += $foodBloat; $bellyLiquid += $foodLiquid; $bonusEnergy += $energy; $exploring = 2]] ♦ <<endif>>\s\n\s\n\s\n<<if $ateIt is 0>> [[<<print $gatherVerb>>|passage()][$waterStock += $waterResource; $milkStock += $milkResource; $meatStock += $meatResource; $fishStock += $fishResource; $poultryStock += $poultryResource; $eggStock += $eggResource; $grainStock += $grainResource; $rootStock += $rootResource; $fruitStock += $fruitResource; $vegStock += $vegResource; $sugarStock += $sugarResource; $nutStock += $nutResource; $fatStock += $fatResource; $herbStock += $herbResource; $jellyStock += $jellyResource; $dragonStock += $dragonResource; $leupaiStock += $leupaiResource; $fatteniumStock += $fatteniumResource; $miraStock += $miraResource; $exploring = 2]]<<endif>>

<<if $thighFirmness lte 200>><<set $thighStatus = "gelatinous">><<endif>>\n<<if ($thighFirmness gt 200) and ($thighFirmness lt 400)>><<set $thighStatus = "blubbery">><<endif>>\n<<if ($thighFirmness gte 400) and ($thighFirmness lt 600)>><<set $thighStatus = "pillowy">><<endif>>\n<<if ($thighFirmness gte 600) and ($thighFirmness lt 800)>><<set $thighStatus = "plush">><<endif>>\n<<if ($thighFirmness gte 800) and ($thighFirmness lt 1000)>><<set $thighStatus = "soft">><<endif>>\n<<if ($thighFirmness gte 1000) and ($thighFirmness lt 1400)>><<set $thighStatus = "firm">><<endif>>\n<<if ($thighFirmness gte 1400) and ($thighFirmness lt 1800)>><<set $thighStatus = "tight">><<endif>>\n<<if $thighFirmness gte 1800>><<set $thighStatus = "solid">><<endif>>\n\n/% Alerts %/\n\n<<if $thighFirmness gte 600>><<set $thighFatness = 0>><<endif>>\n<<if ($thighFirmness lt 600) and ($thighFirmness gte 400) and ($thighFatness is 0)>><<set $thighFatness = 1; $alerted = 1>><<endif>>\n<<if ($thighFirmness lt 400) and ($thighFirmness gte 200) and ($thighFatness is 2)>><<set $thighFatness = 3; $alerted = 1>><<endif>>\n<<if ($thighFirmness lte 200) and ($thighFatness is 4)>><<set $thighFatness = 5; $alerted = 1>><<endif>>\n\n/% Caps/floors/corrections %/\n<<if $thigh lte 60>><<set $thigh = 70>><<endif>>\n<<if $thighFirmness lt 0>><<set $thighFirmness = 0>><<endif>>

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

/% All machines have a power pool, "$machineBattery".\nFrom this pool is drawn the energy cost for each use, "$machinePower".\n\n$machinePower = $machineBasePower * $machineEfficiency(Int)\n\n$machineBasePower is the base power potential of the generated machine. This value is adjusted by machineEfficiencyInt, which is a value determined by the condition of the machine as stated in $machineEfficiency.\n\n[Poor] efficiency (For old/broken machines) - $machinePower [/4] (20% power)\n\n[Fair] efficiency (For old/broken machines) - $machinePower [/2] (50% power)\n\n[Good] efficiency (For standard machines) - $machinePower [1] (100% power)\n\n[Excellent] efficiency (For standard/rare/modded machines) - $machinePower [x1.2] (120% power)\n\n[Flawless] efficiency (For rare/modded machines) - $machinePower [x1.5] (150% power)\n\n %/\n\n\n<<if $machineEfficiency is "poor">><<set $machinePower = $machineBasePower / 4; $machineBattery -= 20>><<endif>>\n\n<<if $machineEfficiency is "fair">><<set $machinePower = $machineBasePower / 2>><<endif>>\n\n<<if $machineEfficiency is "good">><<set $machinePower = $machineBasePower>><<endif>>\n\n<<if $machineEfficiency is "excellent">><<set $machinePower = ($machineBasePower + ($machineBasePower / 4)); $machineBattery += random(20,40)>><<endif>>\n\n<<if $machineEfficiency is "flawless">><<set $machinePower = ($machineBasePower + ($machineBasePower / 2)); $machineBattery += random(40,100)>><<endif>>\n\n<<set $newMachine = 0>>

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

/% Massive breast inflation %/\n<<if ($breastBloat gte $breast) and ($blimpBreasts is 0)>><<set $blimpBreasts = 1; $alerted = 1>><<endif>>\n\n/% Breast fattening %/\n/% Alerts the player when their breasts weigh 10gi (5gi each). %/\n<<if ($breast gte 100) and ($breastGrowth is 0)>><<set $breastGrowth = 1; $alerted = 1>>\n<<elseif ($breast lt 100) and ($breastGrowth is 2)>><<set $breastGrowth = 0>><<endif>>\n\n/% Alerts the player when their breasts weigh 30gi (15gi each). %/\n<<if ($breast gte 300) and ($breastGrowth is 3)>><<set $breastGrowth = 4; $alerted = 1>>\n<<elseif ($breast lt ($girth * 0.5)) and ($breastGrowth is 4)>><<set $breastGrowth = 3>><<endif>>\n\n/% Alerts the player when their breasts weigh half as much as they do. (Only if girth > 150) %/\n<<if $girth gte 1500>><<if ($breast gte ($girth * 0.5)) and ($breastGrowth is 4)>><<set $breastGrowth = 5; $alerted = 1>>\n<<elseif ($breast lt ($girth * 0.5)) and ($breastGrowth is 5)>><<set $breastGrowth = 4>><<endif>><<endif>>\n\n\n/% Caps/floors/corrections %/\n<<if $milkRate lte 0>><<set $milkRate = 10>><<endif>>\n<<if $milkFat lte 0>><<set $milkFat = 10>><<endif>>\n<<if $storedMilk lt 0>><<set $storedMilk = 0>><<endif>>\n<<if $storedMilk gt ($breast * 0.7)>><<set $storedMilk = ($breast * 0.7)>><<endif>>\n<<if $breast lte 30>><<set $breast = 30>><<endif>>\n<<if $breastBloat lt 0>><<set $breastBloat = 0>><<endif>>\n<<if $breastBloat gt ($maxBreast * 1.2)>><<set $breastBloat = ($maxBreast * 1.2)>><<endif>>\n<<if $maxBreast lt ($breast / 2)>><<set $maxBreast = ($breast / 2)>><<endif>>

<<display ZoneBackgrounds>><<set $seenIt_bodyScan = 1>><<if $newMachine is 1>><<display MachineEfficiency>><<endif>>\nIt's an odd piece of equipment with a large, enterable chamber and several screens.\nIt looks like it can be used to ''scan a creature's vitals.''<<if $inUse is 1>>\n\nYou turn the machinery on before slipping into the scanning chamber and closing your eyes.\nAfter a few moments and an odd, buzzy feeling, ''it outputs a reading.''\n\n<framed><center>''Subject Species:'' <<if $substatus neq 0>><<print $substatus>> <<endif>><<if $subspecies neq 0>><<print $subspecies>> <<endif>><<print $species>>\n''Weight:'' <<print $fatScore / 10>>~~gi~~ ♦ ''Body Fat Configuration:'' <<if $bodyType is 0>>Unremarkable<<elseif $bodyType is "busty">>Busty<<elseif $bodyType is "hourglass">>Hourglass<<elseif $bodyType is "round">>Round<<elseif $bodyType is "belly">>Miriete<<elseif $bodyType is "pear">>Pear<<elseif $bodyType is "thigh">>Bottom-Heavy<<else>>''SCAN ERROR''<<endif>>\n''Breast Size:'' <<print $breast / 10>>~~gi~~ ♦ ''Belly Size:'' <<print $belly / 10>>~~gi~~ ♦ ''Thigh Size:'' <<print $thigh / 10>>~~gi~~ \n\n''Calories Processing:'' <<print $calories / 10>> ♦ ''Metabolic Absorption Average:'' <<print ($metaGain - $metaBurn) / 10>>\n\n<<if $milkType neq 0>>''Lactation Type:'' <<print $milkType>> ♦ <<endif>>''Lactation Rate:'' <<print $milkRate / 10>> ♦ ''Milkfat:'' <<print $milkFat / 10>>\n\n''Parasitic Load:''<<if $breastParasite is 1>><<set $parasiteCheck = 1>>\n//Microstygi heleni (<<print $breastParaLoad / 10>>)//<<endif>>\s\n<<if $bellyParasite is 1>><<set $parasiteCheck = 1>>\n//Microstygi moreauii (<<print $bellyParaLoad / 10>>)//<<endif>>\s\n<<if $bodyPlumperParasite is 1>><<set $parasiteCheck = 1>>\n//Microleupii belesse (<<print $wgParaLoad / 10>>)//<<endif>>\s\n<<if $bellyPlumperParasite is 1>><<set $parasiteCheck = 1>>\n//Microleupii miriete (<<print $bellywgParaLoad / 10>>)//<<endif>>\s\n<<if $breastPlumperParasite is 1>><<set $parasiteCheck = 1>>\n//Microleupii belebaret (<<print $breastwgParaLoad / 10>>)//<<endif>>\s\n<<if $lactationParasite is 1>><<set $parasiteCheck = 1>>\n//Lactosa virii (<<print $lacParaLoad / 10>>)//<<endif>>\s\n<<if $metaParasite is 1>><<set $parasiteCheck = 1>>\n//Microleupii belite (<<print $metaParaLoad / 10>>)//<<endif>>\s\n<<if $slimeBellyParasite is 1>><<set $parasiteCheck = 1>>\n//Slime colonization (belly) (<<print $slimeBellyParaLoad / 10>>)//<<endif>>\s\n<<if $slimeBreastParasite is 1>><<set $parasiteCheck = 1>>\n//Slime colonization (breast) (<<print $slimeBreastParaLoad / 10>>)//<<endif>>\s\n<<if $direParasite is 1>><<set $parasiteCheck = 1>>\n//Dire worm colonization (<<print $direParaLoad / 10>>)//<<endif>>\s\n<<if $ampliParasite is 1>><<set $parasiteCheck = 1>>\n//Amplibaene colonization (<<print $ampliParaLoad>>)//<<endif>>\s\n<<if $parasiteCheck is 0>>\n//OK//<<endif>>\n\n''Other Status:<<if $miraPoisoning gte 1>>\n//Miratoxic Poisoning//<<set $statusCheck = 1>><<endif>>\s\n<<if $somniation gte 5>>\n//Incomplete Somniatic Mutation//<<set $statusCheck = 1>><<endif>>\s\n<<if $fatteniumPoisoning gte 10>>\n//Fattenium Poisoning//<<set $statusCheck = 1>><<endif>>\s\n<<if $autoEat is 1>>\n//Insatiable//<<set $statusCheck = 1>><<endif>>\s\n<<if $bellyBloat gte $maxBelly>>\n//Bloated//<<set $statusCheck = 1>><<endif>>\s\n<<if $lactation is 1>>\n//Lactating//<<set $statusCheck = 1>><<endif>>\s\n<<if $consecutiveDrain gte 1>>\n//Wasting Disease//<<set $statusCheck = 1>><<endif>>\s\n<<if $consecutiveGain gte 1>>\n//Spontaneous Weight Gain//<<set $statusCheck = 1>><<endif>>\s\n<<if $starvation is 1>>\n//Starving!!//<<set $statusCheck = 1>><<endif>>\s\n''<<if $statusCheck is 0>>\n//N/A//<<endif>></center></framed>\n\nVery informative!<<set $inUse = 0>><<endif>>\n<<if $machinePower gt $machineBattery>>''It looks like it's run out of power.''<<if $special_battery gt 0>> [[Use a battery. (x<<print $special_battery>>)|passage()][$special_battery -= 1; $machineBattery += random(8,24); $inUse = 0]]<<endif>><<endif>><<display Metabolism>><<display Effects>>\n<center><framed><<nobr>><<if $machinePower lte $machineBattery>>[[Use it.|passage()][$machineBattery -= $machinePower; $inUse = 1]]<<endif>><<endnobr>></framed>\n[[Back.|$saveStateSpecial][$inUse = 0; $parasiteCheck = 0; $statusCheck = 0]]</center>

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

<<nobr>><<if $mannedShop is 0>><<display RevecroixRandomizer>><<set $medique = $randomRevecroix; $mannedShop = 1; $mediqueDesc = either("sleek","plump","round","fat","blubbery","busty","blubber-stuffed","blimplike","gelatinous"); $bovietVoice = either("singsong","cheery","chirpy","gruff","warbling","shrill","deep","rich","melodic","honeyed","smooth","silky"); $freebie = 0>><<endif>><<endnobr>><<if $service is 0>>You walk into the mound to find a rather simple and comfortable-looking room, equipped with several big, well-stuffed bellychairs, a number of books, magazines, and toys, and a sturdy-looking desk at the far end.\n\nThe desk is occupied by a <<print $mediqueDesc>> <<print $medique>> who looks over to you with a warm smile.\n"Aiua! Shall I have a look at you?"<<endif>><<nobr>>\n\n<<endnobr>><<if $service is 1>>"Alright, let's see... just relax, and I'll take care of you."\n\nThe //medique// examines you thoroughly with a gentle touch, talking softly and reassuringly as they go through the motions, pausing on occasion to take notes on a holographic pad, or look over them carefully for mistakes.<<nobr>>\n\n\n<<if $breastParasite is 1>><<set $parasiteCheck = 1>><<endif>>\n<<if $bellyParasite is 1>><<set $parasiteCheck = 1>><<endif>>\n<<if $bodyPlumperParasite is 1>><<set $parasiteCheck = 1>><<endif>>\n<<if $bellyPlumperParasite is 1>><<set $parasiteCheck = 1>><<endif>>\n<<if $breastPlumperParasite is 1>><<set $parasiteCheck = 1>><<endif>>\n<<if $lactationParasite is 1>><<set $parasiteCheck = 1>><<endif>>\n<<if $metaParasite is 1>><<set $parasiteCheck = 1>><<endif>>\n<<if $slimeBellyParasite is 1>><<set $parasiteCheck = 1>><<endif>>\n<<if $slimeBreastParasite is 1>><<set $parasiteCheck = 1>><<endif>>\n<<if $direParasite is 1>><<set $parasiteCheck = 1>><<endif>>\n<<if $ampliParasite is 1>><<set $parasiteCheck = 1>><<endif>>\n\n<<if ($miraberryPoisoning is 1) or ($miraberryPoisoning is 1)>><<set $poisonCheck = 1>><<endif>>\n<<if ($mushroomPoisoning is 1) or ($mushroomPoisoning is 1)>><<set $poisonCheck = 1>><<endif>>\n<<if ($calpowderPoisoning is 1) or ($calpowderPoisoning is 1)>><<set $poisonCheck = 1>><<endif>>\n<<if ($gainPoisoning is 1) or ($gainPoisoning is 1)>><<set $poisonCheck = 1>><<endif>>\n<<if ($leupoilToxicity gte ($girth/100)) or ($leupoilPoisoning is 1)>><<set $poisonCheck = 1>><<endif>>\n<<if ($bellyfatteniumToxicity is 1) or ($bellyfatteniumPoisoning is 1)>><<set $poisonCheck = 1>><<endif>>\n<<if ($breastfatteniumToxicity is 1) or ($breastfatteniumPoisoning is 1)>><<set $poisonCheck = 1>><<endif>>\n<<if ($thighfatteniumToxicity is 1) or ($thighfatteniumPoisoning is 1)>><<set $poisonCheck = 1>><<endif>>\n<<if ($inflaToxicity is 1) or ($inflaPoisoning is 1)>><<set $poisonCheck = 1>><<endif>>\n<<if ($deflaToxicity is 1) or ($deflaPoisoning is 1)>><<set $poisonCheck = 1>><<endif>>\n<<if $fatteniumCascade is 1>><<set $poisonCheck = 1>><<endif>>\n<<if ($helenoToxicity is 1) or ($helenoPoisoning is 1)>><<set $poisonCheck = 1>><<endif>>\n\n<<endnobr>>\n\nFinally satisfied, the <<print $medique>> sets their tools down. "Alright, let's go over what I've found together.\n\n"You're currently at <<print ($girth + $belly + $breast + $thigh) / 10>>~~gi~~,<<if $starvation is 1>>and ''you appear to be suffering from malnutrition. It's a good thing you're here!'''<<else>> which is just fine, as long as you're feeling well.<<endif>><<if $metaBurn gt $metaGain>> Your ''metabolism seems to be running a bit hot''; we can do something about that, if you feel you need it.<<endif>><<if $autoEat is 1>>\n\nThe <<print $medique>> tilts their head slightly, examining their notes. "...It seems as though ''you may be suffering from insatiability''-- is that true? \nIf so, and you'd rather not be, I should be able to counteract that for you."<<endif>><<if $parasiteCheck is 1>>\n\n"Now, moving on... you've ''checked out positive for parasites.'' They're all relatively easily curable, so if you want any of them gone, I can do that for you."<<elseif $parasiteCheck is 0>>\n\n"You seem to be completely free of parasites of any kind." The //medique// notes, tapping their cheek thoughtfully.<<endif>><<if $consecutiveDrain gte 1>>\n\n"You seem to have ''picked up a wasting disease from somewhere,''" the <<print $medique>> frowns, chewing their lip. "That's pretty serious, so if you'd like me to treat it, I will."<<endif>><<if $consecutiveGain is 1>>\n"Something seems to be ''causing your body to generate fat without caloric input'', which is interesting. That's treatable, too, if you're interested."<<endif>><<if $fatteniumPoisoning gte 10>>\n\n"It looks as though you were ''recently exposed to some concentrated fattenium,''" the //medique// notes. "''You'll continue getting fatter until it's been completely absorbed by your system,'' unless you'd like me to neutralize what's left."<<endif>><<if $poisonCheck is 1>>\n\n"Mmm," the <<print $medique>> says gravely. "You ''seem to have been poisoned!'' It's a good thing you've come to me.\n''Your symptoms will continue until you've recieved a detoxification treatment''-- which I can provide for you right now. Otherwise, they'll continue ''indefinitely!''"<<endif>>\n\n"Okay!" they announce, flashing you another smile. "That's my full report. \n''If there's anything else going on with you that I didn't mention, it's likely outside of my reach.''\n\nSo, ''can I help you in any way'', or will that be all?"<<endif>><<nobr>>\n\n\n\n<<endnobr>><<if $service is 2>>The <<print $medique>> //medique// smiles at you. "Come with me, please."\n\nThey lead you into a back room, gently sitting you down in an enormous, incredibly squishy bellychair before fetching a syringe full of pale, golden liquid, gently squirting it into your mouth.\n\nIt tastes rather pleasantly like sweetened butter, and you enjoy the flavor of it for a moment before a sudden flash of heat washes over you.\nGasping, you curl into a ball upon the chair as you begin to ''rapidly, steadily gain weight, your own skin squeezing you tightly as you bloat with fat!''\n\nFinally, the growth stops, leaving you flopped over in the chair as you catch your breath.\n\n"Well, I'd say that should do it!" the <<print $medique>> announces happily, admiring your girth.<<endif>><<nobr>>\n\n\n\n<<endnobr>><<if ($service is 3) or ($service is 4) or ($service is 5) or ($service is 6) or ($service is 7) or ($service is 8) or ($service is 10)>>The <<print $medique>> nods at you. "Alright, one moment."\nStepping aside, they rifle through drawers in the back room before returning with a syringe full of <<print either("red","blue","green","black","purple","white","clear","pale","golden")>> liquid, carefully taking your arm and administering it skillfully.\n\n''Your stomach bloats uncomfortably, gurgling softly...''<<set $bellyBloat += 90000>>\n\n"There you are! <<if $service is 3>>You might gain a good ten or twenty ~~gi~~, but ''your ravening hunger will trouble you no more'', provided you don't, you know... do //whatever you did the first time again.//"<<elseif $service is 4>>\nYou'll probably chunk up a little bit more, but ''the process has been stopped in its tracks-- you shouldn't keep blowing up.''\n\n"And hey... careful with that fattenium, hmm?" the //medique// adds with a grin. \n"They use that shit to make billetroa, you know..."<<elseif $service is 5>>\nIt may take a little bit for the symptoms to fade, but ''that particular strain of parasitic beastie will trouble you no longer.''\n\n"At least, not until //next time//," they add with a laugh.<<set $parasiteCheck = 0>><<elseif $service is 7>>That should balance you back out for a while."<<set $metaGain = ($metaBurn + $metaGain)/2; $metaBurn = $metaGain>><<elseif $service is 8>>''Your symptoms should subside as your body returns to health.'' \nBe careful, hm? There are all sorts of nasty, toxic things out there... or, well, you could just become a leupai, I suppose!" the //medique// laughs.<<nobr>>\n\n/% Todo: split up by toxin type and add options to have each one cured individually. %/\n\n<<set $poisonCheck = 0; $miraberryPoisoning = 0; $miraberryToxicity = 0; $mushroomPoisoning = 0; $mushroomToxicity = 0; $calpowderPoisoning = 0; $calpowderToxicity = 0; $gainPoisoning = 0; $gainerToxicity = 0; $leupoilPoisoning = 0; $leupoilToxicity = 0; $bellyfatteniumPoisoning = 0; $bellyfatteniumToxicity = 0; $breastfatteniumPoisoning = 0; $breastfatteniumToxicity = 0; $thighfatteniumPoisoning = 0; $thighfatteniumToxicity = 0; $fatteniumPoisoning = 0; $fatteniumCascade = 0; $inflaPoisoning = 0; $inflaToxicity = 0; $deflaPoisoning = 0; $deflaToxicity = 0; $helenoToxicity = 0; $helenoPoisoning = 0>>\n\n<<endnobr>><<elseif $service is 6>>Drop by again the next time you need a pick-me-up, hmm?"<<set $freebie = 1>><<elseif $service is 10>>Drop by again the next time you've gotten the ol' knock-around. We'll take care of you!"<<endif>><<endif>><<nobr>>\n\n\n<<endnobr>><<if $service is "emergency">>"Oh, there you are! //Shhh, easy...//"<<nobr>><<if $mannedShop is 0>><<display RevecroixRandomizer>><<set $medique = $randomRevecroix; $mannedShop = 1; $mediqueDesc = either("sleek","plump","round","fat","blubbery","busty","blubber-stuffed","blimplike","gelatinous"); $bovietVoice = either("singsong","cheery","chirpy","gruff","warbling","shrill","deep","rich","melodic","honeyed","smooth","silky")>><<endif>>\n\n<<set $miraberryToxicity = 0; $miraberryPoisoning = 0; $mushroomToxicity = 0; $mushroomPoisoning = 0; $calpowderToxicity = 0; $calpowderPoisoning = 0; $gainerToxicity = 0; $gainPoisoning = 0; $leupoilToxicity = 0; $leupoilPoisoning = 0; $bellyfatteniumToxicity = 0; $bellyfatteniumPoisoning = 0; $breastfatteniumToxicity = 0; $breastfatteniumPoisoning = 0; $thighfatteniumToxicity = 0; $thighfatteniumPoisoning = 0; $deflaToxicity = 0; $deflaPoisoning = 0; $inflaToxicity = 0; $inflaPoisoning = 0; $fatteniumPoisoning = 0; $fatteniumCascade = 0; $helenoToxicity = 0; $helenoPoisoning = 0; $caffeineToxicity = 0; $caffeinePoisoning = 0; $vitaePPM = 0; $miraPoisoning = 0; $amalgaToxicity = 0; $amalgaPoisoning = 0>> \n\n<<set $toxicOverdoseWarning = 0; $painfulOverdoseWarning = 0; $bloatOverdoseWarning = 0; $breastbloatOverdoseWarning = 0; $dizzyOverdoseWarning = 0; $jiggleOverdoseWarning = 0>>\n\n<<set $pain = 21; $health = "Sore"; $immobile = 0; $immobilityCause = 0; $blackout = 0>>\n\n\n<<endnobr>>\n\nYou slowly open your eyes to find yourself lying upon an incredibly comfortable bed-- a <<print $mediqueDesc>> <<print $medique>> gazing at you from across the room with a look of relief.\n"You were in ''a bit of a state when you were brought in''. Take it easy, hm? I'm glad you're awake, but you might need a bit more time to heal."\n\nThe //medique// brings you food and watches over you as your body steadily sets to work knitting itself back together, thanks to whatever strange medicines you've been given.\n\nAs you're finally cleared to get up and go, it strikes you-- //''that could've gone a lot worse than it did...''//<<set $service = 0; $freebie = 1>><<endif>><<nobr>>\n\n\n<<endnobr>><<display Metabolism>><<display Effects>>\n<center>\n<framed><<nobr>>\n[[Evaluation.|passage()][$service = 1; $evaluated = 1]]\n\n<<if $evaluated is 1>><<if ($starvation is 1) or ($consecutiveDrain gte 1)>> ♦ [[Robustification Treatment.|passage()][$service = 2; $girth += $starveFloor; $starvation = 0; $consecutiveDrain = 0]]<<endif>>\n\n<<if $poisonCheck is 1>> ♦ [[Detoxification Treatment.|passage()][$service = 8]]<<endif>>\n\n<<if $metaBurn gt $metaGain>> ♦ [[Metabalancing Treatment.|passage()][$service = 7]]<<endif>>\n\n<<if $autoEat is 1>> ♦ [[Satiation Treatment.|passage()][$service = 3; $esurience = 0; $calories += 250]]<<endif>>\n\n<<if $fatteniumPoisoning gte 10>> ♦ [[Fattenium Detoxification.|passage()][$service = 4; $calories += $fatteniumPoisoning; $fatteniumPoisoning = 0]]<<endif>>\n\n<<if $breastParasite is 1>> ♦ [[//Microstygi heleni// (Breast Bloat Parasite) Removal.|passage()][$service = 5; $breastParasite = 0; $breastParaLoad = 0]]<<endif>>\n\n<<if $bellyParasite is 1>> ♦ [[//Microstygi moreauii// (Belly Bloat Parasite) Removal.|passage()][$service = 5; $bellyParasite = 0; $bellyParaLoad = 0]]<<endif>>\n\n<<if $bodyPlumperParasite is 1>> ♦ [[//Microleupii belesse// (Weight Gain Parasite) Removal.|passage()][$service = 5; $bodyPlumperParasite = 0; $wgParaLoad = 0]]<<endif>>\n\n<<if $bellyPlumperParasite is 1>> ♦ [[//Microleupii miriete// (Belly Weight Gain Parasite) Removal.|passage()][$service = 5; $bellyPlumperParasite = 0; $bellywgParaLoad = 0]]<<endif>>\n\n<<if $breastPlumperParasite is 1>> ♦ [[//Microleupii belebaret// (Breast Weight Gain Parasite) Removal.|passage()][$service = 5; $breastPlumperParasite = 0; $breastwgParaLoad = 0]]<<endif>>\n\n<<if $lactationParasite is 1>> ♦ [[//Lactosa virii// (Lactation-Inducing Parasite) Removal.|passage()][$service = 5; $lactationParasite = 0; $lacParaLoad = 0]]<<endif>>\n\n<<if $metaParasite is 1>> ♦ [[//Microleupii belite// (Metabolism-Slowing Parasite) Removal.|passage()][$service = 5; $metaParasite = 0; $metaParaLoad = 0]]<<endif>>\n\n<<if $slimeBellyParasite is 1>> ♦ [[Parasitic Belly Slime Removal.|passage()][$service = 5; $slimeBellyParasite = 0; $slimeBellyParaLoad = 0]]<<endif>>\n\n<<if $slimeBreastParasite is 1>> ♦ [[Parasitic Breast Slime Removal.|passage()][$service = 5; $slimeBreastParasite = 0; $slimeBreastParaLoad = 0]]<<endif>>\n\n<<if $direParasite is 1>> ♦ [[Dire Worm Removal.|passage()][$service = 5; $direParasite = 0; $direParaLoad = 0]]<<endif>>\n\n<<if $ampliParasite is 1>> ♦ [[Amplibaene Removal.|passage()][$service = 5; $ampliParasite = 0; $ampliParaLoad = 0; $bonusWG = 0]]<<endif>><<endif>>\n\n<<if $freebie is 0>> ♦ [[Calorie Booster.|passage()][$service = 6; $calories += either(50,60,70,80); $bonusEnergy += 100]]<<endif>>\n\n<<if $pain gte 20>> ♦ [[Pain Reliever.|passage()][$service = 10; $pain = 0; $health = "Sore"]]<<endif>>\n\n<<endnobr>></framed>\n[[Leave.|$saveStateEncounter][$itemPool = 0; $encounterPool = 0; $mannedShop = 0; $service = 0; $parasiteCheck = 0; $evaluated = 0; $explore = 3; $indoorZone = 0; $dungeonType = 0; $justLeftType = "area"; $justLeft = "Mediquerie"; $stepcounter = 1; $stepsCounted = 0]]</center>

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

<<if $powerType is "leupaiCompression">><<if $inUse is 1>>\nYou close your eyes, relaxing your body for a moment.. and then ''squeeze your skin tightly, reshaping and compressing yourself!''<<nobr>>\n\n<<set $inUse = 0>>\n\n<<if $compressType is "BodyToBreast">><<set $girth -= ($strength * 10); $breast += ($strength * 10); $breastBloat += ($strength * 10)>><<endif>>\n\n<<if $compressType is "BellyToBreast">><<set $belly -= ($strength * 10); $bellyBloat -= ($strength * 10); $breast += ($strength * 10); $breastBloat += ($strength * 10)>><<endif>>\n\n<<if $compressType is "ThighToBreast">><<set $thigh -= ($strength * 10); $thighFirmness += ($strength * 10); $breast += ($strength * 10); $breastBloat += ($strength * 10)>><<endif>>\n\n<<if $compressType is "IntoBreast">><<set $girth -= ($strength * 10); $belly -= ($strength * 10); $bellyBloat -= ($strength * 10); $thigh -= ($strength * 10); $thighFirmness += ($strength * 10); $breast += (($strength * 10) * 4); $breastBloat += (($strength * 10) * 3); $machineBattery -= (($strength * 10) * 2)>><<endif>>\n\n<<if $compressType is "BreastToBelly">><<set $belly += ($strength * 10); $bellyBloat += ($strength * 10); $breast -= ($strength * 10); $breastBloat -= ($strength * 10)>><<endif>>\n\n<<if $compressType is "ThighToBelly">><<set $belly += ($strength * 10); $bellyBloat += ($strength * 10); $thigh -= ($strength * 10); $thighFirmness += ($strength * 10)>><<endif>>\n\n<<if $compressType is "BodyToBelly">><<set $belly += ($strength * 10); $bellyBloat += ($strength * 10); $girth -= ($strength * 10)>><<endif>>\n\n<<if $compressType is "IntoBelly">><<set $girth -= ($strength * 10); $breast -= ($strength * 10); $breastBloat -= ($strength * 10); $thigh -= ($strength * 10); $thighFirmness += ($strength * 10); $belly += (($strength * 10) * 2); $bellyBloat += (($strength * 10) * 3); $machineBattery -= (($strength * 10) * 3)>><<endif>>\n\n<<if $compressType is "BodyToThigh">><<set $girth -= ($strength * 10); $thigh += ($strength * 10); $thighFirmness += ($strength * 10)>><<endif>>\n\n<<if $compressType is "BellyToThigh">><<set $belly -= ($strength * 10); $bellyBloat -= ($strength * 10); $thigh += ($strength * 10); $thighFirmness -= ($strength * 10)>><<endif>>\n\n<<if $compressType is "BreastToThigh">><<set $thigh += ($strength * 10); $thighFirmness -= ($strength * 10); $breast -= ($strength * 10); $breastBloat -= ($strength * 10)>><<endif>>\n\n<<if $compressType is "IntoThigh">><<set $girth -= ($strength * 10); $belly -= ($strength * 10); $bellyBloat -= ($strength * 10); $breast -= ($strength * 10); $breastBloat -= ($strength * 10); $thigh += (($strength * 10) * 4); $thighFirmness -= (($strength * 10) * 3); $machineBattery -= (($strength * 10) * 2)>><<endif>>\n\n<<if $compressType is "BreastToBody">><<set $girth += ($strength * 10); $breast -= ($strength * 10); $breastBloat -= ($strength * 10)>><<endif>>\n\n<<if $compressType is "BellyToBody">><<set $belly -= ($strength * 10); $bellyBloat -= ($strength * 10); $girth -= ($strength * 10)>><<endif>>\n\n<<if $compressType is "ThighToBody">><<set $girth += ($strength * 10); $thigh -= ($strength * 10); $thighFirmness += ($strength * 10)>><<endif>>\n\n<<if $compressType is "IntoBody">><<set $belly -= ($strength * 10); $bellyBloat -= ($strength * 10); $breast -= ($strength * 10); $breastBloat -= ($strength * 10); $thigh -= ($strength * 10); $thighFirmness += ($strength * 10); $girth += (($strength * 10) * 4); $machineBattery -= (($strength * 10) * 3)>><<endif>><<endnobr>><<endif>>\n\n<hr><<if $girth gte $machinePower>>\n[[Body Fat into Breast Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BodyToBreast"]]<<endif>><<nobr>>\n\n<<endnobr>><<if $belly gte $machinePower>>\n[[Belly Fat into Breast Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BellyToBreast"]]<<endif>><<nobr>>\n\n<<endnobr>><<if $thigh gte $machinePower>>\n[[Thigh Fat into Breast Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "ThighToBreast"]]<<endif>><<nobr>>\n\n<<endnobr>><<if ($girth gte $machinePower) and ($belly gte $machinePower) and ($thigh gte $machinePower)>>\n[[Belly, Thigh & Body Fat into Breast Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "IntoBreast"]]<<endif>><<nobr>>\n\n<<endnobr>><<if $breast gte $machinePower>>\n[[Breast Fat into Belly Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BreastToBelly"]]<<endif>><<nobr>>\n\n<<endnobr>><<if $thigh gte $machinePower>>\n[[Thigh Fat into Belly Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "ThighToBelly"]]<<endif>><<nobr>>\n\n<<endnobr>><<if $girth gte $machinePower>>\n[[Body Fat into Belly Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BodyToBelly"]]<<endif>><<nobr>>\n\n<<endnobr>><<if ($girth gte $machinePower) and ($breast gte $machinePower) and ($thigh gte $machinePower)>>\n[[Body, Breast & Thigh Fat into Belly Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "IntoBelly"]]<<endif>><<nobr>>\n\n<<endnobr>><<if $breast gte $machinePower>>\n[[Breast Fat into Thigh Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BreastToThigh"]]<<endif>><<nobr>>\n\n<<endnobr>><<if $belly gte $machinePower>>\n[[Belly Fat into Thigh Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BellyToThigh"]]<<endif>><<nobr>>\n\n<<endnobr>><<if $girth gte $machinePower>>\n[[Body Fat into Thigh Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BodyToThigh"]]<<endif>><<nobr>>\n\n<<endnobr>><<if ($girth gte $machinePower) and ($breast gte $machinePower) and ($belly gte $machinePower)>>\n[[Body, Breast & Belly Fat into Thigh Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "IntoThigh"]]<<endif>><<nobr>>\n\n<<endnobr>><<if $belly gte $machinePower>>\n[[Belly Fat into Body Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BellyToBody"]]<<endif>><<nobr>>\n\n<<endnobr>><<if $breast gte $machinePower>>\n[[Breast Fat into Body Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "BreastToBody"]]<<endif>><<nobr>>\n\n<<endnobr>><<if $thigh gte $machinePower>>\n[[Thigh Fat into Body Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "ThighToBody"]]<<endif>><<nobr>>\n\n<<endnobr>><<if ($girth gte $machinePower) and ($belly gte $machinePower) and ($thigh gte $machinePower)>>\n[[Belly, Breast & Thigh Fat into Body Fat.|passage()][$machineBattery -= $machinePower; $inUse = 1; $compressType = "IntoBody"]]<<endif>><<endif>>\n<hr>[[Continue.|$saveState][$powerType = 0; $inUse = 0]]

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

<<nobr>>\n/% Have you cooked? Display the proper messages. %/\n\n<<if $cooked is 1>>\n/% Make sure it doesn't display that goddamn 0 %/\n<<if $cookMessage is 0>><<set $cookMessage = "You prepare and enjoy your meal!">><<endif>>\n<<print $cookMessage>><<set $cooked = 0; $cookMessage = "You prepare and enjoy your meal!">>\n\n/% Fullness notifiers. %/\n<<if $bellyStatus is "round">> Your belly protrudes pleasantly. <<elseif $bellyStatus is "full">> Your well-stuffed belly gurgles softly.<<elseif $bellyStatus is "bursting">> Your overstuffed gut creaks, packed tight!<<endif>>\n\n<<display Metabolism>><<display Alert>><<display Effects>>\n\n/% Next bit needs linebreak; if you're too full you can't cook and eat food. %/\n\n<<endif>><<endnobr>><<if $bellyStatus is "bursting">>\n''You're too full to eat anything else right now.''<<endif>><<nobr>>\n\n/% Now, the complicated stuff. \nEach type of kitchen has access to a different set of recipes. All food recipes need to be disabled when the player is too full, BUT all alchemy and consiee recipes need to always be available.\n\nSo let's take this nice and easy. We've got room to stretch our legs now.\n\nFirst, the if:then display clauses for the recipes themselves. Once we've got that, then we display the recipe books links. %/\n\n/% ============================= %/\n/% Kitchen setup %/\n\n/% ============================= %/\n/% Camp Cooking %/\n\n<<if $kitchenType is "Camp">>\n\n/% Cooking surfaces %/\n<<set $campfireCooking = 1; $grillCooking = 0; $stoveCooking = 0; $potCooking = 0; $ovenCooking = 0>>\n\n/% Item prep surfaces %/\n<<set $alchemyPrep = 0; $consieePrep = 0; $craftingPrep = 1>>\n\n\n/% ============================= %/\n/% Lab Cooking %/\n\n<<elseif $kitchenType is "Lab Kitchen">>\n\n/% Cooking surfaces %/\n<<set $campfireCooking = 0; $grillCooking = 1; $stoveCooking = 1; $potCooking = 1; $ovenCooking = 1>>\n\n/% Item prep surfaces %/\n<<set $alchemyPrep = 1; $consieePrep = 1; $craftingPrep = 1>>\n\n\n/% End kitchen type setup. %/ <<endif>>\n\n/% Recipe books ========================= %/\n/% Inedibles %/\n\n/% If you have the equipment, these are always available. %/\n\n<<if $showAlchemyIRecipes is 1>><hr><<display BasicAlchemy>>\n<<elseif $showAlchemyIIRecipes is 1>><hr><<display Alchemy>>\n<<elseif $showProcessRecipes is 1>><hr><<display ProcessRecipes>>\n<<elseif $showCraftingRecipes is 1>><hr><<display Crafting>><<endif>>\n\n/% Edibles %/\n\n/% If you're too full to eat, you can't access these recipes. %/\n\n<<if $bellyStatus neq "bursting">>\n\n<<if $showRawRecipes is 1>><hr><<display RawRecipes>>\n<<elseif $showCampRecipes is 1>><hr><<display CampfireRecipes>>\n<<elseif $showGrillRecipes is 1>><hr><<display GrillRecipes>>\n<<elseif $showStoveRecipes is 1>><hr><<display StoveRecipes>>\n<<elseif $showPotRecipes is 1>><hr><<display PotRecipes>>\n<<elseif $showOvenRecipes is 1>><hr><<display OvenRecipes>><<endif>>\n\n<<endif>><hr>\n\n/% Recipe links ========================= %/\n\n/% Edibles %/\n\n<<if $bellyStatus neq "bursting">>\n\n/% You can always prepare basic food recipes; all you need is your hands. \n(and room to eat the results) %/\n\n<<if $showRawRecipes is 0>>[[Basic Recipes|passage()][$showRawRecipes = 1; $showCampRecipes = 0; $showGrillRecipes = 0; $showStoveRecipes = 0; $showPotRecipes = 0; $showOvenRecipes = 0; $showAlchemyIRecipes = 0; $showAlchemyIIRecipes = 0; $showProcessRecipes = 0; $showCraftingRecipes = 0]] ♦ <<endif>>\n\n/% These recipes need specific equipment. %/\n\n<<if ($showCampRecipes is 0) and ($campfireCooking is 1)>>[[Campfire Recipes|passage()][$showRawRecipes = 0; $showCampRecipes = 1; $showGrillRecipes = 0; $showStoveRecipes = 0; $showPotRecipes = 0; $showOvenRecipes = 0; $showAlchemyIRecipes = 0; $showAlchemyIIRecipes = 0; $showProcessRecipes = 0; $showCraftingRecipes = 0]] ♦ <<endif>>\n\n<<if ($showGrillRecipes is 0) and ($grillCooking is 1)>>[[Grill Recipes|passage()][$showRawRecipes = 0; $showCampRecipes = 0; $showGrillRecipes = 1; $showStoveRecipes = 0; $showPotRecipes = 0; $showOvenRecipes = 0; $showAlchemyIRecipes = 0; $showAlchemyIIRecipes = 0; $showProcessRecipes = 0; $showCraftingRecipes = 0]] ♦ <<endif>>\n\n<<if ($showStoveRecipes is 0) and ($stoveCooking is 1)>>[[Stove Recipes|passage()][$showRawRecipes = 0; $showCampRecipes = 0; $showGrillRecipes = 0; $showStoveRecipes = 1; $showPotRecipes = 0; $showOvenRecipes = 0; $showAlchemyIRecipes = 0; $showAlchemyIIRecipes = 0; $showProcessRecipes = 0; $showCraftingRecipes = 0]] ♦ <<endif>>\n\n<<if ($showPotRecipes is 0) and ($potCooking is 1)>>[[Pot Recipes|passage()][$showRawRecipes = 0; $showCampRecipes = 0; $showGrillRecipes = 0; $showStoveRecipes = 0; $showPotRecipes = 1; $showOvenRecipes = 0; $showAlchemyIRecipes = 0; $showAlchemyIIRecipes = 0; $showProcessRecipes = 0; $showCraftingRecipes = 0]] ♦ <<endif>>\n\n<<if ($showOvenRecipes is 0) and ($ovenCooking is 1)>>[[Oven Recipes|passage()][$showRawRecipes = 0; $showCampRecipes = 0; $showGrillRecipes = 0; $showStoveRecipes = 0; $showPotRecipes = 0; $showOvenRecipes = 1; $showAlchemyIRecipes = 0; $showAlchemyIIRecipes = 0; $showProcessRecipes = 0; $showCraftingRecipes = 0]] ♦ <<endif>>\n\n\n<<endif>>\n\n/% Inedibles %/\n\n/% You can always prepare basic alchemy recipes; all you need is your hands. %/\n\n<<if $showAlchemyIRecipes is 0>>[[Basic Alchemy|passage()][$showRawRecipes = 0; $showCampRecipes = 0; $showGrillRecipes = 0; $showStoveRecipes = 0; $showPotRecipes = 0; $showOvenRecipes = 0; $showAlchemyIRecipes = 1; $showAlchemyIIRecipes = 0; $showProcessRecipes = 0; $showCraftingRecipes = 0]]<<endif>>\n\n<<if ($showAlchemyIIRecipes is 0) and ($alchemyPrep is 1)>> ♦ [[Alchemy|passage()][$showRawRecipes = 0; $showStoveRecipes = 0; $showGrillRecipes = 0; $showPotRecipes = 0; $showOvenRecipes = 0; $showAlchemyIRecipes = 0; $showAlchemyIIRecipes = 1; $showProcessRecipes = 0; $showCraftingRecipes = 0]]<<endif>>\n\n<<if ($showCraftingRecipes is 0) and ($craftingPrep is 1)>> ♦ [[Basic Crafting|passage()][$showRawRecipes = 0; $showStoveRecipes = 0; $showGrillRecipes = 0; $showPotRecipes = 0; $showOvenRecipes = 0; $showAlchemyIRecipes = 0; $showAlchemyIIRecipes = 0; $showProcessRecipes = 0; $showCraftingRecipes = 1]]<<endif>>\n\n<<if ($showProcessRecipes is 0) and ($consieePrep is 1)>> ♦ [[Make Consiee|passage()][$showRawRecipes = 0; $showStoveRecipes = 0; $showGrillRecipes = 0; $showPotRecipes = 0; $showOvenRecipes = 0; $showAlchemyIRecipes = 0; $showAlchemyIIRecipes = 0; $showProcessRecipes = 1; $showCraftingRecipes = 0]]<<endif>>\n\n/% Maybe have complex crafting for special areas only (hard-coded?) %/\n\n<<endnobr>>

<<nobr>>\n\n/% BLOCK 1 %/\n\n<<endnobr>><<if $dons1 neq 0>>[[<<print $dons1>> (<<print $dons1Spec>>)|DonsairView][$donsairID = 1]] ♦ <<endif>><<if $dons2 neq 0>>[[<<print $dons2>> (<<print $dons2Spec>>)|DonsairView][$donsairID = 2]] ♦ <<endif>><<if $dons3 neq 0>>[[<<print $dons3>> (<<print $dons3Spec>>)|DonsairView][$donsairID = 3]] ♦ <<endif>><<if $dons4 neq 0>>[[<<print $dons4>> (<<print $dons4Spec>>)|DonsairView][$donsairID = 4]]\n<<endif>><<if $dons5 neq 0>>[[<<print $dons5>> (<<print $dons5Spec>>)|DonsairView][$donsairID = 5]] ♦ <<endif>><<if $dons6 neq 0>>[[<<print $dons6>> (<<print $dons6Spec>>)|DonsairView][$donsairID = 6]] ♦ <<endif>><<if $dons7 neq 0>>[[<<print $dons7>> (<<print $dons7Spec>>)|DonsairView][$donsairID = 7]] ♦ <<endif>><<if $dons8 neq 0>>[[<<print $dons8>> (<<print $dons8Spec>>)|DonsairView][$donsairID = 8]]\n<<endif>><<if $dons9 neq 0>>[[<<print $dons9>> (<<print $dons9Spec>>)|DonsairView][$donsairID = 9]] ♦ <<endif>><<if $dons10 neq 0>>[[<<print $dons10>> (<<print $dons10Spec>>)|DonsairView][$donsairID = 10]] ♦ <<endif>><<if $dons11 neq 0>>[[<<print $dons11>> (<<print $dons11Spec>>)|DonsairView][$donsairID = 11]] ♦ <<endif>><<if $dons12 neq 0>>[[<<print $dons12>> (<<print $dons12Spec>>)|DonsairView][$donsairID = 12]]<hr><<endif>><<nobr>>\n\n/% BLOCK 2 %/\n\n<<endnobr>><<if $dons13 neq 0>>[[<<print $dons13>> (<<print $dons13Spec>>)|DonsairView][$donsairID = 13]] ♦ <<endif>><<if $dons14 neq 0>>[[<<print $dons14>> (<<print $dons14Spec>>)|DonsairView][$donsairID = 14]] <<endif>><<if $dons15 neq 0>>[[<<print $dons15>> (<<print $dons15Spec>>)|DonsairView][$donsairID = 15]] ♦ <<endif>><<if $dons16 neq 0>>[[<<print $dons16>> (<<print $dons16Spec>>)|DonsairView][$donsairID = 16]]\n<<endif>><<if $dons17 neq 0>>[[<<print $dons17>> (<<print $dons17Spec>>)|DonsairView][$donsairID = 17]] ♦ <<endif>><<if $dons18 neq 0>>[[<<print $dons18>> (<<print $dons18Spec>>)|DonsairView][$donsairID = 18]] ♦ <<endif>><<if $dons19 neq 0>>[[<<print $dons19>> (<<print $dons19Spec>>)|DonsairView][$donsairID = 19]] ♦ <<endif>><<if $dons20 neq 0>>[[<<print $dons20>> (<<print $dons20Spec>>)|DonsairView][$donsairID = 20]]\n<<endif>><<if $dons21 neq 0>>[[<<print $dons21>> (<<print $dons21Spec>>)|DonsairView][$donsairID = 21]] ♦ <<endif>><<if $dons22 neq 0>>[[<<print $dons22>> (<<print $dons22Spec>>)|DonsairView][$donsairID = 22]] ♦ <<endif>><<if $dons23 neq 0>>[[<<print $dons23>> (<<print $dons23Spec>>)|DonsairView][$donsairID = 23]] ♦ <<endif>><<if $dons24 neq 0>>[[<<print $dons24>> (<<print $dons24Spec>>)|DonsairView][$donsairID = 24]]<hr><<endif>><<nobr>>\n\n/% BLOCK 3 %/\n\n<<endnobr>>\n<<if $dons25 neq 0>>[[<<print $dons25>> (<<print $dons25Spec>>)|DonsairView][$donsairID = 25]] ♦ <<endif>><<if $dons26 neq 0>>[[<<print $dons26>> (<<print $dons26Spec>>)|DonsairView][$donsairID = 26]] ♦ <<endif>><<if $dons27 neq 0>>[[<<print $dons27>> (<<print $dons27Spec>>)|DonsairView][$donsairID = 27]] ♦ <<endif>><<if $dons28 neq 0>>[[<<print $dons28>> (<<print $dons28Spec>>)|DonsairView][$donsairID = 28]]<<endif>>\n<<if $dons29 neq 0>>[[<<print $dons29>> (<<print $dons29Spec>>)|DonsairView][$donsairID = 29]] ♦ <<endif>><<if $dons30 neq 0>>[[<<print $dons30>> (<<print $dons30Spec>>)|DonsairView][$donsairID = 30]] ♦ <<endif>><<if $dons31 neq 0>>[[<<print $dons31>> (<<print $dons31Spec>>)|DonsairView][$donsairID = 31]] ♦ <<endif>><<if $dons32 neq 0>>[[<<print $dons32>> (<<print $dons32Spec>>)|DonsairView][$donsairID = 32]]<<endif>>\n<<if $dons33 neq 0>>[[<<print $dons33>> (<<print $dons33Spec>>)|DonsairView][$donsairID = 33]] ♦ <<endif>><<if $dons34 neq 0>>[[<<print $dons34>> (<<print $dons34Spec>>)|DonsairView][$donsairID = 34]] ♦ <<endif>><<if $dons35 neq 0>>[[<<print $dons35>> (<<print $dons35Spec>>)|DonsairView][$donsairID = 35]] ♦ <<endif>><<if $dons36 neq 0>>[[<<print $dons36>> (<<print $dons36Spec>>)|DonsairView][$donsairID = 36]]<hr><<endif>><<nobr>>\n\n/% BLOCK 4 %/\n\n<<endnobr>><<if $dons37 neq 0>>[[<<print $dons37>> (<<print $dons37Spec>>)|DonsairView][$donsairID = 37]] ♦ <<endif>><<if $dons38 neq 0>>[[<<print $dons38>> (<<print $dons38Spec>>)|DonsairView][$donsairID = 38]]<<endif>><<if $dons39 neq 0>>[[<<print $dons39>> (<<print $dons39Spec>>)|DonsairView][$donsairID = 39]] ♦ <<endif>><<if $dons40 neq 0>>[[<<print $dons40>> (<<print $dons40Spec>>)|DonsairView][$donsairID = 40]]\n<<endif>><<if $dons41 neq 0>>[[<<print $dons41>> (<<print $dons41Spec>>)|DonsairView][$donsairID = 41]] ♦ <<endif>><<if $dons42 neq 0>>[[<<print $dons42>> (<<print $dons42Spec>>)|DonsairView][$donsairID = 42]] ♦ <<endif>><<if $dons43 neq 0>>[[<<print $dons43>> (<<print $dons43Spec>>)|DonsairView][$donsairID = 43]] ♦ <<endif>><<if $dons44 neq 0>>[[<<print $dons44>> (<<print $dons44Spec>>)|DonsairView][$donsairID = 44]]\n<<endif>><<if $dons45 neq 0>>[[<<print $dons45>> (<<print $dons45Spec>>)|DonsairView][$donsairID = 45]] ♦ <<endif>><<if $dons46 neq 0>>[[<<print $dons46>> (<<print $dons46Spec>>)|DonsairView][$donsairID = 46]] ♦ <<endif>><<if $dons47 neq 0>>[[<<print $dons47>> (<<print $dons47Spec>>)|DonsairView][$donsairID = 47]] ♦ <<endif>><<if $dons48 neq 0>>[[<<print $dons48>> (<<print $dons48Spec>>)|DonsairView][$donsairID = 48]]<hr><<endif>>

<center>[img[plate]]\n''__Crafting__''</center>''<<if $meatStock gte 1>>[[Leather Kite|useItem][$meatStock -= 1; $saveStateItem = passage(); $cooked = 0; $itemEncounter = "leather kite"; $wearType = "top"; $itemGrammar = "a"; $baseElasticity = 30 + either(0,10,10,20); $useDesc = "Wear."; $itemType = "wearable"]]<<else>>//Leather Kite//<<endif>>'' ♦ <<print $meatStock>>/1 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $meatStock gte 1>>[[Leather Belt|useItem][$meatStock -= 1; $saveStateItem = passage(); $cooked = 0; $itemEncounter = "leather skirt"; $wearType = "belt"; $itemGrammar = "a"; $baseElasticity = 30 + either(0,10,20,30,40,50); $useDesc = "Wear."; $itemType = "wearable"]]<<else>>//Leather Belt//<<endif>>'' ♦ <<print $meatStock>>/1 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $leupaiStock gte 2>>[[Leather Coroles|useItem][$meatStock -= 1; $saveStateItem = passage(); $cooked = 0; $itemEncounter = "leather coroles"; $wearType = "pants"; $itemGrammar = "a pair of"; $pantsPlural = "1"; $baseElasticity = 30 + either(0,10,20,30,40,50); $useDesc = "Wear."; $itemType = "wearable"]]<<else>>//Leather Coroles//<<endif>>'' ♦ <<print $meatStock>>/1 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $leupaiStock gte 2>>[[Leather Skirt|useItem][$meatStock -= 2; $saveStateItem = passage(); $cooked = 0; $itemEncounter = "leather skirt"; $wearType = "pants"; $itemGrammar = "a"; $pantsPlural = "1"; $baseElasticity = 30 + either(0,10,20,30,40,50); $useDesc = "Wear."; $itemType = "wearable"]]<<else>>//Leather Skirt//<<endif>>'' ♦ <<print $meatStock>>/2 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $leupaiStock gte 2>>[[Leather Pants|useItem][$meatStock -= 2; $saveStateItem = passage(); $cooked = 0; $itemEncounter = "leather pants"; $wearType = "pants"; $itemGrammar = "a pair of"; $pantsPlural = "0"; $baseElasticity = 30 + either(0,10,20,30,40,50); $useDesc = "Wear."; $itemType = "wearable"]]<<else>>//Leather Pants//<<endif>>'' ♦ <<print $meatStock>>/2 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $leupaiStock gte 1>>[[Leupai-Leather Kite|useItem][$leupaiStock -= 1; $saveStateItem = passage(); $cooked = 0; $itemEncounter = "leupai-leather kite"; $wearType = "top"; $itemGrammar = "a"; $baseElasticity = 60 + either(0,10,20,30,40,50); $useDesc = "Wear."; $itemType = "wearable"]]<<else>>//Leupai-Leather Kite//<<endif>>'' ♦ <<print $leupaiStock>>/1 ''Leupai Flesh''\n<<nobr>>\n<<endnobr>>''<<if $leupaiStock gte 1>>[[Leupai-Leather Belt|useItem][$leupaiStock -= 1; $saveStateItem = passage(); $cooked = 0; $itemEncounter = "leupai-leather skirt"; $wearType = "belt"; $itemGrammar = "a"; $baseElasticity = 60 + either(0,10,20,30,40,50); $useDesc = "Wear."; $itemType = "wearable"]]<<else>>//Leupai-Leather Belt//<<endif>>'' ♦ <<print $leupaiStock>>/1 ''Leupai Flesh''\n<<nobr>>\n<<endnobr>>''<<if $leupaiStock gte 2>>[[Leupai-Leather Coroles|useItem][$leupaiStock -= 1; $saveStateItem = passage(); $cooked = 0; $itemEncounter = "leupai-leather coroles"; $wearType = "pants"; $itemGrammar = "a pair of"; $pantsPlural = "1"; $baseElasticity = 60 + either(0,10,20,30,40,50); $useDesc = "Wear."; $itemType = "wearable"]]<<else>>//Leupai-Leather Coroles//<<endif>>'' ♦ <<print $leupaiStock>>/1 ''Leupai Flesh''\n<<nobr>>\n<<endnobr>>''<<if $leupaiStock gte 2>>[[Leupai-Leather Skirt|useItem][$leupaiStock -= 2; $saveStateItem = passage(); $cooked = 0; $itemEncounter = "leupai-leather skirt"; $wearType = "pants"; $itemGrammar = "a"; $pantsPlural = "1"; $baseElasticity = 60 + either(0,10,20,30,40,50); $useDesc = "Wear."; $itemType = "wearable"]]<<else>>//Leupai-Leather Skirt//<<endif>>'' ♦ <<print $leupaiStock>>/2 ''Leupai Flesh''\n<<nobr>>\n<<endnobr>>''<<if $leupaiStock gte 2>>[[Leupai-Leather Pants|useItem][$leupaiStock -= 2; $saveStateItem = passage(); $cooked = 0; $itemEncounter = "leupai-leather pants"; $wearType = "pants"; $itemGrammar = "a pair of"; $pantsPlural = "0"; $baseElasticity = 60 + either(0,10,20,30,40,50); $useDesc = "Wear."; $itemType = "wearable"]]<<else>>//Leupai-Leather Pants//<<endif>>'' ♦ <<print $leupaiStock>>/2 ''Leupai Flesh''

/% ================== Bloating %/\n\n<<if ($locName is "Swelling") or ($locName is "Drums")>>\n<<set $encBloat += either(50,60,70,80,90,100); $specStatus = "You feel uncomfortably full..."; $creatureStatus = "It looks oddly bloated...">>\n<<set $bellyBloat += either(0,0,10); $breastBloat += either(0,0,0,0,10)>>\n<<endif>>\n\n<<if ($locName is "Bloating") or ($locName is "Balloons") or ($locName is "Inflation")>>\n<<set $encBloat += either(500,1000,1500,2000,2500,3000); $specStatus = "You feel as though you're swelling up!"; $creatureStatus = "It's blown up like a balloon...">>\n<<set $bellyBloat += 10; $breastBloat += 10>>\n<<endif>>\n\n<<if $locName is "Blimps">>\n<<set $encBloat += either(1000,1500,2000,2500,3000,3500,4000,4500,5000); $specStatus = "You feel as though you're swelling up!"; $creatureStatus = "It's bloated up huge and round!">>\n<<set $bellyBloat += either(10,20,30,40,50); $breastBloat += either(0,10,20)>>\n<<endif>>\n\n<<if $locName is "Bursting">>\n<<set $encBloat += either(1000,1500,2000,2500,3000,3500,4000,4500,5000); $specStatus = "Occasional creaks, explosions, and cries of pain ring through the air..! You seem to be swelling up..!"; $creatureStatus = "It's swollen up enormously, its skin creaking!">>\n<<set $bellyBloat += either(30,40,50); $breastBloat += either(10,10,20)>>\n<<endif>>\n\n<<if ($locName is "Drowning") or ($locName is "Drinking")>>\n\t<<set $encBloat += either(50,60,70,80,90,100); $specStatus = "Your belly sloshes oddly...">> <<if $creatureNoBelly is 1>><<set $creatureStatus = "It jiggles like a water balloon!">><<else>><<set $creatureStatus = "Its bloated belly jiggles like a water balloon!">><<endif>>\n\t<<set $bellyBloat += either(0,10,10,20,30); $bellyLiquid += either(10,10,20,30)>>\n\t<<endif>>\n\n/% ================== Feeding (no direct WG) %/\n\n<<if $locName is "Feeding">>\n<<set $encFatten += either(50,60,70,80,90,100,110,120,130,140,150); $encBloat += either(50,60,70,80,90,100,110,120,130,140,150,160,170,180,190,200,210,220,230,240,250); $specStatus = "Your belly feels as though it's filling up..!"; $creatureStatus = "It looks fatter than usual...">>\n<<set $calories += either(10,10,10,10,20); $bellyBloat += either(10,10,10,10,20)>>\n<<endif>>\n\n<<if ($locName is "Stuffing") or ($locName is "Feasting") or ($locName is "Feasts")>>\n<<set $encFatten += either(50,60,70,80,90,100,110,120,130,140,150,160,170,180,190,200,210,220,230,240,250); $encBloat += either(100,110,120,130,140,150,160,170,180,190,200,210,220,230,240,250,260,270,280,290,300); $specStatus = "Your belly feels as though it's filling up..!"; $creatureStatus = "It looks fatter than usual...">>\n<<set $calories += either(10,10,20,20,30); $bellyBloat += either(10,10,20)>>\n<<endif>>\n\n<<if ($locName is "Gorging") or ($locName is "Gluttony")>>\n<<set $encFatten += either(50,60,70,80,90,100,110,120,130,140,150,160,170,180,190,200,210,220,230,240,250); $encBloat += $encBloat += either(1000,1500,2000,2100,2200,2300,2400,2500,2600,2700,2800,2900,3000); $specStatus = "Your belly feels unnervingly hollow. You should find something to fill it with..."; $creatureStatus = "It seems fatter than usual...">>\n<<set $calories += either(10,10,10,10,20); $bellyBloat = 0; $bellyStatus = "empty">>\n<<endif>>\n\n<<if $locName is "Hunger">>\n<<set $encFatten += either(50,60,70,80,90,100); $specStatus = "Your stomach growls loudly..."; $creatureStatus = "It eyes you hungrily... even though it's quite fat!">>\n<<if $bellyBloat gte ($belly * 0.8)>><<set $bellyBloat = ($bellyBloat * 0.5)>><<endif>>\n<<display Metabolism>> <<if ($calories lte 0) and ($food gt 0)>><<set $specStatus = "You gnaw at your food reserves in desperation!"; $food -= 1; $calories += 10>><<endif>>\n<<endif>>\n\n/% ================== Fattening (direct/instant WG) %/\n\n<<if $locName is "Plumping">>\n\t<<set $encFatten += either(50,60,70,80,90,100,110,120,130,140,150,160,170,180,190,200,210,220,230,240,250,260,270,280,290,300,450,500,550,600,650,700,750,800,850,900,950,1000); $specStatus = "You seem to be gaining weight!"; $creatureStatus = "It seems MUCH fatter than usual..!">>\n\t<<set $girth += either(0,0,0,0,10); $belly += either(0,0,0,0,0,10); $breast += either(0,0,0,0,0,10); $thigh += either(0,0,0,0,0,10)>>\n\t<<endif>>\n\n<<if $locName is "Gaining">>\n\t<<set $encFatten += either(50,60,70,80,90,100); $specStatus = "You seem to be gaining weight!"; $creatureStatus = "It looks fatter than usual...">>\n\t<<set $calories += either(10,20,30,40,50)>><<display Metabolism>><<endif>>\n\n<<if $locName is "Flesh">>\n<<set $encFatten += either(10,20,30,40,50,60,70,80,90,100); $specStatus = "You feel strange..."; $creatureStatus = "It looks fatter than usual...">>\n<<set $calories += either(0,0,10,10,20)>>\n<<endif>>\n\n<<if $locName is "Fattening">>\n\t<<set $encFatten += either(50,60,70,80,90,100,150,200,250,300); $encBloat += either(1000,1500,2000,2100,2200,2300,2400,2500,2600,2700,2800,2900,3000); $specStatus = "You seem to be gaining weight!"; $creatureStatus = "It looks MUCH fatter than usual..!">>\n\t<<set $calories += either(10,20,30,40,50); $girth += either(0,0,0,10); $belly += either(0,0,0,0,10); $breast += either(0,0,0,0,10); $thigh += either(0,0,0,0,10)>>\n\t<<endif>>\n\n<<if $locName is "Blubber">>\n\t<<set $encFatten += either(50,60,70,80,90,100,110,120,130,140,150,160,170,180,190,200,210,220,230,240,250,300); $encBloat += either(1000,1500,2000,2500,3000,4500,5000,5500,6000,6500,7000,7500,8000,8500,9000,9500,10000); $specStatus = "You seem to be gaining weight!"; $creatureStatus = "It seems MUCH fatter than usual!">>\n\t<<set $calories += either(0,0,10,10,20); $girth += either(0,0,10,10,20); $belly += either(0,0,0,10,10,20); $breast += either(0,0,0,10,10); $thigh += either(0,0,0,10,10)>>\n\t<<endif>>\n\n\n<<if $locName is "Bellies">><<set $encFatten += either(10,20,30,40,50); $specStatus = "You feel strange...">><<if $creatureNoBelly is 1>><<set $creatureStatus = "Its swollen body jiggles and bounces as it moves!">><<else>><<set $creatureStatus = "Its blubbery belly jiggles and bounces!">><<endif>>\n<<set $bellyBloat += either(10,10,20); $calories += either(0,0,10,10,20)>>\n<<endif>>\n\n<<if $locName is "Breasts">>\n<<set $encFatten += either(50,60,70,80,90,100); $specStatus = "Your breasts feel strange...">><<if $creatureBreasts is 1>><<set $creatureStatus = "Its big, balloonlike breasts wobble and bounce!">><<endif>>\n<<set $breastBloat += either(0,0,10,10,20); $calories += either(0,10,10)>>\n<<endif>>\n\n<<if $locName is "Immobility">>\n\t<<set $encFatten += either(300,450,500,550,600,650,700,750,800,850,900,950,1000); $encBloat += either(1000,1500,2000,2500,3000,4500,5000,5500,6000,6500,7000,7500,8000,8500,9000,9500,10000); $specStatus = "Your body is rapidly piling up with fat!"; $creatureStatus = "It's so fat it can barely move..!">>\n\t<<set $calories += either(10,10,10,20,30); $girth += either(10,10,20); $belly += either(0,10,20); $breast += either(0,0,10,10,20); $thigh += either(0,0,10,10,20)>>\n\t<<endif>>\n\n\n/% ================== Mutagenic %/\n\n<<if ($locName is "Leupai") or ($locName is "Miratoxin")>>\n\t<<set $encFatten += either(50,60,70,80,90,100,110,120,130,140,150,160,170,180,190,200,210,220,230,240,250,260,270,280,290,300,450,500,550,600,650,700,750,800,850,900,950,1000); $encBloat += either(200,300,500,1000,1500,2000); $specStatus = "You feel strange..."; $creatureStatus = "It's mutated into a fat, monstrous-looking abomination!">>\n\t<<set $miraPoisoning += either(0,0,1)>><<endif>>\n\n<<if $locName is "Milk">>\n<<set $encFatten += either(30,40,50,60,70,80,90,100); $specStatus = "You feel strange...">><<if $creatureBreasts is 1>><<set $creatureStatus = "Its big, balloonlike breasts wobble and bounce!"; $milkResource = $encFatten / 10>><<endif>>\n<<set $randomizer = either(1,2,3)>><<if $randomizer is 1>><<set $lactation = 1; $milkRate += either(0,10,10); $storedMilk += $milkRate; $breastBloat += $milkRate>><<endif>>\n<<endif>>\n\n/% ================== Parasitic %/\n\n<<if ($locName is "Eggs") or ($locName is "Brooding")>>\n\t<<set $encBloat += either(200,300,500,1000,1500,2000); $encFatten += either(50,100,150,200,250,300,500,1000); $specStatus = "You feel bloated and uncomfortable..."; $creatureStatus = "Its belly looks painfully bloated...">>\n\n\t<<set $leupaiEggParasite = 1; $leupaiEggLoad += either(1,1,1,1,2)>>\n\t\t<<if $leupaiEggTimer is 0>><<set $leupaiEggTimer = random(30,60)>><<endif>>\n\t\t\t<<if $quaggyGirth is 0>><<set $quaggyGirth = either(10,20,30,40,50)>><<endif>>\n\t<<endif>>\n\n<<if $locName is "Worms">>\n\t<<set $encBloat += either(100,200,300,500,1000,1500,2000); $specStatus = "You feel bloated and uncomfortable..."; $creatureStatus = "It looks painfully bloated...">>\n\t<<set $direParasite = 1; $direParaLoad += either(0,0,0,10,10,20,50,100)>>\n\t<<endif>>\n\n<<if $locName is "Parasites">>\n\t<<set $randomizer = random(1,7)>>\n\n\t\t\t<<if $randomizer is 1>>\n\t\t\t<<set $encBloat += either(100,200,300,500,1000,1500,2000); $specStatus = "Your breasts feel bloated and uncomfortable...">>\n\t\t\t\t<<if $creatureBreasts is 1>><<set $creatureStatus = "Its big, balloonlike breasts wobble and bounce!"; $encBloat += either(200,300,500,1000,1500,2000)>><<endif>>\n\n\t\t\t\t\t<<set $breastParasite = 1; $breastParaLoad += either(0,0,10,10,10)>>\n\n\t\t\t<<elseif $randomizer is 2>>\n\t\t\t<<set $encBloat += either(100,200,300,500,1000,1500,2000); $specStatus = "Your belly feels bloated and uncomfortable...">>\n\t\t\t\t<<if $creatureNoBelly is 0>><<set $creatureStatus = "It looks oddly bloated..."; $encBloat += either(200,300,500,1000,1500,2000)>><<endif>>\n\n\t\t\t\t\t<<set $bellyParasite = 1; $bellyParaLoad += either(0,0,10,10,10)>>\n\n\t\t\t<<elseif $randomizer is 3>>\n\t\t\t<<set $encFatten += either(50,60,70,80,90,100,150,200,250,300); $encBloat += either(1000,1500,2000,2100,2200,2300,2400,2500,2600,2700,2800,2900,3000); $specStatus = "You feel uneasy..."; $creatureStatus = "It seems fatter than usual..!">>\n\n\t\t\t\t\t<<set $bodyPlumperParasite = 1; $wgParaLoad += either(0,0,0,10,10)>>\n\n\t\t\t<<elseif $randomizer is 4>>\n\t\t\t<<set $encFatten += either(50,60,70,80,90,100,150,200,250,300); $encBloat += either(1000,1500,2000,2100,2200,2300,2400,2500,2600,2700,2800,2900,3000); $specStatus = "You feel uneasy...">>\n\n\t\t\t<<if $creatureNoBelly is 1>><<set $creatureStatus = "Its swollen body jiggles and bounces as it moves!">><<else>><<set $creatureStatus = "Its blubbery belly jiggles and bounces!">><<endif>>\n\t\t\t\t\t<<set $bellyPlumperParasite = 1; $bellywgParaLoad += either(0,0,0,10,10)>>\n\n\t\t\t<<elseif $randomizer is 5>>\n\t\t\t<<set $encFatten += either(50,60,70,80,90,100,110,120,130,140,150,160,170,180,190,200,210,220,230,240,250,300); $specStatus = "You feel uneasy...">>\n\t\t\t\t<<if $creatureBreasts is 1>><<set $creatureStatus = "Its big, balloonlike breasts wobble and bounce!"; $encBloat += either(200,300,500,1000,1500,2000)>><<endif>>\n\n\t\t\t\t\t<<set $breastPlumperParasite = 1; $breastwgParaLoad += either(0,0,0,10,10)>>\n\n\t\t\t<<elseif $randomizer is 6>>\n\t\t\t<<set $specStatus = "Your breasts feel bloated and uncomfortable...">>\n\t\t\t\t<<if $creatureBreasts is 1>><<set $creatureStatus = "Its big, balloonlike breasts wobble and bounce!"; $encBloat += either(100,200,300,500,1000,1500,2000);>><<endif>>\n\n\t\t\t\t\t<<set $lactationParasite = 1; $lacParaLoad += either(0,0,0,10,10)>>\n\n\t\t\t<<elseif $randomizer is 7>>\n\t\t\t<<set $encFatten += either(50,60,70,80,90,100,110,120,130,140,150,160,170,180,190,200,210,220,230,240,250,300); $encBloat += either(200,300,500,1000,1500,2000); $specStatus = "You feel uneasy..."; $creatureStatus = "It seems fatter than usual..!">>\n\n\t\t\t\t\t<<set $metaParasite = 1; $metaParaLoad += either(0,0,0,10,10)>><<endif>><<endif>>\n\n/% Todo - "Mutation", randomly adds ticks of various mutagens; "Toxins/Poison/Venom", randomly adds ticks of various toxins %/\n\n\n/% ================== Frivolous %/\n\n<<if $locName is "the Ring">>\n\t<<set $specStatus = "You feel as though you're going on a grand adventure!">><<endif>>\n\n<<if $locName is "Wine">>\n\t<<set $encBloat += either(50,60,70,80,90,100); $specStatus = "Your belly sloshes oddly..."; $creatureStatus = "It looks bloated... and a bit tipsy.">>\n\t<<set $bellyBloat += either(0,0,10); $bellyLiquid += either(0,0,10,10,20)>>\n\t<<endif>>\n\n<<if ($locName is "Candy") or ($locName is "Sweets") or ($locName is "Sugar")>>\n\t<<set $encFatten += either(30,40,50,60,70,80,90,100,150,200,250,300,500,1000,1500,2000); $encBloat += either(200,300,500,1000); $specStatus = "You feel hungry..!"; $creatureStatus = "It's incredibly fat, and seemingly made of " + either("candy","sweets","chocolate","caramel","cake","ice cream","toffee","marshmallow","cookies") + "!">>\n\t<<set $bellyBloat = 0; $bellyStatus = "empty">>\n\t<<endif>>\n\n\n/% ========================================== %/\n/% Planar Ambience \n\nMost of these will need retooling for the Deep Rev update. %/\n\n<<if $zoneType is "vital">> \n/% Chance of strength and bonus energy increase %/\n\t<<set $locStatus = "You feel strong and full of vitality!">><<set $strength += either(0,0,0,0,0,0,0,0,0,1); $bonusEnergy += either(0,0,10)>>\n\n<<elseif $zoneType is "gluttony">> \n/% Rapid calorie processing. %/\n\t<<set $locStatus = "Your stomach gurgles loudly...">><<display Metabolism>>\n\n<<elseif $zoneType is "expansion">> \n/% Chance of bloating. %/\n\t<<set $locStatus = "You feel lightheaded and puffy... the low pressure is messing with your head...">><<set $bellyBloat += ($belly / 10); $breastBloat += ($breast / 10); $coldWeather = 1>>\n\n<<elseif $zoneType is "dream">> \n/% ??? %/\n\t<<set $locStatus = "You feel lightheaded and dreamy...">>\n\n<<elseif $zoneType is "shadow">> \n/% ??? %/\n\t<<set $locStatus = "You feel anxious in the gathering gloom...">>\n\n<<elseif $zoneType is "slime">> \n/% Chance of slime colonization %/\n\t<<set $locStatus = "Swimming in this colorful muck, you can't help but swallow some of it on occasion..!"; $randomizer = either(0,0,0,1,2,3)>>\n \n<<if $randomizer is 1>><<set $slimeBreastParasite = 1; $slimeBreastParaLoad += 50>>\n\t<<elseif $randomizer is 2>><<set $slimeBellyParasite = 1; $slimeBellyParaLoad += 50>>\n\t<<elseif $randomizer is 3>><<set $bellyLiquid += either(10,10,20,20,30)>><<endif>>\n\n<<elseif $zoneType is "void">> \n/% Steady expansion. %/\n\t<<set $locStatus = "There's no atmosphere here in the vaccuum of space... you're swelling up!">><<set $aetherbloatTick += either(0,0,10) ;$bellyBloat += $aetherbloatTick; $breastBloat += $aetherbloatTick; $coldWeather = 1>>\n<<endif>>

/% ========== SPECIAL DATABASE ========== %/\n\n<<set $dungeonEntrance = 0>>\n\n/% ============ Chests %/\n\n<<if $specialEncounter is "treasure chest">><<set $specialArea = "Treasure Chest";$specialIntro = "You find a treasure chest!"; $executeDesc = "Open it!"; $encImg = "chest_hypo"; $saveStateSpecial = passage()>><<endif>>\n\n/% ============ Treasure/Utility Rooms %/\n\n<<if $specialEncounter is "closet">><<set $specialArea = "Treasure Room"; $specialIntro = "You find a storage closet!"; $openScript = "You find"; $executeDesc = "Open it!"; $treasureNew = 1; $dipLock = 0; $saveStateSpecial = passage()>><<endif>>\n\n<<if $specialEncounter is "orchard">><<set $specialArea = "Treasure Room"; $specialIntro = "You find a fruit orchard!"; $openScript = "You find"; $executeDesc = "Check it out!"; $treasureNew = 1; $dipLock = 0; $saveStateSpecial = passage()>><<endif>>\n\n<<if $specialEncounter is "crystal cave">><<set $specialArea = "Treasure Room"; $specialIntro = "You find a cavern full of shimmering crystals!"; $openScript = "You find"; $executeDesc = "Check it out!"; $treasureNew = 1; $dipLock = 0; $saveStateSpecial = passage()>><<endif>>\n\n<<if $specialEncounter is "kitchen">><<set $specialArea = "Kitchen"; $specialIntro = "You find a kitchen!"; $executeDesc = "Enter.">><<endif>>\n\n\n/% Lab Equipment - Old %/\n<<if $specialEncounter is "old hypo lab equipment">><<set $specialArea = either("Fat Ray","Body Scanner","Pump","Compression Chamber","Absorption Accelerator","Console","Oil Tub")>>\n\n/% You can't tell what you're looking at until you've seen it before. %/\n\n<<if ($seenIt_fatRay is 1) and ($specialArea is "Fat Ray")>><<set $labEquipmentDesc = " an old " + $specialArea + "!">><<elseif ($seenIt_fatRay is 0) and ($specialArea is "Fat Ray")>><<set $labEquipmentDesc = " some old lab equipment!">><<endif>>\n\n<<if ($seenIt_bodyScan is 1) and ($specialArea is "Body Scanner")>><<set $labEquipmentDesc = " an old " + $specialArea + "!">><<elseif ($seenIt_bodyScan is 0) and ($specialArea is "Body Scanner")>><<set $labEquipmentDesc = " some old lab equipment!">><<endif>>\n\n<<if ($seenIt_pump is 1) and ($specialArea is "Pump")>><<set $labEquipmentDesc = " an old " + $specialArea + "!">><<elseif ($seenIt_pump is 0) and ($specialArea is "Pump")>><<set $labEquipmentDesc = " some old lab equipment!">><<endif>>\n\n<<if ($seenIt_Compression is 1) and ($specialArea is "Compression Chamber")>><<set $labEquipmentDesc = " an old " + $specialArea + "!">><<elseif ($seenIt_Compression is 0) and ($specialArea is "Compression Chamber")>><<set $labEquipmentDesc = " some old lab equipment!">><<endif>>\n\n<<if ($seenIt_Absorption is 1) and ($specialArea is "Absorption Accelerator")>><<set $labEquipmentDesc = " an old " + $specialArea + "!">><<elseif ($seenIt_Absorption is 0) and ($specialArea is "Absorption Accelerator")>><<set $labEquipmentDesc = " some old lab equipment!">><<endif>>\n\n<<if ($seenIt_Console is 1) and ($specialArea is "Console")>><<set $labEquipmentDesc = " an old " + $specialArea + "!">><<elseif ($seenIt_Console is 0) and ($specialArea is "Console")>><<set $labEquipmentDesc = " some old lab equipment!">><<endif>>\n\n<<if ($seenIt_OilTub is 1) and ($specialArea is "Oil Tub")>><<set $labEquipmentDesc = " an old " + $specialArea + "!">><<elseif ($seenIt_OilTub is 0) and ($specialArea is "Oil Tub")>><<set $labEquipmentDesc = " some old lab equipment!">><<endif>>\n\n/% Final stats before usability %/\n\n<<set $machineBattery = either(20,20,40,60,80,100); $machineBasePower = either(20,40,60,80,100); $machineEfficiency = either("poor","poor","poor","fair","fair","good")>>\n\n<<set $specialIntro = "You find" + $labEquipmentDesc+ " It looks to be in " + $machineEfficiency + " condition."; $executeDesc = "Examine."; $newMachine = 1>>\n\n<<if $specialArea is "Console">><<set $machineBattery += $machineBasePower>><<endif>>\n\n<<if $specialArea is "Pump">><<set $pumpType = either(1,2,3,4,5)>><<endif>>\n\n<<if $specialArea is "Oil Tub">><<set $tubGirth = either(4000,8000,12000,16000,20000); $liquidType = either(1,2)>><<endif>>\n\n\n\n<<endif>>\n\n/% ============ Buildings %/\n\n<<if $specialEncounter is "abitte">><<set $specialArea = "Abitte"; $specialIntro = "You find a curious Revecroix shrine!"; $executeDesc = "Enter."; $mannedShop = 0>><<endif>>\n\n<<if $specialEncounter is "leupai merchant">><<set $specialArea = either("Fatiere","Fatiere","Mediquerie"); $specialIntro = "You find a " + $specialArea + "!"; $executeDesc = "Enter."; $mannedShop = 0>><<endif>>\n\n<<if $specialEncounter is "bovieterie">><<set $specialArea = "Bovieterie"; $specialIntro = "You find a " + $specialArea + "!"; $executeDesc = "Enter."; $mannedShop = 0>><<endif>>\n\n\n/% ============ Dungeons %/\n\n<<if $specialEncounter is "leupai dungeon lv1">><<set $specialArea = "Explore"; $dungeonType = either("Abandoned Storage Mound","Abandoned Laboratory Mound"); $specialIntro = "You discover an " + $dungeonType + "!"; $executeDesc = "Enter."; $dungeonEntrance = 1>><<endif>>\n\n\n\n\n/% ============ Settlements %/\n\n\n\n/% ============ Planes %/\n\n\n\n/% ============ Special %/\n\n<<if $specialEncounter is "player corpse">><<set $specialArea = "Corpse"; $specialIntro = "You discover the corpse of a " + $corpseSpecies + ". It looks unnervingly familiar, even though you know you've never seen this person before..."; $executeDesc = "Examine...">><<endif>>\n

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

<<nobr>>\n/% Belly bloating %/\n\n\n\n/% Gradual deflation. %/\n\n<<if $bellyBloat gte 10>><<set $randomizer = either(0,1)>>\n<<if $randomizer is 1>><<set $bellyBloat -= $maxBelly /20>><<endif>>\n\n/% Inflation stages. %/\n\n<<if $bellyBloat lt ($maxBelly / 2)>><<set $bellyStatus = "empty">>\n\n<<elseif ($bellyBloat gte ($maxBelly / 2)) and ($bellyBloat lt ($maxBelly * 0.4))>><<set $bellyStatus = "round">>\n\n<<elseif ($bellyBloat gte ($maxBelly * 0.4)) and ($bellyBloat lt ($maxBelly * 0.7))>><<set $bellyStatus = "full">>\n\n<<elseif ($bellyBloat gte ($maxBelly * 0.7)) and ($bellyBloat lt $maxBelly)>><<set $bellyStatus = "bloated">>\n\n<<elseif $bellyBloat gte $maxBelly>><<set $bellyStatus = "bursting">><<if ($leupaiFlag neq 1) or ($slimeFlag neq 1)>><<set $pain += random(0,3); $lethalKO = either(0,1); $deathCause = "burst belly">><<endif>><<endif>><<endif>>\n\n /% Gradual belly expansion %/\n\n<<if $bellyStatus is "bloated">>\n\n<<set $randomizer = random(1,8)>>\n<<if $randomizer is 1>><<set $maxBelly += 1; $belly += either(0,10)>><<endif>>\n\n<<elseif $bellyStatus is "bursting">>\n\n<<set $randomizer = random(1,6)>>\n<<if $randomizer is 1>><<set $maxBelly += 1; $belly += either(0,10)>><<endif>><<endif>>\n\n\n\n/% Breast bloat %/\n\n/% Gradual deflation. %/\n\n<<if $breastBloat gt 0>><<set $randomizer = either(0,1)>>\n<<if $randomizer is 1>><<set $breastBloat -= $maxBreast /10>><<endif>>\n\n/% Inflation stages. %/\n\n<<if $breastBloat lt ($maxBreast / 2)>><<set $breastStatus = "empty"; $bloatedBreasts = 0; $blimpBreasts = 0>>\n\n<<elseif ($breastBloat gte ($maxBreast / 2)) and ($breastBloat lt ($maxBreast * 0.8))>><<set $breastStatus = "full"; $bloatedBreasts = 0; $blimpBreasts = 0>>\n\n<<elseif ($breastBloat gte ($maxBreast * 0.8)) and ($breastBloat lt $maxBreast)>><<set $breastStatus = "engorged">>\n\n<<elseif $breastBloat gte $maxBreast>><<set $breastStatus = "creaking">><<if ($leupaiFlag neq 1) or ($slimeFlag neq 1)>><<set $pain += random(0,1)>><<endif>><<endif>><<endif>>\n\n\n /% Gradual breast expansion %/\n\n<<if $breastStatus is "engorged">>\n\n<<set $randomizer = random(1,8)>>\n<<if $randomizer is 1>><<set $maxBreast += 1; $breast += either(0,10)>><<endif>>\n\n<<elseif $breastStatus is "creaking">>\n\n<<set $randomizer = random(1,6)>>\n<<if $randomizer is 1>><<set $maxBreast += 1; $breast += either(0,10)>><<endif>><<endif>>\n\n\n\n<<endnobr>>

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/% ========================================== %/\n/% MIRAJIN AMBIENCE METER %/\n\n/% 0(None)================500(HIGH)==================1000(CATASTROPHIC) %/\n\n/% Natural + "Clean" areas tend to be balanced so there is no or very little ambient mirajin, or a little ambient vitae (which sets the meter in the negative.)\nOther places may naturally have slightly higher ambient mirajin.\n\nRemember that the default ambience should only have a low chance (right now it's 1 in 3) of ticking even a single mirad a turn. Other biomes might add to/subtract from that number if they're more or less hazardous.\n\nEven catastrophic radiation shouldn't kill you instantly; you should get a sense of impending doom as the status effects and mutations ramp up on your screen (how amalgatoxic poisoning works is a good example of this! \nbut subdued. miraplasmic cascade is NOT subtle. Compared to miraplasmic cascade, amalgatoxic/vitae poisoning is subtle.) %/\n\n\n/% ========================================== %/\n\n/% Default natural background ambience. %/\n<<set $ambientMirajin += either(0,0,1)>>\n\n/% Default fluids. %/\n<<set $planetFluid = either("somnus","golden water","pink water","shining water"); $corruptionPercentage = either(20,50,80)>>\n\n/% Vital planet. Very green, densely packed with forest & jungle. Tainted pools are shining water or vitae. %/\n\n<<if $planetType is "vitalized">><<set $ambientMirajin -= either(1,1,2,3,5)>>\n<<set $planetFluid = either("shining water","shining water","glowing teal goo","glowing teal goo")>>\n\n/% Sub-Vital planet. Full of life. Tainted pools are shining water or vitae. %/\n\n<<elseif $planetType is "overgrown">><<set $ambientMirajin -= either(0,0,1,1,2)>>\n<<set $planetFluid = either("shining water","shining water","shining water","shining water","shining water","shining water","shining water","shining water","glowing teal goo")>>\n\n/% Sick planet. Tainted pools are dirty water or somnus. %/\n\n<<elseif $planetType is "industrialized">><<set $ambientMirajin -= either(0,0,0,0,1)>>\n<<set $planetFluid = either("dirty water","dirty water","dirty water","dirty water","dirty water","somnus")>>\n\n/% Damaged planet. Tainted pools are dirty water, somnus, or plutonium. %/\n\n<<elseif $planetType is "irradiated">><<set $ambientMirajin -= either(0,0,0,0,1)>>\n<<set $planetFluid = either("dirty water","dirty water","dirty water","somnus","somnus","glowing green goo")>>\n\n/% Dying planet. Tainted pools are dirty water, somnus, or plutonium. %/\n\n<<elseif $planetType is "dying">><<set $ambientMirajin -= either(0,0,0,0,1)>>\n<<set $planetFluid = either("dirty water","dirty water","somnus","somnus","glowing green goo","glowing green goo","glowing green goo")>>\n\n/% Hot planet. Tainted pools are boiling water or boiling oil. %/\n\n<<elseif $planetType is "burning">><<set $ambientMirajin -= either(0,0,0,0,1)>>\n<<set $planetFluid = either("boiling water","boiling water","boiling water","boiling oil")>>\n\n/%Molten planet. Tainted pools are boiling oil. %/\n\n<<elseif $planetType is "burning">><<set $ambientMirajin -= either(0,0,0,0,1)>>\n<<set $planetFluid = "boiling oil">>\n\n/% Sub-Mirajinic planet. Life is beginning to mutate. Tainted pools are somnus, fattenium-tainted water, or mirajinic water %/\n\n<<elseif $planetType is "distorted">><<set $ambientMirajin += either(0,0,1,1,2)>>\n<<set $planetFluid = either("somnus","golden water","pink water"); $corruptionPercentage = either(20,50,80)>>\n\n/% Mirajinic planet. Impregnated with miratoxin, nothing has been left untainted. Tainted pools are somnus, fattenium-tainted water, mirajinic water, or miraplasm. %/\n\n<<elseif $planetType is "realized">><<set $ambientMirajin += either(1,1,2,2,3)>>\n<<set $planetFluid = either("somnus","pink water","golden water","glowing magenta goo"); $corruptionPercentage = either(20,50,80)>>\n\n/% Mirajinic planet. Crystallized by high mirajinic radiation. Tainted pools are fattenium-tainted water, fattenium, mirajinic water, or miraplasm. %/\n\n<<elseif $planetType is "crystallized">><<set $ambientMirajin += either(1,2,2,3,5)>>\n<<set $planetFluid = either("golden water","golden oil","pink water","glowing magenta goo"); $corruptionPercentage = either(20,50,80)>>\n\n/% Mirajinic planet. Even the planet itself is transforming into something monstrous. Tainted pools are miraplasm, fattenium-tainted water, mirajinic water, or fattenium. %/\n\n<<elseif $planetType is "roiling">><<set $ambientMirajin += either(2,2,3,4,5)>>\n<<set $planetFluid = either("golden water","golden oil","pink water","glowing magenta goo"); $corruptionPercentage = either(50,80)>>\n\n/% Mirajinic planet. This planet is a living creature! Tainted pools are blood (red, blue, or starblood; one choice per planet), miraplasm, miratoxin (leupai planets only), fattenium-tainted water, fattenium, or mirajinic water. %/\n\n<<elseif $planetType is "bloated">><<set $ambientMirajin += random(1,10)>>\n<<if $livingPlanetType is "leupai">><<set $planetFluid = either("somnus","pink water","golden water","glowing magenta goo","ichor"); $corruptionPercentage = either(20,50,80)>>\n<<elseif $livingPlanetType is "non-leupai">><<set $planetFluid = either("golden water","golden oil","glowing magenta goo","ichor")>>\n\n<<if $planetFluid is "ichor">><<set $planetFluid = $livingPlanetBlood + " " + $planetFluid>><<endif>><<endif>>\n\n<<endif>>\n\n\n/% ========================================== %/\n/% AMBIENT RADIATION METER %/\n\n\n/% ========================================== %/\n/% Physworld Ambience Modifiers %/\n\n\n/% ========================================== %/\n/% Underwater Breathing %/\n<<if ($underwater is 1) and ($underwaterBreathing is 0) and ($geneAmphibious is 0)>>\n/% Figure out how to calculate Breath, and once it hits 0 start damaging the player until they leave the area or drown. %/\n<<endif>>

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

<<if $waterStock gt 0>>''<<print $waterStock>> Water'' ♦ [[Drink|passage()][$usedItem = 1; $used = "drink"; $bellyBloat += 10; $bellyLiquid += 10; $bonusEnergy += 10; $waterStock -= 1; $itemName = "Water"]] • [[Discard|DiscardConfirm][$itemID = "$waterStock"; $itemName = "Water"]]<<endif>> <<if $milkStock gt 0>>''<<print $milkStock>> Milk'' ♦ [[Drink|passage()][$usedItem = 1; $used = "drink"; $calories += 20; $bellyBloat += 10; $bellyLiquid += 10; $bonusEnergy += 10; $milkStock -= 1; $itemName = "Milk"]] • [[Discard|DiscardConfirm][$itemID = "$milkStock"; $itemName = "Milk"]]<<endif>> <<if $meatStock gt 0>>''<<print $meatStock>> Meat'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 20; $bellyBloat += 40; $bonusEnergy += 10; $meatStock -= 1; $itemName = "Meat"]] • [[Discard|DiscardConfirm][$itemID = "$meatStock"; $itemName = "Meat"]]<<endif>> <<if $fishStock gt 0>>''<<print $fishStock>> Fish'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += either(0,10,10,20); $bellyBloat += 30; $bonusEnergy += 10; $fishStock -= 1; $itemName = "Fish"]] • [[Discard|DiscardConfirm][$itemID = "$fishStock"; $itemName = "Fish"]]<<endif>> <<if $poultryStock gt 0>>''<<print $poultryStock>> Poultry'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 10; $bellyBloat += 30; $stomachBug += either(0,0,0,10,20); $poultryStock -= 1; $itemName = "Poultry"]] • [[Discard|DiscardConfirm][$itemID = "$poultryStock"; $itemName = "Poultry"]]<<endif>> <<if $eggStock gt 0>>''<<print $eggStock>> Eggs'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 10; $bellyBloat += 10; $bonusEnergy += 10; $stomachBug += either(0,0,0,10,20); $eggStock -= 1; $itemName = "Egg"]] • [[Discard|DiscardConfirm][$itemID = "$eggStock"; $itemName = "Eggs"]]<<endif>> <<if $grainStock gt 0>>''<<print $grainStock>> Grain'' [[Discard|DiscardConfirm][$itemID = "$grainStock"; $itemName = "Grain"]]<<endif>> <<if $rootStock gt 0>>''<<print $rootStock>> Roots'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += either(10,20,30); $bellyBloat += 30; $bonusEnergy += 10; $rootStock -= 1; $itemName = "Root"]] • [[Discard|DiscardConfirm][$itemID = "$rootStock"; $itemName = "Roots"]]<<endif>> <<if $fruitStock gt 0>>''<<print $fruitStock>> Fruit'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += either(0,10); $bellyBloat += 20; $bonusEnergy += 20; $fruitStock -= 1; $itemName = "Fruit"]] • [[Discard|DiscardConfirm][$itemID = "$fruitStock"; $itemName = "Fruit"]]<<endif>> <<if $vegStock gt 0>>''<<print $vegStock>> Vegetable'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += either(0,10); $bellyBloat += 20; $bonusEnergy += 10; $vegStock -= 1; $itemName = "Vegetable"]] • [[Discard|DiscardConfirm][$itemID = "$vegStock"; $itemName = "Vegetables"]]<<endif>> <<if $sugarStock gt 0>>''<<print $sugarStock>> Sugar'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 10; $bellyBloat += 10; $bonusEnergy += 20; $sugarStock -= 1; $itemName = "Sugar"]] • [[Discard|DiscardConfirm][$itemID = "$sugarStock"; $itemName = "Sugar"]]<<endif>> <<if $nutStock gt 0>>''<<print $nutStock>> Nut'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 20; $bellyBloat += 10; $bonusEnergy += 10; $nutStock -= 1; $itemName = "Nuts"]] • [[Discard|DiscardConfirm][$itemID = "$nutStock"; $itemName = "Nuts"]]<<endif>> <<if $fatStock gt 0>>''<<print $fatStock>> Fat'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 50; $bellyBloat += 20; $bonusEnergy += 10; $fatStock -= 1; $itemName = "Fat"]] • [[Discard|DiscardConfirm][$itemID = "$fatStock"; $itemName = "Fat"]]<<endif>> <<if $herbStock gt 0>>''<<print $herbStock>> Herbs'' [[Discard|DiscardConfirm][$itemID = "$herbStock"; $itemName = "Herbs"]]<<endif>> <<if $jellyStock gt 0>>''<<print $jellyStock>> Jelly'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 10; $bellyBloat += 20; $bellyLiquid += 10; $jellyStock -= 1; $itemName = "Jelly"]] • [[Discard|DiscardConfirm][$itemID = "$jellyStock"; $itemName = "Jelly"]]<<endif>> <<if $dragonStock gt 0>>''<<print $dragonStock>> Dragon Meat'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 50; $bellyBloat += 30; $bonusEnergy += 10; $dragonStock -= 1; $itemName = "Dragon Meat"]] • [[Discard|DiscardConfirm][$itemID = "$dragonStock"; $itemName = "Dragon Meat"]]<<endif>> <<if $leupaiStock gt 0>>''<<print $leupaiStock>> Leupai Flesh'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += 80; $bellyBloat += 30; $bonusEnergy += 20; $direParaLoad += either(0,0,0,0,0,0,0,1); $leupaiStock -= 1; $itemName = "Leupai Flesh"]] • [[Discard|DiscardConfirm][$itemID = "$leupaiStock"; $itemName = "Leupai Flesh"]]<<endif>> <<if $fatteniumStock gt 0>>''<<print $fatteniumStock>> Fattenium Powder'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += either(70,80,90,100); $bellyBloat += either(10,20,30); $fatteniumPoisoning += either(0,0,0,10,20); $fatteniumStock -= 1; $itemName = "Fattenium Powder"]] • [[Discard|DiscardConfirm][$itemID = "$fatteniumStock"; $itemName = "Fattenium Powder"]]<<endif>> <<if $miraStock gt 0>>''<<print $miraStock>> Miracrystal Dust'' ♦ [[Eat|passage()][$usedItem = 1; $used = "food"; $calories += either(70,80,90,100); $bellyBloat += either(10,20,30); $mirajinSaturation += random(1,4); $miraStock -= 1; $itemName = "Miracrystal Dust"]] • [[Discard|DiscardConfirm][$itemID = "$miraStock"; $itemName = "Miracrystal Dust"]]<<endif>>

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

<<display ZoneBackgrounds>><<display CompanionSetup>><center>[img[$encImg]]</center>\n<<nobr>><affirmative><<print "<<print $companion" + $companionSlotChosen + ">>">> ''joins your party!''</affirmative><<endnobr>><hr>[[Continue.|$saveState]]

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lUqgBUKpVK5R9KAfjX/9I/+fv+b3rn8M5iRHDWEVNkCpHDOHB6C+UXX/SOvuh9qgikCCkA8hP9nZ8E1eNLSaQEIsKhD/R9BIGkiiZQFVQT06SEqBiBi1XDet2gKlgjWCsY1zBOSgqRWWtoGwsYEEEjjCM4D7OZJybFGWEMie0uIEBKynzmWcwbpmliuWyYdx5jYN55UgLjHKjk9yyaP0SV8nkmRAQRmELkZnNg3w/s9xP32xERAMN61eK9IYSEt9B5OP8IVZWUFNWEoqfPKX9LImn+TASIMdJ2LYc+sNv3LOe+vBzFiEEQRBRRwRjFWIs4R1JBp6mxvlm6xs91GhtSNNaKUVQQs7DWrZTUGeM6UW0RcSIYFQyKiIpoflVGwCl4BSeKSahRRfINo/kFKaqqCSSmFEKKcQKC6tmtAIl86aMRJlV60D2imxTZxagRUQUiygTsjZFbEYkxKNYJ1pry40Aw+VvLNUopvxpjIMbEro+sZg5jBO8c1jVYZxAxWCM4Y/JfSjHfRygpweYwsh1GnDE0zgOKICBgjaAKbWNZdx7FIIZyLfKfl2UFMSZ/TQREEBGOf2yMQVXL/yn3T3kCxYJx+eeWPzh+XUhICuVeFIw53gfm9DUxQgiR19d3HPqhfGbl54oQUuLl3ZaoYCg/WwTJH2p+r8d3cfxlCpxeiXzRSvFj1oKzBUk53ewkTfwky0vbGqw15bUkQlSmKRKilrUF/if/4v+zCkAVgH8IBCBB0rzQxhSWbde9OBzCarvr3XrVLDG8K3AhYloRjBG5FJF3msavUoqtdc76prHj4XDlmnbVzmaLOOzbNI1WjDHWWbHWd8b7eej3Ni9g9nSd8wNaPgOk/F4fXqNqvnbHW+3s14qiKV8jNOXrnBTE5H8rBfSoGVIWl/zX94oeikAcBWBQ2AlcI9yjJBGCMXIA3iDymUAADaqyEeGHqtwqJGs5hJA+2fXxdr3waoxM3lo1tsF5A1QBqAJQBaAKwB+wADQWWp/XmIfPJf3nUtJ/QtH3Ff0FVeYoF4ouRDBJWQkyB7Vt6+eqptn2kSn0eJu4urrCdUv67R0p9IhxWGMw1nJ33+OscLGaEUPID7xv0BgwAilGYoj5pGAdaQokVbAOJV+H06KuoGIe7ifNogXmtNBrWbnyX8nbbw0xr+MiRRwE8T7/G9OEaMqCoPmeQM5uVtHyeZef+ejPJMtRuSxGsjwlLQeR8mcm/wH7Q0gppXtrjRojw2re3DddN4khWmM31pidsxIl6UtS/AiRSeEG5Tv3h6Hf9MOdt/a7jfWDorujADgrpARdmwUgaRWAKgBVAKoAfIEAOAOLLr/3GAH0X1P0L5w+0+MuuCweYk6POo1zGNNwt+sJMWK943DY0zjL+uKSYb8pi7xgRNjtR/opIQitNyznLQBxmsA4msUSjVNewFMiDYccKyHvaNVYjLVoSoi15TOLD4uB5EVGNZ5euIhBU0RRjPUY50hDTwpjEQzBzRaEEEATxlh0GhCNICaHuuTRMnE6ZTz+6pkolMsiktCUX7sYiCGVhVU4DIFDHzBGCFFxzrBczbhYdlgrWTDFYAwYsaf73xjDYQzc7gammDDC2Hg3GpFrVb6LMFmRjxE+apydLmb+24h9LUZHUbkWIVgrG5R7kEGM6cWARdAqAFUAqgD87AhAjPnm7rxl3gmNByPmvxpT+lei6j+WVH1+7oSogCY05c/AWYsxDde3B0JMeVdpHDEp++09886ymHUkFayB3SFwGALO5sUgpcRs5rl45wkaA+FwIMVIM5/TXTwh9Aem7R3HlcdYB8aUcIbD+gYxwri9RYzFNjM0RWzTEQ5bAGw7y3mKcUBRmrZDxRAOO9I4oBiM96g4tpsD1gqLZUcKE8QJIQE2P4DmbPE7W3mkLO4icnYfSjlcJECIMYekcmhGGabI7jAxhURKCesE8Q3OWuatZbVoMWerrYjJyQzNeZa7/UhKclqgRITGmdPJQhBseT2z1rOa+bwCiYLm77OGQUQOIubbYuTgjHwkYj4WkRtj+G2BgzHm76rqxhj7Jl+Gktc4nrzEoScBOKpeFYAqAFUA/tAIQA5OOCQl2gaaJu86lXSJkV8KIf7Kfj+9UOUp8FyVnxdjP3Dinu/2E9FYrAhpjKgmjBjsYsZhu6U1kdXVin4S7t/c4ZzFL+f54T8MTPuei6drLl+8w7TfM97f0S5XiKa8eF0+YdptmHYb2vUFxjdMmzts0yE2704JE2INxri84IqA5vdlTP7sjYCUU4PGBCnktcplEdntBlLMQtM2lrbzOT2QprPQDp9fVMpiFGMOLRmbxSLFRJgizhsUYb8bmabEYuEJMbHZjkxBCSkhohjncN5jUJw1zFrHbO5L/lpzOKssdJv7Pde321PuIyUlRsX7vABpyXyDkFSZdS5fYzEs5768B4OxJUQlAhiM5JPJ8bR3/LURgoh8X0ReGmM+EeE7BtmLda+N873AK2PMjRH5bSNyJ8bthQhxKq+xXAelCkAVgCoAP6kAjEcBaB3GwGLW/EgBEC03nijG5od5CpHXdzt2h57dduJuN2Ikv5f1qqNpHgTAmiwAx52qGMWoouSFOIRyBws4a/GuYbcL7+3309fbZfd1jemPpnH6soj8iirftN4Tp0CYBprOM0UgBqyz+EWHJMWmhBPBWMP66ZrG5AfNNi1p2GGMpVmuIAbieMB6nxeOFBBjwPq8QFlbSoLyAkNZyPLNJVhbdqQaScenXCk5BcMwjKSUMMcEa1S89/gmC4rGcFr8j9vf89vNGKHvR2JMzGcdYiBMkWEIdK0nAYfdwDQlZosGTZHbm54YFY2RiCWW44VzOfHbtZ6mdSWHwSkRf0z03t9uub3ZI86QYso7emdOOQ9FCTEx73JF1n4/gsBq0TKfO2LUU2hPRE8LtXzhipnzGqcFuJwIxfm84EEJVQnOmltr7XectZ84Sb/bOPt3nXPfc879phXzA2PMkHMO+QcN48SrN7dVAKoA/IMXACkvI50JgDOGQz+xP0QwEJNCIpcs/mcUACKMo2C9PhKAYYpstgEDTCHRlhBAiIGLdctq3l4Ywz8669wHmnDi/EowF6BzEW1V8ZrUxqQSYpQYo4SYXD+G5jAEF2Jw/RDs3f1oVNU4Z+Vi3YqIiKqKAFZc3nXno4QBMarYME0WQYwYo3nHKc6YyTk/7Pdhs9uH3uVQQifGrBD9OsofJSawhilMaAw4ZzDOlgUs0XnPYtbhvcUawRhYLlu6eYsxFt80GMmLt3MOTROqsYQ4pISFLMb6fO3fup+EfF1TTjBAig9VQJrjOWIMh8NImHJcPZ3VgmqCtnVYZ3KFUApFOB4W5NPhSyGWJ/xY/FmiZaeEdQilmirB/jCSQmQcA4ghJsuUIiQwVlgsG7rWo5pI5HpX1YcE8nHxu7/dsrkf8N7S+Pz6U17XCTHRtBZvDPt+Oi3iqrBYeLqZIwQt8ftydlSwNl+jGOPjx0zOn9u8+COgKWLEYsSQiKTj52AEU+pxvcvX0Brz2hrzfefdZ413nzaN/3Uj5j94c3P/m/tDXwWgCkD+66rq8yKUfy0iTkUsKRpSMMdb4cd8Nsc/N8AauACWQKvgBZYCK2Am0AJNSMmlBFFJhyGmoQ8K0oN+HBPfsshvQfp4nJQpKFbgYt349bqZpSRijRhrxRnXNOOkbQrRzxoxbessmE5EFmHSdT/oqmmknc29hKDWCD6pznf7sAa5dNYsnl7OWC7bZePsz7WtXTbOfpCURUqJmBJJhYQlhsAUAlOMhBCYQiRMiZACIeadoCm7YmOF3T6w3wUuLxraxjFOA6jiXIeTvBDrQ8aXEGNZwHJlTYoBTWCtA3Kd+m47sttPiMk3vzHQ+Cx8SSeMSTTe4p1grMV7QzfLC9ayczn00TQ0ziAKs/klYhtUHI14SJGYYzGkEIjHuDJaFhuHiCkink8HIUJIeXEjRTSOuaQ15hNWUEMSkx/SKbLf5T+niMYUckx+NnOlnNTk1TxNpfqIR4ng8+RoTHo6YKiSX2OpMrIWdruJ3T7gHUQVxiiQjiWrSttYnj6ZndWeStmbP+SclYhIfr6uX90TQsRZe9r5x5hoGodvDPvdlE9JJRR2fE7WFw3eW1IsAqCa8yjGIaKEGIgxHGXjVEGlKmANppnlVzKNOLGoJqz3YC1h2CMotp1DDKSx57jrFzFIiog1OGtonAPkL8cU/3sCPzh+rtYYYkp8erupAvCHUQAan8v+vHWEGBimwGEcvqbKO8A3UP0q8BWFF8B7wFJV50AHeMCo4o0Vn5K60zMWJ86fuNND+HZc53OfnpQdf94iNSK87CN3Y+KqMax8Dhl8fzOxjbDWhJlyYnNKisvhgb8yDOkiRl1ZK+5y1XTLVdOJGGNEpWu9H6L1/ZBw1mBSZLn0OGsRMQxjpO8TF+uOtrV4Z2kbx7zNx/S7w8TT9ZzVrCHESIiJYYyMUySExBQiKSkp5VBGVCGEkRBHUpyIaSSmsmiX0M35nZ1r+/N7SgqX63dpmiVhPDAO25wkbRagefEPU09KiojFGsN8/hRrDZvND3Des1zM6druVOGyXne0rcc56Fro2iXCRIh7jLMYlVxxYy2oMCalEUFC3rF2szmtWzJF5X6aWLVzvG2YQk8II0YDm/1ESMqqNdz3EzebgdW8JRrPNAVaErtJuR8Scwk4jYQSI9dSmpMUktjT6jCNid1+yIudKtYa5gt/DL/ncFsKp4X4fJ+hKI23tM6c4toixwa5RFIlhMg45V+jym6bK6Fc0zBNkRgTzgoxweVFhy+7eTlPAh/Xt3ItrRisccQUuL25Zxo1/xsx0azmeAP7zeFUlirlFJ03+3k1Wl+0OJsXWmtzddWxjFQ032fHEtpjWZNae7baCqbkGZKmsshbxqlHNWJ9m5/NGDCa8j1gLTpNZRORwNgcokvhNxT+MUFykYAIr+93bPqh3C9aBeAPkQDMrDV/EtWvgfzRKYQ/HlL6hqq+/7nF+jyEI0JK8bQbMUipADSEGMouTTHHEr+fMMyTLwccorL2hrsxcj8l5tawD9AYuGrzg36YEn2EhRN224ntIdI6+ME24KIyKyXn26AYb/nKk5bLlcc6y02yzKzFhsgwwmrVMvfknU7jMcbgnWXWepzLvxaBGHO8dgwRQRmnvJuPMRFSXrRVFQMY43JFhUj+jKzHGI+1DmMsIvnPjfGIGC5W76Ma6fst3rV4PyPGhHUNVxcf0vg593cf0w9bRMD7BsGQYp93hNbTNB2zzjOfLzBuYBw/w3uD9wZnLN4pcdoxjQdEhBR6jDU4N0N1YtxvGA49DUpMjpQEmQbeHHoskA4HDhjmV0+JMRE1C13E4XxLmEb2uw2igWFS9mOksTBFuN4NLBuH9y1TAtFIRJhCpOUY13+IZFvJpwPNAfdT/HocA9vdiLWG1bJFTGkOw0CMuST0WBupj2+/Y9I9J0xzuWsOjxx3zloWAS13omF7SExTwBwT2QrLRYNvLCmlUyL20SJWchCGfN8oijWGaQrc3WyYpoRvLIvLJbu7PUkE5x1hf8ivz9lSjgsxRFzjuLiaQ4r59GY9aRoRIxiXq4bC2JNizK/HeMTIaYNlxWaROvZZqJ42WFHTSUDk1MgWSjWVeajsKrkPEf4lb82/FpMyhsh+LE1uNp90qgD84RAAB/wvBPkfJvSd48J1TBod7+D09m79tDtPGJNvvBhGGt/iXMs47k8PkvczxmmPhiFfphRxvjvb3cuxkSnvQow/tt8QktJawyEpmynxTmvxkndAU0rEBK6c9sXATZ/49mcH3msNn+wjOgTmVnDOkoywOQS++qzj+bMFWMtuUrrGMXdCKolWC3iJOGcxxmKMIcbjhsqSkkHxiFic9YjxGOtx1pcFu8O5GY2f0TYL2nZF0yxomgVds2Q2e8Js/oSuvTitT38vt3yKG8QKKe6IcUuIt0AkhA2qATFKCgdC2KEaSGHAiUOIhGmLESkhkolx0xOHPe3CE61lmkaGKTIOI/ubO17f3NN2S3aDcre5Q0TZ7HuePP0QM2+4ufkYUZsXIJG8q9SS9ixvzmi+RlEN1lpePP2Aj19+m0kbnj15l/vND7NQpkhSZUq5wckIxASbKTF3Bi/5PozGISJ4K/SHXJPvvXnoDI65W1hEfswOQx+HhY5LiH6+4EAA8Q4QNpueMOXFfjb3OS8UzxZ/OAnLufJYsSVX8ZD4HsaB3WaPd/mkifO5qW6a8qmklN3atsFYQxoGUgK/mLFaNpg4PfRXGMG1HUkTod+jKeaYv7Gnxd9I3qAp+rlUQQ7JJZLJfReaImjMRQUpImIi6Evg28B/CPp/UuXXDtPE5jAwhBzmc+ahYqgKwB+UAPw7v68C8M+i/LsPH56oojuUFtTr59f9U5hCRIhh4L0X32A+W/PZy79N1664WL/g7v5jnG1YLp6xP9wwxSEnCGxD167YH67RFEkpgDGIs8wXT+nsiuvrb58aWUQMMeZkqxUhaK7yOfb558PHMeYNfUzspsS0GdhtR8ayco/i2QblqVdmM8uL5xe4mccbYeEdrnE0jcNIh+/WGAw6hhKvdiAGIw4jDms95ngMLq/xeGPnygpbdvbmrM9ISp25PYVfxLicczGCcwnnYLF4hxDuSsx4IMZdfjB1BB2y4IhnmnbEcChB69wha43BWbJ3Dwbn36PffwLMQObsdq+IcWTfK4vlB9zvPqV1T9ncvWLUPcMojONETMIUAsM4MI5zXr/+lNl8TYpKf7hltWr54Mtfw1nLze3HNE2bd8kque5eHyptEsKr7cjag7eWkODJYsXN7o7NGLmatQgJLXF3I8Ih5kojb4Ux5pPbwkJTYswJQU4nAU7J23I0yzvXR4uwPGr9etQhzBccTI+l8UdBMA4tlTeqsLkfaBrLfOFzGSpvL/567K7iPCtgxea8BkokW0QYTfS7ge12pJl3pBBIYTqVphpXymQ14ecz4jiRpomLJ0us5LyCbzpSeAgliiriGzBSFu+Hhi8j9vNvvyhWDCPGNZim+2ga9v9RmIa/MUzhO2j6uxrjb8rDMguSw6yHMecrjiGgYxd2FYA/QAH4N/6dP/37+c/9AvAfKPolTfq4frpk9ilH5OOx2VmHt7aELaBtZjjrcsy1NNJY4wBomiXjtCPGWBJWFm9b9oc3nGrYVDFdS9Ms8G7Ofv+G6bDDNR227ZgOB9I05XLG2QINI6E/4OYLUoJw2CNGiCk37ViBl6/33N4NOCcY77jZjkxJeHrZgYEnc0+7nuGcYYESFRSHcx34BeOkLBxQTkSubRBjCP2h1K3nBQsjqEZSEZqEkmICEqoBLZUopsSZrYAh4aziW0/TeppGaBqHdYJvFnkn5VeE6UBMASMdziiiEyIN3syI0wbv3yHGkHf1piFpi3VX3N1/mpOi/jmffvY3EbNCpePu7jOMadntb5l1F0xTf0o0hmmi65ak2DObXQCJ/f4Nq+ULvvvRdxnGSNe27PsdT999Qtck4hjx3QLTOOIw5IfffP4JnVLCpIgri3UIE941GClJ69K0dboXSmlnXnxtrtLRlEtAiw0FYkpTk2CaFo0RHYfT4s+PLI/8PR7YYyVqKqWjplSElTOwSI6fPyoxPZZ6mrMFTD6vKjnUZAkplJCRlFBL4LDp2R9CrqopInqK2huD2HyiilNksXAsr1ZMfZ//TdegYczd1Sl/Tm62JMVACv3Za3kQordX2agxh4iMoR/H6W67u48p/XCKYQPyvTiNk2j6CJGtwN8R595Y1/xdY/TOIAPH3oQqAH/wAvAX/7f/FA9di8p/1p+hqtYa+092jf+nrTX/PPDe0X/kvIZYldLw0j7aReUkpSk+LI9b7TWV1nxyaCABKQ7lJjyPz+aFFAHrGuIUMM5jrCVOuf3feY9YQ+iHLDbG5uRgiEWscsjg7r4nRD2VHTZdg/UOhyLWgnX0uz2WxGo9w3hHLLF8BN7c9ExjZL3quFj5vOiIRUoLvSkP7tEpEskHa2ct3ju8cyWJnIuarBUaERoL3gu2MYjLIQ7jG/RomJZKBUrKu3oruYNW00QYB/ohcOgnxjEwhURInhgDYxiIUUqHqmGcBk4doFoaqgSMsflYbywxTiergGxE5ss1AFEhpUBUBasYHC8/vaPvR67eWXNxtcrdw0OfHUNFivWCvlWve7agi6JTyPX+zuedbspHStu0+TQ4DohxiG+y4Jd7JwttXrQ0xtPOOmlCXINpGnQaCf0Oa7NQH+/LU7gbSJrLH89XmGO1lDXu7OtHvyBX7tF09v4eLCa0nESl7NY1lpJXVYxrcgd0HHN4JQYQwc1mpGkkDiNiHbZrieOA0cT2bs8wRqxzeeduBI0RsTZbTwwTi6XPfQmaRUlKX8lDjteAdWddvvrWgpmvlxP7EFIknZrxck9FJCbN1z+lnNtJiRgmUoz5+0XAuAhsBH2NsAWuBfk7IvKRCL+B8m0RPkIkVgH4feR/9W/9KcQYnHVIMeuScsP/fQoA1lhWizk+O079SYU/LiI/J8ovIqwF1goXRmRprX36aJdTqh+cdac454NAQaTcUEArgmj4fFbuLCl1upHPHjJrDbiGOE4YYnF+zOIn1pNixDWezXbk7vU9zbzFLWaYkDAodt4xjZHQT6h1xBjYb3bM5g3vvvc0d5nGwO3dxDTm+H+MsL7oWK8a4lC6UEtsNmY/F7x3NI2nbRoal8NCFAsAb/Le1pBwZeGnOVoj5NIWUQEcKSYO+5FpnEgpkTQxTpF+CvT7A/0YGKdECLFUx3A6WZjyMJvSVCZlR500WzsfY776hTW8Dwd7U05osZSoGmMQ3+K7lv3dht1u4OJygXe5HyKm6dgz+iN323IsZUzH8s68wKWYcuzcZEHQlHLow1is98QQciLzWMej8rlmEN/MSCghTFhgsXjK4XDH4bDBupyPSSmHSRBo/IxpOuSihXJSdbalm63ZbV8T45ST9Mbka1SM5XJ460dFjRTbNLlaa5o4Rv2Kz0RuZjv/2I1FNDe4RZXcGV3CX2hitzkwjglrz6uJcjK66xzzueNYLZs18XhCV1RyKPXUGCEPz6i8tWgeE996FGhNxCIYiQf3Vj2WyAr5Gk1TDkmmLALpuHnRh2a2k8tS/tkvQX7LwG8g/IYg3wI+AX4gwlAF4O+Df/kv/olHTobWObxvsEX5jzHxv1cBWMy6h1heuYD2FBLKNyuqTkTeE+RLCCuBXyR7uv+CtfZdg12Afg1YgK6ixkWuFIKoii9Hzd/reH7ee2Bs3jdc3w5MY+Tpkw7f2FOnq/ENqSxYQSxvPr3BO8fiyZrQjwyHgZQENaaUSCpRhTf7wLNLz4t1SzKWu9uefj/S+HI60RxWurhcsOwgREXEEMaRtmu5WC5o3PEGEqbSbLb0QmuLOX1SmlUDTfbSzzGrSArKzV3Pm5sdwzgxJZhiPFUPxWNoPwacMaXkzyBfFLTWBzlVfdsimpOj5FGcz2vgc7zhIa9jjDlVgpzWkJLrMKUUNBcJZI+acDx9WfOFF9H4BhWIfalQMjDuh7wb9pZUfI30rDKn30/4xuK8LV3PclbCWXbzKXD15EOGfks/7E7J92HY0bbzLALW5/dSZhxY65imPncQF8O0xeJJzosc7litnjEOO4bpgPEtFGttsrXCaeHlzFztvMImnSVXRUok5y07CinhxqB5g3AMux6joRIDm+3w4NNUbKSb1rGc27Lq57CRsUUcY8wNe9Y/xKREPl8CK+e9YVpCkvasCCOQithx1hyXzpv2VNEwPVhdGJNPsOW+TWdC8Kik+VgN9XDjvRGRXwP9K6Tprwry10HuqgD8BPwv/9d/8tHvU4l7Oudz5Yp12KLMP8nP/3ECYM4FwJy1lH+u3C2Xh+XdaH4QosZ1Ir4vmLmIzCTFFymlC5AZ4ES4At4v//0y8OXjinQ6CEje5d7djxwOE4LgnHB5md0XYzx3ehRs41GVnAAeAyGm0kik2bnSZhFIUZmtWtZLh02R2+3Efh9xx7MqZz0LMXGx8nRzS0y50/WdqzVt0xCnB6+ezgudy7XhU1R2fWJx0fD0+YJxSBADEiOURW0/TGz3A2MfmILQR8uUtPQNJMI45KRnzDuuVFpGjwZdx7zMefBa33oYjqG7zWbAe8dslnff53kePUtgasoiZ8xxEEruXxDrSh143gka5xHNpYMYQWM4dZyepVBztY5vQPNOPSZlc3dAUmSxbEtMvSQoraHvJ3bbEe8ti0X2/NHjN6h8LgQjZ/2FUxgwWFbrF+z3N3g/w7mG7fY1zrXEmHMP05QFyPsOYwzjdMCIxTnPNPXEOKEmv19rHSmF0qcBBiGWxKqY3I8wDCPzRYez8shS+ug2ag2nEtDbIRFVaYywao7BfoOxjjT2oPl0u9v25eMUrFEWi+yIKk2b6/37PbZrTx5K2Xk1h4tE8zU63sbyqNZJH7x9Sk+AnoYoKEnjaU7DQ0g37/YfFnSFEMoiq2BtFoISgXiwwSjFGTxsPDgTSQUknaIBe0H+KsKvC3wX+C3g14C7KgC/hwCcFQjmXZcxWOtxvslx32MS7R+8AFBqNvINluLpZv0Rp4D3gA+BX1blA9BviMhXtrvp/f1++oqzYkRyi761hqurLi8gKf+bORdhWV2suLk98PLVJtsZiOF+ygvZus3mbKul52LVECLc3/fsd7mt/TSMqjzuOWweSFNkfdHQltr6q9Ush3BKcjep8KQzdE64H/NuMUZw3rBYeVxjs0WymOLOmStdnIBN2YhsDELAk5JnGnvGfs8YlGFKDGNgDLkOfZgCIURCOTFQKqNS0lM5rJBvbGuEzWbk0E8YgdV6Rtt5whhK9cdxWaOERTRPuCo9CmOIecFyPvd1qOJMrmkPIeBnc9QI4277uDy4PJi+8cznS0SE3fae65sdMWSbBm+F+bJFi53C0Ad2pa4/Fqvl1bJ9CCuWA9TJP0gfqm1QiCnSdWu8a7m5+ZiLi3cx1rG5f4kxeWqXc7n/Yhz25TMLpBgw1pJSpOtWoAFrlPsh4Ns5LYE3hx4jhs4obbvCmch2Uq5v9yy9QdPIej1HCWXhEa7HgBPDk9bmhLLA7ZCtvNeNOVmaGJ/r5lPfkzRhnSGGyO4QMM6xaLM4im+zIE7DqTHMGIPtZqQwkaYR0+RTgJayzIejykNNqwCuOIJ+0Y47EXOMP7eM5fv1rBhcxCIpkkpDozUN4nwWgeI8ezwB6KliT8/Cw+XUmqYiGkcR4tHxSmAH/HWBvwL8tSIIn1YB+BECcK72KRWDMWPzTsYVU67TEe2nUgDeSgnkm+bmdiCl9J4RuVLlGTBPKb3TNG65WrW/BDwF/aYiT5q2/dAYyzBOHA4Tu91UXktJgCWYL1pW6zaHH4Dbuxx7d3K6xcvDZREiGiJhiiyWDctl9hG6Ws25urpCjMux0VKq15pEU4zdch13/nzbLl8LcQ7xFhzFIjnHFjSlspZ15YhfyhnjVP4NKUliZRoT/Zh96YcxMAVlitlyIkwT/RgIUyCkxN3dgf1+wtlSxeUbVquO1mXROa+VP+ZsmsZjrcXahhCVEHNsPpaGP/MoyWrKpY2lPPfx4yliaNrcXTqOAykpm82AiLCY2SKihhAim01/us+OHbTeWuaL5lSjn/suKHMAHofDsp3CDOdbDvu7vAik3EAnpSFPxOBcDg1NU58b4RBc04FA28zxHrrW8+rNLUET3numeKylV7qmJcbI7f3IlCIzb3P+whnm81wAEJJyiBErwswenVrPzkdyVnEUY77Pyo2vcOoQznYUuS9YbLbNyL4L9mRnfSo5NcfTACevoEe1/qcGtoSxNs8SOJsfYYsIxpTLn9XkE5YUexFrs2jEciJq3Yz18j1ub79LCD2m6crwn5x3yRuzVIQunhV7lPhmiuX79ZFx3iOngJJ/EE5Rtt9E+FhyHuHXFP4ayq9XAXgrxnd2ps9ujTZ3iBrrcNacLGnfFoC2dL8eB0YYHnZbieMEolwpwmnoUvFNMZajtdbvpwDc3Y+EEEuy6vHx/+KiO4UrVCy+8V8xKk/GEL4BvHO/GX5pGOJzZ+UbKenCe7terduVqvGpJMBSUu63E3GcinVaKWcrD1OKka7zLBbNg9UAyuXFivVyle0hnEGFvGM+2jWXiU1CXrwtypSUUZVl52kbRxRQa2h86TNw7Smmnrsvh4enIA/1zZv2Yn6WkhImZZpgmhIhJcKUE8i3t1tu7vdMU2CcAkGl3NiJ+cznxHfKpylrXbGbyNVMrmkQ45hCyJUgZzkCzrp0jwZriWwt8LkbUo9fL2WwNnfwQmnOCxNxjGz3E0fri9PmQrLzaeMts5nHOUfTdgCEKTAO41stt8I0jaQUaNsZIsJ20wOwXBX7CwzHmsSjQADl1JHY7w8sl3Oss8QplFLQh6oaESGmwHY7EkPuxp1SSbNrYtF55ouWkBQnpy6rU+monkXsnBGMxlzKm/LsZVc+3phy6NOeLeRjrjqmybN2mIwlGUtDzCMonT02xjxkTE7xlpQ3H6Wxi9Kta5WH3bfNXlAacqXYYv0uh/6WMG4QhPXqfYZxwzjtisPsjIvFc27vvkeY+uI22iDWEqZDNv4TS9KIsy2qiZCKyV8IJU72ECLiLFT0cILgdF+cBEEfQlaFHwD/MfB/Q/l/Ab+TNKUqAGdx3mNw8uWQcM7y/nL2UL5Wjv2LriOEqdyscuaUCM45usYTiwWvFXNSZluSlCkp3vnTiTNoJBHLQ1eadM4sIeSt1vzja0l6jF/nG+D6diBMucQuJT11EFtrWF90D9YBYvCNx2AYxoCS2O5GDn3MpmlRWS6aWTMzq5jMHNw30fSuGPPHwhS/tNlNP68hfk00XeQMbH4tvnGsV80pJmuMkGI237LW0nhP17XM24ZZ19J4X0RJSrPa0R4idzOHqCytwQGHkOiTctE6rIEgltZ3OAtWYm7scjaHsqzBuCIMZcdnjJSYrxJDTsqKGMahZ7875JzzpPSTZeizR9E4JaaQ8M4wjX1u+homwnG8Y1Js05ZGvLzQNz5bCkxTeHxqKKG3qPFRid/nyk6OS9JxZ1Z2rc55DtstH3/8kvl8zsV6TQghVxmFKZ8CvGM+88xmHb4I5BQih0P/uXxA1zQgQt8PHA4jw5jN0Zy3XF2usM4y9BNJs/iJ5FOYqrLb9UxTpGkc83lT8if5fs05gbyD3mwOTFMekoMI+5DYToELb2gEXNcwm7cIylRWESuCM8dKLbgfE47EZZNtLu7GfBq9arMC3I/5fl/74+ZGOcS8YZmX6tRDgiDC3FtcSfzmm0F5NPHrlJnWx21xojn3cXQFPb5Xclnsevkeu/1rprBHzNFCInf+i4E0DUzTHm/bXBadUv4+7/HNghgnxnFbwpGulJhOubfm2KzHY2+wU6ECjwXhWJ10DCudJ5wfRY/yXumHqP5PVfk//rgNpqLMOvuzIQAlfcYP9hNTTHw4z6cB62zxvc9eLoe+P8XUj8WDKoLzLY13pUMXjHVF3aHzBm+FYQx4m/3GNcWHi1yax85r6YSHeLEx5rT79M7irC0ffra7PezDaVd9CnIdBWDdPohHEYDGOPb9iDHCZjtw6GNO0EVlsWhKMtcADtWYJ0yR2OwmhiEsJEz/ZU3x31TM1703ORl5rJE/VnOInI6cCSGmhMaIbzrarqOxgnMOZ7LLpnM+h4vKGUlUS5dyft8GIaS8YHibd2p51qM5OUNaK1hnMbZMazLF0tpZrDd4b/HeEtNAiMVLRoWYLDFa4pjKjX0syzRYPNMwcb/ZcxgDrm253x/Y9z3jMDKO2Wfm2dMnzJqWzXbHYRhz38exijwlfpLajTxFy7FYrgnTxG57zzhGrLNcv3yFsS1Xl1fs9zumKRCnEd963n33OWGaOPQDXddl47sQTjbGuQzZgFievfMEa4SPvvdDNpsDTePK9ycur5a0rWMcpocwTLkPd7uBaYo4V2Yut57FzJ/CqVLKQveHkWnMOYO8GSrvq21ZzRf0hx3D0DOfNcxmDQG47iOXnWXhhFiE6jAFJBWBL/fvmPJpubG5SsgItMdKH9JZk9lZMlWKb8+Z+ZqYhx6AMw+40/c/0uhy0srn+8cWETGNWJOf87wkpwcfoaPRnpjHWl9MDVcXHxJCz6G/wZTycLQ0qv2IDKa+Fdg/nQSOAnE8rZwW/xLqKc6sMeU1TAUM8ncU/SNflDVO5XTVNpZc15BDdD8TAvDDQ07kvde5XK2SAqEM+kiq2d6ghEVOkmpz+VlKYG1uiBFjMcUiQTTkBp3jIomABig7lnSsXDEPZYf2vEJB8y42lZvZiikLY75izsoph4URVOwppHC+y8nnFsFbwxhy6CCEdIp1Hxdw5w3WOwymvBrJDp5DAlFiDDRiaZ354WLRvGfKsG4RbkVkQOVFboAyp9PKsTA7YYixDDEpcXxrcoOYdZ6uyf95l3/vfIM5le9ImRQVy2uVUz3/ccBN/nkPR+ejGOUwTvbEEZvj1t7n3gjnGhI96hxC7hmRFNEkOLPKXbTTRAqlqiXAYYwc+pHNvucwjvlkpXB3t2G739P4BmtNCfH9ZORwTsOTZ8/pDz1vXr9kmgKN9zTWYJ3nzZt7Pnv5EiOWD770HldXK6Qssvv9ocT5s/NqLiEtGwnJrpXeZTvo/f7A4TAyThFjHY0TZp07lZue25kYIxwOE/0wnWLq81lH4x8M4qxz9P3A/W7COYtt23xCGcccDry8Ynlxyd3tNfe3t1hjuLic47xljAlvBdFEVGFKiYXNn9tnh0DjhBczx92YuB4CV52ls9AU109ETjvUY/Onca6caifKjuxUg2+bJu/jpykv+G+Z0z38Wh9txs77Dn5sWDmG4rX0hY0RxVV1QnyDsf5hWENphnvrWPhj17HzOc5vh4GUx+Gio/X6FOJvhxj/uyLyHz1u+Mti67yhbcqJO8ZS9fYzKACKMKVsYezeuiSqZ2cqYxCbzbCypcG5AAiGhGgq5XzHNvBS7ihSQkXyyDDLvC0Ax8bRY9OPytkgjXQqA1QUtb68Gzm5N5oiAHmx1FM3qCmR6lTe01Titt3cI0lxYrLh2HbKPutWWxH5b17MFn/uYuH+KSOsjp+FGCIqSVFvrcUYl5NmIe8I1bjTkfTYZJNCLo+MCUJp+Imad2xd26DG0VrDzAreOdrG4322o1YRQiweO6Up51Qz/7legNyzEMLEvLug8XN2hw196umcsmyEZWdpO0eyhuBt9jwSX4zcFJN6dIqgjqS56U5Doj8Etn1gN445wRwim+2GzXbHVPovnDWlT0F+z5JjU0qUYwRrQKeRhNC1DfebPd/+9vdYrxZ88xd/AWss2+2OEHIo5/LyAlA+e/mmJHRzh/bd3T4v8ouOGPMpNYXE7d0OsYaL1ey0q+St8ujjaepwmNjvexaLjrZxJReUCCGfjJy1HHYHtkOgmc1yaevhgDiHKwI5jQNJE1fvXOEbIfQDVnLpaNu1zLqW3WabQyEC01lcP2rplTE5BxRCYLfbIijL5RLniy8QucAjTLmE0jc+L7BGTrH94+AXeWSL8SPEQBT5ooX8PJF87OJN4VEe76zq962cQykjdQ5JmucyHNcA/UkOjPpYBd5a295KGP+NpPpXVPm/A9/qx/G39kOu2jqKhjFC6yze5TCqllLZPJu5CsBPlQDkE4Q86gXgrCJAjTsJwENnI6Wi4LzSQkCZo7pSWKrSxpTWxpiZb+xzZ8wH3rinCF/th/A0TOlDVX2vce5yPmuz39FxpyMP4wqNlXIsptTCQyhnGwEiMMScAHYiSNkxRQxbtXhN+FIGMsaEqGTXxdL05b2jaxom47hPwvN5w1XXlLr0fOqIMZ3m4ebTkJYRmBFrGxbdipvtlpd3d6X13zAzsPSwmjkun1zRzluShSh5oAguoAZm3fs0ds5h+DQn66ZE6CeGITJFwzQJ+3FinHq2uz2b3Z5hGNn3PZo0n3bKlCremvmTZ/nu8gnFNWjI9sop5R29dZa7my2Ng6fPnwGWcRzZ7fcIwmzWsb19w6EfWV89xTczQhB22w33129YXSxZX13lE6wq0zhlC+bSLX9cNC6v3sFZy5s3r4hH2w2FKQTm8zbnJvY5x7BczojA/jBgU2TXTxxCtj/Jce+cKQvThEFYreYsLpd5czDkE4LzjuVixub2mnGccjmqMw9Ve+UePvaV5Z6IA7d3d1hvuViv6JqmLFj5Ab25vcF5x+XF+sGO2tqzxVjONvbKeYWzfMHJ4PSsnTe7nXe2lcqdLyzeEL6gRfFoDqWPw0tf+L38mC+yAbYiegtcl07i3wT+hqr+BvC9WCIYqjCMI7u+xxpz2pz4xuGk5A/OHAyqAPyBCUAOAf04AdBjt2RZAJM5E4D0owRAjRq/AHkqyLsIK83eRe+BXAAfCDxTeCLwPsgaZamnltdjMY3ijKfxjrZ1LLqWrmnxxhI0Mk4hV/RMgVR2n3nXD7acQLTcPCqGzRhoDVgxhKS87CMza7jomhweCxNJhb0aGpTWFFvj4+cdU86bqGTjvJTYBHgzKu/NHUvvsM7RtQ3zWUfX5ZyMFB/9U0XXMXGpeWe77Ud2U8QZx1Tslp8uVix8Q2eVi7lj5sEQmaxBneC6S9Q2YLb4poNS0ifFaXPqI5vNxHYXQQ2Y3EC03x+4vrvn9m5DP+R6fu/c52yZlRwOMSTGceLufstquaRpGlJSmsazP/Rcv3lD23Wsl+tTwDqEwHDY4qzFNktCgLbr2O823L56iVjH8/fepZt1TFM4mfQZkwMbtzdbulnLz/3cz2Gd5+NPPmYYhmLZoQxjzje9eP6E+80WUD784D022y2v31xnERbY9oH9FHElJp7IYbvVYsZ83uSfe6xmMoL3HqaB129eM4XIerVisZzna81bu/MiAs4KwziBgca7szr+/P9pmjAi+MY9XmSde+gEfmtnLm8v9ry10H9Rb4CREjKMn+9El8+vb4/yDsfXLHJmEQGlwSsijMAPjeEzgZFsN/0G+CHwHVVuRORbID2SVM7qDk/9L0oOm/IgAFOcmLXNqbQZydf3YfdZBeDvVQAcyMwYaUR0IcaujLg5Iq0hNaLJJcUK4gGPJqcxWhGxClZETC4qElPmfwuoiJRaFsFq3i5YQVqUVvO/tRbhPeAC1SuMfYGxa5A5p1DIeU/C2wNA5PHXePBPsWKwZTZq4z1tmxPY3ltmbYs1hjFE+n5g7A8Mw0RMCWcdzuX8R8Kc6uP1zK9mTDmx64SH3oIQODrzxMTJuIuU8gN2PDmXDtQwBaSbocNAHPpsD5FyXqVtGubzjq5tWC3meRcdz5tqSkcvhtvDgV0IWAxXiyXztmMIgajgBJYusWwMyyY7bwYNROCAI3jHvJsxm3uazmY7C8ACh/3Idjtx2E/0u0g3a7AONtsdt/dbNtsdm+2+mM3Zx1u8mENHwzBwfX3D5eUls9mMGCPWWvaHnk8//Yy2aXj+/DlGctI1Vyvm0N/17Z6+H5jN5nhr6ft9zgU4z3o1w0je0dsyzGSz7RmGbF/8/MVTkliGoafxPp8SUHbbA3fbA+v1nOW8y6/HCOLztLE0jmX4kWF7mDgMY64GQvJGYtY8ilVLueMl5jzZoe9RlPl8XqqK0qmk8bFNA7x4/g4xRd68uTmzt9bTcFVbTh6nJs+znT8nM8LHwiKPQjpfUB30KNHMtQgjqjfE8LsIE8JgjNwKDAjJGhkQtqocJBsfRVEmRPfAxgg3quyTRs0TthkRbgV5qbmIKeSE84M54PlTK1Ia08pnmlKe3CfGnMJXxpz1MogSxkQ/ZdeMKZR8mhFsFYAfJwCnMRG/CPw5Vb4G8o6qvhAjS6y/UKQF9cZIkztFc8xXNOYm13KXPpojqik3QJ0Nwjgmb421Z8PBHxZqKar+SL6PJ1PXPnxZH2zO5K079xQlP7qZnvz4z6ytS++Cs/nWiCERNZW5yJam8cy7jtmsw4owDgfuN3vuNntEsg32lIor5VvNVMdqvHh8H0mzFcRp0MdxEpN9SCKLFJuFBuMb4jDgZzPCOBL64eQRn60sEiFmczjvPV//ynvM2oYQi3NlbmTIjXmqvNztWM6WXM0XDKHEY0mkODGlvCwsG8uXlo6uyTI1jcrH9yPbSVmv5swXDctVQztz4FyuSiJX2Gxuel59uiMqdLOcoBynwM3dhpevr8vCW2rwY8ifhzwk8o+VHOef3zBOZSZxNvtTfWhGvLndMU4xN5KJ0LTtqV8lhEiKgfXFHO8dInmo+93NlqbxhBBpVgvarsHERLdcZA+mEHBtwziOOGfRcSxaFbCNx3qPxoBtuzz3uD9ws5vw7YwPnj/hMB3oiy22xohrW9BEGvqcNDXHhUsf+XXJ50If+eur5ZxYkt/GyCO3UnkrVv94N18+W2NPpaHlZ4wivBLRCfieCC8RBmvk287KNcIO+JZq2gL3iHwkRsYwjKDxFH4cx1RuaWUYisOrkTxGM8STh1HeZGU/rKmUGKvmeRUP3kggVhiniEgq1h/5D71VZo1gnCI2u93GkJjNWrx1OYQmiaYhVw6WgfahT9wf8nYyplQF4McJwJgiU1Sah5TKH1PlX1D4z4P8sa61sxTID2LbkDTPNTVGyqL/MAhETPYWebTIxhw3NG2X07EhnIZVu/ki72zH4VRedqznN9blpGyus8sJv/k6d5xOU3mQ5CQOUtriH1svyrkUPFQOnZqYSlNlif8+lBVyirNL6YHw3rPoGtazhhAiL69v2R8mjHVIMWlThGmKJ2E8FVKlbCchZbEMIdG17lHRneqZo6aeTaYq07WMNackcD7+54aztvFcrBZcXOaGtOzeeFbCe4otG0YMu3Fk3c2xAhonrMnVJm15D7H82Cdzx6zJ9tof301sRgXy5K/V3PNk3TBbNtiZP5XRTf3EJx9v2R9y2S2kklwd+Oz1Ddvtrlx/PVVlAY9+rSnbK9u2RWIqrqDhNNlKVbi7zQZ67tTHkmPm1lpIEFLMoxtFuLxc4MpYxcMY2dxvc9z86RVWJCfpjyWtKWGbFkkTYRhPFULx6NZJWUgany3Iw0SyDmlnrC8vOGzu86nNSJ6h23hck6drTbsdxjncrGPa79HyfV8U9z4KQixjHa01G+AWCKoERPcCLxFelwPmwVi+bw2vyy58K+idGElq/RbSbUppMsIPEtxzbEorC+MUIvfboVhDKCHk0krRXM2We0tyYl2VLLzl3owaMcIzEZnlNJiuxfBMYIGhMagRg1iLA+YoM5HkTi7lpV3GGonWEUQYBLPHaHAGbb2ocxqts/0U0ibE+Go5b/fOOrXWjiLxxjcy2GJt7kSZigBYR9kQVQH4sQIwRqWllDSKnh40Z/MOeZrkuVP9xuqi+6Y03T8SIv8IIl+yEr/mjF7l6mWby9JKVb0Sc429RmKZXXu64VPCqKFdXuSZpsNIs1jnslHjME2LweaOROto5kuGfp9rfuNEGPe56czPjk69p6lG5z40qo/zkI8X1YfqGT1mlz8XAuO04847iXyjPH+6RhVev7zJR1Obww5M+UFyzuY4cKl+05B7Eqx17La5QWm2mOVxguEhrqql0/p4cvAm9wYgufHs9at7nLc8ebLCGMN83uXkYNswTtlo7aF7O5fWikgZwiPcbu44hMTVcsWT+YyksTTyQVJhiLnZaAxK64QPLz2r1nJ7SHzvdqBpHI3zLAQciftB0cby4v0lzbyh6xx3b3b84KN7XIlLJ81H8M1uz8uXrxgOQ7bAeKtR7HRpUi5xdPM5cehJU/bWEedyDbmxXL+5Z+xHrLOPvGWyj36uB9cEtmu5WHZlHrWhvbjg9uYeZ03+zMoif6ZEpxOpJdEPARGlbf0px3K8fzHFkK8sKKnpgqR00DCpGAkistMYemNNFGsPcRxfGus+c7MuTbvdgKZ7RD6RnOAssXDdAq8EbsvtEIBe4A7h/tzQ7fhgWyM03jBMkWGIpelNTqGPrnUksr21Oe+oFawmuqSpu93s52/uD15QI0aXIuYpKS5TmBpBvLXiEDrQr8UY3+kav1LS11R12Xi3QvTdpOpNSfiWPsVTN/9DNZEWOywtNhbZPVes0npD2zqsTXiX+4HytL0yTMnANASmlPKpPPeDJNV4nTS9MiJR0b0IH6WQ7vf7tIvo76jqBvhUjPldm9vqbzFyACZK78DRpfZnNgQ0JcWrIap+CdGnRvWXnLVPx6jfuH4ztEb0w+2kul7PZu89X7Sq5sIil7spXm2izj5cNSx8S1Qp4yUi827N1cW7XKyes1o8Y+aXLFbPWV6+hxOPtx3dvHjphIj1PreTI/TDhuvrjxjHHeOw5dPr32G/u6Fr5rx89R1SMqzXl1xff7/MIzZlwT/WJtsSG30c+38Qgi/4ur6d+zjrGCzD3ZMY7iK08w6fIu5wwAB3U2Q7KjZomfgFbetpW0cKETfrMCoM+5E3hwkXRjC5u7dz2cJCFVpn2I0Jay0e5fV+ZOYMnTVsdiMqQjtreP5kxfOri+JsmhuxbNmtGkzZ8cuDh5MYbjd39EOPsZ4xBmbdjPVylY/VxX76uPu3CHMnvFh4Oi8cxsTtPtK4bAqntuGgkJyl8YbVuqGZeXzr2N8e+P5HdxhvTo1BMSZ22w1vrm84HEa+sG9Mv+C35ye5otHHru/bmx3jND1YU6ic+dYr1goXV+tcgllOncY3GOs2KcRXKaVeHlamCGyBG+BWjBxSTNy8vp1U9PDkanlrjPlUVceyKO9BPhXhdX7IU1CRPdYdJMdiJqCXdJwIV7rqncv3+aEv9fnyVmXMF4eE5K0/P57svBO8M1zfjry67lHl/eWiWVujs3GKXx2n+LT18nWx9oXrmmck/UBEF0l1kTTNUkp2CrGLKbWPUmZHy+ezOvtjv8tisWS/3+UNjXMc9vuHFFvKoeAQQwkZPbj5Ok9e2L2hnRnmM0/XCvNZtvlofYN1uaghictNiMNACIEQhd2gDH1fnnfHrHXMvC3eRLEYQebBQ3lGRi67NueJ6rw+boADwi3otwV+B5FfF9FfF9G/FaIyjv+QCoBBfv57++l5Un3ywcy/EOTFJsRfuhvjV5569yUDX80dtrl1/QevBqaQuOwsN8nQGss7y4aLqxarwv2o7BM8mXXMvaOzef89xZ7nz77Bh+//CuvlC5bL5zTNPMcNQyCmiZgmxn6DtS1T6NluPkFVmDQw7F/T767Zj1tcu2Rz/4q2XeCaGZ998kMad8n6Ysnt5ndpF1lEhvsbGt+hqkxhLP22b7sFyqOF/uHPPu+vn072KCZ741hH4x2+69gdeu6vb8usBMNmnNhteoZkWXSebjZj2PfMnNJ1Hr9asbnd0W8PTAgSJpwxNE1H2+XqHFVojbALME49V51nIx3P5p5ny47NoSeWB/Gya7lYrnLc+rjbl2PYKbdmqSqJHBZ7fb/hdrvDFVtmyA2AV4sV68WSKQS8GDqbT33L1nIxsyQjqJFspCcW2ziMF5JrML6la4wab9QbBm9wcUr+ux/dpvvNGNvGTsMUDiGlTRj67e3dfby922mIMWn2V5iAHuhPbahlYJwiAdUJZCgWOLGsehFltNYcQkybm5vtdUzsjZFjJnRSZQwh7Ver2f1y2d5PU5yOC72KDYLdPN5Nf16DbAmL3N1sUE1crGc0jXt8CuCtEsvSjPXo8UuhvCV5aN5qGsLhAPz9C4Bqom0ts9byW9+65fs/3DGfedrW/mkR/Z8p/GlQq/qw87YuGxE+lHboWSfwQ+Q0qaLT9OAFZvL7zHkxw8XFmu3mnstnz5nPF/zwe99hvbrg6bNn3N9dE6ZAjMJquWA28/mE0lhmixkXFzO6xtA2Bmuh65Z5gzCNCB1BDbuh5/rmM/rDljD0dLML9rsDL199F9/NctguDjjnWKwX+MYiKZV81oBxuUTbuhKR0HwKzUOW4mmYzXF4lrGOEAPDNKCavquq/16I6d8LUf/9lPJ7//N/CAXgAvglRH4F+BWBb6jyDeBL+5Df+MLbPP8zKLspsLQWUonrO7i9negPgcYZxHpcKUMLEdbrlvW6QxIs24bbMS9CzxeeV0OkNYaZGRlCj9VI1OwVYyE3hSAY27CYPy3Jv5HD/o529jXsTLDNkpdvrlmypW3nvP/+P8ru8IpPP/mY/b5H04T3C7769W9yt/0+4zCSppHZ7IIUI/2wPdXpnyeQz3f8ovK49VwecgTZmsLinS0Gd0LUxDgFvHWM+z39OKJi0JSbeXSc+MHNgdmsY9U4NEbmnTuFpsZxYrcd8NYQyUnmD99/F2MSm809TWn+Ws46dvv8+6dXT0tiNC9IP3x1g7WWp5eXxEQRhKOZc94VWmMIRy8nBGsMd5sdb+62WONylzUJEeXF0zVPVjOcTSxmLV3nsV4QZwlGoHikGBESA1FHrES8CeQgkNsy8m99/DL86t2ov3O4H3ZxgsW84bAfWHRNHjASRu63e/b7oVS4KGeuermU0dsSastL0zTGs3Z//VwVV3Zx3Zeci5x1i+aO48WiY7nsiPHMesC4Uyf67yUA4SgAJC7W89Pr+/+3ACRVZm22MPjr/+krfvf793hraBv34eXl/F9XTf81hSsrBmPz7IzWO6zRPIqz2KdLaY46/VdUIAeMFOfzAuqsKd+T7VqOVVriLM45vv5zv8LlxXMW3ZJucYFzM1aLSxbLC5xvTt5dbbf8wiVrHCOHw5Y8tG3isL/h5uYTgibuN99H4sRh/5pxvOXq6Ze5vf4Wi9kT+v4W8cLF5TMIB8bhDrA412HdnNvb7zFN+1Jxl63TQwx52l0MhHgcN5pDwCEGpmlEycn5KcZ/Ffifw0//CeDngP8i6C+S695/HuGXBRZnHgmnG9aVxogpwc3NwHrRsJhZ+ilXj1hvuL8b2W0nvBfEesS6bABncpehKFxcdFxdzEvS9zicBPYx2zzMrDCmxP0U6axhUY53tnTLhjji3JxhuIOY+PRm4NV24MtPrpgvn3Jz+JTLxuDE0jQt+8EwDMI0blAB7+d0zQUxXOO8lMU4Fltq+7k4/ufKQc8Gq4gx5f2Zswe7mJylB8uHYcizXI9hiKOfuzO5sumz2z3jEFjPPOtlU9ws8w+01hCmyKEPSKnrfvfZk9xAFBLeuTJV6/h5WqJGQkoo+RQyhoAhdwyfdjDlunx6fcsYIi8ur065GGcMzhmaxtGPB4bpjqbNJawXq0vWqxnOd8wX7zCEO8a4R4w75RCMPPR9xLBnv73NDqN3PZtDJOF0f+D2h6+nl9sh/q6Qvt148zIM4bP9vv9WZ+S3CfFja23JDR2djE3ZnWW75xgTu30eArNetiSFRdfgXL5XrcsdneOYTm6hSZXbuz0hpJ8pAfDOMIyRv/brL/ns1YHV0herDP3n553/P8wXbfYoKqe/pjF0rcvzsmOinbWsll0ubrDZQuQkAClX6pzcdR85c3I2fyEnqLuuZX15RZgmbq6vmUIe7ykpW4b7ecOXvvQ+P/fhc+73Wz76+LPc5WwsbTfDt47NzWfEMBEF5vMZKQbiuOW9d59ivePu5hUXlx8ynz/l/vZTtrsbPvzgj7Pbv+bb3/lPeHL1ZS4unvLy1W/TNFc5iR17+v4eSMQYTnOrjyKX85H5bownY7rs8hpjMYFMaaeqSwT+xX/hL/90CcC//Bf/8Qbhnxb4lxT+xOMb5awC59heK+aUcs9zX4Wbm577u4nF3PPOs3lJyhg29yO7zUTT2DxDwHmsZNOx405AFYwari5nzOe+xHTzouhKM5KoMMTAJ/uJdWN4p/NsJmUbEpc2+4JETbmpSuH19YH7w8jMGC7WDRerGUPQ0uGYGAbYbAOuaTCS2+BDnHj65BLfmFKpII9ixudhMD3VAhUXzZI3ODZ4HeefHhtLjlU21rlcYqgQx5HDfv8QdjkLsBkBbw3bXU/bNsWULeXhGUaYd3OcM9zebelD5Gq1yDtrlVIj/7AgOGvZ9QesMczb2clJ9Njafh7zd85xt9uz2e/wXrhaz3nx9B2wEWMjTdsV75Ncn94Pb2ialqa5wHUvcHaJoPSHTxiHe6BMkkvKNExoFPb9xOs3GxrfsNmNfHa7Z9eP9IexWBQnUghMY2Cajr72ifHQk2J6HUL6W2LkNxH5m6r8JvC3QTZ5sbXs9yMff3qPcYbW5+vypXcvaNvmtDhdXXS8eLLI4ZkpMYbE3f3PngAs557vfO+e//d//BmrlT8ZySVVG2P68+vl/H8wm/lfgKNLb743oyrrecOH766x3ufelJIQnkrp5nLesd/3DMeqvDPfndOoR02lhDlxcbGmbfPmcLfbcXd/j3OW5arDd4bFrOHdd54DiV/7m3+Lz25uWM86Zl2Dnc3ACK2OPLm8RJOhWVg++PAXaGTg1aff4Waj3N5vWK3eQzXx+vXv5s7e2RVNO6PffJafASv4RjAS8U3LfHZBiHu6dsn+cEdK4aGMVhVjbXbNMKb4k0l5X/HYQ7NB+O+o6v8Z4L/9z/27P10C8K/+23/qz6nq/y4bGZ0NaSnhC1MWOKGIwfH3Ymi85e5u5PZ2ZD5zTEGZzz3P38kx+u39xGY75SOgb09DZM7rK1P5/dPLJV2Th4gb7082zccdWiRyXnk1RkMfEwsvyLHztSyeAHe3A843rC86YlCmMm7RWo+1Qn8I3G9DmT0gXF3Ns6d8Ot6kCd6q+XfWAxDiiHcNi/mS7X7HOEynaWlTCKduQmfzgj8OYzkmlzr0acwL5TBmc7nSiHIuOqbYYk8hYMTl8ZxlOOysW6JJGcceLaeN46hD0fPKpXytdocdRizzbgaS7RWMzU2ezhmcN7imZZr2HPoNXeNpGoOaiPMdq/WHGNMy9K9RjXjXsL78JmP/msPuYzQZrH1GCInd5tM8SyAUw7mkuZzRNgzDwA9fXvPm+p7GW955N4elNte3uUu1mzFOkcP9FrdY5Ill91vQRHOxIgwTKQTCGIghHE+kexF5mRKvm8b+4LCf/tNPX23+hrHmb6PpW0YMT54ssGLop2x5IQLLuefZ1Zz3nq1w1vDJy+Iman92BGA+c/zgkx1/7dde4r05CYCSSx5n3nN1ufwQw3Nr5JkR+WMi8iVV/cXlvHl6tW6/GmOaqXWt5NUPJ5FZ61mt19zc3LHZ7POGygpda2mcoWk83hicdzSzGW3jWS4XXK4vmcJIP2xJqoQpcRgH7nf3hCEwDQO7w4G7uzuUifm85SsffonVak4388y7LPKaQu556AP3ux0vr2/oN/esnjxhHHY01uK8ZzwcuJkmvHM8Wyyz822YaNuGxSJPQHTOcpgmgua1Jndl50t/LP425RRgimVJLGXaIvKXEP3fAL99zI38c/+t/8tPlwD8K//mn3xf4S+o6v/4uOt3xpRRftn/Ai1hDZvj2aaMLnTGkCJc3wxMU6Jp8k6+bWweBuKyQGzuB1zjczPJWcNK0lwbfnHRsFx2NIsniCjD3Q0ihu7JM4bdhn57i7E+N3WlPDzalHh2Stn35vwuNyaPATyarMUwkVLM7qDGl3JGYbMd2feRy8s5Xddk469T2enRpvn44NiTGKXiFeJdQz8MTNPExXpN27W8eXN7Mhs7JlRPQ9KtpbUWZ/Ju/dAfyjDwIrDGlFp7czpm3u/umbVz5l1u5EkpZudP63OJYlRiiCdLYiPHATCll4FE17Y4Zxin+2wv3TiMsye3VhHLOB3ox20eJOLn+PYZ/eEz0nDHk/XPc3HxFTZ332YMEzGB6JxhDOz3O+KUTr772WW0PCg22wiMhx2um/Hy9TU3t/doCIQx8uxL77N8csnu+prd7Q1uucQuZuyv78EYYgyMm102JVvMidNEQujvd4QxHK16yw5UCCHx5nrHMJZdmvIDRX/znSfL/8+sa/6TYUrfMcL/NyVlnCJTSFxdzHj/2RJizGWfejZc/WdYAGJKzHzDxcX8ZBV+PEEdm7iM0JJ0rmK+jvPLFOOzVWe+crFsO1WeqOqHV0/mixcv1nbW+GVKZm6NtZqSqJt1GLsI/d6rqh2HUYZxavthmO8PPc5aurZjuztkkz8C3cyzXs5RItvDLevVksvlBaqRECf2/cD+sOdwOHDoe6ZpYH25whjL3c0t3WKRd/AlgjGOQy5ddtmSI6aAscJi0eG9I2nKJ9LSc986S9JASuHk9JqHPj3YbeRxRkcvYb6F0IP+LvCrIvw//uyf+dXv/pTlAP7xEt0w/7YIf75tPI3Lk7xMCfP40i5tjT15t0spfzQuTz+6fr1ntWyZLRqmkBu6jIB1wu3NwPZ+xLUuD32OkRSVhOHicsZq4Rj6ieX7X2bx9Dmbj77NtN/hVxcM/Z449ggmD7K2jjj0+ZSgShr6h6Emx0fo3CFQczWLPVtkrfVlgc0169Y3pCQlMR3OWsVL2EhL1+zRA0sMIUbGaSwLfI45Nt6z2eyy2Ig5lYjmYSimzK61+KZlf9ixmM0JIeQ8Q6khd87TNG1OJI3DqbTiMPQl8WqZdXNSCnzy8gc8e/oOi9kMlTz/9TTspXRQOu/ougsSkTDuiDGwPbxiPn8H5+ZQPpv97oYwHGhMg1WD1QadBrb7gaSW2eqKPuThLzFli14t+YVj+VyMMY+SDLF00Obfu6bh+nrD3e2GpvUklKfPPmC2eJrL1cOO/TgSU8IvF/T3G6Zdj7EGt1oybvdMuz2yXvPpp9d0RGazlhAT+/3Izc2e5bJjs+3Z7UesM6eZxjnsJ1xeLGkah6r+bWP476vyV0VgGLP30bzzXCwa1ouGFB/MwKoAfF4AThvAYqOhxakzTpHWKU/WM1SVprH8/C+8w3/hn/gF0q3yW9+5R53lzatX3InPzXTf+66NKRUX8zSzRq7GEFbvv/us/ZVf/iXXtjNzONzK/fZ6EaOut9v98jD0bQyxmcLohnEwMUajGhmnSZwzTxaL5i8cO5qPeadxCvSHAevMqUjMWJOLHiT7AVljcrWRk2JASIl6gDW5Ek7LCMvTbBIjvBkCQ1RezC1Gvsge49Rx/ef+7J/51f/9T6cA5AX/v9J6/8965/4Za82HmvLwlcWs49gdd94TewyPH5Nwx05Tzpqncru9cvPmwKHPVsd2tURmM9pp4GKVQyQp5tmi7WIFUyCM+TiGyfNvNUVcN8M2HePmDuOy702axhwbl7PQ1WlIar7Yx1PL/TYPqFkv54g4UpmFmGepuFNm//iQHcf+ZaODh47T7abPLputzWJ37NQt3jJGjja6ZyG0MufXiCkVDbnlLcRTKAONSjeb5+QXMA77PE+gcfTDHuc9XdthreXQ37DbveLZsw+YzdfFQkKKi6eWwpiEb+Y0zQrVyNjfk0KeomTIVUUWcCKYBHfXd2w2PVENU4xs+kh0jqsnlzhrigDmZFcsHvopJUKM2USuDAI6xoP9ak0aRzTmecO3b+7z/dI4uvkly9UVJt5x2G9xyyUaQm6miTE7b4ph9vSSfrMjbHcE63n56p558clJSbnf9FzfbGlbT99PxJJ3SfEh1nzoA4t5x8XFnBgSxvCXgP/R+XMQYk7SXy4a3rnoSje3VgH4exCAFCKdg6t1/vycE778lSv++J/4KulO+fYPdtjWcXt9zZ3mYpH9J5+cnt3j++/HkfdePOOXf/GbONdwd/+K27vXHIbA9Ztb9odDDona4t8jgrGlsCKk/1I3c/9X78xCJA+eyTOKc/VcmGKJ1etplnKpwGbWuZNAmFL0UK5NEsOkKQyqaRSRgGgUUGNEDzFqUNWVN3kgMzqK8BlwI7BH+Aj0L4vwH/7ZP/Or/DQLwOmI1zj/zzS++W+0jfuvW7EfWpt3/7nnxDzMIz31z8tp2PjxJjt2rxqTA/dvXh3odwP+ySWXX3rBbNgyHvq8kzSCxkSKMSdzzXE6kzwMq9YcHjHGICmHWYxzp9f9qOqmzIpGc+jn9n7P3f2eGJX5rGG1moGWjuVy9I8n91HKbICcVNWyqFhjuL/Pu2JrDVcXS9omG7jlE5M97fZPiXNKfD5NuUysJLmNsaWq4MHRVIwyWyxo2hmGRAgHVCPGZa/60wzTMkEsH0X9o+2GHFVZFUmKJCldztlvxolBsGjKVTBBYYoQMPRR+eTNLYeSBI8h8sGzK1rvOPR9tp6IsYR70mmxf9whrafXabs88Dz1A03XZBG42ZwSgJcXC5rGZ48jUhlmny2yb273hJjw3jCftXk3Hko5p2QDvFQ2HTHm5O3d3YHbzeEUGoxJmULEe8dqOYua9LdV5VeTpn+D3MTziHwvwPvvzHOJbRWAPzABuMedBODRyMkiAO8+f4df+uYfwbmGzfYNd/dvGMbI7e09+8OhdPTqw0JulHGYmKZ44ZwsZzP3RAxarKqlVO/I4TCQUsLYB4dTVLVtHW3nVDWpEUkI0TkbRCSIyCSSxpimQZABYZKznb41Qp6DpidDvM+b4eXX+VMvADnbnxeJ5azh3WcrvGv+RFI+EOXrivwpkF8RkW8YMcYUTxfEYI5DVo5lX6l0/qXjGN/E7c0eAS6uVmjJIRynKimlDr2MLcw2nw+Gb6df6/Qo3BPTsSEj5whS8eLJw1xguxu4vz/kHAR5dzifeZaLWXbhTIkYIsfGBT1baAVzisnvdgP7fizHQwHJp4nW+9Ps4+zDU0reNJeTSgqlbT3XU+cjZfbkOcXtzdHt0WKtz00tKT4OaZVdqaiW12Vz/uPY9nR2QpMERs9GFQIRQ0jCmLI9hCpMKXfuJs2VRzEGPnt1y9BPPLla4pzNO6uYTgPZTyu+Pp7BehQgKc6Zi+UK7xybzR2I0DjLoR+5u9tzsZ7TdtkLCdKjqVqbXc9+N9APE6rKxXrObN4eywhVU7qPSd8kJaTECLxKST8Gwu3d4dPNtv+OigSN+iakdLhYzV4Zaz6dpvSplpDgF5FUsSK8+2SGM1UA/jAKQAh5FGfX2ZNFBGcGd30/fpEA0LSOtrUlqVv6GJx9WHskEVM4a3g7s6Muz9j5vOQ/9AJgxDJvG56/s2TezfIFinpqo7Ri3rfGft1Z//PWuT9ijXtuxHxDRK6AFcoi+yjI+uiZnwegp9PQ7YRHsZxMeM5uVjnOEX7UeatoHHOtLQ/+3VoW/WPJoKbj+qSMQ+Bus38Yi1gW0aSJxaxj1uVa8aRHv3GLlofvKGDOeoY+cLfdn8QxpsRQuoSfrBbFBVTLCeBYMaVYpnyzOnPyIZGzh/WYvD31GiQlRs1WGGWOgZSva8w3lhUw+uB2ejKmM6VnWSjxyrxkTFGZUp4NG4tb58npqAxWn2I2PRNN7Pe5a3vWtYQUTw/m2zYXcmYmcLRRUFXCNLBcP+HJiy9hNfLy9Sfb0O8nY9woIpsY02ic7DTpJ6rxVYo6xaA7sXzaH8bXm00fQozTOIQdIm+sszcXF/PgvY0hxFFVbxV2MeXNxbHk1hjDdjdwfbPL17/kAJarrvRRHJPUVQCqAFQB+IkFYNZ2p5jOcaNpjh741ufBFsZixJ4vbvMSK1oLtORj+fti5AXQaHaVusK65yhLoFEwxSpnhXKpKgtEOxIugSVNoimKKh7okkqnSgvqUW1SwoLalP8NUkrc3e2YYjrZ+x4/w1hcQderRQnzcPIAOs7jTXn4AId+ZLsbMdYQg8kriyScFYxNtN6xWi2LU2QJWxkQnYqnjDmVl5ZjDqaITrZjzv8PUUkh+4NR/PWd6MnUTY4LrZjTzXWc/JQUQhJCyrv6VHzGTmMfz/Mj5SkPJWafUiKUGagAzhxnOaezdv/HK5sYuRH4GJGDEflOiPHaOfcqxfStzXZzWCxX33/x/ldf9tv76fWbTzdGdUwqIyIxx2bLKU3znOUYFLGw348c9gPjlHsBEMF5x2o1w3tLCA9+7m8LgIiw2Q7c3u1PAhBTYrnsTpVhVQCqAFQB+AcjACW5+ZYZ2tvdtMY9slV4ZKCmPOoiJI1npXpYhbYIQEPCK2oVrCpGVcWIyGbXc789GJRGE62inSptSsl3Xesv1gtvxVjV098zApLEiYqRFBM39zszxWTntrFdJ1ZcdLns11hjxMSkxvtGunYmKSVJipBiCfib43UTESGFxDQkiQmTEiYmNXkdVLFicBacBYuoM4oIMo1Rc/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/% Checks variables at the start of a page and disables exploration procs if applicable %/\n\n\n/% Quaggy hatching %/\n<<if ($leupaiEggTimer is 0) and ($leupaiEggLoad gt 0)>><<set $overrideExplore = 1>><<endif>>\n\n/% Agony %/\n<<if $pain gte 100>><<set $overrideExplore = 1; $blackout = 1>><<endif>>

<center><<display ZoneBackgrounds>><<display EncounterImg>><<display ColorWheel>><<set $continueOverride = 0>><framed><<nobr>>\n\n/% ======================================================================== %/\n/% Results page for special creatures that do things when you eat or otherwise interact with them. %/\n\n<<endnobr>><<if ($encounter is "small slime") or ($encounter is "slime") or ($encounter is "enormous slime")>>''You inhale the <<print $encounter>>, shivering as your belly <<print either("expands","swells","inflates","stretches","distends","bloats","balloons","jiggles","creaks")>>!''<<set $bellyBloat += $encBloat; $lethalKO = 1; $deathCause = "burst belly">><<nobr>>\n\n/% Slime Parasitism chance %/\n\n<<set $randomizer = either(0,0,1,2)>>\n\n<<if $randomizer is 1>><<set $slimeBellyParasite = 1>>\n\n<<if $encounter is "small slime">><<set $slimeBellyParaLoad += either(10,20,30,40,50,60,70,80,90,100); $bellyLiquid += either(10,20,30,40,50,60,70,80,90,100)>><<endif>>\n<<if $encounter is "slime">><<set $slimeBellyParaLoad += either(50,100,150,200,250); $bellyLiquid += either(50,100,150,200,250)>><<endif>>\n<<if $encounter is "enormous slime">><<set $slimeBellyParaLoad += either(100,150,200,250,300,350,400,450,500); $bellyLiquid += either(100,150,200,250,300,350,400,450,500)>><<endif>>\n\n<<elseif $randomizer is 2>><<set $slimeBreastParasite = 1>>\n\n<<if $encounter is "small slime">><<set $slimeBreastParaLoad += either(10,20,30,40,50,60,70,80,90,100); $breastBloat += either(10,20,30,40,50)>><<endif>>\n<<if $encounter is "slime">><<set $slimeBreastParaLoad += either(50,100,150,200,250); $breastBloat += either(50,100,150,200,250)>><<endif>>\n<<if $encounter is "enormous slime">><<set $slimeBreastParaLoad += either(100,150,200,250,300,350,400,450,500); $breastBloat += either(100,150,200,250,300,350,400,450,500)>><<endif>>\n\n<<else>>\n<<if $encounter is "small slime">><<set $bellyLiquid += either(10,20,30,40,50,60,70,80,90,100)>><<endif>>\n<<if $encounter is "slime">><<set $bellyLiquid += either(50,100,150,200,250)>><<endif>>\n<<if $encounter is "enormous slime">><<set $bellyLiquid += either(100,150,200,250,300,350,400,450,500)>><<endif>><<endif>><<endnobr>><<endif>><<nobr>>\n\n/% ======================================================================== %/\n/% Culinet Feeder %/\n\n<<endnobr>><<if $encounter is "wild-eyed culinet">><<set $randomizer = either(1,2,3)>>The <<display RevecroixRandomizer>><<print $randomRevecroix>> culinet waddles very rapidly up to you, its <<print either("flabby body jiggling as it moves closer","huge, bulging gut bouncing as it approaches","fat thighs rippling","tortured clothes creaking as they struggle to contain it")>>!\n\nBefore you can react, ''they tackle you at once-- holding you down as they <<if $randomizer is 1>>pour an entire jar of prepared calorie powder down your throat!<<set $calories += either(100,150,200,250,300,350); $bellyBloat += 100; $bellyLiquid += 100; $calpowderToxicity += random(2,18)>><<elseif $randomizer is 2>>force a handful of pills down your throat!<<set $metaGain += either(10,20,30,40,50); $gainerToxicity += random(5,15)>><<elseif $randomizer is 3>>press a thick hose into your mouth, pumping your gut full to bursting with industrial-strength honeybutter slurry!<<set $bellyBloat += $belly; $bellyLiquid += $maxBelly; $calories += ($maxBelly * random(1,5)); $metaGain += either(0,0,0,10,20); $metaBurn -= either(0,0,0,10,20); $fatteniumPoisoning += either(10,10,10,20,30); $lethalKO = 1; $deathCause = "burst belly"; $esurience += random(2,5)>><<endif>>''<<endif>><<nobr>>\n\n/% ======================================================================== %/\n/% Helene Encounters %/\n\n<<endnobr>><<if $encounter is "overstuffed helene">>The fat, bat-winged daedlan grins as you approach, ''snuggling you into its pillowy flesh and giving you a kiss!\nYou feel your own body growing softer..!''<<set $girth += either(30,40,50,60,70,80,90,100); $belly += either(0,10,20,30); $breast += either(0,10,20,30); $thigh += either(0,10,20,30); $thighFirmness -= either(0,10,20,30)>><<nobr>>\n\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,0,0,"round","belly")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,0,"pear")>><<endif>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $encounter is "blubber-bellied helene">>The pot-bellied, bat-winged daedlan grins as you approach, ''snuggling against you for a kiss!\nYou feel your own belly growing bigger and softer..!''<<set $belly += either(20,30,40,50)>><<nobr>>\n\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,"round","belly")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"pear")>><<endif>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $encounter is "blimp-thighed helene">>\nThe fat-thighed, bat-winged daedlan grins as you approach, ''snuggling against you for a kiss!\nYou feel your own thighs swelling soft and thick with fat..!''<<set $thigh += either(20,30,40,50); $thighFirmness -= either(40,50,60,70,80)>><<nobr>>\n\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,0,"thigh")>><<elseif $bodyType is "busty">><<set $bodyType = either(0,0,0,0,"hourglass")>><<endif>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $encounter is "huge-breasted helene">><<nobr>>\n\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,0,"busty")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,0,"hourglass")>><<endif>>\n\n<<set $randomizer = either(1,2,3)>>\n\n/% Fattening proc %/\n\n<<endnobr>><<if $randomizer is 1>>\nThe bat-winged daedlan grins as you approach, ''squishing its enormous chest against you and stealing a kiss!\nYou feel your own breasts swelling fatter and heavier..!''<<set $breast += either(20,30,40,50); $breastBloat += ($maxBreast * either(0.5,0.8,1))>><<nobr>>\n\n/% Forcefeeding proc %/\n\n<<endnobr>><<elseif $randomizer is 2>>\nThe bat-winged daedlan grins as you approach... ''then grabs you and pins you to the ground, forcing you to drink from its breasts!\n\nYou squirm and groan as your own breasts slowly begin to inflate...''<<set $lactation = 1; $breast += either(10,20,30); $breastBloat += ($maxBreast * either(0.3,0.5,0.8)); $milkRate += either(0,0,10); $calories += either(100,110,120,130,140,150,160,170,180,190,200); $bellyLiquid += 100; $bellyBloat += 100; $helenoToxicity += random(2,6); $esurience += random(2,5)>><<nobr>>\n\n/% Milk enhancement proc %/\n\n<<endnobr>><<elseif $randomizer is 3>>\nThe bat-winged daedlan grins as you approach, ''squishing its enormous chest against you and stealing a kiss!\nYou feel your own breasts bloating full and fat..!''<<set $breastBloat += ($maxBreast * either(0.3,0.5,0.6)); $milkRate += either(0,0,10); $milkFat += either(0,0,0,0,10); $milkRate += either(0,0,10)>><<endif>><<endif>><<nobr>>\n\n/% ======================================================================== %/\n\n/% Eldritch tendrils %/\n\n<<endnobr>><<if $encounter is "coaxing tendril">><<set $continueOverride = 1; $noncon = 1; $ffeedingVerb = "inflate"; $ffeedingTarget = "belly"; $ffeedingEffect = "bouncing as it swells rounder and tighter"; $escapeDifficulty = 10>>\nThe soft, fat tentacle coils around you, ''pressing its tip into your mouth and filling your belly!''<<set $ffCalories = either(0,0,0,10,10,20); ; $ffBloat = $maxBelly; $ffLiquid = $ffBloat; $ffPain = 0; $ffGreed = random(0,2); $maxBelly += either(0,0,0,0,0,0,0,0,0,0,0,1); $randomizer = random(1,8); $health = "Sore"; $lethalKO = 1; $deathCause = either("burst belly","drowned")>><<if $ffEncouraged is 1>><<set $ffCalories += either(10,10,20); $ffBloat += ($maxBelly /2); $ffLiquid = $ffBloat; $ffGreed += random(0,2)>><<endif>><<display ForcefeedEngine>><<nobr>>\n\n\t<<if $randomizer is 1>><<set $randomizer = random(1,8)>>\n\t\t<<if $itemEffect is 1>><<set $breastParasite = 1; $breastParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 2>><<set $bellyParasite = 1; $bellyParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 3>><<set $bodyPlumperParasite = 1; $wgParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 4>><<set $bellyPlumperParasite = 1; $bellywgParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 5>><<set $breastPlumperParasite = 1; $breastwgParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 6>><<set $metaParasite = 1; $metaParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 7>><<set $direParasite = 1; $direParaLoad += either(50,60,70,80,90,100,110,120,130,140,150)>>\n\t\t\t\t\t\t<<endif>>\n\t\t\t\t\t<<endif>>\n\n\t\t<<if $bodyType is 0>><<set $bodyType = either(0,0,0,0,0,"round","belly")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,0,"pear")>><<endif>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $encounter is "feeder tendril">><<set $continueOverride = 1; $noncon = 1; $ffeedingVerb = "forcefeed"; $ffeedingTarget = "belly"; $ffeedingEffect = "bloating full and fat"; $escapeDifficulty = 15>>\nThe soft, fat tentacle coils around you, ''pressing its tip into your mouth and pumping you full of something rich and sweet!''<<set $ffCalories = either(20,20,30,30,40,50); $ffBloat = $maxBelly; $ffLiquid = either(10,10,20); $ffPain = 0; $ffGreed = random(0,2); $maxBelly += either(0,0,0,0,0,0,0,0,0,0,0,1); $lethalKO = 1; $deathCause = either("burst belly","drowned"); $ffGreed = random(0,3)>><<if $ffEncouraged is 1>><<set $ffCalories += either(30,40,50); $ffBloat += ($maxBelly /2); $ffLiquid = $ffBloat; $ffGreed += random(0,1)>><<endif>><<display ForcefeedEngine>><<nobr>>\n\n\t<<if $randomizer is 1>><<set $randomizer = random(1,8)>>\n\t\t<<if $itemEffect is 1>><<set $breastParasite = 1; $breastParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 2>><<set $bellyParasite = 1; $bellyParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 3>><<set $bodyPlumperParasite = 1; $wgParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 4>><<set $bellyPlumperParasite = 1; $bellywgParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 5>><<set $breastPlumperParasite = 1; $breastwgParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 6>><<set $metaParasite = 1; $metaParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 7>><<set $direParasite = 1; $direParaLoad += either(50,60,70,80,90,100,110,120,130,140,150)>>\n\t\t\t\t\t\t<<endif>>\n\t\t\t\t\t<<endif>>\n\n<<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $encounter is "hose tendril">><<set $continueOverride = 1; $noncon = 1; $ffeedingVerb = "inflate"; $ffeedingTarget = "belly"; $ffeedingEffect = "creaking as it balloons"; $escapeDifficulty = 35>>\nThe soft, fat tentacle coils around you, ''pressing its tip into your mouth and rapidly inflating your belly with a hiss!''<<set $ffCalories = either(0,0,0,10,10,20); $ffBloat = ($maxBelly + $maxBelly); $ffLiquid = $ffBloat; $ffPain = random(1,3); $ffGreed = 0; $maxBelly += either(0,0,0,0,0,0,0,1); $lethalKO = 1; $deathCause = "burst belly">><<if $ffEncouraged is 1>><<set $ffBloat += $maxBelly; $ffLiquid = $ffBloat; $ffGreed += random(0,1)>><<endif>><<display ForcefeedEngine>><<nobr>>\n\n\n\t<<if $randomizer is 1>><<set $randomizer = random(1,3)>>\n\t\t<<if $itemEffect is 1>><<set $breastParasite = 1; $breastParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 2>><<set $bellyParasite = 1; $bellyParaLoad += 10>>\n\t\t\t<<elseif $itemEffect is 3>><<set $direParasite = 1; $direParaLoad += either(50,60,70,80,90,100,110,120,130,140,150)>>\n\t\t\t\t\t\t<<endif>>\n\t\t\t\t\t<<endif>>\n\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,0,0,0,0,0,"round","belly")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,0,0,0,0,"pear")>><<endif>><<endnobr>><<endif>><<nobr>>\n\n/% ======================================================================== %/\n/% Fyynling horror %/\n\n<<endnobr>><<if $encounter is "fyynling-possessed horror">>\nThe //arguably// humanoid creature shuffles slowly up to you!\nYou can't tell what it used to be; it's so bloated with fyynlings that have merged with its body that it's little more than a jiggling blob of flesh, blubber-swollen limbs flailing.\n\n''It grabs hold of you once it gets close enough-- and its clawed fingers immediately disappear into your skin! \nYou cry out in shock and agony as the thing swiftly deflates, its body wilting into nothing as it pumps itself into you!\n\nHelplessly, you tremble and groan, clutching your doughy, bulging sides as your body billows and surges with an immense amount of quivering, gelatinous fat!\n<<if $sanity gte 70>>\n[img[icon_alert_critical]]<bleak>You are //traumatized and deeply unnerved// by what just transpired!</bleak><<set $sanity -= 10>><<endif>>''\n<<set $girth += $encFatten; $belly += either(250,300,350,400,450,500); $bellyBloat += $maxBelly; $breast += either(10,15,20,25,30); $breastBloat += $maxBreast; $thigh += either(10,15,20,25,30); $thighFirmness -= either(10,15,20,25,30); $fyynlingMorph += random(10,30); $pain += random(20,30); $health = "Sore"; $esurience += random(4,8); $lethalKO = 1; $deathCause = either("explosion","fat suffocation")>><<nobr>>\n\n<<display ExpandBodytype>><<endnobr>><<endif>><<nobr>>\n\n/% ======================================================================== %/\n/% Mythosi Encounters %/\n\n/% Adiposa Mythosi %/\n\n<<endnobr>><<if $encounter is "raging adiposa mythosi">>\nYou bravely approach the enormous, jiggling <<print $fullChroma>> dragon...\n\n''Wheeling around to face you, it rewards you with a blast of potent magical breath before flying away! \nYour body quivers and creaks as it swells with fat!''<<set $pain += random(20,30); $health = "Sore"; $lethalKO = 1; $deathCause = either("explosion","fat suffocation")>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<nobr>>\n\n<<if $bodyType is 0>><<set $bodyType = either("round","belly","pear")>><<elseif $bodyType is "busty">><<set $bodyType = "hourglass">><<elseif $bodyType is "thigh">><<set $bodyType = either("pear","hourglass")>><<endif>>\n\n<<display ExpandBodytype>>\n\n<<endnobr>><<if ($species is "mythosi") and ($dragonflight is 0)>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<display Fattenium>><<set $substatus = "adiposa"; $strength += random(10,15)>>\n\n<mutation>''Ignited by the adiposa's magic, your already-ponderous bulk expands to an //enormous// degree, inflating your body into a blimplike monstrosity of draconic blubber!''</mutation><<endif>><<endif>><<nobr>>\n\n\n/% Gelatinous Mythosi %/\n\n<<endnobr>><<if $encounter is "raging gelatinous mythosi">>You bravely approach the enormous, jiggling <<print $fullChroma>> dragon...\n\n''Wheeling around to face you, it rewards you with a blast of potent magical breath before flying away! \nYour belly and breasts groan and creak as they bloat with an //enormous// amount of goo!''<<set $bellyBloat += $encBloat; $bellyLiquid += $encBloat; $breastBloat += $breast; $storedMilk += $maxBreast; $milkFat -= either(50,60,70,80,90,100); $milkType = "slime"; $pain += random(20,30); $health = "Sore"; $lethalKO = 1; $deathCause = either("explosion","drowned","fat suffocation")>><<nobr>>\n\n<<set $randomizer = either(0,1,2)>>\n<<if $randomizer is 1>><<set $slimeBellyParasite = 1; $slimeBellyParaLoad += $maxBelly * random(2,4)>><<endif>>\n<<if $randomizer is 2>><<set $slimeBreastParasite = 1; $slimeBreastParaLoad += $maxBreast * random(2,4)>><<endif>><<endnobr>><<endif>><<nobr>>\n\n/% Confectionary Mythosi %/\n\n<<endnobr>><<if $encounter is "raging confectionary mythosi">>You bravely approach the enormous, bloated <<print $fullChroma>> dragon...\n\n''Wheeling around to face you, it rewards you with a blast of potent magical breath before flying away! \nYour belly creaks and stretches agonizingly as it fills with a ton of sweet treats!''<<set $calories += either(1000,1100,1200,1300,1400,1500,1600,1800,2000,2500,3000); $bellyBloat += $encBloat; $pain += random(20,30); $health = "Sore"; $lethalKO = either(0,1); $deathCause = "burst belly"; $esurience += random(4,12)>><<endif>><<nobr>>\n\n/% Blimp Mythosi %/\n\n<<endnobr>><<if $encounter is "raging blimp mythosi">>You bravely approach the enormous, bloated <<print $fullChroma>> dragon...\n\n''Wheeling around to face you, it rewards you with a blast of potent magical breath before flying away! \nYour belly and breasts groan and creak as they billow up with air, your skin rubberizing!''<<set $maxBelly += either(30,40,50,60); $maxBreast += either(10,20,30,40); $bellyBloat += $maxBelly; $breastBloat += $maxBreast; $milkType = "whipped cream"; $milkFat += $milkFat; $stretchMod += either(10,20,30,40,50); $leupoilToxicity += random(10,60); $pain += random(12,24); $health = "Sore"; $lethalKO = 1; $deathCause = either("explosion","belly burst")>><<endif>><<nobr>>\n\n/% ======================================================================== %/\n/% Amplibaene %/\n\n<<endnobr>><<if $encounter is "amplibaene">>\nYou kneel to scoop up the little creature.\n[img[icon_alert_critical]]<brightalert>It seems rather happy to see you, and scurries right up into your palms... ''before leaping onto your belly and digging in with its sharp talons, slithering inside!\n\nThat can't be good...</brightalert>''<<set $ampliParasite = 1; $ampliParaLoad += 10; $bellyBloat += $ampliParaLoad * 10; $pain += random(8,12); $health = "Sore">><<endif>><<nobr>>\n\n/% ======================================================================== %/\n/% Leupai Encounters %/\n\n/% Predatory (Eggs & Fat) %/\n\n<<endnobr>><<if $encounter is "predatory leupai">>\n[img[icon_alert_critical]]<brightalert>The <<print $fullChroma>> <<print $randomEggLeupai>> leaps onto you and pins you down, ''<<if $leupaiBloated is 0>>pumping you full of something!<<elseif $leupaiBloated gte 1>>pumping you full to bursting!<<endif>>''</brightalert>\nSatisfied, it gives your bloated belly a careful prod before climbing to its feet and scampering away!<<set $miraPoisoning += random(2,6); $mirajinRads += random(3,8); $pain += random(12,16); $health = "Pained"; $lethalKO = either(0,0,1); $deathCause = "burst belly">><<nobr>>\n\n/% If maxBelly > 30, give eggs %/\n\n<<if $maxBelly gte 300>>\n\n/% Belly score - determines number of eggs %/\n\n<<if $maxBelly lt 400>><<set $bellyScore = 1>>\n<<elseif ($maxBelly gte 400) and ($maxBelly lte 500)>><<set $bellyScore = random(1,2)>>\n<<elseif ($maxBelly gte 500) and ($maxBelly lte 800)>><<set $bellyScore = random(1,3)>>\n<<elseif ($maxBelly gte 1000) and ($maxBelly lte 1500)>><<set $bellyScore = random(2,3)>>\n<<elseif ($maxBelly gte 1500) and ($maxBelly lte 2000)>><<set $bellyScore = random(2,4)>>\n<<elseif $maxBelly gte 2000>><<set $bellyScore = random(3,5)>><<endif>>\n\n<<set $leupaiEggParasite = 1; $leupaiEggLoad += $bellyScore>>\n\n<<if $leupaiBloated is 1>><<set $leupaiEggLoad += either(2,2,3); $bellyBloat += 90000000000000>>\n<<elseif $leupaiBloated is 2>><<set $leupaiEggLoad += either(3,3,4,5); $bellyBloat += 90000000000000>><<endif>>\n\n<<if $eggTimer is 0>><<set $eggTimer = 1>><<endif>>\n\n<<if $leupaiEggTimer is 0>><<set $leupaiEggTimer = random(24,40)>><<elseif $leupaiEggTimer lte 10>><<set $leupaiEggTimer += random(6,12)>><<endif>>\n\n<<if $quaggyGirth is 0>><<set $quaggyGirth = either(10,10,10,20,30)>><<endif>>\n\n<<if ($randomEggLeupai is "rexaur") or ($randomEggLeupai is "belmere") or ($randomEggLeupai is "devinn")>><<set $quaggyGirth += either(10,10,10,20,30)>><<endif>>\n\n/% Save this leupai's subspecies for quaggy generation. up to two different subspecies can be stored. %/\n<<if $quaggySubspecies1 is 0>><<set $quaggySubspecies1 = $randomEggLeupai>><<elseif $quaggySubspecies1 neq 0>><<set $quaggySubspecies2 = $randomEggLeupai>><<endif>>\n\n/% Save color for quaggy generation. %/\n\n<<set $quaggyColorPoint1 = $fullChroma>>\n\n<<set $pain += $bellyScore * 3>>\n\n/% If maxBelly < 30, give fat %/\n\n<<elseif $maxBelly lt 300>><<set $calories += either(100,150,200); $belly += either(20,30,40,50); $maxBelly += either(20,30,40,50)>>\n\n\n<<set $pain += random(3,8)>>\n\n<<if $leupaiBloated is 1>><<set $calories += 50; $maxBelly += either(20,20,30)>>\n<<elseif $leupaiBloated is 2>><<set $calories += 100; $maxBelly += either(30,40,50,50,80)>><<endif>>\n\n<<endif>>\n\n\n<<endnobr>>\n\n<brightalert>''Your stomach lurches and gurgles uncomfortably as you stand...''</brightalert><<endif>><<nobr>>\n\n\n/% Mutant Amplipai %/\n\n<<endnobr>><<if $encounter is "mutant amplipai">>\nThe amplibaene-turned leupai leaps onto you and pins you down, ''pumping you full of something!''\nSatisfied, it gives your bloated belly a careful prod before climbing to its feet and scampering away!\n\n''Your stomach lurches and gurgles, squirming uncomfortably as you stand...''<<set $ampliParasite = 1; $ampliParaLoad += (random(3,6)*10); $bellyBloat += $ampliParaLoad * 10; $pain += random(8,12); $health = "Pained">><<endif>><<nobr>>\n\n\n/% ======================================================================== %/\n/% Friendly-Looking Passerby %/\n\n<<endnobr>><<if $encounter is "friendly-looking passerby">><<display RevecroixRandomizer>>\nA <<print $randomRevecroix>> hurries up to meet you, worry apparent on its face!\n\n"You look like you need some help," it observes. "Hang on a second, I'll grab a couple friends!"\n\nLeaving again for a short while, the <<print $randomRevecroix>> arrives with extra help and a miracrystal-powered levitating flatbed.\n\nThe group carefully loads you on and begins to carry you off! \n''It looks like you're going for a ride...''<<set $continueOverride = 1>><<if $immobilityCause is "girth">><<set $rescueDestination = "Fatiere">><<elseif $immobilityCause is "pain">><<set $rescueDestination = "Mediquerie">><<endif>>\n[[Continue.|$rescueDestination][$continueOverride = 0; $mannedShop = 0]]<<endif>><<nobr>>\n\n\n/% ======================================================================== %/\n/% Celestial Mythosi mountable companion test %/\n\n<<endnobr>><<if $encounter is "celestial mythosi">>\nThe mythosi gazes down at you, sparkling as you approach!\nFar from aggressive, it dips its head and <<print either("chirps","snarls","bellows","trumpets","sings")>> at you in greeting. ''<affirmative>It seems to want a friend!</affirmative>''\n<<if $companions lt 3>>[[Take them with you.|JoinParty]] <<else>>You don't have any room in your party at the moment, though...\n<<endif>><<if $hasMound is 1>>[[Send them home.|DonsairStore][$donsairID = 1]]<<endif>><<endif>><<nobr>>\n\n<<endnobr>></framed><<if $continueOverride is 0>><<nobr>><<display Metabolism>><<display Effects>><<endnobr>>\n[[Continue.|$saveState]]<<elseif $continueOverride is 1>><<endif>></center>

<<display ZoneBackgrounds>><<display PersistentEffects>><<display Clocks>>\n//<mini>[img[icon_clock]]month <<print $months>> (<<print $season>>), week <<print $weeks>>, day <<print $days>>: 0<<print $hours>>:0<<print $minutes>></mini>//\n<<nobr>>/% Your home; you can have one at a time, and move whenever you want. This is where your extra companions & donsair are kept.\n\nTo visit your home, you have to go to the same planet/biome combination to make the 'go home' option show up. From your home, you can view and interact with your donsair, or pack up to move.\n\nIf you've packed up your stuff, you can select a new home anywhere in the randomized game world.\n\nIf you can fly or have a flying companion, you can fly to your home from anywhere on your home planet.\n\n\nMaybe you can install different addon rooms (kitchens, labs, fatieres, gardens, farmland, dungeons, billeporte, etc) when you get the tools/materials/abilities/companions/occupations required...\n\nAlso maybe: start out with a little bit of room, and you can add more later.\n\n %/\n\n<<endnobr>>''__<brightalert>Your Mound!</brightalert> (<<if ($plane is 0) and ($indoorZone is 0)>>Planet <<print $planet>>: The <<print $location>> of <<print $locName>><<elseif ($plane is 0) and ($indoorZone is 1)>><<print $dungeonType>><<elseif $plane neq 0>><<print $plane>><<endif>>)__''<center>\n<<if $newMound is 1>>\n\nAfter a long day of work digging and building, you finally finish <brightalert>''your new mound''</brightalert> and move in!<<set $newMound = 0>>\n<<endif>><<nobr>>\n\n\n<<if $exploring is 3>>\n\n<<if $autoRest is 1>> <<timedgoto passage() 1.5s >><<endif>>\n\n<<if ($caffeinePoisoning neq 1) and ($pain lt 70)>>\n//You rest and enjoy the comfort of your home.//<<elseif $caffeinePoisoning is 1>>You're nervous and jittery... ''you can't seem to relax!''\n<<elseif $pain gte 70>>\n//...a-are you going to... <deepalert>''die?''</deepalert>//<<endif>><<endif>><<endnobr>><<display Alert>><<display Effects>><<if $alertStatus neq 0>><<print $alertStatus>><<endif>>\n<hr>[[Inventory.|Inventory][$saveState = passage(); $autoRest = 0]] [[Rest.|passage()][$exploring = 3]] <<if $autoRest is 0>><mini>([[AutoRest Off.|passage()][$autoRest = 1; $exploring = 3; $resting = 1; $pain -= either(0,0,0,1,2)]])</mini><<elseif $autoRest is 1>><mini>([[AutoRest ON.|passage()][$autoRest = 0; $exploring = 3; $resting = 1; $pain -= either(0,0,0,1,2)]])</mini><<endif>><<if $companions gte 1>> • [[Companions.|Companions][$saveState = passage(); $autoRest = 0]]<<endif>> • [[View Donsair.|Donsair]] • [[Leave.|Explore][$exploring = 3; $autoRest = 0]] • [[Pack up.|Explore][$hasMound = 0; $exploring = 3; $autoRest = 0; $hours += random(4,7)]]</center>

/% \n\nThis works like the body grids for companions.\nRemember; "head" and "back" are for head and back ornaments!\n\nTry to use matching parts across body grids whenever possible, to make it easier to link up genes cross-species later, especially if we make it so you can breed more than leupai.\n\n%/<center><framed>[<<print $playerEarNumber>> <<if $playerEars neq 0>><<print $playerEars>><<endif>> ears] <<if $playerFacet neq 0>>[<<print $playerFacet>> facet] <<endif>>[<<print $playerEyeNumber>> <<print $playerEyeColor>> <<if $playerEyes neq 0>><<print $playerEyes>><<endif>> eyes]\n<<if $playerFace neq 0>>[<<print $playerFace>> face] <<endif>><<if $playerHead neq 0>> [<<print $playerHead>>]\n<<endif>>[<<print $playerArmNumber>> <<if $playerArms neq 0>><<print $playerArms>><<endif>> arms] <<if $playerSkin neq 0>>[<<print $playerSkin>> skin] <<endif>>[<<print $playerBody>> body] <<if $playerBack neq 0>> [<<print $playerBack>>]<<endif>><<if $playerWings neq 0>> [<<print $playerWings>>]<<endif>>\n[<<print $playerLegNumber>> <<if $playerLegs neq 0>><<print $playerLegs>><<endif>> legs]<<if $playerTail neq 0>> [<<print $playerTail>> tail]<<endif>></framed></center>

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

/% ========================================== %/\n/% Planet generation! %/\n\n<<set $planet = $revName>>\n\n/% ========================================== %/\n\n/% All planets have\n\n[surface biomes]\n[subterranean biomes]\n\nMost planets have\n\n[planet's heart]\n\n==========================================\n\nDesolate Earthlike\nHot or Cold, low humidity; intact core\n["molten","burning","frozen","dead","liquid","irradiated","barren","industrialized"]\n\nMutant Earthlike\nTemperate, variant humidity, some extreme heat/cold; intact core\n["vitalized","overgrown","distorted","realized","crystallized","roiling","bloated"]\n\nHostile Cold\nCold, high humidity; intact core\n["frozen","dead","liquid","barren"]\n\nHostile Hot\nHot, low (desert) or high (molten) humidity; intact core\n["molten","burning","frozen","dead","liquid","barren","crystallized"]\n\nDead\nHot or Cold, no humidity; no core\n["shattered","hollow","dead"] \n\nAll planet types\n\n"shattered","hollow","molten","burning","frozen","dead","irradiated","barren","dying","liquid","industrialized","flourishing","vitalized","overgrown","distorted","realized","crystallized","roiling","bloated"\n\n%/\n\n/% ========================================== %/\n\n/% Planets by Class %/\n\n/% Full roster %/\n<<if $starterPlanet is 0>><<set $planetClass = either("Temperate Earthlike","Hot Earthlike","Desolate Earthlike")>>\n\n/% Easy planets only %/\n<<elseif $starterPlanet is 1>><<set $planetClass = either("Temperate Earthlike","Temperate Earthlike","Temperate Earthlike","Hot Earthlike")>>\n<<endif>>\n\n\n\t/% For later - give industrialized planets a higher chance of dungeons and settlements, but ALSO a higher chance of pollution and other shit %/\n\n/% ==================================================================================== %/\n/% TEMPERATE EARTHLIKE **Starter Planets**\nTemperate, variant humidity, some extreme heat/cold; intact core\n["industrialized","flourishing","vitalized","overgrown","distorted","realized"] %/\n\n\n\t<<if $planetClass is "Temperate Earthlike">>\n\t<<if $starterPlanet is 1>><<set $planetType = either("overgrown","flourishing","flourishing","industrialized","industrialized","flourishing","distorted"); $planetTemp = "temperate"; $planetHumidity = "average">><<set $starterPlanet = 0>>\n\n\t<<elseif $starterPlanet is 0>><<set $planetType = either("industrialized","flourishing","vitalized","overgrown","distorted","realized"); $planetTemp = "temperate"; $planetHumidity = "average">><<endif>><<endif>>\n\n/% ==================================================================================== %/\n/% HOT EARTHLIKE **Rare Starter Planets**\nTemperate, variant humidity, some extreme heat/cold; intact core\n["industrialized","flourishing","vitalized","overgrown","distorted","realized"] %/\n\n\t<<if $planetClass is "Hot Earthlike">>\n\t<<if $starterPlanet is 1>><<set $planetType = either("dying","barren","industrialized","industrialized"); $planetTemp = either("temperate","hot","hot"); $planetHumidity = "high"; $planetAtmosphere = 0>><<set $starterPlanet = 0>>\n\n\t<<elseif $starterPlanet is 0>><<set $planetType = either("burning","irradiated","barren","dying","industrialized"); $planetTemp = either("hot","hot","very hot"); $planetHumidity = "high"; $planetAtmosphere = either(0,0,"toxic")>><<endif>><<endif>>\n\n/% ==================================================================================== %/\n/% DESOLATE EARTHLIKE\nHot or Cold, low humidity; intact core\n["molten","burning","frozen","dead","liquid","irradiated","barren","industrialized"] %/\n\n\t<<if $planetClass is "Desolate Earthlike">>\n\t<<set $planetType = either("molten","burning","frozen","dead","dying","liquid","irradiated","barren","industrialized"); $planetTemp = either("very cold","cold","cold","hot","hot","very hot")>>\n\n\t<<if $planetTemp is "very cold">><<set $planetHumidity = either("low","none"); $planetAtmosphere = either(0,"toxic","none")>><<endif>>\n\t<<if $planetTemp is "cold">><<set $planetHumidity = either("low","low","none"); $planetAtmosphere = either(0,"toxic","none")>><<endif>>\n\t<<if ($planetTemp is "hot") or ($planetTemp is "very hot")>><<set $planetHumidity = either("none","low","high"); $planetAtmosphere = either(0,"toxic","toxic","none")>><<endif>>\n\t<<if ($planetType is "molten") or ($planetType is "irradiated") or ($planetType is "burning") or ($planetType is "liquid") or ($planetType is "industrialized")>><<set $planetHumidity = "high"; $planetAtmosphere = "toxic">><<endif>>\n\t<<if ($planetType is "dead") or ($planetType is "barren")>><<set $planetHumidity = "low"; $planetAtmosphere = either(0,"toxic","toxic","none")>><<endif>>\n\n\t<<endif>>\n\n\n\n\n\n/% ========================================== %/\n\n/% Static Surface liquids. %/\n\n<<if $planetType is "bloated">><<set $livingPlanetType = either("leupai","non-leupai")>>\n\t<<if $livingPlanetType is "leupai">><<set $livingPlanetBlood = either("shimmering blue","glowing teal","glowing blue")>>\n\t<<elsef $livingPlanetType is "non-leupai">><<set $livingPlanetBlood = "dark red">><<endif>>\n<<endif>>\n\n/% Core liquids. %/\n\n<<if ($planetType is "distorted") or ($planetType is "realized")>>\n<<set $planetCoreType = either("molten",0)>><<if $planetCoreType is "molten">><<set $planetCoreFluid = either("molten orange goo","molten red goo","molten blue goo")>><<endif>>\n\n<<elseif $planetType is "crystallized">>\n<<set $planetCoreType = either("molten","molten",0)>><<if $planetCoreType is "molten">><<set $planetCoreFluid = either("molten orange goo","molten red goo","molten blue goo")>><<endif>>\n\n<<elseif ($planetType is "vitalized") or ($planetType is "overgrown")>>\n<<set $planetCoreType = either("molten",0)>><<if $planetCoreType is "molten">><<set $planetCoreFluid = "molten teal goo">><<endif>>\n\n<<elseif ($planetType is "hollow") or ($planetType is "shattered")>>\n<<set $planetCoreType = 0>>\n\n<<elseif ($planetType is "bloated") or ($planetType is "roiling")>>\n<<set $planetCoreType = "liquid">>\n\n<<else>>\n/% Default planetary core. %/\n\n<<set $planetCoreFluid = either("molten orange goo","molten orange goo","molten red goo","molten red goo","molten blue goo")>><<endif>>\n\n\n\n

/% ===================================================== %/\n/% Body type-sensitive weight gain scripts for fattenium. It runs on its own power-- $fatteniumPoisoning ticks-- and bypasses actual caloric absorption. %/\n\n/% Key --\nBody - 1\nBreast - 2\nBelly - 3\nThigh - 4 %/\n\n<<if $bodyType is 0>>\n<<set $randomizer = either(1,1,2,3,4)>>\n\n<<elseif $bodyType is "busty">>\n<<set $randomizer = either(1,2,5)>>\n\n<<elseif $bodyType is "hourglass">>\n<<set $randomizer = either(1,2,4)>>\n\n<<elseif $bodyType is "round">>\n<<set $randomizer = either(1,3,3,4)>>\n\n<<elseif $bodyType is "belly">>\n<<set $randomizer = either(1,3)>>\n\n<<elseif $bodyType is "pear">>\n<<set $randomizer = either(1,3,4)>>\n\n<<elseif $bodyType is "thigh">>\n<<set $randomizer = either(1,4)>>\n\n/% Special types %/\n\n<<elseif $bodyType is "boviete">>\n<<set $randomizer = 2,6>>\n\n<<elseif $bodyType is "cubus">>\n<<set $randomizer = either(2,4,6)>>\n\n<<elseif $bodyType is "guguetelle">>\n<<set $randomizer = 3,7>>\n\n<<elseif $bodyType is "bulging">>\n<<set $randomizer = either(3,4,7,8)>>\n\n<<elseif $bodyType is "blimpthigh">>\n<<set $randomizer = 4,8>>\n\n<<endif>>\n\n\n/% ===================================================== %/\n/% Finalize weight gain %/\n\n/% Body gain, with possible secondary gain %/\n\n<<if $randomizer is 1>>\n\n<<set $girth += $metaGain; $belly += ($metaGain * either(0,0,1)); $breast += ($metaGain * either(0,0,1)); $thigh += ($metaGain * either(0,0,1)); $thighFirmness -= ($metaGain * either(0,0,1))>>\n\n/% Breast gain, with possible secondary gain %/\n\n<<elseif $randomizer is 2>>\n\n<<set $breast += $metaGain; $belly += ($metaGain * either(0,0,1)); $girth += ($metaGain * either(0,0,1)); $thigh += ($metaGain * either(0,0,1)); $thighFirmness -= ($metaGain * either(0,0,1))>>\n\n/% Belly gain, with possible secondary gain %/\n\n<<elseif $randomizer is 3>>\n\n<<set $belly += $metaGain; $girth += ($metaGain * either(0,0,1)); $breast += ($metaGain * either(0,0,1)); $thigh += ($metaGain * either(0,0,1)); $thighFirmness -= ($metaGain * either(0,0,1))>>\n\n/% Thigh gain, with possible secondary gain %/\n\n<<elseif $randomizer is 4>>\n\n<<set $thigh += $metaGain; $thighFirmness -= $metaGain; $girth += ($metaGain * either(0,0,1)); $breast += ($metaGain * either(0,0,1)); $belly += ($metaGain * either(0,0,1))>>\n\n/% Body gain, no secondary gain %/\n\n<<elseif $randomizer is 5>>\n\n<<set $girth += $metaGain>>\n\n/% Breast gain, no secondary gain %/\n\n<<elseif $randomizer is 6>>\n\n<<set $breast += $metaGain>>\n\n/% Belly gain, no secondary gain %/\n\n<<elseif $randomizer is 7>>\n\n<<set $belly += $metaGain>>\n\n/% Thigh gain, no secondary gain %/\n\n<<elseif $randomizer is 8>>\n\n<<set $thigh += $metaGain; $thighFirmness -= $metaGain>><<endif>>\n\n

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

<center>[img[plate]]\n''__Stove Recipes__''</center>\n''<<if ($grainStock gte 5) and ($fatStock gte 1)>>[[Flatbread|passage()][$calories += 20; $bellyBloat = 180; $bonusEnergy += 30; $grainStock -= 5; $fatStock -= 1; $cooked = 1]]<<else>>//Flatbread//<<endif>>'' ♦ <<print $grainStock>>/5 ''Grain'' ♦ <<print $fatStock>>/1 ''Fat''\n<<nobr>>\n<<endnobr>>''<<if ($grainStock gte 5) and ($fatStock gte 1) and ($herbStock gte 3)>>[[Herb-Encrusted Flatbread|passage()][$calories += 20; $bellyBloat = 180; $bonusEnergy += 60; $grainStock -= 5; $fatStock -= 1; $herbStock -= 1; $cooked = 1]]<<else>>//Herb-Encrusted Flatbread//<<endif>>'' ♦ <<print $grainStock>>/5 ''Grain'' ♦ <<print $fatStock>>/1 ''Fat'' ♦ <<print $herbStock>>/3 ''Herb''\n<<nobr>>\n<<endnobr>>''<<if $eggStock gte 2>>[[Fried Eggs|passage()][$calories += 50; $bellyBloat += 30; $bonusEnergy += 10; $eggStock -= 2; $cooked = 1]]<<else>>//Fried Eggs//<<endif>>'' ♦ <<print $eggStock>>/2 ''Eggs''\n<<nobr>>\n<<endnobr>>''<<if ($eggStock gte 2) and ($meatStock gte 2)>>[[Eggs and Bacon|passage()][$calories += 150; $bellyBloat += 80; $bonusEnergy += 40; $eggStock -= 2; $meatStock -= 2; $cooked = 1]]<<else>>//Eggs and Bacon//<<endif>>'' ♦ <<print $eggStock>>/2 ''Eggs'' ♦ <<print $meatStock>>/2 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $fishStock gte 2>>[[Seared Fish|passage()][$calories += 10; $bellyBloat += 30; $bonusEnergy += 30; $fishStock -= 2; $cooked = 1]]<<else>>//Seared Fish//<<endif>>'' ♦ <<print $fishStock>>/2 ''Fish''\n<<nobr>>\n<<endnobr>>''<<if $meatStock gte 2>>[[Seared Pork|passage()][$calories += 40; $bellyBloat += 40; $bonusEnergy += 20; $meatStock -= 2; $cooked = 1]]<<else>>//Seared Pork//<<endif>>'' ♦ <<print $meatStock>>/2 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $meatStock gte 2>>[[Seared Dry Steak|passage()][$calories += 30; $bellyBloat += 40; $bonusEnergy += 20; $meatStock -= 2; $cooked = 1]]<<else>>//Seared Dry Steak//<<endif>>'' ♦ <<print $meatStock>>/2 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $poultryStock gte 2>>[[Seared Dry Fowl|passage()][$calories += 20; $bellyBloat += 50; $bonusEnergy += 10; $poultryStock -= 2; $cooked = 1]]<<else>>//Seared Dry Fowl//<<endif>>'' ♦ <<print $poultryStock>>/2 ''Poultry''\n<<nobr>>\n<<endnobr>>''<<if ($fatteniumStock gte 1) and ($meatStock gte 3)>>[[Seared Steak Revecroit|passage()][$calories += 90; $bellyBloat += 50; $bonusEnergy += 100; $fatteniumStock -= 1; $meatStock -= 3; $cooked = 1]]<<else>>//Seared Steak Revecroit//<<endif>>'' ♦ <<print $fatteniumStock>>/1 ''Fattenium Powder'' ♦ <<print $meatStock>>/3 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if ($fatteniumStock gte 1) and ($poultryStock gte 3)>>[[Seared Swan Revecroit|passage()][$calories += 120; $bellyBloat += 50; $bonusEnergy += 120; $fatteniumStock -= 1; $poultryStock -= 3; $cooked = 1]]<<else>>//Seared Swan Revecroit//<<endif>>'' ♦ <<print $fatteniumStock>>/1 ''Fattenium Powder'' ♦ <<print $poultryStock>>/3 ''Poultry''\n<<nobr>>\n<<endnobr>>''<<if $dragonStock gte 2>>[[Seared Dragon Steak|passage()][$calories += 150; $bellyBloat += 50; $bonusEnergy += 50; $dragonStock -= 2; $cooked = 1]]<<else>>//Seared Dragon Steak//<<endif>>'' ♦ <<print $dragonStock>>/2 ''Dragon Meat''\n<<nobr>>\n<<endnobr>>''<<if $leupaiStock gte 2>>[[Seared Leupai Steak|passage()][$calories += 180; $bellyBloat += 50; $bonusEnergy += 50; $leupaiStock -= 2; $cooked = 1]]<<else>>//Seared Leupai Steak//<<endif>>'' ♦ <<print $leupaiStock>>/2 ''Leupai Flesh''\n<<nobr>>\n<<endnobr>>''<<if $fatStock gte 5>>[[Seared Floute ac Beliron|passage()][$calories += 40; $bellyBloat += 20; $bonusEnergy += 50; $fatStock -= 5; $cooked = 1]]<<else>>//Seared Floute ac Beliron//<<endif>>'' ♦ <<print $fatStock>>/5 ''Fat''\n<<nobr>>\n<<endnobr>>''<<if ($fatStock gte 5) and ($fatteniumStock gte 3)>>[[Beliron Floute ac Belsusset|passage()][$calories += 500; $bellyBloat += 200; $bonusEnergy += 100; $fatteniumStock -= 3; $fatStock -= 2; $cooked = 1]]<<else>>//Beliron Floute ac Belsusset//<<endif>>'' ♦ <<print $fatteniumStock>>/3 ''Fattenium Powder'' ♦ <<print $fatStock>>/5 ''Fat''\n<<nobr>>\n<<endnobr>>''<<if ($leupaiStock gte 2) and ($fatteniumStock gte 3)>>[[Leupai Floute ac Belsusset|passage()][$calories += 1000; $bellyBloat += 200; $bonusEnergy += 150; $fatteniumStock -= 3; $leupaiStock -= 2; $cooked = 1]]<<else>>//Leupai Floute ac Belsusset//<<endif>>'' ♦ <<print $fatteniumStock>>/3 ''Fattenium Powder'' ♦ <<print $leupaiStock>>/2 ''Leupai Flesh''\n<<nobr>>\n<<endnobr>>''<<if ($fatteniumStock gte 50) and ($waterStock gte 5)>>[[Liquid Fattenium|useItem][$itemEncounter = "pure fattenium shot"; $saveStateItem = passage(); $itemType = "tranq"; $injectLoc = "belly"; $fatteniumStock -= 50; $waterStock -= 5; $cooked = 1]]<<else>>//Liquid Fattenium//<<endif>>'' ♦ <<print $fatteniumStock>>/50 ''Fattenium Powder'' ♦ <<print $waterStock>>/5 ''Water''

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

/% ==================================== %/\n/% Records player's stats and location at time of death and analyzes them into a corpse event for them to find! %/\n\n/% ==================================== %/\n/% Static Stats %/\n<<set $corpseColor = $bodyColor; $corpseType = $substatus; $corpseSubspecies = $subspecies; $corpseSpecies = $species; $canEatCorpse = 1; $eatenCorpse = 0; $storedCorpse = 1; $storedInventory = 1>>\n\n/% Forensics %/\n\n/% "You find the corpse of a ($corpseColor $corpseType $corpseSubspecies $corpseSpecies)" %/\n\n<<if ($deathCause is "agony") or ($deathCause is "poison")>><<set $corpseCondition = "Back arched and body curled into pronounced foetal position, this poor creature looks as though its last moments were spent in the worst kind of pain."; $canEatCorpse = 1>><<endif>>\n\n<<if $deathCause is "incineration">><<set $corpseCondition = "The creature has been burnt to a crisp..."; $canEatCorpse = 1>><<endif>>\n\n<<if $deathCause is "freezing">><<set $corpseCondition = "It's frozen solid, put simply."; $canEatCorpse = 1>><<endif>>\n\n<<if $deathCause is "drowned">><<set $corpseCondition = "The creature's corpse is clammy and bloated fat with liquid."; $canEatCorpse = 1>><<endif>>\n\n<<if $deathCause is "fat suffocation">><<set $corpseCondition = "It's grown so enormously fat that it seems to have suffocated in its own blubbery flesh..."; $canEatCorpse = 1>><<endif>>\n\n<<if $deathCause is "blunt force trauma">><<set $corpseCondition = "The creature seems to have been battered ferociously by something."; $canEatCorpse = 1>><<endif>>\n\n<<if $deathCause is "asphyxiation">><<set $corpseCondition = "The creature seems to have suffocated..."; $canEatCorpse = 1>><<endif>>\n\n<<if $deathCause is "burst belly">><<set $corpseCondition = "The unfortunate creature's belly has been distended to the point of rupture, ichor splattered in a telltale pattern around the burst radius."; $canEatCorpse = 1>><<endif>>\n\n<<if $deathCause is "explosion">><<set $corpseCondition = "...or, at least what remains of it. What's left is splattered about the area, all bloated limbs, shredded flesh, and spilled viscera. The skeleton is, oddly, mostly intact."; $canEatCorpse = 1>><<endif>>\n\n<<if $deathCause is "radiation">><<set $corpseCondition = "Back arched and body curled into pronounced foetal position, the corpse's skin seems to be flaking and peeling away in strips... but it's quite fresh. Something about it strikes a very keen fear into your heart, and you want to be away from it as quickly as possible."; $canEatCorpse = 0>><<endif>>\n\n<<if $deathCause is "starvation">><<set $corpseCondition = "Back arched and body curled into pronounced foetal position, the corpse is piteously emaciated."; $canEatCorpse = 1>><<endif>>\n\n<<if $deathCause is "vitae">><<set $corpseCondition = "... or, at least what remains of it. Most of it has apparently dissolved into a brilliantly-glowing teal goo that smells strongly of tea, and strikes a very keen fear into your heart. You don't want to get near it-- or let any of it get near you."; $canEatCorpse = 0>><<endif>>\n\n<<if $deathCause is "vitae annihilation">><<set $corpseCondition = "... or, at least what remains of it. Most of it has dissolved into a brilliantly-glowing teal goo that smells strongly of tea, and strikes a very keen fear into your heart, and as you watch, the last bits of flesh melt away. You don't want to get near it-- or let any of it get near you."; $canEatCorpse = 0>><<endif>>

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

/% ====================== %/\n/% Microstygi series - a reveric parasite that burrows into its host, multiplying rapidly inside the area of choice and causing bloating.\n\nThey do not die off naturally, with populations occasionally cycling between eggs and active organisms.%/\n\n<<if $breastParasite is 1>>\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,"busty")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"hourglass")>><<endif>>\n\n<<set $randomizer = random(1,5)>>\n<<if $randomizer is 1>><<set $paraEffect = ($breastParaLoad * either(0,1,2)); $breastBloat += $paraEffect>>\n<<if $geneOvivore is 1>><<set $breastParaLoad -= either(0,0,10,10)>><<else>><<set $breastParaLoad += either(-10,0,0,10,10)>><<endif>>\n\n<<endif>>\n\n<<if ($breastParaLoad lte 0) or ($breastParasite is 0)>><<set $breastParaLoad = 0>>\n<<if $geneOvivore is 1>><<set $breastParasite = 0>><<endif>><<endif>>\n<<endif>>\n\n<<if $bellyParasite is 1>><<set $randomizer = random(1,5)>>\n<<if $randomizer is 1>><<set $paraEffect = ($bellyParaLoad * either(0,1,2));$bellyBloat += $paraEffect>>\n<<if $geneOvivore is 1>><<set $bellyParaLoad -= either(0,0,10,10)>><<else>><<set $bellyParaLoad += either(-10,0,0,10,10)>><<endif>>\n<<endif>>\n<<if ($bellyParaLoad lte 0) or ($bellyParasite is 0)>><<set $bellyParaLoad = 0>>\n<<if $geneOvivore is 1>><<set $bellyParasite = 0>><<endif>><<endif>>\n<<endif>>\n\n/% ====================== %/\n/% Microleupii series - a reveric parasite that burrows into its host, emitting energetic waves that absorb into its body as calories. They can settle in the body, belly, or breasts, slowly causing steady weight gain to an eventually dramatic degree.\n\nThey may sometimes die off naturally, should the population drop low enough that reproduction is insufficient. %/\n\n<<if $bodyPlumperParasite is 1>>\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,"round","belly","thigh","pear","hourglass")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"pear")>><<endif>>\n<<set $randomizer = random(1,5)>>\n<<if $randomizer is 1>><<set $paraEffect = ($wgParaLoad * either(0,1,2)); $calories += $paraEffect>>\n<<if $geneOvivore is 1>><<set $wgParaLoad -= either(0,0,10,10)>><<else>><<set $wgParaLoad += either(-10,0,0,10,10)>><<endif>><<endif>>\n<<if ($wgParaLoad lte 0) or ($bodyPlumperParasite is 0)>><<set $wgParaLoad = 0; $bodyPlumperParasite = 0>><<endif>>\n\n\n\n<<endif>>\n\n<<if $bellyPlumperParasite is 1>>\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,"round","belly")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"pear")>><<endif>>\n<<set $randomizer = random(1,5)>>\n\n<<if $randomizer is 1>><<set $paraEffect = ($bellywgParaLoad * either(0,1,2)); $belly += $paraEffect; $bellyBloat += $paraEffect; $calories += $paraEffect; $parasiteBellyGaining = either(0,0,1)>>\n<<if $geneOvivore is 1>><<set $bellywgParaLoad -= either(0,0,10,10)>><<else>><<set $bellywgParaLoad += either(-10,0,0,10,10)>><<endif>>\n<<endif>>\n\n<<if ($bellywgParaLoad lte 0) or ($bellyPlumperParasite is 0)>><<set $bellywgParaLoad = 0; $bellyPlumperParasite = 0>><<endif>>\n<<endif>>\n\n<<if $breastPlumperParasite is 1>>\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,"busty")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"hourglass")>><<endif>>\n<<set $randomizer = random(1,5)>>\n<<if $randomizer is 1>><<set $paraEffect = ($breastwgParaLoad * either(0,1,2)); $breast += $paraEffect; $breastBloat += $paraEffect; $calories += $paraEffect; $parasiteBreastGaining = either(0,0,1)>>\n<<if $geneOvivore is 1>><<set $breastwgParaLoad -= either(0,0,10,10)>><<else>><<set $breastwgParaLoad += either(-10,0,0,10,10)>><<endif>><<endif>>\n<<if ($breastwgParaLoad lte 0) or ($breastPlumperParasite is 0)>><<set $breastwgParaLoad = 0; $breastPlumperParasite = 0>><<endif>>\n<<endif>>\n\n/% ====================== %/\n/% L. virii - a reveric parasite that burrows into its host, causing it to produce increasing quantities of milk.\n\nThey may sometimes die off naturally, should the population drop low enough that reproduction is insufficient. %/\n\n<<if $lactationParasite is 1>><<set $randomizer = random(1,5)>>\n<<if $randomizer is 1>><<set $paraEffect = ($lacParaLoad * either(0,1,2)); $breastBloat += $paraEffect; $storedMilk += $paraEffect; $lactation = 1; $milkRate += either(0,0,0,0,0,0,0,0,0,10)>>\n<<if $geneOvivore is 1>><<set $lacParaLoad -= either(0,0,10,10)>><<else>><<set $lacParaLoad += either(-10,0,0,10,10)>><<endif>><<endif>>\n<<if ($lacParaLoad lte 0) or ($lactationParasite is 0)>><<set $lacParaLoad = 0; $lactationParasite = 0>><<endif>>\n<<endif>>\n\n/% ====================== %/\n/% M. belite - a reveric parasite that burrows into its host, causing its metabolism to slow dramatically over time.\n\nThey may sometimes die off naturally, should the population drop low enough that reproduction is insufficient. %/\n\n<<if $metaParasite is 1>><<set $randomizer = random(1,5)>>\n<<if $randomizer is 1>><<set $paraEffect = ($metaParaLoad * either(0,0,0,0,1)); $metaGain += $paraEffect; $metaBurn -= $paraEffect>>\n<<if $geneOvivore is 1>><<set $metaParaLoad -= either(0,0,10,10)>><<else>><<set $metaParaLoad += either(-10,0,0,10,10)>><<endif>><<endif>>\n<<if ($metaParaLoad lte 0) or ($metaParasite is 0)>><<set $metaParaLoad = 0; $metaParasite = 0>><<endif>>\n<<endif>>\n\n/% ====================== %/\n/% Dire worm - a reveric parasite that burrows into its host and reproduces exponentially, causing bloating. Once populations rise to a certain number, there is a chance that the worms will begin spontaneous mutation into intere quaggies.\n\nIf the population dips too low, they may clear up on their own, although it is more likely that unhatched eggs remain. %/\n\n<<if ($direParaLoad gt 0) and ($direParasite is 0)>><<set $direParasite = 1>><<endif>>\n\n<<if $direParasite is 1>><<set $randomizer = random(1,5)>>\n<<if $randomizer is 1>><<set $paraEffect = ($direParaLoad * either(0,0.5,1,1.5,2));$bellyBloat += $paraEffect; ; $esurience += random(0,1)>><<endif>>\n\n<<if $geneOvivore is 1>><<set $direParaLoad -= either(0,0,10,10)>><<else>><<set $direParaLoad += either(-10,0,10,30,50)>><<endif>>\n\n<<set $randomizer = random(1,700)>>\n\n/% 1 in 700 chance of intere spawn per tick. %/\n<<if $direMetamorphosis is 1>><<set $leupaiEggParasite = 1; $leupaiEggLoad += 1; $direMetamorphosis = 0>>\n\t<<if $leupaiEggTimer is 0>><<set $leupaiEggTimer = random(30,60)>><<endif>>\n\t<<if $quaggyGirth is 0>><<set $quaggyGirth = either(10,20,30,40,50)>><<endif>>\n<<if $quaggySubspecies1 is 0>><<set $quaggySubspecies1 = "intere">><<elseif $quaggySubspecies1 neq 0>><<set $quaggySubspecies2 = "intere">><<endif>>\n<<set >>\n<<endif>>\n\n\n<<if ($direParaLoad lte 0) or ($direParasite is 0)>><<set $direParaLoad = 0; $randomizer = random(1,5)>><<if $randomizer is 1>><<set $direParasite = 0>><<endif>><<endif>>\n<<endif>>\n\n/% ====================== %/\n/% Slimes - sometimes survive being eaten or injected, after which they swell and/or divide upon contact with sufficient quantities of liquid. \nThey remain in the body until removal, contributing to bloat even when not expanding or reproducing. %/\n\n/% Belly slime %/\n<<if $slimeBellyParasite is 1>>\n\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,"round","belly")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"pear")>><<endif>>\n<<if $bellyBloat lt $slimeParaLoad>><<set $bellyBloat = $slimeBellyParaLoad>><<endif>>\n<<if $bellyLiquid gte 10>><<set $slimeBellyParaLoad += 10; $bellyLiquid -= 10>><<endif>>\n<<if ($slimeBellyParaLoad lte 0) or ($slimeBellyParasite is 0)>><<set $slimeBellyParaLoad = 0;$slimeBellyParasite = 0>><<endif>>\n<<endif>>\n\n/% Breast slime %/\n<<if $slimeBreastParasite is 1>>\n<<set $milkType = "slime"; $milkFat -= either(0,0,0,10,10,20)>>\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,"busty")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"hourglass")>><<endif>>\n<<if $breastBloat lt $slimeBreastParaLoad>><<set $breastBloat = $slimeBreastParaLoad>><<endif>>\n<<if $storedMilk gte 10>><<set $slimeBreastParaLoad += 10; $storedMilk -= 10>><<endif>>\n<<if ($slimeBreastParaLoad lte 0) or ($slimeBreastParasite is 0)>><<set $slimeBreastParaLoad = 0; $slimeBreastParasite = 0>><<endif>>\n<<endif>>\n\n\n/% ====================== %/\n/% Amplibaene - a species of tiny reveric salamander that burrows into a host's belly, amplifying weight gain throughout its life span.\n\nThey die off naturally over time, but may breed within hosts if several are active at once.\n\nThese are too big to be injected. %/\n\n<<if $ampliParasite is 1>>\n<<if $ampliBoost neq ($ampliParaLoad * 10)>><<set $bonusWG -= $ampliBoost; $ampliBoost = ($ampliParaLoad * 10); $bonusWG += $ampliBoost>><<endif>>\n\n<<set $randomizer = random(1,12)>>\n<<if $randomizer is 1>><<set $ampliParaLoad -= 10>><<endif>>\n\n<<if ($ampliParaLoad gte 2) and ($geneOvivore is 0)>><<set $randomizer = random(1,12)>>\n<<if $randomizer is 1>><<set $ampliParaLoad += 10; $bellyBloat += $ampliParaLoad * 10>><<endif>><<endif>>\n\n<<if $ampliParaLoad lte 0>><<set $ampliParaLoad = 0; $ampliParasite = 0>><<endif>>\n<<endif>>\n\n\n/% ====================== %/\n/% SPECIAL - Leupai Eggs\n\nLeupai eggs bloat the belly, growing larger both over time and as the host eats. Eggs cause voracious hunger and metabolism drop, although they also siphon away calories for themselves. As long as leupai eggs are active, there's a small chance every round that the belly will grow fatter and/or body type changes to a belly-emphasized one.\n\nOnce the player's egg load grows too big for its belly to hold, it bursts open, releasing the quaggies.\n\nExposure to fattenium causes the eggs to grow as well.\n\n %/\n\n<<if $leupaiEggParasite is 1>>\n\n<<display LeupaiEggs>>\n\n<<endif>>

<center>[img[plate]]\n''__Basic Alchemy__''</center>\n''<<if ($fatteniumStock gte 30) and ($waterStock gte 3)>>[[Fattenium Belly Salve|useItem][$itemEncounter = "fattenium belly salve"; $itemType = "ointment"; $anointLoc = "belly"; $saveStateItem = passage(); $fatteniumStock -= 15; $waterStock -= 3; $cooked = 1; $cookMessage = "Your belly jiggles as the last of the fattenium is absorbed into your system..."]]<<else>>//Fattenium Belly Salve//<<endif>>'' ♦ <<print $fatteniumStock>>/30 ''Fattenium Powder'' ♦ <<print $waterStock>>/5 ''Water''\n<<nobr>>\n<<endnobr>>''<<if ($fatteniumStock gte 30) and ($waterStock gte 3)>>[[Fattenium Breast Salve|useItem][$itemEncounter = "fattenium breast salve"; $itemType = "ointment"; $anointLoc = "breasts"; $saveStateItem = passage(); $fatteniumStock -= 30; $waterStock -= 3; $cooked = 1; $cookMessage = "Your breasts jiggle as the last of the fattenium is absorbed into your system..."]]<<else>>//Fattenium Breast Salve//<<endif>>'' ♦ <<print $fatteniumStock>>/30 ''Fattenium Powder'' ♦ <<print $waterStock>>/5 ''Water''\n<<nobr>>\n<<endnobr>>''<<if ($fatteniumStock gte 30) and ($waterStock gte 3)>>[[Fattenium Thigh Salve|useItem][$itemEncounter = "fattenium thigh salve"; $itemType = "ointment"; $anointLoc = "thighs"; $saveStateItem = passage(); $fatteniumStock -= 30; $waterStock -= 3; $cooked = 1; $cookMessage = "Your thighs jiggle as the last of the fattenium is absorbed into your system..."]]<<else>>//Fattenium Thigh Salve//<<endif>>'' ♦ <<print $fatteniumStock>>/30 ''Fattenium Powder'' ♦ <<print $waterStock>>/5 ''Water''

\t<<print "<<set $companion" + $companionSelected + " = 0>>">> \n\t<<print "<<set $companion" + $companionSelected + "Species = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Subspec = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Subtype = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Occupation = 0>>">>\n\n\t<<print "<<set $companion" + $companionSelected + "Pers = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Asp = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Patron = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Bodytype = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "OccChoice1 = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "OccChoice2 = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "img = 0>>">>\n\n\t<<print "<<set $companion" + $companionSelected + "AgeStatus = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Age = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Timeframe = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Aging = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Mins = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Hrs = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Days = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Wks = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Mths = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Yrs = 0>>">>\n\n\t<<print "<<set $companion" + $companionSelected + "Strength = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Armor = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Finesse = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "MaxEnergy = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Girth = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Breast = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Belly = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Thigh = 0>>">>\n\n\t<<print "<<set $companion" + $companionSelected + "Ears = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Facet = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Eyes = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Face = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Head = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Body = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Back = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Legs = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Tail = 0>>">>\n\t<<print "<<set $companion" + $companionSelected + "Breath = 0>>">>\n\n<<if $companionSelected lt 4>><<set $companions -= 1>><<endif>>

/% ========== Persistent Effects ========== %/\n\n/% FOR HELD ITEM EFFECTS, SET BONUSES, & OTHER SIMILAR SHIT %/\n\n/% I. Occupation bonuses. %/\n\n<<if $activeOcc is "Beltedier">>\n\n\t<<if $leupaiEggLoad gt 0>>\n\n\t/% Rapid healing when carrying leupai eggs. %/\n\t<<set $pain -= random(2,3)>>\n\n\t/% Natural stretchiness. %/\n\t<<set $stretchMod += either(0,0,0,1)>>\n\n\t/% Bonus weight gain for eggs. %/\n\t<<set $quaggyGirth += either(0,0,0,0,10)>>\n\n\t/% Weight gain bonus when carrying %/\n\t<<set $calories += $leupaiEggLoad * either(0,0,0,0,10)>>\n\n\t/% Increased belly gain & body morph chance %/\n\n\t<<set $randomizer = random(1,4)>>\n\n\t\t<<if $randomizer is 1>>\n\t\t\t<<set $belly += $metaGain; $randomizer = random(1,12)>>\n\t\t\t\t\t\t<<if $randomizer is 1>>\n\t\t\t\t\t\t\t\t<<if $bodyType is 0>><<set $bodyType = "belly">>\n\t\t\t\t\t\t\t\t<<elseif ($bodyType is "busty") or ($bodyType is "thigh")>><<set $bodyType = "pear">>\n\t\t\t\t\t\t\t\t<<elseif $bodyType is "belly">><<set $bodyType = "guguetelle">>\n\t\t\t\t\t\t\t\t<<elseif ($bodyType is "pear") or ($bodyType is "round")>><<set $bodyType = "bulging">><<endif>>\n\t\t\t\t\t\t\t<<endif>><<endif>><<endif>>\n<<endif>>\n\n<<if $activeOcc is "Fatiee">>\n\n\t/% Bonus gain processing. %/\n\n\t<<if $calories gte $metaGain>>\n\t<<display Bodytype>><<endif>>\n\n\t/% Natural stretchiness. %/\n\t<<set $stretchMod += either(0,0,0,1)>>\n\n\t/% Rapid healing when sated+. %/\n\t<<if ($hunger is "Sated") or ($hunger is "Engorged") or ($hunger is "Overengorged")>>\n\t<<set $pain -= random(2,3)>><<endif>>\n\n\t/% Increased metaGain floor. %/\n\t<<if $metaGain lt 40>><<set $metaGain = 40>><<endif>>\n\n\t\n<<endif>>\n\n\n/% II. Set bonuses. %/\n\n<<if $setBonusOn is 0>>\n/% HYPOTHESIS Mega-Armor - +5 Pain Reduction %/\n<<if ($topWorn is "HYPOTHESIS kite") and ($beltWorn is "HYPOTHESIS cesile")>><<if ($pantsWorn is "HYPOTHESIS coroles") or ($pantsWorn is "HYPOTHESIS kilt")>>\n\n<<set $painBuffer += 5; $setBonusOn = 1>><<endif>><<endif>>\n<<endif>>\n/% ========================================= %/\n/% III. Held Items. %/\n\n/% ========================== %/\n/% Dreamshard %/\n\n<<if $special_dreamshard gt 0>>\n\n<<set $miraPoisoning -= random(0,2); $somniation -= either(0,0,0,0,0,1); $randomizer = random(1,64)>>\n\n/% Eventually dreamshards absorb too much mirajin and become live chunks. For now this is very broad; later, have the chance of transformation increase as ambient mirajin does %/\t\n<<if ($ambientMirajin neq 0) and ($randomizer is 1)>><<set $special_dreamshard -= 1; $special_miracrystal += 1>><<endif>>\n<<endif>>\n\n/% ========================== %/\n/% Live Miracrystal Chunk %/\n\n<<if $special_miracrystal gt 0>>\n\n<<set $mirajinRads += $special_miracrystal * either(0,0.1,0.1,0.5)>>\n\n<<endif>>\n\n/% ========================== %/\n/% Mirajin Saturation (Miracrystal dust) %/\n\n<<if $mirajinSaturation gt 0>>\n\n<<set $mirajinRads += $mirajinSaturation * either(0,0.1,0.1,0.5)>>\n<<set $mirajinSaturation -= either(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1)>>\n\n<<endif>>\n\n<<if $mirajinSaturation lt 0>><<set $mirajinSaturation = 0>><<endif>>\n\n/% ========================== %/\n/% Cursed Carvings %/\n\n<<if ($special_carving_belly gt 0) and ($curseflag00 is 0)>>\n<<set $curseBellyFatter += 2; $curseflag00 = 1>>\n<<elseif ($special_carving_belly lte 0) and ($curseflag00 is 1)>>\n<<set $curseBellyFatter -= 2; $curseflag00 = 0>><<endif>>\n\n\n/% ========================================= %/\n/% IV. Genes. %/\n\n<<display Genetics>>\n\n/% ========================================= %/\n/% V. Mutation. %/\n\n/% MIRAJIN AMBIENCE METER %/\n\n/% 0(None)================500(HIGH)==================1000(CATASTROPHIC) %/\n\n/% =============================================== %/\n/% Less Than 200 %/\n\n\t\t<<if $mirajinRads gt 0>>\n\n\t\t\t/% Minor regeneration. %/\n\t\t\t<<set $pain -= random(0,3)>>\n\n\t\t<<endif>>\n\n\t\t<<if $mirajinRads gte 20>>\n\n\t\t\t/% Mild weight gain. %/\n\t\t\t<<set $calories += either(0,0,0,0,0,0,10,10)>>\n\n\t\t<<endif>>\n\n/% =============================================== %/\n/% 200+ %/\n\n\t\t<<if $mirajinRads gte 200>>\n\n\t\t\t/% Increased weight gain. %/\n\t\t\t<<set $calories += either(0,0,0,0,10)>>\n\n\t\t\t/% Subtle mutations start here. %/\n\t\t\t<<set $randomizer = random(1,16)>>\n\t\t\t<<if $randomizer is 1>><<set $mutationStrength = "subtle">><<display MutationDatabase>><<endif>>\n\n\t\t\t/% Mild sanity loss. %/\n\t\t\t<<set $randomizer = random(1,32)>>\n\t\t\t<<if $randomizer is 1>><<set $sanity -= 1>><<endif>>\n\n\t\t<<endif>>\n\n\t\t<<if $mirajinRads gte 350>>\n\n\t\t\t/% Increased weight gain. %/\n\t\t\t<<set $calories += either(0,0,0,10)>>\n\n\t\t\t/% Minor mutations start here. %/\n\t\t\t<<set $randomizer = random(1,24)>>\n\t\t\t<<if $randomizer is 1>><<set $mutationStrength = "minor">><<display MutationDatabase>><<endif>>\n\n\t\t\t/% Increased sanity loss. %/\n\t\t\t<<set $randomizer = random(1,24)>>\n\t\t\t<<if $randomizer is 1>><<set $sanity -= 1>><<endif>>\n\n\t\t<<endif>>\n\n/% =============================================== %/\n/% 500+ %/\n\n\t\t<<if $mirajinRads gte 500>>\n\n\t\t\t/% Minor pain. %/\n\t\t\t<<if $leupaiFlag is 0>><<set $pain += random(0,3)>><<endif>>\n\n\t/% Increased Subtle mutations. %/\n\t\t\t<<set $randomizer = random(1,8)>>\n\t\t\t<<if $randomizer is 1>><<set $mutationStrength = "subtle">><<display MutationDatabase>><<endif>>\n\n\t\t\t/% Major mutations start here. %/\n\t\t\t<<set $randomizer = random(1,24)>>\n\t\t\t<<if $randomizer is 1>><<set $mutationStrength = "major">><<display MutationDatabase>><<endif>>\n\n\t\t\t/% Increased sanity loss. %/\n\t\t\t<<set $randomizer = random(1,16)>>\n\t\t\t<<if $randomizer is 1>><<set $sanity -= 1>><<endif>>\n\n\t\t<<endif>>\n\n\t\t<<if $mirajinRads gte 600>>\n\n\t\t\t/% Increased pain. %/\n\t\t\t<<if $leupaiFlag is 0>><<set $pain += random(0,2)>><<endif>>\n\n\t\t\t/% Increased Minor mutations. %/\n\t\t\t<<set $randomizer = random(1,8)>>\n\t\t\t<<if $randomizer is 1>><<set $mutationStrength = "minor">><<display MutationDatabase>><<endif>>\n\n\t\t<<endif>>\n\n\t\t<<if $mirajinRads gte 700>>\n\n\t\t\t/% Increased pain. %/\n\t\t\t<<if $leupaiFlag is 0>><<set $pain += random(0,2)>><<endif>>\n\n\t\t\t/% Increased Major mutations. %/\n\t\t\t<<set $randomizer = random(1,20)>>\n\t\t\t<<if $randomizer is 1>><<set $mutationStrength = "major">><<display MutationDatabase>><<endif>>\n\n\t\t\t/% Severe mutations start here. %/\n\t\t\t<<set $randomizer = random(1,32)>>\n\t\t\t<<if $randomizer is 1>><<set $mutationStrength = "severe">><<display MutationDatabase>><<endif>>\n\n\t\t\t/% Increased sanity loss. %/\n\t\t\t<<set $randomizer = random(1,16)>>\n\t\t\t<<if $randomizer is 1>><<set $sanity -= 1>><<endif>>\n\n\t\t<<endif>>\n\n\t\t<<if $mirajinRads gte 800>>\n\n\t\t\t/% Increased pain. %/\n\t\t\t<<if $leupaiFlag is 0>><<set $pain += random(0,5)>><<endif>>\n\n\t\t\t/% Rapid weight gain. %/\n\t\t\t<<set $randomizer = random(1,12)>>\n\t\t\t<<if $randomizer is 1>><<display FatSurge>><<endif>>\n\n\t\t\t/% Increased Severe mutations. %/\n\t\t\t<<set $randomizer = random(1,32)>>\n\t\t\t<<if $randomizer is 1>><<set $mutationStrength = "severe">><<display MutationDatabase>><<endif>>\n\n\t\t\t/% Increased sanity loss. %/\n\t\t\t<<set $randomizer = random(1,16)>>\n\t\t\t<<if $randomizer is 1>><<set $sanity -= 1>><<endif>>\n\n\t\t<<endif>>\n\n\n\t\t<<if $mirajinRads gte 900>>\n\n\t\t\t/% Increased pain. %/\n\t\t\t<<set $pain += random(0,5); $lethalKO = 1; $deathCause = either("catastrophic mutation","explosion")>>\n\n\t\t\t/% Body bulging. %/\n\t\t\t<<set $randomizer = random(1,12)>>\n\t\t\t<<if $randomizer is 1>><<display ExpandBodytype>><<display FatSurge>><<set $pain += random(2,4); $lethalKO = 1; $deathCause = "explosion">>\n\t\t\t<<elseif $randomizer is 2>><<display FatSurge>><<set $pain += random(2,4); $lethalKO = 1; $deathCause = "explosion">><<endif>>\n\n\t\t\t/% Increased Severe mutations. %/\n\t\t\t<<set $randomizer = random(1,32)>>\n\t\t\t<<if $randomizer is 1>><<set $mutationStrength = "severe">><<display MutationDatabase>><<endif>>\n\n\t\t\t/% Increased sanity loss. %/\n\t\t\t<<set $randomizer = random(1,16)>>\n\t\t\t<<if $randomizer is 1>><<set $sanity -= 1>><<endif>>\n\n\t\t<<endif>>\n\n\t\t<<if $mirajinRads gte 950>>\n\n\t\t\t/% Explosive weight gain. %/\n\t\t\t<<set $randomizer = random(1,3)>>\n\t\t\t<<if $randomizer is 1>><<display FatSurge>><<set $pain += random(2,4); $lethalKO = 1; $deathCause = either("catastrophic mutation","explosion")>>\n\t\t\t<<elseif $randomizer is 2>><<display FatSurge>><<display FatSurge>><<set $pain += random(4,6); $lethalKO = 1; $deathCause = either("catastrophic mutation","explosion")>>\n\t\t\t<<elseif $randomizer is 3>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<set $pain += random(6,8); $lethalKO = 1; $deathCause = either("catastrophic mutation","explosion")>><<endif>>\n\n\t\t\t/% Increased mutations. %/\n\t\t\t<<set $randomizer = random(1,4)>>\n\t\t\t<<if $randomizer is 1>><<set $mutationStrength = either("subtle","subtle","subtle","minor","minor","major","severe")>><<display MutationDatabase>><<endif>>\n\n\t\t\t/% Rapid sanity loss. %/\n\t\t\t<<set $sanity -= random(0,4)>>\n\t\t<<endif>>\n\n\n\n/% ========================================= %/\n/% X. Statmods. %/\n\n/% Bonus Stats:\n$painBuffer ("HP" bonus), $painAmp ("HP" penalty), $bonusWG (Guaranteed extra metabolic weight gain), $consecutiveGain (weight gain every round), $consecutiveDrain (weight loss every round) %/\n\n/% Vitality check. %/\n<<display Vitality>>\n\n

The <<print $deathGuide>> leads you-- now <cheery>''donning your new body''</cheery>-- down a foggy path that your mind <bleak>c̮͡a̘̲̫̗͇͕̣͜n'͎͉̠̹̻̤̤t̟͢ ̼͎̺͕͎̯̮q͈u̹͉̯i̷̲̭͓t̼͉̱̺́e̬̜͎̱ ̯̖̬͘g̺̞̯r̭̘̰a̢̝̹̼̬̼s͔͙͚̙̫̯̪p̫̝ ͈́tẖ̝̯͕̖̟͈e҉ su͘r͓r͈̪͖̝̜o̰͎̘͝ͅu̗̲n̲̰̗̻͇̕d͚̲̩i͔ń͇g̹͇̱̱͘s͚̘ ͔̙̪ͅo̻̤f̙̻̼</bleak>, the details sliding away from you like melting wax the moment you take stock of them.\n\nAfter a few minutes' travel, your guide finally presents you with what appears to be a hole in the ground-- leading out into what appears to be shining, open sky and an unfathomable drop through the clouds.\n\nFor a moment, it strikes you that //this shouldn't be a good idea//, but you jump in anyway.\n\n<brightalert>Naturally, you forget the entire thing, and a lot of what came before-- ''as one tends to do when waking from a dream without giving it much thought...''</brightalert><<nobr>>\n\n<<set $CreatureEffects = 0; $predDesc = "Eat it!"; $CreatureEffects = 0; $creatureStatus = 0; $creatureNoBelly = 0; $creatureBreasts = 0>>\n\n<<set $topWorn = "nothing"; $beltWorn = "nothing"; $pantsWorn = "nothing">>\n\n<<set $fatScore = ($girth + $belly + $breast + $thigh)>>\n\n<<set $immobilityCeiling = $strength * 1000>><<endnobr>>\n\n<framed><center><<if $deathCause is 0>>[[enter the boundless dr e a m|Explore][$location = either("Woods","Forest","Riverside","Meadow","Field"); $toggleDisplay = 0; $newBody = 1; $health = "Sore"; $pain = 22; $hiddenSidebar = 0; $newGame = 0]]<<elseif $deathCause neq 0>>[[enter the boundless dr e a m... again|Explore][$newBody = 1; $health = "Sore"; $pain = 22; $hiddenSidebar = 0]]<<endif>></center></framed><<if $newPlayerName neq 0>><<set $playerName = $newPlayerName>><<endif>><<if $playerName is 0>><<display NPCNamer>><<set $playerName = $revName>><<endif>>

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

/% Roll colors for various things, so I don't have to build the randomizer every damn time. %/\n\n<<set $fullChroma = either("red","orange","yellow","golden","green","teal","blue","indigo","violet","pink","magenta","black","gray","silver","white","brown")>>\n\n<<set $briteChroma = either("red","orange","yellow","green","teal","blue","violet","magenta","black","white")>>\n\n<<set $pastelChroma = either("orange","yellow","green","teal","blue","pink","silver","white")>>\n\n<<set $monoChroma = either("black","gray","silver","white")>>

<<nobr>>\n\n<<display RevecroixRandomizer>><<display NPCNamer>><<display ColorWheel>>\n\n<<if $lockGuide is 0>><<set $deathGuideName = $revName; $deathGuide = $randomRevecroix; $deathGuideDesc = either("sleek","plump","round","fat","blubbery","busty","blubber-stuffed","blimplike","gelatinous"); $deathGuideVoice = either("singsong","cheery","chirpy","gruff","warbling","shrill","deep","rich","melodic","honeyed","smooth","silky","bright","suggestive","flirty","sweet","kindly"); $deathGuideColor = $fullChroma; $lockGuide = 1>><<endif>>\n\n<<set $starterPlanet = 1>><<display PlanetGen>>\n<<display NPCNamer>>\n\n<<endnobr>>\nA <<print $deathGuideDesc + " " + $deathGuideColor + " " + $deathGuide>> in a comfortable-looking black velvet robe with golden trim ''and a long white flag marked with a single crying eye'' leads you in from <bleak>a͕͓͓͜ ̷̟̠̼̟p̜͡l͖̦̗̞̹a͚͚͙̞͙̫̕c͓̰̰͝ͅe̯͢ ̳ỳ̘̠ou̶̩̝͔̦̦̞̯ ̫͖͎ͅd̶̹̘̩͉̭͎̣o̩n͍̠̩̠͈͈͓'͍̞́t̨̗̞̹̻̻͇͔ ͕͖̭͕́ͅr̨̗̻e͝m̷̝e̝̜͉̝̩͓͢ͅm̰͍͝be̮̪̞r </bleak>̨with a gentle smile.\n\n"Well, ''here we are''," they say in a <<print $deathGuideVoice>> voice. "It's <cheery>''time for you to choose who you'd like to be!''</cheery>"<hr><<display PlayerGen>>

<<display ZoneBackgrounds>><center>''__POWERS__''\n\n<framed><<if $aladeriPowers is 1>><<display AladeriPowers>><<endif>><<nobr>>\n\n<<endnobr>><<if $leupaiPowers is 1>><<display LeupaiPowers>><<endif>><<nobr>>\n\n<<endnobr>><<if $dragonPowers is 1>><<display DragonPowers>><<endif>><<nobr>>\n\n<<endnobr>><<if $slimePowers is 1>><<display SlimePowers>><<endif>><<nobr>>\n\n<<endnobr>></framed>[[Continue.|$saveState]]</center>

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<center><<nobr>>\n\n__''<<print "<<print $companion" + $viewingCompanion + ">>">>''__ ♦ //\n\n<<print "<<if $companion" + $viewingCompanion + "Color neq 0>><<print $companion" + $viewingCompanion + "Color>> <<endif>>">>\n\n<<print "<<if $companion" + $viewingCompanion + "Skin neq 0>><<print $companion" + $viewingCompanion + "Skin>> <<endif>>">>\n\n<<print "<<if $companion" + $viewingCompanion + "Subtype neq 0>><<print $companion" + $viewingCompanion + "Subtype>> <<endif>>">>\n\n<<print "<<if $companion" + $viewingCompanion + "Subspec neq 0>><<print $companion" + $viewingCompanion + "Subspec>> <<endif>>">>\n\n<<print "<<print $companion" + $viewingCompanion + "Species>>">> \n\n<<print "<<if $companion" + $viewingCompanion + "Occupation neq 0>><<print $companion" + $viewingCompanion + "Occupation>><<endif>>">>//\n\n<<endnobr>>\n<<print "[img[$companion" + $viewingCompanion + "img]]">></center><<nobr>><center>\n\n''Age:'' <<print "<<print $companion" + $viewingCompanion + "AgeStatus>>">> \n\n(<<print "<<print $companion" + $viewingCompanion + "Age>>">> \n\n<<print "<<print $companion" + $viewingCompanion + "Timeframe>>">>)\n\n</center><<endnobr>><<nobr>><center>\n\n<mini>''Strength:'' <<print "<<print $companion" + $viewingCompanion + "Strength>>">>\n\n ♦ ''Armor:'' <<print "<<print $companion" + $viewingCompanion + "Armor>>">>\n\n ♦ ''Finesse:'' <<print "<<print $companion" + $viewingCompanion + "Finesse>>">>\n\n ♦ ''Energy: <<print "<<print $companion" + $viewingCompanion + "Energy>>">>/<<print "<<print $companion" + $viewingCompanion + "MaxEnergy>>">>''\n</mini></center><<endnobr>><<nobr>><center>\n\n''Overall:'' <<print "<<print ($companion" + $viewingCompanion + "Girth + $companion" + $viewingCompanion + "Breast + $companion" + $viewingCompanion + "Belly + $companion" + $viewingCompanion + "Thigh) / 10>>">>~~gi~~\n\n/% Later, add species/age-specific girth status indicators. You should be able to tell at a glance if a companion is skinny/fat/enormous for its species/age. A single word would do. %/\n\n\n<mini> ♦ ''Body:'' <<print "<<print $companion" + $viewingCompanion + "Girth/10>>">>\n\n ♦ <<print "<<if $companion" + $viewingCompanion + "AgeStatus is 'adult'>>''Breasts:'' <<print $companion" + $viewingCompanion + "Breast/10>> ♦ <<endif>>">>\n\n''Belly:'' <<print "<<print $companion" + $viewingCompanion + "Belly/10>>">>\n\n ♦ ''Thighs:'' <<print "<<print $companion" + $viewingCompanion + "Thigh/10>>">>\n\n\n</mini></center><<endnobr>>\n\n__''Appearance:''__<center>\n<<print "<<if $companion" + $viewingCompanion + "Ears neq 0>>[<<print $companion" + $viewingCompanion + "Ears>> ears] <<endif>>">><<print "<<if $companion" + $viewingCompanion + "Facet neq 0>>[<<print $companion" + $viewingCompanion + "Facet>> facet] <<endif>>">><<print "<<if $companion" + $viewingCompanion + "Eyes neq 0>>[<<print $companion" + $viewingCompanion + "Eyes>> eyes] <<endif>>">>\n<<print "<<if $companion" + $viewingCompanion + "Face neq 0>>[<<print $companion" + $viewingCompanion + "Face>> face] <<endif>>">><<print "<<if $companion" + $viewingCompanion + "Head neq 0>>[<<print $companion" + $viewingCompanion + "Head>>] <<endif>>">>\n<<print "<<if $companion" + $viewingCompanion + "Body neq 0>>[<<print $companion" + $viewingCompanion + "Body>> body] <<endif>>">><<print "<<if $companion" + $viewingCompanion + "Back neq 0>>[<<print $companion" + $viewingCompanion + "Back>>] <<endif>>">>\n<<print "<<if $companion" + $viewingCompanion + "Legs neq 0>>[<<print $companion" + $viewingCompanion + "Legs>> legs] <<endif>>">><<print "<<if $companion" + $viewingCompanion + "Tail neq 0>>[<<print $companion" + $viewingCompanion + "Tail>> tail]<<endif>>">></center><<nobr>>\n/% Companion Status - This is based on your companion's personality, current health, mood, current occupation progress, etc. \nIf something catches its eye, it'll throw out an alert message on the main screen (NYI), and also show a special status for that here.\n\nIf you give a companion an item it's interested in, it'll emote happily about that for a few rounds unless something of higher priority comes up.(NYI) %/\n\n<<set $randomizer = either(1,2,3)>> /% Temporary; organize this better later once the other triggers are in. %/\n\n/% neutral default %/\n\n<<print "<<if $randomizer is 1>><<set $companion" + $companionSlotChosen + "Status = either('looks bored.','yawns.','gazes up at the sky...')>><<endif>>" >>\n\n/% defaults by personality %/\n\n<<if $randomizer is 2>>\n\n/% catchall option %/\n\n<<print "<<set $companion" + $companionSlotChosen + "Status = either('looks bored.','yawns.','gazes up at the sky...')>>" >>\n\n<<print "<<if ($companion" + $companionSlotChosen + "Pers is 'anarchist') or ($companion" + $companionSlotChosen + "Pers is 'misfit') or ($companion" + $companionSlotChosen + "Pers is 'corruptor') or ($companion" + $companionSlotChosen + "Pers is 'expansionist')>><<set $companion" + $companionSlotChosen + "Status = 'is scheming!'>><<endif>>" >>\n\n<<print "<<if ($companion" + $companionSlotChosen + "Pers is 'dramatic') or ($companion" + $companionSlotChosen + "Pers is 'touchy')>><<set $companion" + $companionSlotChosen + "Status = 'sighs loudly...'>><<endif>>" >>\n\n<<print "<<if $companion" + $companionSlotChosen + "Pers is 'observant'>><<set $companion" + $companionSlotChosen + "Status = 'looks around with wide eyes.'>><<endif>>" >>\n\n<<print "<<if $companion" + $companionSlotChosen + "Pers is 'parent'>><<set $companion" + $companionSlotChosen + "Status = 'looks calm.'>><<endif>>" >>\n\n<<print "<<if ($companion" + $companionSlotChosen + "Pers is 'wildling') or ($companion" + $companionSlotChosen + "Pers is 'guardian') or ($companion" + $companionSlotChosen + "Pers is 'calculator')>><<set $companion" + $companionSlotChosen + "Status = 'watches carefully, missing nothing!'>><<endif>>" >>\n\n<<print "<<if ($companion" + $companionSlotChosen + "Pers is 'cool') or ($companion" + $companionSlotChosen + "Pers is 'suave')>><<set $companion" + $companionSlotChosen + "Status = 'glances around nonchalantly...'>><<endif>>" >>\n\n<<print "<<if $companion" + $companionSlotChosen + "Pers is 'brooding'>><<set $companion" + $companionSlotChosen + "Status = 'is quiet...'>><<endif>>" >>\n\n<<endif>>\n\n/% defaults by aspecte %/\n\n<<if $randomizer is 3>>\n\n/% catchall option; change to age-triggered for things that shouldn't give aspecte results. %/\n\n<<print "<<set $companion" + $companionSlotChosen + "Status = either('looks bored.','yawns.','gazes up at the sky...')>>" >>\n\n<<print "<<if $companion" + $companionSlotChosen + "Pers is 'expansionist'>><<set $companion" + $companionSlotChosen + "Status = 'grins unsettlingly!'>><<endif>>" >>\n\n<<endif>>\n\n/% low energy - High Priority %/\n\n<<print "<<if $companion" + $companionSlotChosen + "Energy lte $companion" + $companionSlotChosen + "MaxEnergy / 3>><<set $companion" + $companionSlotChosen + "Status = 'looks exhausted...'>><<endif>>" >>\n\n/% Readout %/<<endnobr>><<print "<<print $companion" + $viewingCompanion + ">>">> ''<<print "<<print $companion" + $viewingCompanion + "Status>>">>''\n\n''__<<print "<<print $companion" + $viewingCompanion + ">>">>'s Abilities__''\n<<nobr>>\n\n/% Companion abilities. \nCompanions of various occupations and/or species have special abilities they will use for you, as long as they have the energy and means to do so! \n\nMost abilities run on Energy, which for companions regenerates gradually over time. %/<<endnobr>><<display CompanionAbilities>>\n''__Interact with <<print "<<print $companion" + $viewingCompanion + ">>">>__''\n<<display CompanionInteractions>>

<<nobr>>/% Notes: Aladeri can 'warp' through wild areas to points of interest at will. %/<<endnobr>><<if $wildrunning is 1>>''__Wildrunning__''\n♦ [[Seek Mediquerie.|Mediquerie][$saveStateEncounter = "Explore"]]\n♦ [[Seek Dungeon.|Explore][$dungeonType = either("Abandoned Laboratory Mound","Abandoned Storage Mound"); $saveStateEncounter = "Explore"; $specStatus = 0; $exploring = 3; $indoorZone = 1]]<<else>>//You can't wildrun here.//<<endif>>

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

You walk into the building to find an array of pens-- many occupied by a variety of different humanoid creatures, all with breasts swollen into ludricrous size and some in the process of being milked by machines made for the purpose.\n\n<<nobr>><<if $mannedShop is 0>><<display RevecroixRandomizer>><<set $boviet = $randomRevecroix; $mannedShop = 1; $bovietDesc = either("sleek","plump","round","fat","blubbery","busty","blubber-stuffed","blimplike","gelatinous"); $bovietVoice = either("singsong","cheery","chirpy","gruff","warbling","shrill","deep","rich","melodic","honeyed","smooth","silky"); $bovieterieOffering = either(20,25,30,35,40,45,50); $bovieterieAsking = either(50,60,70,80,90,100,110,120,130,140,150)>><<endif>><<endnobr>><<if $service is 0>>A <<print $bovietDesc>> <<print $boviet>> waddles up to greet you with a smile.\n<<if $storedMilk gt 10>>"Need those taken care of?" It gestures pointedly at your chest.<<else>>"What can I do for you-- after a treatment?"<<endif>><<endif>>\n\n<<nobr>>\n\n<<endnobr>><<if $service is 1>>"Alright-- follow me, please!"\nThe //boviet// takes you to an empty stall, equipped with a milking machine, as well as the fattest <<print either("red","blue","purple","black","white","orange")>> bellychair you've ever seen, which the <<print $boviet>> invites you to take a seat upon before hooking you up to the machinery and turning it on.\n\nIt pumps your full breasts firmly and rather pleasantly, and before long the rhythmic massage has you nodding off to sleep.\n\n"All done, dear," says the <<print $boviet>>, gently nudging you awake with an offered bottle of your own fresh milk, along with a complimentary buttercake. "Anything else?"\n<<set $calories += $milkFat + 20; $storedMilk = 0>>\s\n<<elseif ($service is 2) or ($service is 3)>>"Alright-- follow me, please!"\nThe //boviet// takes you into a separate room, leading you over to a large, clean table equipped with straps which it loops your arm securely into.\n\nWandering away to a cabinet for a moment, it sifts through before removing a HYPOTHESIS-issue dartgun and a cartridge, clicking the two together and returning.\n"Don't worry," it laughs. "The straps are just to make sure, it really doesn't--oop, //all done!//"\nThe <<print $boviet>> casually injects you with the shot before it even finishes talking, then grins at you, setting the dartgun aside and leaning against the far wall to watch as ''your breasts begin to bloat with milk, expanding into fat, round balloons!''<<set $lactation = 1>><<if $service is 2>><<set $milkRate += either(10,10,20); $storedMilk += 100; $breastBloat += $milkRate * 5; $pain += random(1,3)>><<else>><<set $milkRate += either(20,20,20,30,30,40); $storedMilk += 300; $breastBloat += $milkRate * 10; $pain += random(1,3)>><<endif>>\nOnce the swelling stops, the //boviet// unstraps you from the table, your full, heavy breasts wobbling exaggeratedly. \n"And there you go! Anything else?"\n<<elseif ($service is 3) or ($service is 4)>>"Alright-- follow me, please!"\nThe //boviet// takes you into a separate room, leading you over to an operating table with a plush, squishy surface and asking you to have a seat. "Just so you don't have a fall while it's taking effect," the <<print $bovietDesc>> <<print $boviet>> explains reassuringly.\n\nWandering away to a cabinet for a moment, it sifts through before removing a HYPOTHESIS-issue dartgun and a cartridge, clicking the two together and returning. \n"Alright, ready? Brace yourself-- this is <<if $service is 3>>a pretty potent mix.<<set $lactation = 1; $milkRate += either(30,30,30,30,40,50); $storedMilk += 1000; $breastBloat += $milkRate * 100; $breast += either(50,60,70); $pain += random(2,6)>><<elseif $service is 4>>our specialty recipe!<<set $lactation = 1; $milkRate += either(200,210,220,230,240,250); $storedMilk += 1000; $breastBloat += $milkRate * 100; $breast += either(100,110,120,130,140,150,160,170,180,190,200,250); $calories += 50; $girth += either(80,90,100,120,130,140,150); $belly += either(30,40,50,60,70,80); $thigh += either(20,30,40,50); $pain += random(2,8); $esurience += random(8,12)>><<endif>>"\n\nIt injects the drug into your belly before immediately shuffling aside, and ''you begin to feel the effects at once-- first as a dull, vague ache in your muscles that spreads through your body, then quickly concentrates into your breasts, which begin to rapidly inflate with milk and fat<<if $service is 4>> as the rest of your body plumps up dramatically<<endif>>!\n\nYour chest continues to bloat and surge, growing heavier and heavier as the moments pass, the skin tightening as they expand into massive, quivering globes of jiggling flesh. \nGripping the sides of the operating table, you tremble and grit your teeth as the transformation finally slows to a stop, leaving your breasts much, //MUCH// fatter-- and still slowly swelling as the liquid pressure increases inside them...''<<if $service is 4>>\n''The rest of you has grown considerably rounder and softer, too-- something to help support your colossal chest, perhaps.''<<endif>>\n\nThe //boviet// waits patiently for a few moments to make certain your body has finished expanding, then offers you a warm smile before leading you back out into the main area.<<elseif $service is 5>>"Aha, the //Bovieterie// delicacy! Come with me!" the //boviet// sings, taking your hand and waddling across the room with you.\nIt stops in front of a very large, very //cold// machine,<<if $bulk is 1>> offering you a nearby bellychair to sit in before<<endif>> reaching up to pull down a thick rubber hose and pressing it into your mouth. \n\n''Your cheeks puff out as they fill with an incredibly rich, thick, sweet cream that feels a few steps shy of being butter. You think you can taste a hint of honeybutter in it, in fact.''<<if $bulk is 1>>\nSwooning, you gulp the stuff down, savoring the taste and sensation alike as your belly slowly fills, bulging outwards.<<endif>>\n\nYou squeal in protest as the <<print $boviet>> takes the hose away again<<if $bulk is 1>>, at last<<endif>>. Sighing, you rub your belly and give the //boviet// a pleading look. \n\n<<if $bulk is 0>>The stuff'll definitely show up on you in short order, at least.<<elseif $bulk is 1>>You're looking forward to seeing how fat it makes you-- and //how quickly//...<<set $metaGain += either(0,0,0,0,10,20)>>\n<<endif>><<endif>><<nobr>>\n\n<<endnobr>><hr>''<<print $location>> of <<print $locName>> Bovieterie Rates''------------------------\n<center>__''BUYING MILK:''__ <<print $bovieterieOffering>>~~consiee~~ / serving ~~(+ bonus for extra fat)~~ \n__''MILK BOOSTER:''__ <<print $bovieterieAsking>>~~consiee~~ each\n__''IMPERIAL CREAM:''__ <<print $bovieterieAsking * 2>>~~consiee~~ / serving\n__''GRANDE BOOSTER:''__ <<print $bovieterieAsking * 3>>~~consiee~~ each\n__''HELENIC TREATMENT:''__ <<print $bovieterieAsking * 5>>~~consiee~~\n__''//BARET ~~ac~~ BELETTE//:''__ <<print $bovieterieAsking * 10>>~~food~~</center>\n\n<<display Metabolism>><<display Alert>><<display Effects>>\n<center><framed><<nobr>>\n\n<<if $storedMilk gte 10>>[[Sell milk.|passage()][$service = 1; $food += $bovieterieOffering + (($milkFat - 10) / 10)]] ♦ <<endif>><<if $storedMilk gte 100>>[[Sell milk. (x10)|passage()][$service = 1; $food += ($bovieterieOffering * 10) + (($milkFat - 10) / 10)]] ♦ <<endif>><<if $food gte $bovieterieAsking * 2>>[[Imperial Cream.|passage()][$service = 5; $food -= $bovieterieAsking * 2; $calories += either(500,550,600,650,700,750,800); $bellyBloat += 20; $esurience += random(3,6)]] ♦ <<endif>>\n\n\n<<if $food gte $bovieterieAsking * 20>>[[Imperial Cream. (x10)|passage()][$service = 5; $food -= $bovieterieAsking * 20; $calories += either(4500,4600,4700,4800,4900,5000,5500,6000,6500,7000,7500,8000); $bellyBloat += 2000; $bulk = 1; $esurience += random(12,24)]] ♦ <<endif>>\n\n<<if $food gte $bovieterieAsking>>[[Booster shot.|passage()][$service = 2; $food -= $bovieterieAsking]] ♦ <<endif>>\n\n\n<<if $food gte $bovieterieAsking * 3>>[[Grande Booster shot.|passage()][$service = 3; $food -= $bovieterieAsking * 3]] ♦ <<endif>>\n\n\n<<if $food gte $bovieterieAsking * 5>>[[Helenic Treatment.|passage()][$service = 4; $food -= $bovieterieAsking * 5]] ♦ <<endif>>\n\n\n<<if $food gte $bovieterieAsking * 10>>[[Baret ac Belette.|passage()][$service = 5; $food -= $bovieterieAsking * 10]] ♦ <<endif>>\n\n\n\n<<endnobr>></framed>\n[[Leave.|$saveStateEncounter][$itemPool = 0; $encounterPool = 0; $mannedShop = 0; $service = 0; $bulk = 0; $explore = 3; $indoorZone = 0; $dungeonType = 0; $justLeftType = "area"; $justLeft = "Bovieterie"; $stepcounter = 1; $stepsCounted = 0]]</center>

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

<center><<if $encImg neq 0>><<print "[img[" + $encImg + "]]">>\n<<else>>[img[placeholder]]\n<<endif>></center>

<<display ZoneBackgrounds>>\n\n<<set $indoorZone = 1; $nullEncounter = "Nothing in the immediate surroundings catches your eye.">>\n\n/% Zone frame - Dungeons %/\n\n<<if $dungeonType is "Abandoned Storage Mound">><<set $zoneType = "revstorage">>\n\n<<elseif $dungeonType is "Abandoned Laboratory Mound">><<set $zoneType = "science">>\n\n<<elseif $dungeonType is "Gingerbread Mound">><<set $zoneType = "gingerbreadmound"; $hiddenExit = 1>>\n\n<<elseif $dungeonType is "Echoing Cavern">><<set $zoneType = "testzone">>\n<<endif>>

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

<<display ZoneBackgrounds>><center><<nobr>><<display TreasurePool>><<set $toggleDisplay = 1>>\n\n<<if $treasureType is "item">>\n\n<<if $itemQuantity is 0>><<set $itemQuantity = 1>><<endif>>\n\n<<print "<<set $" + $itemID + " += " + $itemQuantity + ">>">>\n\n<<elseif $treasureType is "currency">><<set $food += $currencyAmount; $encImg = "consiee">><<else>><<endif>>\n\n<<display EncounterImg>>\n\n<<endnobr>><framed>You open the chest... ''and find <<if $treasureType is "item">><<print $itemGrammar>> <<print $itemEncounter>><<elseif $treasureType is "currency">> <<if $currencyAmount gte 500>><warning><<print $currencyAmount>> consiee</warning><<else>><<print $currencyAmount>> consiee<<endif>><<elseif $treasureType is "creature">>a <<print $encounter>><<endif>> inside!<<if $currencyAmount gte 800>>!<<elseif $treasureType is "creature">>?<<endif>>''<<nobr>>\n\n<<endnobr>><<if $treasureType is "creature">>\n<<if $inedible is 0>>[[Get it!|Hunting][$saveStateHunting = passage(); $exploring = 2; $resting = -1]]<<elseif $inedible is 1>>[[<<print $predDesc>>|passage()][$calories += $encFatten; $bellyBloat += $encBloat; $exploring = 2; $resting = 0]]<<endif>><<nobr>>\n\n<<endnobr>><<endif>></framed>\n[[Continue.|$saveStateSpecial]]</center>

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<<display ZoneBackgrounds>>Discarding <<print "<<print $" + $itemID + ">>">> <<print $itemName>>... ''are you sure?''\n<hr>[[No!|Inventory]] ♦ [[Yes|Discard]]

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PQUlojBe2t8dKyVwfSsV++PnmOr+TihO2htwBWzrXIewYnzN7AAR39DJVs3GCLIfwnoKUQp6cc92cxK+DlvgbuWd32/Z5c/Btxy//n3vAfgFW+BAOj0FIH++4g2HcuTGwNzVy37KODIJx88Q7rZwxaY9Aag9b/DrSUhqgZ7FvnuA8/3V3PLcsmfFbDtbWOS/AmYJlUAoNTtt7Abq1D9BUcfCV4mwf//cJKi8OiZvDj+lhlRnc+xr1r2ni+p/5WS+pjU477Jv+YILzOf8pn9hYxJGQLmpEctNTDh+cJDtpZMHU8FEowmtOb/VTvZMKOQWsMWmPQ2kJGKiZz6oucvnU3RU9uhsZ/Alqbhqwh6v5cCv2Fu9e0cOealuujpjolZXtvAlbeMym4Bp/bbgN7tg3SmYsQKBFm4PyD0FJaHBWz/J+kHbcjU7F5ub+eh9a30FuI/LoxVv6CLbW7JZyk0LhKUnBNTKn+5TEuV6ApFbD/DoLdtxFMGx+ahyM5eDOHxqD1XwGtmUfcT27RX+h7+FwizXPQKninWfugiA06hdYD/1egVfQlaSfg7O06qbECsp7xTpf3JQ0PA0v/GWip6t9rbP+4Gtv/1cqRRPyuNS3LFwzUZNIR99yoETy5CRpCQMmT5DyTU7fpZM/xw/TkbTa7d/T7hlZKa/HxqOV/Je24U4dKEV7pq8u90FefXJOJ98Rs/3M1tne3UgLBm4FV8k2yFZOPTO9men2OvPvPj33gByjDZv7u45k1UTKSVYxs1qx4x3UyBq0POLSmH3E/wVAnnbceifKLSCuODlyMSC1GrAGtvA+aovVV0EdqrReD/gmaRf/N0BJAV8HmiMlDfGpGP515+237QsMjQvCaKdVZb71GPxAEurrt3wFaSkHEVHPrI+7vO3PR6U901Wef7qp7LO8ZExuilYcknKu3uBZfCfqKNidu3c1HpvTTmXUI1BZD+u7QmggcZkn1sYTt7W5JJYZKERb212ee62kM1uVidY7p3VnjuGdIwUatw0DNTdCSQpN3TUZKNh/feiOHz+ii4svQJP1noeV6RFMxareaTaFsoHXwptCFMWj9F0Jr8odvJp5sJN/7OpWhtZjxeoLSKKMLrsfPbMBKT0Qr/wMELY3W+qOgzwD2QdMP+hvAr/4boQVQ8iWmhK/O20hD1CPjvlnb0prbTaHHCckum25xU9yUFwhMoxq+sAW0wpNBLZuileuLvnHio+sbeHxjw+M9RaevPuq1Rk0fpTke6NzynrtzDgdMHuKUbbvoz1tUfIHQ+u/nL2qmgzjclMHxCdvd1pSaTMWhK5tg1WhN3+KhtNyYizU6pvd60nZ/qAW/1+g3tKsqtKTQZMoWlUDy8a07OWByHwNFG9cX/xInAs/Hjkdo3WYaUspqFYYxaP2XQ+smnGQTItzOYRoYUC7n6bnjZNzhFdh10z444HqTP0s3aq2vBQ6v/utPgK/826BVa/Dj20b541N52hvMf+VcqyY0bRl8p3+UAjbmbQ6fPMwJM/vpKthvusRUxH1wUW967l8WT2iI297mfTNSdDh41kZ2bB9kpGRvhlagBDEzOKg24t6+sK8mcufKca8uG4ovTUX8RNL2HIWYAvwM9OVbmmV9eYfJdSW+sdtaKq4gW5EIvWnM3wwtrTnckPqipFPZxjIUuYrDxkyNXj2cHlg7WjPcVYgmC75sjVru0rjl/kKjr1NQQcBboWUKGC7ZKC04bce1fGj8EN3ZCK4K1+K/ImPQ+r8Irf1uIpJowt8id0oDtmXiV/J03f4BA9ebobXpqe+A/jXwiWqxpqOA2/8VaAGMqzO5/qEs1zyQZVyt8a9c9WeAU4FdQn3o7VLwJAlbcf68LhJWQMF/Y7s2JcrP37+kbYffvDLJqI9XEEC2bNGWKnLGbkuxzYCKb4CCQEHC8n9oSv3Vu5a35B5Y0/AIAt0Q9RIIjQYTSCH4NPDaptEp+ZKyJzlv9/XMqCvQk7GQm2C1BbS0EocaMvhJKlqe7gWS9cN1eu1I7dDakdRoZy6RLfqyxjLdqVHbXSllcJXS+jqNLoUzFgaGbQktA+jJRUhFfL44fzXT63P05iJv8smNQWsMWu8JrU1vadtbgGtoBXb9BwBc7wytTTdYh9Z/QYgPAQ8AB/0r0ErHJev7fc6/cYiKp4nY//SCPT3UbPgW8N2/t116ixbHzRjkI1OG6S9am/+tPlbp+dPCjtpHVrQ0NybKGSGgNxvlY9uu46BZXfRkYggR+q+iZvDbpO0f/4sXOpY8urbh1baacm3E8k2F1GGur67XsBI4btOgCaAzG+GYOX0cv00vG0YcUBqt3oCW0mIvIdS16WhpmtaClX0tlZc7x/esHk5nC570bdMl6lRmCxmUA61/oIX+mUaXFKHd+jZoCUALujMRptSVOG3ndbQni3RnnarJWP35MWiNQev9QusDC653h9amsTgYuLe6wLYD8eo/A61kVNI97HPBzcNki4qY808v2EuBkwEXOAZ4Evhw9Vc/cJkABksW02pLnL1DN24g8JVACKbV2N6Km1+cnH95Y92edbHKK2XfIGr5fP5Dy6mJeBRdE62psaV6siXpbvu7V1tX/+n1lldakuWUIRFCCKSh8XwdSIO5UorLtObiTWZhf95han2R8/dYS8WXFCtyS2h1aM2vk9HSvpYRsKavxXt5fUf3sr7GUQ+tE9GiJYQnlNCzFeoZhT5ao3u00Gg07wQtIRRFz2Qg5zB/wiin7byemOnTk3HeiLLXY9Aag9Y/Aa23g+sU3KGlWHXT3gj6+WBCa5M8jxA7gTgd+MU/Cq1UTLJ+wOfrNw9RqGii/7ym9WtgHyAPlIEK4UlbG3AVcIYU0JW32Ks9y2e37We4bKI1OKY6ouwZt//qmSld/XnntLjt3zdYcPjQpAE+NW8NgwVnk0/qlYaYt/3dS5rW3vpq64J0zIs5RmAKIbQ0pCqWXEtKMcWJmHnQx4N+TQpNtmJRcA0u2Gs1s5oK9OYchFaoAJTisqjtnpWIlOgeblAvrpravbirdaiiUMlY3hHSE35Y82ArLfS9CvURjVYKzTtBa5MK1Zu3cAzNIbMHOWxWH74PQ3kLY9PP/buhFatCyxiD1v8X0NoSXF45S889Z1Da+DRmYhxGvIm3h1x/oKAFcANCnATiz0Jw9D9qHq7q8bjg5mE8/58yD9uAQ4GTgAhQAJKbrD5gUdWE1b4SlH3JV3bqYXZDicGiSaAhFXWvWz1Qc8qvn5661JD+9w2pfzuQj3D8vHXsM72XvlyEQIuL21Ll8x5bVd/9syc7nmlMVhIxS1kKoS1L+qOjpXFCiJqaVOTWQAeXgR6AMLyh5Jkcv20Pe00Zoj9vh2sjIK6VfiadzG9bLEdYsGL64IK1k3qzFdtNxnIRYboy0ForVBAINUeh7lZCfVRV3XXvBC0hNKMlk9GyyTbjs3x8uz5mN+bpz1kUKhJZPfJ8C7RkSK5/Fl2CSr6Ak4gxYcfZCCHGoPX/C7Q2fYRlm6jAI7vsfoYX/ga7vJ7xEyagtHjPMr4yTJKlPxNQqmgM+T8GLRDiXOASIcQGkB9GsPL9mod9owFf+OUAFVdTl5So97d9DiA8yUwBUcLaUHlCJzhAvKpxfYLQv8RA0WTvjhxn7tjHYNFEitA5n45XXn9iefOcW1/oWJCOlW/0lfipH0g+s9tqpjbmGC1a02qi/opMyeR79099oOQZXjrqR5XWKhIxGR4pTa24fndTc/w8rXhWbO4qAQN5h8O37ua47TtZPxIjCL8tUbxUW5Pbfn3PuNIjL+2woXc0VYjHcrZll81Aax2IAIXyFGrrQKh7FOojWoRaVCAUfRu78QKfdHMdWrn4Ms5oJUJLqsQ+M0Y4cNYQJoq+jPVGXJl6G7SmaXR002HBP7QRhSDwfPyKR6w2Sf3kNiI1ibCQ39/bH2PQ+r8HrU0fY5gGphQ4wOuPXsPDf7qGaLIeId+dQq6viViS/efGaW80KVYUPcM+rs8/BrB/DloAZwshflKtNncEcOd7P6ehMWVw6zN5fnjrCOPrTSK2eD/gmgd8Ddi2qlGtrpqEm44gk8AIcCQwAFAJJO3JCrWRgIGiRVuNy9Gzh2fVxStLbnhy2sq/rWzM1ycKt4yWrMsnNRT47J4rcQOJH4jbxteVj7zxmfYld7/SvKS9rpRWGuU4lsznK9NHRosPtY1PfVEiylojhKC16kfzhvIOp+y6hvmTB+nNRsJ8P8VddensR9ZuHF+867E9V/ooahJZJ4SVQqEIhAoUarwi6FVCzwcyAoEQgvUb1rLDfh8ikUrw4lPPok0HKTW7z8iwz4xhWhIV+rMmxYpEaoVW4ZS9BVrz0Jyu4Tz+TpjIu4lXqiANSe2EFuontyIMiVeovPv+GIPW/01obflWtZbJY8+9xEcOPIq6+jpM892DLwOl8Xw4YG6cnWdGMQ04aF6CiqfJlxRS/pugtaneSlRhGNWhESLcGFr8OfDlUZ5nBEKyLYjF7zWstiUYX29w2V0jXHt/hgmNFoZ83/ZKPfB54CggALyqtuUTVud8vKptYQhNwTPIewZaQ9kXfHvvrh9t01Q5/0d3b/X4QNZqjljeDweyzi0HbtvDkTttYCDrHJKO+fesH4pWLr938iNCICKWMg1TEAR6Rmfn6E/HtdT8JJlw8PzgI0JyMoIKcGzZM4haAZ/daxX1CZeia6CU+E5tKvfNvoF678/3fXhZgNaxeN4OtNYBClWFlkIZgVCTFOpo4C4pJUEQsHTR6xz6yaP58S0XA7BsXSdmTRtdt32amvU34UYmkMnLcGA3OfrfDq0D0NyO5jDg0X9AvcKvVAg8n9S4JuonteKkYvgVj8Dzw2RoPQat/2+hBZC2TJ58/gU+94njSdfWYrwHtDbN9WA2IFNUVFzNWYfXcs6RdXQP+RTK+v2B6z2gpQJNPBFQyFkUiyaGGZofUkIuJyc0tfhLI1EdKxTNDYYU2wCZd/s4pSAeFbTWWZx3Qz9/fDLLjDb7XZf+O8jvgB2qJmGi6t8SQAvwTeB7b52qoaL562/s03VyrbBzP7579uMxpzJDaXXeaMG+64S91jB/+iCDWefGplTlxBsfa190/8vNy9rry2ml0Y5jtnZ3Z39j28aPWlqSc103uEhK5iHEOCG5Efj0UN5hl6kDfGLXtYwWbZQWcyORyssC+PNfPryidzBdTKVGIwHoEFR6E7SCADVbieBWDcdJKfAqHn3ru9ntyP248FcXEotGyGtIVOd8xW2fYdWjv8apnRSCKtgErDdDS2h9MvBrrTkJuOn9+q181yNwXaLpGtLjm6kZ1wgCvFL57+yBMWiNQet9QOut/q2yp+kc8Pn8oWnOOaKOnuH3Ca53gZZSUN/gsm51lD/f1AyAZb0Ry5nLGmy1XfH4I08Y/m0hb+JWjKeEFHu81/UqBbVJA0sKzr2+jxdWlGhKG//I+cPVwAlVM/GUKrg+QhhsmiQMfeje9MPZshw/rsZ/7Ccf3TD1nr9NWnz3sxOW1KfzkwPP+HK5bD7zyf1XsPXkIQpl629ai12uumvyUxv7Y6OpmB+xHSMyOlIaKeTdyyZMrD0i8IOjECIjBb2mZTyutH5Ia/V8/2iMI3ZZz8E7bqBvJIqAx2prc3s9/PhO3S+8MrO3vn44Fmi0RqGE3qRhuUroyYogqYTeSgixRAeKNYtXctJ3vsjp3zwNH8i4HoYQCGlgGYJlv/sMvc/8Gqd2Ygipt0DLDyBu+pdETXWuUvpTWr93JyApwFcwNBpgRCLUtbeQbmvCcCzcYgkVqLfzZQxaY9D6Z6G1adGVXE3noMfph9Zy9vsF17tAy7Q00UjA9Ve08vqCBPWN3lvaZ0Fm1OTQY0cuPviY0fOG+m20llcgOOu9rtdXmvYGi55hn1Ov7KLiaWLO+3bGXVeF1WHAPVt83wTGVf1aAZAWgoHOUevTx20/cv0pO4/wnd9t+0pnb2wwGXcnlLR3csnn2c/uv46Z43N2xZc9mYJV9/PbpjyaydnlWFRZUgrZ3ZnJ1tXHamtqIk2+r7pMU5qmJQvFortIo1tsx/pGqWJ2Hf/hVWw7dZihjH1sXW3uD+vWtVZuu2PPZdFYyZSmJ6unf4EWylboDoVylFALFeoC4H5pSFa9upz9T/gI37npInwg63rI6sZ+L2gpBSqgtiVRfnQgb2932+KWM7yAqxzj3cvRGBJyJc3gqOaQ+SYH7JFG2XHccuUtXXH0GLTGoPXvg9bbwVXH2UfUhuCqaKT4B6ElNPUNLvfeWscfb2qmucV9RxO1UhZkRgxOPnPwr7vvX9w/M2KBELsBz7wfx/z4Rouzr+nh3hdzTG9zCN7fceIVgEUYGf/35CTgmkCJxXlXqIs/2j3L9qOxH/xh5lBNXEWKhUq83x46XCfEXefuPspWLZVJHnpNV1+Uq/849UHPkyqZkMbAYEH7njLHj09Jzwtc2zGF1lplR8uWNEV9osau05if11rf++mPLKG1qUDZla9HIu6cP9+65+oNGxpzqdpcZLOWhY5qoXsV6k8afYwSaolGn2xaJmsWrmDrfXfkqod+jgSGtwDWu0FLBRoVgCHUqS3xyrVrh6Jc++L4ZUsHEnOiVhCI9wBW/6iiUIbTD3c46SAHEbiUCl41jF5vsdTHoDUGrX8ztN4ZXHX0DHsUyu/knBfvCC3bhKgNTgRWr0iSGZXE4upNwyIEFMoaz1cUCwbJGpWctpW7QgWyRSO3SPl592FuSJksXl/mwlt6KVbU+9W2YlVNqlJd+wdWnfEPveXnrh0uGIfOaHaHrjyua86tj3RU7nxqQrm2Jp8a2FB6RZjxXSe0V8qfP2Y1jqm2jUb9hUtWpdzrfjftIcfBNKSSfb05GhrjRKIWpiFxKz6Z0TLxhE2qNqIVelK5Iv5sW8EFJxy5lKb64tmxZPEnLz47c+T+e+atq6vPRrQI46uq/zlaKEehT9aoBwNUPZKR3GBG1Y1v5uJ7LqOxqZahqklYlSOAl4UwNlimYNnvT6X36es2Q8v32bXG9m5MRfypj66srdz88jin7BunN8Urv9hU18s0TTIjo4wMD28+5NHKp6TTtI+v48yjTA7Y0aR7MAyhCR9yegxaY9D6z0PrreA64/BmTtlL0dvdhxLmFqZdgBFNY0RqqZRyRI2Acc1p0AF9Iz69owEKh3SdJpbwCXzxpuFRGia1RHCzXWRGh/CDFCXV/iXDMn4KAiHFYeg3mW7vKJYpiEcl51zTxcLVRepr/qH77qhqXftUnfFnAr/cEqwbh81zTtktc+lndh/lwuvm5Df0pkRpaCSLK29N1DSeObFtmBM+vhhPie1TSe+VV15rKNz426mPJuLKyWYKQmtobkkihKBYcMlnK9Q2xIgnbTw/AHS6WDY76+tLR550zFLq6wrrRzPRCb+/cc+lhbzjRxMlc1PKTfW/QKHjWuhJCnUp6HNV4DHYV+aiOy5hxz1nMuwrpFbNVVPXA76N5nphmg8nJMlFfzhtuPPJX+HUTppgCHVDU9LdZzRv8OcFTT1/XVGfilnBE+mId7BC4CtJoCTda1bQMWUi283fgUK+AEDZt0nQy2f2HmV6R4R1vQFKaYTYohjkGLTGoPU/Aa0twbV2wwA/PP+jnPzpo+juCUN0hOGg/RK5pbdT6nqRWF07ntPCS4t6Wd3rs6LLo2s41MzeyazUGooVn5mtBuefcQQTpm3N4LoFFFf9VRqxhtVIY6IQcjFCzHnP+04YrOt1OeeaDXhBGHv2PmUv4FdALbCi6oBvqWp4LwF4gcALuOjHH+//lhM4XHzDVhWUJ0a7i8MN6Zor8sXIxdOnDXPyiUupVIy5tbXuy8/8rSF3/fVTHqutDSLZTEmk0lGSSZvsaJlCwaOxOY4TMfA2OaYFRrEs61Kpyt6f/uSyiVOmDi64+7a5Q088uNX6ppbRmNLoMJp9E7iqOpfQbQp1nzT0cZlhA98t890/HszsvY7DwyGAuOv5Fwpo1Yh+yzIsB9YOdS+5avlNx9cFmQ0/a2qIfUwF8NyqVOXOhQ0r1wxFWptTXsY0gh37u7qHSoFNw7hx6MIAc3beiQsv+z4TmpvYFBJqAMUVt9D91I/IiwlvaFeMQWsMWv8L0NoEruXLV3P6eRfwzfPPpLjFZQugUsySX/MI7XP25a4HXuATx5xAbUMrNTEjTGZ+04J9iyPd9+juy3LHXX9k1/nzKAI9j36H7KI/fi/SNOfrSAMhxBmEuYB/d5g7WhzufW6Ur1+/gaa09X7X8AnATwkDJXuqDngNzATOgPC0rDdjdGw3wX3m56d2t91xz5SNd94/bUCZ3XP9IjTX1B7Z02Pesf+BGzniqNUMDUZ2a2oqP/Xowy1Dv//NtKeisULccwOam5NkRkuUSz71zTFMUxIEGiE37TqtCiVjRipd/tzppy+a7Nj84oaf774sl3W8aMw1dTVvBrFZ06rR6G6FPhsjeK6Qc3yE4JiPv0ZH02t4xgQSHR+maecvkWyeVaPgS1ZoBzsbH7lkZODRC/esr+GjKtLKq6siweNLajtfXJfoM001qSHpx8uVym693T0Ltt11N9JJm60rtzFlciN7futFEokUOd6oqWUDfQtupu/xH2LXTgqxqsegNQat/0VoAaxfu4Yvf/VrnHPmmWT84E3pQYZpYojQQXTH/Q9w5smnMKGj/X0tJKUUfX19fPt73+OTn/wkOdgvqBT/1nf/2biDS/rNmvaYRqyIOHJGJCLeqIm+6fVaE7MNGtI2n79sNfe/MMyEJuf9hD18DfgGsIYwJszYYidMAL4oBbcPFyRdI0brNz6aef7kD4+Mv+SyeX9b8mrzmrzbubUdN7ZJReKH9nQ79x33qRXsd1Anfb3RYxqayn+8/+72DXf8cfLLhjGaiCdthBYU8hXqGmJIU6CUDp3jW2hPpYqsi0S9e7/2rZd2WLdi/MG33rDjgrrGXERvzk/WaLHZRDQ0WiLUBteTJw0NxDYefdxi9jt4NZ0bkriFUcp9PcTbZjDzsy+PU4H3g9HXbplVWXHLbL/zxWReNLG4q919flmi87UN8YKndU1dstJhmlQKxeJB61aseez0C8/la9/8CpXuF3n6GzsRbZvCNl9fiIokUFusS8syGXzpRoaevgQrPXEMWmPQ+uBDa8vPvvO++zj7tNNoHT/+fXX9FUKQy2bxPY8bbruNHebM+X4OUgK+2f/Ej35bXP3Xg5y6CWSz6kiluMO2xZuG1TENgkBz06M9PPTiCLGIxJDv+bmXA6cBywgDS7e0JSUwXms+O1qU9xyyfYldprlMbSs/nxmJ7nTdL+Y+ODqsglwmF6TrIh3SEOf19TkPHHfCag44bCN9vdFvNzRVLvzjTZOX/+W+cYvTTiEZcUyKBY9UbQTDlCilkFJsrmEVLhVNuSI8afrxr1706p6vPjtj4PEHpnbVNRQc/Qaywj9DbUtr9ESNfryvN3HI/gev4rCjljDQF8P3JKCTYM6n0rd3ojZ9fMSudIyu20BPpp7l/bNyC5Ynu1f1OkVkINPJsiUMVQq07ldafWftqlXPfe7rZ3Pe18KIk65Vz/D8N3cj3j6VHb71Ek4i9aZ1OQatMWj9V0Prjnvu5ezPnkZbe/v7blVumubOLz33XN1xJ5+y4Nprrj4AmOeBnx1c6fT/9exTm1vT1iPPBA9ffdPofvW1xub1KbXEMiRdeohVQznG1TpELPlu4Q4CuLl6iraoenL4JueXITGHcyI5lJcnScFzN35hhF1nVib1Vvw1zzw+vvinG7d6CDEaKxZcautiE3w/uGpgJPLzY49fyyFHb6C/J3plbX3ljN9cM+31+x6tX9VolRMgiESNMLFdvWESKo2rNb7SSiutdT5ruK0dufSpX1y7912/mbdheDBZisddc4sCMpu1LdAIqab29cZ/NmOrgbNPPv1FinmrzXPlibGYd4Rj+ztoLchkIvR3ldjQlSqu6m4bWLkunhvIGl4k5hrxWMVUMpgdaP2nQATHSEOw+PVlHHHicfz02ktwIapg56FVf3v+6bN2LUUaI+x2ZTeRZC3eGLTGoPV/BVq///NtnPPZ05g2cyZKvXdvPKXUOaVi8Wt7H3BA4qCPHq5isdjaeDK5aOK0aQMpwZ/X/vUrx8riis/l/UbO/07ffgOD/sOJhMDQBlJLRpxRKtECSdveok7CO0oK+BOwcxVY4q1bQGvIl4W/7zaVXae2BOcEgbh852kVpNBH1DaWb7/tphkrHrln4iLTGkwGgSaZclKBp4a6stbH95jfn/3cuasZGnCuTNe5Z9z8symvPfBk/ZpaUYxHIxZ21ESHcQNBoGRRCDBMXas1US20bZi6vpCX/riOTOSjx4w0PHnvtmu71lHUQUA0gRWJawPxRjcfYSgxNBibHE9UTj/9/Keva2op/MWrGIfmsjZ9PXE6u5K6vy823NMbG+kbjFRGcqanZUA8WbFMy9MBqsEnaFFCLVYi+HyAfmpjn4sT0/zpvmuZOn0mZbBtuHj5o78cXXrdF3487fgfFScdej6BBu37mzXEiG0xuOBm+sd8WmPQ+m+E1msrVnLCEYcjTUksHn/LRLxtYe2utb7Pc90102dvpdvax9c2NjXXNra02I1NTcOzd9r7Mdn/sld44Qcntk9u5NKfD99x173ZI6eMjxHogNHIKCWrhKne8x4nALcBk6omoeQdqndpDSNF4R4wJ5hx7qHF5pqmwnadQ/LVocHIZXUNlbNuunL2y68817jRMEbiUkpiCSsoFryZoxVxZVuDd8VXvreSaMy/PBYPzrz+ismv3/dU3apxppdwYiYqwFVKlLUWtmHSGo/r9tpa1ZiIB8KKaGpqNHYkrHnVPtWkbXJK9XaJwoZVMrd+ObnejboUBIqaOmFFYsoYHY64rmfYX/jqU5W5O3dNeelv4xPLlzRUVq2o6+ztjRdzBTNQGm1HPMOJuIa0AqkIIkqo2gCVDkSwISC4VEv/FyMlEYwUDabWr+f0z8xim22m0jti0zTvmNrux656zS8Xm2d++qb5EYP+ih98KNB6loDfalhlWSYS6H70++QW/wkz2ToGrTFo/fdACyFImwY/vvhifnblFUzomPjGbVZPvaR+kzV2LPBzKeWKbCajOjesL++1/wG1537rwsm3/fa3uZdfWRBMnDjT/cxuxQnz5zmRux7Ic9llQ7NSDXrZaHwIT/rvB1jbVjWsJLCKN2pn/d0hXNdn3vvDEzO7T7Sia/qz8rhtdur/8/BA9KhrfjT7id6N0bzSeds0JaZt6FLRi9m2kRoqR048/cwVC/bYr//nlYr5hV/9uOP1+59tWDHeUkIKIXwl0rZF07gWv2P8eDdRm/aJxwJiUY1pgeOAFZFIw6Li28QbBE0To9gJm+yooTeslvnlC/Xoylf9TM8Gu9Tc7sW+fOHTMyxHmX/54+zs8sUN60eGI54T9cxowjUNI0ALrTW6SaEbFcoLhOpSBN2BCJ7SRvDDbFlnekcN0ukyB88f5OBt1lIzeW/WLVnG8KuLJvpFFo7be5/k9mc+8kNTYJf8oBalpgDPIeUFtmlQKefpf/iblDY8jRFvDnOyxqA1Bq3/FmhpDbW2ySsvLORLH/ssiZokpmUitCAQiqJdwDe9EFzhy3cA/ggMA34+lwumz5oV+9Cee6VvvPqXXZnREX8wI+VPztpl21OPbE8NZxQXXLL2B4+t3vj1+noDQ71nJ559CMMWXGADYcrOe03ZuKGcuPr7pw1mCgsn/ez5F9LGt3723F2LXq77yM+/O+vBSlkEvl82LdMIo6WUCmzLmNhZcpYcuFffUV/46prrcqPWKT/6escji1bXDrXH1XRh6LaOCX7j5IkujfUujhXWaHAr4HmbWpQKhJQYlsSwDQxbYsdtEk1R0i0OdS0WwjbpWmf4zz+o+9rbXqwp5nVw203br8aIirrmomPbnlR60+kihkZbWuhnNOr2ADWgpRpxA7XYEz4FTyEtn21njrDfTkNMbirR011EjtubaGXjab2vPXtNw/4XDsw+/Ns/UWBVXK9OCBEBekFcYVpGtti9gL4Hv4qX2YidnowWAlQwBq0xaP0XaVrVz3/hhVc572NfIBKPYdnW5vv0hE/ZLuFbXjU0STjA3YR12Ye11ti2LcrlsvI9T0djMWN9byF/3N7tM75x8vTxkbjJT369Tl9157KrJ42P/VRrlv39odcfNwzjF5VKZSCXzXalUqmIZdtSqXdPStSaiYNZecE3PzX6SnMhvfCO28d9+LyLF35x5eKaw6/6zswHPE8T+BXDtAy0DsMWhCAou3KiMLn66z9e9uGmFvfQH5wzY8lgjzN+4hRVM3cHj7ZxLlL55LOaclER+NVSMG/EMyAMgTQEhiUxbbMKLotkS5xYXRQralDXGiGZLpIZKvLkfe0Di57Nj3atLheVEjrdiC0tLZXSGpAabWv0M0qox5DB1JGs9RulWWLX5DFsj4/u38leOwwyPGwyMGxhS6+pOS3ufPnV4V0Se3x//UHHfP66PEjP9ZJCCAU0Aw9YlvmH/Lqn6b7rNGQ0jRFvgcBDb6pnE0KrCXQLmomgZ6B1sw79iinQDmGETBSQaIpAHnSu+gBbRxjYuwQYGoPWGLT+49B69vkFnH/M6cQSMUzLCitvovEJUFrj2ZUQXKGP6yfAJ4HVQgjh+74OggDHcYTWmuFcpTSzNd122VnbTG9ptXnh+SJnXvZKxkx5WVuafwGuJIxkr1qoAq31V0aGhr6qtd44bdYsd5u589IvPP10ZmRk2LNt+11D5ZVm8mhBnvm9k0cWJEdTS//0u7bvfO2yV/df/lrN/CsvnH6/1lpq7SGEUEJgGoZAgyi5ZBWy7Xs/X7qz8hRXfmu2nrG1IXbZ3SeddBkdUJSLCt8NCNyAwKsWRvYVW3JUyC3A5ZiYlsCKmtROShNvjGFIjRmxcJIx6poDStmA15/ziy895vcvW6AzmIZK1SlHEAilURrdgFTNA0POHana0pEfPXwlTzzbxEjO4IRjVtGQLlMuykRD0v2B68ov3fc3yU2PRJ+9/M+3HrrvLjMPHXG9nYUQWYRIImREGmLIgiu6H/x6T3b53dj10w0deJPQaiet9Q5o3QF6e631pDdpWtX98E9oWwtAPFV9uD2K2PIHxqA1Bq3/NLSET4BCaU1gewSWj1DiGODnhDXZ37bySq7vxkw7eflZ220/dXIcfIuzLl648sllnT2tdbGtdJjsfCvwI6BPa/3TSrl8yj4HHtS7bNHrQ8PDw8GnPnNq6z233TbQ3bmxHI3F3tWmDBRT82Vx4o8/O7rMGUqu/sXlk372jZ++tvPIgL3jJV+ZdVeg0Ag3gtQxKaQrBbri6WwZJ7H17PwOZ3/nhfolr05g/Zrt2H1/D+V6DHZ5uAUXv+zjVxSBG+BXgs0AU361V051SKUUCCM0Fc1UCCrb0DTOqCPRVoNwIph4gMK0BalacEuKJS/45SdvL/Z3dsdGjLijInbZMYygub8/urq5NbvrqV982W9pLnLh9+dZAX7jyR9fOX1KW/FTwyPWpxYsj1sPvJzipdWR6/t7Nn7t9w/e0L/fXvPnjHjBmYZpZKTgZaUZQXBUqfOVkcHHLlyhVbCfMOy9tdYNaFVdE2ozqN5mIr5vcG35jbdpWbdU53rJGLTGoPVvg9ZTT73I+cd+gVRdLYZpbIKW7Qt/+yCss/mKBjewPbQZjEeJOwmzQQpvh4jyc1llXfLF7efuOb/BikVtrv3DmoHv3fjqoo7xMRtNtGpergEGisXi7HQ63XfRpT+ZvGLp0tK1P71yo+952I4jTNN8+1oQAiFlIECrILCCgI6iKw68+LSR0ZpSfN15X5nz+69+e/FW7VPz21zwxVkrKqPWehktT9VoaZTsBS7aAya1jIvO3eNQLT+092q0mEysppHcUJ5iJqg2c1C4eZdKtoJXDkKAuQrfCyGmvCq8dFiWWkqJNCQyncBM2MhKGSdp0bbHFJy4TaxSwIma5IpeWAFWaGqbBP1Lh3nid4PlruHGvhG3dmQ040yvSeZPPOdbTz4wacrI9RvXp2pHhp1tbDNoKhQNlq6J8dKSJAvXRG/QproiMzK4uLUxCH73wC9p69ipsQCf8/0glV302wWVgUXzVaVwqju4yhFmBGHYaOVXTVy1RaUPtUX3az2M1ktAPwusQ+shDTmgCGRAu+EL8AAXjSTsltRcPfWtRdAM7AjMqa4TgBEQXwD+MAatMWj96z6tl1/nlN0/RuO4ZhLpJDpQKPRhnvAPDAjGKaE6tNZ/EYhvB46HkupqocVHqr6MN8dOoVVnd1ldcMI2237m45OS+aJi2Zpc+Qs/fPYVaWrtWIZRXfRJIDo0MNC9w/z5Ncef8pk2x3HEEw89OHzrLbf01TY0WFII0FoghDZs2xXS8LUKZOC6jlbKEFIahbJI1SfVzpd9YbRmeEN87Xnnb33v5z+7qv3Q47q3Ofv06d6KxYliqraU8vPGS0XPXJq25K57HZqYvMuBUdqnOJRLJn7FRfkVfFcTeAHKh8BV+MLAzbuU+kapVDRBKcAvenhlv2oyBqig2vpNCKTWiHgEmYhiRkLHf2xcgp32nABume6hPKmaCEqH8VIq0ESTNn0vr2P1kxsZqTSxonPcs0efsfShqTMGz3/wjknO0IhNLFFRA8PW0LJ1kcLGEdGhLW+gKR18t6ev2BWpkQ/8+ILJpa2n24w4u+5mRmp+Vlj719mVgcWWECZgI8w4CEmoXSnQSmutetB6QGu1EK1fQute0K9rrZe/qZ3d2/JQ30PbejuLZgKHA2eCaAY8ASchxO/GoDUGrX8KWoZhkJSCX115Az8+6yI6pk0iFo9bvvIjnvByPgFKqF0V6iappYOkPXDcPdHiT9WQhLct097BUnnfbSbMvOS87VoKrk/UsTjzkudef+a1vqGW+mhkS39Wf2+ve9jHPtZ0wKEfaQiCQK9ctrRwzRWXdzqRiIxEo9KKRMsIVCmTqfVymYagXE4WR4fTKghomjVnaUUmS42Jyocu//xI01BnbMNZ52z76H679hW+9/PFh37r/Kn+vX9tKMTtnMi5Ijt/Rto58tRk05z5EUxLMNLv47og0GitQlgriQ4EQaGML208J4JXKFHsz1HeMBJqWxWFV/KrzR5U2EwiUCAlIuogHQthCSIxm7b6Gvykz/nXP4hGcue1J1BxfVw/QKvQJ2aYBq/fuZz+hYPM3NsvTphXtG7+5fb5Z1/rWByJ5qPSKpvK9AMzWkrIaLldo6OL1w4zdXr8Q9f/eN6zTQ3ypDVrhs5Xpb6ZOnCRdg3STqBVgPYCtFKjaPWCVsFjaLVSa/WS1np9qG1VzcQ3HPL8m6G15T+0CbgIIY4CvgtcNgatMWi9GVrnf41zznp3aIUJzBYR4Norb+DSsy5i4rTJ2PEIrq5QhRbVBqI3Gcr8mLaDbXzL+5ZQYn719OhNUnC9cl1QM/mKb+w4obXDoS4V4/KbXttw6S2vrprcmoxV3IqqVCqqmM8HthORZ13w9Ynj2tqcXDbrNzY327f99rf9Tzz6SO/4SZN0rr+/vtDfM7GcHU27pTKBD9FEVNW0T1gfSdflC2WZbUj6u/3kc6PjCwOR9Rd+easXA9tf9Ys/v7LP6teT4874+sT+JvzoUR+vSRz2iRqRrJUM9Qd4HhiG2CJsNQy410pUNU0DX9ooJVDCwB/NUVzbT6Y3T+Bq3JKPV3QJXB/lawJpoE0LKQVR06C2JopwJK919/GzR19iwPe56MRdOeX4nRnJl1HVU0gVKOyYRXGozEu/WU6itoBbMBnsdFTWSQ+uzTf2eCLAsUpUtBfpHsxPGnVLXv1UteGis7d5ZK8dWg5bvmyww7Y0NQmDQsGjWPSQQvVqFdyi/eB2rYLnUAqtgs3a1hsm4v8otDb5s2wQnyEMIO77z0Drr2PQ+m+ClhCC1StW8NmzzuJbX//6u0LrreD65WXXcc2FlzNuUhvKVLjKw/UrSMsMT8q0uEFqOd933NuUVEcKLbJvHZVABuXcOnvCt0/ffvJHj2pCuQZPLejNnvS1e15KxkyrqbnJTtfVmYZhiI7JkyO777Nvnee6OggCbVmWjCdrgg3r1xd/f9XldSsXvFrvmBBPJfHKZYQdLTXO2nqBFYkU3FJhaqHEC7UJ/fFLP5uZEOTsVT86b8bCJfn4hs98YpX42Mc3Hvidc+eKDx9SH939IIPR4YB8VmOYAmmJ0AdlGkgpQ1+ZYWDaFsr3UNJCSQutTXQAvuejsjlGVvczvCGLX/bxSi5eKYSWNG3ito0hBP2lEhtzOV7Y0MmTPQMAXHDYfM45ay96hjL4SiPN6u5WEASKWF2Ezpd6WfintVgxi2ikgo3LYLm2sjjbum5Nr1eqePmGmdvHWvY5uLa4317NVsKyopl8iZYGk1LeY9GyEW1Z3JmuMX7he97DWgVoPwhhtQW0VNWfVRMBrRXZYrg+xP8YtOR/HCJj0PoPQ+vehx7mxKOOYNZWc0IH5XvXadkybe8swiYPK9+4DU1PZyff+cllfOLYYxh992s6AFiqtN4Qty0c4CufPpcbbvwlrfXtuMrFilkgBE0tTQRKIZVxJ4Y6wLPd50QYuyXeDC2/nFljtZ320a2mfeGsDoYGXIoVP7jxsWC1jDUxsWNcLJVKmU40KqUQZEYzvlIBQgikYei6hkZ+d/nFTX+9/W4rnnBQWuKWS6Tq0m7DzK1fRBquVy7FhBCTBrPyVztM9b5x0Sezdfmiuf6yb07fsGRj/PUkyjj7oiUHT53aGMuOtFMslRGWxIoYGLaBkAbSMDBMiTAkQoJhGzjxKAIRtrZRASpWT1Au4ecyeC4oz2dk7QjZdaM4SKSrKeTKZPJlNmbyPNfTy8pMhqFShYwOW2Cfueu27DqlA2dajOZt6vHLAdIQm53RWilAYNgGr966jKHVo1hxG+UpyAyTyctgsGOOO/+w9sg+e6VEfZ1T7fir6V2d58HHN3LfU92vLnkpt+ul35tdmDcvwfBQCRUE6EBD4OHnegkqOXDqSKVqSMdh2cYSKtDMajdxXUW26JOMCQSaoazC9TWSMWiNQesdoLVhYJAzTv40a1etoiadfj8v+2rVLKsj7B68PbB+s3mWz1OTquF3t99Ba1MTI56/5VpqIow4HwWmA5cS9gx8VWlNnW3ROzDMry//FYsXvMp+Rx/CPocewPe/8g0euP1O5mw3B8/zmwyMJWVR0Z70X5NaxLccGV/6Ja/XadttysRpF3x3qvDcgKio0OXsnu9lZrEyvJZSqRTo8PRKb5pvrTUtEzq8p+65O3nVd79b19ZYg2FZeBWXfK5I46w5C+P19YNeoZAMawMztXdEfnW/7dxff+3oHGWhl1zxrWmxZYtrV4xvU/uYpmscfESZulqbYiHUbgzbwI7ZODURrKgJAuyIjelYIDWGZYRhHwIsQyJME4km7phELAuv7NG9fpBFT69j8etd9IzmWTeYoTuTp6dQJBcoakxJxlc0OBafm7c1cyc00z2aw0pabHXoFJykjQo0whDh00dpAl8RTTn0Lhpi0V2rcAtlKgWPplktbLXvRGbu3k5qXAJMCPIeLz01yP0PdOmnX+vJL+8fXVoS/kdqvUjfb348l533radz2QCZTAGd70d5ZeKT98NKd1BZ9yC6MspfXlbc+mQWKQV7be1wwPYRmlOCRRs8QDN/qklNTNA3qihWwhNSMQatMWhtMs3qbIsly5fzyWOPxRCCSCTyXi87FPhLFTzrgXPZormD53nkc3kuu/qX7L/33m+F1h6EtameIyxTPJ2wGujTAIHWJEwTRwrKnk/ECs3Viuezy7w9ef3115jeMQOJ/kRTY/I3nlV5WaGLQgtrS2iZmVhbh9ky9RvfnyqaWhxhBB6vryvlH149vnu33XaqLZcKOpvJ+HKLrhtSSlINjcHPv3ZO09Lnn3fqWhpxPQ/lukQbW3oirRMXBeVisvrjJlDXN2ocv8Pk/PMXHZfBTAZX//mGWZ9d+My4csO4QmTDWpN99gvYbocKoyMCdNVnpTWmYxCrj5BqTeHEI6B1VQMTRGM2be11VDyfzGiBctljzdpBli/rYd26QRYt6aKrN0PnQJYSoVssIiFhWSigt+Ixu7aGU7eeTVsqQX+lhOmYeEWXjp1b6dhlHG7RR5qiGlwbaluCsMjgS7cswi8Jtj1yazp2Hk9qXJyIoyn3F3jkgW5u+f2G8osv9uRGjGLXuGmO11Dv5AnE8fmS3zurI8WuWznMbFNMakvhRyYSn/YREhN3wQYcAr782RO5/g9PMmXSOKQQDOYCWtIGTWmDdf0+XgA7TLbYb1uLXWdYNKYEQ3lNthjWkRdj0Pr/G1qbtK2V69Zx4sc+huv7RKPR93rJh6vQWgE4QDvwacKgTaSUDA4MYJkmdz3+BB1NjW81EY8Djqw6QbNADWHczW3A01prDCmxDINKEBAoRb1t8eprK5m3/XwCVSYmmpkxpfGvjS2x/QtB6VGhRWxLaCXKyXazOz3xzAsmiT33rzNGhxWOqHDatx9emDUnuqeeelx7PJE0RoaHPSml0FpT29Tsr138WuTqr5/TlEqn8BX4vk/g+UTap7xqxhLDynM3DU7SkGJ0VWfxox/fv2Xo/OMnMdj7+m9XLCoef+fNW1MpFtlhvs/2O2kK+TDFTgVs9u2F0f2CaDpC/eQ00foYhhRM7GgAKbj93oX86fYX6e3P4pY8BkcKbKh4QGjyxYQg5oSO900l1ofKFXwN+05o5ahpUzHRDJXLWBET0zFBayIph9kHT8GpibzhP1IKFSjcYgXTsTDMGLXjm6ifkCLq+FSyZR66fT1/+PVaVi0dJG9XetVW9uLWest0C9rUihlCcKflmKcuWd5Fb+8gf/rztXzsqKPJKZDSCP1oUpAETjrlczx2/1/omDhhU7QGZRcqniYeCe+nL6NQCmaON9l7jsnB29tMaJQM5RUjeY3YpHmNQev/X2gtWr2GzxxzNH4QvBe0WoA7CDspb18F16mENdN9CNtGrVuzhpmzt+L3991HwjLJv/m6pla1MxcoVbWWbuABwtpVb79tIag1Df50690cc+xHcWiitbl57pQJ9S97prvSJ+gSWkQB7Uu/nKqkOiqrEu2nfLFdH3dKq7VxXYmJE9Lc8dflA8ed9aeXt50zqea4k04aN23mrHgum/XRmnETJ3nX/fAHdY/dflty2rTxdPcNY0lBNJFwo+2TX9FCBKjNWddtuaJ3f2Ot89krztuJumTt70eHBz5eHn6cX10yiebxDRx+fJm+dRXyg17YLt4Q1f4NYvNcBm6AsCVT57YxcU4LT76wmhtueYYHX16DT9jqxwUabIuYY1GqeDj2G12xpRBkSxVGAsX0VIKPTp/M3PoGRktlcr6PaVkY2g+j5aMWvqeYvNsE2rZvxisHGJbEq5RRnkckWUOsto6a5hS1DQa4AU/cvY7fXrWEJ18bos02+PgeNnWtsnjFmvLrI0XVUW9LrWBQStmQHR09tlgsPnXldb/mwH33oQB4ga4mRYNpmcSBkz/9aZ565GHGtY23qivaf/thTrgdhvKaXFEzvdXggO0s9p5jMqPNZKQKr7dxagxaY9B6B6mtale9hOkR4wlzATdLsVjEdhyuu+UWtpox463mIcCFhNHKXYTRzH8mrN7w9+QEDSOWaf4lIeCH37uCC755FmAwu23O78Z31B1XoPiIUCIKSF/65XQlPTlYl2zb+8AG/4wLOpzhQRfTlKSTDqd++7FX/3DH37q/fNZpEw858qjG/t5e145EtAoCrvzKGc25wR6ztrGBgcEsXqWCFa8p1E2dvgCQWikJYBiiZuma7JpD9mg785pv7fj91eszx0ISw3+VZ+4dZdJ2O9I+xWO4R1EcKjLalaU0VMEwjbAKqa+qLdE0tY6N6Zj8/vXl/PnxRfjA+GQMyzKq5nZALl+ipiaG5/oorYlGbIollw0VlxbL5PBtp7BnRzsRJekZyeFXPDBNiEYxAg8jamHZBqrikhpfw7R9JgJhuIGTiBCtqSGSTNDQHMF0YMFTvfzpF0t55MFOIMLu86Js31ZACkXSdlhQ1otuXpf/miPYryFhfdjz/Nk9PT3PX3H1NfM/csjB5JXG9f0tm762aSFStaax5OIf/ICrrrySSZMn/7LqG/36u6FGCBgpaIbzivZ6gwO3tzhkrsX0NpORnGI4rzf/3Bi0/gugFXgFLDvJ1AN+gxGrf0s7cezqK7x/I7TeCrB6wiDPzbJ2zRpO+cwpXPT9HzDiK4R+U0XSOHAw8DxhHuDPgacIE5n/nnwD2ENpfX7MthZEgGdfeZ2rr7iKh++9t6nWSa5qaG8ou4a70EDGApRqKDfMksPxdEtzxL3g4snRSEyKYiFgYnuKPz+wvP9zFz302te/efaUmVvNiY8MD/mtEycHLz/6YPz6736trqVarz4IFMr38KRdkE3tCwRItJZSCpHLe6WRrJu45Ny5Oxy4ayt9g8XQBPQVkhGQKcoliUAjpABfMLwmQ9frvQRuEPqYPJ+6aAQtBL98cgFPrNzI+FQCy5Sbl4PWCsOQ5PJlXM+nJhGlUnbpr3gEwHH7b83Ru21FYsCjpy/DaKaM8jQKgRISLQTGpgoQKMyq5691+0Yap9UTr00RTaeoa4oSSQgWPz/IX/6wlsfvWk9+1GXi7CZmj3OZYA/j+QJPmliOQX3CKhfroxN/9epQX+ewP250w9IDDzvqY5+/7vrrX3Xh+wXXW7dF+eyZCi6qs8ynK0Fw1Wknn8LzTz+VaGxqWlhVJrcj7HD0riIFZEua/oyivcHgoO0tDp1nM7lJ0juqKbkawxiD1gceWjpwUUGZSXv/nFTzXMqut2Wt9a9VVe8f/4eg9Y7SuWEDhx11FD/96U8pwVuv6a2yE2FKzSPv8pafAfYHskrr7zuGsTZuhAtvw+gQF5x29p9XL1h6VE1LzerRYGSlo5zGplLzNlZg+aURoc78Vkdk571SxkCvi21JIqbirMteeW3GLofHZk4dl7AjEZlIpd1ffvPc1CuPPppsnzyBIAi1G1NojHiyYDSOX6C1lgItXU+pDd2F4nfO3G6rz3x8+ri167JopcNfQmIYRpjk7GmUCjCEhRQG0hSMbMiw8tE15EdKtDalqHg+P3rwOdZmsnQ0pHFdn2Q8gh8EFIpuNbZEI6VkNFsg7/qMADtPauJrX96fA/eazUBXhpf+uoxsdw6/mlwdYKK0QCuFtC0kAbYIsGI2heE8M/abxswDtyISdahttNi4PMMdN6/ioTs3EAQwbVYdrg9tdoYp8QyFStiA1TAl0pYQaHY5oONKNS5x5mcveY6uYZ8H7vtzfOaMGT8ddr20FOLRqrm/ndL66DrbYrhUuvCkY45Z/vJzzzF91qxDfM+7tqq1XwH8DNi66h9dCzz7fuDVWmtw/G42h+1oU3Y1gR6D1gceWgiJV+jGSU1hxiF/Qkhjk4k4DvheVRv6PvDyu0Jr1WpOOfYYVBAQef/QmgAMVP1SW9yGpqermy995RzO/PKXySqNCoJ/ZWS+QFhR1ACGtNbXSimTKdOYHcCBt9197343/+RXLUG+SEmVOqMi5iT8eNqWptu/VulPnNrqfPL0FqtrfQWtNU1pycI1fmZBbruRObMmJQf6ukt/uuXmgZfvvXNGNOLEautSgGZwKIfUAWY8WUhOnLpAgBRoY/maTO7kj02d+IPz503t7sxRcdVb2l2YaCVQWmGZNiiJ7/loT2NFLYY7Rxl5oYeh3hxXv/A6i3oGiCNIJKK0NKbwA8XwaP4Np70QBF7A8pEcSSk557S9+dxn96AunWDZoh4qBZfRjRl6FvXhFlzcoocqefjCQFk2UisMx8RQAcWBDFP3nsoOn5pPY0sUv+xy182r+eOvVjAy7DJzm3qaxkUZyikSlVG2rctQKIHrhgGfQgpMx0AHmvoZtYWdDuiYvOi1Nf1Ne3+V7XbYjawfnOQrvZcU+FVN30taZn/W9eyDP/Sh1lUrlrlztts+8D1vSvUApgQkCAsutgBpwv6St7wfzWukoNk4pLjsxDiHzbPoGlFj0PrAQwsQwqA49Dot259Jx7xzKHsBoHcGPkeYHLwK+OG7QevF1xdx3CEHU9/YiG3bbVXovfQuV3sOcDHwibf6o6SU5HM5ujZu5Lb77mfXXea/k1/rH5EvAdsAA1rrpG2ZVlyI3MLlK3Z59okndp2x9eyh22+6k8dvv7dmUnuHlL6hTGG6jrZFrhc9b+e08eWL2iPFQkAQhOkjTbU2z/RMGbr/bz19Lzxy+3BfV6eo1eX5QivDiThIIfCDAKk1hmXqAaPhb4MZL5vJuhy4R+u431y6+3YVH0ZyAYYUaAFCyOocCpQKME0TS9oEAQSeh1spUHErTN9mHOuW9HPKyX+gM1OgJR2nWKoQj0cwDUm+UA799UojhKBQqtCdKXD0gdvy1XMPZtrsZno3DpHLeAQVH7fgUc6W6V3aT643j1vw8IsuPhKFRLoVlIb8QJ6Z+81gn7P3ItkeZfVTPVzz3UW8+HQfk2anmTA1hdKKXM7DSRrs1JKl3JWh5IbQDHMVwbRNhClINkVp33nc+c3x0iVr7N0Rk/Zj21kT5ti2fYbv+5lNKzZumWYxCDac/LGPRZ94+OHvzpg9OzBNc7FSqlB9EEnCmL/G6lz/5n1vVgHrBxRH72Jz/kejdI+OQeu/AlogUH4Rv5JhxsG/J1k/m5LrHS+EOKB6qtcG/OLvqdxRy0QAp55wAg/fdx/TZ806zff9a4Abqz6nt8Lr2qrz3QE+X/37m5+ChsGq5cs55LDDuPb668nBW/1t71eSVUA2aK1LEdsqRqD0/Kuv7bPwhRf3aGxuKjkRK3v5Dy/tX/9q94zZUzoi2hOeo20cbePlDV1f64hzfzQhmqw1RKkQNthqTFms7iyUD//S7c8hhD9hXF2tNdq9nQ4CQ20xFRpNdqTIXofMG5y69aTR11/rDD53/PQJs2a0RDv7SpimgVJ+NcbJYHN7dzRSSKSQ+G4Rz6sQaGjvaMTzNJ/45K958Lk1bN/eiGkYJJNRgiBg3cYBlNLUJKM4tk2p7LK+f4SzTt2Hb33/KNxsgdXrehBKYBCm+JRzFUqZIqOdGTIbclQK1XpcbgBaUxopURwust3HtuXg734YbME9P17ENT9cjBKw7YeaiSYtymUPXwUMj3rsskucrepLLHqiD2EIArca3S6pBsBKorUR5u7XsfKhJZnpX/zuHey0wzby7scfP6Y+Htst6/mbG4srra2UbfkSbj/zrLPEbb/5zQUTp0yZJITIVec4UgXXV4H7/9EFsnFQ8bFdbL7/8RjLeoK3VtUag9b/ILRs0DHebHhoNOW3mmObtK1Kdi2Jcbsybf/rAM4JNB060AWt/SYQa6pm4ttEaaizTYayWQ7Zd19GBge3HtfWdk8QBDWEvf7uBC4CNhJWhNwbWAx0AF+mGp/1VvFcl5HRDLfefhvbbrstQ66H8Y/VMdoXOASwldaFuG0VDXCfeeHFg5a++ur8VDo9Wltfr+74wx8Gnn7yoU5dSU1Pi+TktsbaoioJIthI36KSE/pLF46PzN01YQz1e5sX8YSWCJff/NqG79/w6qLZE+JNVqZ3LkpJhHhTHboN64c58cSd+ObVn8Df0EUmr8kWBKYBKnDRgDSstz10hDRwyzl8r4gdSVHfUIftGJxywvU89fhKmsYlyGSLTKyCK5svorWmUKxQLntIKejKFPjM0fO57OKP09+fYTiXxTJNDGHill0qxRJuwaVS9CkNl8l25ihlKrgFH7/kMrJxFCElu33uQ8z/wofoXtDLL7/yEo8+upGJHXXM3LGRQCsqno8WmkArsnmfQw9I0GJXWPxkL2iNXwmrUGgBhikxHQMnbjH/wEn88K5l3/rdQ+sf/e63z/7m6WecUQJeyrteSoRZA6HrVWPV2WazgOu+/q1vpX573XWXTJg4Mau1tqum4QBhCZmRf3TbFCuaZFTwtSNi7DHbpHtEkSlqDDkGrf8ktBLA7Wi9T/Wkz4fNk+kDQTUFS2l0mbD4nUdYHG1EIJYDGxFyuDS8eGnLdmeKtnlnH6U0eVOQkeBqaFVwSwCv6gC08s0tVHNDgaizzNJfH3zQP/2002hsbPydaZq7VTW1yYSBoJlqiMPG6rU1V/0PT76jz8Ew6Fy/jm3m7citd9yOJcT7AVcc2B3YDZgCDCut8wnbygE8/sSTR6xZsWLrmnR6OJFM6uHBQe/KH/1wg2GKwHJi5uBKb+uZ41uicStSkZ4pbG0z2Bmok77cEvnIpxrM3k538/MhHjVJJRxO++7jC+95bPXglEh+91RMOD5hIw0R1nPntaWd7LPHbK657hiy2SJaRMNKBUqhAxdpRd6uJQsBSlEpjmBFa7CdGK1tSb72ldu44aanmTG1BSklAihXXIaG88TjERIxB8sy8PyARat72XpiIzf/7FMYUZvRYgnLNrAsG9O0KJdKFEdz1QqnUM5UyPXmKY1UyPXnGV43TMPkRvY+a3cm7jWDJ69bxMWff5ZR32W7rVpoaI+hLPBRaBm2twiUIlf0OeyAJC2Ox9JnelGeCp37fhjUKU2BGTGxHJM5uzfz2oi3eK29Z/PuH9q+QQXBirk77/yMaZpDvu97GrSEmGmZDYCOg1ixalX605/61MxSIefEk4khlGiprqVPAb/9RzePacBANgx7OHEvhyPn29QnJV3DARUXwqSHMWj9uz8zjtY/JYxdqgM9dUtzUKPf76WjlYf2i1jx1rIZqS04yY4BJzW114zUe5H09I12cuLLpim0GSpYZgBxpYkpXyUtS3pxuPhzp3995O5bf33itOmTrlCKJVvAxCJM3ZFV09AEjmKLZOm3LSjTZNniReyy19788bbb3g+49q5qdRmtGRBSFJOm0V1Ryn70kUeP7ly/flq6tnYQUFJKEU8kzAfv+cvgA3fdPTR+SqvXs6bYao/EZs6Z0VrUZYmlTAY2KnXEpxrtT3252e7rct8IFwk0rc1x+gZL3pcvfe7FXNf6GaX+gfp4Ko4QglyuTHdXhm22bedr39yfmTPqyBXl5sXveyWkYSGlFRa3e4uW5VcKBIGL5aTpmFzHX25fwBc/9zvaJ9RWu0crTEOGcViFMhU3bOBhmQbDZZepjbWcue9cOuaOI0ibSENU68BbSFPiuS5+0cUrenglH7fgk+8v0resH+VrJn1oKvM/PY94aw2/P/cFfnrpAurtKFtt34ThCDwUZsJAG6EGFWpaARt7yuy4fZx9tzZY/mwfbjmElvJD09owBVbExLAt2rZJM3HupNJLhZ0GBgvK/NixB9zRYCUX+tBWgYQTMmO9gidNUBtzIwOX/+g7Nz791GN7C198yTKc67UTHCoq8nLhyUEEO/wzG8iQkCtp+jOaORMMjt3V5sDtbKSErmFVjeMSY9D6z5mGGqABTb1GTyOMY2lGyIkof0e32Nus/CIIgWEmMJ00wqgWOxAhuJSbC//0S0CAkBZmtBE71ooVH5eL1s9Za8daRyJ1szqdmo4BW4KCJ+Nk77j+Z1/laxfeV9s+oeWOeEw0KUXmHa7YroLrLLbIO3zHBWUYLHn9dfbYd19uuO02kkIw6gXVMwLBW08ehZQT4qYx3YJpgFXwvJYH/vrgxwf7etvS6drBahVxobXGiURkMlljXHPlFZ1LXl+YbRrfIjpfKm41Kd1SO6GtruQXENl+rbfbOWl86aK2SKmgQmf8FuCqTTiYKdN7fuEG47wz/ihTtTFGR4qoQHHa5/fkkyfNx5AufX2VzTXsA7+CVgGmHUfrt5+MCmngljIIIUmm67AswWdOvJHFi7ppa0sThOVDw7pWVVAppSmVXbqGsyQti6/utxPN6TjFuKRtm2YMA8yIgbTDAFUChe/6BJUAt+iTH8iT682TaKhl0oemMm3PDsDjp6e8wG9+t4ypdWkmzahFCU3F95E2WDUGytBoqSm7AX4QMHGCzdQOmzrhkVk5RLEYUCz6BH6YnyjNEJ6GZdA2t5nt5jfx9JKBb/7od+svP+PUrxdESbPrwXP3bh3fdNKw60WWPPLyq7f/8E8/UMUIyztfi63glTsm1E67ze5PXkte4jcX8dpzdSriHyKL1t1Vjf4f37jV3wayinwJ9ppj8pl9I8ybHJqM+TKYcgxa/0lovUnLEsIg8PL4lWHSEw6qTbbu/mm/MnxSvu+5tvLwkjq32BduokgdhlWDkOabvPYCgVYVAr+I9kooVUEIAzPWgp1sL8Ubth9SXvHq7Ia//L65wVxz79+SXHzt4Om2Lc5vqJUbbVPId8ivdwiDSx8mjI5f9W7gevml17noG4dx9jd+gUvN5uLd7+in0PDC88/z8L33TnIikYdmzJo9RaO7giDAtCyZTtearlvRrusGdfX1RueGDd61V17R6VHKq7zdkFsst9pm5ngvGY3q0d5AT5gUkWd+f3zUdiSVstpisg18yiTrNQ0TJ3De53/PNb99iq0mtHDxTz7G7odszeDqLjI5F9uOonVYwsar5DHMCNIw37FWmBAyhJZhMXlaO7+58Rku/PrdTJpcj95UI0q/0bZe6/AIf7TiErcsPjN3Fs3JGMOBixO1qJ+SJl7vIC2BaRthSlBYQw+36FIYzCOERdOM8TROH0f9OAcvX+bik1/i3r+uZU5rI80TEvhBgK8DtKHBBLPGABMqvo9lw7ZzojTWStZ3lXl9SYFxpktHLMB0PbSvEFJgRYwwn9GStM9vpWF6mnWrs78/9csLjl+SH9w7gZi1Y8vcXebM3urDxWzRfm3hK515v9BtYpdqqHGTIjmKloMandLotQLjWWVVnnWnjeLVlhBK1FfbhJX+qQ0cWuZsHFIko4KT9nI4fncHyxR0DSlE1Sz//wpaL9/zBrSq9c3+9Tr57wEtHVTQaFrnfZ2myQcIAedpaPI12XK+r7nY9+LE4tCrHcXBVyeVM6ujfnkYaUUxnTqkGbaLE/C2RC0dVAi8AoGXQ0gDM9JMLB4fbqqXv/njffn6+58q7TEwHKwfzgQV0xAynZR2xBFGNTdMVTWuydUF9ifCQMH1b42nCRQsXFrknBMMvnnWNizoP5iFK0wilvumUAlpGGxYt5Znn3iCxa+9Nnn1hg1Xn3jiiXNPOO2zQV9Pj28YhpBSsnLZsmJtfZ0ZjcYjoNluxx2tm66+uu+eO27rb5s0ThaWmrMYtNPbbN3qlrPoZI0hzv5hezRdZ4hiQVXv3kBRwTNyBH5Aa3srvb1ljjn8l5xx9j58+uwPs+G1jQRBgGHZYZySkAReES1MTMtBB/47Tr4QArecw3YiNDTVc84Zf+CRh5YwoaN+ixZg+o1pF1Aoe3hBwGd2mM2U2hr6S2XsqIVhC5LNUWrGJcKTu4iJ5Ui0VlTyLmgRRrVPaMaMRUilNSjNd45/gSef2sh2k5tIN0RwvYBAgLAEngoIpCJaZ6NNjad8IlFBPB4Cq1gOEFrhewF1UUG9rXBUWJfe9XzKvqIYCLxYlIo2KOV1cdHr+b9F6/TeQgZrRvu9Qy+56eID9/rInnPO3/er33jxlZfscTQbAjkkkGWN31QNc2hGKNvWsdeCRKUru+0GEy2fF0r8unri/U+LIcMg1N4Rza6zTL54YJQdpph0j2jyZd7iqP/36R6mAVud9AGD1qIHD9p8gdEYODb4PhSL4LrgeZt7DfzboOWXR4impzD9oN+AMPFcf1shxJHCMKaYki4Z5gIarh80FIeXthYHXplYHHx1YnHw1fZKrhMhPGK14xAige8BQr/pVGXzIwpAC6QUNNUb5IqwvtMrL1/njy5Z5Y4sW+tmegb8olaQTkknFpEybB1IHWETAYRgZ6V4oVxR5IsB+WJAzJHMnhbniyd18OEPxbny2oWc+4MVjGuKvDFOQqCCABUEpNLpuem6uj9nRkbkjrvuOnTMp04YPzo87I9ra3OefOTh4Rt+8Yuu1vHjrWgsnjAMs2HilEmDXRs3ugP9/b4Rk+VG1TB5+BU1wbbM0pTJzZTygT7r+23RaXOicmTQRyBR2se3ihh2BOX7uOUiDQ0pRnOCSNRCoPH9oBrNH/YIEsLA811kJI1h2Gg3B0HlHU0Or5InmaqhVFJ86fO/Y8O6sI9oqeSFmq/W2I5BMhEhX/LIlit8dt/t2LWjmQ0DOYQA05aYEQOnxqGmJYYdt4jEoFzSIGzSLUkSDbU4NXHcokdDi0HgC75yxAKeXzjAjpOaSKRMPM9DGAGWrfBVhUBopGNgpUy0qdEiwA0UrqewbDBNgVfyKRYqjOZchjMV8gWXiqso+QLHkLSkLKZNq2HKlBoO+vA4rv/rmtf+8lxnfTLuXtKo239654N3W7HaiPXL828o/uiSHzNxdiMiENjrUxhlh/CZBxITgaawbQ9eunSMrJh/JMxHPfpf3szijbCImAMn7xPluN0jaC0Yzqt/K7iUgqgjsAzBhGPv/2BB67MHHwwafAVNTdDYDA0Nmo4OSKfDXwC5HJRK71MTey9oVUaI1Exm8odvwnQiW8Y87Ql8FGhFyF5pylETyhIqAcTKpUxTZWhhe//qp2Z3vvbwDPwNTJhWS6QmTaloUCmHNZ7EJjVMvGFOAti2JBGTJGIGpbJmY28QLF7tjixcUhlcusYd7RnwS56nMQws0BuAV3xf3xxx5EBTvcmk8Q6T2qNMnxxjtx1rkVJgWSb3PjrIj36+msZ6+21jI4TYC/gd4GZGR9fM3Gqr9CdOPmWcHYnIzMiIf9UlF28oFgqBE4kI3/cqfiWYVS6XhlN1qZ5oNJYsq0oxRaK5qdQ8bc2iEbe2JkbETqoTvtwUOfT4OnPD6gqGEFRkBjMWxZQRhGGClJSyA6RqHBQxSmUPKd46TQEBBmasKYzLKg9CUK7GaL1ZfLdANJ7Asmy+9Pnf8cLza9l7n5m0ttXiB2FO4cBAnpXLuonEDPbffSY7NjXQvWYYzw/QgUJWq51KSxJNmdgJB20lcFJpmielSTfHUH5AueDRPMFB+3DmRxfy3GujzGtvwomZ+IFGRJNIXaJUyKDwiMZ8kvXg1Jm4gSZAIa3wYVap+GTzZQZ7c2RHi3i+wtMSK2LTVGMxuc5mQkIyeUKU7Q5qJ9FcQ2NzlFvuWjV64S8WdzUk5Sna9p+/+da7KWTznHXqqZS8ApFaZ56WelDmrPXGUATtBCDAyNoENS5BXRlRMe6v+nBHgI/B5oMg/h1aV9eQ4oDtbC44KkEqJsICg/8mcSyBH2h+dn+JS29+4oMFrd0mHLyZ4q4XVsaNOJqGxhBYk6fA5MkwZQo0NUMkEgIsn38XgP3z0KLqWzqIsHRxAOTQGMIwAsMQJQvyCuhcOzh5xdN/2b5n6aNbu6OvJSdvJZk+rwFpQG5EUi4KlBIIucUB8aaSvFpgmoJEzKAmYeD5sLE3YMHScrChy7sx6sgvlT1dGskExCKSbWbFmTk5SnOjQ13axvVgKBNQqWgmtMW5/YF+Lv7laloanbeOxAGEKRwZoLdcKslkTco47cwz2ydNnhL95eWXbfzbE4+Pjmtrc5RSGkFFBzQrpccZlngVjaGE0kZgRCeo8bOMsinXLBlRQtl6tw+3yPMubY/6LmTyWXTEx3HSaOVjOFEM0yHwKpRzgwghsOzEm05uhTDw3QJaa6xkCzrs9fV3NS3fK2GYDtGoQ+fGYUZGK2y7bSuJuMD3AwxDUCh4dPfmidsBSR1l6XNddC/tg0DhFj38io8ZMUg2JWie0URyfAtWooa6FgfDCKgUfXxP0zzBQSL48mELeX7hKHMnNGA6EqUUlm3gaZN8roC0NE7cJpcvIm2PcZMsEnUKN/AZyVQYGSmSyZdwK174VLZtYjGH8QlJRwxaolAbCatT2C01tM8fhxm1SKUdcgWXs36y4IWBUfcgxwiGE8kaeru7pbTER+obG4f8sn8xcKk29e04Aajq2jIUwpeIsnEIghuqvtFZhFVxf/Vv29jVcje9o4qpLQZtdQZl798HLdsUjBYUizb4rFj6/AcLWodte/Cbjix09dSrUoFyOdSuTAvGjQu1r+kzBDNnwoQJEIvB6CgUCm8xIf81aG2SFuB0wvyt4hY8FNKQOmHInITiqk7qlj/94jZ/++Nv2obWPTN9jyNaEpNmKr+x1TdtR5PPGpQKAhVUNbA37LfNlS6lEWpfybhR7WknXtGIu/yA623b6JRSkC9oimVNoMINL4QAIRk/LsYdf+3nhz9fzbgm563BpL8lLAzYL4QQSmudz2aDz5/zlQkqCPjZJRdvTNXWmoZhbB45BG7gMldKCsJikdbKQUunqdg0s95KRYKK9jesHKW34quvnjfD+eQ5rdaKxZ3Y8TiGGUUHPsI0EcLYfBIYVIogJIbpbA5nENLAq+SR0sAwI2jlhtEfbwOWCN9HK4Q0UQrqG5LYNvR19eJ5CsO00AhMQxONmbgVn74VGTKdOYZWjRB4GjNqUdNcQ7q9lrqOeuL1CUzbRPsubjlAKVCBpqHVwZCCrxz1Ks+8OMJ27fUYlqyGnEhKpQqVsksk6WDHDRQBGDCSLeMpH2WWCIwCwnYRQhKP2yANAiUYnxC0Wz4N2sNB4UkD35IoTzFu62bGz2sCHWBFLeprbC68ZnHngy/0XTq+KXZlNpPBtm0i0ei5SqlvAf2ElT0uJ8zOOKC6TjVhlYdjgbmEro6JwH2Etdr+rSIFjBaqVSH+zeahZUJtQvLUs89+8KH11vwapaFU0uTzEATQ2AjTpsOs2YKt54QAMwwYGQkhJ3h3aAWVUcxoI1MP+ANWNPluKTHnVR3jmXdU5qQQCdMoW6GO0Hv63t957unHH/jpjjMn7tQxw+2eMturmzjLS46bGBiRmKaYMSjkqxpYFV6bfTxCVAMwRRVoMsy/E+KvGvFtgXgOIRDVjb0JWsmExcCQz1nfWUqu4JOuMdGaRrR+SpqmbVj2Sg2G8jxbayVdz1M1NSmrXHHLxVLJizl2XKtgU84MQlAKAj0OX840LbHKl/46JZRsLjZvl/RqaqK27UotWLV0RGcrHpf9emZ0mz1NOTxkI6WBtCyEkPjlIoZtIy0Hv1xEBwFii3LMQki8Sg5pOhhGNTZLWhB4b5y3b34ShckkQhrowEfrAK9SwLAiOPFalO+htaomQ5dxy1mknwBtoQKFYZo4SYdoOhbGZJU8vJKLCtTmeQgCTV2TTSRqcM4Rr/LE88Ns11aHYYWHGkpBseCCGSFR62CZFbRQBGgKpRIbu4YZKhSxLIt4jUlbh03LRIkrFOQCpjo+450AUfHJlRUBIiwm6JjoQNG+UwvNM+vCh5glaa+PcMO963qvuHWV0d4UfR44kbBeVi3wWjUw+X7C0kTHVx9QGcI6h3YVVn3VrwVvFIfsBzqrg/oKYdXcd/ayiOpDRIj/dBPpd5Wnnnryvw9aW35PiFADG82EDvvWVs2sWTBnjmDOHEFLS5gcq9Tfg5aGIAPxD1Gz9eVYtkD57witcYT5WwHgWZbpBkFgBIFyhBAGUN7keVdg1FlmDPjWF/c7c/SVhxcuTdaMTypfb6xvDmITZwSJadt4ySmzvZq2KYHhxCCXkRRzEnQVVEJUc+7EZi3sDUgJhJCLEfKrAnHPltBCCNpb41z567XcdHsf06am8T3/JCHlJX6lsjjb399WKeRr8Ny4YxsyFo3gVUrKciKuU9sw4lqxLkAL5UeqJwoaQaWY97dOWJF6y5LdnvYHa93a9kSQiJvK9G3DJBIxWbUor+uakBfd0hJN1NXglsLmEUIaBJVyCF7DQAX+O3Yl8ip5TCuCsBNgRAnbQZeqxa8UGHbo46oCK/DKaB1sfj8nXoe0HAKvjPLdsAOQtHDdHIY0iCdaQIS9AZWnCDz/HZsjKaWJ15jUNdlceMIS7rqvh62b67AiEtBUygGeGxCJGCSa6pGWxCuOhL6qoRwlT4GtsRxFQ2scyzYolF1cI2DuNINdm3L4GRjKBriVAJRGGGHeoTQN7JjJxA+1Em+MIg2BYRnURk1eWDo8/O0blw1HTTHVNOX6qsa0VRVU46pByp+t3sa3CMsnLaqCa0u9R1WDmesBQwjRHgSB1Fqfa5rmpW/eowJdLaQlfA8ZeIggBPz/ljz56uL/bmht+ZUQ4SljJhOmREycCDvsKGhsCL8fBCClplyGckmglEYrn8zoKCeddwXbz9+dYc/n72i1s4GzNGQMKVwVBMIwDBEoHa+CrLbq4CwBQmndXGdbL770+Cu/OO+QrxzQ0Fx3p2GanW6Zcm5E+sqTuq5ZOVNme4kZc72aKXOCmtaJgTQtQWZYUilVNS1ZhRZii6fcln/KtQJ5vhDiT6EpJYjFLBLJKGec+wxPPrWBjmktc9xy5cHB9evGSa9CImYTi0WxbBPLNDANiRQCKTSBHS9Wkk0LtTBcobwECGUYolIsefbwYHm7tnStUxdNBpQNz1G2jmhHGzpMCte+RNpw9qXpaPu0pBga3NS+ywnTclRQPSjU6CB4k2mMVvhuAcNyEE4tWDUhsPzSZlAhDVBeGFfnl8N6WoaN75awnDjCMN5oTrpZKwvHsVIaxrbSmMY7B6xuqTEbpmDc9Bi/+MpKrr5mLXMaaonEDNxKgFvxEVJSk44QiRpUvIBcrszIaBHX94gkBDXNaZyoolDMgykJzDB+K1lsoNVJMm1SJ6loL4W8gedWK4gaYYyYVpq6SWkmfmg8wpBII+xjGI1aDKwZ4du3rPjigGZFjWNmKuXyQZnR0YpW6kfReNypSaUmKqWWb3E73yGsl7aOt+c5h8WphZihlFozMjR0WrlcXlgulzGq4xgEinHt7dTGHHRuGBlUEMpHBwrX9VFKvVstt/8ctNYP/N+B1humRhijk8uF/q1NPVK36FGJUm8M9kj/CFvvNJlr//JTWhobGfX9sFTIm+djG+BLjmX2DI+M1j32yCPH7bX77s+Nb266SMGCrB8cpZXaXQhRV4VXxbRMkYCLLvjYBSPP/uXpXzV3jDsZzdJq72PcklS5EekpH13foq3pcyvjt9vdS0+drXX9OC0qZUF2KDxmD1tSiTdMQd7QrqqmYz9CXiWE/I3SYt3Wc5r58ln38LM/vJZoEeIeqfWe45pTNDTWggbDkEgZOq19X21e0jJw8Y1IIagf/zrSaPYr5bgQQtu2kR8cLsaHesotLck042vryikroczAtIVneCIQqm+Dq0/6WruzzUEVi5xm8qQJrO/OhWk1vh/eg2GhKpXN5htiU6ZBgO8WsZw4mFGQTnhJXibsHShCLScEVvh6w4rglrKYVgQrkkBrhV8pIw0DWY3z0oGPMEy8ShahTCKRBpT6+8VmVaBpnxPn/uu6ueCsxUxJpYjHDUqlgEA7xBImiQQEXkA2WyGbKRLogETaJtkQx4pb+Iag4pbIZ/No08OMChrcemp0nKyrcQOT2e3raKvZSKHkoDEwrLAFmgo07Tu2Mm6rBgI/QEiNwMBJ2Gy4byU/f6rnkxtrYr+t9PeiNbO3mzcvkMJYvnH9Onq6O2lubd0c8lGVH1fNxQ1vhZZpms25bPaF1StXfuaM884vHHT44Sxb/DqWZSOlJJqs4a5rr2Lxkw+SrqsHaaCFRGvwvP9FaK3u/r8HLd69BeWW6Z0AWJbJhlXrqKmr5Yo//ZLt584hGyiCINhyUnYEPp+wzJXrOru2ff5vfzt23ZrVzw0MDOzykSOOYJ/ddgNIubB7RTNfKTVBa92UNo1v/PGqW1/66ZmX7dA+tf1+EBmUcDddmKjeZKUgvMyIsKSpEh1TqMya5yVn7xykZ2yvHcsWDPZKAl+EicCbTEUht4TW5q+DgNe2mzv+R9/55oOPXnj1c/cC80ygPeJgGoKK5yOkIBmP0lhfQyIeQWldXYgaU/sUlPViUN92uhNxJrjFoiMQWTtqdBWyrjHaGXw74kUOqbdqSDnxwXjUidiWaeZHVDBv5wY5/fBc9LuX38n1Fx/Dtrttw8YlvQRKYVpWaJJrjTBMtO+H2peU6CDA94pYTgJ0mBol7ChSKJTnoXyveiihUJsc+m4Rw4pgRWsQQqKUjwo8hJCYdpTAqxB4leohgI/yfGwr/c4rRoduhPat4nQuKXLaPi/jFgVNjQ6e62PaDk5NHWhFcWSQcslFC4jV2CTTNlZE4yFxpU1ggMIjlxlGGSXazBYSfgJXuAih8QIT17eZ0rCG9tRGKkEUYYX5j3bMZvKeE4imrephg4EVs8l0Fuj6y3Iezvsjd3T1Hfjh+Tu98LWLviNnzpjRakNvf77gn/rxY3ntlVcY39FRPdTRAL8krObR9ZZbri+XS8ttJ3LUGV/9qnvs4YenqgOT3fKHvvX5k7j1hptonzxhi7HSeF4wBq3/JLT+zqW86SvTsti4aj2BUlx196/ZY8+dKahqHlk4MbtprT9Ta1sre4aG9770hz/c+vbf/dbt7un52pQpU37z3csuZ7sdd6S+Nk06EjEJq4E2AU/cdv3dxUtOuYjJs6f+QQf6YDSdaBkeieiqHaM0QhpK+QS5EUE+J4JEHHP2jkHN7h/xG7fbU8WEFAz1SJQKtaQQXMZbNS5q6+JsWDPKUZ/+E725Cgdu09qfL7pnvbRqcKAMk4CgWs5yVtSQ81LJ2G6pmphZk4whBZimQVdnv9s9XJg4ee72PbFUmnI+DwIswyTmR3FHOTTIGCc5pch0yzCaDUvUm4ZR2dhdVieeMN1cGn0uctU1T3PbNcdy5Cf3ZGRjltFcGdsJOyhL0wqh4pY3O9R9r4RlxxGmhTStzZpVCKjSZpMy8F1U4GJaUaRpI6t+M63CfB0d+GjfqwJy0wxr3EomNBFl7E0mogo0saRJ/dQoK54c5VsnLKG7t8L4xjhKKYxqXfmKK/AqPoKAaNwinrKxIpJAKwIdoJSH70QITItAFMlk+6nVacZZjVS0u6WXCF+ZVHyHKfWr6KjrwpUJAk/TPLuRjp3bCDwfIcOlIaRmxUPr8VePskiL7h899dzUq668svTFM84YX4ZvA9+LhCYg557/VX77q2uZPns2QRDsVo3J27TLWwkrmPQATevXrVv88U984ohLLr00XoYvFF1vQApxo9KaqG0RBb75hVP40w3X0z5pDFofOGhB2Iapv7OPSrnCd2++jEMO+zAABa2peMGBpmWeXiNYeumll866/JKLJ7S2jXdqamoKoyMj+44MDY3W1dczfsIEOqZMoSZdSzYzynY778BhhxzFOXufxlDP4PfiqcT5aFaitBZGxECD9lyFYUv8ahuZqgbmVdBDvcI1JWL7PVR6n2OC5m13J1IpSYb7q1qXfLvG1TY+zS03L+SmG1/hRxcfwk7zJ7rFkv+5JYv7bnjphY08+vBynny9C01Yt6cEJ9vw69ZUnHEtdZimQWf3EN0juT2jhvHk5LlzidTUUC7kEEpiuQ4xGaFWpnAC56dUxJd8pbJSCKd7TcU74Ngm66yb5jj77305Dz2+nJOO3pZfXnIM0ojSM1BAokL/kwrQvl/VtPxQ07LjCNMO/WCBH4JKylDTUmE3ZKU8pLSqZlCAMAyEDPMUpWGCkGjfrWpn4ezGYza57BCIOLaRrOY5Qixpkm6zKY/43HV1D9ddvJZSoGmvixJUVTDPDU1o0xBE4ibRmINpSxAaJRRaaHT1a9+AwKzg+4LRVS4dDfUkax3ct5xICzS+Nql4NrNaVtLe2E8piDN5jwmkWpMoP7xXMyLpXzrImic7kTpgZGD09dRxJ2xz8JfPpjkWEUXPPxp4WcHqOstkOJPl6CMOp6+rk9q6+suAkwjLLTmE7enqCcsT9fb29Lh77LXXh6698capZfid5/lPaK2/GrGtchS4/Y+/4xff/iqVUpFILD4GrQ8itAAM0yIzOMxI/xCHfvFjHHf6yWzdMRlgPnDCywsXXn3kIYecWV9Xt2uypmZAKTVTCPErpYLvuK67dbFQbC7m822+79dv7O9vOvqYox+69Y+33nPJ53/I3Tfc/ce2SW0Hgugi8DVGRBKttQmUxnUV5YwHptic7FvtWO67Qg32Cdc2ELscpBoOOlG3TN1WGKMDktyoRBoiTFStQkspsGyLtvFptBL09RUwLJOGxmQ5lYqflMu5f3z8sZX86LsPkM96RCLmyZ09Q792laahJo5pSkazRYIg2NPTPGlKwZTt5+LUJinmctSUU6RUCkfbCMTujnbOMwz5oYHeSmryrJj79V+3R2vrahjqLzB3/0vYsCHLTtumeey2c7AjCdZvHKx2xXnDEa8Cj8Avh+Yhmw4gqoroW6KGN8WzhbAyNg+WCjwMKxKeLPou2nNpbKoh2pBi48oNDA/2EXfSNLY0kWqy8Uo+fesrLHhilPtv7OX5pSPUGha1cRs/CCtWCAGmZWA74S/D3DTe1dNnqdASAhHgCR+NIhWJMbLRZai/zIyZjQiDLXIi3wwuL7BwPcncycuZOVeQnN4ePowMI+ybWPJZ+dAa8oMl3FIRw8c76dY7vxjv6Lh+yPXihhCTgIWbgupqLYPvX3QRP7744qnbz5u32Pd9l7AJxjWEyfcAVwGnZkZHR9onTNj/d3fe+XoiGj0s43oFxzQejUvJbb+/mS8cfyKTxtVQ29iI73lj0PqgQgsEhmGgyj5Lehch05Ld99iXoz/5Sdrax/PNr5w9e9niRb9vax9fCJRyw0KcOo0QARAFYoCpAt8aGhniF7+6/r69dtlr4ZmHf3nusmcXHZpqqO1Fa4mW4CQtzIgEQ1ApBbqQ8TabM1qEmoUWm6oUCLckVP8Qlbok1j5H6+b9PiEbmydIBjoFlXLYzUVUTxAN00RIiQrCwM1NmhhIolH7tokzWz52wRl3cPefXztj4qT6K7t7R9jYN8ymTMBq0uNEAesrhOVdJm49h2Z7PIl8HENI/LAP6LyIjvzSUlZbd1cpfeZPxkf2OapWrl9ZZtKUFo7+6K9ZMlhiz3nzWfDQH3jima/j2RH6e0cxjNCsldUwCE8bYbMKNw+GGZ4kGgaBWw41ss35m+H8GpHYm4JWlVtGIYjHojQ0x0EHLH61k6v/8Aw3/v4l7vzVsex7QCt/+XWBhY9rhAxY8VKO5T05TARNUQcZPjOQUmCaEsMMyx8bVVBRPekTUqNRBDLUsBAaEwNH2ESIsHRxH9GUwcTJdVTK/rtEkmvKrk22P8PJZ7lM2ibB8AAYhsBwTDpf6ad38QCGIankS5SHR9nrqqtf2mqffe9wAzVOKfU4YfdwANKW6azt6qp8ZN99Z3V3dp47rrX15nw+93gkEiVVW4tt25v8XWcqpS7v7e4+5aIfX3r9Jz9+LBUQDnDzr36hf3zOl0jU1FCTTqOUeov/bwxaHzhoCcDQBrlYlqzOMrixr14IOVcid7XN6BENTc0xr+wV0BgqQGqFpbW2dUCgPAQBUqNS2uflPffYt6tzybpP9G7o1E2tjcstQ2JKIQ3DADtmYEYMrQTa9bQqFgPlVgKQYTvDzSXRq6VSNBgSkc/gD+WpTGojfsjJRuteRxs10pAMdFWj46XcIizCeJujXhoGjU01D33zvL88/tf7lny/rS1NueKyoXMQT2tkCK2ntda7bxqfUWBa41T+H3v/HadXVe/9w++11m5Xnd7SG0noHUFQFMtBBEFRsTcsHFTQI/aKimLB3isKFmzYK4gFFQREahJCeibT21V3W2s9f+w9kwlw2n37nJ+3xw3zymSSzFxl78/+lk85fuUjqEezGDRWgLTqmqItPL09qjatPsxf9drPLiukkcXxFeGE5rxTfk66znDz1puovOAsDr7hOv580+WMTzVpt2OU66HcAJ20CdvNjLpgkpwx74EUmCTO51mSTFi9n5QiHS9rH40l8Bz6VlQI907y3S/8hq//cTO/uWuCVj1mFcfxr6efwCVXlbj2yjoXv3YHS/DpVT7liot0smcq5f4PIUEKyWLjIAsYYRHSIpXIeFRC4eLg2sw1Ynxmjj2jU6xb00/JC0hS/e+ca9nvPVfylztrHH60y8vfqGg0Ddo4zO2psfvWMawBk2h0Ypi57z7WnX/B/We9890/E1CNUv0WY83eeT2rhXO6XMf95fXXf/uzn/oUJklYu2EDI8PD3H377TQaDQaGhnBdF2vtk3bu2LHrUaeddsdXv5aZmn7qQ+/j3a95AyuXdNDZ0yPSNF2V34x3zitB/glaf1+gVQKxUkCXQHTHTnSaEeZ4ZZwjdKorJrEoXI0lxuQTYoO0FoHNCKzWIKyxUhjZEIma3Ds1XMCK2c5St7bY7C22AonAxRi/o8dzHIWbNmK/UJBKypyVlVVYGLA6ay+s3t82ShAzk8TNFH3s8aLzqRd7S494hOPNTghq0wKlZMY4f4jtYm9fhXvvGeOSV36POE4pFFy0NuwbmyZKDRm5gFeLzAoHkxPRjln3CLo7BwjjVs6Qtis86/6iTHHNvrvZ8eK3DtWfenHvcbu3hCxZE7DttjrPPeN3rDyqzJf+dDUbgi2Mn3geH1w6yGu++lJ23L0X1/eRjo+OW0SNKdygglQexqTZfMraBe5VRpOQKC/7N0nYQMcxfqHAko3LIU358uu/xjs/9xt2r1/Bc08+jm985XscXTyBJyw7nbv2buU1XxrkpLOWccmj7+IPN84yVPaQSi7qPueVCHYBxLIXPAczN7NEVo7AcxwUMm/0DIlKSUTCRK2GKBuWO4O4oYeW+0FLPuAsFULgKMnu+6dpt4s85YUupz05Zu/WlF03jRI1E6yx6DjFpIaZXbs45Ownb33yRz/1UaCkIa6n+iPW2nUCBmzmBT/X4TpfkJBOt9qT3cUCETA8Ns7nP/oRvnHllSxdvhwlJRMTkzzq9CdwzhMeww+v+jK/+/GP6OzroVguvd5o8zKyxQ3AFPBj4FJr7Y5/gtb/N6C1liy88jCRCUh7yCQ6S/e3ecJf9FAMglRK5klNVuw/ye0iy1lXIOoKZ1gKhLXCMak1OtHaWlSaGBm2U5PGxqSxFUmYOQ6AsFI6SiBQQuSODQpHKpRSuI7MgGjhv6wmNCmMjpmo4CIf90x34Inn+/1DaxwxvgeilkA6Dwatlat7ufydv+Rjn/0t65b0LDh8jk/WCDNy7bCF9fN31jYwWO3j0I0PJ0xaGYBgkcg3FCm8t75b7j300K5Hv/mzqy411j4rjqDaY7nyzWN8/Oq7eMzpK7nipx/iWlHgp3vv5vuPOJ07P/IcBg9fzdRUHSmzoXwc1XG8IlK6GZfUcbMtoM1DLozGLVSRysEYTZqm9PVWKfUV+eHHfsE73vg9bi958OUXsOZpF9H3jvdRu/SnnHfUvzLRGKMep7z0o2s4+ZwqN169h7c/dxdlX4AwuL6DUjILhSXz9lqotlQWOKFciXByX3QBBoMR+Yc0GKWpNdpYIKgoepJuCrpAKtKFm+MiERK+FRgpQMP2bZNUu8sExTJPPK9GEA6zZ3OMdAVJmGJSizWGpNGgf/Uqveq1b/nWFR/9xOZnnPvknz713HNvnU7S9RLeBETWkkgpPNdRX1JwV2xshyvFviA/ly+6+GKu/vwXOPL444mNpZzMMXLX3YSRZsVByw5Vyvm5MWbZv0/AtS9NEv35/7ZF1N/o+O39w/8rQKtCBkzHAEfn4LTBZuLncl5IhGRhFm1Ai2w1bCyUEbbTZn/PiCwMY8FeBkRunyUQ4AhEW1m1K7+pOhirg0JQ9P0gaDfadZ2mke97rpJKeoFf0HGqo1Ycun6hUptqNMJWok1qhU4taZzl4WEFwi4GK4mjshmWEhLXESIKhZ5ui2jVkFN80kv9occ8q9DhlxRjuwxJnFVeCImUiqGlXbz2ku/zre/cxvLeKlIIjLVMTNXR1tLfXXmh6zhXGmOwJiVJNQPLjyEoVomTdlYFYpe4OMMy9KaZ89dc9tmD5w5/WHnf3u3h0NCqgBuuHeUTF03SVRQMrnZ5wu9fya8rDo/mSB73oifw2vH7eP/XX8Oe7bOZQ0AaE7XnMhqDyix1VFDEJNkWcH5QH5Qzd9K43WLNhlU005TnPurdXLtpBF52MrzyNJxDT8Ds3I5YfTHnD7yczpW9TE5PoTyHCz7cx9oNlmLJ8N4X7uW6H88w2JWJqh3XIQgUjquQat5KyM4LDbDC7kceaTHz20NpQFkajYhEpxQqLolMqKYVenU3UU7Lmz9jFJKSdgisInFTppIWe7fXWbmyk4QigdvgYYdtRaeWsC1IU7Mgm3GkoFoO+Ppkq/7zv95152ClfOpnv/4N/YTHnMZskv4bcHpeFb0yP+8/R6Yn/Jixlm7PJQUuuPCV/PYXP2dFZwCzo1jp4nj+Cdaa/9RCwRhLmupXGmM+8c9K628HWiUy2c3DgONtFgm+Lmv/rLEZgW4OSKy1ab6REg/RQFoQCSCxumIdt9s6biDidrofthbBV6YoTZWVewUiBZTRJi1XK52VjkrX7Pj0aNRO2tXOjp4g8Is61amUSkohpdFGz43N7FNKSiGUFDZrC3VqMdqiE0sSG0xqst+nWXZU7vWWX0dCzGniJqQnbPC7znpZefDEJ5YLhbJiYq8hDgXKUaxY2cOLX/YNvv2Tuzm0vxMJjNfb7G1HAJ8uwYWKDJ0LwPp1G6n2r6XVnMuGuFmV9d1AeE+Z2GHWPf3pq7a9/vL15d3bWruBro5el61/meLjr5imWi1T2zbMwy89kyvetJzjKHDfnzYx+ppLuf2dz8Bds4pmK8QkEVFjCscrZC4P1qA8H6NTbJoipCJqz+b6xRJr1vQzNjnNI45+O1t7PA7adCWP6ziVz/71M7z5qKfwnSe/gr7v1zn1+CcznrYIa1DtSbnwI710dSuqHSGbbm7z5nN3U64qHNcStVPS1CCVxA8UfuDgePPVagZalgyoDBYrsvRrg6HRCtHGUKg4WAmJyXYqA7qPkili0PP+tlgsqQhpyRbKFZg5l6ndIevWdKM8yWTdY+3gXtYM7mSu4S943iMFjqvodC0/nGxxW+q+Jh4f+dCnrrqKx5966tBskj4X+DWZo8evchb8B4EbgK9ARurtkILL33Yp73/XOzh63RCO52IsHWT+Wkv+Y8AypKkh1Zo4SU/CcBP/w7h1y/DkPwxorQVOA/tw4PC8vSlbbAJMgq3nldMBgywhhMRao7XWQggh5CLrAbvw1yzGRqJQLmrXXSlacwKj9fxA+AHw5QsrJ5WVI4CPxUoplZJKmtQkAiiWy51BsVA2iU6EkEIKITCCsBk2w3q7bk1+huYzrQyY8krLioUBvc3/zOY2KlobMKATwVg7jcHaE48qdj7uBZW+E55QLlV6HEZ3aIYGevjKlX/iwrf9CJl/+4rvcNyavvc028mbk5xTZE1MbKp0DW7EURZjFmYzT1LIH9hYnZmG/OTDHz2OI4/uCkaGwz1C0guSvmUx17xvip992bJ0KMEZb/PL287hjiUjcO8o4mt/4MYVSznhKSczPtPCGkNYn0QqF8ctYLEo18canfGtcqJoEjXo7AjYO1rnUU/8BOc8+lHM/OL1HMvD8JrbeUN8PWd9Zhvpm37DEYecTlRIiUyR2RHDYY8UvPjyPtK4gzQOWb4q4iMX7pj+7tVT02uGCh0WHJ1aJ451KYm1zIwmLI4vcH0nczr1yUDMsSAtcaIJ4xgrLUFJYQWkWmdkVpERkytpGWkUqU1oEpKIBCkERROwRPXQ3JcwOV1n3fperIVYS0IrOGTp3ZTdGq3Uz9tUifIUPb7gT7Pp3LUTzUMKJtn3jW9/m0MOPriQ62bbZDrYQk4qXQ7EYMeEUJQcyZ4d13Pr997AnXdprv3Bbnp7C3ie+ri19hX/6RRYCFrtiHYYo1Pzx1Sbk/+ni627Juf+nwatfuBcC08Ee5yFAbCJzcrjGlhtxb8HdWC01sp13HKl3NGoN+akUsqkOrXzD9Ka7J8bY1GupdxRtEYPEYdSxG2d770VoIRUKRmkSIFAWrVbWCKByHxWrLBSSmmNNVJIUSyVqq7rekoqRwgpTKq1tdjWbHM2CdNYCikX6A8m+84iu90j7H6gyq2lsDp3srAZTUJIiY4sE+0kAjhiQ7F66jNKvY9/fldVKYe05fPpT/6GH3zvdnr7K7z0gkfzhCce8baZ2da7rMm0mytWlvnYx+/lIx+5g6VLgizJMXtEmxTyptmZ5IUbNlb56BUngRVEkf4RcCYISh2S+vQcH3jhJMKpspwau5Z4fP09y5mrwBWV43jpthtploto6SKkol0by1pft5ClLXsFrDHoOEQnIcoNUI5Ddynkha++iu7Kw/nUN77Oz5hjF3XexR3su+xyym/5Ixeufwn+YImZpkIol+EtMY9+Frz4vcuZ2JM5eXT3xezbWp9505N23prENixVVGIK6ZHCs8utIdaxVbqNb2IrY5OiTeaVNe/7nmqNVQav6OAVZDbjmq/A5vlnQoOyBMIDI3CFQ49boctW8IyPCmD3tnFcI1m5tocwzoJdZ5OA7uIkGwfuJTYBNgcsBAx0+Qz3FMPP/nHshObE+F0HHXIwV33jG3RVKg8dIZeZvuE7kqnhPzJy+1vpHxigWB7givfdzE9+dN/QwEBpB+DP0z1cR+VjgIz+YoyhHWbOGY6jmJyu0WxFWGvPBb73PwkiW+aa/0+C1olgn5+BFcstpmkzv6AErGNFtrXPTi8KZN5BeWGeTyqstVLKWlAs2EKpWMVa2q12o1lvzMm84jIWk/UFIIICwvOqNon6ASvSVGOtixWxkDIiTUoYo0TG13IUakpYMQrCFZZFA3QB1lqBxGpr/CAoVjorPbMTc6M6SmLHcRwlJDLfMxkNOjUkoSEONWmStYomNeynRcwP7+W85AhrslnIvAHPZM52OvNhPX0XfHhwefdAIEp+lVYroVDyUVIyNlpDOupkIfij40jKZZfXvfX3XPfr3Qz0lhGxxGLPlkK+TwiOGBtvx6c8fJAPvvdhNBoJWtvzgG9mr69kcJXid98Z4ep311h+eA/rbYvRaJpf/uuhPH/DURy783qWHrqSZmQwWhM1plDKQzp+xvRXCpOTGnXSRioP5fqEzWlqM1Mcc8ibuMF3ecmye5imh5lPfZCOl3+fizY8j/JBA4xOx1jrYxPN5tvmePknB3j8M5cwvm08y7C0kpUHF7nshTt/+IPvTpY3LimRyDSI/ehw4VillGwqKRw/LVR1ZFWYxrTjmPpchEocKh0+XiEDEmNNvg0kv9AzuoQSElc5FJSHi8KXDo6QJGhcCdLC5i3j9PVXGOwrE8UpJm/N66nHxoEtDHROEFLOyKZhylGPW4FY08lrPnj79jgVL9yzbcvvDj7sML74rW+zsr+P2Qf5wWVLndl9NzJ869tQXhljOiiXfarVgHe//cbzb75p5Avd3X7uFWZpNNs0W9Gudhj/wfec9R3V0mG+5wTtMMbzHIyxjE3MYoy9BsQz/idBZFuz/f8UaJ0GvNpiT7fgWEyYT3UCi7UI2mDbFiKwkc1K5TGgkX8Ps2D0YK32fO+EsN1e6XpeOrh0KJ0anxxpNZp1JaWD48qgf6AzjuLQUcp1HJdmbU5j9KCQwoBwAKu84j6hbYv6jGuNLiNlCShJREtauWvBn9Qu3vtl43thsVIoWSwFgY7S0Ghr08SIdjMlaqXEkSGJsmG8yI0Cpch4QZ6r8FxnYaOIBZ0YdGrQqc13m/kWUklcV4KV3F+PGv/yqI6+N3xl2aq5iUz2Yg1Za5n5d30feHJnh8++0SYXvPZ64iShUHARdQ+RyquEsmPAJWNjbU4+eYArLj+RZjMhzTIPbwROxoKQkkqPZPe9s/z1hpDZGZ91ZYexfTt5zW9/zOfe81SecsbxDI/MYHVKEjVwgzJOUMLoNGP3p0nmAJG0FwAtak9TCVwGii/i491tLhoYhau+QufzruHfjngm/UetY9/IJHGomN6XcPe2KR5/hservnwMc6Mxtj2HUAHWWrr6HfZti171tqfvuLFVNz/oHfR2p0LXEy8+AmnKVpnYCoQb+h2OK6VQUEqLBK6HcmU2V3zQcHU/m39eIG7y9nZ+li8tdPkek+MN9o7WWLuxH0WW5JPmNmat1KMUNDly9SaE6xK2LIOH9nD46atpxzp69QdvZ99E2x/oq/7rdTfc8Jk3vvktvOfd73Jmk1RmLWF2eK5DfeJOdv7h5Ui3jFfoRSeWuM3Fy5dXX/+VK+8auvJLd7FiRZUk1ewanmSsHTNY8G8uuM6Ju2tNBHRtGOx+dBB4l8zWmicJIQijhDTV48DKfJH1P3LsyGavf/egdQzwIQun5m9/BHbEYu+zsBvBNNnnO3OAaubD9haZu6N5YJa0VIo923ZUDzv+qNf0Lxl887ZN9ynHcXSr2domBIlO0rTS09tT6O3rRErRmqtNNeZqqVIsI28BhRMM2zStq3ZDYW0iUJbMXK0kQAtEuN+LNPtPConrSKSQ+XYopdWITRIbGYcmoz9YkWn8lCLwHdwcoHzPwXEy7yqdWKJWSpiDm9UWgUDJrHx3HYXjqGxtLwQKgQGS0JpmIzVv+9aKgw49qRxMDOuciyQWJwZtXLmssuUr37qX93z4zywdLIOyK0WidqlG8EyB3Q7cPDsbs25tlU99+uFYaWi3NMAK4FagL1uJC7r6HYxNuOt3TXZtEvSXfT78rW9xwetP5vEnH8nExBxGJ6RJiBdUEI6DNRrpeFidYpJ4wRNeOh6uCtmxY5oV7lP4kjfK2z71dtZ8f5gLT3wO/oplbN8+SnPOErVipBNx2CMkz379IAPLV5M0YHRkDIOLIAP41UcWN1/31amD33bBXw/vr5Y/U62WyjawjcgPjwISo0wiYlUOlBv4wqNsS6T2oQ0EH2oOJHJDR2n3O4wUhKQoHLZuGqPU6dO3okoUpgsjTE12ptfDgEPX7GZZ1zBO/wDrH7uCYtmlUnZ55eW3fe66m0bTg5b7e9LUXP6RL3yRU44/buVskr4OuNrCnxyh8B3Btj+/l/rIryn3bsDahOZM4xNx27586bIKH/3oLXz3O5s5aF0PzVbE9GyDeqNNoeCxZuXgK1ut6BPbd4/R212lu6PITK31vHY7vtIYI/KcyXXAtv8pENkVxn/XoOVbuBLsM0zGoPkR2D9ZuAXYDnbn4pnV4tH8Q9Eg7KIef3JsgrOe8zTe9YG3d2y6b9vAMx/75GWVSuUiz/fOyElzOzuqlZJXKJSNX0BLJ67PzCRx2BxQUlmEtzdwVCLaDdWqN2eV73lKSAVoYYXOwcoVQlhHqizqXWfi27itiWOdV0TZltB1HXxHEfguhcDNAIesvZBCoFNoNxOaczFhMyFJLJKMmOi5Dp6XgZvKlwPzraMQAqMt6IwAmcaWHWErfP6Llgy+8oMrhnbfF7Gwe8jh1VXy3ZWK+9ZXv+W3/P6mYZYtKWMt1yLsL1Tb/4wwAisNSWJoR4bL3no4pz68l8k5L//BVICfkAlzsRZcTxKULKM7Yia3edx29yYedsYgRx6xntmpOeLWLFiL8oqZC4SXDeGtzoZ2SdzC8UpIqRjsK/Cb39/FGS/9HuW0zcOTZTzt3GfQf5zL1Ow09SlLpSuhf6Vk1UafDY9cQjSe8M2v3cxk3XD26UdSCDyMVbnIWtI7ED3x2i8Wf/q1920ueW79xaW+4uuTQjKUWh1aVxsxq5TQrt/dVcIL/Uy685+e7WKBTCrIbml5XUyX7zOxc47Z2RYHbRwgFpbY6Fz8YDECNIZ25OA5If/yxHFWnTSILBZAQF9fkdGp9iNe/8Hbb/zp9bfw+te/jssvv5TZVK/A2tda+K4v+E3RcZisDbPzD5eAthS7BkjC+Mz61NyPhIQVy6pc+Y27+dDHbubw1b2EcYLrOtQbIbsm51jWU9020F1ZN9doZ4EkjmR6tkmSpOcaw3ds1hYfAmz6nwKR3VHydwtaJyH4o8EkFl4F9jsWxh8ETv8HoGWtZXjPMJ/52md41Omncc/m+zn/zGegPBff9080xrzSLwRPDwoFR2GnCEqkjqejZjOJ2q2qdNy6MXK67JiuoiMLrXbcAGzYajdltg1cAA6jLWmSzZ+SJINemVdcge9SLHh4jjOv9cOmmV+6k/uQt+sJtZmIVjNBJwaV/7sgcAl8F9dR2ew9zX5WRt7OBvZJsn/ulUSZDEQqSaxFumx14L/tmlUHFUqOCJt2wYddIOio+pt37pk7+ILXXI/FXlgsuEvIHDB/iOAqhJ22cI/jOmy9bzdrVq/kO184j5LYi1fsIU1TpBSVJDH3T8+G/QvVrRCUOyWT+zS772iw+uiAQleZNEpI2g2kkDiFcs6NUhitscZgdIxOI7ygCgKWL6vylndfy2Uf/z3nHX4qFzzpXygcOsWyQyR+wQGrcTxBR08Pcb3Bb399H3+6x3LXzhLL+xIufGqBcrWP1LiZQ2c41S70bnzM4MaX/2lsIuKO225eetnFb7ijFJV7Ojo6dmthxp0oOrSx2ysMLe2hUHBIEv2f4NUBTD6kzfYYCkGx4NEebTOyb5rVK/qodAQ0o4RYZOeozqkVWoC2hvFReNL5isc8XTI+JvEKCisEq5aXz5mYDn9w/mu+z+POeTGvee3rmEm1ktYWOpRsAvbKVNLa8m1O2/4Z2v5y4ri9MY3EjQjVIwRUKj6zM22e/pJradQjNgx0I5SgFcaMTNfpLgd0VounNurJ76bqbYQyVDwHYznIWnufyVxJDgY2/4+BVvz3CVr/YgU/t5jLgTfaA0DnbwNao3v28b6vfoIzn/g4br9nMxec/Rxcz8PzvawtlRydtMO3BnH8ZH/JsrBhxP1SCF9mY3RbqJQ6A0cGKmxaqRxZm5mbDNthSwqp5qU2Jm/ZjLYoKXEdlbHclULYRQnaFhyp8DwHtKVRT5idadOsJ5jE4gpFseRRLgcUCy5SSEyaDeStZsHKJmPIG+Iwc7gRQBIbdGJRShL4Dn7ggBWMz0Tx6z6zcs2pT+6ujO6KF1pDgcBxJcWCe+L7P37LzT/6xfZX9nYXLheC+3LVQCiEOFcqddf2++4jDNt84PNf5/lPP5NNN72fseFteEGFKNb09ZTPW7eq45tjo3PZJiona7q+oj7ZQDrgFwtYazE6xfGLSCeznEmjVp5N6GXBFFLheCWs0Swb6uAN772WX/x8Kx94+TPZeGKR6qBDu6GImm0MgqVL+ti98z7+fK9kYM2/MFFzKJj7OfVoSdyeIIznd2P2yrS556WVQy9Kir1Hn1eC1WEclp503pn3jly/1z2i78iXmJKY8WT96NqUXOY0q6xY1UkUJf9uezgvOJ8nHst8huU52Xs8t6/BzOgcywa66ekvE7dTrIBQapL8nNaQk1ehVtMEFcmF7/XoHFS02xKhBEbbV3V2eB91bIM5s4TBo1+HrxRYw71hyk9bEX+UFR418n3O2vFpJs3AG+MofU+2Xd5PFF2xooOf/3wrr3vH9cwBSz2PoiuZbYaZ9hJ51mB/+cennrqSO+8a5c5NY5QD73Rr7c+ssbWc2/WfrvT2OwfbB7te/Dd4E/t0+vcFWmcedcbZwMcs9r1gP7OYrPA/AVp+wccCrV07scbQ95jTztOp/UhrdFwqySztZmodTzmlil+qdlS9NHRJYj03U5uMoziUUqr5tkwKicr9ruY5VfuhIRuS+46DkpJWM2F6qk19NiRNLK7K0pE7OwuUiz7CymzInlisttisf8hPKkEcpkRtnbUhQpImGp1kyOV5LkHBRQmJ1dmWa2Q2Dp95wcDSF717af/IjnjhMZHPVFYurV5y483DV1z0xl87lYp3i6PkUWTmcY+WUm4ZHxvjqOOP5zVvfCPHHXEEAO/54If40DsvY/W6tYRRijGc8bF3n/ajx5w8KLfvnEblbaiQEmwLoyVOUMEkERZwg9KBw+skBmNJoiaOX8zOBKkwGrqqPh1lQcMkNJuCuGmxaBCKJf0l9uzewc9vlnStPpeSmmTTn7/KMYcUOPzQdWgboHV6K4jnmXh6k9t1GOUNLwXLy4xOX1TwnL8a7Jd+/s2f3fzFSz51jirwropIVlApVce2aPq9Dpatq9JuJQv2NQ8FWDIHLEdJfM/BxIbhXTO06202DvTRNVAiDtMF3p2WloRMyWjzGaQVFiVg6/aYx77C46mvKDC62yIz+smbrOW9nufgNHYzs/YlmFWPZk+9zXcbIRrwy10cP/xjTrrrI5+aNn3/KpQ8ULVtQTqWoaEqY6MNvvO9v3L1t+5hJB+rB8Clr3j46x952ur3n3jCEl7/jht4/xduZXXgfUtb+zSsfZuFd2Wb7owrGGMJc5nJ/AdkMUA2X+UH/0Wx3UMd09b+vYHWE15rsUuAVz+QYfU/AVqu62DShM7jj2Xps5/Bisedwq7r//DSv77ggo/4XZVdIksaQFt0R/9An00Sk7bbkZBKhK12U0kpxfze+wDaqVioiDwnG6wniWFmus3UZIuoneIqRUe1SG93kXLJR7AIqEwuIjL7KQ4mn3PFockE2K7CpJb5gb7nORSLLlIqtJ4HzexVmJxL45Mf39l5yRdWrpydyDeUCynYglUrql//3FfuevZ7P3rLmT0d+sVjI2NXlMrlt1hrPz02MvL99Yceym/++EcqxSI1bagqyeUfuIIPX/ZeVq1dg5Kif2Si9Yv+3qLz7c88bmVX1atMzYT5TVWi4ybS8fHLnSRhE5MmCCmRys2Y8MZg05QkbGCNRjl+5l7heFhrcZSDEBatM0G1tQZjBKtXdTIzXeNtH9/O72+b47EnSI47pMixh/WwatVKRsbmrLX2pSC+YNI6/YNrKK1+BQ1LIU6SM6UQp1nY3eU6X61Nzw0/5xEvoTk6+pG+Ehfbrm68dpWRrQ26ugKWrexEyqztNzpDHpkP3ZWQOE5GQ0lDTX2yxcx4AxfJhpX9dFUDonZWrblSYmyWRC0Am6sO5rnFvhXsqsWIFZp/+2gVxxfEbUDwFuAyx6Yok/D5FRdwX+UwysksJSFcX+DPlDoaR2//4YkP/+uH/1QrDB1Q0egUCmXwixna9vQUiWZ9s333uL3ud/eo3/1qnHPPPZhnPfNwpqbbfwwC50U/+v6mLa++4sbDgG8G8FUD75+P+inkH9WCR/9AkXLJpVRwKQQK31esWJq1/q4jqZQctDb5ewf8N4DotZ+58+8LtJ541OlufsOK/78ALZWmyFKRE3/2bToG+9DA/Vd+6/B7X/eGnwVLhkIhVTz/RJSSjtY21dqkGUlUyJxg+iCwklISeNnsql6LGB9vUqtFCDItWV9PSXR2FLUjlE1TrXRqweQMeFj4XAlJEhnazYQ0MtlsLHDBCJq1iDjU+L5LpeyjVAZ6GSDlVU4ucp2b1emSNW7hHd9bv851JHF7/1wLoKPq3zg80nzEeS/4erV3cIV5wUuf37j5xhs7hZR+nCRjZ519Nueecw4zaWY90eU6fPyjH+F973kvq9esAThfKXHFpq2zt7/4GRvmLnv98Y/dubtWIhcjp3ELqRyUG2SzK2tyEqRE+VnIqzWWJGxircbxSzhOgLUaFRSxWqOTOL8GBcZKVq3v5bqf3cLjnvNDVq5cxnPOqPDcc49m/UErmZiJabaiW6QQZ1lrxwb6ihTKKX+6LWXKP4PTTz1BWImtx8kxUsjAd9Ufp+7/Jftu/Sq7dvvv/f5Vu97QiByWVpfDjGTr9nGkEPT2lah0+rieyhONRBZZF1uSZkI4FxM1YlwkfZ0lliyp4khJEuoFTpcnJBJBW6cIkW0O5992xwrawjDmxkzs07zonWVOPtNnYtiA4O3AO6XVFHWLb684n790HU93PJcLs8WGZqE6+fD7rnzP4Zu/9tK637co1RwqXYKpfSb51gf0sONZCVbc/1fTWLWu5L71a9XVfcuN2rU5ZXSskS1HpKBc8a689ZZ9//rLX90fjo03CTxFX3+RNas76OkqUCl7dFQ9eruzPILsI/uBNrMXz3iHeR5BRmS2/y3QeuTLrv+7A62HgJv//4LWnffex8vOfg7KdXA9B6vAG+jP/MkFhHv3HmLS9JfS9yKsiOYvbWuMEUKKxbpFYRdJevLUm8DPkpAnJ5uMjzeI2prAd+nrKdPXUyIIXHRibZoYicURVsYi53ZhRNZWWUESaeJWRjAVCMolH0dKpsZbtBopgedQ7QhwlEKnJq/LF1V9+a+OI5mbimyL1Fz+7UPWHfKwSjAzlhx4F9a20dupV/72NjO96ugLOXrj0v4EShJmFcxokHNxipLCdDhqNcBrLrlkx/evuYYly5aRk0xPbrXTWpyY66/68COWbFjbce7IWAtMSpqEuH4xT9rJYsaEUOgkyS4Q5WJMQtScxQsqOEEZa23Wfikn66jmPeONYPXaDrZv3s3aUz7C+lUdfPuzz+CIU45iatcMc7UWjpJvM8a+y/MUS5aUueOuCX7wy5388Oeb2bJ5K29/32Vc8qpXYTIpBencMM073sXSFSXmWsE9n/zI9kP+ctMc1XYfA6UqkUkY3VtjLq8elStxhMxMagwUUkEJhecpujuLdHUX8TyFjg3ofBmz6OwsKoe2SUltXmFZg0KgBexzsszEie2GR50X8IJ3lBnfoyHzh79UYKgkc1yz8gJu7zouBy1LLIOuehAUnnLzm64bGrn14Gahd6GJtRaWrpZcfUUy9pVvJLu68xDXEkLNYNLlna7/ive6a9afaPyRHRnFxubANTRYroF93txc9AMpoBAolIQ4TonDlDBKabUidC70nv/VWrMAUtbkVdb/AWg95Y1/+N8JWsN7hvn01z7Do08/jS2bt/KsM8/DC1xc3wNrSWdms9BWa3E6Ok5WxeIP0XoqJysv2gs98LPsASspKfguSWIYGa0xPt7AWujqKDLYX6WjEmTlZGywGqQQETAIVJVR20FIKTLTmzQfphudkUyLBY8gcJkYbTI93sJ3HTq7igS+i05M5i+eR6SJeSPB3A1VKUkaaWabETEifvPH169+9DO7q6M7IxYPO6wFHc88Zumq439dXvJsplN7oa/E84CPGGu/aTL2/zOTJJlyXfclV7z7XXd85sMf+vHGQw/rNcasA14KxFIKs2u4MXv6qUvj97/hqDPn6ilhq4ExKV5QzflYWUsolbvQKionIGrNYI0hqPZniwtrFiLUhFBgY9KkxZo1g9x22zaOO/MLnPmY9fzol68m2ddm7/AMUrJZCHGu1vbeStmld6jM16/ZxHs+fiuj4y1WLqviOSl7du3hcWedxUc/8VmqRZeZPZ8grd2D8gaOD2fbf/7Sl3dy6+9a9EWD+I5EKPA8RZJomvWYKNL5ZhiUUpRch+6iT8l1kfmCRGqxMJTPJRsIBNpayipLKqrpTJeYaUwt+9yIpsy0Yo05Q88SyYUfrhIUDFGLdyDEpQJLZzzNd1a8iD/0ncJAe5ZUuDJ2C2ZdspMj//KxWwtTW49NCl0LmZDFqmBukvT9L423NptWVwOpkiTj7CkQEwmRh+LFb3DWPOI8W5nca2k1stxQa7M5npLy58aYZySxntsPQibb+JocoIzJKyqTf/wTtPg/42nB+L5R3vrJy3na057EZe96H1d+4rMMLBlakMEcuPWw7wJeJ4TYtqAFEgeOX/PFGI6TEUKjKGVkpM7YeEbG7+8ts3Sog2LBI0m0SBNrhEXnI3ktEI4VZq2wQjlWbcfK1FqU1RaTghICz3MIPI9WLWZkb50o1PT1lOjoKCzIexbYibmwWiz4zWecrjS11GsREmggoue9YtmSF1w6P4w/8NDh5OuLg6e8v3PteSJNzEvAPIIsbv3nAIHrnDNbq7/+Vz/96Ym/v+HXevPdd4/rNHWllCmZw0ACyCg2qtFK3S9dfuxBh23oLu/dO4FUKrNTzuO+RG4PnbZbmDTFAlFrlqDUjXR8rLUoR4FpYiggrEaV1tPTv5x7//wNjjvrK5xw1FJu/tUl1GZipmcaSCm+DjxbG0u17NHTHfDhz93OBz5zO92dAb3dAVpbpJTP0lrfcPdf/zry5BdcyKUXnMHknz5B23SwfGPHO8Ni+a2f+vQWandK3JkenJI5YOmlHJlHu2U8LGkF2hiEhkBLClbiIjMeGqByE0iRV+bGWnyp8JVkLo3zc1owpRJmZYKyIvNE0pbGrOFl76tw2MMl02O8QwhxKUAlmWWssIxPbXg7oQOJghP23chTt72Pfa3iHxuhOEkFHtb3EY0G/SsVN/6YuU+9q72jTwlfOZIk1QtkZEcgZiKbxKj0vOepFWe+3Pa06jA7ZhecXLN5lJ21xj7JWvN7a/4JWn9T0Jr/Su4FRUyM8hyMNsxMTVHt7ERKyUM8vjVCyt9jjUnjdFoqKR3H8YyxWiyqSubBqt1O2LtvjunZFo6QDPRWGBqo4rlZQnG2bRJGIDwBrrAiFYgUQRfQIxBWWbVPGjlpDI4UQighHUcqKYWwk+MtZidDir5L30AFJSVxWy9QH+aH9ft9uFhoU00Kc3MhSkh8TzEXmeiRp/d0X/KFNSvmxtMHraGtiX8H8tTugy/AKy/10zg5FCHuASKgJIR4i++oJbt273Hvuv32Z954ww2zv7v+ujuLpZJrbebSKpRCWMvu0bD1sqcNrH3VC9ev3LlrBicoLmgFpOthjUE5bn5iZ24O1lqCcm9mU+MoVNALqoe0dg86maFj+Vn0rDqHo48+DjfZzJ///H5q+xpMTtZxHHk+8CUAx5GUCg4f+vxf+eRX7mL18irFgrPWGJuSESOvAk5SSm3dPjnJka0mj5dlaomlPFjasndw2fqHn9PNyM2K678OQ6vlQ15jIieTLrDfcyWCZyUlIykYeeDfs4tWNRYqjkvDJBhjaEjDPjdGGZEl/eTn+uhOzTkXFjjnX10mhtU7EFyand+Com6xpbSacbcHD83aub/ghtNMNuQOm9pVwvewhSLECf2rFVe9uTn84+83xpd4KpgPeDU2E0xjwQ+UmKknuoGKTj3F6X/GG+yycrdhfBcLZonzzrLW2g9ZY1/zT9D6G4LWPCsnJSERWVhpu9kiiWPKlcpCFPhDVFmfVUq9tFytDIftMPZ8P7DGmMZcbUZIpZTK2sAwStg9PMPkdJvAc1jSX2Wgv4KUgjjUGWdLLOgPM6sqwar8bpsAUmYVlxRWpBLZEkgtjE08120nodGTYy2hU0tvT4ly0c9AMGHBkpn5DeMi2xphBUplm8bZ2Tae6+K5Cgy0Qpsccmyl/KavrVuTxBlb/sAXTU7o9ugqr+PgVs9hr8jJsgvd8WHWcpBSsrOq5NC73v3uH3zqQx/65MZDDz10bnb2njRJZKlScRzHEQIYn47CR558yMCbnu8fnCQthNuRf69sMyClk3WnJgviiFpzuEEZr9iZbRRdgRUdiN7nkMz9lULzR7jlIe6rn83dN1/FU0+zWNnDzFx7ThKeapP6HUJ6WOHS11tl1742T3nxTygUHKolD2PtOuCrizhGExJ+Mi34wJI45UlRSqLEGc1W+pNG03LYkYo/bRlkKlxDX7fJtZoH8ozy3G8EuaSK/RWVYwVFqygaiSKbfclF/LrUWqqOS2oNTZ0gBOx1Y9pYVC7pMcDUPsuxj5G88FKfZj14h9Hm0vy9ys7XufuwSR0hHFqFXlraOyhuhPdRqmaWq0bjlhxsGPHJF89t3bZbh12ecqzJPO/T1OA4klSbLH1ISZqNhDnjtFcNqOLTLzGrjnikCSb2WsJm1ibOL1GsYbO15nRrzK5/gtb/BWjNs49SUmKZotEHCJf/k+PJWL6dJunm7t6enmKpULHW2unJ6fF2q1XrqJYDrY3dvXea0YkGvuuwfEknA70VrLVEsV4gec4P6OWCUbJIgLIQLMUiMiATyMyERgkrPIGQjlJx3Eh31mbjKPA8p6enlFUioVkAqQVfrQXgApuHYThSohPLzGwbR2ZD4WYzwVESHaGLHcp5yzUHrVuyJnDqMw9B2hPysLS5957i4CPpOujZaEuWjLP/6Oh0nUfdfPtff/CSZz7DcVz348tXrjz9+IefnN53773NLffe05RSimY7li+88CL/aSfcv6E9e3/Bysqim4TNAipsZkSs00yHGJR6cPwA5QaZvVga4fY/gzQ4lFLzWp7+7Few+qDj+fznzmVq+wS1RriLaPwE6feMu9V1mKQGaYO+ashXvrOVK754H33d3mJf8+fkVdYeYJ+F97SE+OGjo5iNWlMT4tsSnlrwBLNjM9y4ayndq46gu6pJEnPAGTqfgiRynpUQAmUlEotCIi1YKejSiqKWWDF/Xuyfa5UcFylgNokJkMyohH1OgmNZAK04lDhum3/9YJnBVZV3NOfSSxduygJq7VlSk2QcQUfRrjfPD5vJF9wgwLoe1nXpGlJs+UPY+sS/zm5TGOUHjtB5rqNesJvOiM/likeaGqJ2IhqpG/k49qzz9crHPi/tCuuWmYn5OVcGSHnl9VxjzNX/BK3/BmjZ3IVbIjAYYpGQiuTBA/P/+OjD2j9Z6CyWSvVypdKtU50KIaTvKlqN+tSO3ZPhnn1zUgrBiqWdDPV3gLWEUcqDWVr7t3j7rQNFJBBlhF2WKThEPu1ASCuQ0mlqWalFtWZcdlITBIFIoozXInJyqdXWZq2gFAdUWyZbBiSRYXa2hascurqKJJEhbKeUSz5JaGysjXnT19etO+KkjmB67KGEqOIF2PQrOpygY8MFlPqOzPg1+eZu3sJ3y7ZtPPupT2VybPScpz77OV9/+SWvtVd++pPD13ztWyOJ9nQrLdkLXvTo7lc8qXbY9MyUo3VODMnTphECozXK8Yhac4CkUOkFIVBekAun6wRLn4HTcSw33/IX3veOV/DB1x3OYUccw3Qt3GHaY8e6HRtnimufjVPqwyQazwHHTvPE087hzzfdyYqVSzKel+viB8FHPc87DNgA/KgmxL+u05ozopiaEBtsLk0RwuI5ht/dO4QtLWfpkEMc5/14FsCIEPPvt12QLIl8fqVE/q5a6DAOJS1y0MoZ8zY7Zx2lCKRDLY0Wzt89bkhDaBybLYOFlewdrnHRR7o47hGVd0yN7QctbQ1NEy6cd9JR1CYmv5m0k/OUBAolrOcxONDmB591p7/5meaebhG6fuCJNNGZh5kSRJFeWDIEBRfHlWhtiNqxEHhpM3HjY0/WfU99Vbys0q3F+B6BMRZh9/OurDVftsa+6J+g9V8ErfmTJxYJsUhyfrH477rCfs9a+2Qp5V3FUqkbEIVSoeA5Mp2absRb7htNpqbmmiuWdsnlS7uQQhCGmcWuPCDpZz90zVMiFpnUJNmWmWXzFuQgjUA4jhWjGGfKFDpKQSFwadUT02gmUjjZbVqbTJwmPGmQgiQ1aIvV2ZbQkZKorZmaaRE4Dl0dBaSQ1GsxUmYbyDg0Nmwb87ovrV1zwhM6i5PDD6mefytCvtumbaxN8Cpr6TjoeeAUKWFx86rlRS96Eb/55S8ZGBy8tLe/7xVDy1buu+mW+6ZkMq3Wrwo62qFOzzhJLDv7ccv6ZlsuUmZODkJI3KCYDeHjGKNTjNFI6eCXOzMOVj7nErqGN3gWTu8TufvOW9jY+Xu6KjHj03ZCptNHeAOnjFYOeiYW3DyFLBEKqsBV37yGT13xAfoHh5BS0mw0vPGR0RPGRvbd2DcwcNzA0MA522vhW46ZaHCatLS6g49LwSuyStlSCCy/u3sJbTXIqlUBcZSA9LAqQOgIYUIQzkJrKPJKSlmJFJnm0GLp1A4loxbCLZz869paCkh8x2FOx6TWEljFrEwYdmOUzU6QVFvu21zn4vf18ZhnFC8d36PfAaCkSzupMdMcQUkHIQU6SUthjV2OG/RgDbiZoL2nJ+bzbzV7fvNbM9Unre8HDnGcLT+CwKHVSnBdRaoNSkFQcJFSkGpDu51QLvtMT6twcJktPPWicNWGY5Ngch/EYX4d5uCF4S5rzaONsVP/BK1/B7Tma5iUlEjGpKT/nVZw8fE+4HVkntlCp2nqOVL3D/Yv2Xz/aHTPfTsnBro7/fVrBlTBd2zYjtHmQJHsA+kQD8WMF4gEwRKgRyISMa9DQeBYuU8i52Sps4TypLAS0W5pWs1EoASOJxG+RBaVTVNLfSa2BtCZNU2rnjA506Ts+XR2ZM4JaWJoN1OKRT9zo0ysbbS0fs1n1qw55Zzu0sTehwStryPEsxES0pCkuYfK2mexdPm/sGvvMDfdeiu333wz3/361QwuWRo4jvrB3FzjqO27Zkeef86g89wn9R/c2+VKVxmSRDM9F4PJSJRuUMHxgozyoBzSJEYnCVK5SMfJpDtWkCYJQig8FVPoPoKv/qrI4UNbOOlwl5mGwsQzx7qVtX+pHvlvWFhh4+RchLiLPFFZAAWlaKUJJh+QR1Eo9u3Zy67t2+3nPvZhfvO7W9VJJxxpz18dGD3aXLl70/T9QYfvOL4CYwgC+OOWZUyFXaw/qEgcpVivCipApC2EbuVTU7GgLJD5DSyzdMzO2h7tUjAKg8WzAisEo25MgqFTOwyJgFQbWiYLpzVYRpyYhkjxXMX0TIsdu0Ne+ppBznml//aJveadAI7yqLdnmJ4bwVFuPktNn65jdY3r+wtzJ88HbSWfuji+f/tO3S5JHD/IqiprMoCKouxGr5QgTS2lSra9dTxJ2E5IEkNPfyCmRkQkleAJzw9XnHJ2q6vVgPq0WKhA8wF9hLWPNcbc+E/QegBozbeCoYiI8/QTeQB97798PBP4Oojt1hJKiSgWPGbn2nbL9glptOGgVb2mv7cswjglSSwCHhKsHugeLxZVWyC0AA/BWoFIJWJMWNkCOwB0SSvHlJUjothRFsqT0mKFUIIkMcIokG6WUq2loDmXmLCVChzhKsXcTMTkTJOuQoGOjmLm7iAkzUYMFsolP5O/JNhGS6f/9sk1ax7x1O7yxJ74IRYRZgewZj6GxpqQrq4qmyZP4C2v/wC3/vGX9A8MsXzlSoQQD8eaP2zbm1x3zmmV377/laV3xqJTNOIyUbtBHGYaQ2s0adREpzFesQM3KGK1QefGf0JIHL+Qs+VTdKqxwmfjhm7e+f5f8s0fb+L3334uUSIIY/s80x6/qrzxfEorzkAn6Slkse+fAz49v5pXSlJUauHcceBJIuPFfWnv5Fz6kpe8nOec2ODZzzyaPRPhZ2/76j0vvePb9+GXXYpdHr4ruOn+lYzOFli/voTWYIWDVT7CJAgT759ZLjonZU6DwGbVVm/q4iJwMts0Rt2YtrAICymWbscn0AIRGwpG4iEZVwkjKqQUuOzePcvsJDztgj6e9m/+W2YnzWXWgKNcJmdHmKtP4ToeQkISmQ8K673GcZ2F+WGlS7B3m4k+8Yr0/jBOcRXS950F0PILmbwmilKCwKEdpRRLWYsoANdTzM22cVxJd19B1Gdt2phV8TGnxf1nvKC+LCimTI3KRaBlcgyzL7bGfPGfoLUwALVEIiISMQbzfwpWkKX3XAc0rbUTrquU7zns2DPDjj3T9PeU7IY1/SilRHiAEdkiIud/HbiMAB8hqsKKWYFoZ6tyoRAsEZZIpnZcljuLwi0qYUzWWAol0BKhrQWVtYW12QQyX62p8RYTMw36qxU6OgokkVkY0jfrMcWSt2B7Yw3M1dP44itWr37c8/uqYzujB23ErNEYHR8B4q5sLq9YucTnwn+7li9+aw8nnrCeKErwPUHgycdt3xu9/MiN5XM+/7bBC5uN2ie1M4hSgiRqEYet3HAQhHJIoxbScSiUe0iiFmkSI6TKW8YSys00iGmU0N1VYWx8mrNf8h0+d/mZPPKkDUx5j3+XW1n+NpvUcDvWIdwKVqcBcBQwDmyffyqO62AsGWE4Oz5gYS1C/GuXo8Yao7+iNXwNczPlR3kl9wa/6rP1ul3c8a0t1IZrdAyWuH3kIPaMSNavr+QXnM5bQg4AKsT+6nqeu2UBz0h6tUPBSlIsI25CJAyuzfSGxtpMk0pWlZaNwreSltC0lcYYy/DeGo4tctIZBZ7/9tIbGrPmfdZkmQDjU3toRw0c5YKwJCG3KekfI6RcuIp6lwhuu840Pvu2eLuDdjxHCtdTpGnGXPcLCiEFzWaCX3BJktgqBeVKQRhjUE4muJ6ZatPVW6BQdEgSy8yY016yJi2d+aK51cvXhd7kqMw22ywO27UfsMa+7n8taM3HlkYiIZQhCenC1/4Pj0OB3wHKWnYVAsc1xnL3llFq9ZCDD+pnsLdCO0pJ0/3K/ny8XiBLp/aFxQc8EDLPSJwQiNmcNbXItUqIzOtNJAKhBMLJv66FNqlEOni+I/2SEsLNKq2c1S6tACMBJWjUEplE2vV8MTrcYGq2yZLuDirVgCwINmNoN+YiMJl/kk7nZUgwVUviV7xn1aqzLhjsGNkePiT3SKfxq43RH5nfunVUPXYPN3nju29mbq5NteIxOZuwazhm9TKPr7xnHUu6wl9u3zX9uM6+Jeg0zreC8YIwGuaNqMH1CmitMWleackMtKTnkUaZk8Ih67o592Xfoae3h8996HHsDR+7s2v16aeajMSayUTy5cBDPYc0buN5PoHjkoA0sFRCwYNdIzvviv5y+SUUev3S6ketvcekZqV0JJWBInPDDbb+Yit77mxyy5YVDO8LWbO+E8fJvNSx2aZwsbWPeBBogREC10iWJi5WwD43JhIWdxHj2VgoZHH1tNIEKwQai7SWgu+yb1+dMEwoFzo4+GGS8y8rP7NZM9+0JvtpY1O7iaIWjuNgjO3RidrlOH5p8W1+YIXgmx9Mx679VrKvR5jAcRXKyQbtOtV4gYN0JK1GaJUfKOUXVdys645OZWz+3PzAodmIaLcSBpdWMNYiFWJ2wgldH/n4Z82uPurkemVuWtBuCqSwi4XRv7DWnv6/DLSysMsUTUu2/29bwfljKXAT0A3cXyp67lw95I5NIwS+wxEbh/A9Rbu9YD5msg5DLAEqAvaSWT3PgJgQlm3AKIi1As4AjhKICNgusr2fzF3iF8GsRFhrhbUIJ5DSLzrC8ZTIwl1sNhcRCDsvfHaFjRPjhLXYVa7Ys3OOmXrIqqEuSkWfqJ1iTbaB0qmlPhtRqQRZlaXz+Z+Fibkofvk7V608+xVDnSPbw7yN0IDK5TICY8yPjUnOmi8ntIHOjoCZ4V3MTE5TLgfsHA750x01HnVciZOP7T5ly+Zdv5dCU6j2kUStjALgqMyCJU0OqOYQOQk2pw1I5eAWS0jpkEQR1XLAHfeOcvln/syVHzyLoNS5I9j42n9xykPjOkkfmCfVC7wIuMFae4vjuRSAP3/4iYS1YZY88oV0H3YWTqELHTdo7v4x479/B9ddIZDBqu+ffcXxZ7uBSxpldspBxaWjT3HXr+t8+X2a4T01Vq0pUSy7pDntQSxqCRfbK8+Dllg01wyMJFGWWFhcm82sFmRT1lJwMr5aO0nykUf+PZRg5/3T9PSXiFsOh5ykOP/d5Ue16va3wjrESZvxmb0Z695RJLE+X8fOFxzHw1qTRZBJqHQLPv3aeNctt6SznQLP9RVCZmTRJMlAy3EFUTshkUWn3Nfn1iendSVoRa6nBDK3VPIVoyN1vMBhYEmFOEpRLqJVV0nYUsmJj59b9ogzZ/qTCOqzEiFyLlf2dO+wxjzcWtv6hwetfHFMKCJaso0WGmXV/+1jKgB/sJbDlRL3FgPX3TMyx+ZtEywb6mDDmj6SVBPHKUIIQ+b/vorMheI3IL4N/ErArsW116KNoSfgMSBeJOApIPYIqOfV1f6hvAUhlRB+QQmvoIQVCGNtVj1KhJULlaTIKy3PdYVsN5L77xrWUYxYs6qHwHeJWjrz3LICVylmptoIK+jsCEhjm0uOsqptYi6OLrx05cpzXjnUtW9bEyEUUnlZDL01mcYPO2etXZFriUE62KRNEO/GcTLBctEXFH1DrWnXjozWboua4x1BuSv3xRcYa3D9AFkoETXnsFGUBVdkPQTKCzLQshaExPWLCOWg45gVS7v4wGf/hHI83vpvj2XTPfe/pLrm7C9UNzwHnSwEQy6+AX3UWvtV13N/GADbb/w6W756PiYOUR6Ul6/Aq3Rg4mkUU6J7bUew996hd/7lW+4lJ774YJYe1UtYi7OUaQsdfYLNfzFc/X7J7h2z9PVrliyr0GrllWH+VotFlZ2YXwuJA5cxWmZdgrIPeNSANoYgd7FtJXFm6mgtQdFlz45Z4liz8qBuRndFHPZwl/MvKx8etezdwno0o1lmGmM4uYliczb+g8B9uF/MknN0YilVBdPjJv34K5Ots7NGe8IqL8i0nNpCkqT4voPjQhxrwhjZNdgla1N167lal6tuzpgHx1VYLMN75hhcUqFc9YkTjVKINBZ6dtKNNhzd6jn9GeMrXU8zO6kQecWVo/Q2a+0J1tjpf1jQUkg0hoZsEMkIaeX/TSu4+PiRtfZM11F3+r7jbtk2wZ6RWQ5eN8CyoQ5a7cRqba0QdANDwATwfeBLAm46AJ7mT8+F92X/3Tb/s4sFfEggdgCRQOQpPSCMtRTKrixVXaGNwTAfhGCFFQvPV5I5PhQCjzi0YutdYzhRI163pstI5YqonSKMwKaZHU7c1tRnI7q6sk0cZj6pJwOuidk4etlbVq588qv6u8Z3GfygdwG0onACY5IcuHga8B0A4fjo+ghpbR/C8effJWGteZHVyftbc2PdjhfgBeVs9S7AtJsZAbJSBq2xzUZWYYksg9CaFOUVUE6+6RIqbxUVxULATbft5KC1S+gb6Ls9bNWOEdKn52EfwCl2Yh4QmWUsnQXPST1o3HXtZWz50lsoL+/G7+5GKvDcuix3ts8qd/vn1sK+k1otb93sNth8nWLdo5ZyyJNWEzdTlCsREnoGBX/8ccp3P6WZnZuh1o7YsGE5pTJEzTCbqz4ItA4cyi/MMv8Dh84HghYWvMChUY/YvW2WlQd14foO43sTjniEZ89/d2ll2LB7sA619hTtpIHreiRR8vj6VPiLcmcBr5S53IYNQ1ef4I4bdfNTb0y3+RhHKCM8Xy3o6ZNY4/kS5WaWRo1GSHdPkXYYW20R3T0ljDUIKZAyG9rXZkMmJ5qsXt+dZRnorKrDCqYm3Pbg8qhy9nNH11Q6EzUz4SDkwmAeLLuttcdZayf+oUArDz4lkiF12fhbVVf7h7HWXuJ7zr1KSe7YtE/U6hFHH7qEaiWwzVZsyQJh+0BszWUfXyRz8DyQf5WX+O3I0mplLo6OI7BWYCyUCoJqUWItbwfeJBD3L8y45ttEIRHKkUI6QkhHCOEIKZUQQiKtXLCpKZYCZsZa7Lx3nO7eDrFyTafVMzNREhpAijzOBSkl02NtfM+hVPZJY7Pf9cHm7eFsHL3gNcuWnfeGgd650Q5cr4rWEUr5JHGdsD1OltfBx4GLQCCkIpndhYnmEMoDKGLNHWDXRc1pjE4odfRhrcYqSaLbmDBGKRfSFG1SHDcz9dNJZiFndEIat3D98kJIqxAK6bjEcYJJQjp7lxBrea5IG9+ThX66j3snTqFDmiQ1eYUlrbV7PM9Fp5o7P/Fshq+/huLSPoJKkWpHdHixw1wcUXnaxFRf9a939TEz7JklZlgKbXDLkmKXzyFPWkupp5BVgK6kZ0hy7Wdifnetph3N0KgLvEKVFatcfM8QhZYMt3IXq78BaDXjGNfLpGVb756kb0mJrr4SYTthetRw9Gne1IveVV7WnLOhNTDbmiDRMa7rUp9ufTdpm6dU+4q4fmaVE9YMvUsE3/tkOvGdq/TeLpkGQgpcX+U8RoiTFNdXOE42uJ+bbVPpDJCOpNmM6O4tZq2qzCa2QkBQchneNUccp6zd2EMcZSqQbGxp7eSYq7v70s6nnT88VKkmzsxUZt64AFzYXdZyDNZO/0OAVqbfUjREk4Zq5Hxx+bd6LM+21l4d+O42Y230l7uHhTGWYw9fah2lTDuMB4QQfcA9wKeAL4NoL94XSgGJFtQbhigy+J6kv1exeonLiiEH1xEksSWODHdsSdk+auiuiCFP8WtrRQloiMWzLZu9QGKBDy0RjidloepmKTmKwPcZ3jHD+N4GK1b3ioGlnURtpKnVEpr1BOEIq8FVitpMSNQ29PQWSaM8msxmXkoid34YnYmip58/NPSi9y4dqI134jgljImRKiBNGoStsXnQ2g6sRWT6tWR2B5hkPv7x7VbH7wBL3KohHUmh3IUxCToOidMGotiBX+ggmZkkadXximWkcknDFgaLVFlcWBI2cIsdGcAhkI5HGodgEoLq0C0WeUJS20Hn4RfSufZckjgFwUnA8621W5XrfrQiSG/84DPYdu01DBzVT0+3OV0r+a6xet9xI1ND3HVHJbrrro4tkXba/7L2vsOXD9SKsfTxig4mNSw7doCVJw5hUotXdOjoU1x1ecimmy3Ndg2EoFDwGN03x4ZD+vF8hyhMc0CyBwinEQ/YJf8XQAsglZkb7da7JyhVPYZWdRC2M/Ly5LDhlHP83z33LaVTGzOSMAyZbkwglURY1tWnm1uldHE9F+VllkY6sfQMCT77xmT3H36XTndI40tHZMCY+z0nscYLFMoRCCmYmW5RLHtUOn1mZ1qUqz6en3nMCZk9N6Wy77F18zjlis/yVV3Z48zN26S04dSEX+wfiNY/7YXD+IFmdtrJZlzMd4V2M5ajyIT4/++CVha5JKmrBg3ZRFn1t2oHATZaa/9QCNw0Ts34LXfsUYXAtUcfulQbY/qiOB0UQmwBPiyyyipdTG2QApIUJqdTAl+xYbXHhtUuSwcdVg459HY5BB4kscVog2MtY+MpP/x1mz9uMQSeuKrocaa1Ytdi7ta8U5QQOVvJ2EwAUur0g1JBmAS7c/OESOZq8bp1vZQ7KiJsG4lwhRCeoFlPbRRqpVyRhIap8RbdPUUcqdBJxgU6wLYGwb7pKDrr6QMDr/j48qGpYUFQGMyTcGLC9tji9hDgWBB/QSrSmR15peUD5tNGpxdYozFphFQZyz1BYxp1Upvg9Q6iEKSNOUwYIR0ns0jON4aQyXXSqIVOQvxSNxaBcjzisIk1hmLH4LOMSb+RtsboPfYtlJc9kjRrDc8E3o6QPyg78v3bbrgq/suHn0fnYOfTC1Xvqh1T/d49u5eze0/ftp07zL5mmi4ZKjjhGcfvWzFQnKlM1zykAsdTKE/iFlxWn7KUjiVl/KLAGMmXL4uozfo0anPMzbQ45MhBdm6bYXq6zbqDeqh2FghbCdbYrH36d0HrwGHC4iFIBlouftGh1gjZee80QcVl2dpO4jDF5ELW8d2axzwzuPqpry4+d25U0YxnaEQzuK5P3E4+FLXiV/uFIJPT6OzHBSVBHFk+9spo675hG3pSO57vkL212TY8TvL20JEIRzAz2SIoOfT0lZiabOL6impnRkOZBy0hwPUVaaq5794Jlq/qpKu3QLuVkN/0/yAlL52acF8+tCy85CnPHin6fsrstJtb3Nj5/2/C2pP+KxfvuW/6498naDk4NGSTmqz/rQELa+1vioF3cjtONt1yx16nq6Ogj9g4VI6TdFWS6B1CiA/mbWC0+KdKIUhSGJ9OKfiSYw4NePTDimxc41EuSpLU0mhqwtBm5EOThVCksaHkC2Qt5MbbY67fKq+ylmf5SuzObs7zTHlhBUJnEy6RYkQiLabY2+PVmtbbe/+0qrhWr14aJFIo4pbO606JKPX5pBbq05FyXDE52sL3HCrlgCTSuR5RLIQozCsdR6aj6Iyn9vdf9MnVS8Z3t/D9Xhy3RLs1gtZx5r6w/3gz8B7hBCSzO9GNEYRbBGu/YHV6vjEJAovjOOB6pI4gmZvGkQqnUMHaBJHEIDOXiSRqo3WKcrys0kiT7OJNIvxSFwiJcnzC5ixS+ZuKHf2H6DTEJnX6H/Ze/J5D50Grx1h7aKfn1ke33HT7DRefJKp9/k/d7r5H/PC2gz98x7blfyhJj8npiVvStDb1xIcvKy7vGPtTp5w6ot5Q6CRbvytX4RYcEJbKQImVDxticLXDX/+o+PZnPbqHAupTc+zbOcHajd2UKz57d8wxOlljqK+DoWUVEII0zgwBs1vQfw20LBblCEqBz9RYk53bp+jqLTG4qkocpQuuEvOV1lNeWbj8Mc8qvHFqr2WuPUJqQ1y3sKpVa2/FGMcLChnI5Udnr2DrXTr8+MXx/cJYiTIiCByssAvUkzhOM8qDmyUyTY038QuKvqEyszMtrICurkLmFSb3V1sWS6HgMj3VYs/uWTYe2peZTaZmab6keqoQgqkJZ8XgsuiNZ5wzekFQ0MRRnliw/3F+x2Kfxn9yrT/17w20zjzqCSgUoQiZUXN/y4H7PGC9sxB4b21Hyd233LFH9PeUxKHrB9eHURqnqfmwELyXRXFI84N0rWFyJjNJO/7wAo8/ucQRG7Ih9NSsJsmTb7LbW/aL0RarrWNSe4hJzeNb49FxVZMc/+N7xJrNY4KOwO7fBtoDto7WWpEo5USOEPHwRBqNz8p0sK/UGqiIVtJOHCyOtBKRaiv8kkOxyyWxOO25qD7VMGkqZSaQ3m8MaHOrGuz+7eHIVBSd8dS+/os+uXrJxN54wWnBWr24wpo/bgVxPFKQ1vYQT27GKQ0C8vnWJFdmm0CL6weLVig2I3QajXAUVmYJQkkYkYRtHC/IbJXrM6RpjHI8/GInblDGWlCuR9iYQ0j1ZrdQeY81mqSxh96jXkPPhvOIk0y4HLgOjblJ/vTa42mP7/xmz8rBYLbtPflrNx1nTeLRU4kpyIRjDvc58kj3aSP3TnxrdFeM1RadpDnIyKzSCrLn3bWqg8Me18tPvy658fpO+pcHpO0GOzbtZmhpma7uEo4jmZlssXfXLEpI+peU6eor4jgKo+2CbnKer7MYtEROH3DczMdtbrpNczyiHSZ0DBXo6S8ThgnG7t+6pSnEoeXFl5WfffDx7tenJy1tmwXuNqZnPl6fmXmF19GZaTvb7QxYLAyslPz22mTu8++Nd1YdPCssfpCZ3oiclxEnad4eSlxPMjHewHEV/UtLtJsxqbZUOvNFiZzn2c2LxgXFkse2+yeJI82Gg/sJw2SldZxv22brBen2vTjVMmOs4oRTpjf+yxNHb56ddquLnT7y/98FvO0/BK03/+nvC7TOPupMYhEzI+ew2L/lDAtr7YmFwL0+jNKJP9+xZ26wt9J3yEEDQ+0w/nmq7SuEODDaW4jsPZmYyYaLR2wIeMIjyxxzWIA1lskZneUWioXXfB60StZyltX2bJ3ax1ttupOWpjUe4xrN9Zth2ySU/f1D+HlG/TxFoBC4xJFmeM8cxgiWrR0iUKLdmg1r2q00rPBCYQTKGlc4vgJPKCFJas20OTWnq9UAUmOtEcKajB22cPEsGAQK9s2D1idWL5kcTvJUm3w+k9EwFu3tBTppn2hNerNbWYWp76O977eo4hDW2p9Yk5xh83+bxycgHZc0CbHG4Ho+QgiSKMQYg1QuOm7Tqk9mtsvKJSh34wW5bY1USOUStWqkcXiYEPIegLg+TMfqR7HhsZ9H5qwyF7jtK2/kjk9ePtB39LLlyrW3umUXUfTBdShW2nSUe2nPbXh2rWWuro81mdk9l3mYh2mW9g1IlQGX40tcX9C1sspvfjPAxLhPoeygRML2e/dS7SzRv6yCDg1B4GBSzcjeOlMzbTwhqVYDyp0BQcnB8508xdsesF1ME0PY1jRrIY3ZkCQ2dHcV6FleRjgQtfUC3SfzZ7SEbYvrCt58dccpSw/x/7D51gmaaQvPKR5cG5u7N0lC3J4BpALVrjNPietbIvjCpdG+X//CjPd4xrfC4vkqZ5hYrBAkaYpfcJBS4PoZaIFlaEUHaZrSbqeUKt48nS7fEpq8ck6tVBLlKHHPvWMMDJTpH6isbE3WrhEF70XdF5xHcudWtn3hZxzziAJnPK958Oy4uB3wyX3xF1kLnwP84N8Frbfc9PcFWo885hRSkaL/7+Q4DwVYBL57Q5Lqk27+6+7N/T3lww49aLDRCuOLtbFfeWAtpyTM1gyzdc0xhwQ86TFVjljv4zqCiZmUB5GvM9A6GWsvxvJka6wzH6hqjCGuafRsTDs2/OQuaITgO/OglbV41lg8R+I4DhMTTWam23RUCiwZ6gBjMKlGCYVximiv0jbGnUlipyaMwcG6wgha9VT4rmMdR6GjPKI6SQ1WCmtALJppYWFkMo5Of2pf/8WfWL1kcjjGGI3jlnDdCjoNSZLa/prTGtK49umOtc+7sDRwNAIY+f3raO75GW7nhrI1yb3W6OXWpFir85hCmVUbWmeWxEqh0wTl+KRxi3ZtEqEchBD7Kyxj8tbQw+iUsDH7V4Q8en5yqwqKpBaSzm6gtPJIsDG1bX+mNXYf4cQu3HIVp+TgFWV3tUOvLnUIBz/2ZmcGTpsePeStjmeViVNmdteI6hFprDFx7geVEzmVp+jq0uwd6+Avm1dSLGRVqB947Lh/CmHgkIP6mIszEbbj+fguuK2U8ek2UzMtTE4+ddzMTE/MS5jIOHTz8WdSQrHi09VfpFzxaLdj0tQs3CwsdqHVS9NsM3fkI92Dq93e5vWnJvjVGrXR+IdRKz5LuQrlBjg+uJ6hPWdwPIF04cMXtbftvl80C552lcorPOy8WT3aGLwgI5t6vmJqqkkcpyxb2YEV0GhE+IGDF8wbZmacOoplFwE2buvA0XpysiVGRutsPLh/ebh194/63nbhs1a89vm0gV3v+QHH3PxmjjixxYxc+iiRpjfsB6wFbKgBBwP7/p8ArROOPX6e+/03BCzwXHUR8NGb/7r7/s5qYd0RG4eua4XxC7SxwwfMrSSEkWVkImX1UpezHl3hkceXKBUl41MHSngWHU/GcpmFg3MHxyxGKrVWJwarLe3ZhEKUiLuGLddvhup+elPmqSQlvu/SasSMjtYwBoYGqnR1FIlDnZ3cIrMIlMbilgJksUQaq3bYdibT1KmnLS1dJVzXD4SODYRtTdhOM9HdfrNAFrWIIxNR9IS80prY20YIn2J52UKlFbbHiMJJlFMAqzFa03vEq//FK/T90gI6iRi+7oUkjZ2oQt+Z1ugfYU0ulF1Ip0UVCqQ6wYQRrnRJ4hZhYxqv2JnlGroerl/GWJ3RMoXEcQPC5hxJ1LpCKu8SrEW6EqcUMPyre5n8yy5UkN3opQd+ZwdeVze+mz69uzt9lVeWJ0UiYLzm4/sKohVEYQfSyaxvmpNNaiMNdGJIoxSTmLxNBOkKymXDX+9fw+h0Rw5a4PuK8dEGM1MtHrlmKUYbxj0QXjddUURJt5kpQSgNaTul3Upot1JMHuU2X8ErJfCLLoWyixe4maNCnImW9bzIeKHBnm+dFuYH6X336BWrDrYjb7ymg9ZseNHU8NRHjU1xPR9sFmMmnOymX+jymZuz+sMvmrq/PuMkrq+V42YbwvylXshZdP2Mc+YFipmZFq1WzPKVHSCMjRMrhMwG79l1bKwISo4tlV2EErY+FRGHOii4bNo8SkGYJasPXnrDwDc/8kJ3+ZA2zXbDdhTo2/RrNnzxeVg/ICwPPU7o9Jf7KeQL2PUL4PSHup6f9ta/M9A66dgT/+Y/VEkx4HnO72+9c+8apYQ69rBlbw2j9N2pMYsIgdmvY1OZcdzjHl7miY8qs2LIY2QiIYyyO+IDjtOBT2JZk4OjxVpjLcJoi0kMJrHCaEs4m+BGCT+724qtE9AZsEA9CLxMbzY61qTWsnQVJUP92VA3ibOKcz4EVFiJ40iUAuH6KL+IsBC2ZavddMcxXos0VjKsW+LUgCPmXUz3h72y4Cc/MhFFpz+tr/+ij69eMr6nheOUCIoDGJ0ghIPW7Yy6kLYwJiZpjVEcevRfu9Y9/SKd6B2eq/a2pjcxfMPLEdJBKO9arD4nP6mxWiM8H1mpYGwC7YhkbpaoNUeh2od0XIyOcb0ixuhckyhxcrF0c24SIeTjEOI6AL+zxORf9jB9+zBeZ2Fhg2WRuK49q78n+WLseH1bJvoZne1KN20vDnupo846RS6rdAUYpXO9oMRoydzeGu1ahI41aZRg00xqUgwipppd3LnjIDw3ybhFZGnRcZRw/7Zpjl7Wz6pCiZrRCKeMpxMaNJlyNEpIpBRIJ5OIigWpmd3PhDdZ2KzRubGjzOYM2mab3nnAsgtTh3nWMnsm9oiVz3p3Yo98TP2YPfeo28Bgrcb1AsiH6yYFGwT0rAy47ddJ+OlXhbsqhbaB2CpXCbvAucrN3AQoN5tVeYXMzaFWC1mxtldYRwkbNrWVUihXYq22whiL60pbrHoYbW3cTkki45WKanqmxfDWneXDTj1m38prPvxKWS1v0bXGrJCKRl+FgTt/yzFXPZvUCYgqg0/GpN87IHkmOy7K+YEPAK2b//FBq1T0Lrv3vrE3zdbC+sOOXv6cVJsfJonZL3oWkGoYm0xZv8rj+U/u5NhDAmbmNDN1jZIPKq3WkochLBo5aKwVWIQxFptaodMcuFIrRCthfDzlB3cYYa3AEaCkwHcdpmfaTEzUcX2fwWUDlH1I6k2snQerzK5FkkWAKUdlbHnHA6+URa9LsEYStv251kRzr221IuV6RfIcVGHBGnGAjzwWRsaj6AlP7+t/5cdWL5kYjrFG4we9uF4HSTyH0RFBYYB2e5Q0aWDSEISi78g3fUL5lTcIQTNpjDB8/QsxOkY6xaOx5i8LlZa1OKUyMihmIFyfIZqbQjkBys+qN4HMH6TAWEGlXKBY8Ni9axhhzR8cr3CK0Rq/u0Rj1wzDv9qEU/SQnpO/+KK7u5x+t1ThUXdPD3LjfUN77rmvMHnf7jQ8tE9VL36q3NjdK1TiZV7zUuUBXhbCekRtX4OkFaNjQ5oYbKrxnYi79qxnotZN0Wvn9Mvs8D3FPVvGGQqKHL90gFYY5VtCyZxKmXV05pWFmB9ULl7r0KUdWlLTkhpl9/udZtymTLozf92aRVWWzc/VmVHx0+WHmie+4AOxV59IN0dtVus0QkqFEA5eEfyypD2dkOCx5PAq3/9MXLv6irndS8qRMhakk7unyoyikZEDTaYCUFnFVZsLmZtp2uXrB5Uod3k2bqSEtURgrHV9JfyCsmlkSGNjjclCEY22FMqO39nlbrp1my3G4eCJ115+UenxJ34lGpsVQIKQNPqrLLn91xzy7X/FuAHaLb4Qa770gOusBawHhv/XgJa1lmLBWzE22dh6344J9/gjlp/kuermMEoWSH5KQr1lmZhOOevRZV7ytC4cJRiZSA+owBYd7wHeOM8HJLNByhQ32ckmjLbY1KJTK3Ri0IkV5TThpk0p123SdBaFCDwXrQ179swQhilDvRV6BntIUKRJitImq6wchdAWmaQoKXFctZ+IGpQQToAw2Z1ZComSoJuJboxHO6NQzTqCQICyWtj98WJZa2gt7BsL2094Wt/ARZ9Ys3RiT8btCwoDKFUkTZsZI17MD5EF1iSk0Qx9h73yrcXODe82QJqG7P3l80kae1F+J8CXseYFlhy0HBfp+2itSZsNpOujo0msSVB+bzbPQ+D5Hn2dkr0jDa76/v089sReNm5c84ZWaN7nVYsk9Rb3fev36CjFLfk589o+eWl38r2aqPLtO5aNX3dbcc/sRN2JiMy6SqHwhmeU1g8M+LKWOARVD+UIlO/musYEo1NaUyH10SYmMSSxIRBNRqc7uXPnQfhuvFBlLZCKA8XUcJ3qtOXgdQOEOs3zOTJXhppjaEuNtDkwiPmTJQtpXZUEhCJL23GsQGJJFyls56+RB7aGmReZYG6C9z7zncmb1h7dvnVitzhWKotOEzJxNLiFzCMyrCVY12dwteLKd4YTP/lue99Q2bhGiGy/IvPHlkcDCZlVWkiB60nq9YiZqYZdcVCvpNzp4ihJ0tJWp0YERWWVI6lPxTZua5QjFmxosDbo6/P2jYRifPOmtae8+fzPD777FRfHE7U12Y3dTiLUaK2/wrpff5n1P3kT7c4VB15bdmGk9+VcAP+/A7SkFCgpL7/5jt2v7+sunXHQqt6fRZnwGWMyZ8bxqcxF8wXndHLGI8s02obZukE9uBV8dM7dWp1f+vPppjI/r0SuYhc2zVpCkxqhY4tNDU6Uiu/+KWbXFPR3umJmps3IaI2gFLBsSQ+e6xDlydHzLZKQMgOiKEKkGuWprOUwmZRGFCpIKxBxhNQa3ALWKeCaCFptmjU53qqJfZkUG8/qzAwHCyY1xqRWT0yn5oxnDS55+YdW9E/szUCrUBhCuUXSpEm7tQ9rUqTyc38tQxpNU+w95nuFvoefa5IGTqGHyb98iObw73ArS8HaY8DeZhft+qUQGJ3m56LG6z4WE07RHP8zg0P9DA32c8+997Ftb8qPfjfHQSuLPOvJR5NoudYIu135Htu+/0fmto/gd1fQBiq+/vBgt33Vn4Z7+OKNvbs3bbejBTtbkRTig1f1uBed4R/UXTXuZENQqHh4lczMTgUeUmWaR5NkPlKN8RatqRCTahwbcuum1UzMdlD0wwOqLC0sZRQDbcnEzjk6l3biVzzSVGcaBpMFWEw7KS2pF4TSLgLXgmclZZPl8cTC4liYVil1laKszCsrm59W9kHzrNlRyUEPb7/66W+Kj5kZEc/FZkEgxliCYoATGEyShVLo1CIFBAXLh17V2LFls6z3dkh3fvg+vwVE5jIkJTLfXAmuJ2k0Y6YmGyxf3YGsdLpWOcJKxPxNzKaRoTWb2AUaR97AGm2l60pTqLr33bSje83D128/4vsfepYNiphmSwL7sLbW7umk797fcPjXXkhS7MFKBZZfAY99gJbvEGDTPzxoWQulolvZtmuqNj7V+Pbq5d1PT1ON5zoUAhffU+wdT+nrlFz0nG6OOSRgdFITxg+aXVWBK4En579v56AlF613svhKkznLZIBlhUkNOjai6sE998fiR7emVAuSfSM16vVIDPRW6B3oILYKrUFae6AOEVBJjEg10nWyDZTI/LSkUNkMyRqk3u8UgVfGInHiFlJA2BCt+ozYblKRKikCq60xidHKcVwv8IszY9J7zDM7qi+8tLc4PZpmVATp4LhVXLdEEtdIklru+ODs9//WLYxunyCEvEUoHyEc2iN3YNIQ6ZXAmB+AeZK1+/PxRP7G6PY+eo59D6XlZ2OGr+Yn37yMH12/jaHVJ9K79myOXjPHqWtvY6xW3Zqken1lqJt9N97Nzl/eRrG/E2PpHign1+G5R3/1tl6+d1vHT1v11shQyTzRr3aPrFtS8Z93vD2oM0jc6UjhehKv6OJXvYz1HrgoR2ZJManBaIuONbXRFm4yx7Zdndxyx1JKhehBlbbG0GF9evwyW7cP46Swcc0AYZyQYolkxnuKRGY/g8havLJV9KYuCoiFXYgVq0vNlJMubAntAYBlcs5cBgZKKcb3xvHZr61PHvsYZ8n4rmwOlvHjJEHFwStm6UtRM0sa9wsQhdjLL6hvnZ2QUbVTOgsbQ5mFdiBzk++8+pIycyhttkLGJ2p2xZpeoSqdrpEyW3ELsI4UtOupbdcTlCv3T6JygqIXqKCv191654hiaqb7tF9+5CWFU4+7Jh7f7yTU7upg6S0/YOP3XklcGcBmMWgDOUB1LQKtLwHn/8ODlpQCY+2Fd28e/eTSwY4jO6rBnVGUZIRFKZics6xb7vPGF/fS36MYnkgXGMwHbAXhaqAIhGR2NHJhOJGnRc0/L2uRGIsxCJsaoROL1UYUpeX7f0zFXdsjajOzCAQrl3YL33Vot+NMfOr6oBxEbugmpEQYg4xCpFQoVy1Y08h8vrXAhkdlFVfe9gkhQds88xCSkHRuUmzTsWhKQVCoFKt+EJSFkHJsVxw/4QWV4jMu6SlOjWiM0WjdRqkCpfIKhFBYmxKF06RpI6dmpEjlAvYm4CSsRXpldFyjvffP2WzLKz8KY27IBsSLEomRLOms07TLCY78Cj09Hl/5/Of51Mfex+sv/TQnnvQI6juuxpn6JlZ1f6s40H1eY+8kW665ASsEQcF9zGAl+tXuZll86k+D3DlcvK1TNh7lKfERr9R5xsalhcY5B+vV3QXtTLdVBlKOwC0o/IqLV/RxCh7KzaxSTJJgdOafr2xCY6LNT37QS73hUSykD87PtAajPIRfJGnMse++SY5fNkhHR8BYGtJSLBB1ZB7rJfKVmIug07j4ViFzSNrnxETS4szbEy+iOdgFKo3NB6+KkalpXnCZZsUaj8bcQjuGNRLHhWp/gbitaUxFCCXo7JVsuyeJPvCKxv2B5+CXpMxAK5+1qf3DeLHoc8eXNFsRE9OJWr5xqVKuFCYL7wRhshmYMdh2PSWNNVIJO6+CllJQ7vI9T9qpfdPpni33bXj0FW9+39J/e+4b2mNzCzO+Vl8Ha37xGQ76yRtp9W9kYb2aXXffe0C1dRBw/z80aBV8lx17pv/QaEX60PWDj2xHyYJucK5uEMJy+asHWDHosns0yTywDwSszwEvyT+ffQBYcQBgZbdDYS0CY4XRWXuYRkb0FAWbdlvx+R9Ni/psjZ7OAksHOkkTI9JEZ0BpMiIlfmFh6J5VWwIZhygsUqkDt4jzf47MASunieQdWfZ5RipVCtLE2tqE3Ba1xWxnX2V5UPTLOjbp2K44etqruypnvbSzML4nRqkAIRVKFXCcItZqpHSxVtNujWB0RkDNQAtyEuA588Bl4hqtkdsxcRPpld6DNW9kntODoKvq8YNf3Y8fbeaMp13MeMe/cdTBS3nj617B3Xfdzo9+9ge23n0dza1X0Llk6HHtuei6+675Ne3ZFr39waUdQfK2G/f18/W7lppaW+7p9sKjh8fDJ/b1dnzitIMLzccexBKZaibrBsdxcDyVyVICRaHDxy24eCUf5alsymRymkFs6O5OueHHHr/9uUd3r37oE3j+BDBQLLjs3TuHnEo56uBBxmScJYjP7zry4bzM0ScShj7t0mVc2kJTtIpZmTLmRjhGLorAM/vBKzfOK5Rctt3bwB2Y4Q2fLpPGkCQZtQbEQnfgFiRuIAjrhjSyDK5Q/PLb7blPX9Hcubwj8DKwsgtD+Pkqi8XApcBxsa1EOhOzuMvWdVvlWIzWWa8qwQoh7DzxrFVLiNvaZsmtGZ9DOUIkiZFoc8+d21asfcLjb3nETz/xmJT9PmIhMDh1Lwd96mk0QwexoKQA4KP59nD+hX8/8Pp/aNDyXFXYtG18orNSeNlQf/VrUZyV4MbAvomEi5/dwxNOKbFzX5LxfOSCjchq4JfAulzOE2b3owMqq4WZLCzMs4Q1ufmotsKkVjhYESjF+64ek3feV+PQtV10VQqEYeaKaUyGV9ZYrHTRbhG0xTcxnquQvoc0BieN883QgiXgwjZRzse72kUGgfMynXnZjhF5uLClNil2RQ0mgqLX6ReDyuyEdM97TWf5CS+seON7IgrFJfh+N6luY3S8QCAUSML2KDrN3E0XgRbAGPAMrP2N9ErYNCQc/StpaxrhFm4WQp1graFa8RkZmdz8iOf+/ofPPnPp89/10s6BKXMMt0w+nut+chVnHvJHzr3oF0yGa2jvetvnTW3qpZu/dSNRrV1cudz7XaTlsd/buoyf3z8wqlOxucOLXqzj1rbjD+l+6Ulr/csO6Ze99VrCzFwC2iBk5g3lBC5+yafQGSBdi1dycQMPa9OFUNLOHsPOTYYrP6goliWub3lgmSUXXUHS2mwx4jjs2jRB4Dks3dhDEqYZaVQuZMIhUTmFwdKrHbSAKZVQMQrPCqZVesDgffHm31iDH7gkkeaGe0c56wyXF18aMLYno+ukMTiBwC9lPLyoYXCDzAo6aVuWrFZc84nG1FVfCfes7g58O++VKu0CWD0QsITMknearYTxiYZYsbobGXjSuH4mrxY2G5hhsVIJjLa2VU+wi+QhJvOhLhQ9tm7eV7TKTU987fMenRaLe0yYzU6NcEi04vHxVfSrEepp6YGFw0+BJ+Qv+d58ax//Q4KWFAJtTLBz78yFQ/3Vb/i+M2Jy0uDO4YRTjyvyuhf2MlPTxInNrWgFCB4J/ArwgKmFdc7+81Us/rDz53LuJmMNwhorrM42h0u6HHH1T8fl134xI048vA9tHWqNbHOphKDgIDwJrrB4BY+g6OPFIfWmZrqt0MahoyxxVQZCUuyvtOYJuPOgRR7zOv/5Anjlg3dr8h2dELRmxWRt0uwQUri1SQrPf8fSpee8vK88ujPEcUso5WFMiu91L1xCOm0RhZMLaToPAK3540dY+2LhBuPCWuLZ7cSzu12M/hmO/5jOih/ecuuW49/2yU13v/HlJ/UetrH/2g41fsqvbpph3ep+jj2sg7Gwn/KxH7pn+00/PHziqottMtd4WfdQ52eG6wFfvGPlVX8Z7vjO2q72n9f2TI0+9mEVDj5k/UCPir+RzsWPHhlPCJsJJtHoRIM1OL6LVwpwA5eg4iEDi/IEXsFFuRKpJF4ApYrgk2+NuPvWlPWHFA9IkBYLtDaLshK1KDXc9RRaW3bcO0Gpw2f5ui7iSJPqrAWbb/jE/PtlIc3SWTH5bEsutl1e9GIaY/B8B4zgzrv20bQOl1xW4ZBTQ+rTEqkgbFjcQFCoZL5tYc2QRKDy2+zQKsUX3lUf/94PouF1PX6g58mBElD7B/JC5i5D+UzL8SSNZpTNtFZUs0VKucMjKCjCZmqbc4mVUiwWVS4OnJk/XFcxV4/Fvj2TK1e5ybN0nHx/oSw0mul2gZOf2M3ZpzeYnn7Qqr6TLDB3IC8Vngx8/x8WtFJt2L1vlqUDVQqFzHJ2z2jKURsDLnl+D2CpNQxSktnqCs62lu/nNfko4BzQCooFGuMBs6wFALPZ12zeHpZ9KSYmQ/G+r4wr6ZaplhSDFcuSqiRJDAVl6fat8KTFFQblufgOuFYTCodaotg1KdiyT2KMoqsicdW82/h+6+UHVVqI/b3JooprP90hMycMG7JRm2TbvvFW+8VvWnHQeZcs68k84nU+dBcoVcDzu8EawvbYwkthjEYq5z/aglwtlPs24fg7dGuKZHY3OqqtKAaitXukOfn+K+/npWf3s35NLzjFR3RV5DOEX1w/25JWz+z9WG16+Y9Hbt2y1kz+5YbOgY7ltbb64ntu3PBirRTnHDHOQYMha3tnZE9f8WX0nHDFxFixMDceosOUpJ2QxhodZ6x8x3PxCh6u7+CWHZyiwAtc3JKXc7ZgyVrJ9d+Gq69o0dmn6R0oLfi/z1+EnpUUrKItDKkwOFYuLBa63QAiw21bR/FKDqsO6ski7ON0EUfLzlsE8gD114M+n28J/cABC/fcPUojNRx7eD/nvbVNoSMFpZAC4rYlbmXABZY4zKkymZ07XX2SD792bu+NNyWTq/oKvjZ6Yfhu5f7KSqhF8y2RgVazHTM+UWf5ik4kxlo/cGy507X1qZg41FbKA57Mg2E3o4E4Utot948f0tdbfktvd+myTOSeHUkqMFrwnHOm6e9JabQetLY/B8G1+edfAnH+PyQjPq+02DU8y5L+CsWCx66RmCPW+7zx/F6UgomZFCUFUkrSNHmmtebrynFTLGOZ/nbehFYs5BKIxZWW2N8uzt94MVbOV1t9Vcnnr511fndHKk89KjAbBmBlh8CzliRKhU4McWxJtRUml9gYAKXwfUG5KJC+ZJICW3YINm3ReK6gWpZg5KKU6nymtdg/fr7aWlRlzVvRmDR7wK4nCBuiseXeaNP5b1625umvWdqzOI3HWo0UDkFxACEdonCKNGnkpEwzbwz4H+1vAfFn6RS+YTHXmLA2onVCsdKB63mM7N6FDMdwbAOnWKQ52mTs1vsLSTM6JhwbvtCvFp8lKt1/cETy1Ib2RieSEocsDVneVT95thW/LnI7z3K61ggn+P+x99bxll31+f97rbXl+HUZn4zEQ4IGl+ASCgUa3N0aaHAr7oXiFJdSpEAJVkopTiAhBIgn43Zdj21ba/3+WPuce+7MnSSE9PvNlx+b1zCZm8nRvZ/9+Tyf5/M824jqguZMnbStSSNNFmfoRHfs5vECD7/oowJBsS+kUCvil3yELxjbCIf3Cj7xRkOrESFUxsh4pSe0wt0DikYymgUkwhJLTYwDh7JRKAuqoFi0GXt2zWG0YXxrH5X+Almq0drkC88rGGaPquJ6tYVCQFj0SVoZV189jRWWkeo6zv6blPs9s05z0SMou0dKW85KWQWCykARISWtxRZZYvB8QaVf8p4XLx743eV6YdNIGGij8yprZXoovNWAhQQvEDRbPaAlwUgpCEJl42bW1e311lc2f5ditRq7VPTZtXtukzH2hyfuHP7bnoAYhICZOY/7373B/e5WZ3rOW0sb+U3gESCuBU7+iwetDWM15uuCU0/weeUzhvCUYGZxFWA9Ik2Sb/p+EAmhZq21Xu7vI3pBa1XAimPLe9vF3FzW8VqVghBXXh+rH1zUVvc6q2BO3yQh0WJ+zhBFGpMZYVJnEGiNyOXI7u6nPInM46mK/QEbTyzj+YqrdmX86CcprYZgaFA5nir3i+9MEzuVlVijPezsHFoDVrvVIM8XXHdpdPDRL90on/iqjRsm9vaAlslQfplSaR1CKLeDGC86uxprENI75q56fPCSCOVdBXzP6OzfAp/fIQOSOCFrzRJWDHu/+WMO/PdV/f0njp4rPeVbab+vAjEhQ0VYkmwbTe41vxj9856F6pnbzzqN0tBmtO0jXmoSLdVpzcXETU0WZY5XSgxGGwQW6TnnBuVLigNFyoMlvKJPdVBQqEo+8SbLoV0QlhIaywnjG6r5wnKHF3CfYb9xmYUCyOwKb5DlX19cAO0Lpg8vs7jQJiz79A0WKNVClJI5j2m70WOrNZQONJwUA+Ymm+yfWKAY+GzbNkLUlDziZctsPTNjacq1hlIJZz2EoTJYoFgtI5WkudikPtvELyhqA5L3nL944He/NwsbRvzAOJ7ATQ87JLyy3Rax8zPlC1qtlOmZZTZu6kcqie2uV4ieoUFnxGlBeQJrrM0y42hXJTot4sJiu29yqj578s7Re1tY6MWBelOyfjTjcecuoDPI9DGodTcQv8hB7oxHv/bXV/zFgtahiUW0KHH70yq8+umDSEkXsIQQWGvulSbRT4JCMRGISaOth3UrVVa7immlshJd4BK5kKoXyLptokb6CnFwMpWVQIiNg9JOz2Uyahl02widZujUCpM6fVDHfQHcOkVnjcJYqIyUKA8XEdIwPC6ZW5J865sJE4cMI8OqOzF0LWLn4soniUe5lPau71jjPLaklBze1U4f8OR18VPfsLUydSA6qssz+H4ZITzStN79mTt5FJ0yzk2NTFcUe0MAlo/o/2CNeSNCfhMVoAKPaHqC/Rd+j+bENOFAhaAikaGkXDQ71w3qz/7qcnPX3x0Z49zH3i075dQNqj7XENFSnaSZkLYzWvMJ7aWEtJ2QRRlZrNGZAWORyn2uKlD4JY/ycIlCNWD9DsX3v6z40ddhw1aXwD0/22Ldxlq+MG67PJQBylZRMwpjLao7QM7dFwQ0pCZTrq2L2ikz0w2itpNNeIHCDxTFkk8Qqq6X1spNwpAkmsZyyuJck8hoRgYrbNxWY3Kv4Mz7tTn3xW3mJyTSy61tEosXCLLUEhSgMlRFSI+lqUXSyBAUJH4Ab3/h4t49u219bMTzDRabi0mRtstjdf+sRA6eglbeHm7Y1I9Uwmn0jgpL7v5/lhjKNR8vULQbKX4gSWKN0blIWvjX757tGx2pPLSvVrikc1PoaCrrTcl5D21y2o6YheU1z6FvC8HDgMc/+rW//rdbFWjd9sxbDrT+cPUsZ99mkDc/b5xaWTA5lzmluwDlqR3NhfplJpVlibffaOPl0IT0hJC+EFJJISTdqaCbYLu/0vFE7ipBu9NFK7RGFjyw2opGQ0urrdCxJW1poZMMnTnQspkgbydzAlQivE5ogKK6rkRhwHfukp5ieFSRJPDVL8Uc2mcZHlHd8FbZiVLoAJQKEShE1MYKuXr3sANcVjK9P+Le543wtDdtY/rAsWJKazLnaya9fOZgcsB3zhOFwjBZ2siLxY4Xlzyu4rcjNM3B64jFvs5m9tPh4ABWGw58+ytE0/sJaxXGB5IPxtZ/4Se+E3L90qaDL3vZnWt3OavQN3l4gSzWZLEhbaVkkaG1mNJeiMnilLiZoGPHa+ksy79vibNtkRT6Cmw5o8CeawO+8jGfUtUSFgU6NRw6uMT4uiqFoo/RJh9u0NXF1bQisHJVa9eRgWbSEklLS2ikkoShIo4zlpdimvWE1H333RbQrrgNY41FO90mlVqB4fUuW7E+71JKnvjWJn2jlqUZQbHmFuajhqFQlcQNS5ZqygMBOoWoniA9SVgUJJHl7S9a2DVzRLYHRqRnOmJSYR1rq1ZLH0T3+shBa7bBxk19rj20XX2+slAC27SdkaHnSYKCyrVDgiTWtBppJ1+tWPTt7t2zp7ba2UvXr6u9L+3htYSAiWnBg+9tePy5CRPTYq0W8cFumig+/OjXXvTCWxVo3efsPx+0hBC0EsPy3DIvuv8AG4Y8B1gq3zf0lGi32n9I29kZhWJpt850IJ1Nh5BKID0ppC+EFyrhFSV+QUkVSiGkENZYIYSQQrnKS+TiKdFdiOgh5J0qXprMoiNE0kqFTgw6NcJmFpMJjDGis7cmpADPKZ+lUlQ3FPBrnnsSzwlO+4ckSWr56ucTJg/B8LDEGtm9uIQBtMGGFfCKyMYyzglOYq3spvBY15rSWNRs2lnkJR87CWMsrbpGiBvbNjBIofCDPucnbzKCoA9rM1qtSSculd5NAa2OceI01r4mHBr55JGffIfk2l/edcP2gQsv3ds/9JbPlfYXhjYsfPkTtzl92ybp7d7T6La5WZSSNlPSdkZUj2nNp5hEkLQSklZK2o7RqQNXIYVrvX1FdQDCvjLf/OogS3PQN+ASa3xfsXf3HJVqyOh4hTTOV3PsColZ04qCkbkGa7VMIScSiIShJQ1x7ragPNFtD5PYZWgabdGZ6QQ7IIWbRBZKPl4guzH10/sE935SzP2eETG117ESeUA3Rq8UPMoTHeIScLFhxYpgeVHbd790edfSrIzK/XirW0PrQKsjMlV0J4tKCVpRwuxck/UbankkpcWCBjuQX8UVrJlASm1LlRDPcxas0pM0lhKSSKOUEBbCwGN2vrVz7775T9SqhecfjQOLy5YdWyWvfK4bmh2VCte5sjMEv3n0ay66260KtD76lLvcIk+UGagVnPfUYnNll9BVCfbTzaXm00r95T1+6KlOQKFYSdjsTXwSypfCLynplzzhFaWQyt2PhEAKV43JbvPY4bec9EHozAqTIUxsRNxIhE5sDlrOOsRoIzpPhATpSaR0gsjapiJ+xXdP5Dng0hb6hyRxU/ClT8YsL8LAgOO4Vp5egVdASB+S1KkQhQ9pik3Tbv6hy0mQTB+I+LsLNvPol27i4DXNTqd3gy1esTiGF1TRWcutEwln5Be1p0jipdyBVyA7m7n0AFU3nNOuuL0KgSqU/9C87HuX7vvtZU//9h+32X/7Wf/Fdz97sPbvnz3tlMCXHDjUQgqLED4Wj7QVkTRb6FiQRhn1qRbRUoJJNHEzIWmnbk0n064MVgIvlPT1Gy66eJxde/sYHEwxeacSFjwO7nOhqNt3DpHEWZcrFGIFsDpq955PZIW9E5IAQUsYpr0k56xW6HcpxYoZYO8GRi5t6hgDCgGtZQhLlie8uUmpz9Jadn+/8/0o1anSoFBVWGNRvuO54oah0idYnNP63S+p72rWZRpWrepMDvHs6rYwn5WLXCkvPUE7TpmZabB+Qy3fMDGZhZOB74P9Gyt4N3AB1lyDMZpyNSAsKmeVYaDVSLvfrVJkmd549dUz/5Vl5tGet7oa1xk0DbzpRUXOOkUyM78mTnxUwAMe9ZqLtt+qQOvTT7tlxKVCgLGCRNtV15/y1BOay80vAgcqfZVMZ3oVL5Wb9edVlHC6SmcJIaUSwi8q6Vc84RdVxxlZCimElEKiVkCrU23p1AqbCaFTI+J6InSsHaeVuUmezUGrE8ukPDc9UUVJbXMFL5T5mo90fINwl8zIiOLwAc1XPpOihKBSFhgVgldymiBtXcVlJeAhtIZ2050d+XTRbWUIooahMZ/xwg/t5C4PH+bgtc1VfMvRVZYQilJ5fbcr1jrGmARjMpQKEEKhsxYW3MTROifSGwStnImuhDFHjsT6+X+/76r+QhR8/Su3P8n3FYcOt/G6vIqboGZxShol6ASy2NKab7F8eIk0bx2zSJNFqeO2cu/7vlrC/skhfnv5RirldJWDg+dJGvWEQwcX2b5jCN+XOe8oqBhFOa+wpOUY2YLAWX4k0pIIQywtWthVo4rjix3WGGkIy/Q+xTlPjjjnqW1m9ivCqmsL46YhiyzFfklY8cE4GYpOjds5zCuwgWHFVZdF0T+/qrk7KChUYKToTA6V7S5KdyaHHbcHck6rHSXMzDZZv76GkFhjbV/eGt5bwLWOLrUfB56N0ZdTKIUIKWg13IrJSrih8+jyVd91u+amZ+cb9wl9b/HotzyRGp7/8BJPenjI4Smz1ul3d+A1j3r1RQ++dVVaT7rz/96TCzFqtLmstdyslfvKR4SQqvOZ9kwGO6R7TnAhhBRSSiGEcvyVVEIEZSWDqi+k775uF4YspZC91RbCaCNsKoTRWkTLqUhbGpMhTEbHKbMHtGQ3btyv+tQ2lrtWITIHLZn3pBYYGZdcdrHmB1/L6OuXeEqADMFz7pVowIVfIKKGC7ewsiuBMNrpLKSSLEwkCAuv+vJpnHx2lYPXtMiHP2sAl8b3awSFQazRRO0pdNbOq5UhwsJQDm6SNK0TRTMrqdY3BFrWYlTI0GiJ+YlFLdqRHR8LvemZBM8TKxYtJp+8ZpYs0WSJIYsga2csTyzTnGthUkvSTruTRIyhFLZpJwV+dflJpJmiEGargo2FAM9TXHvNNNVayObN/bTaGWXjCPisR5yn8na8A1hNZWgLg8aS5W2hRBylXbqpbryWxqKgOmh5wlsa+AEkkaTYlwtKly1xMyMoSbxA5bZlBmMsWZuu5cz6zYoLv9Sa/9T7WwfWjarQ5vYz1rPHrPAgc0fe/OdSuUprdq7JuvEqQmKstadZwauAd6xUmBYLPwfuDFyNtd6qD7TnnReLQXD4yFJ59/65BxZ8749Hv+vJVHP/Mwu88UVVjkytuUYlgb971Kt/9eVbFWh95An/e6ClPPWZxkL9qUKIq8t9ZU+vzFZ7f+8CF3kVJQRCKFdNCSWEUG5y6IVKhv2+9ApSCHLBek7eA06zpV17aI0R0VIqkkaKNULo9FjQkspz5mxYCv0h1Q1F10oo4fbnPIUUwk3rhBNG9g/CD/5d84dfG4ZHJKQa65fALyFMTr6nCSJugZFYbbvJPMbYfGlfOpue/RGVfo9X/ttpnHiHCgevbmF0fhdei9eSfu76kCGEwpiUMBwkCF1Qq9uJ83IDwWYul6DLa9FjvXJ0az9UdkLbhaUVLnJluu6i2Yw26NSgM9AJpK2MaDli8dAiaSsjizOkjpE6ptWEVsvn+sMbmV7qp1yIcmun1U8eFjymJutMTtQ57bRxd91ljrPuyhMsBLlGq1NhLaqMTgyFET0uo+JPsw3vvJ65Q4oHPb/JXR4ZM3vAVd9e6CZ71ljCUoDR0FqKMYZuZdz5rqyF8U2ST7+zdeS734ymx0ZF2OGxrLI98oYVx4euTY1wYBbFGbNzDcbHq1YoRq21R4C75uttXRU/cBLYX+Ql9XReyx0D1GHoqYX51ui118880vPUT47+aBqpZbAiec+r+uivynxH+Ni14ke96pftWxdoPf7s/60q637GmO83FxsHSrVyKpUiD3NeAaue9PKu/kqKvLhx6fQd4JKey1NVvhCFgUAGJdXVH7h6K1fPayGMtsJaI6LFTERLCdgV0HLi1JW+Xygn2yoNhZTHC64I9IQLR/DyHYs8qsxoS6HowOebn7MszkhqFYMJKiBDRLsFeFgVQruBSJJVlRbGVVuWFZ/6qf1tSlUve+a7d0b3edxQZXEqZW4i6cagH11x9cocHCHfT6E4nIe8ummjW7ROcl/fozyijgItKwTSGIIsyYuzHlVm3tZabPe1mywHrhTSSJM0U+KlJrTrRI2UyYOKiYkCcwtllppltJEU/AS7VvZgh7AXgiuvmmJwoMjWLQO02jkAd69vkUsgJBUtaUvDktT56+8x7DtqOHRTwEpIWJhQbD4t4bzXLZO0fbI0X542bn+0PKCoDvWjs5T63DJx093AeiUE5Yr78N78gvr1E4eyuDogPKR1bWGXfLcrrWG3yrLdpJ0o1szNNRhbVzFSilONtc8HPtZdM2JVC/dk4HPAtcAxvZ0APE+JKMpOuOa66Sdlmf6aOsq0TgCTacbjzqlwwVOr7D6YsRZL8ahbW8L0R57wvwNaSqkfNJea99aZvq46WFM602tXWByzayhzTZaDItn9n5CekEIipSdlcTAQQUXlrWKnsURgpbDaCosRcT0TrdkEjHBWzJkBJ6dwWhYlEb47c0tDIaXR0PkoeRIv8FxQgRSgbVcvpTMYGLTsvU7wn18VFIvghQW3MBxHDqSU+zNpAkZ2VfIugdiutEh5GtT8kYRGQx64z2PH9CNePLr1pDtUxMyhhKXZdC37nmOYmSAcxPPKWGtI4lxJ38lQ7J0gdkunnn07IQh0jNIGKzxEZ+IJIFPngGBXZBsdL6ws1mAMlUpKYyHjDz9NuOYPHtMzJaLYx/MtgZ+hhFmbQ+oBjzD0mJ1tsu/QPKefOEax6BPH2rXmdrWKfTjzSYVlzsvyk+ZYwPqTBkiJoN2QPObVC2w9M2NxKlhVaVrjdidLtSKgadcTsnh1hSUEnHCyx5c/3J79/Eebh0bzKqvDY/VODns9tbpknXDgHSUZs/MNxseqVSFZttbeD5g4DmiB8517CnC5W4NbfaK4rR9x8rXXTb+u3ojf6vvqGNBqpk4+8sFXD7B9s8f03LHT7FsdaP0vcVqPFkJ+uT6/fE1YDAlLYXdqR9dapnOfdCLqXqV7L3hJmTvEOJ5LSs/NDqUnVXk0FH5ZSYx14CZwhBRWKN8Im2WiPdPGplboVLvqIBEiTSTgIxTIwHWmpZGQ4mDY0ZShAg/hO+O6rprauNhzayy1muFnP5BceanHQL/GZoB1EyVhckI+57msFbnsIAct48bknYmiUtCq2/auKX3FSEmVHvSk4fGHPGd8aOvpZeaPJCxOpyu7Akeddi7kFaTwMdZgVYDQcf7xmpXoKbuaz+rUvJ42eJlFCI/u+mdHJCszjGznvJgDWe0cYukfsqSR5nc/SrjkR5b9uzwQknJF4ynD8U472zPFM2YllzDwJVdfM43RhtNOGyfNtGutO8V4vvAc5gr5SJgeCQRrLOvcBH2hgpn9Pnd8+DIPem6D+SMB+Wh61YfdESNLlX+XHRAxEISCLTslP/9u2nrPy+u7ghKyVEVZYbsL0kgQnl1ls9wl4V3QOUIK4iRlxoHWViHFv1trn3zUHJnVowbGgIuACjDdufl3mhfh5Fw7rr9+5sNzi82XhP6xshgl4EiS8aA7lnjz8/o5MJUd893d6kDrY7eQ5GHVk0r5vSxJ7hE123uqAzVpRffu3nFcW1l4tisL0dZ21kp7QUyoVVWXElK5VlGpUIrqeEHKUAqBkMWKFaWqEVGkRX1OivqsENO7LFFDCSEFQWBEuZJQriQEYUZmBKkJwUpKoyGFgSD/ohUyVCsJ1uRclXYtUpZawtAQR/CDrwe0m1AILWjZTbzuJvF0xaV0L3y3ViJW+CIDUlriln9gdk5PT2YttaEQFh/wxJHhBz19bHDH7cqyPp8xdyTpDAbXEKSC8CuIoApGY7MWpA16M+66QaQClBF4qUVpQHr5g5rV6GIUVrWxMgEj0Bo8HwbHBNdcnPCfn4u5+hIXL9835BxoV+YsrAEl7iLNMgeiQcFze4IGgkCRxBl/vGaC8cEqW7YOEEVpTwp4pzJ070NacVQFZ0H6OeimNwmw6nMeQaXNk9+2QFhUtOsql0jIYwS7tocy68w1RtZLghB+8OV4+YsfbO831tI/JHyNtUKBlSsrPI6AXy176ACWxRHxUeJ0WuPj1ROF4G3Wrk5+XgO0AJ6Tt5BXHY3WAggDf+vuvbNfnJipP7vgr710n6aWJSzvedEAdz4z4NCUXtUm3upA61+eftdb+jkfJKT6Wmu5sddaY6sDNbTulJwdbZUFKxxgWWRnhxBrpbVI97N80S8XQgmEEspR9VIKqXyhrEUUBwpyZIeSKojF9AElDl1bFFN7Q7EwEYq47Ys09tBa5LkrVgRhRrkaM7IuYsO2iMHxFsLTyFIVr1xAKVC+q7K6l4RdASxtHCmtM0vRi7n69x6/u7hMtaJ7FqdXgKoLWt1FauGmiLmA0gGYu6DTRDTbbX+3L4Q/vRhnh00j3SALxfs9amTwAc8YGzr97lUvSyzTB2LSHptqazVWeOBVENLDKh8Rz0Pacpa6eZVlhEUa8FKNlwln59zh7I4uh6ybhFoVY2WM1c6pc2Bc8KMvRXztfRFp6pKUlVxdgXQuMCmOApZcS2aMpd1M0MbQN+BiydJUUywFzE03uebgFDs2DDM2XqXdSrsVlTieXKFTVfo150WWLt1oxaWkx+xkxENeuMBtz4HpAxLlyY72xnGKR5W3HbDqH5b0DwuuuTTVX/94fORXv05nawXr9w1KTxtrtTVuv9A7lnzvTBGdMaDtrFmiPGi2E2bnm2xYX9thsU+xln87+osxa7/7HwD3BHaJLi/gjkLB23jo0NJ/7ju08HfHAy0pYDLJuMdpRd7z0n4Oz+iulu7/L5XWZ/1APaZRb1wTFH1ZqpWcCn3lc++k50hjbK/ljMQijbUS93NlV8CrC1xIhKu2PBmWrFLesmgkVXlo17A4eFVNNBeKwvc9WaxY/ALC861wrYhBayuSGFoNS7sl8P2U9Vtitp3WZusd25QGFe3lwC0z5opnYV0bZ7TLLbMWTKqJFhJ0nKKk4TcXDbAw71EKNdbkg3crjgKtzi3agZbRefiE6eyVOGBpNb3dOhVNpYSPQcwuRdlh20yGCIJ73Wd44P5PHx066z61QqkmWZrR1Bcyp9W1KVZ64PeDzcCm2KSRQ7VzzlSpxU9BiMC1kTZxitu1xpUmBy2ZYmUEVrDuBMV//WubT722ydC4pNIvsJ2BsFhVmOIr5aalq0QIPTH1QrA436bdTBhZX8EPPOIko1j0ObhvkUNzC5y6bZxaf0i7ld20oWCXaOoNmxSrwMtaKBQ99l2VsPPuszzv/YIDV7jX2nldXeDK28QOb9U3JKkOCvZekZmffCOZ+8n30qmliHR8UBRUiEhSbbUxSD8v+tRq0BLSmRWKVVXWSv7hcj1ifqGlNm3sX6et+Tss/3ns17KmnuqBOEfb/flwtatTKxT89ZNTyz/fvXf23NA/vr2R1jBnNG96xgAPvHuR/Yez7k3xVgdaX3r1fW65Z7PslL78gfJFFEWtdrFSQvme2/VzBLDIeR2hEytMZkQaaZm2tMwiLaxGSOUK6Ry8pDUOvHqBS/m+8IKGjNpteWD3BnVkzxah07KoDhoRFLW0LvCCbuvJineEFG5qZ4yhsZwxO2UQSHbeBs564BLrT45oNcIu9+I4qRXA0ommPZeSRmAzTdFrcfhwiT9eMUAh1F2zuq6vll2pujri0jwNm26iSu67JYQlitRM1PIOSWEL4BZqyRCLjVgfMM2ohBfe++yNm+726P7KqXctqC2nFvE8wezhiHYjvweYCDqhGMIijMVLwBl2GigNIcIqNlmGeHntqqTT4kpNRpuxzYqrf5Py3ufUKVUFlT7hWuaeMbBTlgvKQZCTvElvY9gdAnSmt34gWZhuMTfTYv2WGsVyQJJoCqHH7t2zzCw1Of3EcYplj6h94+tOqyKlZYBVISJrdiXtzjNLkUaa314zyXA54Pz3lRjdWWfmAE6f2dE25+BltLObGRwT7L/GmF9eqOd+9u1kZqJlo9GSCit9qCjObJymIF1+oQqFaw07E8JeAr7TJmK7u/VI57k2t9BiuRF5Wzb1D6aZeRhwjCeMFeZ4Q4evAo/Acl3PYItC6PfNzDYnr989c47nqaXjfYZSwHSiOWNLwIdeMchS05Kk9tYJWt/56ENvyed7kUC8I0vTK6NWWxZLZdvJI+69MnpXnx2AGZm2jIwWE9meT4TRVklPqtxSWVljHXAJpFSeEmZOLcwiD+w9Q7aaG2WpnArlxTIPsBYc7S2/1lUpwPckxsL8TIu5SRgernDO0xc54Y4N6jNuB9Fq28UekxhaM23SlrNrNkmKjWM8qfnDVSMsLBQohdmKKWCOETa3sMlS3Q3R0KnuOkUYl3gOWLJMRO2mtwtc29xZspMCskzrNBVBrEujy1mr2aeS5dvfp796hwcNDN7ufn2l8a0BYIgahoXZhCjShAa81FnnuHZEupWjsA+yFjapr3wgnZKiB7Ss0IS1GKngPc+sc/C6jLFNijycumt21tkFrAYhUgjqcYzJl72PvbeJbkkWFBXz0y0OH1hiy44ByrWQNNEEgeK662ZZbLQ446R1hGWP6IYqLmscN9fhtFSI9UqItA4mwyIJQoXNLJdfNYFUsK5/HZUByRPfukSxr83CpHEtopRde7d1WyXtJvzHR7KZi75vp2cjG/eHIqj1Sy/VxjZa7n36BYlfkLnZn+nyV10yvkPAq2OrLIQDzOmZOlGSFjdt7Ldxkt0P2HM0R2XEmrwWwP2BbwnEgV5JVxCo8uJiFF23a/Y+SokjNyQFsQZms4zXPqWfv7l3iT2HneHBrQ60vv3Bh9ySz/dlKeU94zg6mCWJKFWrvWLC7lCDFSdSt1OYq9uttrK9kMjGVKTa86kSyk0NrbYK60zbTTKp5meK6tCBO0tt+mVYqEtrjehRv9w00Op2FG5hfmGuycKUZXikygNfOMPotpj6dOBYhBx3m9Nt4qXYycEygU2dHUupkHB4osq11w9TKqauKDSs8GH5P3dTaDyFyYybNIrcc6unlWo3vD1ZKhtCWN/alZQYY4wJS0EhKASl+Yml+YUs0fMkRiLFqUOV8ql3qZZOu1ulUhvxveGNfrBurODZeofz79F4WYNjivVKC9VR/ne1GTn/ZjXrTkz51kfafPldTTbuVF1A7hXaWQFVP8CTkuU4xtgVTms103UsuR2WPKaPNDh8eJEdJw5TLLtcw45avtGOOfXEMYoVn6idrT2TFB7WrzrvsXR5FQtmrYvoUlJy9VWTNJOEM05aR7HqceAaw6l305z3uiZLM5p2060hVQc8RjbClb+06Zf/yR68cp9YGPNFWO4XnrHYdpQQpylCCYoVD+GBtjlYHS11kGCM1lZalC9VLwHfqbr8QDExtYQ2dnj9+trVcZyd09vqrVRaxwUtgP/Erd7sF7kJV+Cr0lI9Sq67fva+wMHjrYt1LpCZVHPyBp8PvXKIdmyJE3srrLQ+cotVWtvBXiiVl0atRoQ1FCtVTIfRWy0ihZWdQZlPESUWJX0pTWZlY6Ktlg60ldFWqVBJm1mVtSe9+dk+efjw3ZS1vvL9hnQONsfIJcQxZMYNsLJCuJN6dqrB8ozHyXf0OeeZM+gUkliAkkSzbZqzjtsxicGkukuuS+F8j668Zpx2OyDwzKpKqytIF4K47Uwog0CRxbqr/OiAlpCWpOVNt9vqsMhbRLviC5wv7BqtlJQWIXSqSSLNrI2zOqmeJklOkKXCRz952kmn3GM0nF8uYNMWMmshfSfpsFpj0rgLVliLkAqpPJf+Y/INYSMo9VnqjSb/9Nw6jQVDdUB1F5pFXmpZayl4HgXl00hidA9gdQs3uzZ89QLXxMFlJieXOfHkUYKiIsssvifZc/0sc40WO7cMMzBSImpndNK1VkBLYb0KWO1awtyf31oIQg8lJddeM81SK3ItZ8UnaqcIBDMHJQ96bsQ9HpswtQf8QsLMoVT/6j/E7K9+qKYzK/XYEAUrsVGsiaIEKy1h0cMvCDJj8iq2Iybt/LPjtYzJdFgulKUvZNRuNciXzxxouaIoCBUHDy8iJevHx6s/ThL9yLUZGNsN8FjjeArwaZzPuxAIfE8Vms1EXX399IOssVffEGh1Psq5LOOVTxzg0fcrs+dQxmNecysDre99/BYDrScixPullNe2Ww0hBLZYrnRA62jw6AWanomhlVY77kp6UrXmErWwq6V0apTRk3JhekgdPHBXzxqkH7SUGyy7xzFaSiGtEtLK4+zG3uC31fkypycb2KjKfZ7c5KS7LbK8EJDUUxpHWg5YMsgSZ7+CsV0pQ7mUcuhIH7v2DbsW0TpCvkcm1QWxZiMlDDyksGSZW+ux1lkECyw6Fe1W09vdnaBaVmfy9YBtR6FrjBX76s2oFqjgXZ88acfpd6kF0zMKWRxA6ASyZbeiZJ0BnjUGm3VcfDvJSD0yztwPbP0O+NYn5/m3d7bYsMO5W5Dv+dFjFxNIZ9aXWYO6UTX6GsAlHEG+f/cCc/NNTj51DOVLtHZhE4cPLDIxs8zYYJUNW/qwRpPEq3eeVpnbWovyXEuYRJo9u+aoRxGn7hin1BcQtVa0b+2GwGh4wpsbrNtu0Kli72VJ8rYLzJU+io1johSl2rRaCanWhAVFWPawGLQ1mNyjyHZV71YjCVQot8wcmZJR1Jo79U5nlIKCb2amp6e0zjIhpewAnc0rrb375ymV/M3Dw+Vvpql+0vE+PyPM8f5VH/AzYBRYAPA9FUbtrHDtrpkHZ5n+o1LyhgFDwHSkOWVjwAdeMUgcWx76D7+4dYHW9z/5sFvqud4BPFUqtavVrCOlpFAsYYy1awGWWLV9ZWUuMFXWII2xymqrvEB57flMTV+1Sy5M93kH9txNam1UEEYqr7A8IWwpTXwhlUF5uksO35zD9xXLSxGzRwwn397nPk+bI24bFve1yWLHVTkvdIEV0l30OvdkU4ZMK668dh1ZqvAU3TarG0OYj/zjKCNqZVQqgbNGMTmQ5ApsAbQa3u4sk00w/ioRuz22OfA8KQ4vRNGmdYXiu79y4o5NJ4Vq79UtlJKoQs2ZflmNTRKsMYg8OsYJZ01uUNjVJKx8HoEEqfnwy2bYf3XGwKirsqRYES92oiNszodJsQJ8AnHc5nAt4BLSeVxdf/U0cZRx8hljZNp0CfSlhTaH9i+hhGBkQz8Do1VMEpGluutuJIVAeSq3Rs5Yno85dGSRDM0pO8Yo94U5YPXY1yiYPSQ54bYZ572uQXNRMrpJcvnPTeufX6J3eSqTqFQpT1CsBggJcZrh/N8t0u+IcyxW2VR6YlSbrLZv757P3vZut//V7e59x2f9+Jv/dS8VqEQF6kCr2WhLpTxkR8LgWsjDR5bo7y/sKJfDT2htXnAzQAvgXcDLgCsBqZQMs9QUr989+5A4yX7v3QhodW5YU1HGK57Uz2PuW+L2T/nprQy0PnXuLfE8nnAj1xOEkHPtZt1KpSgUS9asCD6OStpZpYJXLureqq7UQVtltfKCyoI6+PtM/eabZymrfC8stGVeYVUAL0s9U6k1vrH99EMX7rtuc3txupj5oY7zx+0DzgYe6tpXbvQuYy3MTrWQhDzo2XWqtQXmDrjJlUmsczBQ0nFCWjtnOOPGL6WKZvfuIQ4f7qNY1F0pw4qQtBMILGkuxejMUK4E6Mzmy9SuLZPS0m6qyailJqS0hZXdwWOrLSWFmFlKk3JZeh+68OQTTzit6O29uo3ynLeW8KQTARmLiWOs1qhC6NSVOWCZJF0thOrctocU1/0+5mOvmiEogO/LnipL9IRSdqqutfJv1m5xVmmfeoBLKpclcNUVkxTLHtt2DNNup1hrCQIHttMTSyzXPYJSmb5qSqnU4eocZ9hupsRRShYbZpoNFJKTd4ytqrCOZXNg5qDgIS9oc6eHx8wdkmw5WfLVDyazn/tEfHBbv1/Ac0vNHd934YH0rJPHCAvSauEzEsdx5dDhg4992FMe+Z1//MSbxsu+9+yf/vTi27zjha97+PSRST20fmSP9JS1GJc+LSzaGKam6wwPl0/0PPkWY+0/HvfzEzd4Td8LuBCYBLSUIrSG4t698w9pR+nvj/bVOt51MFU3nLTJ459f3s85L/z5rQu0/vPTtwhobcTydUAJKZqtRt16vm/DQhFjVt0VVu8Y9v6y3VmLwlqFVUp5ddVYjL1ffvkMNX8k8Mq1trBW1IASkAAfiaPw3Ru3Hjpy0u0PcNkvb8PCRJGguKYN4+2Av837/o3HRV9PsrTQZnHG43b3XeLUO86yMC2xqcWmFq1zvicntDsXgJCSYjljbq7MNVeOEIT5pLC3NexUJHkq39JC20kEyoFzztSubZNAmshms652C/Bsb4vYo3AXQtBuGzOfpuk7Pr5jx70eNVjZe0Urt7iWSKUg3yt3PFbmdulCH+Ep56aaZg4s12jpBsc8fv/zFp98wyzlqnOm6HBZQrCqmuqtum6aOsYeVXF1DPYMfqiI2hnXXDPJpk2DDOY8lnMcdS1fmllmpyLidkQQKAQO+HXmJpaVWsDcTIsoTtlx4iilmt/lE48dCbi3X5+XDG5wpDzCopSk2m9574vTvZddmi4NlW3BCqwXOBcQJGiTZQYDCpQvCxOHDm+Y0VOPe/FrXnHhBW95UQC8qW7pqwr2TM4vbfnAG9571ne+8PVTNmzbOGuszixWCOmslnNh6U4LT7HWfulmgpYAfgKcBkx3QOvgocWHxHH2e3VTKq38OLKgefFjy7z73y7+iwStc4BPAoeEELrVWLaeHxAWikdXWmv96gKWAy2rBFJJlSnDoveLL+zw9v+xX/aNtX1rxPr8sT4MvA5YSOKA8Q2T7DjzEFf89hQWp4oEhezGXu9DgA8C29YErcWI+oLPSWfNc8bdJ2jMFzCpzSd+hlWLgLmZoAsncBvQV10+Rrvp4/t2VYlpWQm6yB1dWZqP8TxBqRyQaZvbMjsurD4nr81SYiGtv4ajDBjDvkbcfvbzNm58zps2jh68to0xrpLrvj6Tq6/NiqwCKchdN7CZOS7bN7rR47ufXeKrH1hgdIPXkzLCKtDqxbte0FrhmHqgyh4PuCwm56KMtRSKPkcOLzEzVefk08bcEFavfAhCOh7IaEESZW7LQEBQ8KjUQg7uWmRqepkdO0eo9oVErZVMxKMXx3sBbHFK8bC/b3KbcxLmDkvGtkiuvTRrv/sF8a5qzZOFClJbgzbGIq0MykHRmVHa9PD+Q9t33uGktzzjjc973b3OuRMpPL2epPcVcEBIqfo9ZdI0+9HjH/D4++279vqXD44PX2GsUZ4nmV9oUm/EcvPmgQ1Jmp2HS3u+OaAF8Kb8+rhKCFHAUpyYrD8kSW46aAkBUWwJfLh++vd/kaD1ZOCtIK4XAttqLOP5wbGVlu2mRHdCKVQPGd/5ZyVQXliZVb//waj3u29vEbXRVp8QjAKXAk/MpyMA3EzQ6hyfAJ65qhRUgnYzJWoJKjXDqWfvZmAQmgsKY3S3PXN2zaJrISM8iV8oUKokXPWHKof391Gu6HyHrePTnk8JO7mI0rmZLs638QNJueyhtchBzdBcFrONBbFfeRQ5qtpSEg4sZsmd7lDue8/Xtm9dWtC06rbLS3fdqHNZs8lNwB2f5SaIq3RZa5y0Q+MeX3jnHP/ztTpjG/1VMocud79G1XUsYK1ewlmTiO+4NXTFp+B7HldfOUmlGrJp6wDtdtp7r1h5zvwe4sItPPZcN8vsYpNTd45T7guIWknutCPXblN7nnPhiOS2D0p40PNaLM04W6GNOyRfeHt25LtfTafWj1PUYLXJtF/wC/3r+sdQmCN7D/Vtuc326Q//54fe6sFk05hqnOnbSiGijnTBQt+A7/3+n9/0vo+95Q1v/P4dbn/2Odroa31fepPTddJMexs39A1Fcfow3CL0cWspe8O+FvcD/h2YEkJ4WAozs80Hp6n+441OD3sOJaEVwe6ZS/8iQeuFwAXAbiGEbTbqeJ5vCkUHWtZCT7YheXXlDDpsN3jF2e9J6XlBU03uRv30cyejlN0YFHW/1vaNwDF9/p8JWgBv6H1cIQRZpmm3ErK4wsDoPGefc5jmosAZPtjuxe+sog3SkxSr/filCpVaxt7rNJf/JqRUWeFaVnYMVwISOqsjRhuWFiKU71EpO+GmNRqEobGoJlpL4oj0bEEIlLVOPdVYTrQtDAfvv3Dbtm0nGv/IAYsS6QpRlA9thSeRvpe3hi5ZGwQmTbHa3CBo9Q0pPvnGGX77322Gxr0u0Y3o1ZMcD7SOtym42gjQnRo9rqr5vzfWEoSKhfkWhw4ssfPkEZQn0LqHR+tJA5RCUCiFHNgzz8xcnVN2jlDuKzgOS+X3Q5N1/7vV+/srSv3momR8m+YRL3OyiTQR9A0L5iZs+t4XpNenmTWFilUWYw3GVkdqQ0KJ6tSRqcI7v/HOz97urmfun0+zHbk8dQbIemiRar/vHZ5ZXH7rcx7+lPWXX3LZz7adujPwfdk4dGQRhK2sH+9rxkl2Dj2WNH+iVgtgGPgRMCSESLB483OtB6WZuepPAa3OcfnBS/4iQevlwPNy0DKtRgOlFGGxZIzWPXczx90KhEBYIX0ppEKZzEqdWqkT42GF8osL6pILN9rdl2w4sdRfD9PYPjIsqu+u9VZuAdACeC7w0c7FaoxleTGmWApoNQR3uMdB+gaWaLe8lZZIyZyANQTFIqX+YcBQGyvRait++vUmWEUnzd4aS5a6dY1OtJjJrWOkcBfjYt1D2YRqBTS+uxhtSn1BTDeX7KE88TzAC8W+eZ0+54Jt6571po1D+66IkCaGZNm9OqmQSmIyjdVuWtixXBZeXmllhhtyoQqLknYr4/0XTFCfkpSqcsW5sccIbQW0VrNZQojjPP7RoGXXJORtXpEFgeLaq6Yp1wI2bh4gjtJVgCWEwEqPUtFj8uACRyYWOfnk9ZT7y0T1pvv34QBCR9i07nzGVlV6oud5LXFLUBm0PPJlDYo1S9J2Wq8N2wT/+u5s4jtfzibWbxQlY401VmtV8GR9cfnUc5/9N7978dtf8KVla0fMGumnnZu1tlYOBf41GXzmuec9+62/+dHP/37Tto3X7t47K8qVcMPYaOXiJNE36Ml+E0Crw2udIoVoWUs2N9e8X5qZfTcHtK44+Nu/SNB6F3AucFBKaVuNBtZaWypXjMlH1p2VFKkEMkBgpYyXMtGajVVcT6VOjcJIqdO20lrbPVffYefUIdFu1pcfUaoGl/YPFNDa/m+BFjh7j+d0JohLCxGVWsDCrMfO06fZeeoRmstBXmU5EjYolggqFaxNCYoliv1VyiNljF3iJ19usjBRoFDuWCVLksiQZYZiwSdNsy77bLR2wBJUWZ6PMWlMZbCG1Ak2aSA9SatulxvzHDSZieptPxzfNlx597e2bwmLnqjPtRHxQo64IDwP6SlMkrk2sGfCd1OPkfGAi348z3vPP8z2EwawwhzDad14pfXngZaxlkLBZ+LwEovzbXaeMuqGFXalTrJCEPQN05hvsveaPWzfNkLfcIl2Vsp9uIzLpEyWIWuB9Hssp3uqu/xnWWoxWvDwlzbZcEpGc8FFkfWPCA7vsvE/X5BeLz0r/KKVSGsby/WgMlyrfvB/PvKtDRtHDy8kaUWI45JOBlAGxgZ9b2l6ejZ+3uOe+4Tm4oI3MdOqV0re+nLZ/5o2q320bgZoAXwZeKhAzGGJs0yfYwyHxc1QBP38ir/M6eFngLOwTAspbbvZsDrLTKlcsx1fdClAFZWwmWXpUFPO768LYiV0YpS1VkpPSC/0lE4XRas5vPHKy06JFuaXHyyE3Ts4XKJcDVzKy/8eaJVwu15jQgiWFiMq1YDlBcnIuiVuc6eDxC3p7Ik9CdJS6huiUBsiTRZRYUp1fBSExi8ucen3Q/b8IaAysLISgxDUl2I8KSmWFGnsAMXIEJN7WkkhaS4lJK0mlWKG53tk2qKUJUvQrWUmr59qHHnRBdu3PPkfTx/dd1ULKQzES679sbILJDf23d/QsWl7gQ++fi+f+/QU97zNBjc1taw5Pey0guKo9nJ1C7fy584EdXV7uHalpZQkSTL27Zpn/eY+KrWALDVdLksqASJk9+XTjIwHjG2sETViUB427Ov1BHIiW52sPNMawGWNpT4veeBzWtzmfglL0ys82Mh6wSfflB246AfZ/OhmQiusXlpYOn3dCWPP+NAvP/X7YqlwfivNjnATbg/CU6JPiPpbX/GmR/3Xd//7zLAy0PZlVmw166+QUr1r9UUsVg06jDA3ptUCeDfwEmHFFDCllDwHWLw558IPf/s/f3GgVQS+iGWDhUUphIlabZPEbYqlPgtYL5AYbUVzKmL5cCSihZR2oy2RVlT6K26F1FppsSrwlwv792zeedHPtjy5VIy/C1Aq+wwMlREiQ4hk1TlxC4IWwLOAfxFCsLwYUa4GNOuWQinldnc5iJAxVvgOtBR4gU9QquCXLH7FWTgjDQMbQq75dYHffQ8qA7nDQe5+aTQszbcJCj7lSkAWZ2Sq6NZQTC6HkIqo0aS9tECh4BMWA7Q2CGlpNzS+J9qv+fRp3uC6ml+fWgAvcFdgFq9YJVv+pMpqVTmgYetZBf7p/F18+vPTnHPahm7+38r6TkentXpdpzdzUAixxvTQruaSeiqv3j/bHsLeCyS7r5mlWiswtqFKEmdd0AoLHkf2LGCNZctJw25KaDPwili/khOINm8Ldb5AnUesrfLOz0HLWpamJfd+UsSd/zZicUp2gXR0o+C3PzLLn3xzurd/DE8oO768tDRRG6rd9kO/+Ww2PFC9oJFmO4ClG/uMpZS6pmT2/re//1H/9ol/O0UE5Zn+mjeUJMnfCiEu7HyWFouR5mi9yE05XisQb8DSxKX33OwL/X8u+8lfHGiNYvm8hRLW1gXSpHFCc3mZcl/NBIXANmdisXigRWsmdlOJQAqplGgtNaRFyGKlKK21UqdaCLt48v49Y/+6b/fGVxRLztpEa0ulKgmLQ0RRBd9vdmb5tzRoAfxUCHHP5aWIciWg1TBIabnDPQ4RlhoYGyI8hfBcFeDXfIoDBfzAw0qL50uqYz4Hr1b86suCoNQZ91i0DFEmRScx83MxoS+o1gpobcgM4FWwwsNmCdLzyeI2rYUFpFIUyyFSWA7savPwp4/xrNdt5dDuVu6vkLs3WAl/RnXVuTjLFbeS85Zn7+NXl81y2xNGqfaFpInpaQ0lQthV1r5/ik7rWNBa8XrvgljHqSBUHNi9gDWwZecASew8wJSCuOVU76MbKytTURXkgJV2s+dF2gQddzyKVrWEK55fLudxcUpyr8dH3O28iIXJlUorCJ0v2kdem14/edA0+0bUWddfd82LH/Gs8z74un95VaFu7ct1pseAxg2+bRBWiLEBTx35yDs/cOY7Xv/+uxartemtW4ZKxtqHWGsvB5BGEYcRmZ92qy0rLFIrgji8MenD+VjeDUTAdwTicTf3nPjRZT++lYHWn6+IH7bweawtW8MyFmsyY9vRMp4q2Gjasri/aYw2yEAKF6dlhTVWKM+TUTMSUkkVFHyZREllea6uhOSxnse+lUVhgASty8wtnEa9vgmlYpSKc9CauiVB615CiJ/UlzugpckywZ3uNUGlf5HMFJC+wC+UqI2PUhgskkTzWNNGBT5eIaDcL5jZL/jpFxVSub1Gaw3Gr2KtQCXL6MywsKCxxlCrSjxPkqqqKwKiRSdbUxJrMlqNBKMNfuDTbhjOf/cJnHW3GtNHYmcN3AEKY1dpyLqODX8KaBlYf0LAv757nq9+eIaYJUaH3b5f3F6pcOSaAtNeOcJNU8Vby9pVVk9FERQUkwfrNOsJJ5w06NrDPJW5sZAQBB7FqkeW5BFYHcMPHYNfxvolRLTA0V7VR28YdD6puSOWBz4j4uxHpcweEquWvsc2Cf79w3riP7+idblveUoG/p0//MtPZJu3jD9rIc3uKeBQz7TweDeGgVrgXZ9q/e4X/N0zzv/v7/z8nX3DQ/VNm/r/EMfZfTuAlfkpSRCtag8BrLT4cYBMFVbaGxoufQCXhf6ZfFD2lwFa3//Un717GGD5PJaNxtgFa7BB0bOzB+bM7DV1fFGyQnVyFkzu0yaETrXQWSb80JfGWOn5nkyieGt9rv5dpcTLxFFfhrUCpSKENCwtbWF64hQ0fWitWLfxIKfcaR+/+8VZLE4GlKoRQtz8ikMIvtVspA8vV3wayylxW3GHe80wvGGWNAkRStC3fgO19cPOoRLtZLGmhdZtwrIiasJPPqdoLYEfWozWWL+KVSEmjV3SjAxZnpklqtcJCz7l/gEkGVnUxnRSe6RESkEcpUwfaXPq7fp55Yd3EseaLMmtlnXm9HA57wROAya9AOkFuUbM3CTA6htSLM5kvPN5k+hUcOTIPGmiOfn0sa50oxP1vVZbKG5g93CVNoo19g/zirQXtCxufWdmokljKWbLiQMrA5m8NFNKdr27nJu3WSW7sKoAJsmteMQxoNV5Dc6rXXL4+oQHPafJfZ8iOXQdK3FhFgbHBVdebOuffrsOp2d3veK5b3re+5/xumecuZDpfxDWTrOGnczRN3khxPf6PPX1d73xvXzm3R96WWl4/duN0Wb9+tpn4jh7jrASrTLSMOqUZccQ8dJIvDi4IRrgccDnhDN9fhfwyr8c0PrELbIw/SFruZM1dlIG0kazmTn0u2mWZpbN8IYhK6UkS3WnC3BTRClE1IyEsVYWy0WJQESN9s52o/1+z/c+tmbjLiQ6TpDUUdWNNOr9pJFmYNgwOBZxcO8G5ib7SdIiWeqRRRlhKSMoWm7CNdt7PCxqZ98uVXzqizGths/t7znPhu1TxHEBVRD0bxqnMjzqlPCFAD8MMCamtXQI5Qs8X/LTL0omd1mKZY2VAUaVWfH7EwidonSTKMpoLKegDV6gKBR8lBIu9EHnVsmeZN81dR793HU87ZVbOLQncjyTznJLG5UvLjv0MTrDZKlzOwiKeEEhF8cePyZHCNi0M+Szb53hwk8vcsIpRaYnG+w5MseJm0YZGi0Tt9Lc2XO108NaFdeNtaFrtYl2VaCsyEHLY2aiQaMes3XnAFnWhTikkCuJQx3QOho0cxGtXcv+4yjQCkKPvdfUkYU6r/x8CelZWvWV9+SH7rt770uWZycO6rO+uPvThzdtHHvzQpqtE06X1ek/KznfOw+krOzajvT53scPTM3++sn3+hsE5oK5Jf2OMFSMjlWermP7ea007UILYcUxgLVSbRm8JMBL/GM5L3c8SiD+FbcX/Kx8WHazjv++tYHW924J0LJcAPYp0pd7lg+0zfyuJtZaszS/aMMwtOVaxaZJtupMsRYhpCRuRlL5SgaFQNXnlzfqTL/CD/0frnrdwlFY0VKKX/HYfMcx+tYLdv90F/FySmVgFKNDlB9hdECzWaLV7CNTQ8weCIkbgvJAhtE3cS/OWpkmZl+x7G9aXoho1j1uf88lNp80SZKWKI4U8Mseyg/wCj6VwXG8sIBOm8TtBSAlLEl+/q+Wg1d5FEeKGBG4/ESjnSMoApsl2Gi5m/4St52o1RiL50l837WNUgmWFlLmJxPe8JkTuc2da8xOJk53pTykHzih6yppg8DqjKzdJGu3AUFQqjgC2ug1yfeNO3x+9d0GH3n1NLUBRaHkFOFXXzWNpySnnDbqLKe16VHFrw1ca8se1pY7HF11HQ1oYegzeWiZOE7ZvG2ANDGrXFN7UVccNbEUqyqro15Lz4pBx+qzUPC5/tpJZho+T3txmXs8sc7MfrUKiAdH4cOvOvSVTWc+9bEv//DTHrqkzZOsMftzoKrlL+B6XKzXGTiBadv1/Az1+95Hdu0/fOlzH/YEjNEvn56N3tnXV5is1YoP0NpcHoUtjDQdwDoHOADsWqvaCqLC8bitBwLfyEUw5+a6Lccpex5Rq8X04cmurfQNHVfNX3crA61/+fNBSwieKgP5ssW9zetnr21Y6QnrhZ6pz9Zte7ll+8cGrZTSdoSmHZmNkK5NtNaKsBio5bnlDcbYl/uB/5Pu6xZgM0vSyBjaUWXTnUaojBZZPNTg2h/uJ20bakM1lFIYYxBSo0jxQtjxoHGidpmvv2WAhSnFwHh6k4DLgYb6l3I1eNbiXJvmssft711nyykTWL9GYaiIUBahLJ6n8AoBlcGNGJPQrk+jPEVYtvzqK4I9l3kUh0M64n+3Vyi6wRc2a2HjFriobLCWJM6I48xFdnmCxZkUbQRPedkm7v+YYeqLaZ4ZKFBhwa3qGLPmFyM9D5tlxEvz6CQhKNUQylsFXEbDhm0+B65LePPTjpClloFRhc6gWPSYnmpw/ZFZThgZYuOWPre8bO1q4DqqwrphQn5tB1N7nN3EMPfTUp5kbH3NSUWEy46Ux7xlcRPGa6IbYOsKIIu2hrDgU1+K2Lt7jg3rRyhVfR7z2iUG1mkaC7LrAuL7hqXZ2Q+eft/3vXhk6+mfr6dZTcAUTsW+G7ga+H0OVg8Ang4czlvHgX7f+9A1ew/84YV/81TSOHnVwnLytqGh8g8KfvCgyG+T+BHSqIcCQ8D5wOuB76yl1/KTAJV5awHX7QTif4AmcI9czuOW7FstAO56v3uhPEUepHzc410fesetjIj/zJ9JxAtQvrz74t7WP01dvjyhfKGFwggrrc60nZuYM2GxSG2oanWa9b4c0XOeCeUpUV9onGC0/nipVvqk0Y6jyGJN2s4YP3OQTXcaQieGrG1o12N2/+QQSUs70PKUW5oFTGaRnuCEew8zfjIcvDzgwveMYTIo9WU3yXNLSvFkL1CfW5yPaC553PE+dbbfbhbKfahQIT2J8iVSuX0/r1Rz9/i0DVJS6rdc/A3F1T+HSr8jxI1XxKiC87TKUoyVGOFB3HByBdyqkOhGzsKBXU3CguDv37mde547xMT+iDiySGERSiGDIDdzOv73LPL9w2R5iSxqEZT7XLukLZ4vWHeCz8TehHe/YJKJfSljm/wubySkwPcku66fZa7V5uTNIwyNld16jO2ttFYvUnPM13zsvL63PTPHWWDOvwumjjTo6w8plgO3OJ1PTNe0p71B4BIrc0q7MkUUCjyluPIPRyhWAnacNMz+awx3fkTEQ57fZu7QStSaNQKT7N+18fbPO33DyY+/eyszFWv1HyTisIQ0oxt7S67ffxzwN8BBoK/f9z74m9/+8fIL/u7ZIP03LdTj161fX3u9Z+WbYz8m8iOklecCX8GZ+TWAD+GW/I+ptsKouBZo7cR5av1CuGqtI7Xg6j9excve/lpedMHzuTUeNwpaX3jZvf/cKgsQQ43J6DMmM6H0RcNoLMYa5SnTWGzaxnzdDowPEBQCmyW6E86ykoSIENKTJO14NGq2r6kOVV9gLWSR87EaPb2P0VP7SJsZaWxQviRaitl1I6C19Z7DBLWAwfGYa39Z4T8/PEplQKMCe1O0LhulEvuWFiLVWFScfb8Gp9xjmcyvIJVA+QqkplQdxCpFvTFL0fNRnkemM/qGJZf8h+TyH0uqAxZ0hhE+ptCPSFoQ1THCwzgD8dyIz3Sz9YSA+emEsU0FXvKe7Ww+MeDw3qirlXK26Arp5QGlN/iGRDctNlpeAmsZ2dhPqWpJY8vvftriS++dY/ZItgqwOlVQECqy2HD1tVMkVnNiDlxxO+0mDMFqz/hevForuLVnV5m1lqh7AStqZySxpm+w4Kxnug8sVtJ/e9vS4wJXZ6pqj6lYCkWfg3sXOTy7yKk7xymUfRpLGiktj31Di4F1htZS531K0niZqLV85mkP/dAfx8ZPIwO8/Hv0pSAxK0neDWNR8Hyc19VSv+99+NLLrvjDy857LvW2/kg71s/bsmXgriblotiPiB1onZVXVxuAL+BMCY553V7m4yfBWqC1XcAuEB/FPTfKU+y9dje3vcsd+PIPvoIBGtbeqEilKsStC7Q+9Hd3ukWeSAXiHUKK+xrNvjwC3rgFQ2EWpuatzrQdXDdkhRCY3A6lq5rOY+aUr8Ty/NJW5cm3Fkvl7wppGT2tRt+mMknL7dFZ60jp9k0BrXsNE/b52AT61sX89LPDXPb9foY2JTeJmPc8edXifHRKfV5yz0e3OPnuDeK4iCr4IDVCGMJyP4nRCGlRAuLmMn4Q0j8acNn34ff/KSn3O0AyeBivgIib7r3k7qHWiu5Seef7itsuMPPlHzqJU+9QZt/Vy8ijbEWEVEhP5YZ+NwJamNzZQRMt15mbDFiYMVx+UYvf/aSJ8gQDo15exRxLmheKHu1GyrXXTxOj2ToyyPjGCkJAHOujqq4baxEt9jhk+DGvW0IaZyil8Lw8J/ImTCvFcRDTHl3pCSiUPOYmWlx9cJKNQ/1s2uLSrYWwTO+X3PuJMfd9asTMQdmJogMraNcn3uyH5devO+UxjG68E5cUNvHH1HKmL7gq0WTW8sy+EhUBC8Yi4VXW8rCBwDv/D7+7/JLzz3sOy03zcyvk0KZN/acmkaZVaJLJFGnlw/P2soozs/yXYz5DAYWohDRyLdB6FM7p4d659pBmvcHiwhKf+96XuMOdbst8kq4RPnLs0X8DeYn/V0Dro0+88y31XOdaa/8Ry558CGTAGqmk1am2cxPz1i8EdmC037ooeOeI3gmIEVIIz1ekcTrQipt2cEPthX3ryweKAwHWiJxodlPAPwW0Cn0+WQRhxcVPXfiudcwdCqgOZzcKXJ4nP7cwFz25uSjsA54Ri213aNKuB8hA4heLKN+n1ZhFeSFhqYw2At8vYNIG5UHD1b/0uPhr4BYD8qlhx1rZriQWu+Vp211qBpifTjntTjXOf88OGosxWZodcwUKoXrcJuSNVlzWaDwPTLTIB162yGUXZQwMSAZGPDx/bVpsFXAVPJJ2xu498yykLUbCCus31Kj0hThHBLcXeDRg3FCltRZYrQGb+ZSQNUn2G5NZHGfYglCCsOAxP9XiugPTVMKQE08awVjQmQsraS0JBtYZzntdC+lZ0qi3WpNY3XqvXTpwgSiN8q17fJCJ6naCeAFPQN1Y7lLweXF/mdRa6sYOCyHOGfDUDz/xT/+y8PG3f3Cd9atH/EC9csP6vnemkaEVNmnLCGlu2PfKSIOf+oRJwXnUH3t8SSDuSW54KaTk2j9cycve/hpe8LLns5jpm6zhu9WB1kcef/Yt9VxVC5/DUHZ9uLscrcEqX9m4Hdv5yXlTqpZs/0gfIBwx70SC3ZFXbV1Re1U2R0ljvlAqPq9YLs+roMMn3DzQ0rEj1wfWJey/vMR337eOUi1D+fbGQOvl87PRO+M2POyFsV13UiyiukSFPn3rtqH8kOW5A2BTkladQmWEgfFtJO06Ipji6p+nXPwVSanPneQdu+X8k8mBim6Yq1v3cXOsDmi94G3biNsZWZIdpz1XbvqoOi2RPH6HqDXWwOBgk299fJFvfipldMNNd7J0wOVjjeXwviUOLy8hEYyVKwyNlilVfZQvMXkY7VpV22pgujGwWvlhp8Kx1uRORvaYimo1t3UDVZ61eIHC9z2mDi2za2KWkgw46ZRRVCBJIr1iYGNhaUby8Je0OePeCQsTK9yW0RohJYGO3xdL76Xfv9t7aZY3eoV4qftlHc4M9ykFPL1WpK4NVd/jumt289QHPpFKufCCmYX4Q1GUri+Xg4kssgQDUFxnMelRnYxStNtt5mZmsMIyPrKePjuIyfRakgcF1IXLbXhTpy28/d3P5ovf+1dSoJGkNzo1vNWC1ocfd/Yt+XwvwvI0sNfYlbPSAFZ5yrQbbVtfWLae79vKQIVCKbRCCRdcKgV9W4qiMlYQUkgdtdqbo1azXiiV3l7qq1wqXHbczQYtm4cPDqxL+ennR/jDf/UzMB65Sd7xQeu82anoy9ZaHvEPiR3cmImoCSrwqY1tRXk+zaVJ2s0lsqRFqVKjPLAJzy+CPMhVP024+N89irU8Uiyvpswq0BIrBoF5pSWl5eDumK0nl3ntJ3aiM0iilM7q0lr6NdExJJReT0toj2kPrRX0D7T42TcW+dL7E/oGJeKm4xbWWnzfw/Mk9cWYiSPLzMVNCvhU/ZByLaBcDQiLHkHYmYi6m4Yx+fs39njYdGw1lE8os9RRCmHRQynpQkaMXjFVXAO41noS6Qn8wCOJNRP7Fzm0vMSAX+KEnUN44VGAlYPl3GHJ7R+c8NAXtrtrPUIItHacq7RQjuc++NPbXvDiy7c9oH9oeSGzQnoCUg3Ng6nmsbUif1MtAvCCx72In134Q3aeceLvr7x64uDscuNcD4XGUiootty2jMwNIqWUaK3Zfd11DA4Ncdd73xttMw5ffZBsOUMGEmW87vmdH08B8U5gM5DUF5cZX7+BT3zr0wwN93fawlL+sbf/3wOtx96ioDUG9hO5C+kSK8HwBoHxPGWzJLPN5ZZNk8SGRd8WykUblAoM7ihTHgmETp1kXnnKZDodi1rNfqXkjwul8reV511mjLVSSdqLEdf/5CDpnwBa1kKpz9BcgO/+03riyCcsZjcEWjunj0TX+UXDo16Z2vJARhr7wqJRQQEhQSofK0OUNOik4cbwyqdQbbPrN4rffM2jUOuUOjaXPKyushyAdYIdLDOHMrzA8ozXjXHW3UZpNfIqyWZrgxb5+F95uZuqzCsSetrGHLSMpX8o4xffmudf3xtRHZAdc9M/+SgUfKy1TB6sMzXnkqolkgyNh6QcBBTKHkGoKJQCPF/i+wrliW7ykM55yrUAq1MxSSlIEk2rkZIkGcZYigWfQsknCCVeIFH5+7T5jaG3lRRCIJXIp9GGxdk2hyYXiUhY3zfA+q01l7CTA9bRLWvUEFSHDI95dYuw7Dy2ekgyrJCUkzni4vBPv36PjzyqEVR1f2thixHyKgFp3fPob7d50uQEX/3s1/jmF77B5u1b1iep/tbuvXNPS5LsCqVklyoYPcWnNOjTXGoxceQIWmse/pjH8ORnPos73/YsAJ7w2MdyySW/YWR8lDApUogLGGk63NZj83TerwkrWJ5fYv0ZG7ngXa/jzqefRQS0krRPurWR5f8HQetOt+gTWsvT82nF1Suy0DxkXWCkUkYoaXWa2qgZWZ1pO35mjcEtfUj83BLKCgFCetICftRqbtBZppRSe4XwrvID/1dJlF1y3X8fsEkjo2+k/yZXWtKXBLLORV8qcM3vd1Lpa98QaBUn9kd7+9fpsce8wVhIySKJkFIYkxKUaxSq4wilCMMCreVZmguHUZ5HcVCw9xLFb76mCCsrU66VaoNuWs/KxNByZF/K8LjiBe8a4eTblZnaF9KZWliT5isq4jj9Xy6D8P0ctDqlh+yCljGGoVHBRd9b4LNvXaI64N1s0LLW6dT8QFFfjJibaZGlhlLFRyBYWoiIdYbBvRaFxFeKsOgRFjxKFZ+w4NFrTHe881UpJ3Rt1mOajYSonaET4zR1viAIPcKiR7Ho44cKKVdMC7PMELczombK3GKLFgl9XpENm/qpDoakSUaWroS/HsOxWWgsCB5+fptT7pausqtxAwiDDUP6WWamdtKeb53xhvu2gsLEQHNJWWFbXqGA9gMufdJzmfz6v7PlzLugPDEQRelIoxFf13n/Ukp0bFj2Z1hMp6mVB9l+4onc9yEP4UXPfW4uDXG/nvzYx/K7iy9meGwUKyxhFlKIXSVnhOmu/wgrySoJE0uHOLL/MG973wd47rOe0QGu/zeJ+A+dd6db+jlruJTbEjDb4Q2FwIAwiA54SWsz7OCJZVve4BEtt6wLJigQhCFSSdkJehVCorPMS+OkT6dmOCh7LB1qXXfoktmfG21/WBmoTt9U0FKBJGulHP7VJFdedgr1+hBhsb2SCL0atDhwbfzH7WfHZzzyVdY0FoWwzo4JIzJRHtyACioINEp5ZKmmvXwEnbQpDsCB3/tc/O8BfmnFjMXYTsBrbols3BTIWDi0K2XHbXxe9O5RxjZ6TOzL8GQNF1CUOqGoybBd2+DVr1knEV6hhCoU8wCOnCOzOjcIdJXe4Jjgkh/W+eTrZ6kO3nTQuiEOJAjd+5+faRG1M8KCYnCkTBAoWk0HMsYYJ6cwoHyXquP7skfNf2OSQIHnSZTnQlzjKKPdyGg3U9rNhCTLVnIE88/Gy3vflk1QSPoKRQZGS/QNFl111UnoEcebYLqPbvaQ5G6Pibn/MyLmD8tVH73INXPC8xjQM0z0nbb3v078h3tM9Y8eVgavr1HPwoESaaa58py/Y/nK66jt3Io1cOTQLK1m04mjtUFnmk23H6dvY40Xv/SV3PuudwGgoQ2J1hQDHws847zzuOy3v2VkdNR990rjZz6lqIw0EoMLKIvCFpmf4uHTWF7mwL59vPk97+G5z342y8btxP4VtNzxaODVwFU4FbAVAt0FLYlJW9oMnFC247fttybFWm1tErdIswQhBJ4fCN8PUEoJrBDGWGEyI6UvRdJI1cRli4NZpEcRdkEgLwL7XWv5400BrbiumbrkEHOTfVx/7ZkEYYJYw1TN8yV7L48vvO3D2uc+9O/RC1NK2AxhtAFphV8ZoFgdxZeCVGvSuE2yPIFXrNK/rsZ1v5znF1/UBMV8VM5Ke9iROQhrybRlcn/GWfcs8uw3DVGqSKYPpQgFUnhISpjMYk2G9H2klBidHsME6SxBSg+vkKNkJwW7Y06PK9Sq/bDn8jYffeV0HpAqbjZY9VYjyhMEgaJZT5ieaBC1UvoGiqzbVCMIFXGku99Dl+My9k8youhV3wspUJ5ESYE2Lvk7TTRxOyNNM2cgGGsm55cZrJRZv7mPoOC2n5M4W6UxOx5gdY76vGTrGRmP+IcWSSyc3XwOdlLmiUwmwxRr1OIJIlv41VWbH363VjDAocHb0fQHqY0UmPj017j+gjdTBxpRTG1ohM3bthBHMbMTMzzk8efy0ndcgARCoAWk2jjSXwhC38MCTz/vPH7fA1oARhmUVhSjkpNkFJpolSGNe89SKZr1Oruvu44PfuazPPGx57GYZn8FrZ7jrcB9gavy88IgRAewdGEgsFvuPmSEFFYnxgqJzWOtbJrEZEmCsS6D3VMeUvhSSiWUJ+XUFcuiMR0p5QlhNCVrzAawylouAf7NZPbSjri00H8saCUNzf6fzeKrFtdfezJTR8YpV1vHkPJKSY7sid9xn6c3X3H233rZwrQUZEiXlgNJGovK0HpKlUFarTo6aSKxFAZG6Rsuc/XPJvjxp5YIi56jljqcVkd1iPONn9yXcreHl3nWPw6RRJb5qQzldWuznNcpYjOBzSzS91yqTt5jdsSoxmRgDdLLdxHzqaRQEqG8XGNq8FVKGmk+8A8zTB5IqfbLmw1Wa4GX7zueaWk+YuLgMmlqGFtXYXRdhUy7NaU/R6+45mRQutANqZwrhhBQLPpce8U0zWbCKbcZwxhLmuhjWP+bYF1MGgu8wPKoV7YYXGdo10XXxkzmEXIWuvKTIK0z2Nz/1Xpp/Lwv3/lT1AujhLpJUgh4YhLzxw9/hh/99GJe9dG3sXPnFupRjLGWvjAgkJLIWtqZPuadFnyPzMJT/vaRXH355QyNjKx3XDKXdQSnqwGg+wg7gXM93//8pb/59eyzX3w+73n3u/4KWkd3DDjf9a1CsDsf7RhrrDGp1ZvvPmQq4wWbNDMjXNyFBawUwubtgs3SVCRxTJqkQsdaeAVPNA4nYmlvLINSILF54qC1wljjW2M3WSjrxPzcZvZftt9/bE9xKEBH9hjQ2vfTOTzRJorL/PaiU0naAs9fXSpnicTY+KWPfn3jvRtOKuhWXVibWemm7oIsTYQX+G6nEEttaDNeWMBaQ1iKue7XM/zqC+CHAiG7XvndVtQYy5E9KXc/t8Qz/3GI5rKhPp/lFsJiRUcjHHhJ6SOsj80UUgVIj55KpUeumbuDCk/lfzRI38/3ODU2TRleJ/j8O+f44ZcajG/xjql2xC2ggvYDhZSC6SN1JiaXCX2fzdv6KVUC4rYLjr257qrHlTTkH1ux5DM73WTXwRlO2TZOrS8kaq8GS8tNL/GMgfay47VOunPOa/VWWaJDPeaL21JSbk9zaOCMV377rLe/s2AykjSiFHi8arBC1VraxlBUio4XrwTaeRu4Bte0BdihlLq0KsXic5/7XL77jW9wwo4dL7fWvhN4H/A2YLYDXD2A9XDgPcBOrfV9Zqenf/LRL3yR+97j7n8FrTWOUeCfhaAETCAEcT0zI6dU9YY79pt4OTPkXJegm7HeNbDsZL7o1KB1KqN6zMFLZmW8nDiOVSjl+Z7yAyWlUtLzlQTptxeSrYMnVuz62/f9xFp+gBYXH1tpzZFGhmpfzK7r17Nn1ziBF68a/7cWJetOip/4sPPTLyi/lLkwVYTNjBSeh1eoEoQl0ViaolCsUhlcT5ZGgNNmXf/raX7+uQS/IJHSke+OIM01PHtS7nBOkee+fYh23VBfMKjAnSBWZ25nsOPK0B01Wqz1UDKgf6iIFygWplOy1OSE9oodi8wfyyQpUkk3VTSWLE0Y3Sj41XcbfPSV84xt9m4hwDrK3CnPdgwLHkmcsn/PIkutNutGaqzf1EeWaeeG+mfi4yonB+ssmNM4449XTzDcX+aEEwaJouxPAqm1joUJyT0fH3OvJ0QsHFkNWp0ND8dvSWyhRBAvk4mA79/hbfec69vwc52m7ETwTGHAd5PeaI1q6jjHC3DGfuf3+96PvvGtb/HK889neGTk4Uqpz+aYN4XzzvpU/t8UgbfgrGnmhBCtPbt2PfHcRz7yso9+/ONh3VLVWTb7V9A69jhNCN4FzOvE1lUozQnnjFi/qHQWGy16JBE9gGU6J70xFptZvNATS/tbzO2qS4sVcSuRaZSKNEkl1krpSSWEkGndeOtvNyS23Xu8ZBK7NYtNiOVSi/ko8Mde0Moi57vuhYLhO4yiigrd1j3iQfCL+u7FUvhzFZSwkozMYFIthR+I6vAWgmJFtJemyJI2pf5xjNEIJOUBxbUXTfDzz7Tx8/bQ2jzsUQqO7M048bYBL3rPEMZYFmcyvMBHeC4U1WaJ88iSPiaNsDrrBq9KZVGe5T8+nLBhW4WHPr2fdtOwMJWtGNblrYrAdvMNbWdx0Vo8z60hvf/8WQ5cqxlaJ/O9RtEd+R6t9jo+aHADuisnC1C+I91np5rsP7RAyQ84YecgYUHlkfe3xOTaEhY8TGq54qpJlBKceso4xjppxZ97LExKbvfAhAc/r83SjJtOyjyZSXRAK1eYCCmwxSrDaolr9PbffOjgPV4ixgZ++4BTT0hfsH5INNPM5nV9CWeJfGMv8PbAaRZ+POB7B3998cU844lPpNZXG/E8/zt5ZxPkFdn3cUHEL8QtS18JeEIIed211z7ynz/ykX3nnXdebT7Jni8FvwYGgB9znOCL/z+CFkLwOATPjZeya8bO7IvX337ARotpJkQXrHp/9ZQUYIy1zp4ZMX35smgvJEJ5jjiwBmGNEUYbhUDWp5qqtE6q7fcfkTqxvs2kCsLQ8/3wBIutGaM/qwL5/i5oxS66S7cSxm5TZvzsQeJ61uP+CVlsxzCF6/1ioWqlTbEIk2YCK0Tfuu3CC8voNBJxcxHlF/DDisNgNcfeS5f59Zd9vCC/G1uDVILpQ5qRDR4vef8gpapkdlKjlO0sYILAGfjh4us7Ku5OKnT/qGL/VRlvevw8WWo55zF9/O0Lh1m/LWTqYEKa5C4QnapJCuecakyXxDbasm6rx6+/t8BHXrHI4HiAl6vqNZ24b4Hp8W4/HkCtDV9HB1i4Iywokkiz+/o52mnC1k2DDI2VSSJNlt38qqtTYZnUcMXVk2hjOP3kdU4wGmtuiZ3fxrxgyxmav3lpizR21kJO/+XK55yscL9bgy2UUdUqtXSOd7/nj//9xe8euP9HP/tRnnjeYwYX0+yMHCwE8M2bfClJafuU5A2vfz2f+tjH2LZjB9baj+OCK/au6CUZBiZxxoQeMDRx5Mg1D3jwgx/+kY99rNqEZ6VpdlIOcv8GfO6vldbRJ5WxzxPwt1vvM7Kr2B800kjbo8CqF7RMD2ghlaA1l4jpPy5hLAIHYqqjhxASFS9nsjJeUNsfMKqyJFPt5bbK0lQZY3ylfBmEQdUPglOlLy5NmtlL9v9sbjZtaaSft0wtzYZ7DlHeUCBeXuE+jDF+sVi6JggK27TVCZ4SYKXNtFAiFMXBcYJCVRijyeImSXsZlMIvxRy5IuXXXw5RvrM+kVKwOKPxFPz9+wdZv81j+qDuqY5yRr2LEta5OEiVkzUanaas36b4+gdbfOODLUY2Cib3pYxs9DnvJSPc+1F9NJc1i1MZQlrncUPOaym3WG0zjbXOLWNgOOMDL57ldz/WrNvhYQwUjaRmFCmWBS/7E9mftcGsNxDVy80ND+1f4sjcMqO1MptPGAABSaxvFmAVih5ppLny6iksltNOHicoqHzx+ZZxKYjbUK4JHvnyJtVBQxIJV/zKfCNBmLxdzO94SrnXVgrJ6ks/33/NVfc89X5vYfOp54pWmr3fWG5f8tT3AineZnJk6T0Sa2lketViVsX3WKo3eOy5D2Nyaor+/n6Ap+Wc1bX07quvLpK3HNi//8vnPeEJL33Xu9890obHtZP0FCnEVpwFzmf/ClpHT19amr6NxcdsvsfwE3WsF6xlsgeg9FG/d0NZrLHWC6VY2Nti+solofw8asvm9rUCmUVGSSXkjgeNybDmqbShlZDSsxjPZFqlSeqnWexLKWWlv3p61mJhz//MPFOnZo/0HB+RNjKKoyGb7jOKjg0235szxhAEwW+CsHAno02MFBIlhJBSJPWGKPaNiOrIFmGMxmQJzflDFPvGqA6X2HPJJD/9TIwXuqTpdgMai4ZnvrGP2927wJG9mTvpu+nPvjPo0ylGZ0ipELnHe6dEkiLFDywffVmd63+X0j8mczDMaNYNd39YlcdfMMLIRo+JvS4QQ2ARvue4Fq0xiVsJMgb6hg1Hrov56PktEJKRoqKoHV/TlIZFmeWDgKN9P49jA3yjPlbu/Xa4rqX5iD1755AItm0fpNpfII4ytLY3uToqFD1a9ZSrrp8ikIpTThlD+ZI4yrglXVVM5h7zcf/YZMMOwdKMcH5qYQGhBCJtI8MAMEiTgec7SyIDQUHi6amHDJ3+mu+XR+91ZpykT/E9bzRuty/W8EkBrYX5eUchCEGcpmwcGWagWmU+zXJ5MAz6Hj/98Y952lOewrp169yalKvYvpFzyMdTuG8xxnxxbmbm5U97/vN5xQUXhMDLDFzcyHRbG/N7IUT9r6DVe9doZAztrLLxzgOnpy39FNxe1FTeR69dcVmsNdZ4BcXMNcvMXt3AK0hhc5/5ztAlXs7UprsMypFTq6q9mEoh8PIbl5JSekIoX+ssSKKWL0tWzF7R3rl4TSaCqnqqMfbq7p10KWXj3ccYOqWfaDHJLZksUsrPSKWeCrSxKAQSTwqrjZAiEIW+YZQfiqS1hE7bVIe3Uur32PvbI/z4Ew1U6JKpZw5pHvWCCg98QpmJ/Vm+Smi7CTFCekilMDrFpqkjev0wt55xIqtqf8aey1M+8g91vAA8v6OmhiyFI3sTNu0MeOrrRrjD/SpMH0ho1zXSy/+Ssbng1GCNJssy1m2Hiz6f8aP3aAbGJJl0Es2mMrSEztcZOk7uN9FF4XheVj1GWhZLUFCYzLJv9wLzrSbrB2ts2NKPtZYk0jc6XSyUfJbm2lyzb5paWODEk0a6FdstbQOllOLI/jb3e1rMg58hmJ8QRC2B8jrShxzAfN811lIiokZ+94U0mv9+ZfxeD9l8x1eqirOcedTrX/e6w9/65jev3rhx4/6lxcUuaC0tLrJ5+3b+5VOfYsP4OE1rKQtBZAxPffzjufSii1i3YUPvBsGXgDvn19SaWCCV6ms2Gpfs27P7VW/9p/cdftYzn9k/ubi0ON5Xu0nK+P//gVYzY3BbhY13GURHWlnLfXGmaOM5cC30VFrul8Vaa61XUHbq8mXmrq3jFxXWeRcLgLSpZWVdQZ5wn2GhE+MZbRVuy93Lf/cF0kPgS0/6SB3+/qvXy2jO7hzeMqS11o8TsA8BaTOjOFhg+4M2YbR1vl+uBX0NiLeAbbkgPaT1hFR42FRLv1xFFSoiai5hTYrvh5T6fSavb/CLL3gIFNOHMu75iAKPv6CPuSlNGjuVh5DK8Vh0dFwuyl4ol9eHMa79wC2Mj24UfP8zbb7y3iYjG9UaF5Zgfjqjvphw7jNrPP11m1iaTVmciZBCO1W9zHUBJsOkGZVxy5HfWi78hwyv6j45g6WhNLEw7g7S27UeRbUfd1PZruXL3vPf2p52MVDMTjbZf3ieQHqcsG2QSl9I3E6PFZ/mU8lC0Wd2ssH1h2cYrVY5YccgWpueiWQHZsWfUBHesIRj+kiTqKE453Ee931akyQSRE2B8hwFIIIAUSy778wYRNwE49pxqw1J4+AZA9sfe0Vl2/NZmjvE+c98+sOu+P1lDx4cHn5LEATtDhmulOLAvn2ceNpp/PuFFzI6OMjuqWle9OQncvnvf8/2E09CZ90Bxovz6eISx08DMvlNfGe71Wq0ms23bz7hhI8tzM3xmCc9mQec+zDqS0trrlHd9Xa3+yto6Uh3TkQ/n4qcDWzFmZ4t4exlTadFDEpKTF+xbKcuX8Ivex1xhABE0sjk5rsOiqGTqqK9mCohHFDlgKUAJZC+xQZ+SfrRfBbs/u8pf3l+WZVqpVOL1dKs0fpR+fMSLSZsvsc4o2cMEi0knYvx6SA/ZTFNQAorldsPEUIYIapjJwgVlkR95iBZGmGyNsWqYHk64KJ/DTiyR3PyHX2e+7Z+0gQaSwbpxojdiK9O+2ezBGsMMigghFO+2yzp+hgPrff4/Jvr/ORrEaOb1JqftedJ6vWMi/dN8bhzN/K0V63D81PazRShZJfjQmtMlhGUDfVJ+P5robVg8cuQCcuS0mS5PsMBl10Z6+avVxwHrewNAFiHou9NmwZLWPSII83eXXMsJxFbxwfzRGndbRetdcAcFjwOH1hi//QCm0cG2LiljyTOyLKj2kp7c6rC44PW7FTD6ffaVe7+2BYPeUHE4lS+9+krRLHowkZEno6kE4hbbhhiDEKn7xxNr3vlWz7a5D8u9eS6UfXqWq3vzVmW/SDXUyUr36PPnl3Xcbs7nc22HTv47+9/j1arxYaNmzDGdADm7TloXZNPIW9sKSuTUvYlSbKtUa//Vgjx6ka9/qtiqeSM7db4LK649tq/glYPaPUeJwGnAOuBkfxsbmFJ/LKyC7ub+tBvFqxfVt1zzGQWqYS39T7DIqx6MouNzL+0HtCynkB51tqwMOD5Ry5dCKb/2Aisp/2oEam+kf7bWWN+aS1Pc9xWSmm0yI4HbcZmpuMJdQ9r7c8sIgarhRUKJSVKSJEJ4QUlYaUQSVTvEt7FqkdzXvLtdyuKFcVLPtBPtV8wP2Ucr257Qav36rK5RkshZN4qarc72Fm3+dgr6uy7KqU2ePzzsxB6XLtrlsONjA/+y0nc7n4Bs4fTPP8wr+jS1J340hKWLD94nceB30JpxK2sR8JQV5pOWqBrEd2upOheG/aYFnC1U8JaFsd2pbvv+bmxFj9UeL5i8uAy+6bmGe+vsXW7S+DJUp37YEn2715gcrHO9g3DjKyvEHWtn4/Hua24wt5Y33i8a8YPFFOH60glGByqMLUPHvOaFnd4aMz0QYUXSFfNBkUIq4io7j4fnWH80HGLrcVdh2//1J1f/uZ+fvqG97Nl6+D5BvlPwD8CbzrmOX2f6clJmo0GI2NjFEslzIpb4yeAJwCX5zf8GwIsmUsiCvmvIjAmhLjKGHOavoEdxIsuueSvoHUc0Oo9808AtgPrsBSkL2Uaaf/AL2aDtKmF8qUH2LSdZZXRUGy+5whW29Qaa3srrBy8PKzwvIIKTJb5u34wHaRtHSpfBo3FZlCqlQPPV3cwxv4z8F7Hv6Vsudc6BnfUiOspwIgQ4nIsYwbbFEIqgVT4QpBZQWYESgpVKAvPD0njJtJLaSxIfvwJn8edP8gZd/OY3K9XBX9iDcLzXHtou32PC2BNY442uipVBXMTho++bJnmsqVQuoEF5kCxf3cdUYx53zdPpFC0tBva+dCT81qZduCFpjJm+J+3BVxxoaJvs3OSEBZiaVnM20SFdf4bNxDTdfxqZjUg2DXAzi2UuylroeizPN/mmj3TDFZLnLBjkM4K5a5r56i3I3ZuG6FvsEC7lR31LMcrtXrh9KaJOHqvnyBUHDm4jOdJxtZXmJswlGrwrA/UKfVDYx6Uh1ujUiFCu9xJ6xewXgCk2KjOwY33e9jsXPrdf3neR4kycUq16jetZRaXg5HexEvqB7iknwlWjNZUTrPM9gwjM6CcFwJLOec1k1dm1wC/A24wI+znF130V9C6EdA6pmjAEgQVr3Do4vnS3LWNMKh4RbAjST3rHz61xoY7DoRJI1uP2zHNb29dMt4TQvjFgdA/cNFMMPmHJb/Q74dSyrA+1wj90A+K1VK/0XqbNTw5i/Qv2wsxg9trbHvgOrK2xlohlKf+iOR0Y2wThJRCKiuMlH4gStV1QvkFERQqwlhD1JintXSI5QXLaGWUM+9UYXEuPSY2RgjluA5rkMpDCNUVf7rk6NV3v+qg5MDVGR97Rd0FKITHv+CkEBzel3DW/SUXvHec2cMpxppuwIXtiC2FwaQptfGEP34z4H/eG1Jb32kJLQqJFbAgU1pKryws3yhQrRV9nFc7ooeUt/TMVFYDTKHo0WokXH3tJGPDNbZsG+SqP0ySxBknnjpCUPCJoxu/xkWXS1vrddm1BwVrgJcfKA7tW6RY8hkaLaMzzfR+xW0fkPDYNzZZnhVkmcKTnvt83L0VKyQ2KGKkQLeXKc9c+9FNG0rP/9D3fD742WlO2Oj/qUMDD7e2M5prsTqAFQNn4iyWp/O/V8LFiL0xr8jm8zbyJh9/Ba0/HbRcmVxUHLl0kdlr6gQVdzIkjYx1txtg9IwaST0bz7+w2+df4DKgsPjFwcBf2NP29/x4KvAKMpBKBFLJoD7fCKVSxUp/xdOZPtVo+7vyUPEJCEvSmmb0rAFUUZJFEYXK+LfDUu1hRmcNC0pYIY3VqjKyRYSlQaGzRATFigBBe2mKmcl9jAzWOO3EUerL+qgRvnVtYR5IYXXq3EeFxJpOa+hhssQp4fP/sH9UcuVFKZ98TZ2w6KZWN3TMHNacd36VhzylwNSBNE/76Xg798hGjcXz27SX4NuvrRLNS4JKvtMoBcpCLAwzfnYsFIm1ZoRrVVl5jKpQYNMVUr4b5nEsaFhrKZYCWvWEfbvnEdZxWVtPHHTT3p7Fa3HUs1vsSnCKvaGi3h6n6lv9WlyqtmX/ngUGh0r09RfIMoM1MHNQ8dAXtbjv09rMHgxQ0u8EH6xUkMrHZjHGpGRR+7rQ46S+mser3z3Bf/1imW2bQkpFuSoJ6WYeJwDfzauv5Zwr/jbwnJv7gH8FrT8DtA5fssDc9Q2Ccg9o3baf0dv0kdS7k5RhnDp4h7UsFAd83ZyKC7v/a8Y3xvheUQZYHGgtNArWEPYN1wrRYloqjQXbT7hv//PbS4d/tOH0JzB+4iNIWjO0l49w4A9feb3Nojcqv1gHqazREi9Q1ZFtUnme0Gks/EJZZFGD+am9eJ7ilBM24HmSJDl2/C69gE5QaLfIEOSku3NlMFncXX4GGN6g+OnXI/71bQ36R+UN3p11BlHL8ry3VTn5DpL5ycydx9Y6Xqv7e15xaU15oM2F/1jjyp8X6D8hRbswbDSGTK0I6FZf3ytCiNXAkecJdqopm4JXwvoViBfAZG4QK2RPcGoOIranhbPCLT9PNZk4sszJp48ihCBNV5aKBbKH4rf58644th7b6ok1q0J7nHbSYpHSPefh/UuMb6w69b12mZdRQ9BeFjz9/XVOvJNl7kCI8lUuNtTdKbDNYrTRGJORJvoeg/3eL1qR5Se/afLd/1mm3jSEwS0iPXgpLuD1CuBk4A3Ah/8KWv8XQOvgr+eZu75JoeqBcKA1ftt+xs7oI2lkPScnKE/cI+zz71U/EiV7fjRtdWyDoOr51pgA8KWSYX2+HlpLWB2oFaKl2Nt2/w13qW1U3xvZ9uhnnXyHJ6LyU96HE676w7+//eqfvOe8ysDmJSGkZ4xRSE+F1RFZrA4JISU6borlqX2iFbXZecImRgdrtKJkDXDpSB283F4mX1oTYDvEe0eW0HOBjW5SfO/TLb76T2vLHXqPdtNSHZA8720l+oct7bruVlkrYGVXfmYsfYMZuy6BT7++H79mKPVpMm2xEpRQqyUMwq6qcI43RXTA5LmLVxWwXgGyJuicszOrQyR6Raiih8z3PEHUSpGecC6mVqxZYXVvAsd45OdV3aqf2e75csPTRIEXSOZnWyzOt9myfcDtMuZ/TSqYPyIZ3ap5zodaSM+nvazcag8C64JAnWNtlqB1itH6H4B/6q8qTt4R8pr3TPOvFy6xaZ3fedKHAgfylu5PPco557Uu7zqeAPzyr6D1f6M9/N0i05fXUb7LC8wSzcazhxg/s8/tDOYnoF9UIGD5QOvMw5csPDqN9GJY9T2MCC1d0AqW55dDgQgDVSoMnVRg8z22nO556086636vfpFX7P9E2yWWPLHke/ed2H9R8LvvvOxBhfJYoDxfWIHCWGlBeoU+qTyPrLUoolSI/r4q29f3k2rDjX3+Th2e7xwiHJeV5QZ/Qqy66EY2Kr71sRb/8ZEmIxtuGLQWpi23ubvHM18f0FjSmM5rMbkEbhWAddpEGBxPuehbgq9+YIDKgKRYSzBWIJC5Kyg3mm240pYZkAob9DlNrnW7k7azWZy1HIDlQ68V4FqjIhJOyqG1XQHPtfLIujKMXjHsamFs73discfMO9fKYSwUfPbtmSfThm07h4jaq7k0IWFil+ScpyT87csypverVd+xsRqMwegUrVOSJPth6POAgZpiel7zlo/Mc2Q6o1ruDl8+A5yRSxo2Ae//Ey+5ZwMfB34FPKQj6fkraP0fBC235AtJPUWnhvZcwuw1dYZPqbHu9v3d9lAFkiwyHPrNPMuH23ih/FuvIM+0hgWBLIItWGzQAa20rsONt1kXbrnXgDI2GNSpvMdJ9/z7P67beuevtdNMAWcUfW/u8O6fXXbFD1710qC87kwhVAOBhxDSWqOs1tICwlPCEIptG8foL/tE8U3Ye7N51eV5eZciHMeFC2N1i9LuvQ2vV3zjQ02++8kWwzcCWrMTlns9wuPxL1UsTGmXgNNbZdlONKXt/rM14HkwMBTx2x8YvvnJUUSoCAsGrAsEXQEpc0yFtfJejwYUgfXLoIKV+OwsQmTN/K/J1VwUYpVHWNcfatVE/087gcRanNkaD7OK4bIr3JhSkt3XztE/VGR4tEyS6NU3JAFpWxA14On/FHHCmTaPG+tITIzL09MZoZ8xORPHn/ra8g4QhxbrhqnZjFpFdrInn4rbJ9yZV0uPBr7+J15yPrALuAh47J9z7f4VtG4maHXsfFUhX05F0F5IMKnBL3tY4/bZvFCy539mmN/VoDQSIgQhzk+oBiIViALChgjCyetmwsEttfDMx+wIkSKM67FnbHa3Tbd5zL6Tzn7aj9upHga7UPS92uE9v/jsFd/7hwsKfVseo42tSyE8XHqUBJSwksQaquWC3LlpHZmxN15ldUBLec6SptsqGrpWmDgQsyZjaL3HNz7Q5HufvnHQmjlsedATFI9+vmTmSC51OKrKWiHBTbd1cmEVko1bGnz+XX188wtDjK/XlMoWbcFkgkLB4Pu2x+nV5sLEHtq9N4zVZuCXsX61G8whkiWEibFCra527PEmj0e3b/YoEMunhGJt0Dz+4xwLXkdT88oTNOsJhw8ssXX7ICqQGG2PCY+VEqb3S25z35QnvjVicVJiso4HmnGCUK1RMgWb8ar3Lrzjd1cnr9ow6tFXEfQkq70GOC9v87YBfwNc2HtzMMYQRS6UJQwLq9LJsRbpeUgpT7LWxsC+vyjQ+sCj7vh/BrQaGYPby2y5xzDZzQCtNee+gSNgs9j5ZwsBqqCYuGyR6T8uEfZ1+YHbAY8AloSQoTU2bM62QlU14emPOKEQloMwbtii1VEqpH9SZfSU9afd/3Vf9gqVSKdZIJVXkpIfX/6fr3vEzJ6fPMkvjy6B8AVSWWulkEiBElGWsXn9iFw3PEgUJ3/aF6U8V1lpt6Ds+K6ujzJGJ38SaE0fhnOfJnjEM2H6kO4BqbWrrJXUWNc+lWuWxVnJT/6jxPxUwPyUj+drShXD9KGQJBIMjPQuJIs1KO6VNs8GNYQ1oNsOvEyGSJagC1o9j9N9LTmpnk/ibE8kuMij6XvBZ62qdnXL6WLEVsDGrmLOevkt2/NT1xrOEccZO08aIYqzNcj9vP7UsDwredJbW5xyt5TZg84Y0OafvdEao1MGaoZ//nx96oe/jG43PqKOAIP5pG8Q+G/glcBzpZTv01oXjhw69M5Wq4VSCq01hUKBdRs2uBvU1BRKKTzP6+4u1ut1qtUqI2NjtFstsixb7YdvLWEY4gXBSgjK/yug9cHH/B+otCykbc3Qzgobzh4gizTY/6U3rARBWbHnv2dY2Nek2O9j3ZLz06y2o2lDZ8r3wuo2rzB6RiksV2vFqJ4WrUmsVGG5WNtwRho31p9075d/a3jDGdfHaVaz1upa4Gd7rvzOvS7/0VvvWezfWMdaKYVUCJQVQmKEEFKyffM6WQh9suymWqyI1RfQ/8feecdZUpTd/1tV3X3jzJ08OzOb2USOSpKMigERFbNg9mdEjK+Yc8SAvmZ9MSsqSlIERZKSJYdl2bw7Od58u7uqfn90z507swkQFXXq8xmYnZmbu08/z6nznGNN3C56MydUGGCtpr1H8csvl/jDDyp7rrT64fTXwTNfYRjZPqctjEn4ugSivntH3SjQaEEyHdKc0xQmJWODDo6yZJs1w9tdrr2khbV3ZWjtCFBqWtsodiF0iC0+TQhoEB4IB4zf8JdzuSUBKoEVEqlrYHU8vTV9gsnZlZmY2wCKOWT+XEnDzgM1LLMlGNHDCNbdP0zngiztXWn8mplltTOX2xrbJtn76ICXf7zA1AjoMP5bE3maaR3S1Wb48SXlyR9dUvlrT6csE3lg7UU0EbJSCJGQQnZt2rj+z36tJl/6qlfbAw451FbKZSrlMt29vRx6xBEYrXnw3nvJZLN1tXwm28TDax/ku1/7Kn+75WYWL1lKpqmpYVZR4DiK4aFBioUCiURyt13Bxv7+JxZoXfq1Z/5TQAsBTlIilHisgKVodDXdTRvpZRRBRbP20gFq+RAnIbHGniwdeWy2J5Hv2a894bbrRFD2k66TSRoduEI5zZm25Qc5bqatMPRAZsmTXnX90v1Ovb4ShE1Aq+s6biU/3HTHJee8oFaZ1NJN+lIoRyohEUr5fiByuZxYvrBLBEHwKN6buBVs9ISvVxcKiA50ISStXZZfnFfgjz/TdPSKPVRagtNerXnOq0MGt8TZfNOk+w5gZRq6KVvn1JSbwBiN4xi8ZJSeEwaQa4skHL/8325u/F0ziZQl9CXKNeTaQpQTWUvPqnymXVOREXAZ4tdn69Y301yWiI8X4zWDSiBqkzO7jfVn2tiO7kndbmftHsydebS74rVMlGg9NFhgZKjIqr27MMZgrGWuR9jcaqswrnjJh6dYc0SVsQERVVvGYo3GaE17TnPtrbWRr/y4vC3XJJukQMet4LuBr+gwxFrLYUceyTNPfx7POPGER33CDE1Mctlll7F6zRp6enup1Wr1ijSdTvPg/ffzh8suo1wq4Xnerrux87/yxAKtP/70uf+kZwImsJg43vxRrOaYkGwhGib1iUYTBoD+XQFXoslhcnOZ/NYyypOAWJnpTpyRW5SuSSW9qcHJpHJUwksmPaNDL9ux6klOItsXVPOl6tT2joUHvvDe5Qe/6KpqoHustZuSnvPncmFoy60XveXioJo/wklkSkIqJRBSCCmrvi8W9XTJnq528WhaQ2ujA1lIiZTOTAtk5+yISUlLZ8gvv1jkqp+aPYLW+LDgsOM1Z77bZ2rMRvNq0+1gw47hDA+iY15GEQY1/FIelUiiHK++iylV5GVmjKWpJQKuH3y6jzAQLN+3wuSIw9q/ZUikTGR8aGfXOWKH5tE2qNUbSaX4djLyT42e28z7IuaOFjRGpM3luuxclkowM/Ui5ljlzGkrBbiOYu19Q6SbEyxa2kq1HDSwauym2nLY5ykVXvSBcaZGZezPFpPxoSGX1dx+X63wpR9V70x4wnUUBwghP2+t+cj2rVtIZ7IkUmm+/L9f45ijj/aG8/lndzU3X3PbnXeN//ynP+UlZ53Fofvus8tgCoOgyVG4TxzHmccPtK74/qlPzCcenSiLjTEHiRmfkelBaEk0ijAM3Ak0xkQvALS1dsRNO6jYmRRBB5qXhTXjhEHgVEqlZDrdnJSO8Ky1aeUk26zVrrXaq0z2ty1/0qtH1xz9xgfKgW4XQnwr4chb7732S2y586cfS7cs/aCUoojACbWRwiKFEHLF0oUylUwShOGjQ3NsZK8sQDneDgQvgDGChSsMv/pygd983dC1aPdHY+CDtYK3fKLMgiWayVHqhPsMYJl6VRdWy+iggptuRiiHsFYhrJbqHJA1GsdN4KayMakMiZRFBxLHMzS3a6Qy3PCrhVz3625kugBSP2L/rbnkuLARs22dNGg/rrTELncCd79TKBperwQnhYhbTlMPDJF1/JuGOC+hmByvsGXjJCv37sTxJGFoZv3NrritMBCENcFLPjxC76oahTERDx9EGyLNKc09D/ulL/2wereUos11+I4Q4rz81BQnP/OZ3HPHHdx2000cfdxx/Pzyy4+4/s/X3HDxLy88/M5bbrn9xttv5/xvfYu3vv71u0vTORFYB2zd3fstpdzjDneTFPOg9YieuBSL/Wr1MClVzXFdrLVDDR9AJ5G3dS6uuO4nGgRNAKcAt+6kCmsBXi6lStSqZRn4tVSmqTUBJK3VKWtCBSRBZKqFweXdK0760UGnfr4cGI5xJO8oTQ0N3/rLVwMcpdz0X4QgAKu1sdIYK5OeJ1csWySllI1T+HsAqxk+BojGdqxBOcm4W5x2T4WWjigE9Qv/b5z8iEe6ac8SkaFtkpOfX+MF/6/M2KBoUMLP2PBHlUvk0BrUypjAR7keXiYXndRa1xOq/eIUTjKDm0jGr1HiJTRGQ+AL2rsE6zeX+L/PttFu98JJBFRNGYl8RHAl4mHs+u6m8rBeDhEUIazsMED+aDkKGztr2EQbIqyAX8TGrXmdjBYN1XrSYe29Q3hJh6Ur2qlU/DqFtsPYt5079gMjW11OePkkJ79yjJFtTlTXxbuI2aRh47ag+vkLavcEIc0Jj5ePDA3dtu9BB/Hriy7i6//7v3ziwx9mYGzs+M9/8Uv/d9Ippyw95/Wvu+baG2749hGHHvqzr17wAw7bb9/dgdZbYrnD7fFF/jEnezzhnEufiKAlpWquVcvHGqNJprIVa839MTjNBaFlMQ/gxKDVSzThfuVO7jYHvExImSoX8kJImUxnsilrRAJsyqKTIFJASoe1fQX2I096wfduyrQtPtvAO/1qObzjojdRntqGm8zdjBBPRlBWSjqlclW0t7bIvZYsVP4j5bOsiWVZM3zWtH+W0SHKTdRPYMeFBYsdzn/XJL/96QQH7ds8UzDtZlXLAsexvOEjBTp7AsoFMYfLagAwIRBCooMaQblAIpubLSXARZohmjvASWSpVQTjgyFCCdxEGmsMvV1pPvvte/nhbx/ioN59ODBzIhKHqinOatnqWnRr4pm+2SLa2fonOTNq9PcSqyaMyH2vOXa6CLDCBe1HwBj781vATTpMjZfZsmGCFWs6cVOK0Dd1H3A7t6ndiSC1MO6wcHWVM97XT1AT6JB4QN7SmrXcfp9f+PwPan/LpsUqJfnepo0bP/iO97yHc97xDgD+etvtrHto7eJUKn1nuVRqnRgbMzW/dtqrX/f6yzpaci2TQViTs7uMuSsT75qPAVfMg9Y/sC00Rj+pVqksSqYzBSHE36y1Y7u5SReRD1cPUYr4n4mcHnZ474WQLzVGJ0uFKZlKZxOu5yWNMSmBSkaiU52KgMseUJ7aft6Bz/j0N5asOaWjAqNhtcztv35DDFrNbxI4/yuUrAQ6kI5y1arlSxzPcx7FriENxHis1YoBbLriksrFaFi4SvHnC6t8+38KyESVto4UXkJFgtHdLK2hVpac9e4p1hxcY3I0AkcdQmtHgDEwOebEu38zXlO14hTppiSprEutbPF9SDdZ1t9l2PBAM7VqkuVrhtn70AnKlQ6UExHkHW1JPv3VtVx+zXZkepyF7t4c2XoavqmgbdgoQ40u/NKJ+KooBnuHViuSNZg5qvUd+TE7i1LY2a6gAemBdLHCmXksGdkAiVoeTBhVXfE9egmXB+8dJJFwWLaqY06VFT2GpYGQ3wlo6VAQ+oLnv7ufhWvKFCZUrI63pDxLvhCGH/rfyj2DY3QuaLeF0ZGxE795wQWDxx1zzJOL2rRnlcwDy3931R8/UKnVnEw6XXnqscf8XDlOajIIV1j4nIgqqV2tRcAPgbuAt8+D1j+sypIt1WrlGKyVyXRmg9H6kcxeOUA7UMBSRoCTVvXNJiFB12yXDcSLq9WSDHzfyTTnEgIS1toUEAMX0xXXAdV8/wdaFh72i6Nf8E1cYPP667jt0neRbloAgrQU7rogDHsNtrZm5fJEczZLpVp9lMkv8UkW2/FGrz8SmtowwBhLe4/L8JaQT796CoGkVC6STLl1l4E9bUwWJiUvPTvPoceWGR+SYC3JtGbD2gTpdMCq/WsMbk+CDbFG4iUDsukRCvlWxsdcFi63GCMRMuTO6xL836eXIx2P9o4SZ39hMwuWBAxtcUmmFNINOOeTt7Bhg6U1k2LD6DYObzuRA1qOohBMNMz+RDuj1kkhtB9JH6xmtsB0Nk7tQHbvjNSf2z7a6bEcHVVYblM87xi3VEKBrkCQjyQYcQGaSCtGBops3zrFqn27cF0VOTpME/DWztJzzX5+DbAlYKLf46mvGeTI00cY709EfJcO0YGhuw0e3Czu/NDXaxf6Nf9TUo989AOf/txHXv6iF50+Feq3SSlLpVJpolqpVBZ1da4fHBtfJl3XzWazOa31FcB393CAZeJNrApRUs88aP2DKq3V1XJpf8f1qo7n3WGN2f6otREJSWmoRlDSSEdgAkOmO/mkTGfixNFtoyXX8RLJdCZpjE7GPFgGSAhkEkSzxfRgzWv9yvhdex31NrpXnsSD151P//1Xkmzqnr6a/49Bf3rFXktNV0e7rFSqf8eLjlogq8MYvATS9VCOoKUDvnZOgVuvrLF83wRbN00hhKB3YTO1Wrhn0JpSvOxtkxxyTJnxYYkQlua2kC++p4fxAXjD+9fT0edQq6ZwPU25YHjwdsX9d3Zx/+0+maY8b/xoQN8yhdVTXPi1Xu6/vReBoXdZjTPetI3uRTU8V7HhwQRfOa/C/WP3kcxVGR7Jk6GdU/peghUaHc8eIlXk9iA9sBoRFCPwmnZ8mNtG7rgvsRuacCdeWZZY5wU4GayTin+ooouMP4XVVRAyCl+1gvvvHKC1M8WiZW1UysEsOLKzqq0GqNpJtTU57LHfsZM8+83bKY4rfD+qorWv0dqwz75drNsij/vgl0eG/nLzw/ufetrTf3XJb39ECVb6fvhaJUUy4ajxqjaphJS1QOvO0NirheBX/6xzch609nDUWWuO8GuVHi+RrEqpbrLWTjzidstAqtUlv63Cuj8MIYRAOgLtG9KtyWe1rHLWZBepSqapJRGUdMoam0KQJDJKS8bAtQBEVQjxUmt0vlocplYeo7V7FU2tPegwOoCDIFC55uz6BQs6l/h+8MhGdvYI2DJyAtA+RmsWLE1y+x8N//vOSdp7FYmEYny8TLFQY/GSFoJg95VWGArCQHDmOeOs2r/K5LgkndWMDyku+HwnWzekaO7I85YPbqZrYYZkJuCGK1r4/mf66FgQkE5b7nzY5+knj/PGDxWRjubmK5v57XeW0tHjMzYgybaErDmkiBCWrWubkaUuSmKQe/WVbBjdiC2neMaSF5FLtFHTMf1iQ6zbDE4adBXpF2cbA+60BbQ7ANcOvxe7Gf+x0eMiXEyyPSL2TQ3Xy0YJ1NVJwJJMe2zZMM7EaIW9D+iKElYMde4vqtwEJh6Hmhayzk0Zml6lKYcFyyuc/o5NhEFAEAgECh0E1Colcp3drFrevP2uB8urz//ew6VDDj+K933q/yJdTxB2Au+Mj81pjWIrUUbhdfOg9QThs7QOTwh8vyWRTE0Q2WkEsw48AcnmSAjnl8N6Yo614CajkZCHfz9EZcLHzUQmUMpTmVoxeP7IlpGmRYd0s/TwHjfZ7qSstqmgEqasJh2DVwLYH8SlwAeEdCgM3cvSo9/Lyn0Oo3Df1xCJjulncxxwTTB396bBmZNH6Em+Y+GlEGjSTQFfObvAQ7dJepYpwsASBJqB7Xl6F+ZwXblbXivwozDRV757lL6lPsW8pKM74Jars/zkqx00txkSU4rT37aRvY4weI7lmktauPQHXbR0+igJxcksh50wynNe1Y8OXUb6Beed3UFTronuRYrCJOTHol2/TJMhmQloVp2M6k1csf1nFIoBz1hyBoubVlAK8jPEvnQjEEFG4z07LaV2Yg5o54CWmNMizvr7OW6o1kRtokxDMIU1Pkq6OMrD1wGOJ6lVQtbeN8yiZS20dWaoloJZPoKNbquN3NaudhGDmsT1LKeevZ623gqVvIMUglQ2y8ToMIlkgnSug6ak/nkmbV8yMTpE26Hn09p3BH4Q5oD3xhtMhfj4bCbyyfrEPGg9MUDLC4Pg+DDwm5PpzGZr7a2Nx280ouMw8tAUFkvrwiyJrIt0FUElRNc0G68ZIb+9QqrNqw9RSymPnxgaP9BoW06nm5OOJ9yWpalEy7JMOtORSElPpq22SR2apDXsg7HvFlJdVZ7YQjK3lGPO+jU2yDNy4wdj6ytvJXC3ja6As04w0TAjJ6adSRv5mke4MjnF6DbD514/wvhIjb6lGTwvOng2rh+nqTlBZ3cWfzctYjEvae/SvP4DI7iewa9Ce7fPxRd08Iff5FjZDulJh6ecvZ69jvZJKLj6N61c/uNOWjoDhICpkSSnvXqYY549yuiAx4KFmu+e5/CTX2c4uCVJx8ImUlkHHRpCPwIfJaI0mt9t/QkDxWFOW/YSerOLKQfFmeqocUdwl1KGXYGW3U0S0GwA20HLNb1DaCIZh8WSkA5GCJQrWHffCGBZuW8X1WoY81exat+KeE5zRodv6zOSOxebWgPlgsspr9/I6ieNMz4oSTdlaGppYXx4iGq5TEdPH1qHSCnfU5t8+POtK1/MsiM+TDW0+2D1ecBtwOdjYv1FwFOATwJ/mgetfz1oZcMwOD70g0Qynd7SCFpCgJN0GLpvkvt/vwmhoKUnS3NPGulK2pZn8ZoFW66fpDJsENLiNTkoR/VNDk+eWivXam09bY7jOqmgGiaCcug6CZXKdCfS2a5kMtniJt2M2ks5YpN01SuDSoHy5ChHvvwH9Cw8mLxfJX/nZzDlISnc7N3Avo3VlZAycmpAYk2ANRrlprA6xDREgD3SleuQrPtbwAUfqZCfKlPIV1m0rIV0xmXT+nF8X7N8RfsueS0hYHi7wzHPKvLCN4wxMaKQ0uB5Id/9Yi+j92RYkZUUioLj3rqOFU8JSCj400Vt/O4nHbR2BWAF+XGH0141wlFPn2BsyCXTFEkwPvy6Nm7bbFhIja7WLG29GdJZLxr18Q1Zp5lLN/+Y9VNbeNWaN5B2s/i69ugkCrPaP7MDO/+YQKtxiDuWLjhCkcl4DPTn2bJpgpX7dpJMuQQ1gxVz7KCn5Q42egSD3SEerRG4rIXiRIKTzlzPPsdsZ2LII9fWTiKZpDg1xWj/IN1LFpJIJtGhxuraB3VQ/sReT/0/WtvXnBrAkwV8HPADa9GBRgieQeT1fvM8aP3rQcsxxpxYq1ayiWSqIKW83lpbhcgnS1ct9160hcJ4ASelML5B+4byRI2Vp3Sz+Ig2/JKhsMWnNGDwp6oUp4rP8au6t6W7peKlvKQOdBShJPCstsmwalJG26RyZUol5QGZlPxIc1pcOrx1Ewe99mMcddrrmNTRRlPhnq/jD9/2a5lsf96sdtDaOFVnJsPQhFXE9FiOMY8atFq7JXde4/P9DxVo7fQYGSxQyPus3KeDYr7Gls0TLFvehnLldMzZrOVXBY4Lr3//MB09PsW8QzJRYWhE8YvzltI5kcBxLVXfctxb17H0yZqECzde0cpvv9tFrtMHK5kaVzz31UMc+bQpxoddtIaOnpDhbVl+/pV27rtNo8kjMLQ1Z2jvyZBu9sglW7lhyx8o1vIc13cq1bD8KANS5wZOmPrw9a6saXikCTsNM4ORDk6RkA733N5PrivNwmU5yqUgngZomC8UjS4QUWto5swf7qzamhpJcdTzN3HgyQ9SGM/SsWABUikqxSIDm7bR0dtFrr2NwA+j6YTK6Le9bN8bug9+J5iQ8vDtCJWiY/ULSabaqAWaf5jjwDxoPRbcEieXS8WM5yWk63n3GmMemgatsGJY94d+JoemkK6sjyBU8z5Lj2mnc59mgkqI1+RSmyzz0OVjJ5Uma3u1djdNpZubmsIgcJmd/Tb95RnD/hlp7irUeOvta7dw+DOex1u++E0qQDU0KxxHBvn7L3hLtf/P71KprvrhL4SKHAzqW+4yIppjgzwbSxqmfaQe6Wrvlfz1kho/+mSR5jZJKuOyYe0oypGsWNPBPXcO0JxL0tPXTK26Y7U1Puxw8NFlzjxnhMmxyC8925LnnhvauOH8pXTkNBUtwfocf846evaTKAvbHkryky/1gjIoBfkphzPeMMihx00xPhxxiUZDa1eA8gTX/GoRt/+um/JkmaHREUqUyCXSdPRmaG1vIpVMUqoUCQO9CznI7nzbdyERmX7vd3CWeKRwOJsfS6Qd+tdNUcrXWHZAJ0YbdMNUw1x91g6E/NyWcA5wFcaSrD58mENOvYWk28Hq/RczNRky1D/ByNYhsi1Z2nvbUMpDa4OQDroyerMOCp8Q0u0xYfUOE5Zuy3Q/mUVHformtpX4ZjfiYmseEyUxD1qPdfNfqqdVysU0WD+daVJa6xuA8TpoXdnP5ODOQatr32ZqhRAdVFGeOq5z0YvPHV87umXTjRddIb1ETgiZislMjyisMgm4FnqaHDq2VcTZV/TL+9dvH+LQI47iBz++gPaEQwgHjQ7cckH5we8eKN1sVHY1hq0Sb6kbjQl9ZKIZ4WWhOhULGMPYQrmBoBe7rwg6+hTX/qrCTz5doqVT4rhRVfHQA8MsWdZGtRYwPFRkzd5d+L7eoTUc3ObyrJdO8JwzxxneFvmKJdtHuffCxdzxo6Wkeyr4FYWX9TnxXevI9SlsAEFN8MMv9jEy4JHJaMaGXc544yDHPGuc/k2JCJ8RWCNo7zYUS5rPftxSKkoWusupjin6B0eohAFZJ0V7d5psh0sq5WG0JfD1boBrZ3Ffc8UPYkfzmUdWYM2FLKyBZNphYrTC1vUTrNmnCyfrUKs0xr1FHOXcwepG+cOeWsRyPkHPXhMc++LbSGVa2LjNY+XKDI4ts/GBIRKpFJkWl+aOLK6bxFqBMTbaoBAChEJI55SgtO0P1mgWHv4JOvZ6FmY30K5DHSVaCzEPWv+EUusIY8yKSrEwlMo2ZZRyasboG5QnC7sFrWM76Nw7SzUfJoLK2H6L9n/my5Yf/vzjRx7qL9z4zW9cVBzZNJxqae201noNoOUBrVKwPOvY1/98s5NcXxSX9DY57xgdGrokncmw/+En8NbXHnvCEuevV09M5BFec92XSigHKSVWJaLQBr+I1TVkpjs6mqojdZLZTPu+25igj4dQ7S6SfTt6JX+5pMYPPl6kpTO6j2TKYWK8wlB/nmV7tfPw+lH6enPkWpKzgEtrweSow2veO8T+Ty4xMaIQjsBNlrjui4vYeks3mc4qpTGXvkPzHH/OZoJaNBvneZZffHEhax9I0twWUJhyWLjc5/Uf3AJYJkfdeuBs34IUP754C1+64F5aOwzd7jIOzT4Do2FqosTYQImpcgUHRXt7hrYFadJZD4sl8KMwjR1BS87xUNgRtGbdplHJKXZ+QYjdueo7u9M3UY4EA/ffMUhbR5oVqzvJF6tRldVwHzM8Fju0iCAwVtddXHc2SF0ru+S6Sjz3DXfyh+vKfOWHI7z2RYt4+QtaePDOYVwvgZCCVLNDtiVBpjmNdDx0GD/vyFP/Eind08LaOCaskO0+EqE8rJldZYfVcTIdB9J36DmEhrpV9zxo/WNXTir19Gq5VAt8v5JtzqWFlEY63G98Nj10xfZwdNs4ypUoRyGkpDxRZekxbYmeA9sWBoXq6lRTR/fig172HJTIeNlE5oHL/nT7XT+/6K+Zjo4eJylda0kQOUa0WNi7xeVbDxXEry7rVweklf2LFLiuoz66ftPwp2vlieMu+tpTLt1//1VNY3lRt3CJKi2BVE4kkky0YXUNa0Okk4p4LD+PNTXQkeJdON4M4MWWL1bHVdicK2JTq2TLgyFff2ceIakHs6ZSLg+vGyWRcBACikWf1Ws6qcYtohAwMuBwxMlFXvz/RslPSLQBJ6kJq4o/fHAvKmOKZEtIfshj+bGTHPv2LVQmVNRCdvhc/6Wl3HhNM3ZJCWVhfDjBvoeVeNnbt5JMG6bGHASSxUscPvrFDfziomGWLEoyFY6yn3cySxMHELiRvKFcCJgYLDM+UcYCLdkUbT0ZsjkP5UiCWGQpmB1EZmfN9+6mrZwLWnGYgMVErXtsbWMx4GSj0aGgUL8IbHhgjHLRZ++DF6CQBIEmqINWY1pP3Bo28lx10DKzua45oOVXXdq7Kxz8zFv4wa/GeXi94cijW3jZc7OMbS+jvAQ6CLHGoDxBU3uKtp5m3EQSHRikVFjsWBj4SxCyhAkIKyOz5TX16jEkqIyy18nfZcHK06gG86D1z6q2DhJCHFQuFYZ1GJpUJqu8tJcujVaK664cGKuV/EnlSt9aa8Ig9IKy6VtxQk/r4sO7m4qDQ/1dK556QtuSo0+s5PtHHC/RZMxk/r5LfnFF/9/GE2FNpL2s40hHtCHkalMu/Lg95fz018NZHpqyuTbP/gZYGIQmsX2o/OCX3v+kw59/ypLc+i0F1FyLjukWUUZ2J1YlI/4qnh1SThKpFLo6halMIhwvmq0MA6SbiBTgOsRqf4cTUzmQbpJ8/V157v1rQGefjH3yJTo0bNgwRltrmrHREosWt5Jp8gh8jV8TSAVv+tAg3X0+Y8PROJN0DG7KcOPXF7LhmhaaumuUJ12aenxO/sAGnKQhrEqaO30e/msrvzi/B9VeQ8moMhkfSLBkdYVnvGSYroU1sJLaVBPnfXctf1u/hbbmFIVggqXegeyXPp6KzoOI7F2kElTLIZMjFcaHSlRNQNb1aO/JkmtP4SYkOrToYKbC2lWA6i5By1pwEpHSXvugSwgTRt5cUmLdDFalEcbH1ibrWYpbNk6wak0XqSYnypBF4DfGmu2EZG/ceQQws8Z6dgStatll6V6Vauv+f7G/uKyQKpck+++X4fSTPGo1cNxkbMNsCIOIRkhkXXpWdJBIJbAGwsC3VuulQsoteyBYCEr9JHPLWfXsixBKYf5O4JoHrUdOyD9LCNFSrZQngiCwXlraqW0Vd/1VwzKs5ktCYaVU0vEcKUIVdu7dEi46KhtI2da98KCXnyWlSoe1Us0YrZyEl50auvbq0Yce6h9/2HZMbJxcVCtOtdaKYz/sW77q8gd1G3/aVCDtSKTgV0qKgx7amN/8iucu3+ez5x62YOu2ImEYB4/OcuOMs2QcBxHPthldi4hQIUmkmkl4LpXiKLparOcL1gl8EQ3s7oxRtQZ6limu/kWV73+4QPdiVX/IdNpl69ZJqpUQKQVaG1au6qBaDZkYcTjkKSVe/rZhJsdUHJYQnVSpFkN1SnPlh5ZTmUxTK0nWPGOMI167nUpeYbXAdS0yafjOJxYyuD5FriM64KWEyVEXz7N0LfSRQlAabeJvU3+ikt2Aq7NMVMfoS6ziyblnUDPlBryxKEfieFFlVRirMj5QolCr4QmH9q4Mbd1pkmkXow2BbxpAotFCsFHCYBsnpeO4MhfrNcfva4gIywijsU4Wq5yowg2ruLJM4FseuHuInt4c3YubKJd8PBUJP/24ZZ8NWqK+g1j/ntl81oxCfjavVS1LlizhyuSKG0sXXzt4elBzWdrrcMbTU0gvQRhGM6GO62B1SHGqSGtfCz17taOUgw4DjDE3OV76yEd4+lDNb2D5MV+ga/HTKAR6FlM4D1r/uNUcAZdUxoSTwrVMbJoMtt1UTvQe+KR9E9l0Eu1XsTasFsqhVIHu2DccyfXud0DLgkOPrpXHJq0JHWu0UIls28TWW+8Z23zZHW4y0+0XcusLW5ouXnTAiZMHveBM3vC2/+HWP1/J4oV9r7fYN4xN1ILO9qT46RePObQp46qR8SpSRu6h9ezA2E20bjGTaoscBExY96zylMVVhlqtirVR5H3EMYhHpJZPpKLffelNefo3hrR0yLi4iwIa1q8fI5lwKMRjPU3NCQa2CI55Zp7nv2aUiVFn1q6WEJJUa57rvtTHw1cvJpGr8dT3b2TBfkUKQ17d8bmz1+eGy9v49bd6aeupxjmyAiki079aTSJRZJIud1V+z6jeREJmGS0Os0/uyRzaejKlcGqHGslakI7ASyisgeJklfHBMhP5MhJBR1uWtp4M6SYXrU1M2otd7jCKWcR8TI+7zSCnAx7krKuAERLHlHFFjQfvGsNxBSv266RWDTHG4io1B7RMQ4AsDfzW7Eqq/ujWzAYtAUZHFWQmlfq/7c71mwarWz9azCdY1KV5xWntaJKEwfSwvKBWrpBpSbD8kF6sFejQRknjQn4qkfLeH4Vk7Bm0gvIAme4ns+So80irzA4s4aNZzj+7Yvk3Bi2IPLNOEUJknKQazW8fL02sS3Uc/ppz3ywkrl/MF40xwlpLUPJtuhM/2apErVA01hqL1VIHFc+vTDZb7fvKyzyQ69l/c9vyQ69OJToHM8gWYOzVr33dftdd+Yd39i5ceAjYDRu2Fkc+9c6D9z/zhSt71j88hVIglRtbqZhILGpN1OIZjbYWmWgCHUStntsEUiJqExHpLuRMcvSjMLIzBvr2Ulz+vQo//lSR3uWq7qOVSjn0D+Qp5n2UFPihZs2aLvq3CI595hQveN0Io0Nu/VCNWluB11zg5q/3ct9lS2heVuTk/9lE8wKfWnGmknM9S0+v4IefX8ztf0mSaasghZwxaRARiGWcHLeNX8VD+dtJOzkmq1Mc3fVU9ms9gnww3iBL2HFJKXE9iRBQLoVMDpYYHS1GvFdzmva+NNlcMq68dEOV1RBbhpxTeUVVFU5qJx5c0e1TbpUta4eZHKuy98ELQELoa6wAR0iUlDFo2bo5oJ2lF5udSh0BlZhpExvZLikIapowMGQy6R/eNv6Hjap57MOjw4rD9vN4ybMWMD5lkNLS2uIhwpCBwSJLD+mlbUGWaimMQl6txUt4pbGh0WNqpeCOyApoT9vwDrXCFpxkOwv2fxPSyWD0YxvqP/S418+D1qNcGeAI6YilOjD6ocvXD/Yd8NSjVp787JOKI/1jJgw0FmkCI1RCuS1LXXRYlkGl6BntO8pNBenWZRNti48cbWlZUJIQhNCqLYmkYPzhzVsOvP7qq0+4/DcXmc0bNoz42ptY1JspXvCZow9WjlDFWGQo3UR99ygCLRvJHRpM9KKR1gCDhEQOW51EoJFOol6h2Vkn05736lNZQVCzfOH1U4wPWprbRb3aAtiwfoxMOsH4RImFC1vw3Ca6FpZ4w/sHqFbBaofOdo8wsEwVQtxMnovP72XbVQvpXljluPdsom1RlWrBqZ+Mi3vT/Pn2Lfz4Z3nax04gmXAxwq8Dhys9wJBxctw6+if+NnwzGccjtAFPXXgGC7PLKIfFXb4yMSc52nUVjiupFH3GBiLw0lhacxm6FmbINCUwocEPZiovMdfjPTb1w8lGvJbVO9CPyYxictsAG9ePsGJ1N00tSarlsD5oLYVESSK7bOlivCYIKlEKduzBVffQstSj1xpBqxHYpJKUCjXCwNLRkfvJrWOXD40FW99RmHR42bO7OfHIDkYmfbIZh3sfKjM0WOKIQ5vY56hF+IHFaLBWk2lOUpzy2Xj3wPfDQL/mkYBWdHFRaD9PUBmOK/rHJn941Zem5kHrsZFc9DlJZ9XGa/tbhu8f1vs954xnti/f+4haYXLAWmus0SqsapHuSOvO1d2BcrNBIrugmG7bazKdbZkSYANtklab6ZLBKqV0GIb7lYrFbe9/+1v/+qcrrzu4f9zNfun9T3rq2a/Zd9mGjVN1cBBSRVUTYE0AMjbtq8/lziS+GL8SVWXxaSXUdDiExYZ+ZO0roqvh9A7i7qqthSscLv1OkZ98ulyvtrDR7teWLZMENY2XUIyNldlvvx5Ghx2e/qIhznxTkdGBFH+8bpjfXDHI61/VyX5LOvjoOV2YiSTLkoqnvmczLcvLVKcctLYs7kvxt3unOPvDD1CVoxzedSx99kmUGa/bJofWJ+VkyLo5bh36EzcN3ogEejO9PGvZi9E2wMypdMSuQKsO3gLXkyhHUKtoJoerDA3kCdF05DJ0LW4imXEJgqhykbNOwvhi4KSwKr2DjMJa8NKKajFg7d+20bfQo3thmmrZ7HCQOUIQ6gDjpKOqzdrIb0tXQDizBrGnfbWmH8nM2VV0XMnEeAVlXFJt+hfXD/ymkK8UXlspSd75qoUcfnAnynG4/tYxvnTBVqpWcOazunjfB/bBNw6+b/BcmBgqMrAxT80X3/QSzhsfD0eRR7Oe/c4b50HrsS4v6zBwx1Rm8w2bUun2TP7Zn/rhq5t7l55azU9stdZqqRTKTQeptvaa5ypfQqjBCUPjzWkXDJAy1vZlPPd3Cfi/pz/zJdx1yzW8503HOi959tLNSsne8iyluUDIGGCEQDrJHU6O6AochXEq5cax9vEMkI1dWWPbGQFILxE5lfq7n8lLZiQ60Jz3xilGt0NTq6jrjEJfs/7hMXr7mtnWP0VbqpW+he2UqjWOee42rnvoNv745wIj5RoffctKev2j+N2vHTJtPqqmeP2Ht9G9sszIdo9cs8PwaI13fuJ+JiYDOrsE0iRZJU7GEyk0AVknx82jv6PJbeWpC1/MRQ9/m78N3Ulg4bi+Yzmq9wTGayMxvIlHAVoNwOFEraNf00wMlBkeKKIxtHek6VzURCLh4Nc0Rk9vjoBxM6CScUr3rLhoVBQhx9qb+mnqyLJk33b8/AQ2rDEdRVbXbkmB1gHWyUTeW9PHjT8V2zOrOTuKdpa/VmOl5XqKoYEiaS+NbC5f8KfNvxwOdfCefAWO3LeZs1+xmM2DPl/4/hYqVYtULofvm+ZVL+/DZJtJeIK7/zbODdeOcdKxrev2XZM5qljSo//s8+5Z77xpHrQeM2hlHLbfPsH2W7bT3NvJi795OW3NrS+swDOJQi+sBRkalNFGgNlZPayJgjETwAXKcf4oBPzgi+9iTftWTnrafs8ZGSxfPJX3cabLcGujSkupiOMwOv73dKWkY79zidFh9P3074xGSifadjc6VsZH23GiMVBhN8sa6Fuh+NX5RX715cpMtQUkkw7rHhrF9RTdLW3csPF6Fi9NcXDuWVy/7kburlzBqoWdqFSNRepgOspPRqajcn9i3OGwY/O86I2DuAlLe1uab3x3O5/8ykb2XdWENlBhkqXicPrkwVSZosnNsSH/ANf2X8aa3P5sya9nolJCCHjhmrPoTC2gHBZmRaXOBardg1b8ewvKlTieIqhqxgZKDA/mEUDPwhztfRkwNgKvRHMMWOHsN81aZNx6rrt1EOU6LD+0i6Bq0QZEMIUIKrNSrmVk9x2DVjoeyYouPsKfjNrBekr1jFWNqWdJghUzF5WBbXlyuTTZpsR5f9r0q4HB0tAXko5LyTcs7vCYKocUKpbO5iR+KDhgdfYrGNG8adC8KtfkMDkZEmhBX4/3ta52561+YP/p593P/7L+iQtac22gnoigNXBHno3XPoSXkZz581tp7eiiEoSnEgFXkd2njhgib6JB4NvAeuU6lLbdQNPEhaCyDI35lwohnj1rU286nVmATLVgrITqJEIppvPzotYx8j43YTCjzLYzb2wU4kA8lhH7hetg9lziLnYVm9sU/RtqfOWteUDhxYWe6ynyk1UGtlZYtFeCSwZ/SGt5MS/a+w3cmr+UjbVb6WpaQNlO0MdhLHOeTKim6oR+YcJh0Yoahx2f58ADHP7v4gf58cXrWb6oNSLJ9RSdci9WqOPwqSCBjNvE30au4aaBWzEmCqF8yoInc1TfyRT8iej9EHPBye4CsBp+Jnb8G2vBicHLr4QMbykwOl4k5bosXNFCpjVBzVdoI2dCQmK9klQSN6HYeOcoxtcsOrSFIAxxqwakwNow2jyZ81ysNeBmsCoVx4yZ2I45QNSm6ruEM62ixAgZeczbiD6QEmq+ZniwSG9fjoSb/OQfN/4y3Fbo/1DGVZ+3hndPaS0SUtLsOQglSSacexHugUo6v2lp9p4jhEQpcF1Juay/X62Z10j5zw8yvGnLticmaMU6SZozimLZEGqLeAIFPQoh8LIOD1x6JwN3jvGUN7+Xo99wLhbQQbiIKJk3pNE0kB1olSYiY8EfW2vxPBdT6mfklo9GJ5nXshfWPDwLrJxk9BVEZKxMtUfK9/JIJFycJunFdGhovFMYhg3AEwdXKGc2M2ynMw999nTlEALaewTfet8UN16mWbBExoJogVKCzQ+V8BOT3CUuIze1jCdlT+Ne7xfI5hLNiWamqhOsTh3DArkPVVuoi8cBpsYctJZ0tTaxObyZByp/pivTh+cpykGBFtXLKucEDBqDxhUOabeZYjDJQHEzjnBZkltBaAO0CSNFlZgLSnaXDeJc0NoZuEXgFfFepXzA9vWTFKo1urua6FmaxRpLUIumFLAa4aZxsjm23TeKXzEs2j9JplYFXzDlhDhWxPbOzLFJjjVfMWhZG854zUs3cjzVlQagii5WViiMkNFn6k/iuZaRkchldtnyDtDqvCs2/vKv24oDpzc76hXAMguHSiEKQoqKUjKR9NyrXNc5MeE5f2rJpTHGNm66nAt8+l9x7l11/+YnJmilkpL1W3wGxgxH7+dT9j2Uk5yz2/VPh6roUNIB1eIQiCrB1Cr2PuUD7H/4kyhqTWAsAp4GvJQoRmznLZZFJVyVMtZ+LQj1AzguSWuo3v8x8qMbMV4PAv0BIu8iZiF5ogWkimQPKDA+tjKGDSLCXbrJ6O/i0R4b+FG0fMxlISPPd+aGsNqYuA9q8SyjRKjEDJA1WNpYC92LHW76fZFvvbdEe49TB4Zk0qF/a4nCVJVNmasZyY+ygNWUklvo622hFgQYAg5MP4us6MC3lTnNmUUJF7SHweeewpUUxCAdze0UqnlyzgL2dk8CYTHo+siN5yRIOSmwUAoKaKvnSCPELiqsHaUQYtZ/Zm5jZ90+5ooSDkIKxgdL9G+awnUVS9a0kcp4VMs+QlqchMvQdku1bFm0JocfTrJyyiNjHe5MlxE2YrNmuzPYmYuVm50BrUaJQ10rHwW8WuIRnlgHRugjggJu0mHDunGSaZfevmY8m/31zf3XvOCvw7fQ6ahZBbUQAsdReJ4SIO7rbG/eO51KUK1GFIWQEgFr+DvCKf4jQas5I3l4a8CHvzHMO1+3D4cs3Ex//xBSef86zLIGpMJN5mjpPZiu1c9k0eqnkZKCvDGYsG53ci5ReOtkoxSIac2ftTLhupVatbI0tPza87yLc47it5dezsXfey+f+/Cp1GqaUNu1wKrZDWUIyoNUawxa0V1b7SNMgPVLWB1EoDTNb5kQodwo0NToqK10XJAKjJ0WOsXSoli/Ne3JFbtG2NCPdV0zJ7ebkDhOyJffOsXWtZJcZ3QfjispFX1Gt1i87jH+PHIp5RDak4JcU4KKrbI8sy/7p59Kzezc10qISLDa4nZx19i1PFC+jmXdSxgrjtHuLGTf1EmxDUvDnGCD23FUXYn6aV2XfoqdV047FvHTbqQ7to52FsiJesKSl1QEgWb7w5MUpmr0LMnR3pslDDTjAwVCm6Zrrx58f5JUqcwqP4uDYF2iwrjUJGYFU5iGHWARJfdIt27xEp1GpoFwn9ZtxcPS09MNtTxSWWo1y+aN4yxa0kIy5SKM+hlCvPS6LZewOb+FpJQzHJ4QKCmRUnwn15x+bUdbE5WqjxQSx1UoKf5lVRbAHx/Y8sQErWxaMjAa8raP3MnHv/x1zjx9EX+7/mLcZO5fg1c2IryznavI9R5CS8cSPKAKBLPHEvYB3gFMxCS7Atocx8EYg9a66HnuhLBw6W9+854Vq1b9+JD99n29AN705nP4xte/xQ2/fjWH7Nt62tBo9bc7smAavDS4mXhwdSaLTwoFfgETFOu7UFgQyRakFJjqVETaK4WQ7uzaJgYqa01EysdciogP5p0R9NZA716SS76Z5+fn+fQsVfWZWaUkD94/TFdLB07XOPcM3YIf+BTKBZb0LOTAthMQgYdPZQcAybg5/jZyNa7yOKHvDP609Wfcn7+NhW1dFPxJFiSWc2DT0wlMbUbT1FAZNYoP5oLUrkBrLrjNIuF3+jd1grDhGLEoV+B4komhCuODZXLtKTxPocOQ5gUtaJmhXB1laU3Ro1MADMuA9V6VhKVBZydBepF3vXTq1zzbYO1gYqsYaxtrs2mdlsD6eQh9EpkE2zZPUiz6rFzTie+HGGs+3ZrsPPeGLb/j9rG7yEn5OeAoBH+UQlSklC+VSh7QlEniOgopBYmEi6PUZ5US//Ov5JmvXrv1iQta/cMB7/zk7Xz8S1/jlS89A59/pj/irhtEA/jaorXeGc92FnACMGygO+UomxLir8ClwAoLrxQwestdd+979ZVXPuvo4467+pgnP+mkDf39nPnc07hv3Wj2g297cvGcV+3zm83bi8+dfV7pSF2dbInHc0xkBxJWoZaHeBcRqWKjvwhBZLYbdA1TGovaSsebOemEwIZBXToRccYK4bpxW6mne4advh9NrYqhTRXOP7uI1jOEfCLpsGXjBPmpKocetAKAil/hgbX9OCbJ6n070bJKUNvRY6nZa+OPW3/FQGkjb9j/I9wxci039P+J1lSaUJZZ2XwwB7acRDnMzwqTkHFVIua0fI8OuHYPWsxAJLsS41oMXsLFhJaJ0TIirUg1u+jAEApIGMPe1QyelRgsWsA6r0RVaCQeVrkY5aFwZtpQa+ZIGuJKTKjZcoeY9CcoY8MSQkSAs+6hUTq6MrS1pyPbIMvZWa/5/Gu3/o67x++nVcmvW3jj9I6llBLXVSgp8TyHZNLd6jrOKzzXuVYpwTxo7QG0PvuV/+WlL34BE75+ApDxu33+7cBHgE5jbTXnubdWfP933/vudzfecdNN7L3//rzorLNwHOcdf7vl1vNGhoZ0V29v/6lPPfnYu+66a9OLnv98qmHyfUcdsuCIr334yU+uVPWCoDEA1RpwUxE3FVRAOcjsAmxlElsZBZWYeY6Nu4QqDrSIASjis+YQ9TqMCwg5m3jfid1I45JSkmsP+c7789x6JXQsjNql6V3ETZvH2WuvDjIZDykVYdVy94Pb8FzJvnsvwMReVo0PkUu0cdPAH7l+6Hb2ae5BCsl4bRBPuVSocmT301nRdBDFYGIOcT7tBiNmtYl1rqbxJ2JXnu52zv2JHT53sQtd/dzDxEpIOopUAFpbFBZhLWnrktMOWkQjN9JaakrgqxRCRM4bVaEZcCqYBl6hXk3ZmaHpGWuaeOYwSgJG+EUMkEi6DA0WGB8tsWJNF1rr6du/KOVkLhyvjvC79T+NbJ6lXCWEOFMKcYSUwnEcKRzHEZ7r/MzznG94roPnOsyD1m5BK+Sdn7ydd577Id5+9pvIaxNXN0+gbcTZa3kMWvdlXOfXlVA//JZXnsVvfvGLb+ZaWpsR9q7ehYsuTafTL3/SUUedfeIpz9BdnR3JNavXPO0db3nLNddd/SeqOvOxl5667IMffPMBDI9Xd4jkqg9FGx0dyYmm6Bf1rL642hByxpamIQgBaxCOG6ni4+rNhFFOopQSoVym1dXT9xEZu+0qv0/Qtdhy1Y+L/PSzIR19IgazyO1y7QPDdHU3saCniWo1JJlyqBQD7lk3QC6VZPXqrmgYOZgBroRKUQom+f3GC+n3q7QpQZPrMBUEdGRyPH3RS6KREBPMAREbA9YMvzWrurLUj51dA1dDC7jTimwueO0c+CygBSSNZE0tRcIKqsLEACTwhWkYrTYotx1EEnSNtBGMOgHrkmWEFciGDYDI3C/WYDVsitgY3iwgapMRnyUVjhI8eP8wrR1punua6lbY1tojgJubE61ctfEiHph6mFYVSTSiSisi4x1H4bkOnhcB1jxoPQLQ+vz/9TM5VeZr3/k6Tz/ppH8H4OoA8i2u4//l5lt40bOeycKlS9/ped4XgGKlXK6Vy+UhHYb9Rx17XNfzX/ayxZf/5qK7LvrZz65btc8+V/cPlZ72mXcd8r7nPX0xm7eXdihypJdASomu1TAmjANgExHNocNI3R5XU1ZHlstRIIKJCHziK3Hc8tW5KmsjrsvxmJVJJYjaR6N3WXE1t0m2PFDm6++Ott7duODzEg4b1o5iBey1qiOKF7ORpXBhssa9GwZpT6dZtaqTsAG4jDU0J1qZqI5w3baLGS5NYoCWlMsJC59HV3oxxWCiPsazK+CaC0w7EPZ74reEZNd6rtnupo0/sw2ziIHQJK1koZ+kySh8Yer7fDAt4rMgE1iRxMNl3NFsSpQR1qCsnCV/qFdVDZX0jP2yiB7ZL2J0lWQ6Sf+2KcbHSqzep5tQm+nwjG3RRpE1uUQbayfu5arNv6NJRtTAPGj9naD19V/m2bZlgDCs8P2f/YwTjz323wG4aHEdrrrmGt501ll0LViAlPIdwAeAtUIIobU2hfxUmEqlRRiGnal0uksbgkol3HjeuYetOuqQztah0R2n4IWUdbO+GaBxcT0PrTXa97E62i2Mzrl4Ji3wIdUaaXsqYzMC0jnvoZiutup5fo3t487fb9dTQIVvv6/M+nsEufYZXmtwe57xsQor9+6IReHR559MOUyNV7l/0xDt6TQrV3Wijam3isYamrwWAuOztbCOWlimr2kFLYl2CsHkLCCau7sn5gDVNHDVq61HCFwzMoldt5Kzbz3XKjCqkWrCIBEs9pPktEILu8PfYg3CWqYcyZYkWOXg4sXwGc5K4bENvl2RFY1pgNpo6sGxRXSgeeD+YfoW5aKg10oY2/3YK4BnADjSxRGSH677CZO1CXodhZ0Hrb8PtM7/6TgGxeToIOXKvwdwGaDNdfjOt77Fh97/flasXDn9q0/ERH1d0uv7vu8o1aQcZ3GxHISppBr4xkePWLmoJ52ZKgQ728aMruRiWoelcLwEylH4fg2BipKSrQHlRldwvxQBmRdZpNigtlPzwHqVoBRSukwbWs0Sm+70U5V09gb89LNF/vAjy4Il0UHtuor8VJWtmydZtqKNZMpFN3B008D1wKYhWpJpVq/uxFiLH3OXEc/iknIzSByquoSvK7N9qdhRLDoNIVI0Vlvxb4TYgXAXu+O36juS4jFwnBFsCUBj0cCiwCOnFaGwswWtBqoyZKNbwwqLRGLj3UMrnfou8Yz533SVpeu1oJ3mPZVDQgWsu3sjBsmqvbuoVMOZStDaNwHfAJCOROQVm7iHq8evp1SAPiXxXAep5DxoPVbQ8kNLJuUyNDDwhAeuacDaPjjIWS99KcMDA+RaWqZ//Rbgg8CGxu5KCNYB377zgYkDnnFs3xnf+eSRhxRKAbNI+MZTUsZtXUMCj5fwsNbgB1HUujABxJYotjwC0ouqNBO1jLZhVGdaGT+reouTqW194FfsFrTau0Nu+G2JH3/GkOuIzqnIxdSy/qExFvQ20dqe2iH9JpmKWsUHNgyRcT1Wr+lCKkGtuutNl5193rPaw/rO6DRsNGK0mPXv2UT9XCC3dcnHbA7L7oTDsjvo6hvFEdIKAmHpCB06QodQ2BjQYk/3+D3e5vmUpEZZ4s/IYGQS62ZietLutMpqtFxOZhIMbJpgYNs29tm7C+U5+HFkmgk1Ruu9hBAbhBCU8yWCasiX7/0+pUSes45/Gtfddz8usCTl4SQ8XEfNg9ZjAa2EK3AcZwfgKj8BZBCNgNUEVPyA0099NvfdcQcr16whCAKIDBd/C6wG0vGm0Eagxxh7TdXXrzpkn3bOfuXeX+3rTr9lMu/veNJOA4pyMcGMAEQohXITCCxBtQReMzLRHJ2JYRVbHY/n4Nw4BnFaykDcRjrTOU8xceZEJ6IOd9sWNp6g2RbD1gcrfPvcgDC0eImoHZNKsu6BUXK5BD2LchGvNWclUw7lQsAD64aQSPZe00Uy7VCt7N5LfHfg1YBRyLm7iztIH5hJmUFEXu4qloXo2uxxp53S8nYnUNXAQ8a3MtbSHbpkjIqei421cNYSCvCsZMwJGXB9HBuT79ZghcJ6uXqrX7cVim20622jMSQyHvmxMmsfHGb50iztbYJKxSCUwGrL1PDExSbUzxVSYkLNRGGCN37tHTznzTMzvz/8wQ/4/Hvfzb1DIzQDi3MpktkMrqvwnHnQelSgBcwCru/97GecdOyxexYi/LNeHFDSmpe/4AXcdO21rN53X3RYP/GeAfyOKD78+0Qzia8HipWqftBxxHN+9qVj/WVLmy95eMPkqY6SuztbwcTCz2kyXUY8l7AWEjlwEghhESp2zfQnQfvRTlOjhmuOZouGNqQ+0vMIVjIjmBou86331ZgYhnRT9Hl5nmL9Q2NIKVi2sn2noGVjL66gpnlw7TA1HbJ6WRe5tiTVSrDbQOydA9dscJnFce1UsyVmA5dysSqFsAYRFqOLhZA7bwd3ItWaW3HJaL8Px0J36JEyAi0EYzIgEJpW7ZI2EomgIi1b3Srh9ICO0ZHI1G2KKq/GtlDIyGgQgcEhkXapFKrcf/c2urtbWLhXK9Wp8XgXWTA5NM5pH3jJC/Y76eBfTw1NoEON4zns95T9EAmXih+Qdh1SQlA1hh9861v88LzPcv/6zdj4SpvzwEsKzL9gmk5K8H14oGL+vUBrGriGh4ZIJpM85YQTCMMwGlH5F690JsO9d97JugcfZNHSpdFzmnm93wKOJhLwXR//7JXAV8LQyHJVH/bFcw9be9QhnXcMjVYPemSPaGefQ1aDl420XNYgnTSEVTBRVWbDCiYM6+aBM4PTbt0NIGo/43bRhNHM4iNwmFSOxPUqfP9DVe690dLaJepk/LZNk1TKAXut7iAIdp6raC0kEtHzWr9ujNFyieVd7SxY1BTFaM3Rcu0JvMRcGxoh4oqHWeM5Ypa0IeKErJcFN4swITIoga6CkA1/a3e8SopdtasR26QFpLWkN/CoCsOYCqgJE7k/ABktadEuWSPZ7FUZUwGuiU3ypYtxsg3GG3GFZXyEX8AaSGTTVHy4765hWlqaWLZPJ7WqwQQlpCkzsnmExQftVf7c9V9YAQw0Ptei1vg6MjK08WxqxlF4QLFW4+abbuKuv1zHlnUPUs5PUSkVUY7zTz+//FqNjgU9nP+jC//9QGsauErFIqNDQ9GO1xOA1wrDkOZcjraOjihgc/Zr7QWmgNKcmx1p4Yqhkcrzv/A/h/3xmcf35bcPlZse0ZspRN0XCxPzL24SYjdSme2JzOLCEshEHE8eNoSSNuxITl/ViR1MsY/IW6vxPnJtVX7++Qp//qWt67W8hGJwe4H8ZI291rRjtNlhTrsRuFw3mm/r3zLF5tEJOtMZli5vQ7myrjF6pC3jjsA10x7ufC4xEn+iUlgnGQkIgkJMccsdSfodS6ydVwhELqIJK0lrSV5pjLC4NhI+GMAXFgfIGklFGCroSNJRbw+b635okeVMiPDzcZXqUi5UeWDtIE2ZDMv37iHQktA4YKqIsMTAw4O87Sfv+dFxZxz7uYkgvFc8kuuhFKQdRaLhxzpuEf4VZ5uNOZYnbLDFnkDrP2A9BfiygFfmi8HGTNopfeNjRzQtWpAemSoGiT1/ghbpekjlooNqZO7nxjM01kRtnfKi8NZpZ4xpbVYYROZ/crodnOOZ9QiSeXYELUVbV5WLvlrm8v+Dzr7o566nGB8pMzJYZPnqdoQUhIFG7aL9tRaUEiSSDpNjFdZvGgNg+ZJ2WjtS+LUwik/bXdW1C2GomMtrzRqwbgQ9ibAapBsDlt7JDqKd9Z0VoOxsCxzbUA1PQ6QBHCtQ8e+ndxGlhVCALyISXloZ2SXHu4HWbY54KxFb3fh5sJZkxmNytMJDG4ZpbcqwbGUrgR8Qahv7yFvGto5w5BnHrH/b985ZWQQbBuHOdhNeQTRK+8tdtmdKoaSYo9D/59Iv2lqy/+QC5b8etFzPY2xkhNHhoaco5VwmpDx7y+DEDz7znpN479uObt+4cWK7ECQeGVBMa7Y0YHZM6DGRKnr6TJLKrWfy2dh1b7dq90fzwQpJa1fA9ReV+ennZ3YQHVdSmKrRvyXPslVtSCkoFXyyzd4eydxE0iEMDFs2TjBSKtGTa2bR0hxCij1WXTNVlo1bO+Yo3WeGrMXc3b5pnsuambZwGnnq8CUwWEJh8KzEs5Kq0Ki6YosGG5tG3kzUbboE0GwcijKMtFxWRM4VtsE5Mn4uxm3CSifisGp5HAVu0mVgS57Ng+MsaGtm0bIWan6IDm1DIrVgbOsIh59xzPPe+L1zfhMCwY5hqccCnwR+BXzliX4OPWFzD/9TQatYKHDAIYewz/4HoLV2t27dLvba+wD/RUcM4ZbvoSJ61gvlLeeR+IbZ2V7m0nGiA1wHs5KOZ9JYYv4KgRA2Gt/RmsdjoFMISVNLwNrbKnzvwwblWJQDjiOplAO2b55i6YpWgtBQmKzR1ZNFa7OHl2dxXYXrKUYHS2zaPo6LYunyNppbk1EcVrgLrssahIxSs7H+rKv1roesp9u+nem5ZivjjYCElbgIUkaSNJJ+z0c2BE03CkXqwBXjiREWz0r6fI+y1Aw4NTDxLqOIfm+JTCysNRgnCdKDoIjngbWSTevGGCuWWdrXRkdPlmo1wGobjZU2rLGtI5cfcMphzz77wnMXAov8ILwLiNNr2Rt4D5ACrow3ieZB678QtF4AHEVkUTNrbVi/nnedey7nvP3tC4FTgF8DE8XSEKNrf4wtbblKCHXydETUHpCCaZ9i4ThI5WFNOMteebq6in5mYomDjIHNNqT3ELErj+Rxd/FcmloMD99Z5PsfjpKrHS+SPAS+YevGCZbu1Uqp6FPI11iyvDVyG9gjMEc7ZsmUS+AbNq4fZ7xSYkFzVFlIKajVwqg0EQ1gLiXWaUYIFxFMRcAl5A7U06xxn2nJQ0OFVOfIbGP7GKmjXAR9QYKElfjSEArLpNKUhJ41YAQ2/reMzf4sobBktUN7qJAWxlTImBPGGvoYUK1FT88nWhv5P6ZcipMBDz80jMGyclUX6WaXSjnY2d4mRmtGto4c/I6f/M+dRz73yKeO++G5UnAj8HD89VSgK6bebga+Ow9a/52g9XLgR8Dn46vY9EoWC4X/l25q+t1Fl1zS393Zef7mwaHuXFPThZlM+gdV6Cw8+JOrKlt/d6BK9+2aObDRrp90Ir2WMSFSOgjHiYIu4kpLOG59JxCrI21XXJFZHWKFC04isrUREtw0aD/6ehQhrtMr2yrYdE+B730oIAwkjmdRSqC1YcPacRYvb6WQrxKGhsVLWyOw2X3/G3uhh1hjcD2J40hGBkts659EIljY10JbVxpro1CJGYQRURiEUMiwFJsfzuW67BwQEw0OEbaB95ojYoiBzJeGVu2wyE8QCMO4EzKlphO7p+/BzlR01O2/CISlPXTIhSqyMhSCcSdEWFAWPBM99pDjEyJIJiMLmoHNefpH87SkUyxe0RoLccN6zOXcStVo86WpwYl3vPkX7+PoUw5jMgjPBo4hMqhMAaNEWQZtRLrBrwKVedD67wOtI4ALiaxqfgp8k8iC+QWO4xyyZcvmg4858aQ7z/3Yx7+97sEHXxIGAQc/+ckXdne0ry2P331M/u4vP9uo1llq7B1BKwqjmE7bYa6auzHQNdZgmaAGQqLcJFb70W1T7RFPIiJ+jMpEvbp5tKupTbHxnjzf/UANHSqUa1BSorVh48Pj9C5qZnysQlNTgo6uzC7lD/UKy0lj3WZEUIh2QONpAC/muvo3TzGaL5F2PHoX5ci1Jhvi66fhyLCD5HQnwMVOgEnMrbbmkPZGQItxcK1AWSgLTd7R9V1BC8xOQwTHgotEWUFzKPCsqheJYjpZJybvJ5WmkDYoJZkYKbN98yS+1Szsa6WjJ0Pgh/Uh850BFvCwEGLNtvs36zPPfyPPe+tpTAZhN/C++CEbh1sNkRTLAvcCt8T/N/Og9d8BWn3ARYBHJJJvjregOsMw/Kpfq51z+NFHc/Izn/XJifHxcyvlcvDcF73wp71tbff3j40sKd71yTdlEga9Rz5+d+M1sQYrdii1RmO1H52cyom+Fw4kmqOWUMjI3sYv1INdH+1qbnPYcM8U331/Ba1dpDIoR+DXNEP9RXJtScbHyixe2oLrKrS29S53p6ClPKxMIHQlMj2sq7/BcQRewqFU8Nm+ZYpCtUo2maCnr5mm3DR4hXNgZme7izsj8Ge67x19ucQcfiyqmlwrcONRHcTsT8dai4MkpyOAc6zAmeUYNMObhSIaiA5dQT5lKBaqbNs8xVS1Sms2Td+yHK6nqFaDhgCMnQIWwElYrh56uJ93/f7jHHHywUxGJPxJcTcwQqPDc/SVBPYiirX7EPCHedD67wCtFwPvjQ8CPz4q01LKwuZNG1904lOftvX7F1xAvlQ66ba77/laKpnsX7x06UMLWlu2bpmkdeCmz79mUereVu0ugL8ryMM2CEV1I9ER6bkSLXEcWTgbuILyY2oPI9DK863/KUUkOCHKlZQLPuVCQGA1WhuWLm0jjEl40XDS7gheInpus9wo5uj13GioNz9ZZXBbnpLvk00m6O7N0pRLYq0l8HVkhb8LLk7sAbymMU7u7B7EdBMYZwsyN+eHusqrPXTJaomWkUJe2JmdSLAYaxGOgIRiqFZhy7ZJxgtlEp5Hz5Ic2VwC3w8Jg5l5290A1nuVoz63/YGtrDx8NR++4TwAahFoPSvmXYcbbqrjdrGDaDb2WuDGJ2KrOA9aj+/aG/gMkQZrIzATGQwd1Wr1XmPt6T/+5a/Ye+WKNaPV2muaPLcmhKgWan6bUip0XWdkfGD9geFDX3iZVB5W/J1BHjtoruJLvPIioJIqUtDrIFLUWxOB1mOQQTS1Omx6oMg33p1HiiSWAC/hMDleYWKsAg5kkh6ep8i1pWaisJg90DxTCE17paei73U16las3QFUXU+hlGBqssbQ9jylWkDadelYkKGlNYV0BKFvdr5jKXaVf7jjv+smg3v8W1HXaUkR91hWkDWCnHFxbSSZwEYziFIJVEJSq4WsH5ykf6qAIxXti5pp7khGfmMNGxd2p5coS61UwxrzQ6PNWSP9gyQTGT5985dZeeByxv0QKeiN28OQSKcZxMdpKgaoi4Gbnsgn2TxoPX7rf5hJKFlPFGxRiy++AHZycnLRwr6+b//qsst+lkwm31cMdSgEo9aiEAKjtRRS2aQjt5fW/+INtf4/7FOljccvEDOqvKRyMWEt8pZ3kpDugOpUVGVJ5zFVWQDZZkX/1grnnzOJqCURTmRSuG3LJJN+hb62HOmUR7kc0NyaxHWjeHgaLGTm4itSYb2WWJ0+Ge8MeqBrMd0iZycExeBVmPIZGSxQKNVwhKKlLUlrZ5pU2sVqSxAYdjgWG6UPdrbGa2fgtSMTtmsgE9hoQFqAayVZrUgbgVAC13PwayGjg0UmpsrUBKR7U+Q604TCUq0Fdd5rp2BlLcpR5EemcBPudYl08jgrLCuP3odT3vwc1hy4nIlQR2p/eFtcaQ0C22OwEoBLZJn06Sf6iTYPWo/feg5wYMwFLCfaRjZxe5gEOsdGRkpPOfnklZ8+74v3t2fSV08FYasBJaLdmwkLKus6lULZtvz+8t88/4juvyxszkCxIh6fMSVrEY4b7TpOq+KFiIBL+1Gl9XcITZNpSWHK5ytvn6A8nsBNaAb680yVq3Q0Z+joyhAGmkolJJP1kLPVnTOizka+SRAZFwIirEQ8V6IVEZai5yvcOKx09nJdiXIUlXLA+GiZqfEKoTGkki5tHek6aOrQEoazAUxgQSWwQiJ0FXZhONj4s0aebGdLAsJKZOyrlUCywEkQ1Axjg0UKU1FL3tydobkzRVlpin6Isbau2WI3gDW4bjs9axbxrt997DleMnGpFbCgJQvAZKixxiIEy4iske4mkjfcCBwOnEN0DK6fB63/Xk4L4K3xAbI5LsPvDXw/09bRcVAmm1121hv+3+ue/bSn/nkq1Flr7THAAa7rDKfBfvjDH3rR1772077Xv/TAjR972z57D47W5Fyv+L/rQ5ByzlyhYcfZusdyv9C+QPLlt45z4+UGr6lAvuDT1ZGt7+z5fjSY63oSY2xs+zzjxCBm7BYaslJ15O+lEnEl6MW3UaArEYDtojpUSuJ4AhNa8pNVxkfKlCshUggyTR65tiRNTQkcV6K1RYcGozXWSSGEQujdt8q7BrLZXqaNvlpe0sELBbXtZabGy0gpyS5Ik2tPRz6lvsHHUJLRjKLZBVgBSEcx2T9GGBo+dsMXLly539LfGLhEQ7msTd1+O15pIBF3AY3rVCLHkQeAj7LjfOw8aP2XgNaTgJ8Ai4DzgA8opahUKovXPfDAgSv33vu2K268caDZ8ygE4TLgvS2uYzcODW879dhjCqNjxU1LlvZdcvE3T3rPgu7UZ9dvykdOnI/H27CHhJ2/525z7Q6j20M+9dqtrNtcZdmCZlxXxT7mgshNRzQ44YiGhLKG78Xs6kYIgXWzoDzE9MaBCSPhqNjTwLyMzFs8hUxk8YsFJsdLTE3U8GshSklSGZemXIJsUwIvET1foy1RHKR9VJWu2MV743kKV0mGB4tUBiq04NDcnSbZnSQUENbCqPuNlfNVaWJr5nrK7+xXpRSFsSkmBsb4n8s/8esjn/mkaybCcJ8Y5+6KK6f741ZwT+ulRLKctwH5edD67wStlvigGQEObtyFKUxN0dHdzY9+ezHduWby0Y7O26VSz2yW4pPvec97rv3Fj35Ee/dCFi7I7Pv+N+536+GHdqU2bS78o/DmcVk6hNZul+aWCu99bj/33ezS3acw2tYV5/XAoLidkqLBfUE2erfP8XoXsR+CSkWOrNOiTV2OrWPUHEJ/Gi0iJ1crk9FtpIMKp3CdiC+rlgOmJqsUpmqRzTNRIEemySOT9UilXBxPRkJNYzHaPioDvEicL0ikHMr5GgOb89R8zdKuZvq6myhKQ80PkTFppePqzMToZzHsrMiWjqI4OsXYwChv/cn7fv/Ul57wh7wxC3Q01tREZDaZAr5AZD65p+XGF9jNRE9jHrT+C0EL4LPA7URC0/qampykd+FCfnDRb+hoylKIQOvEhOu8WcEr3/Ta1xau/9MfP9jd0/vSDVsKuinrTn7jY0fsd/wxvbltWwr4vn4cyfnHC7AsHb0enuvzkVds59YbBH29Tn14dxZ5PT0ysxPQigBLRTYx09H000AXAxBuBhEWo/ZQCISp0dBXzgGveDDcy0X8l41j1XQFYWoopVCOQgjwqyGFvE+xUIvMB7VFKoHrKpIph3TWI5F0SCQcpIxg0xiLNcSODDuprmKPsMFtBSZHy7S0JlmwKEfCUdSqEWfVaC84PWg9XV/trDVUrmKyf5z86BRv+dn/XHHyi4+/omhtdxCESgjhxXTEXcBVMQj9R6150PoXrF2AVq7FdZau27b9rpc951SsMR9KplLnOkrowdHq3WFoSh89+6ADX/r8FR2TYxXGJmooJZ4wgLVgiQvW8olX9XPttT6L2524OmqwOp4LWjEPNsNliShaS3kIYSLn0DrnJSJNlHRiA4MgrtzE7JlC0ZDvKCPPUGQC62Rnfm7DaPfRznaGklKgHBl72xtqVU2p4FMp+dRqIVpHaizlSBxXkkg6JFMurifxvCi5pjHrVkpBMV9jYGsBBPQubqY5l8SvBITGIOoO9jG21p0ZZis+ZwOWw+imIcIg5O2//uBvjnrGYdcXjekLQm2EEG78Z19ldg7BPGjNg9Y/BLRocR22jI5y1vOex+T4ONmmpi7gHEeJ541N+vmJfG3yzOfutfydr9lneVtbkq3bigSh+ZdVXbFzC4tWewxuDPjEqwe4+16fha0O02FBs6uehqqpscKqSx5EvKMY2Rs3VmSi3i7G/JKcE8raOFcoRETYT4e5TidvS4kVHsKfnNk52NWBKqL0bKWi0SFjIpFqrRpSLgb4gUaHpp4upJwIQKc3GRJJF60Nhaka2WaPrp6mWKVvZintd/q+7nKjQ1AaLyCU4uwLz/3NgUfu/WBem3attR9fBIL469NEs4XzoDUPWv9Y0Mq5DttGxzjreaczEYHW9E32k1L8oOZruXl7afiA1a3dZ79y732fefxCp1YL6R+pxD7m/7z3SIeWbIuie7HDXy4p8pV3j7J5pEpfxiWRcjDGzHbOaUAv0QguO6nA6juJspGsF7N/Pxf0BICJbPZUEus2I8OpSDRbbzFVJJ8wwWN6zVJGeYBSRc/HmEguEcZ20H4tJPB1rH0VKClobU/hJZ1H5Lq6x/c8CClNlh5++4XnfuvQEw50J0M9bI25RggxSaQTXAD0Ew3qj86D1jxo/VNAa3h8nJc+9zTGxycaQasduEQIMlIItX24EgSBLp928qKjznreCnHIgR1MjVcZGa/iOPIf+tynzTQXLHEBw08+M85PvjmJQtDd4VAqBRhjSaW9OH9jNnLNdgjdOYDNVFQRWT4XrHb2/3pFJWXUFqokwvqxoDLmsAQ7VdP/XQf09POIAW2u+WsYGqy2j4s/ca1cu9N15LHvv/LThYXLF6Qn/LDccJ1aTJSrqYkskSbmQWsetP6hoGWspc1zuea66/h/r341ra2tODPhAYcDPyQSU3VIKV4WBOaKLQOll7flvJc89+TFp7zk1GW0tyZMuRL+Q1HLaEHPMoft6yuc//ZRbr6rQnfSJZ0W6Hi7vlIJCAJNMungJRysiebqdltx0VhV2YhklwpJWK+UZAN5L4SoE/exQzJCJes7ixIdD34bZFiu81fi3/cw+pxfrr1XOpJ3/e7jrFi1kKkdHUiPIBI5f4IZk7950JoHrb9/TU5OsnDRIn5zySUkk8lZvzv9tNO454476F20qFEA+nSi+LFJogSfSwGUFBTLofzb/eMnv/2sNds/995D+7YPlT9jLQf/Qz48BM2tknV3lPjUG0cYKRj6WpwoS1HPCCmVElSrmlolrG/3R1otOxOqIXZdcUUtXibyuNf5eiUjGttEOfP9DJhFzhC4TXXtlggLSFONAezfErT+RqShWuuXa+wBtKbHcXz+g9c8aP0LVjGfp6unh899/eu0trVTKhbpW7SIC775TT73kQ+zfOXKuULCVxDZ4D4VuGbu/W0dKHHayYv5zLsPYXisirV2H+D/Ac8jssl5XNogBLQvCD/14TeM3PjHq2qX7tfhEkzrlmy8VR8/bRmHg1bKUVK2UpJk0sFxp5N/YjthseNjRNVTJGeQwsxuG+MKSzZ8Pw1cAgNOBFrC+giVQNgQERbisFr+nYDrHuCdRLIFAB4BaP1XrHnQ+hcurfWsE7ZQyJPJZHE9b2581wIiX651O7ufbYNlXnDKYj7+9oMZGqvMFT8eBDybyNr5MJgx6Wp0ItjdkoAWgiohzV21317z0+rp//fhyt4tzfb3QoolEYdjZ3E5dbtnKQhDS60SEGqDlJE8wHUlUsmoOjPMArBGXouGXcRpgIq+p75bNwNc0TC1kBJhq5E9jnKQxm9wt9mVDc4TZl0St3e3zv3FDGh9ghWr+uZBax60/olvghAYY6hWKvUREWsMXjKJ53mPOnh2D6DVuDLACRZ7hBTqJOBQsK6IY8R2BmDT+chlNIGtgS6t7Vio13zmFZabbzQsbedsrfm0tTZlG8RFtsGhbhpUdGip1ULCWCbgOBLPk7E2SjaAnp2tihc7gtUsArwOXAIpbKQPkyrSfAlm5WI+QYFrG1GY7zeAsZ39gcUSljUJleVDV32QzuWd1ICKNmDMPGjNg9a/13oUoBVVTkKhbUihNvYWpRJf9Zw0Sjh1+5RGzskCvg0JdA0dlvD98o9aus2ZG26T/O/bHPJVSVeLca2151jLuy101D/jOc6a00BjjCX0NUGg0TYy0XOUwHEVjhNVYDNO03Eqzq6Aa4eKa2a+cec6L3bYCPgXrZBovOZrRIZ77AqsHDw8MpT9SYZqa3nFl97EU047jRQOGddBw/QoGGIetOZB6z8RtBzpMlUdplgdy7pOeq3jZHqVk0AIFZHaMwUT1mi0rqF1hdCvoAP7NL8irmrv0Yxtgx98JMED6xRdGY3jgjGcbq09Bzhmh/T46SpKRJFjYNGxt1UYaMw0kS8EylGxvUwk8JzWSDV6b81UYTvKDmQ8eS3kbO3Xv7hNnIw5qt8QbaYUd2zFFRJ35rPCw6fMGA8zKbcw6Q/g531SqRztvYtYvt9BvPLNb+WAAw5gItANWT7zoDUPWk/gtXWgxBnPWMpn3vMkRqcinVQYhJHFyqz32+KoBNoEDE2sx2KQQj1HKe9i5SSQ0mmIEItm9ozx0donqFXQvsUa9QdryOpQXN22IPyQ1XDhFxJcf5VDa9rEwGUBFmI508LzgUPqARs7VH0RckzP8enQogNDaHR9Fk8hcByJcqM0HseJwMxxJErJWVzXNBDNHc6eXXX900CrQBQQ8UfgL8D1O/ujIJB4MkHCcanaAj4lwCBxCKnRzx3kGcAhRUKk8Ws+5WKeickyD9csHckEf77xRvY76OD/CuCaB61/Z24M0Abu21DiJacu4wvv3JsNG8cQQpBubiKZSqEcB601oe/juB5YGJ/czlRhGKXcuPKxP5LKebl0XGQMWhaLMSE6DDChJaiGWC0jz3lraW9LUiqat3np4KvtPfCjjyX5028dWpqCWXxW/F0P1r6OKFDhaKKUrB0dQeVMhJfFYnQkztRhZJOsG8aHBQJHSlxvpiJznOjf0/ODSkmkiq2Mp6u0hkTpWbuXc43dmRHSGh3RRjq06DD6t9YKowXKsaSyIcqx07TgjcAdwGXAFbts+4ykWk5gjaCpOSRQUwzr9ZQYJWTGwyvEBywe6ZnUamsJdeQO4Vdq3DU8SWsqxV/vvJOVq1Y94uOnbC3VUCPnQWsetP6RSwoIDUwWLX4ImQS0N8Ozj0hx4DIYHS8jpCCVzpBIJUlnMnT0dNPc0sLU5DjjYwNUa+UobTo+MaTkDunYg0Q8ogIiEoQagwnBakXoB/FsoEtTxuHOu0dpb0+f39mWPttNhaSaDd9/TzMP3uGRaorivma1hzOfe7ONdjSPBVYBSwTsS6T6h4YWTjZosaJM2kjnpbWNQCw27ZtpLGcyCiWiDlyOG31NzxIqV+BXJJWCmKnCVAyWNgIoG6snvCQ4nsHxBKm0xHEtiZQl02LI5AIqBfXjbQ9lf1YtuWXHtXcnM8G4UrPta6wFrSVBzcFoiTWCRDqkpWuSnhUDrFhT5vq7RrjixiE6mjNInDlbIXJOhz0DWqVSldAPWJsvs6i9nYuuupI1Bx/CxPiuBfHWGITj0NOSwwJTQfhvBVzzoPVvBlgVH6q+ZfVCydJuyV49guULFEqEjBcMnudiAR0EhH6IDkNcz6N1QStGRu2iEg0fuhDvkJLzpmMPG1PgrRHRUDSCIAiQQtDZ2cTFl2/kq9+5m+ULm6/raE8eV6saUi0htZLCefgIck4nNTEFVuwMtHZoXkRkpdINNCFEU/xSexAcKYToA3qkFKuFFD1SIqWQ9bnEOGA7AjQbg1gYAVsUVhqp8aP/G0TUs+VTnmXZEtGcbhV4CaiWwGiLlwQ3aUmmLa1dlpZOg+MZvCQkU+AmLMoxuIkANxESVMVlQxuTpw5uTDO2PcPo9ixhzUGqmR1U6RiSqYBsa4VkxieTq5FtHaOle4REOqQ5neRPNwT8/toq7S2SuTSg2IEWnA1alaqPIwQDxTKOl2BpRwt+uGtLLGMMlWKR/Y84km9d+Cu6OzoY/wcDlyXiGVNKUgk15u/YNJgHrX8jwCrXYKpkefFxDs84TCGAWgilqqUWzPapIj6RpRDUqjVK+SlSmTTNne0oR2EijViPlGKtkDTNzd/DirrhoBCCwPfBShYtbOEr37qbn/3+IbpTaWq+frmU4idGC9xslaZ0mmXlp5M2bVSZom7jvHvQagTRmZ/N5qmEEKJDCHJCiCYhyAghklKJbilFi5TCk0oKpYSQQmohqSHslBRiGCFqWHyEzZemZCWZDTad/q7iuYvXiE92tKVJJATbtxYpFgMc1yKl/aAU9modmteHvvHDwLaFgTkl9E1GhxEAhv50aLUhkQkmHDc4sVIQd45tz1CeElg0SilA4LghyYxPOlfF9QzKNRQnfSpFicWho1Vx3a1lrvpLidacekygZW00iVCp+pT93QPQdEDGCHDImtVcfdPN5HK5fxhwTbfhLY7DloEBnHSGbFPT9DE4D1r/yYA1WbK87ASHZz1JMTJlqYU74YXmgJYAjDaUS0WsMTieRyaXQymFMebHQvCyRjeF2QAj6kdc6IdYa8OenhZn+2Bh8r0fuSmhQ5NKJp2vAG+fbs2qIk/CNrM6eBbKegRU4vv5u0Frx2HpxlEeKWar5WP9FpK6HALAn8zyyo8GHPviyvEb77F/vuTShxkeKfHUk5agJGCt7u5MryyXwo3Do6Vo7MhajNYnWGOustYqa2xkH20jA0DiKk8I8wovGfzY2BphEOA6Xsw7CnSgCH05/aKoVSrRSSsF7S2SG/5W5crrS89szak1RAZ+1wFBDFppoumGfazFM8bcY4z9ZS0IyzOg9ehdPhwBDxYqHLR6FVfffAutudw/9Di+6JcXcv7nPsev/3IjGc+l+hjFsfOg9S9YSkZt3mTJ7tFbCcAPI+B6xYlRhTU0aQnCne987Qy0tNZUyxHXhRU4joOXTr1QKfULLDNi1jk6phmWKDKoCwP//UuWtH7qkt9v2eebF9x3S1PWyziO+Cjwkca/LokiPWYVy8PjqYipx6vSekygFbW80d+kRI6CHab9yffS1uHSv7X2jV9f/OD/GzAB73jRfrz/3UfwwNrRZ197/bbL+3qzHHV4LyMjJSYmq0gsYRAut8bcba3NEPNr021pgw/2l8Ja7R3GGJTrxr3rnNerBLVyhTAIul3PfWVri7vvVTcUFl13a+n4hkrLBz5g4VsCbrSwj4hbLIAg1KVSpfbiSsW/7LGCViNwHbJmNb/43RV0LlpEfuLxNYjo6Ozg9uuv55hjj2XVkiWs3bSJCvXg2HnQekLv9olot2940tKRExy+SqLt7gXN1kI1gH0XS47cWzJe2DVg7Qm0AJTjIJU6FbgAa9scz8Vx3Ai45sS0NybjgKCtxf3cwFD5ve/46C09JrT9TRkXGzkL3DyLMyHECMM++lmkacOn/C+ttASWZreTcbOVvxUvYWi4TKg9HGHvamnyDhjIlzhgVfu1X/3sicd/7Vt38r0r1tGC4PSTl/OaV+5HwpVs3TIRzUFa3mSt/V9rLUyDFpFA1mhNGIRYayaM1pc5rneD4zoPG23GgGVAhxBCW0yiWiqf4njeaV4iQWuLy6V/HOXamyZpb3Xrr9darDG2DDZtbXTu2PgzTngOQRAyMlb4RKXqf7D+2T+G5QjB1nyJbDpFXy5LLXx8LeI9pdg6lWekUuMZTzqUi2+5jXAetP49dvzGC9EJtHSB5LlHOhy6QlKu7TkoQcoI7CYKdo/BFkKIE4jioMastQ8Ad1hj/lopFhFSLk6kUr9TjrOvtZbQ9wl8H8d1cZPJ+rzj3GpLCEE65VCqmPs//dW79t24Jf+ctubExcbaB0DssyNnIihTYgF7sZc9nhqlaDvuXwBaVlgyTo6iGeWW/G8ITI2UzIGwKa315pofdJrQUPCDT6aziQ9MVfznpwPb5MMFI9awd2eW975hf/q6ExTK4fQL+Ju19uDptnCa3A6DACkkUimCIEQR0N6SQHkeQWAolDTaCvxyGakkiXQaozWdbR5//MsEF181Rk+XV/cgm1b6+4Em1BpjDEGg8YMoBFdJQansE4ThB4BP/n3HqKBUrVELzePOaxkg5TpMBCFHHXoIl992+zxoPdGrKz+EYsWyz2LJsftJ9lkscSSMFaLI9EdKZu7hkSAyfzuvPkcYA5zR5mfVSvn7iVTqF0o5bdMEqFQSow3VShmlFF4yGZ+Ec/2tBElPEYR2/IPn3fnDjQOFN/fmkq429nh2MYISUCFFK6vt05FWYQj+JaDlKA8w3Dj1K/LBBFmVwxJ5z2tjrqn54XFGG7Q29+SD8I6Uo870pDjTWn4kLGwJQ978/L145bOXsWWwblH1HWt5bR20LOgwAhKpotTsREIyPlHjjnvzuAmPvm6PvVek0WHA6FiFdCYTlVIC0inFxFTIN3/ST823tDQrQh21n46jkFJQKFYizZo2m8Iw/ETVD1uCIPyEECIZ756uBh56Ip8L/X7A8Ycewu9vu51gHrQeH3QRSmHD8HEFrFDD0CSccbTkeUdJAg3jeUugH281tjgT+IGd8YmJr3ICZWvkmhyEk2Bi0scY6qppISMz91q1iuO6KMeJTsT62IsgDHx0qOnuTLJ5W+UV55537yUjYZDJIgZ2ycNhydDE4d6zSScUgfH/JaCVdVtYV7qNOyevJ+uk5z7u4YE2N4VxAnMM9Z8B3gdQDjSZpMvH3nkQvV0pCqU68H4Va98SvdWzOa1pv7DOdocrb5jipxeP0ppTJDzJiqVpTjo8SW+3S77sRHopAdYK2ttc7l1b4vu/HCCVFPiBpVQOSacEyURUufl++LAxdqUQEIaaai3o1sZeAfYgLB8HPvREBq3toebEgw/iir/dMQ9ajwe62DDAao1KZ6O4+MfrgxqHUw4RnHmCZLwQEfCPJ1hZC45in0RC3ou1olozhGHkdGAMNGUEo6Ml7n1Y097isnp5Ej+YHbMupgmUOpkbm+pJSeD7aG1oaUmRSiqaM+I719w0+vqrbhhGCHB2kQhkpE9KZKk9+BSqpQRNmcouE2b+oaDltfBA/kbunbyJzFzQEqCjJJujrLETFns7DTbF/YHmZcf18eYz17B1oNz4ub3WWvudxkprWopg43+0tTjcfGeBC383QlvOQWvL2GRIc5PLWad3sfdeaQZG/XqlLYRgYU+SP/11nPN/sIVD9snQ3e7y4MYqW7YXyKQVqYSgWgvPEEL8SghBGIYEgcZYeyeRbdEZT+hKSxtOOOggrrxjHrT+/iclFTqoUdu2gWRXLzLXgQ38Rw18DdYEWAv5Chy/r+ANpwhKVShWQT7OgCUlVKvm1uGx2mHWQmebQxBYylVNW4vL2HiVH140zKbtAZ4Drz5jAXuvSDNVCHeDHDNbiToIaGtLc9OdU/zxukFeevpinvLkjheOTdR+GYHjrjkSNx2w7l7FZd9dwMBkgrakj+sajBH/NNDKuC08VLyFe6f+Qlqld3ieWhsCPavSqgPrUKB594tW8ZynLWJrf2n2a7X259baF9VteBr+D5BwBdWa4Vs/387IeI10SlGuhExMaXJNLue8ahF7Lc4wNFarpyk5jiCddrj+1kkWd1lWLE4xOKl4aGNp/aV/3N4/MlY9xnUYNsbsJaUsAoTaYIxpJZJFbJ8Hrf8a0Iq4ncqWdSSExulZik1mo8jkR7wtGIJfq590fggJF553JKQ8mCzOwrS/H7AA1xG4jnzbnfcXv7J+U5kgtBywJsvTjm1FSUgmBN+7cIh7H6rQ2+0yMhZy6omtHH94jtGJYBe02DToSLTWWAy9C5r45o838rO/bGWf1iY+ePbe9CxIHzc+4V+3u6rRWsh1+JQLDjde2sqNf24lIQ2pTDgLuJ6ooDUSaN5+xgpOe9pi+ofKO7w4a+0Ka21HlKlqRbxZm8XaVmCfjjbvLRf8elvHRdcPoBAs60iRTEru31ZgdU8Tn3n33lYbK8YmA5QS8WfqkMua0fHR0ndrRnXkmpzWxX2ZD378aw8/8PtbB+7vSrh7a2NfZ+G7UkyPHf17+GnNg9bjDlqa6vZNJAhwPA/reDzi/PNp0Apn935KRtVVxY++f7yXkuIUx1G/j3ffyRdDAt9yzmv6OPbJOS770xgX/m6MrnYXIQSTBc2pJ7Zw9CFNjE3uvNKahoyIqNZgLT0LMvzy8gEu+eMgruNy6H5NvOmsZQ9M5sN9jNn9e2SMIJPTtHb5/PWSVi75yQJSypBKhRgrntCgNRxozn7+Ck4/ZZegVW8PabCant4I6e5ILL3kjwM/+P01w4cdfWiudMxh7Qkh1S8//Y21Sx7OV05+xoFdv3jv61f+KtQc3T9cHXYc2RkGQVtQrX5BSHGvl86QcKFUqvGF721k63D5yU0JdbM29kLgRfWnYsy/ha/DPGj9I0CrfxOeiMYv7KO9ejUkHc+tNv4Ry1q7r+uoe5SjxPBoha52j842D88VnP70Dhwl+MoF/RTLllxWoY1lsqB5zomtHH1IdkfQagCM6D2JdEfWRKB1w60TfOUH6+luT6Kkx6te2MPB+7euGBmrrd8TRxeNmFg6F/rcfEUbl/64m6ZE5IzwnwpaAO2tHr++YrtTLGnxrlctNkPjgaoG0v/Y+Q+wYbB4dxG78rCludTZZ66gqzPFwEgVXatgQo1QEi+ZJJ1UDI+X+ey315PPB6QS8v8Za6vABTMXBou1dh60/htBq9a/CWkCkOrfodq+uimTOGHL9hLLFiV53YsX0pxV1HxDW87l99eO8cvfj7JsYYaqH1IsaYIQXnNGFyuWJMkX9c66Q0PkqKmElEqHIdYamprSVGqar/9oEw88PIEQLic/pcu8780rFxfLervW9hGALCjH0rXI57Lv9HH5hc0kUvkIbP6jQaufkbEarz2jl1LFEBjFZ7+xlm0jZbKeumGLH3xjQcr9yQdetzdLF2cYGy2gQ40QAi+VJJWUjE9U+dx31jM66ZNJyHoc2yzQMvYJb1s6D1qPN2gZQ2XrBqxfRSjnCf3hWzhFSfH7csXQ0+Vy9quWk05JxiZ9BNDe4vKtn27l3odr9HWnGJuooJTk8AObeepROaq+aVTh54FzEOIvQFFE4yOOkDITBuFKY/V3XC/Rl/QkqZTD136wnqvuHGRJazr/pP3bFidcORXqR3aVtxaSGU2lFjD010NpZQlVOc4s2PoPBK3hsRqvfUEv5WoEWp+ZBq2EcpQQbKj64fOPXsA7Xr6KDZvHHxtozVda/32gZY2huPlhdK3yhAct4JPW2nO3jVam3vqy5ec956QFL1u7obgaoLvdG9k2WL30M99c/6yujubuqUKN3m7FWaf30ZxVlCqaIKjv+v2YKKZqeBZYEMkdarUa1pinJdLpP1hj6FuQ5uHNRT7+5fvIVwOmME8Drno0n4wGFNCdFOyvnkFOLKJsG4Drvwu0opO5FvDiY/t43YuXs3nLxDxozYPWIwetyfVrCasVpPOEB60vG2PP7p+qXPn8E/qe/uoXLlVbtpeXZ9OKXNZd99GvPdB9/0Ol7fut6VL3PjTGC5/Rff6Zp/d94+HNZWks7QICIXiQyLN8R7CIQatarYK1JNLpJdaYVzRl3Wyo7W/O/dzdHxsarzwt7am3AV991O83gioBAjjEOZVW2UfRjkbJP/+loPXS4/p4zYvmQWsetB4laI2te4CgUkY67hP98/+AMfbjpXLwwVTa+cQH3ryG3s4U2bTD9365kR//edvivXKZzcmky+h4ZUtnW3LlB96y0s+kFKPjfj38gV1xSbMrLRLpNNYYervT/Oi3m/jhlVs+1O05H7WWdwJffEzvOYKyDUiJFId4zyIhMtRsOQ68mAetedCaB609ghbWMvTgfdRKpchS5Im9jrXGXiuwh22u+LefcXQPn3rn/vz6im184Nv306acVCqhNltLp+vILwwWau8+7qAO3v3aFYxPBRTLYeSZ/ihAK5uWDI3UeP/591CrhgdkXOcuC2cBP3zM7zuCog1olx0c5J2CsRojzDxozYPWPGg9KtAqFv8dQMux1nZay/D2qq/POLaXs567lNd+4Fby5YC2pIux3CWEOEBJ8XxjuWhbpcZzD1/AW1+xF6MTPtVaONvKZA+g1ZFzue2BCT75rftpUgopxQqL7QfKf88L0WgkLge7zyYlsgTCnwetedCaB63/QNCKTxgYrfo8/5g+Slrz678OsizpoaP3+INCiI8JIc4Qgl8FoWW77/Papy7izNOXMDBcIWgcw9kDaLXlXO5ZO8WnvnEfrhQ405H2f+cK0XgkONB7JgmyhPOgNQ9a86D1nw1a02d4VRsSs+eElgrYKKV4DfB9IaDqG0aDgFecvJDTn9pHsRzWvZvmQWsetOZBax60/img5QjBVBBGc36eQzjz/iop+LQQ4ldEgaEoIdhYqnJAX5aPvGkf/FAThPOgNQ9a86D1d4HW/Jpf82t+PZHWPGjNr/k1v+ZBa37Nr/k1v+ZBa37Nr/k1v+ZBa37Nr/n177b+/wDwnubHWKXkVAAAAABJRU5ErkJggg==

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

<<display ZoneBackgrounds>>/% Use items on your companions or feed them! %/<<nobr>>\n\n<<if $companionSelected is 1>><<set $companionName = $companion1>>[img[$companion1img]]\n<<elseif $companionSelected is 2>><<set $companionName = $companion2>>[img[$companion2img]]\n<<elseif $companionSelected is 3>><<set $companionName = $companion3>>[img[$companion3img]]<<endif>><<endnobr>><center>\n''__INVENTORY__''<hr>\n//(NYI)//\n<hr>[[Continue.|Companions]]

<<display ZoneBackgrounds>><center>[img[$encImg]]</center><<nobr>>\n\n/% Slightly different than storing quaggies, since you have to grab the info from the database and put it somewhere first %/\n\n<<set $companionSlotChosen = 4; $companionSelected = 4>>\n\n<<display CompanionDatabase>>\n\n/% Get the earliest empty slot and store the selected companion in it. %/\n/% Slot selection. %/\n\n<<print "<<if $dons" + $donsairID + " neq 0>><<set $donsairID += 1>><<else>><<set $storeGo = 1>><<endif>>">>\n\n<<endnobr>><<if $storeGo is 1>><<nobr>>\n\n/% Setup: name %/\n\t<<print "<<set $dons" + $donsairID + " = $companion" + $companionSelected + ">>">>\n\n/% Image, species, subspecies, subtype. %/\n\t<<print "<<set $dons" + $donsairID + "img = $companion" + $companionSelected + "img; $dons" + $donsairID + "Spec = $companion" + $companionSelected + "Species; $dons" + $donsairID + "Subspec = $companion" + $companionSelected + "Subspec; $dons" + $donsairID + "Subtype = $companion" + $companionSelected + "Subtype>>">>\n\n/% Occupation, breath. %/\n\t<<print "<<set $dons" + $donsairID + "Occ = $companion" + $companionSelected + "Occupation; $dons" + $donsairID + "Breath = $companion" + $companionSelected + "Breath>>">>\n\n/% Age %/\n\t<<print "<<set $dons" + $donsairID + "Age = $companion" + $companionSelected + "Age; $dons" + $donsairID + "AgeStatus = $companion" + $companionSelected + "AgeStatus>>">>\n\n/% Patron, personality, aspecte. %/\n\t<<print "<<set $dons" + $donsairID + "Patron = $companion" + $companionSelected + "Patron; $dons" + $donsairID + "Pers = $companion" + $companionSelected + "Pers; $dons" + $donsairID + "Asp = $companion" + $companionSelected + "Asp>>">>\n\n\t<<print "<<set $dons" + $donsairID + "Mood = $companion" + $companionSelected + "Mood>>">>\n\n/% Stats. %/\n\t<<print "<<set $dons" + $donsairID + "Bodytype = $companion" + $companionSelected + "Bodytype>>">>\n\t<<print "<<set $dons" + $donsairID + "Girth = $companion" + $companionSelected + "Girth>>">>\n\t<<print "<<set $dons" + $donsairID + "Breast = $companion" + $companionSelected + "Breast>>">>\n\t<<print "<<set $dons" + $donsairID + "Belly = $companion" + $companionSelected + "Belly>>">>\n\t<<print "<<set $dons" + $donsairID + "Thigh = $companion" + $companionSelected + "Thigh>>">>\n\t\n\t<<print "<<set $dons" + $donsairID + "Strength = $companion" + $companionSelected + "Strength>>">>\n\t<<print "<<set $dons" + $donsairID + "Finesse = $companion" + $companionSelected + "Finesse>>">>\n\t<<print "<<set $dons" + $donsairID + "Armor = $companion" + $companionSelected + "Armor>>">>\n\t<<print "<<set $dons" + $donsairID + "MaxEnergy = $companion" + $companionSelected + "Energy>>">>\n\t<<print "<<set $dons" + $donsairID + "Energy = $dons" + $donsairID + "MaxEnergy>>">>\n\n/% Flavor. %/\n\t<<print "<<set $dons" + $donsairID + "Color = $companion" + $companionSelected + "Color>>">>\n\t<<print "<<set $dons" + $donsairID + "Facet = $companion" + $companionSelected + "Facet>>">>\n\t<<print "<<set $dons" + $donsairID + "Skin = $companion" + $companionSelected + "Skin>>">>\n\t<<print "<<set $dons" + $donsairID + "Ears = $companion" + $companionSelected + "Ears>>">>\n\t<<print "<<set $dons" + $donsairID + "Eyes = $companion" + $companionSelected + "Eyes>>">>\n\t<<print "<<set $dons" + $donsairID + "Face = $companion" + $companionSelected + "Face>>">>\n\t<<print "<<set $dons" + $donsairID + "Head = $companion" + $companionSelected + "Head>>">>\n\t<<print "<<set $dons" + $donsairID + "Body = $companion" + $companionSelected + "Body>>">>\n\t<<print "<<set $dons" + $donsairID + "Back = $companion" + $companionSelected + "Back>>">>\n\t<<print "<<set $dons" + $donsairID + "Legs = $companion" + $companionSelected + "Legs>>">>\n\t<<print "<<set $dons" + $donsairID + "Tail = $companion" + $companionSelected + "Tail>>">>\n\n\n<<set $storeGo = 0>><<endnobr>>\n''<affirmative><<print "<<print $dons" + $donsairID + ">>">> heads home. </affirmative>\nSee you later, <<print "<<print $dons" + $donsairID + ">>">>!''<hr>[[Continue.|$saveState][$viewingCompanion = 0; $companionSelected = 0; $donsairID = 0; $storeCompanion = 0; $companionSlotChosen = 0]]<<display CompanionCleanup>><<elseif $storeGo is 0>>\n[img[icon_clockload]]<brightalert>''Sending home, please wait... '' //(browser may lag; give it a minute, possibly longer if you have many donsair)//</brightalert><<timedgoto passage() .5ms>><<endif>>

<<display ZoneBackgrounds>><<nobr>>\n/% Get the earliest empty slot and store the selected companion in it. %/\n/% Slot selection. %/\n\n<<print "<<if $dons" + $donsairID + " neq 0>><<set $donsairID += 1>><<else>><<set $storeGo = 1>><<endif>>">>\n\n<<endnobr>><<if $storeGo is 1>><<nobr>>\n\n/% Setup: name %/\n\n\t<<set $quaggyName = $newQuaggyName1; $companion1Type = "leupai">><<if $newQuaggyName2 neq 0>><<set $quaggyName = $newQuaggyName1 + " " + $newQuaggyName2>><<endif>>\n\n\t<<print "<<set $dons" + $donsairID + " = '" + $quaggyName + "'>>">>\n\n/% Image, species, subspecies, subtype. %/\n\t<<print "<<set $dons" + $donsairID + "img = 'quaggy_" + $newQuaggySubspecies + "'; $dons" + $donsairID + "Spec = 'leupai'; $dons" + $donsairID + "Subspec = '" + $newQuaggySubspecies + "'; $dons" + $donsairID + "Subtype = '" + $newQuaggySubtype + "'>>">>\n\n/% Age %/\n\t<<print "<<set $dons" + $donsairID + "Age = 0; $dons" + $donsairID + "AgeStatus = 'quagling'>>">>\n\n/% Patron, personality, aspecte. %/\n\n\t<<print "<<set $dons" + $donsairID + "Patron = '" + $newQuaggyZodiac + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Pers = '" + $newQuaggyTrait + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Asp = '" + $newQuaggyAspecte + "'>>">>\n\n\t<<print "<<set $dons" + $donsairID + "Mood = " + $newQuaggyMood + ">>">>\n\n/% Stats. %/\n\t<<print "<<set $dons" + $donsairID + "Bodytype = '" + $newQuaggyBodytype + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Girth = " + $newQuaggyGirth + ">>">>\n\t<<print "<<set $dons" + $donsairID + "Breast = " + $newQuaggyBreast + ">>">>\n\t<<print "<<set $dons" + $donsairID + "Belly = " + $newQuaggyBelly + ">>">>\n\t<<print "<<set $dons" + $donsairID + "Thigh = " + $newQuaggyThigh + ">>">>\n\t\n\t<<print "<<set $dons" + $donsairID + "Strength = " + $newQuaggyStrength + ">>">>\n\t<<print "<<set $dons" + $donsairID + "Finesse = " + $newQuaggyFinesse + ">>">>\n\t<<print "<<set $dons" + $donsairID + "Armor = " + $newQuaggyArmor + ">>">>\n\t<<print "<<set $dons" + $donsairID + "MaxEnergy = " + $newQuaggyEnergy + ">>">>\n\t<<print "<<set $dons" + $donsairID + "Energy = $dons" + $donsairID + "MaxEnergy>>">>\n\n\n/% Flavor. %/\n\t<<print "<<set $dons" + $donsairID + "Color = '" + $newQuaggyColor + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Facet = '" + $newQuaggyFacet + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Skin = '" + $newQuaggySkin + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Ears = '" + $newQuaggyEars + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Eyes = '" + $newQuaggyEyes + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Face = '" + $newQuaggyFace + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Head = '" + $newQuaggyHead + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Body = '" + $newQuaggyBody + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Back = '" + $newQuaggyBack + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Legs = '" + $newQuaggyLegs + "'>>">>\n\t<<print "<<set $dons" + $donsairID + "Tail = '" + $newQuaggyTail + "'>>">>\n\n<<set $storeGo = 0>><<endnobr>>\n''<affirmative><<print $quaggyName>> heads home. </affirmative> See you later, <<print $quaggyName>>!''<hr><<if $quaggyRerolls lte 0>>[[Continue.|$saveStateQuaggyGen][$donsairID = 0]]\n<<elseif $quaggyRerolls gt 0>>[[See the next quaggy.|QuaggyGenerator][$pauseGeneration = 0; $donsairID = 0]] ♦ [[Move on.|QuaggyDismissal][$pauseGeneration = 0; $donsairID = 0]]<<endif>><<elseif $storeGo is 0>>\n[img[icon_clockload]]<brightalert>''Sending home, please wait... '' //(browser may lag; give it a minute, possibly longer if you have many donsair)//</brightalert><<timedgoto passage() .5ms>><<endif>>

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/% Abilities By Species/NPC %/\n\n/% ===================================================== %/\n/% Freebies %/\n\n<<if $viewingCompanion is 1>>[[Go hunting.|passage()][$companion1Away = 1; $companion1Task = 'hunting'; $companion1TaskTimer = 10; $companion1Energy -= 10; $viewingCompanion = 0]]\n<<elseif $viewingCompanion is 2>>[[Go hunting.|passage()][$companion2Away = 1; $companion2Task = 'hunting'; $companion2TaskTimer = 10; $companion2Energy -= 10; $viewingCompanion = 0]]\n<<elseif $viewingCompanion is 3>>[[Go hunting.|passage()][$companion3Away = 1; $companion3Task = 'hunting'; $companion3TaskTimer = 10; $companion3Energy -= 10; $viewingCompanion = 0]]<<endif>> //(NYI)//\n\n/% ===================================================== %/\n/% Mythosi %/\n\n<<if $viewingCompanion is 1>>\n\n\t<<if $companion1Species is 'mythosi'>><<if ($companion1Girth + $companion1Breast + $companion1Belly + $companion1Thigh) lt (($companion1Strength * 1000)/2)>>\n\t ♦ [[Seek Mediquerie.|Mediquerie][$saveStateEncounter = "Explore"]]\n\t ♦ [[Seek Dungeon.|Explore][$dungeonType = either('Abandoned Laboratory Mound','Abandoned Storage Mound'); $saveStateEncounter = 'Explore'; $specStatus = 0; $exploring = 3; $indoorZone = 1]]\n\t ♦ [[Fly Away.|Explore]]\n\n\t<<if ($hasMound is 1) and ($plane is $moundPlane) and ($planet is $moundPlanet)>>\n\t ♦ [[Fly Home.|Mound][$locName = $moundLocation; $location = $moundBiome]]<<endif>>\n\n\t<<else>> ♦ // <<print "<<print $companion" + $viewingCompanion + ">>">> is too fat to fly!//<<endif>>\n\n\t♦ [[Use Breath.|CompanionAbilityEffects][$compEffect = "breath"; $compName = $companion1; $breathType = $companion1Breath; $compPersonality = $companion3Pers]]<<endif>>\n\n<<elseif $viewingCompanion is 2>>\n\n\t<<if $companion2Species is 'mythosi'>><<if ($companion2Girth + $companion2Breast + $companion2Belly + $companion2Thigh) lt (($companion2Strength * 1000)/2)>>\n\t ♦ [[Seek Mediquerie.|Mediquerie][$saveStateEncounter = "Explore"]]\n\t ♦ [[Seek Dungeon.|Explore][$dungeonType = either('Abandoned Laboratory Mound','Abandoned Storage Mound'); $saveStateEncounter = 'Explore'; $specStatus = 0; $exploring = 3; $indoorZone = 1]]\n\t ♦ [[Fly Away.|Explore]]\n\n\t<<if ($hasMound is 1) and ($plane is $moundPlane) and ($planet is $moundPlanet)>>\n\t ♦ [[Fly Home.|Mound][$locName = $moundLocation; $location = $moundBiome]]<<endif>>\n\n\t<<else>> ♦ // <<print "<<print $companion" + $viewingCompanion + ">>">> is too fat to fly!//<<endif>>\n\n\t♦ [[Use Breath.|CompanionAbilityEffects][$compEffect = "breath"; $compName = $companion2; $breathType = $companion2Breath; $compPersonality = $companion2Pers]]<<endif>>\n\n<<elseif $viewingCompanion is 3>>\n\n\t<<if $companion3Species is 'mythosi'>><<if ($companion3Girth + $companion3Breast + $companion3Belly + $companion3Thigh) lt (($companion3Strength * 1000)/2)>>\n\t ♦ [[Seek Mediquerie.|Mediquerie][$saveStateEncounter = "Explore"]]\n\t ♦ [[Seek Dungeon.|Explore][$dungeonType = either('Abandoned Laboratory Mound','Abandoned Storage Mound'); $saveStateEncounter = 'Explore'; $specStatus = 0; $exploring = 3; $indoorZone = 1]]\n\t ♦ [[Fly Away.|Explore]]\n\n\t<<if ($hasMound is 1) and ($plane is $moundPlane) and ($planet is $moundPlanet)>>\n\t ♦ [[Fly Home.|Mound][$locName = $moundLocation; $location = $moundBiome]]<<endif>>\n\n\t<<else>> ♦ // <<print "<<print $companion" + $viewingCompanion + ">>">> is too fat to fly!//<<endif>>\n\n\t♦ [[Use Breath.|CompanionAbilityEffects][$compEffect = "breath"; $compName = $companion3; $breathType = $companion3Breath; $compPersonality = $companion3Pers]]<<endif>>\n\n<<endif>>\n\n/% ===================================================== %/\n/% placeholder %/\n\n\n\n\n

<<nobr>>\n\n<<if $belly lte 40>><<set $belly = 50>><<endif>>\n\n<<if $bellyBloat lt 0>><<set $bellyBloat = 0>><<endif>>\n<<if ($bellyBloat / 10) gt (($maxBelly * 1.2)/10) + $stretchMod>><<set $bellyBloat = ($maxBelly * 1.2) + ($stretchMod * 10)>><<endif>>\n\n<<if $maxBelly lt ($belly / 2)>><<set $maxBelly = ($belly / 2)>><<endif>>\n\n<<if $metaGain lt 10>><<set $metaGain = 10>><<endif>>\n<<if ($metaBurn lt 10) and ($gainPoisoning neq 1)>><<set $metaBurn = 10>><<endif>>\n\n<<if $bellyLiquid lt 0>><<set $bellyLiquid = 0>><<endif>>\n\n<<if $consecutiveDrain lte 0>><<set $consecutiveDrain = 0>><<endif>>\n<<if $consecutiveGain lte 0>><<set $consecutiveGain = 0>><<endif>>\n\n<<if ($girth lte $starveFloor) and ($bonusEnergy lte 0)>><<set $starvation = 1>><<elseif $girth gte $starveFloor>><<set $starvation = 0; $strengthMod = 0>><<endif>>\n\n<<if $girth lte 740>><<set $girth = 750>><<endif>>\n\n<<if $food lt 0>><<set $food = 0>><<endif>>\n\n<<if $calories lt 0>><<set $calories = 0>><<endif>>\n\n<<set $mouthful = $maxBelly/10>>\n\n<<display Clothing>>\n\n\n<<endnobr>>

<<display ZoneBackgrounds>><framed><center><<if $showDebug is 1>>\n<xtramini>//Zone: <<print $zoneType>> ♦ Plane: <<print $plane>> ♦ Encounter: <<print $encounterKind>>, name is <<if $encounterKind is "resource">><<print $resourceEncounter>><<elseif $encounterKind is "creature">><<print $encounter>><<elseif $encounterKind is "item">><<print $itemEncounter>>, id is <<print $itemID>><<elseif $encounterKind is "special">><<print $specialEncounter>><<else>>''no encounter ID found'' (if Encounter is 0, this may be right)<<endif>>//</xtramini>\n<<endif>><<if $overrideExplore is 0>><<nobr>>\n\n<<endnobr>><<if $immobileMode is 0>><<nobr>>\n\n/% Default overworld controls %/\n\n<<endnobr>><large><<if $indoorZone is 0>><<nobr>>\n\n/% Planetary navigation %/\n\n<<if $plane is 0>>\n\n[[Explore the <<print $location>> of <<print $locName>>. |passage()][$exploring = 2; $resting = 0; $autoRest = 0]]\n\n• [[Wander.|passage()][$exploring = 1; $thighFirmness += either(0,0,10); $resting = 0; $autoRest = 0]]\n\n/% Planar navigation %/\n\n<<elseif $plane neq 0>>[[Explore.|passage()][$exploring = 2; $resting = 0; $autoRest = 0]]<<endif>>\n\n/% Dungeon navigation %/\n\n<<endnobr>><<elseif $indoorZone is 1>><<nobr>>\n\n<<display DungeonExplore>>\n\n[[Explore.|passage()][$exploring = 2; $autoRest = 0]]\n\n/% Dungeon Exits (Lockable/Keyable) %/\n\n • <<if ($hiddenExit is 0) or ($hiddenExitUnlocked is 1)>>[[Leave.|Explore][$exploring = 3; $justLeft = $dungeonType; $justLeftType = "dungeon"; $encounterKind = 0; $locStatus = 0; $specStatus = 0; $indoorZone = 0; $zoneType = 0; $dungeonType = 0; $stepcounter = 1; $stepsCounted = 0]]<<endif>>\n\n<<endnobr>><<endif>></large><<nobr>>\n\n\n\n/% These are always enabled (save for helpless immo mode) %/\n\n<large> • [[Rest.|passage()][$encImg = 0; $exploring = 3; $resting = 1; $pain -= either(0,0,0,1,2)]]</large>\n\t\t\t<mini><<if $autoRest is 0>>([[AutoRest Off.|passage()][$autoRest = 1; $exploring = 3; $resting = 1; $pain -= either(0,0,0,1,2)]])\n\t\t\t<<elseif $autoRest is 1>>([[AutoRest ON.|passage()][$autoRest = 0; $exploring = 3; $resting = 1; $pain -= either(0,0,0,1,2)]])<<endif>></mini>\n\n<<endnobr>>\n<<nobr>>\n\n[[Inventory.|Inventory][$saveState = passage(); $autoRest = 0]]\n\n<<if $powers is 1>>\n • [[Powers.|SpecialPowers][$saveState = passage(); $autoRest = 0]]<<endif>>\n\n<<if $companions gte 1>>\n • [[Companions.|Companions][$saveState = passage(); $autoRest = 0]]<<endif>> \n\n/% • [[Camp.|MobileKitchen][$saveState = passage(); $exploring = 2; $kitchenType = "Camp"; $kitchenDesc = "You set up camp, setting your packs down and building a small firepit."; $resting = 0; $autoRest = 0]] %/\n\n/% Mounds %/\n\n<<if ($indoorZone is 0) and ($immobileMode is 0)>>\n<<if $hasMound is 0>>\n • [[Build a mound.|Mound][$hasMound = 1; $moundPlane = $plane; $moundPlanet = $planet; $moundBiome = $location; $moundLocation = $locName; $newMound = 1; $hours += random(4,7)]]\n<<elseif ($hasMound is 1) and ($plane is $moundPlane) and ($planet is $moundPlanet) and ($location is $moundBiome)>>\n\n • [[Go home!|Mound][$locName = $moundLocation]]<<endif>>\n\t<<endif>>\n\n\t<<if ($stepcounter is 1) and ($immobileMode is 0)>>\n\n\t\t<<if $justLeftType is "dungeon">>\n\n • [[Return to the <<print $justLeft>>!|passage()][$exploring = 3; $indoorZone = 1; $dungeonType = $justLeft; $justLeft = 0; $justLeftType = 0; $autoRest = 0]] \n\n\t\t<<elseif $justLeftType is "area">>\n\n • [[Return to the <<print $justLeft>>!|$justLeft][$justLeft = 0; $justLeftType = 0; $mannedShop = 1; $autoRest = 0; $administreStatue = $justLeftStatue]] <<endif>>\n\t\t<<endif>>\n\n/% Surrounding area for Planetary navigation %/\n<<if ($indoorZone is 0) and ($plane is 0)>><hr>''Surroundings:''<<display ExploreBiomes>><<endif>>\n\n\n/% Immobile Mode options %/\n\n<<endnobr>><<elseif $immobileMode is 1>>[img[icon_alert_red]]<alert>''You can't move...''</alert>\n<<nobr>>\n\n<large>\t<<if $helpless is 0>>\n\n\t\t[[Call for help!|passage()][$exploring = 2; $autoRest = 0]]\n\n • [[Rest.|passage()][$encImg = 0; $exploring = 3; $resting = 1; $autoRest = 0]] \n\t\t\t<<if $autoRest is 0>><mini>([[AutoRest Off.|passage()][$autoRest = 1; $exploring = 3; $resting = 1; $pain -= either(0,0,0,1,2)]])</mini>\n\t\t\t<<elseif $autoRest is 1>><mini>([[AutoRest ON.|passage()][$autoRest = 0; $exploring = 3; $resting = 1; $pain -= either(0,0,0,1,2)]])</mini><<endif>>\n\n\t\t • [[Inventory.|Inventory][$saveState = passage(); $autoRest = 0]]\n\n/%\t\t • [[Camp.|MobileKitchen][$saveState = passage(); $exploring = 2; $kitchenType = "Camp"; $kitchenDesc = "You set up camp, setting your packs down and building a small firepit."; $autoRest = 0]] %/\n\n\t\t<<if $powers is 1>>\n • [[Powers.|SpecialPowers][$saveState = passage(); $autoRest = 0]]<<endif>>\n\n\t\t<<if $companions gte 1>>\n • [[Companions.|Companions][ $autoRest = 0]]<<endif>>\n\t<<endif>>\n</large>\n\n<<set $helpless = 0>>\n\n<<endnobr>><<endif>><<endif>></center></framed><xtramini><<display AdminTools>></xtramini><<set $alertStatus = 0>>

/% ======================================= %/\n\n/% Pain Buffer %/\n\n<<set $pain -= $painBuffer>>\n\n/% Pain Chart %/\n\n<<if $pain lt 20>><<set $health = "Lively">>\n<<elseif ($pain gte 20) and ($pain lt 30)>><<set $health = "Sore">>\n<<elseif ($pain gte 30) and ($pain lt 50)>><<set $health = "Pained">>\n<<elseif ($pain gte 50) and ($pain lt 70)>><<set $health = "Suffering">>\n<<elseif ($pain gte 70) and ($pain lt 100)>><<set $health = "Agonized!">>\n<<elseif $pain gte 100>><<set $health = "Comatose">><<endif>>\n\n/% Pain Amp %/\n\n<<if $painAmp neq 0>>\n<<if ($pain gte $painAmp) and ($painAmped is 0)>><<set $pain += $painAmp; $painAmped = 1>>\n<<elseif ($pain lte $painAmp) and ($painAmped is 1)>><<set $pain -= $painAmp; $painAmped = 0>><<endif>><<endif>>\n\n/% Natural Pain Decay %/\n\n<<if $pain gt 0>><<set $pain -= either(0,0,0,1,2,3)>><<endif>>\n<<if $pain lt 0>><<set $pain = 0>><<endif>>\n\n/% ======================================= %/\n/% Irradiation %/\n\n/% Mirajin %/\n\n<<if $ambientMirajin gt 0>><<set $mirajinRads += $ambientMirajin>>\n<<elseif $ambientMirajin lte 0>><<set $mirajinRads -= either(0,1)>><<endif>>\n\n\n<<if $mirajinRads lt 0>><<set $mirajinRads = 0>><<endif>>\n\n<<set $ambientMirajin = 0>>\n\n/% ======================================= %/\n/% Possibly do sanity in here as well? %/

<<nobr>>/% Immobility %/\n\n<<if $immobilityDisabled is 0>>\n\n<<set $immobilityCeiling = $strength * 1000>>\n\n/% Girth Immobility %/\n\n<<if ($fatScore gte $immobilityCeiling) and ($immobilityDisabled is 0) and ($immobile is 0)>><<set $immobile = 1; $immobilityCause = "girth">>\n\n/% Pain Immobility %/\n\n<<elseif ($pain gte 80) and ($immobilityDisabled is 0) and ($immobile is 0)>><<set $immobile = 1; $immobilityCause = "pain">><<endif>>\n\n<<endif>>\n\n<<if ($fatScore lt $immobilityCeiling) and ($pain lt 80)>><<set $immobile = 0; $immobileMode = 0; $immobilityCause = 0>><<endif>>\n\n<<if $immobilityDisabled is 1>><<set $immobile = 0; $immobileMode = 0; $immobilityCause = 0>><<endif>>\n\n<<endnobr>>

<<display ZoneBackgrounds>><center><<nobr>>\n\n<<if $companionSelected is 1>><<set $companionName = $companion1>>[img[$companion1img]]\n<<elseif $companionSelected is 2>><<set $companionName = $companion2>>[img[$companion2img]]\n<<elseif $companionSelected is 3>><<set $companionName = $companion3>>[img[$companion3img]]<<endif>>\n\n<<if $deleteCompanion is 1>>\n\n<<display CompanionCleanup>><<endif>>\n\n<<endnobr>></center>\n<<if $deleteCompanion is 0>>Do you ''REALLY'' want to ''send <<print $companionName>> away //forever?//''\n<hr>[[NO.|Companions][$viewingCompanion = 0; $companionSelected = 0]] ♦ [[YES.|passage()][$deleteCompanion = 1]]<<endif>><<if $deleteCompanion is 1>><<print $companionName>> has been relieved from service. \n''Goodbye, <<print $companionName>>!''<<set $deleteCompanion = 0>>\n<hr>[[Continue.|$saveState][$viewingCompanion = 0; $companionSelected = 0]]<<endif>>

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

/% ===================================================== %/\n/% Body type-sensitive weight gain scripts; like fattenium, but much more potent. %/\n\n/% Key --\nBody - 1\nBreast - 2\nBelly - 3\nThigh - 4 %/\n\n<<set $fatteningSurge = $metaGain * either(3,4,4,5,5,6,8,10)>>\n\n<<if $bodyType is 0>>\n<<set $randomizer = either(1,1,2,3,4)>>\n\n<<elseif $bodyType is "busty">>\n<<set $randomizer = either(1,2,5)>>\n\n<<elseif $bodyType is "hourglass">>\n<<set $randomizer = either(1,2,4)>>\n\n<<elseif $bodyType is "round">>\n<<set $randomizer = either(1,3,3,4)>>\n\n<<elseif $bodyType is "belly">>\n<<set $randomizer = either(1,3)>>\n\n<<elseif $bodyType is "pear">>\n<<set $randomizer = either(1,3,4)>>\n\n<<elseif $bodyType is "thigh">>\n<<set $randomizer = either(1,4)>>\n\n/% Special types %/\n\n<<elseif $bodyType is "boviete">>\n<<set $randomizer = 2,6>>\n\n<<elseif $bodyType is "cubus">>\n<<set $randomizer = either(2,4,6)>>\n\n<<elseif $bodyType is "guguetelle">>\n<<set $randomizer = 3,7>>\n\n<<elseif $bodyType is "bulging">>\n<<set $randomizer = either(3,4,7,8)>>\n\n<<elseif $bodyType is "blimpthigh">>\n<<set $randomizer = 4,8>>\n\n<<endif>>\n\n\n/% ===================================================== %/\n/% Finalize weight gain %/\n\n/% Body gain, with possible secondary gain %/\n\n<<if $randomizer is 1>>\n\n<<set $girth += $fatteningSurge; $belly += ($fatteningSurge * either(0,0,1)); $breast += ($fatteningSurge * either(0,0,1)); $thigh += ($fatteningSurge * either(0,0,1)); $thighFirmness -= ($fatteningSurge * either(0,0,1))>>\n\n/% Breast gain, with possible secondary gain %/\n\n<<elseif $randomizer is 2>>\n\n<<set $breast += $fatteningSurge; $belly += ($fatteningSurge * either(0,0,1)); $girth += ($fatteningSurge * either(0,0,1)); $thigh += ($fatteningSurge * either(0,0,1)); $thighFirmness -= ($fatteningSurge * either(0,0,1))>>\n\n/% Belly gain, with possible secondary gain %/\n\n<<elseif $randomizer is 3>>\n\n<<set $belly += $fatteningSurge; $girth += ($fatteningSurge * either(0,0,1)); $breast += ($fatteningSurge * either(0,0,1)); $thigh += ($fatteningSurge * either(0,0,1)); $thighFirmness -= ($fatteningSurge * either(0,0,1))>>\n\n/% Thigh gain, with possible secondary gain %/\n\n<<elseif $randomizer is 4>>\n\n<<set $thigh += $fatteningSurge; $thighFirmness -= $fatteningSurge; $girth += ($fatteningSurge * either(0,0,1)); $breast += ($fatteningSurge * either(0,0,1)); $belly += ($fatteningSurge * either(0,0,1))>>\n\n/% Body gain, no secondary gain %/\n\n<<elseif $randomizer is 5>>\n\n<<set $girth += $fatteningSurge>>\n\n/% Breast gain, no secondary gain %/\n\n<<elseif $randomizer is 6>>\n\n<<set $breast += $fatteningSurge>>\n\n/% Belly gain, no secondary gain %/\n\n<<elseif $randomizer is 7>>\n\n<<set $belly += $fatteningSurge>>\n\n/% Thigh gain, no secondary gain %/\n\n<<elseif $randomizer is 8>>\n\n<<set $thigh += $fatteningSurge; $thighFirmness -= $fatteningSurge>><<endif>>\n\n

(NYI)\n<hr>[[Continue.|$saveState]]

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

/% Leave this space for formatting purposes %/\n<<nobr>>\n\n/% HYPOTHESIS Mega-Armor %/\n<<if ($topWorn is "HYPOTHESIS kite") and ($beltWorn is "HYPOTHESIS cesile")>><<if ($pantsWorn is "HYPOTHESIS coroles") or ($pantsWorn is "HYPOTHESIS kilt")>>\n\n<brightalert>''active set bonus:</brightalert> +5 Pain Reduction''<<endif>><<endif>>\n\n\n\n\n\n<<endnobr>>

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

/% ===================================================== %/\n/% Only run this script if there are enough calories to spend!\nFor non-caloric weight gain, try the Fattenium script (in Cogs) or consider whether a custom one is needed. %/\n\n<<if $calories gt 0>>\n\n/% Key --\nBody - 1\nBreast - 2\nBelly - 3\nThigh - 4 %/\n\n<<if $bodyType is 0>>\n<<set $randomizer = either(1,1,2,3,4)>>\n\n<<elseif $bodyType is "busty">>\n<<set $randomizer = either(1,2)>>\n\n<<elseif $bodyType is "hourglass">>\n<<set $randomizer = either(1,2,4)>>\n\n<<elseif $bodyType is "round">>\n<<set $randomizer = either(1,3,3,4)>>\n\n<<elseif $bodyType is "belly">>\n<<set $randomizer = either(1,3)>>\n\n<<elseif $bodyType is "pear">>\n<<set $randomizer = either(1,3,4)>>\n\n<<elseif $bodyType is "thigh">>\n<<set $randomizer = either(1,4)>>\n\n/% Special types %/\n\n<<elseif $bodyType is "boviete">>\n<<set $randomizer = 2>>\n\n<<elseif $bodyType is "cubus">>\n<<set $randomizer = either(2,4)>>\n\n<<elseif $bodyType is "guguetelle">>\n<<set $randomizer = 3>>\n\n<<elseif $bodyType is "bulging">>\n<<set $randomizer = either(3,4)>>\n\n<<elseif $bodyType is "bloatpear">>\n<<set $randomizer = either(3,3,3,4)>>\n\n<<elseif $bodyType is "blimpthigh">>\n<<set $randomizer = 4>>\n\n\n<<endif>>\n\n/% ===================================================== %/\n/% Calculate gain amount %/\n\n<<set $gainTick = $metaGain>>\n\n/% ===================================================== %/\n/% Finalize weight gain %/\n\n/% Body gain %/\n\n<<if $randomizer is 1>>\n\n<<set $girth += $gainTick + $bonusWG + ($consecutiveGain * either(0,1))>>\n\n/% Breast gain %/\n\n<<elseif $randomizer is 2>>\n\n<<set $breast += $gainTick + $bonusWG + ($consecutiveGain * either(0,1))>>\n\n/% Belly gain %/\n\n<<elseif $randomizer is 3>>\n\n<<set $belly += $gainTick + $bonusWG + ($consecutiveGain * either(0,1))>>\n\n/% Thigh gain %/\n\n<<elseif $randomizer is 4>>\n\n<<set $thigh += $gainTick + $bonusWG + ($consecutiveGain * either(0,1)); $thighFirmness -= ($gainTick + $bonusWG + ($consecutiveGain * either(0,1)))>><<endif>>\n\n<<set $calories -= $metaGain>>\n\n<<endif>>\n\n<<set $breast += $bonusBreast; $belly += $bonusBelly; $thigh += $bonusThigh>>

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

//DEBUG: Cause of death was <<print $deathCause>>; died in <<print $deathLoc>> of <<print $deathWorld>>//<<nobr>>\n\n<<set $hiddenSidebar = 1>>\n\n<<display DeathSnapshot>>\n\n<<display StatusClear>>\n\n<<set $location = either("Woods","Forest","Sticks","Riverside","Meadow","Field","Plains")>>\n<<display LocationName>><<set $locStatus = 0; $specStatus = 0>>\n\n\n//<<set $deathScript = either("...what could have gone differently, I wonder..?","That's not how it's supposed to work.","Wow, that really hurt... ugh, what's going on?","...oh no. No no no no no.")>>//\n\n<<if $deathScript is "That's not how it's supposed to work.">><<set $deathScript2 = "That's not how it's supposed to work at all...">><<else>><<set $deathScript2 = 0>><<endif>>\n\n<<display RevecroixRandomizer>><<display NPCNamer>><<display ColorWheel>>\n\n<<if $guideSpawned is 0>><<set $deathGuideName = $revName; $deathGuide = $randomRevecroix; $deathGuideDesc = either("sleek","plump","round","fat","blubbery","busty","blubber-stuffed","blimplike","gelatinous"); $deathGuideVoice = either("singsong","cheery","chirpy","gruff","warbling","shrill","deep","rich","melodic","honeyed","smooth","silky","bright","suggestive","flirty"); $deathGuideEmote = either("smile","knowing smile","wry smile","toothy grin","sarcastic smirk","raised eyebrow","soft sigh","long-suffering sigh","sharp laugh","hearty laugh","friendly look","sneer"); $deathGuideColor = $fullChroma; $guideSpawned = 1>><<endif>>\n\n\n<<endnobr>>\n//<<print $deathScript>><<if $deathScript2 neq 0>>\n\n<<print $deathScript2>><<endif>>//\n\n..."Hello? Come on, open your eyes!"\n\nYou open your eyes //(you hadn't even realized you had been closing them)// and find yourself looking at a <<print $deathGuideDesc + " " + $deathGuideColor + " " + $deathGuide>> in a comfortable-looking black velvet robe with golden trim-- ''and a long white flag marked with a single crying eye.''\n\nThe <<print $deathGuideVoice>> voice that interrupted your despairing monologue apparently belongs to this creature, who regards you with a <<print $deathGuideEmote>>. \n"<<print ("Hi.","Hi!","Hello.","Hello!","Sup?","Greetings.","Salutations!","Auia.","Auia!","Yo,","Yo!")>> <<print either("I'm","My name is","I am","You may call me","Please call me") + " " + $deathGuideName + "." + " " + either("I am","It seems as though I am","Looks like I'm","It looks like I'm","Sounds like I'm","I'm") + " your guide.">>"\n\nYou stare at them, and they sigh.\n"<<print either("You're dead","You died","You're dead, jim","You bit it","You fucked up","You kinda... died. A little.","Hate to break it to you, but you bought the farm","You are now amongst the dead","RIP in peace.","How does your culture send off your dead, incidentally?","Have you heard the news that you're dead?","You are now a ghost. How? It is a mystery.","Thou art dead.")>>" <<print $deathGuideName>> looks pointedly at you.\n\n//Oh.//\n\n"<<print either("Yes.","Yeah.","Yup.","Yup!")>> But don't worry about it. Follow me, okay? We'll get you set up with a replacement body..."<hr><<display PlayerGen>>

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

<<display ZoneBackgrounds>><<nobr>>\n\n<center><<if $companionSelected is 1>><<set $companionName = $companion1>>[img[$companion1img]]\n<<elseif $companionSelected is 2>><<set $companionName = $companion2>>[img[$companion2img]]\n<<elseif $companionSelected is 3>><<set $companionName = $companion3>>[img[$companion3img]]<<endif>></center>\n\n<<if $storeCompanion is 1>>\n\n/% Store the companion's info in the donsair database, and then clear it from its slot. %/\n<<display CompanionStorage>><<endif>>\n\n<<endnobr>>\n<<if $storeCompanion is 0>>Are you sure you want to send <<print $companionName>> back to your mound?\n<hr>[[NO.|Companions][$viewingCompanion = 0; $companionSelected = 0]] ♦ [[YES.|passage()][$storeCompanion = 1; $donsairID = 1]]<<endif>>

<<display ZoneBackgrounds>><<set $seenIt_Absorption = 1>><<if $newMachine is 1>><<display MachineEfficiency>><<set $maintained = 3; $maintenanceCap = 0>><<endif>>\nIt's an odd piece of equipment with a large, enterable chamber attached to a control panel and a series of thick cables.\n\n''A label on the side announces it as an Absorption Accelerator.''<<if $inUse is 1>>\nYou carefully set up the machine and turn it on, climbing into the chamber and relaxing as it begins to charge with a low hum.\n\nFinally, ''a beam of strange, warm light envelops you;'' <<if $calories gt 0>><brightalert>''your belly gurgles as it absorbs its contents and you begin to grow fatter!''</brightalert><<nobr>>\n\n<<if $machineEfficiency is "poor">><<display Bodytype>><<set $bellyBloat -= $machinePower>>\n<<elseif $machineEfficiency is "fair">><<display Bodytype>><<display Bodytype>><<set $bellyBloat -= $machinePower>>\n<<elseif $machineEfficiency is "good">><<display Bodytype>><<display Bodytype>><<display Bodytype>><<set $bellyBloat -= ($machinePower * either(2,3,4,5))>>\n<<elseif $machineEfficiency is "excellent">><<display Bodytype>><<display Bodytype>><<display Bodytype>><<display Bodytype>><<set $bellyBloat -= ($machinePower * either(4,5,6,8))>>\n<<elseif $machineEfficiency is "flawless">><<display Bodytype>><<display Bodytype>><<display Bodytype>><<display Bodytype>><<display Bodytype>><<set $bellyBloat -= ($machinePower * either(8,9,10,15))>><<endif>>\n\n<<endnobr>><<if $calories is 0>>\n\n<brightalert>''Your now-hungry belly grumbles loudly...</brightalert>''<<endif>><<elseif ($calories lte 0) and ($species neq "blubberslime")>><deepalert>after a moment, ''you begin to feel dizzy and //very ill//...''\nA shock of sudden pain shoots through you, and as you cry out, you feel your insides gurgling and your body softening...</deepalert>\n\n<mutation>''Thrashing and helpless, you writhe and moan as you sink to the floor as a boneless blob of gelatinous fat and flesh!</mutation>''<<set $species = "blubberslime"; $bellyBloat += ($machinePower * random(0,30)); $inUse = 0; $starveFloor = 1500; $subspecies = 0>><<elseif ($calories lte 0) and ($species is "blubberslime")>>after a moment, you begin to feel dizzy and //very ill//...\n\n<brightalert>''Your gelatinous belly bubbles and gurgles, but nothing much else seems to happen.''</brightalert><<set $bellyBloat += ($machinePower * random(0,30)); $inUse = 0>><<endif>><<endif>><<if $doMaintenance is 1>>\n\nYou sit, removing the back panel from the equipment and setting to work!<<set $doMaintenance = 0>><<if $successMaintenance is 1>>\nAfter a bit of careful evaluation and maintenance work, ''the machine is now in <<if $machineEfficiency is "poor">><<set $machineEfficiency = "fair">>fair condition!<<elseif $machineEfficiency is "fair">><<set $machineEfficiency = "good">>good condition!<<endif>><<display MachineEfficiency>><<set $maintenanceCap = 1>>''\n<<else>>You work and fiddle with the parts, circuits, and controls, ''but the thing is fighting you all the way..!''\n<<endif>><<endif>><<if $machinePower gt $machineBattery>>\n''It looks like it's run out of power.''<<if $special_battery gt 0>> [[Use a battery. (x<<print $special_battery>>)|passage()][$special_battery -= 1; $machineBattery += random(8,24); $inUse = 0]]<<endif>><<endif>><<display Metabolism>><<display Effects>>\n\n<framed><center><<nobr>><<if $machinePower lte $machineBattery>>\n[[Use it.|passage()][$machineBattery -= $machinePower; $inUse = 1]]<<endif>>\n\n<<if ($activeOcc is "Smithier") or ($activeOcc is "Datiere")>><<if ($maintained gt 0) and ($machineEfficiency neq "good") and ($machineEfficiency neq "excellent") and ($machineEfficiency neq "flawless") and ($maintenanceCap neq 1) and ($pain lt 60)>> ♦ [[Attempt Maintenance. (<<print $maintained>> attempts remaining)|passage()][$inUse = 0; $maintained -= 1; $doMaintenance = 1; $successMaintenance = either(0,1)]]<<endif>><<endif>><<endnobr>></center></framed>\n<center>[[Back.|$saveStateSpecial][$inUse = 0]]</center>

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

<center><<nobr>>\n\n/% ==================================== %/\n/% Natural items %/\n\n<<endnobr>><<if $itemEncounter is "miraberries">>You feel...''//strange.// You suddenly plump up!''<<nobr>><<set $girth += either(10,10,10,10,20); $belly += either(0,10,10,10); $breast += either(0,0,10); $bellyBloat += 10; $calories += either(10,10,20,30); $miraberryToxicity += either(1,1,1,1,1,1,2,2,2,3,3,3,3,3,5,7,9,10,15,20,60)>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "strange mushroom">><<set $bellyBloat += either(10,20,30); $calories += either(20,30,40,50); $mushroomToxicity += either(1,1,3,3,5,7,9,11,25,30)>><<if $itemEffect is 1>>You feel...''//strange.// Your belly gurgles ominously!'' <<set $belly += either(0,10,20)>>\s\n<<elseif $itemEffect is 2>>You feel...''//strange.// Your belly gurgles ominously!'' <<set $belly -= either(0,10,20)>>\s\n<<elseif $itemEffect is 3>>You feel...''//strange.// Your belly gurgles ominously!'' <<set $calories += either(0,10,30,50,100)>>\s\n<<elseif $itemEffect is 4>>You feel...'' unusually warm!'' <<set $metaBurn += either(0,0,10)>>\s\n<<elseif $itemEffect is 5>>You feel...'' lethargic...'' <<set $metaGain += either(0,0,10)>>\s\n<<elseif $itemEffect is 6>>You feel...''//strange.// Your belly suddenly bloats up tight!'' <<set $bellyBloat += 90000; $pain += random(1,3)>><<endif>><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Instant calories %/\n\n<<endnobr>><<if $itemEncounter is "calorie powder">>''Your belly gurgles oddly, and you rub it carefully.''<<set $calories += either(30,40,50,60); $calpowderToxicity += random(1,6)>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "extra strength calorie powder">>''Your belly gurgles oddly, and you rub it carefully.''<<set $calories += either(150,200,250,300); $calpowderToxicity += random(2,18)>><<if $bodyType is 0>><<set $bodyType = either(0,0,0,"round","belly","pear","thigh")>><<elseif $bodyType is "busty">><<set $bodyType = either(0,0,"hourglass")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"pear","hourglass")>><<endif>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "maximum strength calorie powder">>''Your belly gurgles oddly, and you rub it carefully.''<<set $calories += either(300,350,400,450,500,550,600,650); $calpowderToxicity += random(6,30)>><<if $bodyType is 0>><<set $bodyType = either(0,0,0,"round","belly")>><<elseif $bodyType is "busty">><<set $bodyType = either(0,0,"hourglass")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"pear","hourglass")>><<endif>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "experimental calorie powder">>''Your belly gurgles oddly, and you rub it carefully.''<<set $calories += either(300,400,500,600,700,800,900,1000,1100,1200,1300,1400,1500,1600,1700,1800,1900,2000,2100,2200,2300,2400,2500); $calpowderToxicity += random(3,40)>><<if $esurience is 0>><<set $esurience = either(0,0,1)>><<endif>><<if $bodyType is 0>><<set $bodyType = either(0,0,0,"round","belly")>><<elseif $bodyType is "busty">><<set $bodyType = either(0,0,"hourglass")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"pear","hourglass")>><<endif>><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Gain drugs %/\n\n<<endnobr>><<if $itemEncounter is "gainer pills">>Your belly gurgles oddly, and you rub it carefully.<<set $metaGain += either(10,10,20); $gainerToxicity += random(1,10); $esurience += random(2,5)>><<if $bodyType is 0>><<set $bodyType = either(0,0,0,"round","belly")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"pear")>><<endif>><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Stretching aids %/\n\n<<endnobr>><<if $itemEncounter is "leupai oil">>''Your belly feels a little bit more elastic!''<<set $stretchMod += 5; $leupoilToxicity += random(1,6)>><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Instant fattening %/\n\n/% Alchemy salves ============ %/\n\n<<endnobr>><<if $itemEncounter is "fattenium belly salve">><<set $bellyLiquid += 1>>You groan softly as your belly ''puffs up a little bit <<print either("fatter","rounder","plumper","fuller","pudgier","squishier","softer")>>...''<<set $belly += either(10,10,10,20) + $bonusBelly; $bellyBloat += $belly; $bellyfatteniumToxicity += random(3,12)>><<nobr>>\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,0,0,"round","belly")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,0,"pear")>><<endif>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "fattenium breast salve">>\s\nYou groan softly as your breasts ''swell a little bit <<print either("fatter","rounder","plumper","fuller","pudgier","squishier","softer")>>...''<<set $breast += either(10,10,10,20) + $bonusBreast;; $breastBloat += $breast; $breastfatteniumToxicity += random(1,8)>>\n\n<<nobr>><<if $bodyType is 0>><<set $bodyType = either(0,0,0,0,"busty")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,0,"hourglass")>><<endif>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "fattenium thigh salve">>\s\nYou groan softly as your thighs ''swell a little bit <<print either("fatter","rounder","plumper","fuller","pudgier","squishier","softer")>>...''<<set $thigh += either(10,10,10,20) + $bonusThigh;; $thighFirmness += either(10,10,10,20); $thighfatteniumToxicity += random(1,8)>><<nobr>>\n\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,0,"thigh")>><<elseif $bodyType is "busty">><<set $bodyType = either(0,0,0,0,"hourglass")>><<endif>><<endnobr>><<endif>><<nobr>>\n\n/% Found items ============ %/\n\n<<endnobr>><<if $itemEncounter is "belly booster">><<set $bellyLiquid += 1>><<if $itemEffect neq 1>>You groan softly as your belly ''puffs up a little bit <<print either("fatter","rounder","plumper","fuller","pudgier","squishier","softer")>>...''<<set $belly += either(10,10,10,20,30) + $bonusBelly; $bellyBloat += ($maxBelly * 0.3); $bellyfatteniumToxicity += random(3,16)>><<elseif $itemEffect is 1>>You writhe and moan aloud ''as your belly <<print either("swells","balloons","swells up","puffs up","plumps up","bulges")>> //considerably fatter..!//''<<set $belly += either(50,60,70,80,90,100) + $bonusBelly; $girth += either(50,100,150); $bellyBloat = 90000; $bellyfatteniumToxicity += random(5,18); $pain += random(1,3)>><<endif>><<nobr>>\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,"round","belly")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"pear")>><<endif>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "bust billower shot">>\s\n<<if $itemEffect neq 1>>You groan softly as your breasts ''swell a little bit <<print either("fatter","rounder","plumper","fuller","pudgier","squishier","softer")>>...''<<set $breast += either(10,10,10,20,30) + $bonusBreast; $breastBloat += ($maxBreast * 0.3); $breastfatteniumToxicity += random(1,11)>>\s\n<<elseif $itemEffect is 1>>You writhe and moan aloud ''as your breasts <<print either("swell","balloon","swell up","puff up","plump up","bulge", "bloat")>> //considerably fatter..!//''<<set $breast += either(30,40,50) + $bonusBreast; $breastBloat = 900000; $breastfatteniumToxicity += random(3,16); $pain += random(1,3)>><<endif>>\n\n<<nobr>><<if $bodyType is 0>><<set $bodyType = either(0,0,0,"busty")>><<elseif $bodyType is "thigh">><<set $bodyType = either(0,0,0,"hourglass")>><<endif>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "thigh plumper shot">>\s\n<<if $itemEffect neq 1>>You groan softly as your thighs ''swell a little bit <<print either("fatter","rounder","plumper","fuller","pudgier","squishier","softer")>>...''<<set $thigh += either(10,10,10,20,30) + $bonusThigh; $thighFirmness += either(10,10,10,20,30); $thighfatteniumToxicity += random(1,8)>>\s\n<<elseif $itemEffect is 1>>You writhe and moan aloud ''as your thighs <<print either("swell","balloon","swell up","puff up","plump up","bulge", "bloat")>> //considerably fatter..!//''<<set $thighs += either(30,40,50) + $bonusThigh; $thighFirmness -= $thigh; $thighfatteniumToxicity += random(3,20); $pain += random(1,3)>><<endif>><<nobr>>\n\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,"thigh")>><<elseif $bodyType is "busty">><<set $bodyType = either(0,0,0,"hourglass")>><<endif>><<endnobr>><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Deflator %/\n\n<<endnobr>><<if $itemEncounter is "deflator injection">><<if ($bellyStatus is "full") or ($bellyStatus is "bloated") or ($bellyStatus is "bursting")>><<if $itemEffect neq 1>>You grit your teeth as ''your bloated belly grows a little softer.'' <<set $bellyBloat -= ($maxBelly /3); $deflaToxicity += random(1,5)>><<elseif $itemEffect is 1>>You grit your teeth as ''your bloated belly relaxes!'' <<set $bellyBloat = 0; $bellyStatus = "empty"; $deflaToxicity += random(3,7)>><<endif>>\s\n\s\n<<else>>Your belly gurgles and groans strangely-- ''then tightens around you as your muscles spasm painfully!''<<set $belly -= either(0,10,20,30); $deflaToxicity += random(3,7); $pain += random(2,5)>><<endif>><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Belly Bombs %/\n\n<<endnobr>><<if $itemEncounter is "bellybomb">><<set $bellyLiquid += 1>><<if $itemEffect gte 3>>You groan softly as ''your belly tightens, swelling up rounder..!''<<set $bellyBloat += ($maxBelly /2); $inflaToxicity += random(1,5)>>\s\n<<elseif $itemEffect is 2>>You groan and squirm as ''your belly blows up like a balloon, creaking softly as it expands...!''<<set $bellyBloat += $maxBelly; $inflaToxicity += random(3,8)>>\s\n<<elseif $itemEffect is 1>>You writhe and moan aloud ''as your belly suddenly blimps up //enormously//, creaking loudly as it stretches tight!''<<set $bellyBloat += $maxBelly * 1.5; $inflaToxicity += random(6,10); $pain += random(1,3)>><<endif>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "mega bellybomb">><<set $bellyLiquid += 1>>You writhe and moan aloud ''as your belly suddenly blimps up //enormously//, creaking loudly as it stretches to its limit!''<<set $bellyBloat += 99999999999; $bellyStatus = "bursting"; $inflaToxicity += random(8,24); $pain += random(1,3); $health = "Sore"; $lethalKO = 1; $deathCause = "burst belly">><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Fattenium %/\n\n<<endnobr>><<if $itemEncounter is "fattenium shot">>\s\n[img[icon_alert_critical]]<brightalert>You tremble, quake, and groan as ''your body suddenly swells and puffs outwards in a cascade of new, rippling fat!\nYou feel like a water balloon... oh god was that even a good idea,,''</brightalert>\n\nYou feel dazed, heavy, and sluggish...<<nobr>><<set $girth += either(50,60,70,80,90,100,110,120,130,140,150); $calories += either(100,110,120,130,140,150,160,170,180,190,200); $belly += either(20,30,40,50) + $bonusBelly; $bellyBloat += $belly; $breast += either(0,10,20,30) + $bonusBreast; $breastBloat += $breast; $thigh += either(20,30,40,50) + $bonusThigh; $thighFirmness -= random(20,50); $metaGain += either(0,0,0,10,20); $metaBurn -= either(0,1); $fatteniumPoisoning += either(10,20,20,30,40,50); $pain += random(1,6)>><<if $bodyType is 0>><<set $bodyType = either(0,0,0,0,0,"round","belly","pear")>><<else>><<display ExpandBodytype>><<endif>><<endnobr>><<endif>><<nobr>>\n\n\n<<endnobr>><<if $itemEncounter is "pure fattenium shot">>\s\n[img[icon_alert_red]]<deepalert>Immediately, you crumple onto your knees, screaming in agony as ''your body quivers, bulges, and blimps rapidly, creaking as your weight skyrockets and your skin threatens to rip apart!''</deepalert><<nobr>><<set $girth += either(100,110,120,130,140,150,180,300); $calories += either(500,550,600,650,700,750,800,850,900,950,1000); $belly += either(50,60,70,80,90,100) + $bonusBelly; $bellyBloat += $belly; $breast += either(40,50,60,70,80,90,100) + $bonusBreast; $breastBloat += $breast; $thigh += either(40,50,60,70,80,90,100) + $bonusThigh; $thighFirmness -= $thigh; $metaGain += either(10,10,20,30); $metaBurn -= either(10,10,20,30); $fatteniumPoisoning += either(30,40,50,60,70,80,90,100); $pain += random(9,16); $health = "Sore"; $lethalKO = 1; $deathCause = "explosion">><<if $bodyType is 0>><<set $bodyType = either("round","belly","pear")>><<else>><<display ExpandBodytype>><<endif>><<endnobr>><<endif>><<nobr>>\n\n\n/% ==================================== %/\n/% Parasite injections %/\n\n/% Randomized %/\n<<endnobr>><<if $itemEncounter is "unmarked injection">>\s\n''Nothing obvious seems to happen right away...''<<nobr>>\n\n<<if $itemEffect is 1>><<set $breastParasite = 1; $breastParaLoad += 10>>\n<<elseif $itemEffect is 2>><<set $bellyParasite = 1; $bellyParaLoad += 10>>\n<<elseif $itemEffect is 3>><<set $bodyPlumperParasite = 1; $wgParaLoad += 10>>\n<<elseif $itemEffect is 4>><<set $bellyPlumperParasite = 1; $bellywgParaLoad += 10>>\n<<elseif $itemEffect is 5>><<set $breastPlumperParasite = 1; $breastwgParaLoad += 10>>\n<<elseif $itemEffect is 6>><<set $lactationParasite = 1; $lacParaLoad += 10>>\n<<elseif $itemEffect is 7>><<set $metaParasite = 1; $metaParaLoad += 10>><<endif>><<endnobr>><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Microleupii (weight gain/metabolism) %/\n\n<<endnobr>><<if $itemEncounter is "M. belesse injection">>\n''Nothing obvious seems to happen right away...'' <<set $bodyPlumperParasite = 1; $wgParaLoad += 10>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "M. miriete injection">>\n''Nothing obvious seems to happen right away...''<<set $bellyPlumperParasite = 1; $bellywgParaLoad += 10>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "M. belebaret injection">>\n''Nothing obvious seems to happen right away...''<<set $breastPlumperParasite = 1; $breastwgParaLoad += 10>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "M. belite injection">>\n''Nothing obvious seems to happen right away...''<<set $metaParasite = 1; $metaParaLoad += 10>><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Microstygi (bloating) %/\n\n<<endnobr>><<if $itemEncounter is "M. moreauii injection">>\s\n''Nothing obvious seems to happen right away...''<<set $bellyParasite = 1; $bellyParaLoad += 10>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "M. heleni injection">>\s\n''Nothing obvious seems to happen right away...''<<set $breastParasite = 1; $breastParaLoad += 10>><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Lactosa (lactation) %/\n\n<<endnobr>><<if $itemEncounter is "L. virii injection">>\s\n''Nothing obvious seems to happen right away...''<<set $lactationParasite = 1; $lacParaLoad += 10>><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Non-micro-organisms %/\n\n<<endnobr>><<if $itemEncounter is "slime injection">>\s\n''Nothing obvious seems to happen right away...''<<nobr>><<if $injectLoc is "breast">><<set $slimeBreastParasite = 1; $slimeBreastParaLoad += 50>><<if $bodyType is 0>><<set $bodyType = either(0,0,0,"busty")>><<endif>><<else $injectLoc is "belly">><<set $slimeBellyParasite = 1; $slimeBellyParaLoad += 50>><<nobr>>\n\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,"round","belly")>><<endif>><<endnobr>><<endif>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "dire worm injection">>\s\n''Nothing obvious seems to happen right away...''<<set $direParasite = 1; $direParaLoad += either(50,60,70,80,90,100,110,120,130,140,150)>><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Misc Injections %/\n\n<<endnobr>><<if $itemEncounter is "miratoxin shot">>\s\n<deepalert>''Your flesh seems to crawl as your entire body spasms!''</deepalert> <<set $miraPoisoning += random(8,25); $pain += random(2,7)>><<endif>><<nobr>>\n\n<<endnobr>><<if $itemEncounter is "miradetoxin shot">><<set $miraPoisoning -= random(16,32); $miratoxicOverdose = 0; $vitaePPM += either(8,9,10,11,12); $pain += random(3,12); $breastParasite = 0; $bellyParasite = 0; $bodyPlumperParasite = 0; $bellyPlumperParasite = 0; $breastPlumperParasite = 0; $lactationParasite = 0; $metaParasite = 0; $direParasite = 0; $slimeBellyParasite = 0; $slimeBreastParasite = 0; $ampliParasite = 0; $health = "Suffering"; $lethalKO = 1; $deathCause = "vitae">>\s\n<deepalert>''The potent serum burns agonizingly though your system!''</deepalert><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Painkillers %/\n\n<<endnobr>><<if $itemEncounter is "soothers">><brightalert>Hopefully, ''you'll start to feel better soon..!''</brightalert><<set $amalgaToxicity += random(8,14)>><<endif>><<nobr>>\n\n\n/% ==================================== %/\n/% Tainted & special-effect foods %/\n\n<<endnobr>><<if $itemEncounter is "enormous cake">>\s\nThat's probably going to leave a mark...<<set $calories += either(200,250,300); $bellyBloat += either(150,200,250,300); $metaGain += either(0,10,20); $metaBurn -= either(0,10,20); $fatteniumPoisoning += either(10,10,10,20,20); $esurience += random(6,8)>><<endif>><<nobr>>\n\n/% ==================================== %/\n\n<<endnobr>><<if $itemEncounter is "strange milk">>\s\n''A chill ices down your spine...'' what the hell was //that?!//<<nobr>><<set $calories += either(200,250,300,350); $bellyBloat += ($maxBelly/3); $bellyLiquid += 50; $milkRate += either(0,0,10); $helenoToxicity += random(1,6); $breastfatteniumToxicity += random(1,3); $miraPoisoning += random(1,6); $esurience += random(0,3)>>\n\n<<if $bodyType is 0>><<set $bodyType = either(0,0,0,0,0,"round","belly","pear")>><<elseif $bodyType is "busty">><<set $bodyType = either("busty","hourglass")>><<elseif $bodyType is "thigh">><<set $bodyType = either("thigh","pear")>><<endif>><<endnobr>><<nobr>>\n\n<<set $randomizer = either(0,0,1,2,3)>><<endnobr>><<if $randomizer is 1>>\n\nYou groan softly as your breasts ''swell a little bit <<print either("fatter","rounder","plumper","fuller","pudgier","squishier","softer")>>...''<<set $breast += either(10,10,10,20,30) + $bonusBreast; $breastBloat += ($maxBreast /3); $helenoToxicity += random(1,3)>><<nobr>>\n\n<<endnobr>><<elseif $randomizer is 2>>\n\nYou writhe and moan aloud ''as your breasts <<print either("swell","balloon","swell up","puff up","plump up","bulge", "bloat")>> //considerably fatter..!//''<<set $breast += either(30,40,50) + $bonusBreast; $breastBloat = 900000; $helenoToxicity += random(2,5); $pain += random(1,3)>><<nobr>>\n\n<<endnobr>><<elseif $randomizer is 3>>\n\nYou writhe and moan aloud ''as your breasts <<print either("swell","balloon","swell up","puff up","plump up","bulge", "bloat")>> //considerably fatter,// creaking and jiggling as they rapidly inflate<<if $geneDry is 0>> with milk!<<endif>>''<<set $lactation = 1; $breast += either(30,40,50) + $bonusBreast; $breastBloat = 900000000; $storedMilk = $maxBreast; $milkFat += either(0,0,0,0,10); $milkRate += 10; $helenoToxicity += random(2,8); $pain += random(1,3)>><<endif>><<nobr>>\n\n<<endnobr>><<endif>><<nobr>>\n\n/% ==================================== %/\n\n<<endnobr>><<if $itemEncounter is "energy bomb">>\s\nThis'll keep you going for a while! <<set $caffeineToxicity += random(22,36); $bonusEnergy += $caffeineToxicity * 10>><<endif>><<nobr>>\n\n/% ==================================== %/\n/% Modifiers %/\n\n\n<<endnobr>><<if $itemEncounter is "egg accelerator injection">><<if $leupaiEggTimer is 0>>...but nothing happens.<<set $miraPoisoning += random(2,8)>><<elseif $leupaiEggTimer gt 0>>''Your belly rapidly expands as the eggs inside it grow bigger and heavier!''<<if $geneDaedlan is 1>><<set $quaggyGirth += either(10,10,20)>><<endif>><<set $leupaiEggTimer -= random(2,3); $quaggyGirth += $itemEffect * 10; $randomizer = either(0,0,0,1); $miraPoisoning += random(2,8); $health = "Sore"; $lethalKO = 1; $deathCause = "burst belly"; $esurience += random(2,5)>><<if $randomizer is 1>><<set $quaggySuperfattened = 1>><<endif>><<endif>><<endif>><<nobr>>\n\n\n/% ==================================== %/\n/% Liquids %/\n\n/% Somnus %/\n\n<<endnobr>><<if ($itemEncounter is "pool of red-tinted water") or ($itemEncounter is "pool of orange-tinted water") or ($itemEncounter is "pool of yellow-tinted water") or ($itemEncounter is "pool of green-tinted water") or ($itemEncounter is "pool of blue-tinted water") or ($itemEncounter is "pool of indigo-tinted water") or ($itemEncounter is "pool of violet-tinted water") or ($itemEncounter is "pool of magenta-tinted water") or ($itemEncounter is "pool of white-tinted water") or ($itemEncounter is "pool of black-tinted water")>>You feel <<set $mirajinRads += random(3,12)>><<nobr>><<if $itemEffect is 1>><<set $miraPoisoning += random(0,3); $bellyBloat += ($maxBelly * 0.5); $calories += either(30,40,50,60,70,80,90,100); $bellyLiquid += 50; $health = "Sore"; $lethalKO = 1; $deathCause = "burst belly">>''//bloated...//''<<endif>><<if $itemEffect is 2>><<set $miraPoisoning += random(1,6); $bellyBloat += ($maxBelly * 0.8); $calories += either(50,60,70,80,90,100,110,120,130,140,150); $bellyLiquid += 50; $health = "Sore"; $lethalKO = 1; $deathCause = "burst belly">>''//strange...//''<<endif>><<if $itemEffect is 3>><<set $miraPoisoning += random(3,8); $bellyBloat += 9000000; $calories += either(100,110,120,130,140,150,200,250); $bellyLiquid += 50; $pain += random(1,3); $health = "Sore"; $lethalKO = 1; $deathCause = "burst belly">>''//unwell...//''<<endif>><<endnobr>>\n[[Drink more.|passage()]]<<endif>><<nobr>>\n\n/% Fattenium-tainted water %/\n\n<<endnobr>><<if $itemEncounter is "pool of golden water">>\s\nYou feel <<if $itemEffect is 1>><<set $bellyBloat += ($maxBelly * 0.6); $calories += either(200,250,300,350,400,450,500,550); $bellyLiquid += 50; $lethalKO = 1; $deathCause = "explosion">>''//bloated...//''<<endif>><<if $itemEffect is 2>><<set $fatteniumPoisoning += either(10,20,30,40,50); $bellyBloat += ($maxBelly * 0.8); $calories += either(500,550,600,650,700,750,800,850,900,950,1000); $bellyLiquid += 50; $lethalKO = 1; $deathCause = "explosion">>''//like a balloon...//''<<endif>><<if $itemEffect is 3>><<set $fatteniumPoisoning += either(50,60,70,80); $bellyBloat += $belly; $breastBloat += $breast; $bellyLiquid += 50; $pain += random(2,7); $lethalKO = 1; $deathCause = "explosion">>''//your skin tightening rapidly around your body...//''<<endif>><<if $bodyType is 0>><<set $bodyType = either("round","belly","pear")>><<else>><<display ExpandBodytype>><<endif>>\n[[Drink more.|passage()]]<<endif>><<nobr>>\n\n\n/% Mirajinic Water %/\n\n<<endnobr>><<if $itemEncounter is "pool of pink water">>You grit your teeth as a chill dances down your spine...\n<<nobr>><<if $corruptionPercentage is 20>>\n''You feel a bit odd...''<<set $mutationStrength = either("subtle","subtle","subtle","none","minor"); $mirajinRads += random(1,24)>><<display MutationDatabase>><<elseif $corruptionPercentage is 50>>\n''You feel //very// odd..!''<<set $mutationStrength = either("subtle","minor","minor","major"); $mirajinRads += random(18,160)>><<display MutationDatabase>><<elseif $corruptionPercentage is 80>>\n''You feel intensely nervous..!''<<set $mutationStrength = either("minor","minor","major","major","severe"); $mirajinRads += random(80,350)>><<display MutationDatabase>><<endif>>/%(TODO: mirajin mutations)%/\n<<endnobr>>\n[[Drink more.|passage()]]<<endif>><<nobr>>\n\n/% Shining Water %/\n\n<<endnobr>><<if $itemEncounter is "pool of shining water">>\nYou feel soothed by the crystalline, gently-glowing waters! <<set $miraPoisoning -= random(1,6); $mirajinRads -= random(2,4); $pain -= random(10,30)>>\n[[Drink more.|passage()]]<<endif>><<nobr>>\n\n/% Dirty Water %/\n\n<<endnobr>><<if $itemEncounter is "pool of dirty water">>\nYou feel uneasy drinking this tainted-tasting water... <<set $stomachBug = either(0,1); $pain -= random(0,3); $mirajinRads += random(0,5)>>/%(TODO: rad sickness; parasite call passage)%/\n[[Drink more.|passage()]]<<endif>><<nobr>>\n\n/% Boiling Pools %/\n\n<<endnobr>><<if ($itemEncounter is "pool of boiling oil") or ($itemEncounter is "pool of boiling water")>>\n<redalert>''The moment your flesh touches the boiling liquid, you grasp the severity of your error! You cry out in pain as you burn your hand!''</redalert><<set $pain += random(15,35); $lethalKO = 0>><<endif>><<nobr>>\n\n/% Blood %/\n\n<<endnobr>><<if $itemEncounter is "pool of dark red ichor">>\nYour mouth feels odd as you drink the strange, coppery-tasting liquid...<<set $stomachBug = either(0,1); $calories += either(10,20,30)>>/%(TODO: disease)%/\n[[Drink more.|passage()]]<<endif>><<nobr>>\n\n/% Leupai Blood %/\n\n<<endnobr>><<if $itemEncounter is "pool of shimmering blue ichor">>\nYour mouth feels odd as you drink the strange, thick liquid...''Your belly feels a little bit more elastic!''<<set $miraPoisoning += random(1,6); $stretchMod += 5; $leupoilToxicity += random(1,6); $calories += either(30,40,50,60,70,80,90)>>\n[[Drink more.|passage()]]<<endif>><<nobr>>\n\n/% Liquid Fattenium %/\n\n<<endnobr>><<if $itemEncounter is "pool of golden oil">>\s\nYou cry out, ''trembling as you feel your skin instantly beginning to bulge! <<set $fatteniumCascade = 1>>You feel ''<<if $itemEffect is 1>><<set $fatteniumPoisoning += random(80,150); $bellyBloat += $maxBelly * 1000; $breastBloat += $maxBreast * 1000; $bellyLiquid += 50; $pain += random(15,25); $lethalKO = 1; $deathCause = "explosion">><<display FatSurge>><<display FatSurge>><<display FatSurge>>''//like a balloon...//''<<endif>><<if $itemEffect is 2>><<set $fatteniumPoisoning += random(100,220); $bellyBloat += $maxBelly * 5000; $breastBloat += $maxBreast * 5000; $bellyLiquid += 50; $pain += random(25,30); $lethalKO = 1; $deathCause = "explosion">><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>>''//like a blimp...//''<<endif>><<if $itemEffect is 3>><<set $fatteniumPoisoning += random(200,300); $bellyBloat += $maxBelly * 5000; $breastBloat += $maxBreast * 5000; $bellyLiquid += 50; $pain += random(25,35); $lethalKO = 1; $deathCause = "explosion">><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>>''//like you're going to explode!//''<<endif>><<if $bodyType is 0>><<set $bodyType = either("round","belly","pear")>><<else>><<display ExpandBodytype>><<endif>>\n[[Drink more.|passage()]]<<endif>><<nobr>>\n\n\n/% Plutonium %/\n\n<<endnobr>><<if $itemEncounter is "pool of glowing green goo">>\n<redalert>''The moment your flesh touches the glowing liquid, you grasp the severity of your error! You cry out in pain as you burn your hand badly! //You suddenly feel INCREDIBLY ill!//''/%(TODO: rad sickness)%/</redalert><<set $pain += random(50,110); $lethalKO = 1; $deathCause = "radiation">><<endif>><<nobr>>\n\n/% Null Starblood / Lava %/\n\n<<endnobr>><<if ($itemEncounter is "pool of glowing teal ichor") or ($itemEncounter is "pool of glowing blue ichor") or ($itemEncounter is "pool of molten orange goo") or ($itemEncounter is "pool of molten red goo") or ($itemEncounter is "pool of molten blue goo")>>\n<redalert>''The moment your flesh touches the glowing liquid, you grasp the severity of your error! You cry out in pain as you burn your hand badly!''</redalert><<set $pain += random(40,65); $lethalKO = 1; $deathCause = "agony">><<endif>><<nobr>>\n\n/% Miraplasm %/\n\n<<endnobr>><<if $itemEncounter is "glowing magenta goo">><redalert>''The moment your flesh touches the glowing liquid, you grasp the severity of your error!''</redalert>/%(TODO: mirajin mutations)%/<<set $mutationStrength = either("severe","lethal"); $mirajinRads += random(150,350)>>\n<<display MutationDatabase>>/%(TODO: disease)%/<<endif>><<nobr>>\n\n/% Vitae %/\n\n<<endnobr>><<if ($itemEncounter is "glowing teal goo") or ($itemEncounter is "pool of molten teal goo")>><redalert>''The moment your flesh touches the glowing liquid, you grasp the severity of your error!\nYou scream in unimaginable agony as the vitae courses through your bloodstream, dissolving you into little more than a puddle of sizzling ichor and a distant memory...''</redalert>/%(TODO: vitae soulsickness)%/<<set $blackout = 1; $lethalKO = 1; $deathCause = "vitae annihilation"; $pain += 94000000>><<endif>><<nobr>>\n\n\n/% ==================================== %/\n/% Living & Static Items %/\n\n\n/% Honeygorger & Fairyhawk trees %/\n\n<<endnobr>><<if $itemEncounter is "hollow tree">>\n<<if $itemEffect is 1>>''It's positively //dripping// with honeybutter!''\n\nYou gather what you can for later, quickly enjoying a few handfuls before continuing on your way. \nThere's no telling when the occupants will return, after all...<<set $calories += either(40,50,60,70,80); $bellyBloat = either(20,30,40,50); $sugarStock += random(5,10); $fatteniumStock += random(0,0,8); $bonusEnergy += 60; $esurience += random(1,3)>><<nobr>>\n\n<<endnobr>><<elseif $itemEffect is 2>>''It's full of honeygorgers!''\n\nYou jump backwards, startled by the mass of insects busily making, storing, and transporting honeybutter throughout the tree. They don't seem angry-- but, they //are// curious, several taking flight in order to buzz appraising circles around you.\n\nBefore you can react, ''they land on you, climbing onto your face and happily beginning to pump your mouth full of as much honeybutter as it can hold.''\nYou're afraid to swat them away or move too sharply, and so you stand there, drinking as quickly as you can as the little creatures feed you, deflating and flying away to fetch more in shifts.\n''Your belly swells rounder, heavier, and tighter as the moments pass'', your knees aching as you hold as still as you can.\n\nMercifully, the honeygorgers finally seem to lose interest in you, returning to their work and leaving you stuffed with honey.<<set $calories += either(200,250,300,350,400,450,500); $bellyBloat += 900000; $bonusEnergy += 150; $pain += random(1,3); $health = "Sore"; $lethalKO = 1; $deathCause = "burst belly"; $esurience += random(2,5)>><<nobr>>\n\n<<endnobr>><<elseif $itemEffect is 3>>It's quite dark; you lean in closer for a better look... ''leaping back with a startled yell as a cloud of fairyhawks come buzzing out at you!''\nThey're not happy about your intrusion, and they let you know in short order-- ''clinging to your belly and sides and injecting you with a generous amount of venom!''\n\nTrembling, you shoo them away as quickly as you can before fleeing, your heart pounding as the stings go numb.\nThey don't seem to be in pursuit, but ''there's no telling what's going to happen to you now...''<<nobr>>\n\n<<set $randomizer = random(1,17); $pain += random(20,40)>>\n\n/% Fairyhawk venom effects %/\n\n/% Fattenium Venom %/\n<<if $randomizer is 1>><<set $fatteniumPoisoning += either(500,600,700,800,900,1000,1200,1300,1500,2000)>>\n\n/% Somnus Venom %/\n<<elseif $randomizer is 2>><<set $miraPoisoning += random(5,14); $somniation += random(3,8)>>\n\n/% Miratoxic Venom %/\n<<elseif $randomizer is 3>><<set $miraPoisoning += random(8,65)>>\n\n/% Miraberry Venom %/\n<<elseif $randomizer is 4>><<set $miraberryToxicity += random(12,64)>>\n\n/% Mushroom Venom %/\n<<elseif $randomizer is 5>><<set $mushroomToxicity += random(12,64)>>\n\n/% Calorie Venom %/\n<<elseif $randomizer is 6>><<set $calpowderToxicity += random(12,64)>>\n\n/% Gainer Venom %/\n<<elseif $randomizer is 7>><<set $gainerToxicity += random(12,64)>>\n\n/% Leupai Oil Venom %/\n<<elseif $randomizer is 8>><<set $leupoilToxicity += random(12,64)>>\n\n/% Instant Fattener Venom %/\n<<elseif $randomizer is 9>><<set $breastfatteniumToxicity += random(12,64)>>\n\n<<elseif $randomizer is 10>><<set $bellyfatteniumToxicity += random(12,64)>>\n\n<<elseif $randomizer is 11>><<set $thighfatteniumToxicity += random(12,64)>>\n\n/% Deflation Venom %/\n<<elseif $randomizer is 12>>\n<<set $deflaToxicity += random(12,64)>>\n\n/% Inflation Venom %/\n<<elseif $randomizer is 13>><<set $inflaToxicity += random(12,64)>>\n\n/% Helenic Venom %/\n<<elseif $randomizer is 14>><<set $helenoToxicity += random(12,64)>>\n\n/% Slime Venom %/\n<<elseif $randomizer is 15>><<set $slimeBellyParaLoad += either(50,100,150,200,250); $bellyLiquid += either(50,100,150,200,250)>>\n\n<<elseif $randomizer is 16>><<set $slimeBreastParaLoad += either(50,100,150,200,250); $breastBloat += either(50,100,150,200,250)>>\n\n/% Caffeine Venom %/\n<<elseif $randomizer is 17>><<set $caffeineToxicity += random(30,64)>>\n\n\n/% Add other types of venom based on various drugs and chemicals. Fairyhawks are immune to all of them, but consume them and use them as venom. %/\n\n<<endif>><<endnobr>><<endif>><<endif>></center>

/% ========== COMPANION DATABASE ========== %/\n<<display ColorWheel>><<display NPCNamer>>\n\n/% donsair types-- hatched[tame], unbroken[untamed], broken[semi-tame], ally[semi-tame]\n\ntames are always loyal; if they're unhappy they bitch at you about it but they can't leave. \nHatched creatures are always [tame]\n\nsemi-tames are loyal UNLESS unhappy; if unhappy they may rebel[broken] or quit [mercenary]. if happiness hits 0 mercs immediately quit. \nBribed, hired, & befriended sapient creatures are always [semi-tame].\n\nuntameds are rebellious, and cannot be set as companions until at least semi-tame. \nNewly captured creatures are always [untamed] to start. %/\n\n/% =========================================================================== %/\n\n<<if $addQuaggy is 1>><<set $encounter = 0>>\n\n\n\t/% Name %/\n\t<<set $quaggyName = $newQuaggyName1>><<if $newQuaggyName2 neq 0>><<set $quaggyName = $quaggyName + " " + $newQuaggyName2>><<endif>>\n\n\t<<print "<<set $companion" + $companionSlotChosen + " = '" + $quaggyName + "'>>">>\n\n\t/% Age %/\n\t<<print "<<set $companion" + $companionSlotChosen + "Aging = 1>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Age = 0>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "AgeStatus = 'quagling'>>">>\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Occupation = 'quagling'>>">>\n\n\t/% Leupai life progression: quagling(0-5 days), quaggy (5 days-3 months), gecko(3 months-6 months), adult (6 months+)\n\tNon-adult leupai use their age status as an 'occupation' for ability purposes. %/\n\n\t/% Type %/\n\t<<print "<<set $companion" + $companionSlotChosen + "Species = 'leupai'; $companion" + $companionSlotChosen + "Subspec = '" + $newQuaggySubspecies + "'; $companion" + $companionSlotChosen + "Subtype = '" + $newQuaggySubtype + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Type = 'hatched'>>">>\n\n\t/% Personality%/\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Patron = '" + $newQuaggyZodiac + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Pers = '" + $newQuaggyTrait + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Asp = '" + $newQuaggyAspecte + "'>>">>\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Mood = " + $newQuaggyMood + ">>">>\n\n\t/% Physical %/\n\t<<print "<<set $companion" + $companionSlotChosen + "Bodytype = '" + $newQuaggyBodytype + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Girth = " + $newQuaggyGirth + ">>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Breast = " + $newQuaggyBreast + ">>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Belly = " + $newQuaggyBelly + ">>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Thigh = " + $newQuaggyThigh + ">>">>\n\t\n\t<<print "<<set $companion" + $companionSlotChosen + "Strength = " + $newQuaggyStrength + ">>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Finesse = " + $newQuaggyFinesse + ">>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Armor = " + $newQuaggyArmor + ">>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "MaxEnergy = " + $newQuaggyEnergy + ">>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Energy = $companion" + $companionSlotChosen + "MaxEnergy>>">>\n\n\t/% Genes %/\n\n\t/% Each gene adjusts companion stats in some way. For quaggies, most genes will either quietly alter stats over time as they grow, or will not become active at all until adulthood is reached.\n\n\tBoviete/Miriete/Superthigh - huge breasts/belly/thighs (likely augmented via high stat boosts throughout development)\n\tSuperfat - full-body version of the above\n\tBloated - permanent belly/breast bloat?\n\tOozing - constant high venom production & bloat\n\tMilky - constant high milk production & breast bloat (at adulthood)\n\tWormed - infested with dire worms\n\tSickly - much thinner & weaker than usual, severe strength, girth, & pain reduction hits %/\n\n\t<<print "<<if $companion" + $companionSlotChosen + "Boviete is 1>><<set $companion" + $companionSlotChosen + "Boviete = 1>><<endif>>" >>\n\t<<print "<<if $companion" + $companionSlotChosen + "Miriete is 1>><<set $companion" + $companionSlotChosen + "Miriete = 1>><<endif>>" >>\n\t<<print "<<if $companion" + $companionSlotChosen + "Superthigh is 1>><<set $companion" + $companionSlotChosen + "Superthigh = 1>><<endif>>" >>\n\t<<print "<<if $companion" + $companionSlotChosen + "Superfat is 1>><<set $companion" + $companionSlotChosen + "Superfat = 1>><<endif>>" >>\n\t<<print "<<if $companion" + $companionSlotChosen + "Bloated is 1>><<set $companion" + $companionSlotChosen + "Bloated = 1>><<endif>>" >>\n\t<<print "<<if $companion" + $companionSlotChosen + "Oozing is 1>><<set $companion" + $companionSlotChosen + "Oozing = 1>><<endif>>" >>\n\t<<print "<<if $companion" + $companionSlotChosen + "Wormed is 1>><<set $companion" + $companionSlotChosen + "Wormed = 1>><<endif>>" >>\n\t<<print "<<if $companion" + $companionSlotChosen + "Milky is 1>><<set $companion" + $companionSlotChosen + "Milky = 1>><<endif>>" >>\n\t<<print "<<if $companion" + $companionSlotChosen + "Sickly is 1>><<set $companion" + $companionSlotChosen + "Sickly = 1>><<endif>>" >>\n\n\t/% Occupations %/\n\n\t/% alchemiee, beltedier, boviet, caviere, culinet, datiere, donsair, fatiee, finier, hypothesi, jaque, jillaume, medique, mercine, militiere, performier, professor, scribier, smithier, subtlee, succulee, taxidere, wildere, sculptor\n\n\tOR (in english);\n\n\talchemist, queen, milk/venom producing livestock, explorer, chef, programmer, sedentary, fat/flesh producing livestock, clothier, scientist, jack-of-all-trades, judge, doctor, mercenary, soldier, performer, priest, writer/scribe, smith, spy/assassin, livestock for slaughter, taxidermist, hunter/ranger, flesh-sculptor \n\n\tQuaggies search for information, events, encounters, and items pertaining to their occupation of choice, studying and learning from them in order to piece together the knowledge and skills necessary to aquire the title. \n\n\tIf the player comes into possession of items of interest to the quaggy, they get the option to give them the item in exchange for significantly boosting their occupation progress.\n\n\tLike players, once a quaggy meets the requirements for one of its occupational interests, it gains that title, and a set of abilities pertaining to it. Unlike players, a companion can only obtain a single occupation, for the sake of my sanity. %/\n\n\t<<set $companion1Occupation = $companion1AgeStatus ; $companion1OccChoice1 = $newQuaggyOccroll1; $companion1OccChoice2 = $newQuaggyOccroll2>>\n\n\t/% Flavor %/\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Color = '" + $newQuaggyColor + "'>>">>\n\n\t/% Leupai have facets. %/\n\t<<print "<<set $companion" + $companionSlotChosen + "Facet = '" + $newQuaggyFacet + "'>>">>\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Skin = '" + $newQuaggySkin + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Ears = '" + $newQuaggyEars + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Eyes = '" + $newQuaggyEyes + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Face = '" + $newQuaggyFace + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Head = '" + $newQuaggyHead + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Body = '" + $newQuaggyBody + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Back = '" + $newQuaggyBack + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Legs = '" + $newQuaggyLegs + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Tail = '" + $newQuaggyTail + "'>>">>\n\n\n\t<<set $addQuaggy = 0>>\n\n<<endif>>\n\n/% =========================================================================== %/\n\n<<if $encounter is "celestial mythosi">>\n\n\t/% Later, have creatures pull randomized names from the generators based on species %/\n\n\t<<print "<<set $companion" + $companionSlotChosen + " = '" + $dregName + "'>>">>\n\n\t<<print "<<set $companion" + $companionSlotChosen + "img = '" + $encImg + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Type = 'ally'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Species = 'mythosi'; $companion" + $companionSlotChosen + "Subspec = 'celestial'; $companion" + $companionSlotChosen + "Subtype = 0>>">>\n\n\t/% Personals. %/\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Patron = 'Nefirian'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Pers = either('expansionist','corruptor','dramatic','brooding','observant','cool','suave','misfit','parent','calculator','misfit','anarchist','touchy')>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Asp = either('belepresse','beletoire','belsusset','coudonsair','guguetele','predatrix','revetoire','susseroit','vitossi','vouere')>>">>\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Aging = 1>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Yrs = random(20,80)>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Age = '$companion" + $companionSlotChosen + "Yrs'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "AgeStatus = 'adult'>>">>\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Occupation = either('Caviere','Wildere','Mercine','Jaque','Jaque','Jaque')>>">>\n\n\t/% Allied monster; it'd better be happy to see you... %/\n\t<<print "<<set $companion" + $companionSlotChosen + "Mood = random(70,85)>>">>\n\n\t/% Mythosi have magical breath that can either deal extra damage, increase bloat/girth/body liquid, or transform the target's substatus. %/\n\t<<print "<<set $companion" + $companionSlotChosen + "Breath = either('Fattening','Bloating','Confectionary','Slime','Magical','Fire','Ice','Poison','Bursting','Adiposal','Blimping','Sweetening','Pillowing','Jellifying')>>">>\n\n\t/% Physical stats. %/\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Bodytype = either('round','belly','pear','thigh','bulging','guguetelle','bloatpear','blimpthigh')>>">>\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Girth += either(4000,4500,5000,5500,6000,6500,7000,7500,8000,8550,9000)>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Breast = either(300,300,400,400,500,600,700,800,1000)>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Belly += either(400,500,600,700,800,900,1000,1200,1500)>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Thigh = either(400,500,600,700,800,1000,1500)>>">>\n\n\t/% Body Types. %/\n\n\t/% Rank 1 Belly. %/\n\t<<print "<<if ($companion" + $companionSlotChosen + "Bodytype is 'round') or ($companion" + $companionSlotChosen + "Bodytype is 'belly') or ($companion" + $companionSlotChosen + "Bodytype is 'pear') or ($companion" + $companionSlotChosen + "Bodytype is 'bulging') or ($companion" + $companionSlotChosen + "Bodytype is 'guguetelle') or ($companion" + $companionSlotChosen + "Bodytype is 'bloatpear')>><<set $companion" + $companionSlotChosen + "Belly += either(500,600,700,800,900,1000) + 500>><<endif>>" >>\n\t/% Rank 2 Belly. %/\n\t<<print "<<if ($companion" + $companionSlotChosen + "Bodytype is 'bulging') or ($companion" + $companionSlotChosen + "Bodytype is 'guguetelle')>><<set $companion" + $companionSlotChosen + "Belly += either(700,800,900,1000,1100,1200,1500) + 500>><<endif>>" >>\n\t/% Rank 3 Belly. %/\n\t<<print "<<if $companion" + $companionSlotChosen + "Bodytype is 'guguetelle'>><<set $companion" + $companionSlotChosen + "Belly += either(700,800,900,1000) + 500>><<endif>>" >>\n\n\t/% Rank 1 Thighs. %/\n\t<<print "<<if ($companion" + $companionSlotChosen + "Bodytype is 'pear') or ($companion" + $companionSlotChosen + "Bodytype is 'thigh') or ($companion" + $companionSlotChosen + "Bodytype is 'bulging') or ($companion" + $companionSlotChosen + "Bodytype is 'bloatpear') or ($companion" + $companionSlotChosen + "Bodytype is 'blimpthigh')>><<set $companion" + $companionSlotChosen + "Thigh += either(500,600,700,800,900,1000) + 500>><<endif>>" >>\n\t/% Rank 2 Thighs. %/\n\t<<print "<<if ($companion" + $companionSlotChosen + "Bodytype is 'bulging') or ($companion" + $companionSlotChosen + "Bodytype is 'bloatpear') or ($companion" + $companionSlotChosen + "Bodytype is 'blimpthigh')>><<set $companion" + $companionSlotChosen + "Thigh += either(700,800,900,1000,1100,1200,1500) + 500>><<endif>>" >>\n\t/% Rank 3 Thighs. %/\n\t<<print "<<if $companion" + $companionSlotChosen + "Bodytype is 'blimpthigh'>><<set $companion" + $companionSlotChosen + "Thigh += either(700,800,900,1000) + 500>><<endif>>" >>\n\n\t/% Dregbub? %/\n\t<<print "<<set $companion" + $companionSlotChosen + "Breast += either(0,0,0,100,200,200,300,400,500,500,800,1000,1100,1200,1500,2000)>>">>\n\n\t<<print "<<if $companion" + $companionSlotChosen + "Breast gte 2000>><<set $companion" + $companionSlotChosen + "Breast += either(0,0,0,0,0,0,0,0,500,600,700,800,900,1000,1200,1500,2000)>><<endif>>">>\n\n\t/% Possible extra chub because chunky dregs are the cutest %/\n\t<<print "<<set $companion" + $companionSlotChosen + "Breast += either(0,0,0,0,100,200,200,300,400,500,500,800,1000)>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Thigh += either(0,0,0,100,200,200,300,400,500,500,800,1000)>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Belly += either(0,0,0,100,200,200,300,400,500)>>">>\n\n\t/% Combat stats %/\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Strength = random(30,40)>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Finesse = random(18,25)>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Armor = random(25,35)>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "MaxEnergy = either(30,32,32,34,36,38,40,44,48,50,60)>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Energy = $companion" + $companionSlotChosen + "MaxEnergy>>">>\n\n\t/% Class bonuses %/\n\n\t<<print "<<if $companion" + $companionSlotChosen + "Occupation is 'Mercine'>><<set $companion" + $companionSlotChosen + "Strength = random(30,40)>><<set $companion" + $companionSlotChosen + "Armor += random(2,6)>><<endif>>" >>\n\t<<print "<<if $companion" + $companionSlotChosen + "Occupation is 'Wildere'>><<set $companion" + $companionSlotChosen + "Finesse += random(4,12)>><<endif>>" >>\n\t<<print "<<if $companion" + $companionSlotChosen + "Occupation is 'Caviere'>><<set $companion" + $companionSlotChosen + "Energy += random(4,12)>><<set $companion" + $companionSlotChosen + "Energy = $companion" + $companionSlotChosen + "MaxEnergy>><<endif>>" >>\n\t/% Cosmetic %/\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Color = '" + $creatureColor + "'>>">>\n\n\t<<print "<<set $companion" + $companionSlotChosen + "Skin = either('round-scaled','fish-scaled','smooth-scaled','scaleless','plush','crystalline')>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Ears = either('fin','fin','fin','elf','winged')>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Eyes = '" + $fullChroma + "'>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Face = either('blunt','crocodile','beaked','gecko','serpent')>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Head = either('straight horns','spiral horns','smooth head','finned crest','lion mane','horse mane','bull horns','spike horns','unicorn horn','rhino horns','nose horn')>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Back = either('bat wings','bat wings','bat wings','bat wings','bat wings','feathered wings')>>">>\n\t<<print "<<set $companion" + $companionSlotChosen + "Tail = either('spade-tipped','heart-tipped','club-tipped','diamond-tipped','lion','smooth-tipped','wyvern')>>">>\n\n\t<<endif>>\n

/% ========== CREATURE DATABASE ========== %/\n\n/% $encFatten - How much gi will you gain by eating this? In real world terms, a pound of food is a big deal. 1 "pound"/gi = 10 encFatten. An average dog-sized critter would be about 100. \n\n$encBloat - How 'filling' this creature is, in stretch terms. Again looking at a real-world example, the average human would be pretty stuffed after eating a pound of food. New Boundless characters should start there, but it shouldn't be exceedingly difficult to work you way up over time. (On the other hand, a *little* time/effort would be good.) I need to work out a good 'feel' for the bloat ranges, but for now, starting $maxBelly is 100-- roughly half the size of the starting belly girth. \n\nTry to keep all of the encBloat sizes relative to each other.\n%/\n\n<<set $creatureInfo = 0; $creatureIntro = 0>>\n<<display ColorWheel>>\n\n/% I. Prey. %/\n\n\n/% ================== Fish %/\n\n<<if $encounter is "plump fish">><<set $encFatten = 10; $encBloat = 10; $fishResource = random(1,3); $fatResource = random(0,2); $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "fat fish">><<set $encFatten = 20; $encBloat = 30; $fishResource = random(1,3); $fatResource = random(1,3); $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "bloated fish">><<set $encFatten = 50; $encBloat = 80; $fishResource = random(10,15); $fatResource = random(5,10); $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "blimplike fish">><<set $encFatten = 70; $encBloat = 150; $fishResource = random(12,16); $fatResource = random(8,12); $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n/% ================== Wildlife %/\n\n<<if $encounter is "plump tiny woodland critter">><<set $encounter = either("plump weasel","plump squirrel","fattened chipmunk","fattened mouse"); $encFatten = 10; $encBloat = 10; $meatResource = random(1,3); $fatResource = random(1,2)>><<set $lootTable = 1; $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "plump woodland bird">><<set $encounter = either("plump duck","plump fowl","plump pheasant","plump pigeon","plump dove"); $encFatten = 10; $encBloat = 20; $poultryResource = random(1,3); $fatResource = random(1,2)>><<set $lootTable = 2; $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "plump night bird">><<set $encounter = either("plump owl","plump raven","fattened owl","fattened crow"); $encFatten = 10; $encBloat = 30; $poultryResource = random(1,3); $fatResource = random(1,2)>><<set $lootTable = 2>><<endif>>\n\n<<if $encounter is "fattened tiny woodland critter">><<set $encounter = either("plump rabbit","plump rat","plump raccoon","plump opossum","fattened weasel"); $encFatten = 20; $encBloat = 40; $meatResource = random(4,8); $fatResource = random(3,5)>><<set $lootTable = 1; $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "plump woodland critter">><<set $encounter = either("plump fawn","fattened rat","fattened rabbit","fattened rat","plump raccoon","plump opossum","bloated weasel");$encFatten = 20; $encBloat = 50; $meatResource = random(4,8); $fatResource = random(3,5)>><<endif>>\n\n<<if $encounter is "plump pest critter">><<set $encounter = either("plump rat","plump raccoon","plump opossum","bloated mouse");$encFatten = 20; $encBloat = 60; $meatResource = random(4,8); $fatResource = random(3,5); $encounterSpecial = either(0,"fleeing")>><<set $lootTable = 1>><<endif>>\n\n<<if $encounter is "fattened pest critter">><<set $encounter = either("fattened rat","fattened raccoon","fattened opossum","spherical mouse"); $encFatten = 30; $encBloat = 80; $meatResource = random(8,10); $fatResource = random(4,8)>><<set $lootTable = 1; $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "dusty snake">><<set $encFatten = 10; $encBloat = 100; $creatureBreasts = 1; $meatResource = random(2,3); $fatResource = random(1,3); $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "woodland borb">><<set $encounter = either("bloated crow borb","bloated sparrow borb","bloated raven borb","bloated owl borb","bloated robin borb","bloated jay borb","bloated cardinal borb","bloated finch borb"); $encFatten = 40; $encBloat = 120; $poultryResource = random(1,3); $fatResource = random(1,2)>><<set $lootTable = 2; $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "plump adder">><<set $encFatten = 40; $encBloat = 280; $meatResource = random(1,4); $fatResource = random(1,3)>><<endif>>\n\n<<if $encounter is "bloat-bellied jackal">><<set $encFatten = 40; $encBloat = 300; $meatResource = random(4,9); $fatResource = random(0,4)>><<endif>>\n\n<<if $encounter is "plump waterfowl">><<set $encounter = either("plump swan","plump goose","fattened duck"); $encFatten = 50; $encBloat = 350; $poultryResource = random(5,7); $fatResource = random(3,5)>><<endif>>\n\n<<if $encounter is "carrion birds">><<set $encounter = either("giant crow","hungry vulture","hungry buzzard"); $encFatten = 40; $encBloat = 500; $poultryResource = random(1,8); $fatResource = random(0,3); $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "bloated pest critter">><<set $encounter = either("bloated rat","bloated raccoon","bloated opossum"); $encFatten = 50; $encBloat = 300; $meatResource = random(8,10); $fatResource = random(10,15); $encounterSpecial = either(0,0,0,"fleeing")>><<set $lootTable = 1>><<endif>>\n\n<<if $encounter is "small plump farm beast">><<set $encounter = either("plump fawn","plump sheep","plump goat"); $encFatten = 30; $encBloat = 550; $meatResource = random(8,10); $fatResource = random(4,8)>><<endif>>\n\n<<if $encounter is "fattened waterfowl">><<set $encounter = either("fattened swan","spherical goose","spherical duck"); $encFatten = 60; $encBloat = 500; $poultryResource = random(5,7); $fatResource = random(3,5)>><<endif>>\n\n<<if $encounter is "small fattened farm beast">><<set $encounter = either("fattened fawn","fattened sheep","fattened goat","plump boar"); $encFatten = 80; $encBloat = 850; $meatResource = random(10,15); $fatResource = random(5,12)>><<endif>>\n\n<<if $encounter is "plump woodland beast">><<set $encounter = either("fattened fawn","plump boar","plump wolf"); $encFatten = 100; $encBloat = 500>><<set $meatResource = random(10,15); $fatResource = random(5,10); $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "birds of prey">><<set $encounter = either("golden eagle","grand hawk","kaelani eagle"); $encFatten = 60; $encBloat = 500>><<set $poultryResource = random(1,8); $fatResource = random(0,3); $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "wasteland hyena">><<set $encFatten = 80; $encBloat = 900>><<set $meatResource = random(8,12); $fatResource = random(3,6)>><<endif>>\n\n<<if $encounter is "fattened woodland beast">><<set $encounter = either("plump deer","plump horse","fattened boar","fattened wolf"); $encFatten = 80; $encBloat = 1000>><<set $meatResource = random(12,16); $fatResource = random(8,12); $encounterSpecial = either(0,0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "blimped swan">><<set $encFatten = 90; $encBloat = 500>><<set $poultryResource = random(7,13); $fatResource = random(20,40)>><<endif>>\n\n<<if $encounter is "chubby wasteland hyena">><<set $encFatten = 120; $encBloat = 1100>><<set $meatResource = random(10,15); $fatResource = random(5,10)>><<endif>>\n\n<<if $encounter is "plump farm beast">><<set $encounter = either("plump cow","plump deer","plump horse","blubbery goat","blubbery fawn","blubbery sheep","fattened boar","plump adephagian"); $encFatten = 160; $encBloat = 1200>><<set $meatResource = random(12,16); $fatResource = random(8,18)>><<endif>>\n\n<<if $encounter is "plump large woodland beast">><<set $encounter = either("plump bear","plump deer","plump stag","fattened boar","fattened wolf"); $encFatten = 200; $encBloat = 1800>><<set $meatResource = random(12,16); $fatResource = random(8,12); $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "fattened serpent">><<set $encFatten = 300; $encBloat = 1750; $fishResource = random(20,40); $fatResource = random(30,50)>><<endif>>\n\n<<if $encounter is "fattened large woodland beast">><<set $encounter = either("fattened deer","fattened stag", "plump buffalo","fattened bear","spherical wolf","spherical boar"); $encFatten = 300; $encBloat = 2000>><<set $meatResource = random(20,35); $fatResource = random(18,32); $encounterSpecial = either(0,0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "fattened farm beast">><<set $encounter = either("fattened cow","fattened deer","fattened horse"); $encFatten = 350; $encBloat = 2100; $meatResource = random(16,20); $fatResource = random(16,24)>><<endif>>\n\n<<if $encounter is "fattened unicorn">><<set $encFatten = 350; $encBloat = 2100>><<set $meatResource = random(20,35); $fatResource = random(18,32)>><<endif>>\n\n<<if $encounter is "force-fed briarrose hyena">><<set $encFatten = 350; $encBloat = 2500>><<set $meatResource = random(20,35); $fatResource = random(24,32)>><<endif>>\n\n<<if $encounter is "blubbery farm beast">><<set $encounter = either("blubbery cow","blubbery deer","blubbery horse"); $encFatten = 400; $encBloat = 3000>><<set $meatResource = random(20,25); $fatResource = random(16,35)>><<endif>>\n\n<<if $encounter is "bloated large woodland beast">><<set $encounter = either("bloated deer","bloated stag","fattened buffalo","bloated unicorn","spherical bear"); $encFatten = 500; $encBloat = 3500>><<set $meatResource = random(25,40); $fatResource = random(40,55)>><<endif>>\n\n<<if $encounter is "blubber-stuffed serpent">><<set $encFatten = 650; $encBloat = 3000>><<set $fishResource = random(80,100); $fatResource = random(60,120)>><<endif>>\n\n<<if $encounter is "spherical large woodland beast">><<set $encounter = either("spherical stag","spherical buffalo","spherical unicorn"); $encFatten = 700; $encBloat = 4500>><<set $meatResource = random(20,45); $fatResource = random(72,99)>><<endif>>\n\n<<if $encounter is "fattened crocodilian">><<set $encounter = either("fattened crocodile","fattened alligator"); $encFatten = 750; $encBloat = 4000>><<set $meatResource = random(20,40); $fatResource = random(30,50); $fishResource = random(0,10)>><<endif>>\n\n<<if $encounter is "blimp crocodilian">><<set $encounter = either("blimplike crocodile","blimplike alligator"); $encFatten = 850; $encBloat = 5500>><<set $meatResource = random(80,100); $fatResource = random(60,120); $fishResource = random(0,35)>><<endif>>\n\n\n/% ================== People %/\n\n\n<<if $encounter is "dying mutant">><<set $encFatten = 10; $encBloat = 400>><<set $meatResource = random(0,3); $fatResource = random(0,3)>><<endif>>\n\n<<if $encounter is "irradiated survivor">><<set $encFatten = 20; $encBloat = 500; $creatureBreasts = 1>><<set $meatResource = random(2,14); $fatResource = random(0,9); $encounterSpecial = either(0,0,"fleeing")>><<endif>>\n\n<<if $encounter is "scrabbling mutant">><<set $encFatten = 30; $encBloat = 600>><<set $meatResource = random(0,3); $fatResource = random(0,3)>><<endif>>\n\n<<if $encounter is "writhing mutant">><<set $encFatten = 50; $encBloat = 800; $creatureBreasts = either(0,1)>><<set $meatResource = random(3,9); $fatResource = random(2,12)>><<endif>>\n\n<<if $encounter is "plump adephagian">><<set $encFatten = 70; $encBloat = 1350>><<set $meatResource = random(12,16); $fatResource = random(8,18)>><<endif>>\n\n<<if $encounter is "balloon-bellied tendril victim">><<set $encFatten = 80; $encBloat = 2000; $creatureBreasts = 1>><<set $meatResource = random(5,12); $fatResource = random(8,16)>><<endif>>\n\n<<if $encounter is "flabby mutant arka">><<set $encFatten = 100; $encBloat = 1500; $creatureBreasts = 1>><<set $meatResource = random(5,12); $fatResource = random(8,16)>><<endif>>\n\n<<if $encounter is "fattened adephagian">><<set $encFatten = 150; $encBloat = 2250; $creatureBreasts = 1>><<set $meatResource = random(5,12); $fatResource = random(25,40)>><<endif>>\n\n<<if $encounter is "overinflated arka">><<set $encFatten = 100; $encBloat = 2500>><<set $meatResource = random(5,12); $fatResource = random(15,20)>><<endif>>\n\n<<if $encounter is "blubbery adephagian">><<set $encFatten = 200; $encBloat = 2800; $creatureBreasts = 1>><<set $meatResource = random(4,10); $fatResource = random(35,65)>><<endif>>\n\n<<if $encounter is "blubber-bloated arka">><<set $encFatten = 250; $encBloat = 3000; $creatureBreasts = 1>><<set $meatResource = random(5,12); $fatResource = random(16,30)>><<endif>>\n\n<<if $encounter is "immobile adephagian">><<set $encFatten = 250; $encBloat = 3500; $creatureBreasts = 1>><<set $meatResource = random(3,8); $fatResource = random(50,75)>><<endif>>\n\n<<if $encounter is "immobile arka">><<set $encFatten = 300; $encBloat = 3800; $creatureBreasts = 1>><<set $meatResource = random(4,16); $fatResource = random(35,55)>><<endif>>\n\n<<if $encounter is "blimplike adephagian">><<set $encFatten = either(250,300,350,400); $encBloat = ($encFatten * 11); $creatureBreasts = 1>><<set $meatResource = random(5,12); $fatResource = random(70,115)>><<endif>>\n\n<<if $encounter is "creaking tendril victim">><<set $encFatten = 80; $encBloat = either(3200,3250,3300,3350,3400,3450,3500); $creatureBreasts = 1>><<set $meatResource = random(5,12); $fatResource = random(8,16)>><<endif>>\n\n<<if $encounter is "immobile tendril victim">><<set $encFatten = 500; $encBloat = 5500; $creatureBreasts = 1>><<set $meatResource = random(6,20); $fatResource = random(55,100)>><<endif>>\n\n<<if $encounter is "quivering ball of bloated flesh">><<set $encFatten = either(400,450,500,550,600,650,700,800,900,1000); $encBloat = ($encFatten * 11); $creatureBreasts = 1>><<set $meatResource = random(4,24); $fatResource = random(100,250)>><<endif>>\n\n\n/% ================== Leupai %/\n\n\n<<if $encounter is "darkling">><<set $encFatten = 30; $encBloat = 1000; $leupaiResource = random(5,12); $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "fyynling">><<set $encFatten = 100; $encBloat = 1000; $leupaiResource = random(4,8); $fatResource = random(5,7); $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "bloated darkling">><<set $encFatten = 80; $encBloat = 2500; $leupaiResource = random(14,24); $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "swollen fyynling">><<set $encFatten = 150; $encBloat = 1500; $leupaiResource = random(10,16); $fatResource = random(8,12); $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "blimplike darkling">><<set $encFatten = 100; $encBloat = 7000>><<set $leupaiResource = random(15,32); $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "enormous fyynling">><<set $encFatten = 300; $encBloat = 5000>><<set $leupaiResource = random(15,25); $fatResource = random(10,16); $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "blubber-bound fragmentari">><<set $encFatten = 2000; $encBloat = 28000>><<set $dragonResource = random(32,65); $fatResource = random(450,850); $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "rippling astar">><<set $encFatten = 2500; $encBloat = 30000>><<set $dragonResource = random(32,65); $fatResource = random(450,850); $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "rose-kissed fragmentari">><<set $encFatten = either(7000,7500,8000,8500,9000,9500,10000); $encBloat = ($encFatten * 11); $dragonResource = random(24,48); $fatResource = random(500,550); $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "rose-kissed astar">><<set $encFatten = either(9000,9500,10000,10500,11000,11500,12000,12500); $encBloat = ($encFatten * 11); $dragonResource = random(24,48); $fatResource = random(500,550); $encounterFlag = "leupai">><<endif>>\n\n/% ================== Mythical %/\n\n\n<<if $encounter is "chubby whelpling">><<set $encFatten = 50; $encBloat = 150; $dragonResource = random(2,5); $fatResource = random(2,6)>><<endif>>\n\n<<if $encounter is "gluttonous whelp">><<set $encFatten = 100; $encBloat = 350; $dragonResource = random(5,7); $fatResource = random(8,12)>><<endif>>\n\n<<if $encounter is "wasting stygian">><<set $encFatten = 100; $encBloat = 1000; $dragonResource = random(8,12)>><<endif>>\n\n<<if $encounter is "plump drake">><<set $encFatten = 150; $encBloat = 2500; $dragonResource = random(10,12); $fatResource = random(15,25)>><<endif>>\n\n<<if $encounter is "bloat-bellied drake">><<set $encFatten = 200; $encBloat = 3500; $dragonResource = random(18,24); $fatResource = random(30,40)>><<endif>>\n\n<<if $encounter is "overinflated mythosi">><<set $encFatten = 250; $encBloat = 5000; $dragonResource = random(25,28); $fatResource = random(50,75)>><<endif>>\n\n<<if $encounter is "gluttonous stygian">><<set $encFatten = 350; $encBloat = 3500; $dragonResource = random(20,24); $fatResource = random(60,85)>><<endif>>\n\n<<if $encounter is "engorged wyvern">><<set $encFatten = 500; $encBloat = 5000; $dragonResource = random(28,32); $fatResource = random(100,125)>><<endif>>\n\n<<if $encounter is "force-fed stygian">><<set $encFatten = 600; $encBloat = 6000; $dragonResource = random(16,24); $fatResource = random(40,65)>><<endif>>\n\n<<if $encounter is "force-fed mythosi">><<set $encFatten = 750; $encBloat = 12000; $dragonResource = random(15,24); $fatResource = random(150,200)>><<endif>>\n\n<<if $encounter is "blimp-bellied mythosi">><<set $encFatten = 800; $encBloat = 36000; $dragonResource = random(15,24); $fatResource = random(150,200)>><<endif>>\n\n<<if $encounter is "blubber-bloated mythosi">><<set $encFatten = 900; $encBloat = 15000; $dragonResource = random(12,24); $fatResource = random(250,350)>><<endif>>\n\n<<if $encounter is "fyynling-engorged mythosi">><<set $encFatten = 1500; $encBloat = 18000; $dragonResource = random(16,28); $fatResource = random(350,650); $creatureBreasts = either(0,1)>><<endif>>\n\n<<if $encounter is "rose-kissed wyvern">><<set $encFatten = either(2500,2800,3000,3300,3500,4000,4500); $encBloat = ($encFatten * 10); $dragonResource = random(24,48); $fatResource = random(500,550)>><<endif>>\n\n<<if $encounter is "rose-kissed stygian">><<set $encFatten = either(3000,3300,3500,4000,4500,5000,5500,6000,6500,7000); $encBloat = ($encFatten * 10); $dragonResource = random(24,48); $fatResource = random(500,550)>><<endif>>\n\n<<if $encounter is "rose-kissed mythosi">><<set $encFatten = either(5000,5500,6000,6500,7000,7500,8000); $encBloat = ($encFatten * 10); $dragonResource = random(24,48); $fatResource = random(500,550)>><<endif>>\n\n\n\n/% II. Consumable Interactives. %/\n\n\n/% ================== Wildlife %/\n\n\n<<if $encounter is "amplibaene">><<set $encFatten = 0; $encBloat = 20; $predDesc = "Pick it up!"; $CreatureEffects = 1; $inedible = 1>><<endif>>\n\n\n/% ================== Mythical %/\n\n<<if $encounter is "small slime">><<set $encFatten = 0; $encBloat = 500; $predDesc = "Swallow it!"; $CreatureEffects = 1; $creatureNoBelly = 1; $inedible = 1>><<endif>>\n\n<<if $encounter is "slime">><<set $encFatten = 0; $encBloat = 2500; $predDesc = "Swallow it!"; $CreatureEffects = 1; $creatureNoBelly = 1; $inedible = 1>><<endif>>\n\n<<if $encounter is "enormous slime">><<set $encFatten = 0; $encBloat = 6500; $predDesc = "Swallow it!"; $CreatureEffects = 1; $creatureNoBelly = 1; $inedible = 1>><<endif>>\n\n/% ================== Leupai %/\n\n<<if $encounter is "fyynling-possessed horror">><<set $encFatten = either(750,800,850,900,950,1000,1050,1100,1150,1200,1250,1300,1350,1400,1450,1500,1600,1700,1800,1900,2000,2100,2200,2300,2400,2500); $encBloat = ($encFatten * 10); $predDesc = "Submit!"; $CreatureEffects = 1; $inedible = 1; $creatureBreasts = 1; $encounterFlag = "leupai">><<endif>>\n\n\n/% III. Inedible Interactives. %/\n\n\n/% ================== People %/\n\n\n<<if $encounter is "wild-eyed culinet">><<set $encFatten = 0; $encBloat = 0; $predDesc = "Approach"; $CreatureEffects = 1; $inedible = 1; $creatureBreasts = 1>><<endif>>\n\n<<if $encounter is "friendly-looking passerby">><<set $encFatten = 0; $encBloat = 0; $predDesc = "Approach"; $CreatureEffects = 1; $inedible = 1; $creatureBreasts = 1>><<endif>>\n\n\n/% ================== Leupai %/\n\n<<if $encounter is "coaxing tendril">><<set $encounter = "coaxing tendril"; $encFatten = 150; $encBloat = 3000; $predDesc = "Approach!"; $CreatureEffects = 1; $creatureNoBelly = 1; $inedible = 1; $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "feeder tendril">><<set $encounter = "feeder tendril"; $encFatten = 250; $encBloat = 1500; $predDesc = "Approach!"; $CreatureEffects = 1; $creatureNoBelly = 1; $inedible = 1; $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "hose tendril">><<set $encounter = "hose tendril"; $encFatten = 50; $encBloat = 1000; $predDesc = "Approach!"; $CreatureEffects = 1; $creatureNoBelly = 1; $inedible = 1; $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "overstuffed helene">><<set $encFatten = either(20,30,40,50,60,70,80,90,100); $encBloat = 1000; $predDesc = "Kiss it!"; $CreatureEffects = 1; $inedible = 1; $creatureBreasts = 1; $creatureInfo = "It wants a kiss!"; $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "blubber-bellied helene">><<set $encFatten = either(20,30,40,50,60,70,80,90,100); $encBloat = 1000; $predDesc = "Kiss it!"; $CreatureEffects = 1; $inedible = 1; $creatureBreasts = 1; $creatureInfo = "It wants a kiss!"; $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "huge-breasted helene">><<set $encFatten = either(20,30,40,50,60,70,80,90,100); $encBloat = 1000; $predDesc = "Kiss it!"; $CreatureEffects = 1; $inedible = 1; $creatureBreasts = 1; $creatureInfo = "It wants a kiss!"; $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "blimp-thighed helene">><<set $encFatten = either(20,30,40,50,60,70,80,90,100); $encBloat = 1000; $predDesc = "Kiss it!"; $CreatureEffects = 1; $inedible = 1; $creatureBreasts = 1; $creatureInfo = "It wants a kiss!"; $encounterFlag = "leupai">><<endif>>\n\n<<if $encounter is "predatory leupai">><<set $encFatten = 0; $encBloat = 0; $predDesc = "Wait..."; $CreatureEffects = 1; $inedible = 1; $creatureBreasts = 1; $encounterFlag = "leupai"; $creatureIntro = -1; $leupaiBloated = either(0,0,0,0,0,1,1,2)>><<endif>>\n\n<<if $encounter is "mutant amplipai">><<set $encFatten = 0; $encBloat = 200; $predDesc = "Approach!"; $CreatureEffects = 1; $inedible = 1; $encounterFlag = "leupai">><<endif>>\n\n\n/% ================== Mythical %/\n\n<<if $encounter is "raging adiposa mythosi">><<set $encFatten = either(50,60,70,80,90,100,110,120,130,140,150,160,170,180,190,200); $encBloat = either(500,550,600,650,700,750,800,850,900,950,1000); $predDesc = "Approach!"; $CreatureEffects = 1; $inedible = 1>><<endif>>\n\n<<if $encounter is "raging gelatinous mythosi">><<set $encFatten = 0; $encBloat = either(500,550,600,650,700,750,800,850,900,950,1000,1050,1100,1150,1200,1250,1300,1350,1400,1450,1500); $predDesc = "Approach!"; $CreatureEffects = 1; $inedible = 1>><<endif>>\n\n<<if $encounter is "raging confectionary mythosi">><<set $encFatten = 0; $encBloat = either(500,550,600,650,700,750,800,850,900,950,1000,1050,1100,1150,1200,1250,1300,1350,1400,1450,1500); $predDesc = "Approach!"; $CreatureEffects = 1; $inedible = 1>><<endif>>\n\n<<if $encounter is "raging blimp mythosi">><<set $encFatten = 0; $encBloat = either(500,550,600,650,700,750,800,850,900,950,1000,1050,1100,1150,1200,1250,1300,1350,1400,1450,1500); $predDesc = "Approach!"; $CreatureEffects = 1; $inedible = 1>><<endif>>\n\n<<if $encounter is "celestial mythosi">><<set $creatureIntro = "rare"; $predDesc = "Approach!"; $CreatureEffects = 1; $inedible = 1; $creatureColor = $pastelChroma>><<endif>>\n\n\n/% IV. Image directory? \n\nHave creatures pick up their images here, by name. That way it won't matter if they're part of a randomized set. %/\n\n\n<<if $encounter is "amplibaene">><<set $encImg = "amplibaene">><<endif>>\n<<if $encounter is "small slime">><<set $encImg = "small_slime">><<endif>>\n<<if $encounter is "slime">><<set $encImg = "slime">><<endif>>\n<<if $encounter is "enormous slime">><<set $encImg = "enormous_slime">><<endif>>\n<<if ($encounter is "fyynling") or ($encounter is "swollen fyynling") or ($encounter is "enormous fyynling")>><<set $encImg = "fyynling">><<endif>>\n<<if $encounter is "fyynling-possessed horror">><<set $encImg = "fyynling_horror">><<endif>>\n<<if ($encounter is "fattened unicorn") or ($encounter is "bloated unicorn") or ($encounter is "spherical unicorn")>><<set $encImg = "fattened_unicorn">><<endif>>\n<<if $encounter is "coaxing tendril">><<set $encImg = "coaxing_tendril">><<endif>>\n<<if $encounter is "feeder tendril">><<set $encImg = "feeder_tendril">><<endif>>\n<<if $encounter is "hose tendril">><<set $encImg = "hose_tendril">><<endif>>\n<<if $encounter is "overstuffed helene">><<set $encImg = "overstuffed_helene">><<endif>>\n<<if $encounter is "blubber-bellied helene">><<set $encImg = "blubber-bellied_helene">><<endif>>\n<<if $encounter is "huge-breasted helene">><<set $encImg = "huge-breasted_helene">><<endif>>\n<<if $encounter is "blimp-thighed helene">><<set $encImg = "blimp-thighed_helene">><<endif>>\n<<if $encounter is "blimp-bellied mythosi">><<set $encImg = "blimp-bellied_mythosi" + $creatureColor>><<endif>>\n<<if $encounter is "celestial mythosi">><<set $encImg = "mythosi_celestial-" + $creatureColor>><<endif>>\n\n/% V. Special additions %/\n\n/% leupai avoid people with vitae in their system. %/\n\n<<if ($vitaePPM gt 0) and ($encounterFlag is "leupai")>><<set $encounterSpecial = "fleeing">><<endif>>

<<nobr>><<display ZoneBackgrounds>>\n/% Discarding everything but worn clothes %/\n<<if $discardWorn is 0>><<print "<<set $" + $itemID + " = 0>>">>\n\n/% Discarding worn clothes %/\n<<elseif $discardWorn is 1>>\n\n<<if $wearType is "top">><<set $topWorn = "nothing"; $topElasticity = 0; $topElasticityMax = 0>>\n<<elseif $wearType is "belt">><<set $beltWorn = "nothing"; $beltElasticity = 0; $beltElasticityMax = 0>>\n<<elseif $wearType is "pants">><<set $pantsWorn = "nothing"; $pantsElasticity = 0; $pantsElasticityMax = 0>><<endif>>\n\n\n<<set $discardWorn = 0>><<endif>>\n\n<<endnobr>>You throw your <<print $itemName>> to the winds.\n<hr>[[Continue.|Inventory]]

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

/% ========== BODY DATABASE ========== %/\n\n/% Body parts genes & base setup for player species & transformations. %/\n\n/% =========================================================================== %/\n\n<<set $playerHead = 0; $playerFace = 0; $playerBack = 0; $playerWings = 0; $playerTail = 0>>\n\n<<if $species is "post-human">>\n\n/% Human Defaults %/\n\n\t<<set $playerEarNumber = 2; $playerEyeNumber = 2; $playerArmNumber = 2; $playerLegNumber = 2>>\n\n\t<<set $playerHead = 0; $playerEars = "round"; $playerEyes = 0; $playerFace = 0; $playerSkin = 0; $playerBody = "humanoid"; $playerBack = 0; $playerWings = 0; $playerTail = 0>>\n\n<<endif>>\n\n/% ================================================ %/\n\n<<if $species is "aladeri">>\n\n/% Aladeri Defaults %/\n\n\t<<set $playerEarNumber = 2; $playerEyeNumber = 2; $playerArmNumber = 2; $playerLegNumber = 2>>\n\n\t<<set $playerHead = 0; $playerFace = 0; $playerEars = "fae"; $playerEyes = 0; $playerFace = 0; $playerSkin = 0; $playerBody = "humanoid"; $playerBack = 0; $playerWings = 0; $playerTail = 0>>\n\n\t<<if $subspecies is "keldori">><<set $playerEyeColor = either("indigo","blue","teal","silver")>>\n\t<<elseif $subspecies is "sindori">><<set $playerEyeColor = either("teal","green","yellow","golden")>>\n\t<<elseif $subspecies is "miradori">><<set $playerEyeColor = either("red","magenta","pink","violet")>><<endif>>\n\n<<endif>>\n\n<<if $species is "arka">>\n\n/% Arka Defaults %/\n\n\t<<set $playerEarNumber = 2; $playerEyeNumber = 2; $playerArmNumber = 2; $playerLegNumber = 2>>\n\n\t<<set $playerHead = 0; $playerEars = either("round","triangular","long","double","winged","finned","split","fae","equine","spike","ribbon","lop"); $playerEyes = 0; $playerSkin = either(0,0,0,0,0,"scaled","fish-scaled","carapaced","furry","velvet","crystalline","slick","plush","stitched","feathered","glittery"); $playerBody = "humanoid"; $playerBack = 0; $playerWings = 0; $playerTail = either(0,0,0,0,0,"cotton","long","crocodilian","rat","equine","leonine","feline","rooster","phoenix","dragon","gecko","club","canine","bushy","feathered","carnosaur","sauropod","fox")>>\n\n\t<<set $playerFace = $subspecies>>\n\n\t<<if ($subspecies is "pegasus") or ($subspecies is "unicorn")>><<set $playerFace = "horse">><<endif>>\n\t<<if ($subspecies is "pegasus") or ($subspecies is "peryton")>><<set $playerWings = "mini feather wings">><<endif>>\n\t<<if $subspecies is "cat">><<set $playerEyes = "cat">><<endif>>\n\t<<if $subspecies is "unicorn">><<set $playerHead = "horn">><<endif>>\n\t<<if ($subspecies is "deer") or ($subspecies is "peryton")>><<set $playerFace = "deer"; $playerHead = "antlers">><<endif>>\n\t<<if $subspecies is "moth">><<set $playerHead = "antennae"; $playerWings = "mini moth wings">><<endif>>\n\t<<if ($subspecies is "chimaera") or ($subspecies is "lion") or ($subspecies is "hyena") or ($subspecies is "horse")>><<set $playerHead = "mane">><<endif>>\n\t<<if $subspecies is "squid">><<set $playerHead = "tendrils">><<endif>>\n\n<<endif>>

<<display ZoneBackgrounds>><center><<print "[img[$companion" + $viewingCompanion + "img]]">></center><<if $compEffect is "breath">><<display RevecroixRandomizer>><<display ColorWheel>>\s\n\s\n\s\n\s\n/% ===================================================== %/\s\n/% Dragonbreath %/\s\n\s\n<<if ($breathType is "Fire") or ($breathType is "Ice") or ($breathType is "Poison")>>\s\n/% Bad Breath %/\s\n\s\n<<if ($compPersonality is "misfit") or ($compPersonality is "anarchist") or ($compPersonality is "touchy") or ($compPersonality is "calculator")>>\s\n/% ...whatever you want, dude %/\s\n\n<<print $compName>> shrugs, takes a deep breath... ''and then blasts you with its <<print $breathType>> breath!''<<set $pain += $companion1Energy * either(1,1,1,2,3); $lethalKO = 1; $companion1Energy -= 20>><<if $breathType is "Fire">><<set $deathCause = "incineration">><<elseif $breathType is "Ice">><<set $deathCause = "freezing">><<elseif $breathType is "Poison">><<set $deathCause = "poison">><<endif>>\n"<<print either("Was that what you wanted?","How's that?","Did I do good?","I, ah, hope that was good for you...","I don't know why you wanted me to do that, but there you go.","Happy?","Satisfied?","I don't know what to say.","I don't know what you expected...")>>"<<else>>\s\n/% ...how about no %/\s\n\n<<print $compName>> looks at you with concern. "<<print either("Uhh... no.","Uhh... no?","I don't think you actually want that.","You don't want that.","That's a bad idea.","That's a TERRIBLE idea!","I'd rather not murder you.","Um...")>>"<<endif>>\s\n/% Good(?) Breath %/\s\n\s\n<<else>>\s\n\n<<print $compName>> shrugs, takes a deep breath... ''and then blasts you with its magical breath!''<<set $companion1Energy -= 20>>\n<<nobr>>\n\n<<endnobr>><<if $breathType is "Magical">><<set $breathType = either("Fattening","Bloating","Confectionary","Slime","Bursting")>><<endif>><<nobr>>\n\n<<endnobr>><<if $breathType is "Fattening">>\n''You gasp and groan as your body bloats softer and fatter!''<<set $pain += random(20,30); $health = "Sore"; $lethalKO = 1; $deathCause = either("explosion","fat suffocation")>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<endif>><<nobr>>\n\n<<endnobr>><<if $breathType is "Bloating">>\n''You gasp and groan as your belly and breasts swell up like balloons!''<<set $maxBelly += either(0,0,0,10,10,20); $maxBreast += either(0,0,0,10,10); $bellyBloat += $maxBelly * 10; $breastBloat += $maxBreast * 10; $milkType = "whipped cream"; $milkFat += $milkFat; $stretchMod += either(10,20,30,40,50); $pain += random(12,24); $health = "Sore"; $lethalKO = 1; $deathCause = "explosion">><<endif>><<nobr>>\n\n<<endnobr>><<if $breathType is "Confectionary">>\n''You gasp and groan as your belly bloats tight with treats, creaking as it fills to its limit!''<<set $calories += either(500,600,700,800,900,1000,1100,1200,1500); $bellyBloat += $maxBelly * 10; $pain += random(20,30); $health = "Sore"; $lethalKO = either(0,1); $deathCause = "burst belly"; $esurience += random(3,8)>><<endif>><<nobr>>\n\n<<endnobr>><<if $breathType is "Slime">>\n''You gasp and groan as your belly and breasts jiggle and bounce, swelling full and heavy with liquid!''<<set $bellyBloat += $maxBelly * 3; $bellyLiquid += $bellyBloat; $breastBloat += $maxBreast * 3; $storedMilk += $maxBreast/2; $milkFat = 0; $milkType = "slime"; $pain += random(20,30); $health = "Sore"; $lethalKO = 1; $deathCause = either("explosion","drowned","fat suffocation"); $randomizer = either(0,1,2)>><<nobr>>\n\n<<if $randomizer is 1>><<set $slimeBellyParasite = 1; $slimeBellyParaLoad += $maxBelly * random(2,4)>><<endif>>\n<<if $randomizer is 2>><<set $slimeBreastParasite = 1; $slimeBreastParaLoad += $maxBreast * random(2,4)>><<endif>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $breathType is "Bursting">>\n''You cry out in pain and shock as your belly and breasts suddenly blimp up ENORMOUSLY!''<<set $maxBelly += either(10,10,20,30); $maxBreast += either(10,10,10,20); $bellyBloat += $maxBelly * 10; $breastBloat += $maxBreast * 10; $milkType = "whipped cream"; $milkFat += $milkFat; $stretchMod += either(10,20,30,40,50); $pain += random(24,36); $health = "Pained"; $lethalKO = 1; $deathCause = "explosion">><<endif>><<nobr>>\n\n<<endnobr>><<if $breathType is "Adiposal">>\n''You cry out in pain and shock as your body rapidly expands, rippling as it piles up with fat!''\n<mutation>You groan and squirm,'' watching as your softening, surging flesh billows up and out around you like rising dough...''</mutation><<nobr>><<set $pain += random(45,70); $health = "Pained"; $lethalKO = 1; $deathCause = either("explosion","fat suffocation"); $species = "arka"; $substatus = "adiposa"; $subspecies = $randomArka; $bodyColor = $fullChroma>><<display ExpandBodytype>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $breathType is "Blimping">>\n''You cry out in pain and shock as your body rapidly inflates, blowing you up like a balloon as your skin creaks and rubberizes!''\n<mutation>Gasping, you grit your teeth, ''watching helplessly as you swell bigger and bigger and //bigger//, your skin brightening...''</mutation><<nobr>><<display ExpandBodytype>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<set $leupoilPoisoning = 0; $maxBelly = ($maxBelly * either(2,3,5)); $maxBreast += ($maxBreast * either(2,3,5)); $pain += random(45,70); $health = "Pained"; $lethalKO = 1; $deathCause = "explosion"; $species = "arka"; $substatus = "balloon"; $subspecies = $randomArka; $bodyColor = $briteChroma>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $breathType is "Sweetening">>\n''You cry out in pain and shock as your belly bloats so huge, round, and tight that you swear you're going to burst!''\n<mutation>Your body begins to expand, too, ''plumping up rapidly as your flesh shifts and changes into something... sweeter...''</mutation><<nobr>><<display ExpandBodytype>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<set $calories += either(1000,1100,1200,1300,1400,1500,1600,1800,2000,2500,3000); $bellyBloat += $maxBelly * either(2,3,5); $pain += random(45,70); $health = "Pained"; $lethalKO = either(0,1); $deathCause = "burst belly"; $esurience += random(3,8); $species = "arka"; $substatus = "confectionary"; $subspecies = $randomArka; $bodyColor = $fullChroma>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $breathType is "Jellifying">>\n''You cry out in pain and shock as your belly and breasts inflate ENORMOUSLY, jiggling and creaking as they bloat bigger and bigger!''\n<mutation>Your body balloons too, ''wobbling and gurgling as your flesh softens and shifts in color...''</mutation><<nobr>><<display ExpandBodytype>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<set $bellyBloat += $maxBelly * 5; $bellyLiquid += $bellyBloat; $breastBloat += $maxBreast * 5; $storedMilk += $maxBreast; $milkFat = 0; $milkType = "slime"; $pain += random(45,70); $health = "Pained"; $lethalKO = 1; $deathCause = either("explosion","drowned","fat suffocation"); $species = "arka"; $substatus = "slime"; $subspecies = $randomArka; $bodyColor = $briteChroma>>\n\n<<if $randomizer is 1>><<set $slimeBellyParasite = 1; $slimeBellyParaLoad += $maxBelly * random(2,4)>><<endif>>\n<<if $randomizer is 2>><<set $slimeBreastParasite = 1; $slimeBreastParaLoad += $maxBreast * random(2,4)>><<endif>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<if $breathType is "Pillowing">>\n''You cry out in pain and shock as your body bulges and expands, puffing up rounder and rounder!''\n<mutation>You squirm and gasp,'' scratching at your skin as it becomes soft and cottony, your inflating torso and limbs practically bursting open at the... //seams?!//''</mutation><<nobr>><<set $pain += random(45,70); $health = "Pained"; $lethalKO = 1; $deathCause = either("explosion","belly burst"); $species = "arka"; $substatus = "plush"; $subspecies = $randomArka; $bodyColor = $briteChroma>><<display ExpandBodytype>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<display FatSurge>><<endnobr>><<endif>><<nobr>>\n\n<<endnobr>><<endif>><<endif>><<nobr>>\n\n\n\n<<display Metabolism>><<display Effects>><<endnobr>><hr>[[Continue.|Companions]]

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

/% ========================================================= %/\n/% Metabolism soft caps by species. %/\n\n/% Slime family; no cap %/\n<<if ($species is "slime") or ($species is "blubberslime") or ($species is "fyynling")>>\n\n/% No cap. %/\n\n<<endif>>\n\n/% Leupai family; high-end gain cap %/\n<<if ($species is "leupai") or ($species is "erinyi") or ($species is "somnian") or ($species is "helene")>>\n\n/% 1 in 5 chance of -1 gain reduction per round once gain exceeds 10/round %/\n<<if $metaGain gt 100>><<set $metaGain -= either(0,0,0,0,10)>><<endif>><<endif>>\n\n\n/% Mythosi and Adephagian; middling gain cap %/\n<<if ($species is "mythosi") or $species is "adephagian">>\n\n/% 1 in 3 chance of -1 gain reduction per round once gain exceeds 5/round %/\n<<if $metaGain gt 50>><<set $metaGain -= either(0,0,0,0,10)>><<endif>><<endif>>\n\n\n/% Post-human, Arka, and Aladeri; low-end gain cap %/\n<<if ($species is "post-human") or ($species is "arka") or ($species is "aladeri")>>\n\n/% 1 in 3 chance of -1 gain reduction per round once gain exceeds 3/round %/\n<<if $metaGain gt 30>><<set $metaGain -= either(0,0,10)>><<endif>>\n\n\n\n<<endif>>

<<nobr>><<display ZoneBackgrounds>><<if $pauseGeneration is 0>>\n\n<<set $newQuaggyName1 = 0; $newQuaggyName2 = 0; $newQuaggyColor = 0; $newQuaggyGirth = 0>>\n<<set $newQuaggyStrength = 0; $newQuaggyFinesse = 0; $newQuaggyEnergy = 0; $newQuaggyArmor = 0>>\n\n/% ====================================================================================================================== %/\n/% Step 1 - what kind of quaggy is this? %/\n\n<<set $randomizer = random(1,3)>>\n<<if $randomizer is 1>><<set $newQuaggySubspecies = $species>>\n<<elseif $randomizer is 2>><<set $newQuaggySubspecies = $quaggySubspecies1>>\n<<elseif $randomizer is 3>><<set $newQuaggySubspecies = $quaggySubspecies2>><<endif>>\n\n<<if $newQuaggySubspecies is 0>><<set $newQuaggySubspecies = $species>><<endif>>\n\n/% 1A - take the species result and convert it into a leupai result, if necessary %/\n\n<<if $newQuaggySubspecies is "post-human">><<set $newQuaggySubspecies = "belmere">>\n\n<<elseif $newQuaggySubspecies is "aladeri">><<set $newQuaggySubspecies = either("ouinsel","kaelani")>>\n\n<<elseif $newQuaggySubspecies is "slime">><<set $newQuaggySubspecies = "belmere"; $newQuaggySubtype = "slime">>\n\n<<elseif ($newQuaggySubspecies is "blubberslime") or ($newQuaggySubspecies is "fyynling") or ($newQuaggySubspecies is "fyynling horror")>><<set $newQuaggySubspecies = "belmere"; $newQuaggySubtype = "blubber-bloated">>\n\n<<elseif $newQuaggySubspecies is "mythosi">><<set $newQuaggySubspecies = either("astar","fragmentari")>>\n\n<<elseif $newQuaggySubspecies is "adephagian">><<set $newQuaggySubspecies = "belmere"; $newQuaggySubtype = "adephagian")>>\n\n<<elseif $newQuaggySubspecies is "arka">><<set $newQuaggySubspecies = either("belmere","celesse","heitene","laworn","kitsch","ein","devinn","rexaur")>>\n\n<<elseif $newQuaggySubspecies is "leupai">><<display RevecroixRandomizer>><<set $newQuaggySubspecies = "belmere">><<endif>>\n\n/% Hue %/\n\n<<if $bodyColor is 0>><<display ColorWheel>><<set $quaggyColorPoint2 = $fullChroma>>\n<<elseif $bodyColor neq 0>><<display ColorWheel>><<set $quaggyColorPoint2 = $bodyColor>><<endif>>\n\n<<if $quaggyColorPoint1 is 0>><<display ColorWheel>><<set $quaggyColorPoint1 = $fullChroma>><<endif>>\n\n/% ================================================== %/\n/% color gradients %/\n\n<<if ($quaggyColorPoint1 is "red") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("red","orange","brown","black")>>\n<<elseif ($quaggyColorPoint1 is "pink") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("pink","red","brown","black")>>\n<<elseif ($quaggyColorPoint1 is "magenta") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("magenta","pink","violet","black")>>\n<<elseif ($quaggyColorPoint1 is "brown") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("orange","red","brown","black")>>\n<<elseif ($quaggyColorPoint1 is "orange") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("orange","red","brown","black")>>\n<<elseif ($quaggyColorPoint1 is "yellow") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("yellow","golden","brown","black")>>\n<<elseif ($quaggyColorPoint1 is "golden") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("golden","orange","brown","black")>>\n<<elseif ($quaggyColorPoint1 is "green") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("green","teal","indigo","black")>>\n<<elseif ($quaggyColorPoint1 is "teal") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("teal","blue","indigo","black")>>\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("blue","violet","indigo","black")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("blue","violet","indigo","black")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("blue","violet","indigo","black")>>\n<<elseif ($quaggyColorPoint1 is "gray") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("gray","black","silver","white")>>\n<<elseif ($quaggyColorPoint1 is "silver") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("gray","black","silver","white")>>\n<<elseif ($quaggyColorPoint1 is "white") and ($quaggyColorPoint2 is "black")>><<set $newQuaggyColor = either("gray","black","silver","white")>>\n\n<<elseif ($quaggyColorPoint1 is "red") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("red","magenta","pink","white")>>\n<<elseif ($quaggyColorPoint1 is "pink") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("pink","white")>>\n<<elseif ($quaggyColorPoint1 is "magenta") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("magenta","pink","white")>>\n<<elseif ($quaggyColorPoint1 is "brown") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("brown","golden","yellow","white")>>\n<<elseif ($quaggyColorPoint1 is "orange") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("orange","golden","yellow","white")>>\n<<elseif ($quaggyColorPoint1 is "yellow") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("yellow","white")>>\n<<elseif ($quaggyColorPoint1 is "golden") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("golden","yellow","white")>>\n<<elseif ($quaggyColorPoint1 is "green") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("green","teal","blue","white")>>\n<<elseif ($quaggyColorPoint1 is "teal") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("teal","blue","white")>>\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("blue","teal","white")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("violet","blue","white")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("indigo","violet","blue","white")>>\n<<elseif ($quaggyColorPoint1 is "gray") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("gray","silver","white")>>\n<<elseif ($quaggyColorPoint1 is "silver") and ($quaggyColorPoint2 is "white")>><<set $newQuaggyColor = either("silver","white")>>\n\n<<elseif ($quaggyColorPoint1 is "red") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("red","magenta","pink","silver")>>\n<<elseif ($quaggyColorPoint1 is "pink") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("pink","silver")>>\n<<elseif ($quaggyColorPoint1 is "magenta") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("magenta","pink","silver")>>\n<<elseif ($quaggyColorPoint1 is "brown") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("brown","golden","yellow","silver")>>\n<<elseif ($quaggyColorPoint1 is "orange") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("orange","golden","yellow","silver")>>\n<<elseif ($quaggyColorPoint1 is "yellow") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("yellow","silver")>>\n<<elseif ($quaggyColorPoint1 is "golden") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("golden","yellow","silver")>>\n<<elseif ($quaggyColorPoint1 is "green") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("green","teal","blue","silver")>>\n<<elseif ($quaggyColorPoint1 is "teal") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("teal","blue","silver")>>\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("blue","teal","silver")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("violet","blue","silver")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("indigo","violet","blue","silver")>>\n<<elseif ($quaggyColorPoint1 is "gray") and ($quaggyColorPoint2 is "silver")>><<set $newQuaggyColor = either("gray","silver")>>\n\n<<elseif ($quaggyColorPoint1 is "red") and ($quaggyColorPoint2 is "gray")>><<set $newQuaggyColor = either("red","magenta","pink","gray")>>\n<<elseif ($quaggyColorPoint1 is "pink") and ($quaggyColorPoint2 is "gray")>><<set $newQuaggyColor = either("pink","gray")>>\n<<elseif ($quaggyColorPoint1 is "magenta") and ($quaggyColorPoint2 is "gray")>><<set $newQuaggyColor = either("magenta","pink","gray")>>\n<<elseif ($quaggyColorPoint1 is "brown") and ($quaggyColorPoint2 is "gray")>><<set $newQuaggyColor = either("brown","golden","yellow","gray")>>\n<<elseif ($quaggyColorPoint1 is "orange") and ($quaggyColorPoint2 is "gray")>><<set $newQuaggyColor = either("orange","golden","yellow","gray")>>\n<<elseif ($quaggyColorPoint1 is "yellow") and ($quaggyColorPoint2 is "gray")>><<set $newQuaggyColor = either("yellow","gray")>>\n<<elseif ($quaggyColorPoint1 is "golden") and ($quaggyColorPoint2 is "gray")>><<set $newQuaggyColor = either("golden","yellow","gray")>>\n<<elseif ($quaggyColorPoint1 is "green") and ($quaggyColorPoint2 is "gray")>><<set $newQuaggyColor = either("green","teal","blue","gray")>>\n<<elseif ($quaggyColorPoint1 is "teal") and ($quaggyColorPoint2 is "gray")>><<set $newQuaggyColor = either("teal","blue","gray")>>\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "gray")>><<set $newQuaggyColor = either("blue","teal","gray")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "gray")>><<set $newQuaggyColor = either("violet","blue","gray")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "gray")>><<set $newQuaggyColor = either("indigo","violet","blue","gray")>>\n\n<<elseif ($quaggyColorPoint1 is "pink") and ($quaggyColorPoint2 is "red")>><<set $newQuaggyColor = either("pink","red")>>\n<<elseif ($quaggyColorPoint1 is "magenta") and ($quaggyColorPoint2 is "red")>><<set $newQuaggyColor = either("magenta","pink","red")>>\n<<elseif ($quaggyColorPoint1 is "brown") and ($quaggyColorPoint2 is "red")>><<set $newQuaggyColor = either("brown","orange","red")>>\n<<elseif ($quaggyColorPoint1 is "orange") and ($quaggyColorPoint2 is "red")>><<set $newQuaggyColor = either("orange","red")>>\n<<elseif ($quaggyColorPoint1 is "yellow") and ($quaggyColorPoint2 is "red")>><<set $newQuaggyColor = either("yellow","golden","orange","red")>>\n<<elseif ($quaggyColorPoint1 is "golden") and ($quaggyColorPoint2 is "red")>><<set $newQuaggyColor = either("golden","red")>>\n<<elseif ($quaggyColorPoint1 is "green") and ($quaggyColorPoint2 is "red")>><<set $newQuaggyColor = either("green","brown","gray","red")>>\n<<elseif ($quaggyColorPoint1 is "teal") and ($quaggyColorPoint2 is "red")>><<set $newQuaggyColor = either("teal","gray","red")>>\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "red")>><<set $newQuaggyColor = either("blue","violet","magenta","red")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "red")>><<set $newQuaggyColor = either("violet","magenta","red")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "red")>><<set $newQuaggyColor = either("indigo","violet","black","magenta","red")>>\n\n<<elseif ($quaggyColorPoint1 is "magenta") and ($quaggyColorPoint2 is "pink")>><<set $newQuaggyColor = either("magenta","pink")>>\n<<elseif ($quaggyColorPoint1 is "brown") and ($quaggyColorPoint2 is "pink")>><<set $newQuaggyColor = either("brown","orange","pink")>>\n<<elseif ($quaggyColorPoint1 is "orange") and ($quaggyColorPoint2 is "pink")>><<set $newQuaggyColor = either("orange","pink")>>\n<<elseif ($quaggyColorPoint1 is "yellow") and ($quaggyColorPoint2 is "pink")>><<set $newQuaggyColor = either("yellow","orange","pink")>>\n<<elseif ($quaggyColorPoint1 is "golden") and ($quaggyColorPoint2 is "pink")>><<set $newQuaggyColor = either("golden","pink")>>\n<<elseif ($quaggyColorPoint1 is "green") and ($quaggyColorPoint2 is "pink")>><<set $newQuaggyColor = either("green","brown","silver","pink")>>\n<<elseif ($quaggyColorPoint1 is "teal") and ($quaggyColorPoint2 is "pink")>><<set $newQuaggyColor = either("teal","gray","silver","pink")>>\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "pink")>><<set $newQuaggyColor = either("blue","violet","magenta","pink")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "pink")>><<set $newQuaggyColor = either("violet","magenta","pink")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "pink")>><<set $newQuaggyColor = either("indigo","violet","magenta","pink")>>\n\n<<elseif ($quaggyColorPoint1 is "brown") and ($quaggyColorPoint2 is "magenta")>><<set $newQuaggyColor = either("brown","red","magenta")>>\n<<elseif ($quaggyColorPoint1 is "orange") and ($quaggyColorPoint2 is "magenta")>><<set $newQuaggyColor = either("orange","red","magenta")>>\n<<elseif ($quaggyColorPoint1 is "yellow") and ($quaggyColorPoint2 is "magenta")>><<set $newQuaggyColor = either("yellow","orange","red","magenta")>>\n<<elseif ($quaggyColorPoint1 is "golden") and ($quaggyColorPoint2 is "magenta")>><<set $newQuaggyColor = either("golden","yellow","orange","magenta")>>\n<<elseif ($quaggyColorPoint1 is "green") and ($quaggyColorPoint2 is "magenta")>><<set $newQuaggyColor = either("green","brown","gray","magenta")>>\n<<elseif ($quaggyColorPoint1 is "teal") and ($quaggyColorPoint2 is "magenta")>><<set $newQuaggyColor = either("teal","gray","red","magenta")>>\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "magenta")>><<set $newQuaggyColor = either("blue","violet","pink","magenta")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "magenta")>><<set $newQuaggyColor = either("violet","magenta")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "magenta")>><<set $newQuaggyColor = either("indigo","violet","magenta")>>\n\n<<elseif ($quaggyColorPoint1 is "orange") and ($quaggyColorPoint2 is "brown")>><<set $newQuaggyColor = either("orange","red","brown")>>\n<<elseif ($quaggyColorPoint1 is "yellow") and ($quaggyColorPoint2 is "brown")>><<set $newQuaggyColor = either("yellow","golden","orange","brown")>>\n<<elseif ($quaggyColorPoint1 is "golden") and ($quaggyColorPoint2 is "brown")>><<set $newQuaggyColor = either("golden","brown")>>\n<<elseif ($quaggyColorPoint1 is "green") and ($quaggyColorPoint2 is "brown")>><<set $newQuaggyColor = either("green","gray","brown")>>\n<<elseif ($quaggyColorPoint1 is "teal") and ($quaggyColorPoint2 is "brown")>><<set $newQuaggyColor = either("teal","gray","orange","brown")>>\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "brown")>><<set $newQuaggyColor = either("blue","black","gray","brown")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "brown")>><<set $newQuaggyColor = either("violet","red","brown")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "brown")>><<set $newQuaggyColor = either("indigo","violet","red","brown")>>\n\n<<elseif ($quaggyColorPoint1 is "yellow") and ($quaggyColorPoint2 is "orange")>><<set $newQuaggyColor = either("yellow","golden","orange")>>\n<<elseif ($quaggyColorPoint1 is "golden") and ($quaggyColorPoint2 is "orange")>><<set $newQuaggyColor = either("golden","orange")>>\n<<elseif ($quaggyColorPoint1 is "green") and ($quaggyColorPoint2 is "orange")>><<set $newQuaggyColor = either("green","gray","golden","orange")>>\n<<elseif ($quaggyColorPoint1 is "teal") and ($quaggyColorPoint2 is "orange")>><<set $newQuaggyColor = either("teal","gray","golden","orange")>>\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "orange")>><<set $newQuaggyColor = either("blue","black","brown","orange")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "orange")>><<set $newQuaggyColor = either("violet","red","orange")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "orange")>><<set $newQuaggyColor = either("indigo","black","red","orange")>>\n\n<<elseif ($quaggyColorPoint1 is "golden") and ($quaggyColorPoint2 is "yellow")>><<set $newQuaggyColor = either("golden","yellow")>>\n<<elseif ($quaggyColorPoint1 is "green") and ($quaggyColorPoint2 is "yellow")>><<set $newQuaggyColor = either("green","golden","yellow")>>\n<<elseif ($quaggyColorPoint1 is "teal") and ($quaggyColorPoint2 is "yellow")>><<set $newQuaggyColor = either("teal","gray","golden","yellow")>>\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "yellow")>><<set $newQuaggyColor = either("blue","green","golden","yellow")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "yellow")>><<set $newQuaggyColor = either("violet","black","red","yellow")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "yellow")>><<set $newQuaggyColor = either("indigo","black","red","yellow")>>\n\n<<elseif ($quaggyColorPoint1 is "green") and ($quaggyColorPoint2 is "golden")>><<set $newQuaggyColor = either("green","yellow","golden")>>\n<<elseif ($quaggyColorPoint1 is "teal") and ($quaggyColorPoint2 is "golden")>><<set $newQuaggyColor = either("teal","green","yellow","golden")>>\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "golden")>><<set $newQuaggyColor = either("blue","green","yellow","golden")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "golden")>><<set $newQuaggyColor = either("violet","black","orange","golden")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "golden")>><<set $newQuaggyColor = either("indigo","black","orange","golden")>>\n\n<<elseif ($quaggyColorPoint1 is "teal") and ($quaggyColorPoint2 is "green")>><<set $newQuaggyColor = either("teal","green")>>\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "green")>><<set $newQuaggyColor = either("blue","yellow","green")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "green")>><<set $newQuaggyColor = either("violet","blue","teal","green")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "green")>><<set $newQuaggyColor = either("indigo","blue","teal","green")>>\n\n<<elseif ($quaggyColorPoint1 is "blue") and ($quaggyColorPoint2 is "teal")>><<set $newQuaggyColor = either("blue","green","teal")>>\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "teal")>><<set $newQuaggyColor = either("violet","blue","teal")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "teal")>><<set $newQuaggyColor = either("indigo","blue","teal")>>\n\n<<elseif ($quaggyColorPoint1 is "violet") and ($quaggyColorPoint2 is "blue")>><<set $newQuaggyColor = either("violet","indigo","blue")>>\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "blue")>><<set $newQuaggyColor = either("indigo","blue")>>\n\n<<elseif ($quaggyColorPoint1 is "indigo") and ($quaggyColorPoint2 is "violet")>><<set $newQuaggyColor = either("indigo","violet")>><<endif>>\n\n<<if $newQuaggyColor is 0>><<display ColorWheel>><<set $newQuaggyColor = $fullChroma>>\n\n/% ================================================== %/\n/% Subtypes %/\n\n<<if $substatus is "slime">><<set $newQuaggySubtype = "slime">>\n<<elseif $substatus is "balloon">><<set $newQuaggySubtype = "balloon">>\n<<elseif ($substatus is "balloon") and ($newQuaggySubspecies is "astar")>><<set $newQuaggySubtype = "blimp">>\n<<elseif ($substatus is "balloon") and ($newQuaggySubspecies is "fragmentari")>><<set $newQuaggySubtype = "blimp">><<endif>>\n\n/% If none from the parent, draw from the current environment. %/\n\n<<if $zoneType is "freshwater">><<set $newQuaggySubtype = either(0,0,0,"waterballoon","amphibious","gilled")>>\n<<elseif $zoneType is "saltwater">><<set $newQuaggySubtype = either(0,0,0,"seaspray","tidal","gilled","deep")>>\n<<elseif $zoneType is "fire">><<set $newQuaggySubtype = either(0,0,0,"sandstorm","blazing","volcanic","scorched")>>\n<<elseif $zoneType is "earth">><<set $newQuaggySubtype = either(0,0,0,"dry","boulder","mountain","stone")>>\n<<elseif $zoneType is "ice">><<set $newQuaggySubtype = either(0,0,0,"polar","blubber-bloated","crystalline","blizzard")>>\n<<elseif $zoneType is "faerie">><<set $newQuaggySubtype = either(0,0,0,"fey","ephemeral","enchanted")>>\n<<elseif $zoneType is "agriculture">><<set $newQuaggySubtype = either(0,0,0,"blubber-bloated","fleshbeast","insatiable","adephagian","overabundant")>>\n<<elseif $zoneType is "dark">><<set $newQuaggySubtype = either(0,0,0,"cavern","slug","slime","eldritch","shade","gargoyle")>>\n<<elseif $zoneType is "steel">><<set $newQuaggySubtype = either(0,0,0,"mecha","dreampunk","iron","cyber","android","miratech")>>\n<<elseif $zoneType is "poison">><<set $newQuaggySubtype = either(0,0,0,"nuclear","toxic","miasmic","ruinous","stygian")>>\n<<elseif $zoneType is "eldritch">><<set $newQuaggySubtype = either(0,0,0,"daedlic","oozing","tendril-bound","ink-bloated")>>\n<<else>><<endif>>\n<<endif>>\n\n/% ================================================== %/\n/% Stash some important stats for a little later %/\n\n/% Base starting girth %/\n<<set $newQuaggyGirth = $baseQuaggyGirth>>\n<<if $newQuaggyGirth lte 0>><<set $newQuaggyGirth = either(50,60,70,80,90,100,110,120,130,140,150)>><<endif>>\n\n/% Base starting stats %/\n/% Strength - physical power; Finesse - speed and grace; Energy - for abilities & special combat moves; Armor - reduces pain %/\n<<set $newQuaggyStrength = random(6,12); $newQuaggyFinesse = random(6,12); $newQuaggyEnergy = either(8,10,12,14,16); $newQuaggyArmor = random(2,5)>>\n\n<<set $newQuaggyBreast = 10; $newQuaggyBelly = either(30,40,50,60); $newQuaggyThigh = either(10,20,30,40)>>\n\n/% Body type setup %/\n<<if $bodytype is 0>><<set $newQuaggyBodytype = either("busty","hourglass","round","belly","pear","thigh")>>\n<<elseif $bodytype is "busty">><<set $newQuaggyBodytype = either("busty","hourglass","boviete","cubus")>>\n<<elseif $bodytype is "hourglass">><<set $newQuaggyBodytype = either("hourglass","cubus")>>\n<<elseif $bodytype is "round">><<set $newQuaggyBodytype = either("round","bulging")>>\n<<elseif $bodytype is "belly">><<set $newQuaggyBodytype = either("belly","guguetelle","bulging")>>\n<<elseif $bodytype is "pear">><<set $newQuaggyBodytype = either("pear","bulging","bloatpear")>>\n<<elseif $bodytype is "thigh">><<set $newQuaggyBodytype = either("thigh","bloatpear","blimpthigh")>>\n<<elseif ($bodytype is "boviete") or ($bodytype is "cubus")>><<set $newQuaggyBodytype = either("boviete","cubus","bulging","bloatpear")>>\n<<elseif ($bodytype is "guguetelle") or ($bodytype is "bulging")>><<set $newQuaggyBodytype = either("cubus","guguetelle","bulging","bloatpear")>>\n<<elseif ($bodytype is "bloatpear") or ($bodytype is "blimpthigh")>><<set $newQuaggyBodytype = either("cubus","bloatpear","blimpthigh")>>\n<<else>><<set $newQuaggyBodytype = either("busty","hourglass","round","belly","pear","thigh","boviete","cubus","guguetelle","bulging","bloatpear","blimpthigh")>><<endif>>\n\n/% ================================================== %/\n/% Traits %/\n\n/% These are always random %/\n\n<<set $newQuaggyFacet = either("round","heart","diamond","cabochon","square","rectangular","star","horn","maw","eye","fleur","angler","spike")>>\n\n/% The rest are based on species %/\n\n/% BELMERE============================== %/\n\n<<if $newQuaggySubspecies is "belmere">>\n\n<<set $newQuaggyEars = either("round","triangular","long","double","winged","finned","split","fae","equine","tendril")>>\n\n<<set $newQuaggyEyes = either("no","two","four","six","eight")>>\n\n<<set $newQuaggyFace = either("flat","humanoid","blunt","leonine","feline","avian","crocodilian","saurian","sharklike","gecko","canine","seal","vulpine","boid","oneroiesque","crusher")>>\n\n<<set $newQuaggyHead = either(0,"spines","mane","quills","hair","feather crest","horns","winged head","crystal points","armor","spikes","tentacles","fins","snake hair")>>\n\n<<set $newQuaggySkin = either("smooth","scaled","armored","studded","bumpy","fish-scaled","carapaced","furry","velvet","crystalline","slick","toy","plush","stitched","vial","candy","cake","jelly","feathered","wispy")>>\n\n<<set $newQuaggyBody = either("bipedal","digitigrade","quadrupedal","kentaurid","raptor","weasel","cetacean","serpentine","miniature")>>\n\n<<set $newQuaggyBack = either(0,"spines","mane","quills","feather crest","horns","wings","crystal points","armor","spikes","tentacles","fins","bioluminescent spots","zipper","stitches","teeth")>>\n\n<<set $newQuaggyLegs = either("no","two","four","six","eight","tentacle")>>\n\n<<set $newQuaggyTail = either("no","nub","serpentine","crocodilian","worm","slug","equine","leonine","feline","rooster","phoenix","spade","maw","tentacle","gecko","club","canine","bushy","feathered","carnosaur","sauropod")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(0,2); $newQuaggyFinesse += random(0,2); $newQuaggyEnergy += either(2,4,6,8)>>\n\n<<endif>>\n\n/% CELESSE============================== %/\n\n<<if $newQuaggySubspecies is "celesse">>\n\n<<set $newQuaggyEars = either("round","triangular","split","fae","equine")>>\n\n<<set $newQuaggyEyes = either("no","two","four","six","eight")>>\n\n<<set $newQuaggyFace = either("flat","leonine","feline","vulpine")>>\n\n<<set $newQuaggyHead = either(0,"spines","mane","quills","hair","feather crest","horns","winged head","crystal points","crystal points","armor","spikes","tentacles","fins","snake hair")>>\n\n<<set $newQuaggySkin = either("smooth","scaled","armored","studded","bumpy","fish-scaled","carapaced","furry","velvet","crystalline","plush","stitched","jelly")>>\n\n<<set $newQuaggyBody = either("bipedal","digitigrade","quadrupedal","kentaurid","weasel","miniature")>>\n\n<<set $newQuaggyBack = either(0,"spined","maned","quilled","feather crested","horned","winged","crystal pointed","crystal pointed","armored","spiked","tentacled","finned","zipper","stitches","teeth")>>\n\n<<set $newQuaggyLegs = either("no","two","four","six","eight","tentacle")>>\n\n<<set $newQuaggyTail = either("no","nub","serpentine","crocodilian","worm","slug","equine","leonine","leonine","feline","feline","rooster","phoenix","spade","maw","tentacle","gecko","club","canine","bushy")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(0,1); $newQuaggyFinesse += random(0,3); $newQuaggyEnergy += either(4,6,8)>>\n\n<<endif>>\n\n/% DEVINN============================== %/\n\n<<if $newQuaggySubspecies is "devinn">>\n\n<<set $newQuaggyEars = either("round","triangular","long","double","winged","split","fae","tendril")>>\n\n<<set $newQuaggyEyes = either("no","no","no","two","four","six","eight","nine")>>\n\n<<set $newQuaggyFace = either("flat","humanoid","blunt","leonine","leonine","feline","crocodilian","crocodilian","canine","seal","boid")>>\n\n<<set $newQuaggyHead = either(0,"mane","mane","quills","hair","feather crest","tentacles","snake hair")>>\n\n<<set $newQuaggySkin = either("smooth","scaled","armored","studded","bumpy","fish-scaled","carapaced","furry","velvet","crystalline","slick","plush","stitched","jelly","feathered","wispy")>>\n\n<<set $newQuaggyBody = either("bipedal","digitigrade","quadrupedal","kentaurid","weasel","cetacean")>>\n\n<<set $newQuaggyBack = either(0,"spines","quills","wings","crystal points","armor","armor","spikes","tentacles","bioluminescent spots","zipper","stitches","teeth")>>\n\n<<set $newQuaggyLegs = either("two","four","six","eight","tentacle")>>\n\n<<set $newQuaggyTail = either("no","nub","serpentine","crocodilian","crocodilian","worm","slug","equine","leonine","leonine","feline","rooster","phoenix","spade","maw","tentacle","gecko","club","canine","bushy","carnosaur","sauropod")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(2,5); $newQuaggyFinesse += random(0,2); $newQuaggyEnergy += either(4,6,8); $newQuaggyArmor += random(1,3)>>\n\n<<endif>>\n\n/% ERINYI============================== %/\n\n<<if $newQuaggySubspecies is "erinyi">>\n\n<<set $newQuaggyEars = "winged">>\n\n<<set $newQuaggyEyes = either("no","two","four","six","eight")>>\n\n<<set $newQuaggyFace = either("humanoid","blunt","avian","avian","crocodilian","saurian","sharklike","gecko","canine","seal","vulpine","boid","oneroiesque","crusher")>>\n\n<<set $newQuaggyHead = either(0,"spines","mane","mane","quills","hair","hair","feather crest","horns","crystal points","armor","spikes","tentacles","fins","snake hair")>>\n\n<<set $newQuaggySkin = either("smooth","scaled","armored","studded","bumpy","fish-scaled","carapaced","furry","velvet","crystalline","jelly","plush","stitched","slick","feathered","feathered","wispy")>>\n\n<<set $newQuaggyBody = either("bipedal","raptor","raptor","digitigrade","kentaurid","weasel","cetacean","serpentine","miniature")>>\n\n<<set $newQuaggyBack = "wings">>\n\n<<set $newQuaggyLegs = either("no","two","four","six","eight","tentacle")>>\n\n<<set $newQuaggyTail = either("no","nub","serpentine","crocodilian","worm","slug","equine","leonine","feline","rooster","phoenix","spade","maw","tentacle","gecko","club","canine","bushy","feathered","carnosaur","carnosaur","carnosaur","sauropod")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(2,3); $newQuaggyFinesse += random(0,2); $newQuaggyEnergy += either(4,6,8); $newQuaggyArmor += random(3,5)>>\n\n<<endif>>\n\n/% EIN============================== %/\n\n<<if $newQuaggySubspecies is "ein">>\n\n<<set $newQuaggyFacet = either("horn","horn","antler","spike","tendril")>>\n\n<<set $newQuaggyEars = either("round","winged","split","fae","fae","equine","equine","finned")>>\n\n<<set $newQuaggyEyes = either("two","two","three","four")>>\n\n<<set $newQuaggyFace = either("flat","humanoid","humanoid","blunt")>>\n\n<<set $newQuaggyHead = either("mane","mane","hair","feather crest","tentacles","snake hair","winged head")>>\n\n<<set $newQuaggySkin = either("smooth","smooth","scaled","armored","fish-scaled","carapaced","furry","furry","velvet","velvet","plush","stitched","crystalline","feathered","wispy")>>\n\n<<set $newQuaggyBody = either("bipedal","bipedal","bipedal","digitigrade","digitigrade","digitigrade","quadrupedal","kentaurid")>>\n\n<<set $newQuaggyBack = either(0,"spines","mane","quills","feather crest","wings","crystal points","armor","spikes","tentacles","fins","zipper","stitches","teeth")>>\n\n<<set $newQuaggyLegs = either("two","two","four","eight","tentacle")>>\n\n<<set $newQuaggyTail = either("serpentine","crocodilian","worm","slug","equine","equine","leonine","leonine","feline","rooster","phoenix","spade","maw","tentacle","gecko","club","canine","bushy")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(0,2); $newQuaggyFinesse += random(2,5); $newQuaggyEnergy += either(2,4,6)>>\n\n<<endif>>\n\n/% HEITENE & LAWORN============================== %/\n\n<<if ($newQuaggySubspecies is "heitene") or ($newQuaggySubspecies is "laworn")>>\n\n<<set $newQuaggyEars = either("round","triangular","long","double","winged","split","fae","equine")>>\n\n<<set $newQuaggyEyes = either("no","two","four","six","eight")>>\n\n<<set $newQuaggyFace = either("blunt","canine","seal","vulpine","boid")>>\n\n<<set $newQuaggyHead = either(0,"spines","mane","mane","quills","hair","hair","feather crest","horns","winged head","crystal points","armor","spikes","tentacles","tentacles","snake hair")>>\n\n<<set $newQuaggySkin = either("smooth","scaled","armored","studded","bumpy","fish-scaled","carapaced","furry","velvet","crystalline","feathered","plush","stitched","wispy")>>\n\n<<set $newQuaggyBody = either("bipedal","digitigrade","digitigrade","quadrupedal")>>\n\n<<set $newQuaggyBack = either(0,"spines","mane","mane","mane","quills","feather crest","horns","wings","crystal points","armor","spikes","tentacles","zipper","stitches","teeth")>>\n\n<<set $newQuaggyLegs = either("two","four")>>\n\n<<set $newQuaggyTail = either("no","nub","serpentine","crocodilian","worm","slug","equine","leonine","feline","rooster","phoenix","spade","maw","tentacle","gecko","club","canine","canine","bushy","bushy","carnosaur","sauropod")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(2,5); $newQuaggyFinesse += random(0,2); $newQuaggyEnergy += either(2,4,6,8); $newQuaggyArmor += random(1,2)>>\n\n<<endif>>\n\n/% INTERE============================== %/\n\n<<if $newQuaggySubspecies is "intere">>\n\n<<set $newQuaggyEars = either("round","triangular","long","double","winged","finned","split","fae","equine","tendril")>>\n\n<<set $newQuaggyEyes = either("no","two","four","six","eight","nine")>>\n\n<<set $newQuaggyFace = either("flat","humanoid","blunt","leonine","feline","avian","crocodilian","saurian","sharklike","gecko","canine","seal","vulpine","boid","boid","boid","oneroiesque","crusher")>>\n\n<<set $newQuaggyHead = either(0,"spines","mane","quills","hair","feather crest","horns","winged head","crystal points","armor","spikes","tentacles","tentacles","tentacles","fins","snake hair")>>\n\n<<set $newQuaggySkin = either("smooth","scaled","armored","studded","bumpy","fish-scaled","carapaced","furry","velvet","crystalline","jelly","slick","slick","feathered","wispy")>>\n\n<<set $newQuaggyBody = "serpentine">>\n\n<<set $newQuaggyBack = either(0,"spines","mane","quills","feather crest","horns","wings","crystal points","armor","spikes","tentacles","fins","bioluminescent spots","stitches","teeth")>>\n\n<<set $newQuaggyLegs = either("no","no","no","tentacle")>>\n\n<<set $newQuaggyTail = either("serpentine","serpentine","crocodilian","worm","worm","slug","slug","maw","tentacle")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(0,5); $newQuaggyFinesse += random(2,4); $newQuaggyEnergy += either(4,6,8)>>\n\n<<endif>>\n\n/% ISRI============================== %/\n\n<<if $newQuaggySubspecies is "isri">>\n\n<<set $newQuaggyEars = either("round","triangular","long","double","winged","finned","split","fae","equine","tendril")>>\n\n<<set $newQuaggyEyes = either("no","two","four","six","eight")>>\n\n<<set $newQuaggyFace = either("flat","humanoid","blunt","leonine","feline","avian","crocodilian","saurian","sharklike","gecko","canine","seal","vulpine","boid","oneroiesque","crusher")>>\n\n<<set $newQuaggyHead = either(0,"spines","mane","quills","hair","feather crest","horns","winged head","crystal points","crystal points","armor","armor","spikes","tentacles","fins","snake hair")>>\n\n<<set $newQuaggySkin = either("smooth","scaled","bumpy","fish-scaled","carapaced","crystalline","crystalline")>>\n\n<<set $newQuaggyBody = either("bipedal","digitigrade","quadrupedal","kentaurid","weasel","cetacean","serpentine","miniature")>>\n\n<<set $newQuaggyBack = either("spines","mane","quills","feather crest","horns","wings","crystal points","armor","armor","armor","spikes","tentacles","fins")>>\n\n<<set $newQuaggyLegs = either("no","two","four","six","eight","tentacle")>>\n\n<<set $newQuaggyTail = either("no","nub","serpentine","crocodilian","worm","slug","equine","leonine","feline","rooster","phoenix","spade","maw","tentacle","gecko","club","club","club","carnosaur","sauropod")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(1,5); $newQuaggyFinesse += random(0,3); $newQuaggyEnergy += either(4,6,8); $newQuaggyArmor += random(3,5)>>\n\n<<endif>>\n\n/% KAELANI============================== %/\n\n<<if $newQuaggySubspecies is "kaelani">>\n\n<<set $newQuaggyFacet = "eye">>\n\n<<set $newQuaggyEars = "fae">>\n\n<<set $newQuaggyEyes = either("two","four","six","eight")>>\n\n<<set $newQuaggyFace = either("flat","humanoid","blunt","blunt","leonine","feline","avian","avian","crocodilian","saurian","sharklike","gecko","canine","seal","vulpine","boid")>>\n\n<<set $newQuaggyHead = either(0,"spines","mane","quills","hair","feather crest","feather crest","feather crest","horns","winged head","crystal points","armor","spikes","tentacles","fins","snake hair")>>\n\n<<set $newQuaggySkin = either("smooth","smooth","scaled","scaled","armored","armored","bumpy","fish-scaled","carapaced","furry","velvet","crystalline","slick","feathered")>>\n\n<<set $newQuaggyBody = either("bipedal","digitigrade")>>\n\n<<set $newQuaggyBack = either(0,"spines","mane","quills","feather crest","feather crest","horns","wings","armor","spikes","tentacles","fins")>>\n\n<<set $newQuaggyLegs = either("no","two","two","two","two","four")>>\n\n<<set $newQuaggyTail = either("serpentine","serpentine","serpentine","crocodilian","worm","slug","equine","leonine","feline","rooster","phoenix","phoenix","spade","maw","tentacle","gecko","club","carnosaur","sauropod")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(2,3); $newQuaggyFinesse += random(2,3); $newQuaggyEnergy += either(6,8,10); $newQuaggyArmor += random(1,3)>>\n\n<<endif>>\n\n/% KITSCH============================== %/\n\n<<if $newQuaggySubspecies is "kitsch">>\n\n<<set $newQuaggyEars = either("round","triangular","triangular","split","fae")>>\n\n<<set $newQuaggyEyes = either("two","four","six","eight")>>\n\n<<set $newQuaggyFace = either("feline","seal","vulpine","vulpine")>>\n\n<<set $newQuaggyHead = either("no","no","spines","mane","mane","quills","hair","hair","feather crest","horns","winged head","crystal points","armor","spikes","tentacles","tentacles","snake hair")>>\n\n<<set $newQuaggySkin = either("smooth","scaled","armored","bumpy","fish-scaled","carapaced","furry","furry","velvet","velvet","crystalline","plush","stitched","jelly","feathered","feathered","wispy")>>\n\n<<set $newQuaggyBody = either("bipedal","digitigrade","digitigrade","quadrupedal")>>\n\n<<set $newQuaggyBack = either(0,"spines","mane","quills","feather crest","horns","wings","wings","crystal points","armor","spikes","tentacles","zipper","stitches","teeth")>>\n\n<<set $newQuaggyLegs = either("two","four")>>\n\n<<set $newQuaggyTail = either(0,"nub","serpentine","crocodilian","worm","slug","equine","leonine","feline","rooster","phoenix","spade","maw","tentacle","gecko","club","canine","canine","bushy","bushy","bushy","feathered")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(0,1); $newQuaggyFinesse += random(3,5); $newQuaggyEnergy += either(4,6,8)>>\n\n<<endif>>\n\n/% MOREAUI & ROSSO============================== %/\n\n<<if ($newQuaggySubspecies is "moreaui") or ($newQuaggySubspecies is "rosso")>>\n\n<<set $newQuaggyEars = either("round","triangular","long","double","winged","finned","split","fae","equine","tendril")>>\n\n<<set $newQuaggyEyes = either("no","two","four","six")>>\n\n<<set $newQuaggyFace = either("flat","humanoid","blunt","leonine","feline","avian","crocodilian","saurian","sharklike","gecko","canine","seal","vulpine","boid","oneroiesque","crusher")>>\n\n<<set $newQuaggyHead = either(0,"spines","mane","quills","hair","feather crest","horns","winged head","crystal points","armor","spikes","tentacles","fins","snake hair")>>\n\n<<set $newQuaggySkin = either("smooth","scaled","armored","studded","bumpy","fish-scaled","carapaced","furry","velvet","crystalline","jelly","feathered","wispy")>>\n\n<<set $newQuaggyBody = "bipedal">>\n\n<<set $newQuaggyBack = either(0,"spines","mane","quills","feather crest","horns","wings","crystal points","armor","spikes","tentacles","fins","bioluminescent spots")>>\n\n<<set $newQuaggyLegs = "two">>\n\n<<set $newQuaggyTail = either("no","nub","serpentine","crocodilian","worm","slug","equine","leonine","feline","rooster","phoenix","spade","maw","tentacle","gecko","club","canine","canine","bushy","bushy","bushy","feathered","carnosaur","sauropod")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(0,2); $newQuaggyFinesse += random(0,2); $newQuaggyEnergy += either(2,4,6,8); $newQuaggyArmor += random(0,3)>>\n\n<<endif>>\n\n/% NULL============================== %/\n\n<<if $newQuaggySubspecies is "null">>\n\n<<set $newQuaggyFacet = "bioluminescent " + either("heart","diamond","cabochon","star","star","eye","fleur","angler")>>\n\n<<set $newQuaggyEars = either("round","triangular","long","double","winged","finned","split","fae","equine","tendril","tendril")>>\n\n<<set $newQuaggyEyes = either("no","two","four","six")>>\n\n<<set $newQuaggyFace = either("flat","humanoid","blunt","leonine","feline","avian","crocodilian","saurian","sharklike","gecko","canine","seal","vulpine","boid","oneroiesque","crusher")>>\n\n<<set $newQuaggyHead = either(0,"spines","mane","quills","hair","feather crest","horns","winged head","crystal points","armor","spikes","tentacles","fins","snake hair")>>\n\n<<set $newQuaggySkin = either("smooth","smooth","scaled","armored","bumpy","fish-scaled","carapaced","furry","velvet","crystalline","jelly","feathered","wispy")>>\n\n<<set $newQuaggyBody = either("bipedal","digitigrade","cetacean")>>\n\n<<set $newQuaggyBack = either(0,"spines","mane","quills","feather crest","horns","wings","wings","crystal points","armor","spikes","tentacles","tentacles","fins","bioluminescent spots")>>\n\n<<set $newQuaggyLegs = "two">>\n\n<<set $newQuaggyTail = either("no","nub","serpentine","crocodilian","worm","slug","equine","leonine","feline","rooster","phoenix","spade","maw","tentacle","gecko","club","canine","canine","bushy","bushy","bushy","feathered","carnosaur","sauropod")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(0,2); $newQuaggyFinesse += random(2,5); $newQuaggyEnergy += either(6,8,10)>>\n\n<<endif>>\n\n/% OUINSEL============================== %/\n\n<<if $newQuaggySubspecies is "ouinsel">>\n\n<<set $newQuaggyEars = either("round","fae","fae")>>\n\n<<set $newQuaggyEyes = either("two","two","two","three","four")>>\n\n<<set $newQuaggyFace = either("flat","humanoid","humanoid","blunt")>>\n\n<<set $newQuaggyHead = either("mane","hair","feather crest","tentacles","tentacles","snake hair","winged head")>>\n\n<<set $newQuaggySkin = "smooth">>\n\n<<set $newQuaggyBody = "bipedal">>\n\n<<set $newQuaggyBack = either(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,"wings","tentacles","tentacles")>>\n\n<<set $newQuaggyLegs = "two">>\n\n<<set $newQuaggyTail = either("no","no","no","no","no","no","no","no","serpentine","crocodilian","worm","slug","equine","equine","leonine","leonine","feline","rooster","phoenix","spade","maw","tentacle","gecko","club","canine","bushy")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(0,1); $newQuaggyFinesse += random(2,5); $newQuaggyEnergy += either(2,4,6,8)>>\n\n<<endif>>\n\n/% REXAUR============================== %/\n\n<<if $newQuaggySubspecies is "rexaur">>\n\n<<set $newQuaggyEars = either("round","triangular","long","double","winged","finned","split","fae","equine","tendril")>>\n\n<<set $newQuaggyEyes = either("no","two","four","six","eight")>>\n\n<<set $newQuaggyFace = either("flat","humanoid","blunt","leonine","feline","avian","crocodilian","saurian","saurian","sharklike","gecko","canine","seal","vulpine","boid","oneroiesque","crusher")>>\n\n<<set $newQuaggyHead = either(0,"spines","mane","quills","hair","feather crest","horns","winged head","crystal points","armor","spikes","tentacles","fins","snake hair","hadrosaur crest","ceratopsian crest","pterosaur crest")>>\n\n<<set $newQuaggySkin = either("smooth","scaled","armored","studded","bumpy","fish-scaled","carapaced","furry","velvet","crystalline","slick","toy","stitched","candy","cake","plush","jelly","feathered","wispy")>>\n\n<<set $newQuaggyBody = either("bipedal","digitigrade","digitigrade","quadrupedal","kentaurid","raptor","raptor","weasel","cetacean","serpentine","miniature")>>\n\n<<set $newQuaggyBack = either(0,"spines","mane","quills","feather crest","horns","wings","crystal points","armor","spikes","tentacles","fins","bioluminescent spots","zipper","stitches","laces","teeth","pterosaur wings")>>\n\n<<set $newQuaggyLegs = either("no","two","four","six","eight","tentacle")>>\n\n<<set $newQuaggyTail = either("serpentine","crocodilian","crocodilian","leonine","rooster","phoenix","spade","maw","maw","club","club","carnosaur","carnosaur","sauropod","sauropod")>>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(2,5); $newQuaggyFinesse += random(1,3); $newQuaggyEnergy += either(2,4,6); $newQuaggyArmor += random(0,5)>>\n\n<<endif>>\n\n/% ASTAR============================== %/\n\n<<if $newQuaggySubspecies is "astar">>\n\n<<set $newQuaggyFacet = "eye">>\n\n<<set $newQuaggyEars = "fae">>\n\n<<set $newQuaggyEyes = "two">>\n\n<<set $newQuaggyFace = "crusher">>\n\n<<set $newQuaggyHead = either(0,"mane","crystal points","tentacles")>>\n\n<<set $newQuaggySkin = either("scaled","armored","crystalline")>>\n\n<<set $newQuaggyBody = either("quadrupedal","quadrupedal","quadrupedal","digitigrade","bipedal")>>\n\n<<set $newQuaggyBack = "wings">>\n\n<<set $newQuaggyLegs = "four">>\n\n<<set $newQuaggyTail = "serpentine">>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(3,5); $newQuaggyFinesse += random(0,2); $newQuaggyEnergy += either(8,10,12); $newQuaggyArmor += random(3,6)>>\n\n<<endif>>\n\n/% FRAGMENTARI============================== %/\n\n<<if $newQuaggySubspecies is "fragmentari">>\n\n<<set $newQuaggyFacet = "crystal point">>\n\n<<set $newQuaggyEars = "split">>\n\n<<set $newQuaggyEyes = "two">>\n\n<<set $newQuaggyFace = "oneroiesque">>\n\n<<set $newQuaggyHead = "crystal points">>\n\n<<set $newQuaggySkin = "smooth">>\n\n<<set $newQuaggyBody = either("quadrupedal","quadrupedal","quadrupedal","digitigrade","bipedal")>>\n\n<<set $newQuaggyBack = "wings">>\n\n<<set $newQuaggyLegs = either("four","four","four","six","eight")>>\n\n<<set $newQuaggyTail = "serpentine">>\n\n/% Starting bonus %/\n<<set $newQuaggyStrength += random(2,3); $newQuaggyFinesse += random(2,3); $newQuaggyEnergy += either(10,12); $newQuaggyArmor += random(2,5)>>\n\n<<endif>>\n\n/% ================================================== %/\n/% Extra Genes %/\n\n<<if $newQuaggySubtype is "amphibious">><<set $newQuaggySkin = "clammy">><<endif>>\n<<if $newQuaggySubtype is "blubber-bloated">><<set $newQuaggySkin = "blubbery"; $newQuaggyArmor += 2>><<endif>>\n<<if $newQuaggySubtype is "crystalline">><<set $newQuaggySkin = either("snowglobe","crystalline","faceted","jeweled")>><<endif>>\n<<if $newQuaggySubtype is "enchanted">><<set $newQuaggySkin = either("glittering","snowglobe","faceted","jeweled","lacework","toy","plush","porcelain","glass")>><<endif>>\n<<if $newQuaggySubtype is "slime">><<set $newQuaggySkin = "jelly"; $newQuaggyArmor += 1>><<endif>>\n<<if $newQuaggySubtype is "cavern">><<set $newQuaggySkin = "rough"; $newQuaggyArmor += 1>><<endif>>\n<<if $newQuaggySubtype is "shade">><<set $newQuaggySkin = "wispy"; $newQuaggyArmor += 1>><<endif>>\n<<if $newQuaggySubtype is "miratech">><<set $newQuaggySkin = either("wired","robotic","steel","plastic","carapaced","holographic","laser-light"); $newQuaggyArmor += 2; $newQuaggyEnergy += 2; $newQuaggyStrength += 1>><<endif>>\n<<if $newQuaggySubtype is "dreampunk">><<set $newQuaggySkin = either("wired","robotic","steel","plastic","carapaced","holographic","laser-light","clockwork","prismatic"); $newQuaggyArmor += 1; $newQuaggyEnergy += 2; $newQuaggyStrength += 1>><<endif>>\n<<if $newQuaggySubtype is "miasmic">><<set $newQuaggySkin = either("wispy","fuming"); $newQuaggyArmor += 1>><<endif>>\n<<if $newQuaggySubtype is "tendril-bound">><<set $newQuaggySkin = either("pulsating","squirming","bulging","clammy","damp"); $newQuaggyArmor += random(0,2); $newQuaggyStrength += 1>><<endif>>\n<<if $newQuaggySubtype is "daedlic">><<set $newQuaggySkin = either("squirming","bulging")>><<endif>>\n\n<<if ($newQuaggySubtype is "balloon") or ($newQuaggySubtype is "waterballoon") or ($newQuaggySubtype is "blimp")>><<set $newQuaggySkin = "super-rubbery">><<endif>>\n<<if ($newQuaggySubtype is "gilled") or ($newQuaggySubtype is "seaspray") or ($newQuaggySubtype is "tidal") or ($newQuaggySubtype is "deep")>><<set $newQuaggySkin = either("damp","clammy","rough","fish-scaled","puffer"); $newQuaggyTail = either("fin","shark fin","whale","eel")>><<endif>>\n<<if ($newQuaggySubtype is "sandstorm") or ($newQuaggySubtype is "dry")>><<set $newQuaggySkin = "rough"; $newQuaggyArmor += 1>><<endif>>\n<<if ($newQuaggySubtype is "boulder") or ($newQuaggySubtype is "mountain") or ($newQuaggySubtype is "stone") or ($newQuaggySubtype is "gargoyle")>><<set $newQuaggySkin = either("rough","boulder","craggy","cracked"); $newQuaggyArmor += 3; $newQuaggyStrength += 1>><<endif>>\n<<if ($newQuaggySubtype is "polar") or ($newQuaggySubtype is "blizzard")>><<set $newQuaggySkin = either("snowy","icy","frozen")>><<endif>>\n<<if ($newQuaggySubtype is "blazing") or ($newQuaggySubtype is "volcanic") or ($newQuaggySubtype is "scorched") or ($newQuaggySubtype is "ruinous") or ($newQuaggySubtype is "stygian")>><<set $newQuaggySkin = either("ashen","molten","burning","fiery","melting"); $newQuaggyArmor += 1; $newQuaggyEnergy += 2>><<endif>>\n<<if ($newQuaggySubtype is "slug") or ($newQuaggySubtype is "eldritch")>><<set $newQuaggySkin = "clammy">><<endif>>\n<<if ($newQuaggySubtype is "mecha") or ($newQuaggySubtype is "iron") or ($newQuaggySubtype is "cyber") or ($newQuaggySubtype is "android")>><<set $newQuaggySkin = either("high-tech","robotic","steel","plastic","carapaced"); $newQuaggyArmor += 2; $newQuaggyEnergy += 2; $newQuaggyStrength += 1>><<endif>>\n<<if ($newQuaggySubtype is "oozing") or ($newQuaggySubtype is "ink-bloated")>><<set $newQuaggySkin = either("dripping","weeping","clammy")>><<endif>>\n<<if ($newQuaggySubtype is "fleshbeast") or ($newQuaggySubtype is "insatiable") or ($newQuaggySubtype is "adephagian") or ($newQuaggySubtype is "overabundant")>><<set $newQuaggySkin = either("blubbery","fleshy"); $newQuaggyArmor += 2>><<endif>>\n\n\n/% ================================================== %/\n/% Residual toxin gene traits %/\n\n<<set $newQuaggyBelly = either(30,40,50,60); $newQuaggyThigh = either(10,20,30,40)>>\n\n<<if ($fatteniumPoisoning gte 10) or ($miraberryToxicity gte ($girth/100)) or ($calpowderToxicity gte ($girth/100)) or ($gainerToxicity gte ($girth/100)) or ($gainerToxicity gte ($girth/100)) or ($bodyPlumperParasite is 1) or ($metaParasite is 1) or ($quaggySuperfattened is 1)>>\n<<set $newQuaggySuperfat = either(0,1); $baseQuaggyGirth = $baseQuaggyGirth * 2; $newQuaggyBelly += either(20,30,40,50); $newQuaggyThigh += either(10,20,30)>><<else>><<set $newQuaggySuperfat = 0>><<endif>>\n\n<<if ($helenoToxicity gte ($girth/100)) or ($breastfatteniumToxicity gte ($girth/100)) or ($breastPlumperParasite is 1)>>\n<<set $newQuaggyBoviete = either(0,0,1)>><<else>><<set $newQuaggyBoviete = 0>><<endif>>\n\n<<if $lactationParasite is 1>>\n<<set $newQuaggyMilky = either(0,0,1)>><<else>><<set $newQuaggyMilky = 0>><<endif>>\n\n<<if ($bellyfatteniumToxicity gte ($girth/100)) or ($bellyPlumperParasite is 1)>>\n<<set $newQuaggyMiriete = either(0,1); $newQuaggyBelly += either(20,30,40,50)>><<else>><<set $newQuaggyMiriete = 0>><<endif>>\n\n<<if $thighfatteniumToxicity gte ($girth/100)>>\n<<set $newQuaggySuperthigh = either(0,0,1); $newQuaggyThigh += either(10,20,30)>><<else>><<set $newQuaggySuperthigh = 0>><<endif>>\n\n<<if ($inflaToxicity gte ($girth/100)) or ($bellyParasite is 1)>>\n<<set $newQuaggyBloated = either(0,1)>><<else>><<set $newQuaggyBloated = 0>><<endif>>\n\n<<if ($slimeBellyParaLoad gte ($girth/2)) or ($slimeBreastParaLoad gte ($girth/2))>>\n<<set $newQuaggyOozing = either(0,0,1)>><<else>><<set $newQuaggyOozing = 0>><<endif>>\n\n<<if $direParasite is 1>>\n<<set $newQuaggyWormed = either(0,0,1)>><<else>><<set $newQuaggyWormed = 0>><<endif>>\n\n<<if ($vitaePPM gt 0) and ($newQuaggySubspecies neq "kaelani")>>\n<<set $newQuaggyDead = either(0,1)>>\n<<if $newQuaggyDead is 0>><<set $newQuaggySickly = either(0,1,1)>><<endif>><<else>><<set $newQuaggyDead = 0; $newQuaggySickly = 0>><<endif>>\n\n<<if $newQuaggySuperfat is 1>><<set $newQuaggyGirth = ($newQuaggyGirth + ($newQuaggyGirth/2))>><<endif>>\n\n<<if $newQuaggySickly is 1>><<set $newQuaggyGirth = $newQuaggyGirth/2; $newQuaggyBelly = either(10,10,20); $newQuaggyThigh = 10; $newQuaggyStrength = random(2,8); $newQuaggyFinesse = random(1,3); $newQuaggyEnergy = either(8,10,12,15); $newQuaggyArmor = either(0,0,1,2,3)>><<endif>>\n\n\n/% ====================================================================================================================== %/\n/% Step 2 - personality and base stats %/\n\n\n/% Zodiac %/\n<<set $newQuaggyZodiac = either("Nefirian","Nameless","Phoenix","Kaolan","Giovan","Ander","Lyric’Ai","Reks","Eliot","Andreu","Na’than","Eva","Cello","Tristan")>>\n\n/% Administre may 'claim' their own species. %/\n\n<<set $randomizer = random(1,3)>>\n<<if $randomizer is 1>>\n\n<<if ($newQuaggySubspecies is "belmere") or ($newQuaggySubspecies is "isri") or ($newQuaggySubspecies is "celesse") or ($newQuaggySubspecies is "fragmentari")>><<set $newQuaggyZodiac = "Nefirian">><<endif>>\n<<if ($newQuaggySubspecies is "moreaui") or ($newQuaggySubspecies is "erinyi")>><<set $newQuaggyZodiac = "Phoenix">><<endif>>\n<<if ($newQuaggySubspecies is "intere") or ($newQuaggySubspecies is "devinn")>><<set $newQuaggyZodiac = "Nameless">><<endif>>\n<<if $newQuaggySubspecies is "ouinsel">><<set $newQuaggyZodiac = either("Nefirian","Kaolan")>><<endif>>\n<<if $newQuaggySubspecies is "kaelani">><<set $newQuaggyZodiac = "Kaolan">><<endif>>\n<<if $newQuaggySubspecies is "null">><<set $newQuaggyZodiac = "Giovan">><<endif>>\n<<if $newQuaggySubspecies is "ein">><<set $newQuaggyZodiac = "Ander">><<endif>>\n<<if $newQuaggySubspecies is "astar">><<set $newQuaggyZodiac = "Lyric’Ai">><<endif>>\n<<if $newQuaggySubspecies is "rexaur">><<set $newQuaggyZodiac = "Reks">><<endif>>\n<<if ($newQuaggySubspecies is "heitene") or ($newQuaggySubspecies is "laworn")>><<set $newQuaggyZodiac = either("Eva","Na’than")>><<endif>>\n<<if $newQuaggySubspecies is "kitsch">><<set $newQuaggyZodiac = "Tristan">><<endif>>\n<<endif>>\n\n/% Patrons. %/\n\n<<if $newQuaggyZodiac is "Nefirian">><<set $newQuaggyTrait = either("expansionist","expansionist","corruptor","dramatic")>><<endif>>\n<<if $newQuaggyZodiac is "Nameless">><<set $newQuaggyTrait = either("brooding","brooding","observant","wildling")>><<endif>>\n<<if $newQuaggyZodiac is "Phoenix">><<set $newQuaggyTrait = either("anarchist","anarchist","corruptor","suave")>><<endif>>\n<<if $newQuaggyZodiac is "Kaolan">><<set $newQuaggyTrait = either("wildling","wildling","observant","guardian")>><<endif>>\n<<if $newQuaggyZodiac is "Giovan">><<set $newQuaggyTrait = either("cool","cool","dramatic","suave")>><<endif>>\n<<if $newQuaggyZodiac is "Ander">><<set $newQuaggyTrait = either("suave","suave","misfit","parent")>><<endif>>\n<<if $newQuaggyZodiac is "Lyric’Ai">><<set $newQuaggyTrait = either("dramatic","dramatic","misfit","anarchist")>><<endif>>\n<<if $newQuaggyZodiac is "Reks">><<set $newQuaggyTrait = either("misfit","misfit","anarchist","expansionist")>><<endif>>\n<<if $newQuaggyZodiac is "Eliot">><<set $newQuaggyTrait = either("observant","observant","calculator","guardian")>><<endif>>\n<<if $newQuaggyZodiac is "Andreu">><<set $newQuaggyTrait = either("corruptor","corruptor","expansionist","suave")>><<endif>>\n<<if $newQuaggyZodiac is "Na’than">><<set $newQuaggyTrait = either("parent","parent","wildling","guardian")>><<endif>>\n<<if $newQuaggyZodiac is "Eva">><<set $newQuaggyTrait = either("guardian","guardian","observant","brooding")>><<endif>>\n<<if $newQuaggyZodiac is "Cello">><<set $newQuaggyTrait = either("observant","calculator","calculator","corruptor")>><<endif>>\n<<if $newQuaggyZodiac is "Tristan">><<set $newQuaggyTrait = either("brooding","touchy","touchy","calculator")>><<endif>>\n\n/% Aspecte. %/\n\n<<if $newQuaggyTrait is "expansionist">><<set $newQuaggyAspecte = either("belepresse","beletoire","belsusset","coudonsair","guguetele","predatrix","revetoire","susseroit","vitossi","vouere")>><<endif>>\n<<if $newQuaggyTrait is "brooding">><<set $newQuaggyAspecte = either("belepresse","belsusset","coudonsair","guguetele","revetoire","susseroit","vouere")>><<endif>>\n<<if $newQuaggyTrait is "anarchist">><<set $newQuaggyAspecte = either("beletoire","belsusset","guguetele","predatrix","susseroit","vitossi","vouere")>><<endif>>\n<<if $newQuaggyTrait is "cool">><<set $newQuaggyAspecte = either("beletoire","belsusset","coudonsair","guguetele","vitossi")>><<endif>>\n<<if $newQuaggyTrait is "suave">><<set $newQuaggyAspecte = either("coudonsair","guguetele",0,0,0)>><<endif>>\n<<if $newQuaggyTrait is "dramatic">><<set $newQuaggyAspecte = either("belepresse","vouere",0,0,0)>><<endif>>\n<<if ($newQuaggyTrait is "corruptor") or ($newQuaggyTrait is "calculator")>><<set $newQuaggyAspecte = either("belsusset","revetoire","susseroit","vouere",0)>><<endif>>\n<<if $newQuaggyTrait is "parent">><<set $newQuaggyAspecte = either("susseroit",0,0,0,0)>><<endif>>\n\n\n<<if $newQuaggyAspecte is 0>><<set $newQuaggyAspecte = either("belepresse","beletoire","belsusset","coudonsair","guguetele","predatrix","revetoire","susseroit","vitossi","vouere")>><<endif>>\n\n<<if ($newQuaggyAspecte is "belepresse") or ($newQuaggyAspecte is "belsusset")>><<set $newQuaggyAspecteFlavor = "has a passionate love for food">><<endif>>\n<<if ($newQuaggyAspecte is "beletoire") or ($newQuaggyAspecte is "susseroit")>><<set $newQuaggyAspecteFlavor = "seems to have an intense fascination with balloons">><<endif>>\n<<if ($newQuaggyAspecte is "predatrix") or ($newQuaggyAspecte is "vitossi")>><<set $newQuaggyAspecteFlavor = "is already looking around for its next meal">><<endif>>\n<<if ($newQuaggyAspecte is "vouere") or ($newQuaggyAspecte is "revetoire")>><<set $newQuaggyAspecteFlavor = "has been examining you with a great deal of interest the entire time">><<endif>>\n<<if ($newQuaggyAspecte is "coudonsair") or ($newQuaggyAspecte is "guguetele")>><<set $newQuaggyAspecteFlavor = "seems to enjoy meeting new people">><<endif>>\n\n/% Full Occupation roll. %/\n\n<<if $newQuaggyTrait is "expansionist">><<set $newQuaggyOccroll1 = either("Sculptor", "Hypothesi"); $newQuaggyOccroll2 = either("Beltedier","Culinet")>><<endif>>\n<<if $newQuaggyTrait is "brooding">><<set $newQuaggyOccroll1 = either("Beltedier","Scribier"); $newQuaggyOccroll2 = either("Datiere","Donsair")>><<endif>>\n<<if $newQuaggyTrait is "anarchist">><<set $newQuaggyOccroll1 = either("Alchemiee","Mercine"); $newQuaggyOccroll2 = either("Taxidere","Mercine")>><<endif>>\n<<if $newQuaggyTrait is "wildling">><<set $newQuaggyOccroll1 = either("Wildere","Militiere"); $newQuaggyOccroll2 = either("Subtlee","Caviere")>><<endif>>\n<<if $newQuaggyTrait is "cool">><<set $newQuaggyOccroll1 = either("Astronomier","Hypothesi"); $newQuaggyOccroll2 = either("Performier","Caviere")>><<endif>>\n<<if $newQuaggyTrait is "suave">><<set $newQuaggyOccroll1 = either("Subtlee","Performier"); $newQuaggyOccroll2 = either("Hypothesi","Finier")>><<endif>>\n<<if $newQuaggyTrait is "dramatic">><<set $newQuaggyOccroll1 = either("Performier","Professor"); $newQuaggyOccroll2 = either("Scribier","Donsair")>><<endif>>\n<<if $newQuaggyTrait is "misfit">><<set $newQuaggyOccroll1 = either("Taxidere","Wildere"); $newQuaggyOccroll2 = either("Jaque","Caviere")>><<endif>>\n<<if $newQuaggyTrait is "observant">><<set $newQuaggyOccroll1 = either("Scribier","Hypothesi"); $newQuaggyOccroll2 = either("Professor","Caviere")>><<endif>>\n<<if $newQuaggyTrait is "corruptor">><<set $newQuaggyOccroll1 = either("Sculptor","Professor"); $newQuaggyOccroll2 = either("Datiere","Culinet")>><<endif>>\n<<if $newQuaggyTrait is "parent">><<set $newQuaggyOccroll1 = either("Smithier","Medique"); $newQuaggyOccroll2 = either("Datiere","Wildere")>><<endif>>\n<<if $newQuaggyTrait is "guardian">><<set $newQuaggyOccroll1 = either("Jillaume","Militiere"); $newQuaggyOccroll2 = either("Wildere","Smithier")>><<endif>>\n<<if $newQuaggyTrait is "calculator">><<set $newQuaggyOccroll1 = either("Hypothesi","Sculptor"); $newQuaggyOccroll2 = either("Datiere","Alchemiee")>><<endif>>\n<<if $newQuaggyTrait is "touchy">><<set $newQuaggyOccroll1 = either("Wildere","Taxidere"); $newQuaggyOccroll2 = either("Jillaume","Scribier")>><<endif>>\n\n/% Occupational wild cards. %/\n\n<<set $randomizer = random(1,6)>>\n<<if $randomizer is 1>><<set $newQuaggyOccroll1 = either("Boviet","Caviere","Culinet","Donsair","Fatiee","Finier","Jaque","Mercine","Smithier","Succulee")>><<endif>>\n\n<<set $randomizer = random(1,4)>>\n<<if $randomizer is 1>>\n<<if ($newQuaggyAspecte is "belepresse") or ($newQuaggyAspecte is "belsusset") or ($newQuaggyAspecte is "predatrix") or ($newQuaggyAspecte is "vitossi")>>\n<<set $newQuaggyOccroll1 = either("Succulee","Fatiee","Donsair","Boviet")>><<endif>>\n<<if ($newQuaggyAspecte is "vouere") or ($newQuaggyAspecte is "revetoire") or ($newQuaggyAspecte is "susseroit") or ($newQuaggyAspecte is "beletoire")>>\n<<set $newQuaggyOccroll1 = either("Culinet","Sculptor","Hypothesi","Astronomier")>><<endif>>\n<<if ($newQuaggyAspecte is "coudonsair") or ($newQuaggyAspecte is "guguetele")>>\n<<set $newQuaggyOccroll1 = either("Beltedier","Donsair","Fatiee")>><<endif>><<endif>>\n\n/% How soon will this quaggy name itself? \n\nSome personality types are more likely to do it sooner than others. \nObservants have almost definitely been listening in to the outside worlds, and have likely decided on one by the time they come out of the egg.\n\nOthers vary. Some may not name themselves until adulthood (brooding quaggies are likely to take a long time, while dramatic quaggies may change theirs frequently!) %/\n\n<<if $newQuaggyTrait is "observant">><<set $randomizer = random(1,4)>>\n<<elseif $newQuaggyTrait is "dramatic">><<set $randomizer = random(1,6)>>\n<<else>><<set $randomizer = random(1,12)>><<endif>>\n\n<<if $randomizer is 1>>\n<<if $newQuaggyTrait neq "dramatic">><<set $randomizer = either(1,1,1,1,2)>>\n<<elseif $newQuaggyTrait is "dramatic">><<set $randomizer = either(1,1,2)>><<endif>><<endif>>\n\n/% Single name %/<<if $randomizer is 1>> \n\t<<display NPCNamer>><<set $newQuaggyName1 = $revName>>\n\t/% Double name %/ <<elseif $randomizer is 2>> \n\t<<display NPCNamer>><<set $newQuaggyName1 = $revName>>\n\t<<display NPCNamer>><<set $newQuaggyName2 = $revName>><<endif>>\n\n/% No name chosen yet. \nFor 'undeclared' quaggies, they will get a special proc that has a small chance of making them choose a name and announce it at random later on. \nDramatic and Brooding quaggies will have a small chance of changing their names again even if they already have one. %/\n\n<<if $newQuaggyName1 is 0>><<set $newQuaggyName1 = "undeclared"; $newQuaggyName2 = 0>><<endif>>\n\n\n/% Once generation is complete, tick the counter down one. %/\n\n<<set $quaggyRerolls -= 1>><<endif>>\n\n<<endnobr>><<if $newQuaggyDead is 0>>\nYou gaze down at the quaggy closest to you, and it returns the look ''<<if ($newQuaggyTrait is "anarchist") or ($newQuaggyTrait is "misfit")>>fiercely!<<elseif ($newQuaggyTrait is "suave") or ($newQuaggyTrait is "dramatic")>>with a little smirk...<<elseif ($newQuaggyTrait is "expansionist") or ($newQuaggyTrait is "corruptor")>>with an unsettling, naughty grin...<<elseif ($newQuaggyTrait is "wildling") or ($newQuaggyTrait is "guardian")>>with a firm and even gaze...<<elseif ($newQuaggyTrait is "observant") or ($newQuaggyTrait is "cool")>>with wide, attentive eyes...<<elseif $newQuaggyTrait is "brooding">>with hesitation...<<elseif $newQuaggyTrait is "parent">>with a loving gaze!<<elseif $newQuaggyTrait is "calculator">>with keen, appraising eyes...<<elseif $newQuaggyTrait is "touchy">>with a bit of a sneer...<<endif>>''<<if $newQuaggyName1 neq "undeclared">>\n\nClearing its throat, the <<print $newQuaggySubspecies>> quaggy introduces itself to you as ''<<print $newQuaggyName1>><<if $newQuaggyName2 neq 0>> <<print $newQuaggyName2>><<endif>>!''<<endif>><hr>\n__''<<print $newQuaggyName1>><<if $newQuaggyName2 neq 0>> <<print $newQuaggyName2>><<endif>> - <<print $newQuaggyColor>> <<print $newQuaggySkin>> <<if $newQuaggySubtype neq 0>> <<print $newQuaggySubtype>> <<endif>><<print $newQuaggySubspecies>>''__\n\nStarting Weight: <<print $baseQuaggyGirth / 10>>~~gi~~ ♦ Aspecte: <<print $newQuaggyAspecte>>\nPatron: <<print $newQuaggyZodiac>> ♦ Personality: <<$newQuaggyTrait>>\n\n__''Appearance:''__\n<center>[<<print $newQuaggyEars>> ears] [<<print $newQuaggyFacet>> facet] [<<print $newQuaggyEyes>> eyes]\n[<<print $newQuaggyFace>> face]<<if $newQuaggyHead neq 0>>[<<print $newQuaggyHead>>]<<endif>>\n[<<print $newQuaggyBody>> body]<<if $newQuaggyBack neq 0>>[<<print $newQuaggyBack>>]<<endif>>\n[<<print $newQuaggyLegs>> legs] [<<print $newQuaggyTail>> tail]</center>\n\n<<elseif $newQuaggyDead is 1>>\n//[img[icon_alert_red]]<redalert>''...it looks like this quaggy didn't make it,''</redalert> likely because of your recent vitae exposure...//<<endif>><<if $newQuaggyDead is 0>><<if $companions lt 3>>\n<affirmation>''You have room in your party to take <<if $newQuaggyName1 neq "undeclared">>''<<print $newQuaggyName1>><<if $newQuaggyName2 neq 0>> <<print $newQuaggyName2>><<endif>>''<<else>>this quaggy<<endif>> with you.''</affirmation><<endif>><<endif>><hr><<nobr>><<if $newQuaggyDead is 0>>\n\n\t<<if $hasMound is 1>>\n\t[[Send this quaggy home.|QuaggyStore][$donsairID = 1; $addQuaggy = 1; $pauseGeneration = 0]]<<endif>>\n\n\t<<if $companions lt 3>>\n\t ♦ [[Take this quaggy with you.|QuaggyParty][$addQuaggy = 1; $pauseGeneration = 0]]<<endif>>\n\n\t<<if $quaggyRerolls gt 0>> ♦ [[Examine the next quaggy. (<<print $quaggyRerolls>> left)|passage()][$pauseGeneration = 0]]<<endif>>\n\n<<endif>><<endnobr>>\n[[Leave them behind.|QuaggyDismissal]]

/% ========== RESOURCE DATABASE ========== %/\n\n/% $foodFat and $foodBloat are the resource analogues to creatures' $encFat and $encBloat. Stats work the exact same way, provided a resource is eaten on the spot rather than harvested. %/\n\n/% Pre-setup; clear any residual resource flags. %/\n\n<<set $waterResource = 0; $milkResource = 0; $meatResource = 0; $fishResource = 0; $poultryResource = 0; $eggResource = 0; $grainResource = 0; $rootResource = 0; $fruitResource = 0; $vegResource = 0; $sugarResource = 0; $nutResource = 0; $fatResource = 0; $herbResource = 0; $jellyResource = 0; $dragonResource = 0; $leupaiResource = 0; $fatteniumResource = 0; $miraResource = 0; $resourceLiquid = 0; $traceFattenium = 0; $traceMirajin = 0; $bacteria = 0; $resourceType = 0>>\n\n\n/% I. Liquid Resources %/\n\n\n<<if $resourceEncounter is "clean water">><<set $resourceEncounter = either("fresh water","spring water","pure water"); $resourceGrammar = "a pool of"; $resourceType = "edible"; $resourceLiquid = 1; $foodFat = 0; $foodBloat = 50; $foodLiquid = 50; $waterResource = 5; $energy = 20; $encImg = "pool_clearwater">><<endif>>\n\n<<if $resourceEncounter is "unclean water">><<set $resourceEncounter = either("murky water","cloudy water","questionable water","contaminated water"); $resourceGrammar = "a pool of"; $resourceType = "edible"; $resourceLiquid = 1; $foodFat = either(0,0,0,0,0,0,0,20,30,50,60,70,80,90,100,150,200,250,300,350,400,450,500); $foodBloat = either(0,0,0,0,0,0,0,20,30,50,60,70,80,90,100,150,200,250,300,350,400,450,500); $foodLiquid = 50; $waterResource = 5; $fatteniumResource = random(1,10); $miraResource = random(0,10); $encImg = "pool_dirtywater">><<endif>>\n\n\n/% II. Food Resources %/\n\n\n<<if $resourceEncounter is "fattenium ore">><<set $resourceGrammar = "a vein of"; $resourceType = "edible"; $foodFat = either(10,20,30); $foodBloat = $foodFat; $fatteniumResource = ($foodFat / 10); $encImg = "ore_fattenium">><<endif>>\n\n<<if $resourceEncounter is "slime">><<set $resourceGrammar = "a blob of"; $resourceType = "edible"; $foodFat = either(0,0,0,0,10,20,30,40,50); $foodBloat = either(30,40,50,60,70,80,90,100,110,120,130,140,150); $foodLiquid = ($foodBloat / 10); $waterResource = ($foodBloat / 10); $jellyResource = ($foodBloat / 10)>><<endif>>\n\n<<if $resourceEncounter is "fish pond">><<set $resourceEncounter = either("plump fish","fat fish"); $resourceGrammar = "a pond full of"; $resourceType = "edible"; $foodFat = either(30,40,50,60,70); $foodBloat = either(10,20,30,40,50,60,70,80,90,100); $fishResource = random(3,10); $energy = 50>><<endif>>\n\n<<if $resourceEncounter is "honeybutter">><<set $resourceGrammar = "a jar of"; $resourceType = "edible"; $foodFat = 80; $foodBloat = 30; $sugarResource = 3; $fatResource = 3; $energy = 20>><<endif>>\n\n<<if $resourceEncounter is "raw gorger jelly">><<set $resourceGrammar = "a jar of"; $resourceType = "edible"; $foodFat = 150; $foodBloat = 30; $sugarResource = 3; $fatResource = 10; $energy = 30>><<endif>>\n\n<<if $resourceEncounter is "rain-plumped tendrilgrass">><<set $resourceGrammar = "a patch of"; $resourceType = "edible"; $foodFat = either(30,40,50); $foodBloat = 30; $vegResource = random(3,5); $waterResource = ($foodBloat / 10); $energy = 30>><<endif>>\n\n<<if $resourceEncounter is "plump tendrilvines">><<set $resourceGrammar = "a clump of"; $resourceType = "edible"; $foodFat = either(30,40,50,60,70,80,90,100); $foodBloat = either(30,40,50,60,70,80); $vegResource = ($foodFat / 10); $waterResource = ($foodBloat / 10); $energy = 20>><<endif>>\n\n<<if $resourceEncounter is "sugarcanes">><<set $resourceGrammar = "a patch of"; $resourceType = "edible"; $foodFat = either(20,30,40,50); $foodBloat = 30; $sugarResource = random(5,15); $energy = 50>><<endif>>\n\n<<if $resourceEncounter is "eggs">><<set $resourceGrammar = "a nest full of"; $resourceType = "edible"; $foodFat = either(50,60,70,80,90,100,110,120,130,140,150); $foodBloat = either(20,30,40,50,60,70,80,90,100,110,120,130,140,150); $eggResource = ($foodFat / 10); $energy = 50>><<endif>>\n\n<<if $resourceEncounter is "berry bunch">><<set $resourceEncounter = either("berries","grapes","tomatoes"); $resourceGrammar = "a bunch of"; $resourceType = "edible"; $foodFat = either(20,30,40,50); $foodBloat = either(20,30,40,50); $foodLiquid = either(20,30,40,50); $fruitResource = ($foodFat / 10); $energy = 20>><<endif>>\n\n<<if $resourceEncounter is "fruit tree">><<set $resourceEncounter = "ripe " + either("apples","oranges","pears","plums","peaches","cherries"); $resourceGrammar = "a tree full of"; $resourceType = "edible"; $foodFat = either(80,90,100,150,200,250); $foodBloat = either(50,60,70,80,90,100,150,200,250,300,350,400,450,500); $foodLiquid = ($foodBloat / 20); $fruitResource = ($foodFat / 10); $energy = 30>><<endif>>\n\n<<if $resourceEncounter is "swollen pumpkins">><<set $resourceGrammar = "a patch of"; $resourceType = "edible"; $foodFat = either(0,10,20,30,40,50); $foodBloat = either(70,80,90,100,110,120,130,140,150,160,170,180,190,200); $foodLiquid = ($foodBloat / 20); $vegResource = ($foodBloat / 10); $waterResource = ($foodBloat / 20); $energy = 30>><<endif>>\n\n<<if $resourceEncounter is "root veg">><<set $resourceEncounter = either("potatoes","carrots","turnips","beets","parsnips","roots"); $resourceGrammar = "some"; $resourceType = "edible"; $foodFat = either(30,40,50,60,70,80); $foodBloat = either(50,60,70,80,90,100); $rootResource = random(3,8); $energy = 20>><<endif>>\n\n<<if $resourceEncounter is "melon patch">><<set $resourceEncounter = either("bloated milkmelons","creaking milkmelons"); $resourceGrammar = "a patch of"; $resourceType = "edible"; $foodFat = either(40,50,60,70,80,90,100); $foodBloat = either(70,80,90,100,110,120,130,140,150,160,170,180,190,200); $foodLiquid = ($foodBloat / 10); $fruitResource = ($foodBloat / 10); $fatResource = ($foodFat / 20); $milkResource = ($foodBloat / 10); $energy = 20>><<endif>>\n\n<<if $resourceEncounter is "milkmelon patch">><<set $resourceEncounter = either("bloated milkmelons","creaking milkmelons"); $resourceGrammar = "a patch of"; $resourceType = "edible"; $foodFat = either(40,50,60,70,80,90,100); $foodBloat = either(70,80,90,100,110,120,130,140,150,160,170,180,190,200); $foodLiquid = ($foodBloat / 10); $fruitResource = ($foodBloat / 10); $fatResource = ($foodFat / 20); $milkResource = ($foodBloat / 10); $energy = 20>><<endif>>\n\n\n/% III. Inedible Resources %/\n\n\n<<if $resourceEncounter is "fragrant herbs">><<set $resourceGrammar = "a bunch of"; $resourceType = "ingredient"; $herbResource = random(2,5)>><<endif>>\n\n<<if $resourceEncounter is "coffee powder">><<set $resourceGrammar = "a pouch of"; $resourceType = "ingredient"; $nutResource = random(2,5)>><<endif>>\n\n<<if $resourceEncounter is "grain field">><<set $resourceEncounter = either("corn","oats","wheat","barley","rice"); $resourceGrammar = "a field of"; $resourceType = "ingredient"; $grainResource = 10; $energy = 30>><<if $resourceEncounter is "rice">><<set $resourceGrammar = "a paddy of">><<endif>><<endif>>\n\n<<if $resourceEncounter is "miracrystal">><<set $resourceGrammar = "a vein of"; $resourceType = "ingredient"; $miraResource = random(2,6); $encImg = "ore_miracrystal">><<endif>>\n\n<<if $resourceEncounter is "miracrystal dust">><<set $resourceGrammar = "a tiny bottle of "; $resourceType = "ingredient"; $miraResource = random(1,3); $encImg = "powderjar">><<endif>>\n

<center>[img[plate]]\n''__Grill Recipes__''</center>\n''<<if $rootStock gte 2>>[[Grilled Roots|passage()][$calories += 10; $bellyBloat += 30; $bonusEnergy += 20; $rootStock -= 2; $cooked = 1]]<<else>>//Grilled Steak//<<endif>>'' ♦ <<print $meatStock>>/2 ''Root''\n<<nobr>>\n<<endnobr>>''<<if $fishStock gte 2>>[[Grilled Fish|passage()][$calories += 10; $bellyBloat += 30; $bonusEnergy += 20; $fishStock -= 2; $cooked = 1]]<<else>>//Grilled Fish//<<endif>>'' ♦ <<print $fishStock>>/2 ''Fish''\n<<nobr>>\n<<endnobr>>''<<if $meatStock gte 2>>[[Grilled Steak|passage()][$calories += 20; $bellyBloat += 40; $bonusEnergy += 30; $meatStock -= 2; $cooked = 1]]<<else>>//Grilled Steak//<<endif>>'' ♦ <<print $meatStock>>/2 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $meatStock gte 2>>[[Grilled Pork|passage()][$calories += 40; $bellyBloat += 40; $bonusEnergy += 40; $meatStock -= 2; $cooked = 1]]<<else>>//Grilled Pork//<<endif>>'' ♦ <<print $meatStock>>/2 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $poultryStock gte 2>>[[Grilled Swan|passage()][$calories += 10; $bellyBloat += 50; $bonusEnergy += 20; $poultryStock -= 2; $cooked = 1]]<<else>>//Grilled Swan//<<endif>>'' ♦ <<print $poultryStock>>/2 ''Poultry''\n<<nobr>>\n<<endnobr>>''<<if $dragonStock gte 2>>[[Grilled Dragon Steak|passage()][$calories += 140; $bellyBloat += 50; $bonusEnergy += 60; $dragonStock -= 2; $cooked = 1]]<<else>>//Grilled Dragon Steak//<<endif>>'' ♦ <<print $dragonStock>>/2 ''Dragon Meat''\n<<nobr>>\n<<endnobr>>''<<if $leupaiStock gte 2>>[[Grilled Leupai Steak|passage()][$calories += 150; $bellyBloat += 50; $bonusEnergy += 60; $leupaiStock -= 2; $cooked = 1]]<<else>>//Grilled Leupai Steak//<<endif>>'' ♦ <<print $leupaiStock>>/2 ''Leupai Flesh''\n<<nobr>>\n<<endnobr>>''<<if ($meatStock gte 5) and ($sugarStock gte 2) and ($herbStock gte 1)>>[[Barbequed Pork Ribs|passage()][$calories += 90; $bellyBloat += 70; $bonusEnergy += 100; $meatStock -= 5; $sugarStock -= 2; $herbStock -= 1; $cooked = 1]]<<else>>//Barbequed Pork Ribs//<<endif>>'' ♦ <<print $meatStock>>/5 ''Meat'' ♦ <<print $sugarStock>>/2 ''Sugar'' ♦ <<print $herbStock>>/1 ''Herbs''\n<<nobr>>\n<<endnobr>>''<<if ($dragonStock gte 5) and ($sugarStock gte 2) and ($herbStock gte 1)>>[[Barbequed Dragon Ribs|passage()][$calories += 200; $bellyBloat += 100; $bonusEnergy += 120; $dragonStock -= 5; $sugarStock -= 2; $herbStock -= 1; $cooked = 1]]<<else>>//Grilled Dragon Steak//<<endif>>'' ♦ <<print $dragonStock>>/5 ''Dragon Meat'' ♦ <<print $sugarStock>>/2 ''Sugar'' ♦ <<print $herbStock>>/1 ''Herbs''\n<<nobr>>\n<<endnobr>>''<<if ($leupaiStock gte 5) and ($sugarStock gte 2) and ($herbStock gte 1)>>[[Barbequed Leupai Tail|passage()][$calories += 350; $bellyBloat += 120; $bonusEnergy += 150; $leupaiStock -= 5; $sugarStock -= 2; $herbStock -= 1; $cooked = 1]]<<else>>//Barbequed Leupai Tail//<<endif>>'' ♦ <<print $leupaiStock>>/5 ''Leupai Flesh'' ♦ <<print $sugarStock>>/2 ''Sugar'' ♦ <<print $herbStock>>/1 ''Herbs''

/% ======================================================================== %/\n/% Ambience %/\n\n<<display BiomeStatus>>\n\n/% ======================================================================== %/\n\n/% Creature encounters %/\n<<if $encounterKind is "creature">>\n\n<<display CreaturePool>>\n\n<<endif>>\n\n/% ======================================================================== %/\n\n/% Resource encounters %/\n<<if $encounterKind is "resource">>\n\n<<display ResourcePool>>\n\n<<endif>>\n\n/% ======================================================================== %/\n\n/% Special item encounters %/ \n<<if $encounterKind is "item">>\n\n<<display ItemPool>>\n\n<<endif>>\n\n/% ======================================================================== %/\n\n/% Special encounters %/ <<if $encounterKind is "special">>\n\n<<display SpecialPool>>\n\n<<endif>>\n\n/% ======================================================================== %/

<center>[img[plate]]\n''__Campfire Recipes__''</center>\n''<<if ($grainStock gte 5) and ($fatStock gte 1)>>[[Flatbread|passage()][$calories += 20; $bellyBloat = 180; $bonusEnergy += 30; $grainStock -= 5; $fatStock -= 1; $cooked = 1]]<<else>>//Flatbread//<<endif>>'' ♦ <<print $grainStock>>/5 ''Grain'' ♦ <<print $fatStock>>/1 ''Fat''\n<<nobr>>\n<<endnobr>>''<<if ($grainStock gte 5) and ($fatStock gte 1) and ($herbStock gte 3)>>[[Herb-Encrusted Flatbread|passage()][$calories += 20; $bellyBloat = 180; $bonusEnergy += 60; $grainStock -= 5; $fatStock -= 1; $herbStock -= 1; $cooked = 1]]<<else>>//Herb-Encrusted Flatbread//<<endif>>'' ♦ <<print $grainStock>>/5 ''Grain'' ♦ <<print $fatStock>>/1 ''Fat'' ♦ <<print $herbStock>>/3 ''Herb''\n<<nobr>>\n<<endnobr>>''<<if $eggStock gte 2>>[[Fried Eggs|passage()][$calories += 50; $bellyBloat += 30; $bonusEnergy += 10; $eggStock -= 2; $cooked = 1]]<<else>>//Fried Eggs//<<endif>>'' ♦ <<print $eggStock>>/2 ''Eggs''\n<<nobr>>\n<<endnobr>>''<<if $fatStock gte 5>>[[Spit-Roasted Fat|passage()][$calories += 50; $bellyBloat += 30; $bonusEnergy += 30; $fatStock -= 5; $cooked = 1]]<<else>>//Spit-Roasted Fat//<<endif>>'' ♦ <<print $fatStock>>/5 ''Fat''\n<<nobr>>\n<<endnobr>>''<<if $fishStock gte 2>>[[Spit-Roasted Fish|passage()][$calories += 10; $bellyBloat += 30; $bonusEnergy += 20; $fishStock -= 2; $cooked = 1]]<<else>>//Spit-Roasted Fish//<<endif>>'' ♦ <<print $fishStock>>/2 ''Fish''\n<<nobr>>\n<<endnobr>>''<<if $poultryStock gte 2>>[[Spit-Roasted Chicken|passage()][$calories += 20; $bellyBloat += 50; $bonusEnergy += 20; $poultryStock -= 2; $cooked = 1]]<<else>>//Spit-Roasted Chicken//<<endif>>'' ♦ <<print $poultryStock>>/2 ''Poultry''\n<<nobr>>\n<<endnobr>>''<<if $meatStock gte 2>>[[Spit-Roasted Beef|passage()][$calories += 30; $bellyBloat += 40; $bonusEnergy += 30; $meatStock -= 2; $cooked = 1]]<<else>>//Spit-Roasted Beef//<<endif>>'' ♦ <<print $meatStock>>/2 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $meatStock gte 2>>[[Spit-Roasted Pork|passage()][$calories += 40; $bellyBloat += 40; $bonusEnergy += 40; $meatStock -= 2; $cooked = 1]]<<else>>//Spit-Roasted Pork//<<endif>>'' ♦ <<print $meatStock>>/2 ''Meat''\n<<nobr>>\n<<endnobr>>''<<if $dragonStock gte 2>>[[Spit-Roasted Dragon|passage()][$calories += 140; $bellyBloat += 50; $bonusEnergy += 60; $dragonStock -= 2; $cooked = 1]]<<else>>//Spit-Roasted Dragon//<<endif>>'' ♦ <<print $dragonStock>>/2 ''Dragon Meat''\n<<nobr>>\n<<endnobr>>''<<if $leupaiStock gte 2>>[[Spit-Roasted Leupai|passage()][$calories += 150; $bellyBloat += 50; $bonusEnergy += 60; $leupaiStock -= 2; $cooked = 1]]<<else>>//Spit-Roasted Leupai//<<endif>>'' ♦ <<print $leupaiStock>>/2 ''Leupai Flesh''\n<<nobr>>\n<<endnobr>>''<<if $vegStock gte 5>>[[Vegetable Kebab|passage()][$calories += 10; $bellyBloat += 50; $bonusEnergy += 50; $vegStock -= 5; $cooked = 1]]<<else>>//Vegetable Kebab//<<endif>>'' ♦ <<print $vegStock>>/5 ''Vegetable''\n<<nobr>>\n<<endnobr>>''<<if ($fatStock gte 5) and ($vegStock gte 2)>>[[Fat & Vegetable Kebab|passage()][$calories += 70; $bellyBloat += 50; $bonusEnergy += 50; $fatStock -= 5; $vegStock -= 2; $cooked = 1]]<<else>>//Fat & Vegetable Kebab//<<endif>>'' ♦ <<print $fatStock>>/5 ''Fat'' ♦ <<print $vegStock>>/2 ''Vegetable''\n<<nobr>>\n<<endnobr>>''<<if ($fishStock gte 2) and ($vegStock gte 2)>>[[Fish & Vegetable Kebab|passage()][$calories += 20; $bellyBloat += 50; $bonusEnergy += 30; $fishStock -= 2; $vegStock -= 2; $cooked = 1]]<<else>>//Fish & Vegetable Kebab//<<endif>>'' ♦ <<print $fishStock>>/2 ''Fish'' ♦ <<print $vegStock>>/2 ''Vegetable''\n<<nobr>>\n<<endnobr>>''<<if ($poultryStock gte 2) and ($vegStock gte 2)>>[[Chicken & Vegetable Kebab|passage()][$calories += 30; $bellyBloat += 50; $bonusEnergy += 30; $poultryStock -= 2; $vegStock -= 2; $cooked = 1]]<<else>>//Chicken & Vegetable Kebab//<<endif>>'' ♦ <<print $poultryStock>>/2 ''Poultry'' ♦ <<print $vegStock>>/2 ''Vegetable''\n<<nobr>>\n<<endnobr>>''<<if ($meatStock gte 2) and ($vegStock gte 2)>>[[Beef & Vegetable Kebab|passage()][$calories += 40; $bellyBloat += 50; $bonusEnergy += 40; $fishStock -= 2; $vegStock -= 2; $cooked = 1]]<<else>>//Beef & Vegetable Kebab//<<endif>>'' ♦ <<print $meatStock>>/2 ''Meat'' ♦ <<print $vegStock>>/2 ''Vegetable''\n<<nobr>>\n<<endnobr>>''<<if ($meatStock gte 2) and ($vegStock gte 2)>>[[Pork & Vegetable Kebab|passage()][$calories += 50; $bellyBloat += 50; $bonusEnergy += 50; $meatStock -= 2; $vegStock -= 2; $cooked = 1]]<<else>>//Pork & Vegetable Kebab//<<endif>>'' ♦ <<print $meatStock>>/2 ''Meat'' ♦ <<print $vegStock>>/2 ''Vegetable''\n<<nobr>>\n<<endnobr>>''<<if ($dragonStock gte 2) and ($vegStock gte 2)>>[[Dragon & Vegetable Kebab|passage()][$calories += 160; $bellyBloat += 50; $bonusEnergy += 80; $dragonStock -= 2; $vegStock -= 2; $cooked = 1]]<<else>>//Dragon & Vegetable Kebab//<<endif>>'' ♦ <<print $dragonStock>>/2 ''Dragon Meat'' ♦ <<print $vegStock>>/2 ''Vegetable''\n<<nobr>>\n<<endnobr>>''<<if ($leupaiStock gte 2) and ($vegStock gte 2)>>[[Leupai & Vegetable Kebab|passage()][$calories += 180; $bellyBloat += 50; $bonusEnergy += 100; $leupaiStock -= 2; $vegStock -= 2; $cooked = 1]]<<else>>//Leupai & Vegetable Kebab//<<endif>>'' ♦ <<print $leupaiStock>>/2 ''Leupai Flesh'' ♦ <<print $vegStock>>/2 ''Vegetable''\n

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

<<print $kitchenDesc>>\n\n<<display KitchenCogs>><hr>[[Rest.|passage()][$showRawRecipes = 0; $showCampRecipes = 0; $showAlchemyIRecipes = 0; $resting = 1]] ♦ [[Continue.|$saveState][$showRawRecipes = 0; $showCampRecipes = 0; $showAlchemyIRecipes = 0; $showCraftingRecipes = 0; $kitchenType = 0]]

<center>[img[plate]]\n''__Pot Recipes__''</center>\n''<<if ($waterStock gte 1) and ($sugarStock gte 1) and ($herbStock gte 1)>>[[Dreamtea|passage()][$calories += 0; $bellyBloat += 10; $bellyLiquid = 10; $bonusEnergy += 30; $waterStock -= 1; $sugarStock -= 1; $herbStock -= 1; $cooked = 1]]<<else>>//Dreamtea//<<endif>>'' ♦ <<print $waterStock>>/1 ''Water'' ♦ <<print $sugarStock>>/1 ''Sugar'' ♦ <<print $herbStock>>/1 ''Herb''\n<<nobr>>\n<<endnobr>>''<<if ($fatStock gte 5) and ($poultryStock gte 3)>>[[Fried Fowl|passage()][$calories += 250; $bellyBloat += 50; $bonusEnergy += 50; $fatStock -= 5; $poultryStock -= 3; $cooked = 1]]<<else>>//Fried Fowl//<<endif>>'' ♦ <<print $fatStock>>/5 ''Fat'' ♦ <<print $poultryStock>>/3 ''Poultry''\n<<nobr>>\n<<endnobr>>''<<if ($fatStock gte 5) and ($leupaiStock gte 3)>>[[Fried Leupai|passage()][$calories += 650; $bellyBloat += 50; $bonusEnergy += 100; $fatStock -= 5; $leupaiStock -= 3; $cooked = 1]]<<else>>//Fried Leupai//<<endif>>'' ♦ <<print $fatStock>>/5 ''Fat'' ♦ <<print $leupaiStock>>/3 ''Leupai''\n<<nobr>>\n<<endnobr>>''<<if ($grainStock gte 10) and ($sugarStock gte 15) and ($fatStock gte 15)>>[[Batch of Sugar Donuts|passage()][$calories += 300; $bellyBloat += 100; $bonusEnergy += 150; $grainStock -= 10; $sugarStock -= 15; $fatStock -= 15; $cooked = 1; $cookMessage = "You stuff yourself with the delicious, fattening donuts!"]]<<else>>//Batch of Sugar Donuts//<<endif>>'' ♦ <<print $grainStock>>/8 ''Grain'' ♦ <<print $sugarStock>>/15 ''Sugar'' ♦ <<print $fatStock>>/15 ''Fat''\n<<nobr>>\n<<endnobr>>''<<if ($grainStock gte 5) and ($milkStock gte 5) and ($sugarStock gte 2) and ($fatStock gte 3)>>[[Honeybutter Slurry|passage()][$calories += either(500,550,600,650,700,750,800); $bellyBloat += 100; $grainStock -= 5; $milkStock -= 5; $sugarStock -= 2; $fatStock -= 3; $cooked = 1; $cookMessage = "You prepare the fattening slurry, letting it cool before drinking it down!"]]<<else>>//Honeybutter Slurry//<<endif>>'' ♦ <<print $grainStock>>/5 ''Grain'' ♦ <<print $milkStock>>/5 ''Milk'' ♦ <<print $sugarStock>>/2 ''Sugar'' ♦ <<print $fatStock>>/3 ''Fat''\n<<nobr>>\n<<endnobr>>''<<if ($grainStock gte 5) and ($milkStock gte 5) and ($sugarStock gte 2) and ($fatStock gte 3) and ($fatteniumStock gte 30)>>[[Extra Strength Honeybutter Slurry|passage()][$calories += either(800,900,1000,1100,1200,1300,1400,1500); $bellyBloat += 500; $grainStock -= 5; $milkStock -= 5; $sugarStock -= 2; $fatStock -= 3; $fatteniumStock -= 30; $cooked = 1; $cookMessage = "You prepare the fattening slurry, letting it cool before drinking it down!"]]<<else>>//Extra Strength Honeybutter Slurry//<<endif>>'' ♦ <<print $grainStock>>/5 ''Grain'' ♦ <<print $milkStock>>/5 ''Milk'' ♦ <<print $sugarStock>>/2 ''Sugar'' ♦ <<print $fatStock>>/3 ''Fat'' ♦ <<print $fatteniumStock>>/30 ''Fattenium Powder''\n<<nobr>>\n<<endnobr>>''<<if ($grainStock gte 10) and ($sugarStock gte 5) and ($fatStock gte 15) and ($fatteniumStock gte 60)>>[[Batch of Fattenium Donuts|passage()][$calories += 2500; $bellyBloat += 2500; $bonusEnergy += 1000; $grainStock -= 10; $sugarStock -= 5; $fatStock -= 15; $fatteniumStock -= 60; $cooked = 1; $cookMessage = "You stuff yourself with the delicious, incredibly fattening donuts!"]]<<else>>//Batch of Fattenium Donuts//<<endif>>'' ♦ <<print $grainStock>>/8 ''Grain'' ♦ <<print $sugarStock>>/5 ''Sugar'' ♦ <<print $fatStock>>/15 ''Fat'' ♦ <<print $fatteniumStock>>/60 ''Fattenium Powder''

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

/% ===================================================== %/\n\n/% Key --\nBody - 1\nBreast - 2\nBelly - 3\nThigh - 4 %/\n\n<<if $bodyType is 0>>\n<<set $randomizer = either(1,2,2,3,3,4,4)>>\n\n<<elseif ($bodyType is "busty") or ($bodyType is "boviete")>>\n<<set $randomizer = either(1,1,2,3,3,4,4)>>\n\n<<elseif ($bodyType is "hourglass") or ($bodyType is "cubus")>>\n<<set $randomizer = either(1,1,2,3,3,4)>>\n\n<<elseif ($bodyType is "round") or ($bodyType is "bulging")>>\n<<set $randomizer = either(1,1,2,2,3,4,4)>>\n\n<<elseif ($bodyType is "belly") or ($bodyType is "guguetelle")>>\n<<set $randomizer = either(1,1,2,2,3,4,4)>>\n\n<<elseif ($bodyType is "pear") or ($bodyType is "bloatpear")>>\n<<set $randomizer = either(1,1,2,2,3,4)>>\n\n<<elseif ($bodyType is "thigh") or ($bodyType is "blimpthigh")>>\n<<set $randomizer = either(1,1,2,2,3,3,4)>>\n\n<<endif>>\n\n/% ===================================================== %/\n/% Finalize weight loss %/\n\n/% Body loss %/\n\n<<if $randomizer is 1>>\n\n<<set $girth -= $metaBurn + ($consecutiveDrain * either(0,1))>>\n\n/% Breast loss %/\n\n<<elseif $randomizer is 2>>\n\n<<set $breast -= $metaBurn + ($consecutiveDrain * either(0,1))>>\n\n/% Belly loss %/\n\n<<elseif $randomizer is 3>>\n\n<<set $belly -= $metaBurn + ($consecutiveDrain * either(0,1))>>\n\n/% Thigh loss %/\n\n<<elseif $randomizer is 4>>\n\n<<set $thigh -= $metaBurn + ($consecutiveDrain * either(0,1)); $thighFirmness += ($metaBurn + ($consecutiveDrain * either(0,1)))>><<endif>>

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6YeP09vL4ZyDbECANk+uP3Hnb37tkd/95UNY9Y6qDRWWaxrJAv5Uzsidg+Y77nwQP8TqnKbRfsamaEtSOgfRTPv5B4MeaC/YIqvCY28t0zzZxS5smsrMt4VARnLCbNaR2u87VXj3/N3YfTO957V/vpF89Ei9ZAKRpumVUjf4vI19tmim1miA8A29+x0v8Dpb/sF8GVo6e5avI0jcwviNM3oPr6dW8SHqIIdkzKJ4yi6remUkCNIcpyZCVjdq7E0aO8U+DiURXCKEZAew5WVFbkwvU6EHDWfF8tdSSZWx9kVwOQNdDIcMttXv7kicfdfSh/97G6f8pYWdg1acmdAsxqZN4rub8pWm5hW2nI+BfdWmv38rCOIV6JVjrYVkY+VtrjKvHPY83zUN6J6sdQDgk4FWYQeaYKL5qe4iXaytFWhmwRGqoBv5IzMxczOWX2Ly7Js0uJvv+CZxejGAHtI3fCaTBVMeaCBVoVeVwC15Y7Dn86fxgblo622XlJwn997sSTf/7vFl8cwz/USobM6bhG5lbTyffHiy0k96dXDSCCSmC34pV4qYVtZfhS9NUama9WY8AEpcIoEV4xmYPMYVMHqmeVDFvNaiXzlJxjetqyuMg3GpELG2j95o18RjEC2i2TDS5koPVGviZJHZHzuNMBJxGsehYP1Ln28gluuSR5x6fvT+dKEcvOmPebZr4/OdEI+zE6c9klAKZgMofp5IPSggBRl/3iNcgbJnR6bS3pV3zmmRhTygnfgvJacwFXnfuRNjIC2kc6DFzYFoki2yOvwVzlNL+pRgbp5HCizddeV40/dX/2l4freuuOSW52S62+zLAlzHIAQFWHKNe5ANfVN1zf9lQmlbGazK6syHOt4V8vXDVpBLQjoH3kgeiCbplTI142sUwU78HTZ41d1mMNKwspu2cjnnJp8nWmZL/O11MkzdH4zJoHxOuGa1c15pHviTWCZJ4YT5JEqOdFwoULtKMYAe0jz2gv8GWUQfyp9EzxiivF+CRGcodtZwEICy3VOSVLlVc8dYy4k9E80caeCZNVCh8CiytH+CiAqmiQBkzqsWkGXreMKW/qY4mEagmv2AhE5KlGLlwR08uo1GsEtI/4MurCPuGMco+Pbej/X0c9EOfJqyXSqRqiijeGZKVJvNxCbeE6oGBiIc4d5mgj6KhWTm/HecU4JRsvkU5WEFXEFcy2sDJEDCbNSZZb2HYaTGEeqRuhgvEeG4GBx0lQlfwFeU5cqF9sBLSPbengwia1+m5fihouiWpROwsscvBZa/BxRLLYIGqlpOMV8kqJqJWGaoJQ/wa5R5favWqB0wHZriFMZ66GK8fEK21sOwtAi/aMY3xsyasJ7dlx4nqbeKWFbGGFwUk/Y5F0K3Jzk8BlwL0XKrkYxQhoH1kYUr3Q5YMF4L35WOkbbCdnteWgCkTNTrF890StFFdLgmNW7hGnuCRCMo/J3OlXGKiiAul0lWy8TOXQMvFKG41NwWJDQ0O36iBudOhMVulM11CBZLERWsMeiWNU6MZFn8VFFyzQyghtR0D7qIDthe1JKs7/lEvsS7LJcpQsNAHTA1tRwLtQTyqCT2xgmc73SqrcRBnTys5IZBEFV4pAhGSxBUZIZ6qIB9POEFd4xxZMWb2SLDYR58kmq4jzxPV2IWOce6onKCbsoQv5jB/h7DmWZkaxAau9wAu47zDOPzOrJbjZapgEU8zd6lIcU5gY5GMlTOqwzQwPlHaNMTWbIFZQz2lXuqsJNbKl4w2642jEBZab1xJcOR72mi3036ToNksnq8EAxvtHAH4C2srgjxeqdDDKhI0Y7WMZbMWct1WIn5Dcf3NaSX5/23g8ky11aDbzIA8UQJdNlFERokZKMpVQ3lHlzuNw5111nv24EsaV0eV2uFQH5YdNTT8oGHTuQpeXKj62uHKCaAD+3o6VALZxvY0rx/hKgllpPRJEr3j7C7vS1CMYM0LaEdA+5hdeG7CE9X54DJ3Pk2Xz1k9+qfPB9yzrR59/XfnybbOCeAeZB2Pw5QjjHJTKLHjDR7+Y8fefanJw0VMr28YLH1+p6WRE3sgQr6Q5tDseczost9t+S2DRptHGR7ZIsA02KRhsJyNqpmS1ErbZOacajxZTGEARo4i5cFeA4pQo8cgIbEdAeyGt04Zw91E8t5MYVDn61k81n/jZBzq/dcPe5GU7pqOatYLFQZ7hEU40lLsOZTx83DFeNsyM278/uJB/95ET9sn3npC/n6mWgimMFSa3GeLlFqaRnnbta7d0S3K3LoCqCLadklcSfBJhW+m502oFvBHUBadygfRCPSWNjMq7RkB7oePuWiOrR27J6KEUCdvHzeJCU1/1nrs6Pyp0XhkbnmngEpApBItSr8VyaPu4+ZBY+auW496dk4ZDi/quv/pg62u2j5tfObasj3/BE0q86Dqh0XEnlw80lE/1vmyX1XZ3xgYsVY1gUodxHlcA7Tk5JqqoMXgEn/cOyJcu7PNwxGZHQPsVCryPBOh236KWCBORHDHwawZ+DQ/GCiYArZOhz6R4hSScQf96fNnfdOP++GlPvjJ6a2exvZsshw3cu8QX2nfZUqoY1CtpR9HM9xJwGzPhop2kmGp7rmQD8YpLDLlYXK4YI0cEHr6QzzkTjTjtCGhHoPuISwwD7+3WgLNCK1Uyp8yMCc+4Muarrok/psJ0q+GINwBAcR4vhnhXhTyyPDAvWKtMz0A5Unwrxy9nxRywdQBXQHzBOM9x/Z2UDZ1caHfAxnz2Qs2GaTHETSJPIZaPYgS0I9B9tMvORIpyWhGu2GH5/udVmBsXljt6cSelUpL1l/5dJpvsqrAsMbd/PufIMSjFwsSY5NtnJdo2lzC+PSZpp2SLGZK6oME+wkXNiiCx0FqBPIMk4WMX6nmlXojiHIkd3o2AdgS0o3jUWS5AO4O5McOTL4mIrFBO4HhdEehIt2TLedTYISarCJV9NY6nER/8ZE4nFcZK3Ok8P3piXj+9sMjeAw/rN01OyH+8eH/54rm9CW4phRMdxKxuuy2MZ86RbKCxoWMimkuh21jgrRfs+eSEqObwkY5Kac9RjBoWLgDQfaQ72Opt5eb9EftmLAtNTyfrdRUdAf2IqyVoYhGvYVZY4bxV2l2hYSJu/Zyn1RYSy+eThGunJ/nHuWkOlxL+Pcv5ifl5Lr3tdv8Dd9/HHdlYGbZXwg1lsNRLKOaQbT00iFeoRTTahlYDbMQdwF0XLgooUcmNGhZGjHYUjyVZQTUw2nVu0x6nX+NL0aei8bHrY+dQ78EaKFkeOgof+bSn2YLt07znop08/+LdIWemwEoD7n0AWg00jvitBx/it1YW/Suuvjb548q0r8h8G7Wh8kAQbCff8v58UcVHBl+JaB4G5yCK+IsLWTawkSMqOTqdkWwwAtpRbBpwzzXYikAnV9SvxblSTGepoU+8/Uv63rGqfaY1EVmmLC4px+dh27Sw53HCzAR+dpI3Zo5ynun7xOuf7ZjFT47D5+6C5UaYcttq8dfa8ff78dLHpOWIlltkE9VgOpPmwRR8i9msq8WkWDotsEH9+NCFer54JyQVh7UeHSXCRkA7iscGuxUJ3jJug/HeUQTe0/n0F/yz8pTXVGOeNT0utd3beeEzn2TM9nFP3MnIWvkLOgdDVYFW4le6xL6u3ta3VBP9kYkxmF+AiQm48lKlUubjaSq/aWrJDyhCOlXFdnJEPSpbC7QKmJplZRkadUgSPg184oI9VwyUavnoohkB7SgeK+zWGmi2leX2hiWy5GGpzeW7hWrMG/bMyRt27TC/Wq3yIl1KyQ90yPNAhW2BbNpKcbXSRa6W/HCObGt3+I48FyZqMDWhtDsg3h/xpYi8lBA1U+KV1paXdxnn8aWIjo1YOh66pQRed6GeHy4zlGo5STUnT0dsdgS0o3hU2W23nOvAvGe2ZvhvzylzzW7LfH1tgXsnhXICz368IYl4Con9085KfnXngTYmy0MH2Gr/Wq9ES8H4W7dXX7Vjl3n88RM8c6XOcrsNxlLKRf6HaeUkK+1gQNOdjLtlVDbU5epUwtKi0KpDUuLTwN9fuGxWKY1lo4tkBLSjeDTZbXfSzbFlj3Nw40UR3/CEMpfsilhccrQzWC2Rdt/Hea6tO/sRs5DbeL4R5oJtRIML0JTUoUeb7Nhbu6FxsXzqC1/g5kaL+vSMvMg1/Hi82AylV9HWF8sY58nGSrgkor7Qu0H97gXLZnNDUg5s1rkLfXjTCGhH8RgEW5HggXB8JQixN+2LeeLFEU+6JEGBwyccRtaCbH8DvNQZ+1Zb79h4qRVYbGxPeS1rZDAdR36kxb6LqlfOH+dTBx4210zNMm4zF7rBuj60gx4JZ8lsRRVvLTKZsHCsp80eBd5yIZ8PQZtVUDMC2hHQjuKRlBKW20q97ZksGa7eFfHUSxOecWWCtXBixVOs2k/yBtyo1r4zanSIFptgiskNm7yONTJQz4imMvZfGl/9hTv5umabL9TEF0Y0QUfNKyVUIK4HSeKMqw8UJPf4uQqN1HD8YK/S4FXAyoV3AkDeMZTHcipTGXk6KqUfAe0ozi27JXQ9tTPl0JJjohzA9bo9JS6asty4N6YUwYlGH2BPQR6frta8L6p3iJZaZ2b6IiETns+njM9FxCXz58eP8/cTs0adImoMPrKYTobGlmy8HMbc6Om36YvziEI2WSErJRy+L9TNlsu8U5V/vhCPe94x2MgzNtfB+xGRHQHtKB4JckOjo2wbN3zHU6tcNG25ckfE7KQlT5WllmexWTg7nRrERCP7D6aVJdFSK7DYM6wKUGuQVk7Z54xPJtPzx3nVvl2RJzaC99hWismDz01r2wQujog62abfLwCskpdisokKLjYY9URWMHAQ+HYRyPPCByDSC2JwoWqQC8ZmUmysuFGDwghoR/HIRL2j7J+LuGFfgjplqa0cnnc9YN0kdhm15mO2nU3Gi81NUd9NAUMzZ2Ym5sQxWot1k03NlifkaDPQMIV0ohI6xNJsUzqtFBaMrlIir8R4azF5TmWxiZQtOy8q8fD98mDWYUVVGJtwjE8p88cMWah+OG/D50JSc0ztauO94FIJUzJHjPYRiZFA8xUe1kAnU44uOY7VPWmup42RauTPUZ4cLbWCr8FWlF0ZwbcdtZICktcX9R2MJ63uYMZ0sko2USFqtBF3qixbGHeTV0t0psfIxsqIV0oLdcrzdWzmkHpG2eSUazyl1ZLvz3OYmPJMzjiMCV1w5/3FbgJD97mMRouPgHYU55n+cB0i3xYvt5Dcb2nplfcQWaVUYkyNPEs6eQyQjVfwSURpoRlG2ZzsPUXQyOJKET622DSndGKF0kI9NChEFh8F3wafKVEZylX+69wOJ+WK0mqYkDi8QKQDHTHYkXQwikfj6js7EFFr3hPVU6J6Bx9v3dpahcCOnTI5jdQm5RJdSikthfcJJV5sYiaZIh5sOyNynS4DD8Mfu1hcuIxlKYyPe8bHuAqjDzgnv63KL49OklGMgHYUZ8caizzPGeWtjPyc5LrLNjqnPYRxszcBl8P2nVDKUqhngX0qmy/n0t7/rfsZxQUWno5XMcaQ1FPEe3JjLuqUo1/yVq5FeTUwaqEaxUg6GMUZrPqFXk3UmZShqjE/aZspkvmtbYcd/IwG4lixjQCAwYB3a9bRJne4ckJr2ySunBA3U2wzw7ZzKo2U6koHY/x3RGU+6Z3Y8/14j2SDEdCO4lFDW8hzwZ/mRahGvlsyh22moRj3XMkagC/KrLbK4Vw0SAXpRJX23DhRK6VydAmTZqgVvDXkkSFJHeVGTmVab4oS/Yj683QFKKAejNVH3CR+FCOgHQVgrdJsQ5qFCoTToMO/FjU6GHfu2Cy9FnyzdWeqKuKUdLJGOlUlWWxQmq+HpNmqHeCsIW46ajanNKFPcV5+OOgs59fDe5AIyuP5iNWOgHYUjwrQCrQzodmWbuvpZkD25eL9hEndOQRZCUkqr6hsHTqIV7KxMtlElWSxSbLcwkd23e+hAsYrkfOYwGVfcl5KBk6oTWfEZT8avjgC2lE8WuE9tFPBbNJ0Ro38hEldKOcy50420ALshK0prBfv8bElnaoStdrEBcgip1h2q6Jhx1wPlM6nY5t1DJVJR20mDfWzoxgB7SgenSjFcHxJqLchPrUKuQvhCabtznF2RfsdZlqA7dkKjAp5LQHxxCvt/vKaTQAtioQqneR8Oa4uF0pVR206wzsZyQYjoB3Fowq0CRxdEA6fMNQqevIL0sjVkntM6rZ8jMwqfOtbIKrCWXZmiVd8ZHGVhKiRYjv5JkvShFyk2xn22IEqBe9CknAsNkyXDJOJYSoxzJYtibfYkmdmbxjVPmKzj26M6mjPxxBqiJRW8TFFNUWpnwmoicBDR+Cqi4pWzQ0gRUVusFkeZAN7Dg2jCzcuNYLJfah3PVtGawxqDCbdHBs3Cs5AiuBSA4LjUa6ndbkUFQQQRYoY5f6VnGam2FBiTCeDuZpwxT6HV4qW25GvwQhoR3EyFLxaRZ6DyDMQrkKZEq/TOF8ZwEktgKSjVk4gLOD1VlE+gOrbgc4pMI2xivLlg8JDxwwXbVcarQ0/z3Ml7Rpvn0OWpBrKICKLaWVhQsNZNEWoEUyWY9KcbKKMSR0mP3kyz6jSSYRmbnBtwVi9HWg/4uTVE6YgCFSqnsqYx8YwVoXDiznvuTvlUN1RjhUPHF5RXnxtxJPHyhxZGvkajIB2FBvFXrXmpcArxOszxPnA6nKP5A5xIRs/TFEENVJWK5MaWXxsb9bI/Ge15jDwNnH+14AvnYTskebCkXnhkl1h9PS6BFL1epN7znlBphK6wEQCA92ijZYWmqTTVbKJMvFKG8n9hkAkCJ1ISBsGnws20fseMVYoQRrwLrDXsUlPbdyRVEJJnvMQxYJDSYwwFhlKUQDa8ViJxZA7RiA7AtpRrHNxfYca893A00zqrG1nSOYQ74ND1UC/7FqTa8U4IFXQDKwQTLLNTl+JX+PK8WsQPiq5/3Hgo+sRyEpJObogNFpCEkO2egq1kW3i9GJx7rRNtrsOWpsFWYzgynGPhW5FdYMagzhP6XgdjUzAzA02Gym0IqEZCbSLF3lufSQAFoU8DV1xU9PK2LRi43BjdbmQOUEBb0A0VIuI9JvmzIjEjoB2FOtdXPJNauVHxemTTDvDtjJsJ+8Bq3Ynvp4CbAL4SQ+sxHls5rDtDFuOyavJ030p+gjwBnH+x4Dm4N+XYji2JBw4Jly1z7O4MsxqFa4wTuF0mZJq0EcJXVmn3B0+jKvxlZh4qb2lrmC9sTrOI3Jy2aBdgk5qyVu2W0f71+f2NIA8C+V21TGY2eapVAN7TXNOf4TEKB4zMao6eHTj2zUytwFvjVY6T4rnGyQLrTB2uxjLfUbjYAq8VdPfhmlnJPMNkoUmkrnXaGTuBf7DajKVWOXOL1uWG4HVroptfW12s+xUUWvwcYTZbJ+vQF4rIV6xrXTr6dlJXHQUiH1gs3UrpCdinDOI6O8AJ84VwHoPrQaUKrD7Es+OfZ5SRUnTMOlhFCOgHcXpx6xa82camb8wrfyG5ESDaKmFKTL5AVy39g3VFoDbyiidqGOb2W4f27dj5D87R8/roFKC+RV4+JhQKelqgLpsAxp9EnYKPo4ChG3CPVucR63FVWJMp6huOA3HG9HwOKN9BMQKucDCOLTqMWk9wkbeofzEuQBYVWi3Avhv263s3OupjgVtNh/5hY2AdhRnzKZe6yNzr0nz70hONEkWGkju0Nieuy6rQTCJDCDEiy3i+SYIf1Ad449QyIqckxE4tmjWwUV5kvigFW+21EpNQBTJ/anrbguAzMdKIEK00im03c2DrLOCimBOszq/C7KqcGIcmp2IdD5BjILy/UBjq49FloVhkDNzyp59nm07FTHQaY+cti60GGm0j1yMqTVvB742Wen0QGQrJxJsGlQKnTJa6eAcTO6tfM++3ez70kGeH0dQK8OhE4aFujBeVVrdIX7CxWFsTJAPegVeKuvTSAW14QYSLA5PzWZdNSGfKBMvtbDtdMig+5SswSvLtQgBpld8mJqwCZAWIPGQGpgfh0ZuaT5cChMeYv2gKr+7lSw2z8MjSWD7Ts/UTADdTrv/mlGMGO0oTj9epdbcYTv515ZONIiW26jhUQHZQXTxSahRzR9scNkO97xn3MTH85w5BBot+OIBywDOlYH9ON002xIN3gI9oD2pxBC03GyqgqQOu9I+TclAcdaQiaFdMiyNR6hC5BWzwec1GlisKCwncGwcVtoRzYNl1As21veq8tVbuds7bYgi2Llb2XeJZ3wySAcjHXbEaEdxxtQR1MqPqjW/FNc7xMut8LvosXN/0yiM9s6Ptnn8VdWnNFvyz5++i5snx5QvHRSu2CvUyko7kwnxup0s1Nh2meBJ2xa6o2ZETt6VpIp4Tzo7hsaW5OgK4k6P7RuFtAzt3NA8anE7IZ9Vyk0lSRXrV7fRha6vdgSNEjRFSBcS2gsJoJhYP4Xy/K04B3wxKcJ7mJqBbTuUpKTkGWTp6DIZAe0ozoozamTeKKrfFS82iZqhkuCcmWSfDRYkFpo5jYfaXHdZ6QnHF+zbjs7LNyu4A8cM113qaOeUAdMDzDUIu0E7rpwqWRaE0XS6hquViOcb2FZ22jcjAfII8g40Fi0u58PtKSNRyT+jXM1J1GMHPl4u0MHQyg1uxeKalrRhgzm20d9B+W+nvR8L/4HiKyFFRZ6xUBuD8UllcibkBNutkUQwAtpRnD14WfNB4/WZyUIT28m2dHDhOQlrcCc6lCuGpz3BvOw9H+GXF1bkhw6dEK7eDyJMdO0CpcBUHSqM1w0pnbd2Xd7bHYqYTlfJpirEiy2ilTObP+ZFyIzgc4gTxWfmN+uH7dui2P9hsxS9WpKgEfQ+pQqaCtoxuNwg4rGx/0fgfwOf2JT04grvgeDsRRSH8qw4VpIEbBxkgiiCUjl032XZ6fVujGIEtKNYP/ZrZN9hs/ymZKGJOP/YB9kCOCS2NI9mTF9queqS6Ac/fpu8daUlH1+sG8bH1KbtUK6lPcrOKb1cTebIqqVi1HcWkluqmDyM+u7MjeFqCcl8M2jX9vTbmkRD0isT8FmQKUykDxirqPKf85b9A23I89TLxapMB1wUEFVj/RLiH1D4iM/lA8ZqyFxscN8QCTJAngmlijI27rERxDGUykocg7WFMY8Ea8LgVTDSYUdAO4qtipqPzIdtml9Umm/0ivXPjhoX/3fOKZCgBkzmaR3N2L/Hct+D+s9HTsjE8UVh24yatH1608nVGGw7w4wpneka5ePLheuXCVMOJsv42FI60SBeafe8DU43DKFiIFdBMwHhBPBpBPCCerlVjN4aJQ4TKcZoEHVVkIFqCZcbXNbXk2WdG0eeg41gbs4zNuZJyooUZWvBtnAAUEesdRQjoN3yuMFH9s1RJ7uotNA8a5AV74ux2tIb6wJ6Wpn4UyOhrMX0yJAtOSanci7fF48fOCq/fHyJH81d3xG2X9a1CTBRJVlu0JkZo7V9EpvmYXRMZLCdjNKJBqb43dkAkxfI8+C7KoY7Ae9zIUo8lakMY5S45BCr+9TwVSpMA2KUllHuEMNHxQrLRxMai1HhLTAcLgsSwI6LHOWy4lIhS4fblEfYOooR0J6jUCM/pMb8qu1kJGcJsuICnvkkwicxPjZoAbS2nWHbaQ98z8l3EcArnUXHRbsitk351xw6IT+63JSFcqT4Yl29WWar1mA6OeWjy+S1Mj4yRO00MN3UhW3ZLbh5CHgvFOW696gK6oXKdIfyWIrmhkzNn3iV74xzpORDJXAuQmoF9XykbP1LRVigcIFcDbXOQZQE/bXdlg3LxkYxihHQbm1MqDV/KsrLknqbuN7pgcvpM9jAWH0pwlUS8nICRgLwKnhjcKWY2ApRMz23/iJGSJvK2Jxn7w5TufPL5vGtFp8dm4GOBMeo0wVb8Uq83BwCxrCftvCLaG/Nf9jnhvJEm6SSk7WjxzvhjYnn5ppTak57FQhelLYV6rF5hhP5N1W+VZVPsU4Phkhfbx0x11Gcrrw1ijOLy31k7jKZe1l5vk6y3O4ZuZw2yOYeBbKJKp3ZMfKxEiZzxEuhRbc0XydeaYUJruMVXDnuMd8tw6juQwmtsqlHUs/2beAcP3FiSYIBV9f9qjh1Ntu8oEZ6fgtqzdZKIBQ2CgUyukycjXMq4yneyRNSw2eqjpt3djzTeWhgcBIeAGOZsrOZU8q4PJly/xaX9Ru8OzmWj2IUI6A997HPW/PhKHW7y4UZjI/MGY1aEefxSURnukY2Xsbkjng+AGzU6GDSHHGOuN7CdoJJqY/P5UKkyPp7cC1POQFref6JJS5Rlft6NoPd19LN1z16HE+ByANGsWMZQJJUckzkL0od/ziRKdtSjwCpDLflKpAVI2DGm0q17EnG3Du8kxtX7xb1fd/XUYxiBLTnnsneGXeynZWFBnIWeqzJHb4U0Zmt4SoJcb1NcjwArBTaZZf9aWHMgurWaLRDwChrfq+Ab0NkoBQz5Zxc5pSPSiJ4lWIcuDwm5lB5Ca20s20o11Iqu+vfHo+n/6ntzfuqnh07UkUHGOx6kRuh5DzVzOMt5Bn/4JyiXhEUKeZ0jU/5PkKPYhSbjC2nRhf6+afW/LPNXK200u4NDzwj3ug8rhTTma6hYkhWWqFFVzZu0R3gj4E9b+HYrm4VWW9AjgjqlAhPnBiaHabTlM/ZJEyF9dr1IZdiFPije1ycwISHuAMLidvbgj8x3jDjFC+nHqIrXsOooDYkZUe5ZvZ4z8XA/amHTsczO6dMTCidVEYa7SgePUYrF/hDrXmvzdyllYVGUXp15pUFPrIBZI0hWWqQLDXByEm3ea5uYrrO9rUAH+9hqSnUm0yo8oYwIqffZqqFi9djIVKBksLOVNiRCbsy7fnLbvTFxfnwPRNLe7IC1SoTE5ZtF2fsuST76ajsqbegkSsSK8aMIHYUjwFGe8GGyP8S+JpSvR3MrKMzZLI+jHVJJ6p4WzDZRie0qcopP0NgkKpBsjDnYvRAj9LiiuXyNZd4tk3q90Yx+/PIqJaM0HT90TpFFcJjgeZ1QbXi+0x3/ZudoiZMcvDluDdDzHplIldSFF9231mq4s28frcpWm5HybBRjID23MWcGvnZUr2NzVzoYDpj+qh0Jqq4ckRSb5OstPGbnahg+ts4Oworp6bMCqkKJQtPvyzDZ3pL/Si3SByMtbUAYkQQK48hXntygA03O48vxcFgHDCdDLOc9wxuBBgHmuWIqTn9rqVFLl0+yrMH70WjGMUIaLd6aW3lDVGaE7VS/FmwSHEel8TklQSb5kT1oPNuKrElgi9kBenWYXEOmxZMMNL2x1JWcoLI2dVwrSCRkPnQ9lqzng3dux5rCxOv+Dgir8bYZhpmkhX7tzvcUgGnStx2lKoGk9ivrtT4X1NT/EaWd2syqI+ujFE8YkB7od/gFZ4uyDfHzbQ3BvtMN4QRsloCQFzv9MyuTw0OQdPVOAqjx3O3ld9v6N/a+6yEabfdCbamT6TD00rmQ8NBjQEJQR7bYNstwYuX28V8MrPBfgmttWkmbNsFe3bxs4nlB/McQcSrkXlR/bTx+qfAu0dQMopzy2gv9AIxa15nUo/J3FkV2Yv35OXQ8RU309BKu9myMK/4OMZHBpM5TJpvuT67Wo3oD7sdEAW0f3dVBI8JCbHitXI+sFqhuFHJKfe/F4gzT804YudxOdNdsPaRmckjc3ke229WYz5uvP9BlE+OIGUU50g6uKA5bQXka6JWWjC7s/iuIuTlGPEQtU7DVl8VjSyuEg6V6eQnZWJnymbXO6pee3mxITY7WG3gFXIvREJwwjoPWO1mpJru1xhrZXS/1uDFImmON4KPLFlin9opx5/A8A/W6Q8C946gZRRfSXz07IDIyNNN7rFnySDFKz6yuNhicodxbtOgbZzHl2N8EmFyX3SHnUO6dxJE1t5rgs+qQfEqOJVCdigK4fTCufl6IzgrAVQHHs6GJhKbOsr1DrXlNlHmX+wjc7eK/MDo6hnFCGg3z3y+3qaBQZ5tJ5YawBiM86E0axPb62q4rhIHFaOTnbWEsR646mqQ1cEaAulrtwx4ItAfBZaroGvA1gTA1QtbxfdW8NYQpY7qUotyvWME/Q1vzbuAy0YX0SjOGmgv9AYF4BaTbVHiaaDrSrxuTsr0nrxWxiUR4hTTzs4hfR9IhK0C1T6dlaEOsi4cd4paKq/DoDy0Dr/AwxeTIUqNlOpSC+P8i11k70R45qkuIBXsV8A96Ss6RuVdG18E1njduyVsVgSbO2wnx5UT8lKMTbPgkrXRTMPc4aol8rEEUSVqtDFZvkUTGzb+nbIBWA78zhc/iEIkSsdZOs5TtroKLAbqax8h7VZO86tv6b1KBBcJJvdUF1tk1SRJq8mHVPk94/3/Ai5VIy9S4WLxXCmq21GsQALkQOaNzDuRewSOGufvF9X3AXeOLsgR0F6oSDuG6tSWtAIVlZfllSYdoDNRJW6n9GSJVRAguQu1nuNl1BpsIyVqdLao0kA2B8Rd0xjWKwHrA6gRxQONzJJYBd+Vn7WQFra+mUFESKylFMeYpARJHCYjKsFia6O3M90bm4Ypic5B1iHNclKX45zfkk/qC//d8kobkzk6Y6Xv85F9Faq1KM2xaY5xYcS6rN7txuCsPMlZg7MmSBMi78Hrn4rq/xtdlyOgvfA47VayHROmJJSX6vg4Cm5czoe0/eAolDx0LWWTFXxsMO28ZzZzLv35tEhwde0A/UZUUPuvRxRRiMXTdmF0dzVyeG8w4tGefW0BtqvXxnJqnmmNoRzHxOUylCvFKNkc36hzYmWFA4sP8eD8CQ4snMB5x2KrTZpnQwdPUaxYJisVynHERFRm38wsY7UqsxOTbBsbY6w2AeUyWBMAOE3RTptmmpI5d0bH2xkh7mTY3JFWk5rJPXEnK0zepb87BlY1gicpNHxvhTyy5NY8L43N83IrrzVe3yrKb44uzxHQXiChbYQtTfEHRiqYzBXa3PDEV5M5XCkmna6iscV0HMlCI5RzReacrX11IPnVq58dsEvs4oAfJrwIgpgw59CgrKSWxHgiAa8GwVFYOxRgu0anGLJXEFVqpRLxxGQYK+sV0pSVpUXuOvRl7j58iLsPHuBLJ47zpeNHOLy4wMGlJRrNBrRbm7t1qoKJmC1VGI8TyhOTlCfG2Dc1w76ZOS6emeWSbdvYN7uNvdMz7JyZhWolAHDucEuL1DsdvCqyiRuftwbRwG4hTMpQKxve1gcTk+KVpJ1TQilbQ7scPb2VRE/3hpcar/8ZuG90nY6A9jzHWdpqzAG1MkO2te2uqyUA8QpeycdKQS6ILKaTEy82w/SFrQJZXXt192Zj9TxmByoKlOHSLl3H4at4bWSUjjPMt2PmKhlGwYvF4FHVATLep2+qikWYqJZhcgqMUD96jA/c+in+/f4vcaK+woMnTnDPkUN8+fhRVpYWIC3ufaUSJCUqScLE+DjR5ORJlyUDCU5ytJANPPX549x9/BCfzTrQ7bhLylRrY+yZnOKKnbu4YsdOZmtjXL93P199zXVM7dwNKPnCPCvtVm8K7sm023XB9VSHSwS14dMbVWqNjCR1NMvxczqJuQPR73CeN4+MbkZAe36H4dM+sTfY02kwOF19wjkQQzZZCSYnRrDNlHip1Wey50QNkVVSAKvKuLqcda2Xqx9gwgawJtTTJtbTzCwL7Yht5SzMOisQ20ioUvAKk+USdnwCkggy5fCRg3zsts/w8Xvv4Z8/fxufO/AANOoBwY2FcplyuczUzCzmNOUTHV6ZI0CEkNuI3MBslFA1cNSApeg8Vk/mHF8+cZR7H34g6LneQ6XKNXv389yrr+Vrr388z37cdUzv2wuNDssLJ3B+cyz3jHRfEbAQ557JlQ6NSlTKJ+P/l8TmpmaqP5F7KJ8fdhMjoB3FqnD6564cf2fUzBC3tfWrXacon8RkY2VcJUa8J6qnRMutTfsgnAY9WgOyqgzUvq4ivjq8tu/PFCtYcDHSxhXgZERRFSqRp5FbtA2zpQwrivMQWcPUzAxUIxYOHOXfb/03vnz8GB+89x4+8sW7efDAA9Bpw/g4E2PjxJNT6DmiakIA1bZAw8CEF9qiLBswCFYskbFU4gQZGw9/I4LzjnuOPMxdX7yb33n333HD5VfzbU95Ol99zXU88fobIc9YOHa09/pzckqaYJNZa2W0gd0z0Y/ffImN/vFz2Y+U4qBwjGIEtOdViOoHNDYnsonybOlEAxU964SUqAbjb2vJxiq4agkfB302WW4TNTuFjneurphuzetgK20AT8/6tbSD/+614Aa7gB5LpZAQDEpilaXU4jXi6u1VzISFNnz0jtv42898kn+87VbuPHA/dDoh8zY+ztTsHNaYHrhuNcjKKj5vgVyEpoExNUwoNCXcefqTI4b/PpKIHePTyMQ03ns+/+CX+bHP30YyOcW3POUZ/OALX8rjb7oW6imLx48VEszWA65K6FYrN3M8yjfdnPxwJ+eG996VPm/bRHi/3I+u3wsLaC/wImvJ/be4UvTebKxEXG8Hq8IzmXTrg1m3jwx5uUxeTnClGOM9cb1D1EgxmducAfhZsdkCUAerBwYqokTXdoENAm2Qk6UHrEPfUcB5JYkMl2wfZ6UN777ri3zx8B289/O38o+f+zR+/hhMTTM1MYkxZmhZr+dQbFTpQ2f3Y0ci5AIdhaoXKiq0TJHk653e0rtB9o+LYo1l99QsMj1HM23zF//8Lt72bx/n+1/wEr7lqc/ghsc9jmx+npVmA2PsuWG3kWBbDrcovPyW0tceWHBvuOto/horQtFMOIrHDmk79cl95DNLX9Fgi8jz1cq740I7VU9gnLIJ9lqsz11kyEolXDnCJxGiQtROiZttbCcPHavGnBuEGQJL6ZWaKmHQYq99VlfrsP1kmUfIvZD7ALTdJJhIEB6cKtVShd1TVZop/Msdt/PHH34X/3z7x3DLixBZKtNzVJMS6v2a00bPyWGTVYw2fG4jIMV3yEWY9MKsF45bWLIQA1I0TcqGp7cWNyUttiksN+vMHzlMND7OL3zzq/jhl38LuDzICSLnhN0KILkSbU+4uwG/+Z7Gr55Y8T/yPc+o8NVXxRxb6dYG69qVimpfPvKelaWMnVdNs//KiREyPiaB9isAbL3y/bZkf21CU5ueSPEdV4ylCYgjA+AKIXkRlniGPInJSgk+iYhcKFgPRuKdcP6fS2FtAGi7Gis9mcD0NVdWOXQVf9st63KFeUzupVf6200c1cpl9s3VOLzQ4VNfvIM/+8C7eMetHwDXYdv0dpKkXGxHg8Vtsc2uXbjZQrBdD8y6ACsFqzWA0QB8ToQywo48yAjHbNBpTXdbEn7ucts+09UCu4IGo/gi6SfM11dYOHKYb3z6V/O73/ff2L53FysHD5M5d9rJvM2EUcUhlPckvP32jN96X/O6n3xB9Y5nXR5zrL55oK0vZ2y7bIpLrplcfWX/DLAL+L/Ah0aw+WgC7QUOtuUYvvAwV3S8+fhNlzGbuJysnuNaDpd6nA/g6k23o8fiIxOqBmJLlDqSNCXK8lBHu1Vjw08LZAfB0wwBr+qqFlv69bVeBQdkzhTargQGG8fsnx2jmcFbPvYvvPFf3s6tX74bpzl7ZrZTihK8+iGAGqzHzYBMQu9p12v8bBLnfZDtv5sJQnIAW5GQ7NIeHS/0WmFbHp47EoMXg0ExYjAFTItInxUPeu96eiCr6sG7oOU7x30HH2bX1BS/9l3fy8tf9Dz0+CIL9TrmHKxcIqekNctha/jovdmdt1wS/+V4SR6fOt0JTAoqijQVPWiUB4APGa//qspKF2gjUT7zZc/1T5njcVdWBjf/N8A3Fv/+JPC/gPeO4PPRAtoLGGwnKvCZL8G/fkb2X7GbP7r6YvnamUmhZDwV6xEJy2svghghzZR2KkRGSeptok6O8S7URq660LoVCGtw8myAeB1dNoCCDCXAdFX9bF+XlZ4fbdcKMXOC84pH2DczjVP4yD238Wv/9CY+eOuHoFJhdmoOa20o6GfYpMdov4QqAiItGvwFOhKA1xNec7oMd5jJdhnsMEAiUjRX9MGyq93OOUNVhSMRpFawmD7zNaYH2AaD7cJvz76hYLWqeJ/jNMd4jxF46NgR5pt1fuk/vZof/ab/CFnG/InjGLu1uq1R8F6Zn4ip1Qxpw5GnSoxiizunF8GZsJ+dQCYcV/hjq/yZen93JRE+eFuHuqnw2lfvGNz8/wB+ftVb/hnwS8BdIxh9NID2AgXbsTLcfQA+9DnBOzBGnjJW5rXVEi8fG5NksqbUklDm1Elhogq7dxtY7BAvNAO7HQQD1aIVE3xs0SjqF7UXz5nCC+G0AVfXlmupL8CzB7TdJ6SH8Z7hMi5XgHGQDCBzymR1nL2zCR/+wkP85Ft+h4/cEYYKTM3uwEioGpB1FU2GNE9DcFIpeUiK7twUaBroDLxGTwtgwYjpv7+YPpsWwSLhOwrEhUarBcud9oZpbzgaCQ0bEmUGQZQiaWewYrBYLAZbbM9IwXgLRuvU4b1DXE6ugasvtFa479hBnvS4G/inH/8pZnbvYOGhAwH+t2hFY3JHNlahXU0oLzeJUxduMquvbwn7wEsYz75kg2RilN+sxfrf73xYef9nHN/7XTu44rJS969eDfzhA8AJ4HFAub/FtwP/H3DHObjsasAzgRcClwAfBH51BLQXMNiOleGuh+Ajd4SMrojgPXjPnszxAkSehXJ1oy0zsaXznFv02mt2ZGQHm2sGMIoPsoGrJLgkRmPTf14Kr1oJrbq20RkaIHi2ksEgm4VhRusH/sapwWkxQcEFtn7JthmO15U3/Mtb+LV3/xXpygkm5naRRDF+kxUDsoo5W6Cs4REXv2tKeLjied0si5WBFNaAXCCrtNpEhbwYxnhxbnBiWDGw3QnHY2HZCHEB2kZMsV1D1AVZI0RisWKIECJsodkqTj2xeshz6pqT+xRRx7x2uOfB+7jhimt4x4/+JJfu2c3i0aNbIh11h362Z8aoLDf7JYKy8TEQwBbHfdnCCQNJiY/c8xDP+8BtrrVve8T3v3YXxeLrCcCtnwS+AOwE9gO7gbH+Zn8Z+E3g4bP4KtuAPcDTgOcCzwLmVr3m5wrpYgS0FyLYrgZaYwaSIwKt1NBqwzX7PE98nP5wJdJf8YcaiNPh9svuaJpyEoxmco/NXeg80lCnq0bAGrJaCV+KiJdaxMutzSXNNpAM6LI5zHBeRIdraIVg5J36MA8sc0opKXPRbI13fubz/M83/xb3fvGzxNPbmBqbwnt32prq6moDX7DXksK4BkkhE6gXgGs3AbJGBoq3eoBL8e/wTCawPzdsd8I9idIwwqW5oSNCKsIOJxyNhRUDSRe4xRZsGCKioPEaQ2wC6CZYIiyRCe8TAxWU3DtOuAznUpI856ikNI3j7oMPEQl88md/kSc84QYW7j+AnOUsOm8trbkJkkabZKmJj+1pHYtYA7s9kShHO3rgk3fbl375/uwzz3/OGC960Uz3pYcfgB23FWy2XfztFcDV/c054A+AHwE2YT7BFcAtwHOApwCXD5PldSMn3JPPqzi3fSRfAe2AzTYs1mGi5nn24z1ffaMv12ry0+lyhmRubY97NwHTSkkWG8T1FqYdamhNHoZA2nZGtNKmdKKObWW4WqhYEB/qssR7xPlebW53QqI4er/v7f5Bw25kjV9BkcoZYpuZF5wXWplnemySi2Zr/OZ73sPLf/k13PvQ3cztvYzJ2gTuDECWVYxWBjTZpsCCgZaEK2lKoVpcWd2TVdaRC4Z+HmCwvX8X0oRBKGnBmE34xg/GcDhSSr2LQRlOqfUzhVo0JquC1/CTLx4AFkMNQ00iEpsQx2XG4wozcZlxW8YQ87jd+8hVeemvvp4Hv/QQ07v3oO7MzeVFIasFbIqa7dOuYFECyCbAXEfYOaZ7r7vEfXJuW7zz4x9vMD/f3fvcv2eAwY4BJeBu4DP9zVngvxLMbr5j1VtNAU8H/gvwJ8BnC4L8JuB7gOsGQbbjobV+08V5OY/t3HeGPRbB9iyYdncpnaWQ5bBvG1yzX9kzq0xUlaW2+XG35MdLjXRDn4LuuPCNL4pgJmIyR9To0JmtodYgTQ+J4JMIH0Wo7eq+2rvoJPeY1CG5K4BTMIXBuKqQFyuYWqlEbCNEhMwp7Swjy9Oe3aH3ysXb5ziykvOqX30d7731fZTGJpioTZ4Riz3V6SHFyZgBiwaygt1Oe4gFlmUViK5KfA3exGQAZCUgbG+pfMBCZpSSCnvyIB8cjEKzhGp/IKV0b1Dqwv4LE9L6YOuDzpkXBmxthZJAGQNqyEUoiyGJLNM2ou0iGs6S+Q7X77mEOw89yE0//oN85Gd/gWsuu4z5hw+cdoJMVHHF6ihZaWHy0BBzJtEBEoHJhmXfbB6f2Cef+/TnzFM+8IGl+172slmA90bw5Dng/gJoY2ACeABYAW4CQsMyuwjJstcCBwkjffYPKw3rfAYPBzpwKA++DVeWobL267x2BLTnS5yBGZcIZA7aKSRl2DWjXLUX9u9Qxiuw0oL5FYHYvDJqtTC5w0d2441tSmoNMoJxgcHmYyVcpYRPosJrQIcqFro2jOIcppkhzZS5iengs9ppg0RQisDD4vETHFlaIvOeUhSxbWKambkpjh3PONGqc8m2GR6Yb/Jtv/eT3HbbB5jYcxmlOMF5d84OyeASayU0rDGlMOVBrbAkQVaQIV222zQgq47r8EHuDndoS3AMuziDMe/JRCiZ8HxXPolUQ0NDIeWgvrsYKMasB0aLKGICI6x4KIuiojQFOkVtgsVSEWHCCjUxpM7Qcm0et2sfn/viXXzP7/82H/3FX2dmZpoT8wvY0wFbr7hqDKJEnfTsBogWN7maCmnHcMmufG5xqfSvn/y35sXXX1fliisrfwH81HRBVwfL8CaBJUKB7eMLkbWIWzbz3idy+FIbllIoGdhfhh0JHDFhuxf1X/pJ4H2jZNh59c3X/3GjvRGZAKZLDRivwPR40G1XWpDmodtIjbxInP+HZL7Z01vPHHlC51E6XUUjC8U0XJxi2xkmCxUJMlgAi8FHhiwxREnC3I4xbvvo3fzS299My6W4pMT1l17FbLXGn33on1laXAwF9MawY3yMb3jic3nB45/DjZdP8jcfvYfv/N2foNE4ztz2i1Df5XKPXDhgTGHGhwz/vFWWTADbLsgOcloZSIr1yruKyoGuxKCEZfLe3FBVWBI4YZXtTogQjkehfK1fP9st7ZKe3itFkiz83hKLYYdYxsTSNpYVMSRiQQxVhIuAOsoDeDo+o5N3aLg2He1wx4Ev881Pehpv/qEfo91p0mq1N12JIN7Tng4ksbxQ35LOQlNII0fKKfcei/j07eY/X3Zp/Ef/8Vu3YS2fcnDLhwsBtrTq+ukUMs9O4PpVz6+OJQ+HMzicQt3Bnhj2RyAGFiw8JNAAnilDNPjZwAdGjPbCw99eZA4ma7BzOkgGaQ7zK4WRSk/Uk++0Hdf3kD2bEz735NXAXoP6FRE1OthmiskdQ04uPYbjMG2IkojJfTO87b0f4xU//7/J5o/B2Dio8ncf+ReIIijFYGPKGLx6vnzoQT5x26f4w+vfz/940bfyv//mj2msHGHbzkvOGYs9VVhgpbCW2OZgzgWXrXYBln3u2h+YI0Nu4l0f3KL1VrVXMnbEeqoKDQnJoJAQCrTWFkJBAFodaFQoVGLjUQnVCqJKTS2RURpGWQTEdAvoDDlhmkaEIcZgjGCj4t7o4MpdF/GWf/knnnzplfzQd7+Czpce3tztrGi68NYSpVk/o3iW4YGyCOXcMjGWs2dH+RcPPpz/0dJCzsxc9H8t3LK/EFjLDPtilAo54cGC4d7IcMmAB455eMDBfAbNLLDhJ1fAW/iiwpGirm+FUOowALLvP19BdsRot0a27UZFrTkeL7erttE5q7ZacR5XjsknK/jIBoBtdDB50YFkNvBZ0JB9n5ic5vVvfyv/809/LyThx2rsmJ7GiiHxSqwh437cKBYY19BoUfNwpLVMq9MhqVSYqk2Su/xRPUQK5EbY7oQ5B3UTdFYBBvOMg6zWFEbcRrsWjkVbrfabJboygNHAmmsaWFq7eO1Qu62Y/nsUTRBewqsmxDImBieWZWNQE1ESgzURGMOYWC7FkorhQG/F72n6lIbr0PQtjtZPMF9v8t4f+Wme/uTrmD94eFPdY+KV1uw4JneUFxv4LWrljhA6KA+alLsfLHHfffrql75s8o03PL42BRxViD9UsNpkA1bcLPbxPkIZ2HEPRzyhDc1D2QX6OxZBpxT02ek4VDPUg0UzzxIo+tOahYIwf77Czci9cutQ4RZRrUruzkoyMLnDlWPSmVoA2eU28WITkzrUyCnNbBRYWVnmlv0X8+lf/l2+8Ka38F9e9AIOHztEroV+KMKYwrQKOdAuMusdUS4qj1OZnMJUquhJQHa1Ufi5BFujMG+UlsCMg1kfklCqw6y2/4PvgywhCRYpxKrEXolUiD2UXPjZeMVreBivWO9DZ5dXjCp4Fyo9vEN8jsszfJ5SyjOiPKPtcxZ8Turz0KjgHLnPyb3DqcfhcKo9rh2JpWxiKjahbErsHJ+j7Vp8/5/9OdmJjPHJ8uZmgqpiO1m/VNBtjTeiI1Rh1IxgIk+SmFd94Y42wCLwCQG2F0ArG7DiSsF4DwCfAr4o4fVVoFb4udsqHKmCWHh2HATdWzSsYvb0QRbgr89nkAWwr3vd6075osbhzojRnhIh5cXi/IttIwvwcwZgK64YzDhdAyPEiy3ilTZY2SRDFlyeU6uUueIJV7GrNsPsnmle8tSn8s5/u4/7HrydifEpMrQAHuiYkD2PkF6BYkUM9eJ3p3LYkkfgMFkR0tAyyrgXqgp1o2RFS+3g6LUuuEZFu29UfKeokA2shrEwXRnBotiiVMsV0oMp2jq8etK8zUpzmeXWEsutFRrtJnmeQp6SpS3mWyscai2z3G6QZ2nwSChqapWQPZ8EWiI0EGJjMIaisyw0Q+TOMT02xm0P3c2szPK0Jz6BrLMcmklOtm8ETJbjyjFZrUzUyTC5X9MgcyYRI+SR50hLSDvxruXF7Lf2X1LqjI3bEvCSmFBOYE9yDnQrSSyhosESmGrLQisCNQFMnzmgYbYFDnm4WSDqe86/rFAjztsYabRbFCrMmNwj3p9R9jd0i4WRNhoZ4sUWUb2oi9zsRSMwPjnF7fd/iV/7wzdw1+ED1FttXvZV38rPvuIH+J7fuodGp0UlLpFKaBCoqJDSz7g3BCZ96NTqvubRrNDrvndSMJ1lAzscjHtoROGG0W3SMBLYq9HQCh2pYjWYxvQZbkgyBum2sDpUxYsBdbQ6DVbaK6hCOakwVZtm/9x+dk7sYNv4DJW4wmxlnFpSopNnLLRWaGZtFpvLHF2Z5/DyceabS7TyDJWI0vgMrjxOqi6Mo8EQptJYysagKHlUwjtlbmaK3/3Qu3n5zc9g99XjLCysICe5lakI4j3l+TrpRJXORI2oGGPPFnj7JiZ0wVlD0kr9xV+8t337zt3J7wP/ZwpmtgOHCx1VN8Fp1IQ2692Em8897XAcbbX/2k/UYb9CuS/O/n+ECjJGQDsKQJZ6YwvOhOepko+X8aWIaKVz+iDbBRpruO/4PG/62IcgrUO1yi/+2U/x09/5Azzn+ify/z72r5QmSzhZmz+RIJuRC5QRllCS4fTSI8pm+7tGe+21y1aZ8sKUE5aMkkuQBAxgikRWF2wtEGno6kK11xgxOOVcxJC7jMWV4zhg58x+nnrVc7hobheztUn2Tu1m59Q2JktjVKwFPN6HR2DQghVD7nNaWYtj9QUOLR3lWGOBL88f4f4DX+BLxw/gqhPE4zOoGsSHpJgYgxIXsoXnkok9fObwF/jpd76FP9rzairlBu2WnlwqMgbxSmm+Hsr+Ck8NOWug1d4KQQWqNZscOZh1n3w58K+XFkCrm9pS0RyhcE3RIHHMwLEYvggkDo7UodGAS7b1Tq4vEVpuGQHtKEB4nkbmVd3a1tOOYj6YL8eI80TNTn9teFqbUZYW5/nmFz6buXKJ5/70DzI7OYsfn+L173wTc5MzTE9M9bxgBy8AvwpsDWv9Dx7NjmpVJQKWjbBsYM7BhIfjUQGqBbDageVqVAyPFN+tPiiKZYvyr1ZzkUZzgUplhisveTK3XPFMrt97HftndlCNDJqnpJ0W7UabI0vHoXDTNVaCxmjCf1UL0x4VJpJJtu/cQSmOcd7x8NIh7jv8BT705c9x17EDTFXG2Tk2F26KAmItosFO0qnn0uld/NVt7+Hl//YUnvf8x9HuHIdTSAhqQumLOIfJ3ZZIB13bSmMKCaRi/PGjGfMncmZmo/cBn5iFp2wrxNPyZi4ThZKD24GqhUYSjtU9HbB1qLfh8hpU+w22f3KhQMQIaM8urlRrXi9eXxatdDDt7IxqGUWVvFzCxxFRvY1k/oyrFoy1tA8e46ufcBMve/bX8faPv4+dO3eiItQ7beIoQjXokX7VhdW9ND3DdcWPJptdffV7lCVRphDGHawYxfg+uPZZbFeLLdp2tcv6Dc3WAo3WInt3XMf1V72Qay65hRsueTyzcULenmdx6TDznQDslZIwNiGUyoKJYuLYUCoL1kIUCcaGm2ueg3NKnimdTpM887hc2RXPsHfmuVy39wncdfRePnTfrXzp6AH2TO1golTBFvVkFRIydcyVp3nQHuHPP/5+nnPTtZRrllbDbw43C6OcrZJsgtRRVHMYpNn0HDyQMjMbAfww8O5tMH70dOQIC8cLWaqmUOlAuQnGwLVzsL0Psi3gD0dAO2KxL9LIvsu0M4mX20jRtaDWnJ6o2a2HLEVhedvOzpo/NjptyuPj/OX3/FeuuP8LHFlZYKJaK4rRtQem+SpQHdCbQweWhAx03PNKOD2QHXTqEs7O1Lt3wmrwKWgYqHoYcyGhFxVyQVwwW1nthyuGVmuRevM4c9OX8cQbv5Ubrnk+c9PbqGoT3zjBsTTDOhgvC9Ozlulpw8SkUK4K1nZLuwjNG9ofcCkIZdP3Ehfpev1Cp+1ZWV5krmr52m1P5rodV/KeOz7GJx74DM12nR3jc5RtHJJxWiL3ObsntvH5o1/ms7cf5MYnjhPFKS5/ZJVyVcgQ0jToyAjGK3Q6vc/xMWA5Dp3Smz4hPKGluuwhagMZaAQNF1huqc8vfhI4NgLar2iQlZeq4Z223iFeboelf7fd9jSvh+7ARo1N6PbKiyLCs5ioZY1F85z7F4+Aul4d6OCWhMAqdBUADrbCSgG6KMhpgKwUAO4IGX8HtCT4C8SrZIvTDUvhpUrIWCcE/4YAslKAbN/PVsTgXcbSygFmJvZz/dVfz/XXvJCdcxfRbC6wsvggLvNMWNg9Z5msGWZnDJOTBhNBnkOeKXl+OsVs/ddFkbB9Z4LuUOori1w0mfBf9r+YKz69n099+XYOLR+mEleoRAnOezJbYkd5mvuWDvK+ez7PtZc/l2gu5ZEsZzZAbiA1hqx7ksCKjWBmxg7qtHuWOf0a0ciDLfiERuGE6FpyFnE/8OsXEmSMgPb0mezX+ci8M15qES+1g4nHWXWBKRiDGoNJM8SFbPLwNd33qt30xxwf408+/AEevv8+tl18Kc77IXbJSQDPan+mlz0DJqo9IA8SRVmFWENXV07wgzWrpIvTIEXFUMWuL0EoA4o1nMxdkJXCOnGlcYS00+RxV7yYp9/yauamt9PqLHPk+EN4p2yPlMu2Wy7ZbZmbtcSJkOWeTqpoenqfa71wTnGtsPcq1YjxCQXqvHjiGm66+Cre97l/54Nf+BhJElNLymTqqEVlUOXjD9/OK44/k+nJsLT2j9AIceOVTmJIxZLnihXSTkMfmp6M2Lu/11j7Ax44yslbbdfTaY3vasvhLtxxcFUFtvVlg1+40GBjBLSnF9vUmDfH9Q5RvYOPzTmZ+bWezibdJzYBttYItFIOLq9AuTwEsqs5l676ty1YaLsrK/QMw0+PuQhQUqEpipVQLqYqOAmNESWV0wLwwckMRsFL8CSIFBLfrSzod4Y512F++QC75q7nluu/jSsv/SryvMnxhQM0sqAVPmG35erthot2GEwMrZbSyc4MzXQTwJtnSp6FUyaZbLHjCuE/zDyJHZPT/ONnP0g7a1G2MaU8YndtlgdWDnLHQwd46s6dJFMZndYjg7QKULGsNISlhpLEfHR+wTWuuW6MOBaAJwFPP0BolZ3Y5HGUgbu7dk8qDz6HmX6JVxv4c4JlQovzvH52BLRncgJG5v2mlVW6o2m2BmSl5yeLEfwA+vSW+QMEV7Rw7dKNR9xod/hgb1LrxiC7+gKLCexwwXQdbBXdhGCwWouluy0gRykRbhKxCl6Uhihjp5G56YKs1X5FhCt+jov7j6Gb7DpOmjZ4/DWv4Ck3v5qJapWl5aM0Oh3aTrhsm+EZl1mu3hVsuxodj6ZhdPqWgtUGoKsKnaYSl6Cyr83L9t5IpWL4g3f/LdVJqEQx06Vxvrj0MHcffYhblveRTKaPyDluVMmMoGXDoS8rrRSSiLeYBK6+vter9ecQilvj0wBZLXR0GZwCakDG4I44mNUWfQ2V4tmbOU/dukZAe+Z4+CN4ro3rnS2dXqsCkiuS+zA7zBokdb3qBR1Yi3cbZTSyuDjGpnlokFj1WWJjoJ1ybGUJIrvuhbAeyFpC33+jmG6QrJICNorVpWLde0UyoNd6QleWEKoCOqK9hgi/WSZLv7JABpi/DDDZevMIkanwrCe9hifc+FKazQbH5h+m2RGqFcMTL7M86/KIWgIr7aJca83hlLOA1Y2fXf0WWapkqSK1eV74gmto+Tr/9wP/SlSxlE2EOs98ukCrDlJXSmUptOJzeJp7xU7GHFoRDhzLqZWMLi26t1x2eZntO2KArwGuPgoscAqD2VXfWzzFBOKgs2sJXByO6wnghMJckPF/iDCuZrE47P58h4+R18FJzxCZxsjj1MrrfRz9ctToBBC0ZivfI5h1d3I0NvhShLrhabUeQbWYSusUb4R8okw2UVm3OL1SqnBw/gSfO/gwVKqbZozTGljiUaO9JXpgqqcGEh2yxQ7baRSabFTID90JuEIwstmM8aKsYrMR/YaE3oQGMag6js/fzezklbzs+X/KDVe/lKXlYyzUlzhRF/ZvM7zyqSWee02MqrLUDCVTxgzOVwv7eWBoxeYexXEanvm7MetfHfUVRytd4WWvfBYvfPLjOXJ0kXIUU7IRC60lVuopjRWPjc9tUZ31Sh5b0lrMXfd7Wh2IrP5qlvv5G55Q677sOym02c3UxgzaAwvBpSuNIStBVmiycRtKx+HwSu/P/lvx3wWC4+KI0V5AcbUauQwjT0G5CdUrxOtFeK0YBbOSYpudtaNptuR2J/2RNWMJ0szRXIdKxYIaIDgjmGZO7JtkUxV8EoWSMBmgyNUan7/j8xw+cZRabWxTH2GsYJZHTAC/RNdKAZuRDpyA1VASlhVgHa0CGAdMDAyElE2CrGXAkatb3ymG3LVotxe54uIX84ybf5hadZLllUMstZQ4EZ5zbcSTLrWUrLLUUGIDUeEApl43Q0o3RWh1oDTjZC4RqxmuMUK7nVNeWuYbn/skPvb5ezjcWKIkEa4wpmk3PeeyGVpU8QoyW+LheXjwqKNaFpot/zsTU5bde5IuMXteBhwp1vebrsOQALK9RggPJg0PcVBVONSGy8agYpgEvhF4G/BS4HPnO6v9SgfaS9XId2PkG9XrVTb3SDG7S5yHrrG2D4YvauXcJL+MIKnDNlLy6TIyXUaOtdBMexUNvfEqXcE2B1HfbVbqzQZzqhBbPnLfvVBfJpmc4lRWmLXi6YNGiyTWmvkEp7WYdhK0vm7Cy2+wlDaEMq31dL5BucAMdH0Ngq6IIcubLNUf5Jbrv5+n3/wdtFodluoHWWkbtk8aXvD4mItnDY22J8+VxCq28ItVr2cgBGzA2FaJ3zpwp9gIdAf3sYiwuLDC7P7d/Idn3cIv/PXfkZQjEokDELc8Li8O/5bNEQpeDxQmO9lUmWMt4f2f7tDJQNDfPHbMPfD1Xz9FqSQQxshsux9YJgwBO5XHQTogIxnA5iApSD6wn2yoPCjbYD5TxG8WQPtlwjyx20dAez6y18j8KMp/MrkT03KYdtYH2B6V63fanK2R96ZYbb2Djyx+LA4XwHyKz4rldXeJ68I4cplMEKfQydFi/ImiVGyMX2zyL/fcCaXySUFWCUwiBo4Vya9Y1yZyzClY7eBzRkPplT8VWy0GJupJSg9W67P9+tgwBy3PGjRbJ3jCta/lCdd/B/VGnWa7zmLbcPUuw9fdnFCJlWMrnsQqZdM39R5EK+XM9dn1xA9ZRfNVBjX24Vkeg+xWjMEvrvC0G6/mon/5KB+5//PsvGmaJI5YzjzO6VkDrThf6NthTJK3wVm9E1vycoxpeS7fE3HwhPtcNZL/ft1FJW7pywY/CnCIYdPv9b5/TigZmCyO27KHmoMoB+cH9kkxgy8FnjYZ2pKLy28PIT/2UTY5EmcEtI+duEGt+WXgebaZFSNhXM/Hs+f3+qio5QJeiY43cVkZnUwgMdhGjmt6XFaYfJQNMmEhNuiJFO9tQDfAe6U6PcPt932RT3zxLpKJyZOCbKlgiceMkjGcmOoDnGxKhzNIodEWBe+Fk5ZswFSFQf1XNnxNl83K4M8FyHYah7n5hh/jputfRqO9QrNVJ8sNz7rG8tQrwhiDhYZSskokihXFGF1VdRG2fOYj07vwqetCrwwCbldWkPUBV4DllTrbdm/ju7/+q3DvhJsvuo7lTh2Nznw6kqiGFZkxuCTGlyJcEoZ7Yorx9gpkjumS5VnXWuabOlmJ+JWK9z+SLXSw28uvBvYeJ9Rb1TbYJ0oYQWOAa4CLi38fEPiih0Ufbu5RMYrNKzQdPHkKahY+tAA3T4R/A99XAO0DBSlOR0D7GA818iOI/HJ3smzUysL5bx9FcF1N77oDFxc7aNvDeISMWaKaJXKh7VOM4HNPdjTFZBoA12tRmmShYvmLT30cXZqntvuidRmtFge+rLBklE4BurqGTcqmO8EGW2y7rNaxNtvaTYpFhVZ7MoQbBNwum7UYvGvTah3nxse9luuueRn15gr1VpNGR3j29RHPuS5ise5JM4hNYElWFDFdUDs1uKquP0duqK1YBr9Xf8bDeqA7yHJ7gDu0xf77LJ9Y4GueeD1PueJ67rmzzfxKg9nZCGsEPQ062x1Pr5Elq5TIKwk+DghmnMfkrhhz7wqZrPtplJlKtK9tkx9eSOWrKkeyby9vK/9HJNTNug2OVadAwingWmB24Mn9AnNJ0AGOZNByUBVoerisBnMR3LEChzpQ9z2gfXGxhcWCHB8fAe1jNx6nkXmTOL0xXm6FxJGe+Vjmc4q39CfZ0spxHUdubBcpAgNwiqYBmDUSvFcMglPP3p07+eitd/Crf/cmKjNzG64xuzpsQ5Qm/TIuL30GJsgpJYOTLbht0VSgOgzWvgD4SLusVzaUC1bn8U0x/rvRPMCNV/8gN137LbTby6y0WwiWlz7Rcu1ew7Flj3dB3jYGjNGeB0EX/nQdbVU3odXqSV7Ql9BXg+4qwB2QFNawWxFy52m1HJOzEeMzOQcPKnsvCl1r7ZZuCmDFQ16KyaolfClGDdh2RrnRRgrf5MEJyqz6HLLsKNkMZ+NbGIvuKnCUxVWg0b1NrBQ36xsJc8XXzQUYuK4MlyRwMIV7WgFsr6rAsQweTGG8eC5UkjFVyBW/TH+gg46A9jGHXPJitebvTCczyVIxAtwWV99jim4PL0RFQKJQbOgzj0/pue2LgIpBbTdjHs69yXINPHz/W/4EOk0qs9vw6wxV7DYl5EWtbMSqQkU9VZHSycBWigaH4frZaBUuJfQrDuJ1wFoGiL6s2n698QAX7XgB113xLbQ7bRqtNq3M8KKbI268xLKw7PAKtmgVEwl1sl2J2w+gqp5EVjnjQ6mranx7/xuG+C7gaqG1DM3xFcico9H0bN8Zk3aUuR0xebYJicB7XBSRTpTJywnGK1GzTdQKQz17+qwM3NTXOZJKqKktLTcZu2YchFJOsETs3pi7s8Ey+pNvNygm/CjwV8XTr64ZrrqiDJNF8qvu4ZPLUBLIzJCDF8CPF0DbKE6lfAS0jy2Qfa0a+e2o3g7jYAAf2cckuK4rdHV/MMV/FTIfLgxbFJG6goKqClMz4/zM29/Gp2/7GOO7968LsgwAYEf6xs5+gyX76bLx1Q5dodwrzOgavIkkPhjauEJG2NS2xdBsHmTH7DN4yuNfh/cZrfYyXg0vviXimosMR5d8UY0QaouNgUKGLMbdKKobM1dl2GNCT8HedeAHGQBQHWTJMnjT6kKuDvfb+T67HZQTOmkoT7vqukq/uUHWb8M2ReNKe6JGWilhnaOy3MB2sjC9Q0CtOa2biEs98bYypR3BzeAoUCe03LpCq50FrgJ2rP3zfwHeCPxtlw0X8avAc4Hv3R7zTQBLDrYlQVK4oQp7EljxUAnjbGaB7yB0o523JV7mAgXZ1/jI/Ha80iZZaj26Sa6TgKyu81i9jO3+TotMfjs3NFNL6kIjQ+6EXZPTvOOTn+F1b/49SjNzxKfImGymfvV0AXa9v+uCuq6SFBKFpvRBaF02yzBA5a6JV8+1V7yGciK000UWVgw3X2656TLDclOD+faqlYGVMNZGes0Fw/vAa7cZZG2jAus0J6z5XRhM3N/OOsdTdfUwy3U04jWvCzsn99Bu9ysOeufPwI3aOoezlvr0BJ1qmXK9RfXEMlErDd/TmjPySdbUU9o/1jsKXYG0XqzjLyGUBQyA7O3Aa4o/+FrgzcBlwIeLr/Xp4nX/SnD/egHwqUkLTx6Hp0zAxQkccfAPrZA4K+IlA8rTSKN9bGCYvALhd5LFJlEz3UJPgq0D2dUgup7WN8iRPKBeSARMpLSc0MwtVqBklTgy/N+Pvx+ai9TmdmzIZjcDqKebBFuXiHfv4kpvZI4tnq9pWPstmY2NZdYD7Gb7CNftfw3bpy+h3lxipSU84XLDE6+0nFhRnEJkdAhkjfT3otK34dPub1exV9mAyW7ceiA9iaN/PGXgBjL8Bt0SaBUtGi4ELbBjYylBe597zX7xYNTTqlXoVCsknZTS4grGBR8Mb878vFenmKol2RH8DTLCMEYlzPy6mF6yqwm8Afgj4N7iz18FfA/BfKYEfIhgFL4E/HZB8P4S+Ofi8T3Aj22PuAKgWeyDe4CZ8M8XA9s4j/1pLzSgvQlr3hQvt4iLmlQeQxg7yEK0u2Rce0kWraADDKfbfosgRokVvBfaebiinUKSjJ/R+uRcZRZ6pcirluoVDabdqUDNr1fpsAbGaKVHmZ14Ao/b/23kecZyM2PfNsPX3hTjvNLJ+hqsrlIaByfYDJnjrCMh+JNpObKab+tJtNLuoV4F3QOSkO9JCrZQjteXElZXJciQHqs0xmtklRKVepNSs42K4I1d+xFP0zBH245k/xiShJPqYUKTwrMKPRbgzltX7pvdW758R8hcPQn4SEFyAe4m+BW8qfhzChLcAO4k4Gg33lg8/ifww5dEzOyJ4ID2KlcqwH8nmIGPgPZRx7HI/JNtpcSNxyDIDlxygyBbNOYMq3xd9376YNsFAe/7dZtihFYmHFz2fOMtz+Otn3gHy/UFJmpTePWbBsMzAd7NjLdZba0YF9JBwyglPblbSB8XFOdTrtj9LZQTWGysEEeGZ10fYQws1UPiS3saaL94y8hglauuK8vImhXEevvJDJmfD31bGbw9DrqsDbqv9WsPejefgf5modv9F460DNwI1gNbU9yF65NjuNgytrBClGU4a9c9kGeyoFOvxHP9SWDbinX+xMEmjftXyJOYYwd12/jO0v8hNBdcUUgHvwu8h/VLsb5cPDaKnwd+B3hJAt91qfDcged+sNB350ca7aMrGXyr5H5HvNIeSlI8FtksOgiygoYh2D3m6jRcbjq05BW8F7wvsvHdLLqHAwsNnnr5fn70pT+AzzMyl50Z+J8FyPafk3WB2xNKupR+2+1G2x3cQuZWGCvvZ27iJjq5Z6UFN15i2TsrLDYCmKqXYB85AKG9BNgAaq3RwwcMe3Tgie5qwhfHoVs9MTjUUldrqyoFRMqaoZZ97VWG/X8Hbqj9b2773LarAQ/JFOGPGmM1XGQZX1jGZvkwyA6lK0736PY/imaukBE8pXuWKL//EAu3ncBlHjsV81Uvmp5YPNj5n5/8+PKbCib7fQWDPZt61+ViG18DvJLgTwuB1b76fMWnCwVoLUZ+MWqmSO4eW4mv9djiOtMTehe2Cq4rHXRBgACwfSwI3McVGS0ROLoCL7vl+ezZeQn1duOMwfJs7k/CqVt1zYBeu7pOdr0esU62yK7ppzNRHWOpUeeibYYnXG6pt3XDVlQpZHkzCISrAHYQXAc8qHtA6rvuaauBVwdfsyrZN+DmNdwrxpAfhQ6y51Wfr3tZ6mAVsx8od1WlOVYhTyLGFlcQp7iimmC1ifvZ+OuackTnoQate5dZ/thRlu5ZoumUeEeVeFcVOdGiedsirWMZ7/vH+Ve8/S+PcuvHljlxLNvKS+ZNhAaztxY/f9tIOng0Q+Sp4v1ek+aoMWesO8ojDLqqw6zVFxc2xYXuC88Yr4PG2iFD3vGmkBgC0uZeWWiuDLc0ney76jqr301wnzPZR56Q/PES6ncp5nxtZI7dB2yPEDM3cRMi0Mk9119imByD+eV+X/yav19VwjEMsOsz+UHWuJ7R+dA+GjTdEV3jctaXDQY6QFbpNTogc3TB1pjBm40MyCHhLitOyZKItJwwvtzAeo9bh1Rshe4uicG3HM07FzGJIZoIa5D8RJv0oAurhXLEDVdMUk/HvvP2O5vvPPhA629v/9Qyl11d5cYnjTM5HW/FpXI/8M3AkwtWO2K0j+Kq/BIpprudzbhl3eBxzsMPJMAKIO2yW/XSZ10Fhna8kDuK1wlOIY7C3zQ6LSJjN3Xgz0WbjTnJSeWAJRPGptpiTbi6PKyrYRrA+zbV8k4mKhfTTGGqJmybEhotxcjq46YnOaYDDHaVDOBXyQd+4Oa3Goh1o5tlcRwGme6gPLCa3epQ9cPAc55VEzF6anP4rxjalTLlRhvbyXAnKdk6a9LgFbGCHYuQxATbThemgJhKhJQjJHf4Rsq+XQkz09GPbdtZolQy3PHpOv/w5mN85L0LHD20oT3By4H3EooYNhOfBD5wQQOtPtYf1nyVErKwZ6b8F22Lrv9Y7e50rsB3+GKWofrO4QtXsAKpF1q5CWxXhcwrIpZ9c/Dv93+O+cVDlOPyKS/Abovt6RgFno7vwUbnT9f/YLsXqgodWT8hJiKk+SI7p57EdG0nS406O2eE2Qmhk679iL2GgAHU1oHlP6tAULs3Md83N+nV0vpVDx1OSq6r1UK/Hnf1a5SeBDQEwAPabe/1AwLvoHYrDjqVBLVC0sxwYtb9fKc6cGtuDr0a4v5j0wdfhM5KxrYpy67Z+Knttr8sSQzbd4XZGp943yKf+/eVjT7VWwod1vEVEOe9dKBGfgan322b2ZkBrPNhVlcS90y9RUHSHMn9hvaIG9daygZn/NrqUC3AruFMKK4vJp0Os9v+HdGp0MilmIYamKwxEbumK/z++z7C//mb11NOKkQ2GjIf2ahCwBZ1rqu10W7d65lIL3qKG4oFmgaqHmaK5F7LKC3p6rcSOrsA7zpMVa5gqgaNzhiX7FJiW6elRRJsPWDXYlo7axsUenWua36/noGhDEkFQwdd+gKDrJIvhH67dLd0olt9Edy3+lPYuh7DKvSal3XgIMhAU4c3hjyxxG0HalAzANurfXDD1+xp4Wtqtzl5tYkOdfKdxGbTGKSTEzvP3EzE4WPZTxh4NR4qibB7T4m0sWH1y+8Wb3FkBLSPfZD9S0ReWZoPrYan02IrRSbJ1RJcJUFLUdH7XdQoFkbctlHMCLPrAOjqutiTEgAd8nUajLYLS8OJJCfDDCTC+tsyRmmkhswFcE4d2Djm2otK/PEHPslP/eEPYCbnmJnYRu7y4Qt/A7A1CKYomV/PZetMl5+DngeDS3tf3FhsUUvbNMpMLkw6YbzQb/MCbhSlFs9xaP7DfODzhyglVyFyIztnpvDO0WitYAdbSmX9+9ygh4OuApw1gLpKn9WT6dtdP4BCC5ZViC8DGryI9jvxetZdA7WxfcG3OBbaG2YYysoKEySFKHV4Y+inRNf7JuFX7iQ62uqn1lsIdtnvhoArILmHdka5HBFb8yoj8n0COQK1muXh+zvc9ek61zxhzaSP1zwamOGd4lqOvO3xHU+roxw8mHH0SE6UnH2W5qu/bvrCAlo18hPAK5PFJraTnx7Ieo9Glny8jBtPkFwx7SzoUihqDL4Sk5WraGSIVtrBcNuYTesGuskld/fizn1Ywg0xqCKsKO3c0MlN8Hr1SqlUYmKsxG+/5/38/Nt+lXhyjsnxOZzLN2xrXU83Ci5bDIGtrsNqNz0birWeB6zartA3GD8eKQnCuBdiFaJeralgojk69bv48okP46XC649exANHvp0X3PxV7J2b4tDCCqq+58q1+s26ycP1Kw/WfivdpC/tulbfCqo6UFI2DLiDwErx/WQgUTZoRqPFDdAMaLfeCMb5sMoy3f69wXXExhPYZBNfQnXtSSObuekK+I6jnEQkiSQKL7CWd+W50k6V/fsT4uWUxqEOtV2l9bbwTYTOr/90rrAibThc29FZykmXM1zq8U5JImF+SfnyfRn1Dlh77jIy5yXQqsgPIPL60kID2z5NJpu5AKKzY6gV7EoH20gxRc1gt5LclyLyqQr5VBmMEC20zjjLsL6JSVcPC2VKuQeHBP/v7nLTQITSyg31zOIVcu8pJzUu2RXxs+94B7/7pp8hntvN1MS2IZDVTYJiRPA4zWQYIH3BwA2n732w0T5wqxIDXbtGL6ElN4wOFxKEBIugVEpz1ErbQJTFxhK/8lc/z99+6C285htewwufeCMnlmF+ebHwau1/AJV+aRas9VwYbJJd07Cg69E+Xf+OMgRG4T1DnXPfm6ALtn6AGXZNzFdLCd238UWTg6BBAhAwLrRKdeWE/scbvrXJujPKdHPHbB0ZQk5St6ciuLajNgW1qqHZ8M/JHO/KcrjsooSrLk3IM+XEFxuogbEda8D2JQTTmC0FWpd62gsZzWMpWTNHC/NjExkkMkQx2EhIcqU24fEtxZ5Dz6nzEWj3qzW/kay0se3TZLJO8UlENl0FI8QLLexKOxASa4bYiWlmRB7yuSquFmNaOaadbVCjK6cEt9XabC/ZpRJcuIDUCZFVIhPYSdBkLfXU4j14VSqlChO1iJ9529v4vXf9NpUdF1Erj+NcfurcxQa/i4qF/mo3LT/krHr64LqWzeqAfxW9ZFx3TE1vWo8IKYoXKWaFCRGGbWPb2DG2jcNHD/Ozf/Q6brv763jF817Ovp1THD6+tIa2KgHEh/FjFaDq6nKuk/H/gl4OsmZZpU8XP2fN8E5JzRQOa2uNvn3ve8tQC+6gdtv7vD5IWt2+jDVaq5z8POzKVutx9pON41EtTHk2GqEjEtihUaw1rNTzqbGq4borS+zfG9Nqe5yDuGJZuK+JZsr43qFk7fcC/2XL2OtyTmsxo3UsJW87TCTY2KzfITPSaE+isVjzrqiVEq+0g7fspmmlolbIZqpoZInnG9h6JyS7RNZqrrENum89JZ8qB7Dt5L2+yDNdZOiqpVquhlQFUWimBmMgtqFXbCUztLIAfZlXyqUKe7fHvO5v3swb3/pzVHdeSrU8dkoTmZOxzHiAcTlRfDGCRs9Qq92oKkPXAW/DcBVE19w7AKtg1WDEECHExVAdi+HibfvodFq8/Z/fzL9/7lN8/ytey9NuvJbj8w1cnmJXgeAa/XXgQ+o6Asu6xjFDgLvaS3HY2DtteGo7IowV6gdTjIW4aoaY76D3gNfu71bxz94US4FilJEzA713A5LE2iaYYYHE0zclXw+EV2+kK0QYA8auD7IiRaVG7iH3TE9ZXBZddtUlMbPTEY2m7+cZIiESy8IXW+Qtz/QVPefa9tkvcaF5PKVxNCWt5/hciUtCXH3s2KLa173udad8Uf1w57Giy/64Uf3WZLEV9q6VtcLgesscCckvVy2TT1SIVtrEyy00NgNuJLJuxkA8aMmiiUVSRTLfS5qdSZqou92uHpt7YaUAUxUh84aOMzRzQ+bCxZl6iJMSU+MJv/aut/MH7/pNxub2UilV0XU8DYanEgzM32K4zrVbBVAr6lY7sn7FwcncvOQkYKvrvKgLpsOTFKQYuNgHWisBZGMMUfchhsgaIhFKUYldM9tZWDzOez72HqYmdvDk668kzyDPU4zpayE6eFL4YXa7duLX4D9k9Wp63S8ufdMCshXP+O6YS549ydTFJeyYob3o6Cy5cMpG0mOfsoaRBvQSNlYpVPpHd9C3xqchyaO5YpJTCz6y7gGUAWU4bD+yelJ9Vh2oE7JKzMxcwt4ddn+pEn1zK+NiVJcJVQW+C8w2MbQXMtIVR217clZ4kLccjaMpi/e3aBzu4DPFJgabmF7lyUnBz4RSwYVFT5pvzTyAqx5fO++Bdrta+89xo0PUzoeX8KuLXFeZgopXFEM+WQnLuflWsZazYW05uP4bhCkjkCsaG7QSQ+4xHQcbAK2uB3c6PJTFa/AscIU+18otK52o0Gb7RfPOC7kKbQ9RXGbPbMLr3/GXvPHtr6c2s4tqeawHsqvHv6w7BkaKsqniYSXor3mxvB4rPk97yIB6fTjdKMk2yFr9Bi9WutUOgzcB6X1Gg8EUGaUpb5hTixOLiiU2lkQsEZZYLEYMM7UpEmN5/6fez0oz42k33owg5HlWmGTLsAVhrwlg+K6sOiztqJpeHW73daYrZZiQoLTSNxXXwosChUtfMIFZFngAqpdHzFxZIaoamgsF4BpBeqPrZQ3A92cyyGpVoM8JFHyu5E2Pa3vseMTY5TVsLSJbdAFoToI22v3Sef966douIsElLrJ+w5K9blWEpoqOJ+hUCZoZ5ngT18q3ofp0Ivs9GpnvEphB+TzQRMBGhnQlp7mQU52JMXbzxEWd0jyWsfilJvXDHVrzGeohKhlMJOt2Oz4WgPa8kQ7Uyq/YTka0kgbzjtXZjXUMRXVQm63E+HJEtNBEOjk+jhC/+va86kSUANKSFlXhsQmMYp1l6XACRTbWyXxhGlNknZu5kPkAMt1z36mQI6ReMSZmvBrzG//wD/zFe36fse37qZRqa+SC9Qy4Q1nOxqeciBABmSodgUkPLSu0UJJVWq3Sb3JYuzgdfO36yT/ZQFroapdBA1RUFNFwI/AiZARpxxpDZCyRWqwxxCYwXFC2T85SjhPe9Hd/RSUu8f3f+s0cOuZJO21st1JE2fC4DHZv9Qv6KUbgFMlRDc0iXoU872qqSixBUy9bJU89pb1J+FyfIQzSWgK5CmYvrzB1eZkjtzZYfjClveyIy4aoLANz1bR3LokMt+JKsaNEIW841EM8ZijtSKhdVKGyp4SJQ2ngoUPHcJkiUcGQZZ3CQhdqxGXMhvrx4jUmz5HUhYkNJ3U0A5dJICETJcSBLKf4jsOmHtvK0DjFVeO9vhz/lEbmtaL6Q+T6l0AW1yxpI+fejy4TzyaUambNOaUeanG4/pLpGBRWDrbJmw6xgomEqGLPC/w6P4BW5CqUb4+W2qjToKuuW7i6/u1MRfDlCPGKbeXBr3No+MgGaYGi9pLM95oXvA0/r2W1sm4yoqdRiQwYkoTXph4amcUXzQdKAGGnAWQ9CftnE37zH9/JH7/tpxnbtm+NJits0Ma6ikb2NMBur70Wtn0CUZF8qihMeGgV567RYRcq6Y0Tl5N2gG0kJ0iXiQ2mZXoFo8N3SaPQNsFgpyyGklhKWBJrSYyhbKIiYx8+i61Ncd2+K/mbf3or1lpe/bJvZGFR6aRpkWxaJ3mpw37AoW612J4oXoWWM7SdkHoh9yb8VyVUULiQtTIClcgz1upw1UVR8J9qA3OEaYYfCf+2Nwm7bx5j+43K/N0tjt/VIpv3JOMGG9NzIOsmyXrH1ASHsrzhwCmVXQnjF5epXFTGrjoPfceDpciy95n8kMW6U8xYjExEYdpy7oklR0xojJBIId2gVKyb7EvDTUemykhiYbENbYfGtk9wMke06CDKcKVoKh8v/QmR+VnJ/atQ3l8asywfdtz5oWXy4pLyA9eNc8oTri0xN2dZOBEaks4ncD3vgFaFV5rMIZmi9sx6lnxkkNQheVEPu0FLwXCCpIs2EjIWRsLfDrT6ykAaRAeWdaxzd+621roCV9qZoeUMBiXvAi2B4eYuYudswls+fit//O7foDa7h2qpD7KyEchqd8zYKu15Fd0V6TK3cEV7EVqiVBUqxUwvuzqBtzYVtOH+loFyetbZzmoWbFT7rH6AQccS9ForFiuWirVMmAgrFikYb/BozbFjk3hV3vg3bySxhtd883/gwcN10iwdYPZrQdZ3b0YadGKn0HKGlhM6rnBTQ3s3QaSYHlFo7Ag025ajnTLXTCTB2toQxhJ0r7CHHBzI4WZLdHHE9uuqTO0vcfTzTeoPpbimUho3iJFhU3KBtO4Qhcq2mInLKozvK7L2TWBBYY8M3dm9W7uU6JEK5zElC+Mxbj5FGw4bKTZxoEGhVWPWTVkMgqxzgplOoGqhmUE9611XvakWRUOJeA0llGlOPlba66vx+1D9Xzj9uSgRxiYtuR/ususCbVwx2JIhkvNy+O15xmiNPNtkYTyyRmfevRE8DGQNG92gt2aYlQ64Lg3ObNLBeth1QLvLZnsOXSo4FQyeembIVCiZLgiHeto0N+zbUead//7v/NxfvJbK2DTj1SnydZisGfgSZg3wSs84em2FZWBivii0RyCTALLjXjhudF2JwA98OxluPF6Tsd6wnmxV84AU4CbFjg5SZ3+nGxEikZAIMxGxiYgwQWMvrk4LiOZM1ya4YtfF/Mk7/oIkSnjli1/M4RPLqHc9eWjQF7ZXOlV8tqYT2rnpJvlBQvOAFbDWYXH9MjSFjhPquWW5DeMzhvEpCweKHZVp8LJ0OZQcNHL4lwzmBF4wTTJu2fvUcTqPcxy/s8XCvS3iqiGphtuZd0pad1TnEmYeV2VsTyHopAodDQfMKdzqYaeBPYLreFymQa8svq8M7GdVQaoWv5LhGjnEBmMJ4+xP0klmJHT2pW2DQ7CzMYzH0MzRE2nYh5GsqeQIDUCCGhDniBdauE5ONln+3xLLk7zXb/Ke9LFo0v+VBrQRcCX5WcxlKyzm1K4HsHLShIGuR8t8keMagBh/Mj2rW9NZLDm9gvOGVm6HCtU9kOWwZ67CFw7V+fV3vB6TlJmozZwUZFezWiPDEBguMrNGJ5WuZ4CGqbEeIRWlQij7coNAPvDHur7QsnHVAWvrPgcVZstACZJ6nAgOgys026CXGmJjEbF0CP81xpCIhKSgt0QoGZ6p2iSZz/ilv/gNZqen+fqvehpfOjCPETNkYNM9tlYUh6GehYqPXj2CKCXxlIwSG8VKd3/RK6sKbmqOB9uW6kQcyjWXu4kmB1lWPPIAuCaHu9rw8DK8ZAfsr1CatOx56hjV7RHHbm/SnHfYKEw5mL6yws5bxod38IqHw2mYXrhs4ICBZwcQzpqePFXi2KydKDGYDMwVLfRb7wfAdBXYmuJ7ZpnQ6VikZIimY6Rq0I5DFzPUKRINW1BKL+1h+vdXE6HGYxspknvc9urXVSejz+pD2Q15Tp4ksqHH8Ahoz32UxGvFOD2Drqxu9YBi2g6f2F7OayOAXe2uNGTD1CWzq0AMTmamUgCxBlkg92HYXu6EzAm2QC4P5LmyfWqMLxw6zg/98Q+y0jzOzpmLcD7fGGS1/29DP6nWdbIaSl8NfGWvQbsWDSMbRAWP4gTKPsz2qsvJy7dOuevX2TeDnWdDDNtIMeKlaNbA4/Dk6slFcV3tVgQjBqzFFmPFVUzouNLAflWVqdoUc5OLvPGdb+GWa25h22SNI4vtnudrH2Sh7SyN3BT1rOF9StaHwZeFue2gJeXqhGsknl1lx/hMsa+bPoCr5tBJIc3CfzspdDKwOTzYgZ99EJ69E77tSgCmLysztjvh0Kfq5C1l5y1jVGcHpLI7GlCtheX6EQv3tSEB5sqws2h6WXY4F0rkZFg0KLL2QcaKpmLyuodcccbQTCMqcY41OjS9N80MaSp4a4gmI+y4xZQMbjnHL2agikSmV/07pLQPmNP08dvgY4NkHnukyfiOyjWXXVn6/Bfu7nxjmukdcXxhgm20Wbh6VDXa7nV5JiALqBFsJyhtLjLr+vINeYKuV7kwIBn0y35YNyWkqz6Dp6vnBSYrKJk3FPaeKKG1drw6RhzDz//NL3D00OfYuedanM/XANVgFYrZ4PciMpC0KljMwJCs7rwuFYNqqCuwAyCarBINdJVOdzqdDKsbWfuMu6+RdisPhAC4AfQ9OcVDtZcw7NcCD+jAqgN2NOC9snt2F/ceuIdff9u/8hOvfCG1cotG2rvTYgRa3lDPbfApQLDGU4mUkvGhiWOVBiLrHGGH4HLP5FzxunpKKOjNoNWBdgeabWh2oJVCnsPBeZjPYXlf0HKLzqW4Ytj3rIn+Dqtn8PGjcNcyHOrAtml46m64IYGdCfz7EtQcFJ4tneV8gEz0ztx+G4QV0pWc2nSJ0p4S7YMd8J52KmSdiMT6ok04JP28sZiaUJqw2KrBp0p+IiVfDs07JgqVNCKrTw7WdLrRY7lBvzWZRw+32HHx2FX+Cj51912dS53hsDH9HOmZOp+OGO3ph0cwmzX01iH46V8MHtBMi/Ksfh963y+UIT1r9bLXFDVdnpA4kg243ursdvdkccXEBK9gRWjmJmi1oniUJEqoloTXvfkPuPNLH2du19U4704Ksnag/d6uSkXZohazVz87yG+KdZ0rfBY8Bi8+sEOCdaItPifomlI24SSlBavZ66qq+zXLy26ycghsC9lCPbl4MnV0fE7qo4Lheqx2Wys83nfBODy8am+u7NxklX+7/QP87RVfxUtvTjBp1s1r0sgtzbw/6aASOUpRWOx63YhZDQ9h7CUXrVDdHgfQrHdAU+h0oNGClRYsNwPQdjrwxYdh1w74mWfDEyfgDx+AD38WfuoZcFUxxDtz8Kufgi+uwEIOMzXYWYPFE/DBFhzcBk+ahZsmYcb19n9nySPWBK9d1iELEpobGg9mVPfE1C6tkK04fCcYraQahl5KZDAxlMpgygFg0/kc1/D41IfaV9Mf4S7anyzRs7lEgucDq+uEw37zscHkSvpwi917KpXlZffhBx7KHl+rmUbulDgRyiUhz0dA+0hEG5FlIjO+XjZ/Hdl+XaT2Egqyu3UzPR1xVeGnY603p3S7jLz2GK+eDGEGQbbYpvNd27pQVdB0BlOMQXEqXLqtxG+/+z28631vYHrXFZiCaW70zcyAT62s2QN9kLWYUDYkskqjDReAkwHbvyJp51SJipMjP5nuvSpJ5qQYvSM9ZbjIZEvPz0AApx5Hv7+pu/aIisRWt/ffo+TqMGJJ8TRdRmItkdgAtL1qJU/qc3Kf430AWqcer56kNEWeHuD2Lz3AzZdezUWTOUstpVV033U3Uo095cijXobZ+9A5p+tLIw7islCZtDDvodEB2tBohzG9S43waHfgzi/BxBT8/AvhYoFfvx1++++h5eD2++GvXwGRhR95N9y3ApfMBJClDUtArQydNnz+YegAj5+FPeE2m7cdactBLEOLtuHlfLgpZC1l5cGU6raIeNxipgKr75a3CYqq4tpKeiInbwRbQSQkvQZrx2UodTk8TUmLevFBM53BGWreCtLMyY532Lc/ufzEvHtvs61Pi2xhqmQvDCnhfABaBT7uY/NNJ19CrG8xpP1LfqjUZdDJfm0CRwZKf4JZhkECI3ZdRtv1EdV1AbYLNQFkTcFmhcgoy5klc+HfmffsmR3no184xB+8+9cpz+whiUp4HVZLDOvXyg63cQYma4rOL4vBYAv2bobKjH1xIQme3HiMLyQRAZXCSYvCWHQ1Ty+kB0coA3MSJtxWFMoqlBQiTOii0gD8azRb6Rtwd1mseiVHcaLk5DiFTHJEctpWsbGh7ZVIMkAL/wMKLdfhCkabqcMV5ViYmDw/yvLSl7njwDXsGINMDY3M9NjpWOJIjOL9OusUWZUBXIfNuxzKE4YSwPEOLDXBtGCxCSeWYWkFmk2484tw6T5447fAjMB/+Xt414dgogw7xuDoPHzHn4dlwHIG+2YhrcN8BuVS0HfTHCaqMF6Gzz4MUwKPmwmywYonaypRxQyD3ZCkVPxcEpyDlUMZUdlgy9Ifz97Vyp3iUkXzsAI0kQwnRHXAP0FWyyrDxuldW0iVYnU4cDJoJOhiSmUs4rLLkqd+/o7O96a5/v54zRBFI6B9BKFWP42Rb1o1ve6UIOvX+91gkktgGG/7XV2DjFcsiFV82+Pz7kC9jVls9+R2gHOCKyQDCm+QZhYmKnjvmZsYZ7Gh/ORf/SSdzgo75y5eV5ddPXzw/2fvv+Nlyc7yXvz7rlVVnXY++cycyTOa0WgUkFBAAgMSYDKGC1xEMnAvxhjb2NjG2L7G2MDFBoONMdcGYzDRlgEJJJNEUEZ5FEeTzoQzJ4edO1XVWu/vj7Wqurp373POBO4PfL31aZ09e3f37q6ueta7nvd5n2fPz5jY7lVuV4YwplpTB41UAgP4uNczhGTA0H0OdIXVAJ6zh7DaHo7izxdUWHHQ9UJWc85Se9x6id/HEWNpeBoYnfCttmHJ6CvwxFE6j2dMvxwxynco0kXK1jIHWj3EKN6XeK94PKX3lD4ArsaKVjV4H1Be4PwmnFpXFhaSmlpYTAPIOpW5y/T8snAGaAulvZiEu+wWoYplCOu7cGUT+n342Ceh1YOf/yY4BnzZL8Cb3wwnjsDZi/CYgzSBxwpYWYBbjsPWBtgEsjaM2pDHxlqV1jkC7ppcwqNNR5GD6UgjIHL289Mp0MUairEnH+710RWJicI2LEpuanGf9tGdTEvKFGUkc1QeQe3QaJ6pwXjP+ErB4eMtVlflJx950v3nW25I8k4Gu2P9X0D7/8aXKA83ckLYLzN1tord0ylvouqeKd6ZyObGXsikAaHcWINuMZE9DkzTIBsbYD5oZiuVg6iSe0PpAzebJC3SBL73l3+MM2c/yZGjd+wLss2EVdv44Hyz4hWpu/IGG4X+DaBtVPeVLaLEEqfEBT5XA4WABPqgimBRGtypwIoKCx66KliFUpQdA4WRqIOlHhmtnheZAGrTREZnOtVdYFUNQkKeKE6D6mDsHZujDbZHm2y1FlltLbKcLWJQxmWJ8y5UtkSeVgMAi0nJ8012R56n1i33LYctbS/ztBPF+dlJN30anWHBl0pnJbLkm0PY7oMbwvoWbG/BycdguQO/9F1wAPjffgne/CYgh34Or3s53HYDdDuBz/3Qw/D+B+BADw4dhnwIaTs014oyrP7n+/C5t8Adk8bZaNvNDCjsr4KpL6WY/SPR8kxmbD9qBUK9Sms92j0zAlInRUw2ehK9c3V6DFur3eDkuDtrkIFDRo7FJZsuL/hfOHLA/vPcsaYiBwmXzBj0AsoO8Mj/Atrnnjx4v1pT+bLNWA9dH8h6P8FFXwNU1ZEVZhKqa+5NWgZJBc01clRXGWqgQRn4ALTV2K3XADLDIgi+xXtuOZ7xX9/9Yf7kfW9g7cjNeO/3TGE1r+0KYHOgL0HZ09XpxFQbILYGWSuRsZXZ8eA6zjDEgauvOdPqPmmsUKv7OMLfXIjBigrsmCAJCxV1ANSkNnKRWkUwadKB0WAcY+MxmbyO+PwKeSSBE4Q2QUfr0gSXwdCN2RpvcXFwmZXWEkc6B2jZFqVooA18qGY9Pg5jCLkbMB4r59eFu09AZj1d62qQvR72f1/sFWgvR6C90A+Nr3IXdnbg3Fk4fQZ+61/BS1bgm34dfuMHgDvhr3wRfPtfgVfcyJS5xCbwG++Ff/wzcOmTcNcdUIwnSgbvYEfgta+arqzz0LjU63V936OjkKnaQRr8w0RQMDHpEdEptUilzW5680oEaZHmX6nAWCbN0kDeM1p3HDuScvRA8nXtlK/LSx+ug0a3VI2gwpMgHxLVN6P6VpQz/wtonz118BSJedBlyd1JleHV6MFrU1kwBwCbDSw/w8Mq0xHQTQ7KA62OYIxS9BWfB29OYa+mV6LYu/IraKbYVqYheZydRz1HVhb48GMX+ddv+pdki6skNsOrn+7sz4CsV9gSGInWTaoDCIsRzBMMGQaRaMASvLAmjTCZJ7zxkWLwSATbagtoVWNfP1wsHaAd3/pQJiCc0JhC00aDKw5JiFJX1YE6CJE8YiJ3V/kVICwrDCysyyRdwKrS89BRR0ssC9kia1mPYTlmPd/l0a2nWGktstxaxIrBqw8NNw3VsOJI7CKKZWeklKWw1NKrTkJdF8DGzyRpCa3FCLTbY9jcAb8LO5vw2OPwd74RPv8A/MsPwC/9AKy+En78e+DrXhJWzdNxq1Ah0ALwN14JL7oZvuvfwMmTcNOJQAb7EtaH8Pwb4b6DU6+nGGlQHFxNd6czkTozAKwz6hW0aZOrE45XJo0uvNY8uzSqVNnjayx76xQ/MViyLcFqQWvssSZYTqZlHIHXyggvAq2VmxG5WTP7lZqYEiPvi0dyCFxA/Vm8fgD4078wQKvPARstz14M98vasT/oB7BX6DQfZP1Mw8vXC6PMrWIngBskJUkL0lawo3MD3+gAzNYDk/9yKrXCwPuqmhYSUQZlMCXpZClJCj/yxp/kyqVHOXLDPThXzu23VNItBbaNMo4fWhYr2yHKogrWhAaYM4Ze3QYzGGOY2uRJM201NIw8OmUpKDqlvAwLDpA1XqBtGLWYhq+rmKjfrewWdSIvk1hdT3nPNibWUhUygYs2NNnCpBeMUbxXFkuhVMW7nJaxrKY9ltMuG3mfi6NNtvMd1tortJMO3jtclHl5LbHpCmIhVyWznszAqJQ9gTb7dWOrf61AEsMWvQrGe0xbaC3F83FzALt9kAE89Ai85qXww58N/+Ms/MNvgoMvhD/8WXhRBx4iKAd6QDdyrn1gF3gA+EvH4N/9E/ic18Olc7B6CJwLTbMf+sKp8nS44di9XGIyc426fJ6Jkkxxt8wB35pwqPoD2khdiI3NJnfblOpJo2dcB4/Gq9BaJUsc1vpgMO4VtxkKCfUy2XFUDmQSiDmj8QpOBBKTqJVXa4ySVivB3MYaMPIAqm8W538GeOzPOdA+F0TrPjuX6/1y/te1bX/QtzPs0KHJXsXAntc8U8mGv2/m8rCV3pWod01S6CyEE6cchELC2OlmUvPvBv/SEDfjMHW/wjer2TJUs8fWMn77/ffzwQffwcrh2+aCrM4sJzsRdNIZaiHY6QaD7E0Lu4lwQg0HvcUbUwOZIFNWgaFR5VlV8Oq5MCdGtnpNHZ3odEUa7l1aca0Tv9aKpjA1YEfeuIbYytQ7NkGEekizKjCPKWxVR0EEo8oCIdNJqywzVUqf4xAOZD06NuNyvs3meIuOy+mm3cl7bny+mVEyC6XO30JfDWxTE6rg9TxhtzAMS0PmHDccUrLqfDy3FTjV4Xrgnv7x14eff8f3BzT9tZ+G+zrwCeDmuGI+DjzQhxM9OAycj6vrJ4FXLsLf/U748R+FXi9MlY3G0B9Mvb7N0znjXU931dJQvs3FV2GGDmDGm6MC4YZOe7b41yYlVIFuVeVG7fVkalEmjnEa45qsJ008NvH1hVTmBldKIz0YjI2wLLNuJPGs9gojF42UJppHtQKJxWf2+ZqY5/ss+Qdq+Fkp/c8D7/2fnjq43nTYOQ98SISPuoXsRQxGIW5F5mz7KwB0syA7mdJq7ITqx/uqAnWQprCwqNgERn0Y9yeymKjT3qO1bVIGzk8aCF6F1Cj9wjJ2cGhlgTOXRvzEb/0oJmuR2RSn830cTLze+rHLn8zbulKZTxsGxuKMZUsMh0tDKjYuLbEqqLZeCE6VQmFRgs714lTxH0X7kQtIGxdm4FylrlhMValK5F6Zpgiq7WRl6G2iJMtGY/WqKVJJwAYIy8CSViqFcAxKAwOUdZSRUboqHPDhteW+JDOW4+01tooB50cb5K5gpbWMiAUMRdGncNBOhMTwtKwzFGgZpVDh1G7GZh6sANcyR6s50KEKl7YhH8GjJ+FzXgGvWYR/9qdw+nfhh94En3sAngJuAt70SXjvw/BQD05twEILfui14TGPxc/rEvC9Xwh/+CfwiY/CjTeHGekf+x34hldMLuSOmZoWn6dQg+kKNWz9dZ8Kdpq53lPxNhQsNehGfnZWs101hLNE6WSOLHVBQ+6Dp613prFT0olIfE8lJY1rubEAWJ0ZN1bEKVKW2FERbFJbiZTd7Nt9O/l2VH9VnP8/Cf5n//NztPp0AbfUL5VM3lYuJbexG1yUZldafxWQna5AmThq+RD3nVql3VU6neDWNNwVBsNQA2dJyPGSWKVqo0uu0U/WVZHhOnHcFwlWeoPCkNiETgr/8n/8LOcuPMqh43fi9sn7kgaQljKfdSsFehrytVIVVtRy0VhSDJkE+qCyjZdGO1ljeZF65YpCbkKz0BA69UR5V11nxwrV6LTjvxGD0QjkKg0grSbSTFQZmKlqN1S1FcUwyQozIniEvgg50EPIgB0RikiVrKIMRbkgSumV25ynwFCiGDwraZfUWC6Ottgcb7HcWiI1KeodAmEoQUyDt9drxsGnEuRfp3YzNnJLzyrHewXLmaMYKjY4VgR3uH4ftjdCDMN3fnkAyh/5QXjpN8BffxmsA6vA9/4a/IefDgdy+ZUBZB95Ev7hNvzGN8FabIptAvcA3/Y18Lc/EppiS2342GPwpo/AV7wYgKWjKdmioSw0xOXsU9zsufaaYDurvZ0KnpTp1pnO43ajs4YPpWxltNROlVbiaGU+nGPR50P9hLettefXZaQxXSxJtRuaqdClThhSzKgkGxW4bkbZzV6vqXkp8B2q+rb/zzTDrntsXnlKErliFpLbXL+cWcNiZVobwDRFJVJ/6NW4bQWwClgLCy1PO/O0UiV3wvp2wigXeqmjnfjak8B79tgheiaG3c5Pqlsl8IybpWXolJsOt/jEybO88QNvpHvwhmjdtz/TUkXNlOyddyvjh7dSJTqI4YBaus6yRoh78UYQYyZ8mU48czU2z3aAEUqJJ4+gbquiQhoSLZ3OqDIIiUY6oKpYozqgIgls/GkAWRN45LrCbkyvxTFhRGqVhDdCJ4Y09uuuNdyg0EG5EXDi6YhjqGEM10THlKWkTaubcmpwic3xNj1jSEyL1ERe2lcetDrTnNnr71Adu1O7GVu5JTPKDb2CtXbJ7tiwfcVxcCVqaBMLwwE8+SR81n3weQfg7/0+jB+Ff/DTsBJrqO9+A/ynH4PVW6HTgeJkCIY72IePvQ1+9XPge0/AlfhBrwOvfinccCLIxVYSaAPf/5s10LYWDIuHUy4+PGLhYMKeTZLMP8eqZu2kQtS5VfB0FStzeUVTySZNKDJSoyx3Czotj/dQFobSyZRxRj2duQ8C7Eld2I/o0UkhEE/2uhJXBDEhvt72C+ygoFhuP09X238ixv+1PNef0Wr4Qv8nBtrrRuNE3sbYfzqXxxgN3UeRWqUaZ9gnHKRGL0PfmPRSFGPAopjEkyRKK/WkBoal4fJ2wrgMzauVVhkqIJ3oYadX0+h94MGpqee+feSirATdbL8wtLMEX8Iv/fF/wWtBN+3MDVZsgqzE62w2BrwaEz7ghZaGmFJjLBmGNRekXd6G+JcKFKvq0VE59IRGkYnHpOWVnlMGGhpsBhOjunXi9h+bG7aqZKP5dp0BJiZWpmYKZK2JAxTV76sMLlPll5k6jDH8G45AIrCEoS1CQTDgXo6m2634HgbeoeowvqTwLlSu3tGxhlsXjvDU4DJbg21u7x6klULhPM7bWgZVUVD7zSMkRlkfJ2zlhsQoh9qO5bZjc0dwhefES9scf2VMdP2NB+DCOuQDeNV94WdvfSvY2+GmY+GP/OyH4D/9JKzeBu1uOHlsfLxPQPrw/k/CpROhQXa+gCspHBK46Ti87zQsLYZJso89Cj/3Lvi21wBw9Plt1h/PcTmY5Cqc3b5V64SMVdkb/DMVuCtzKl2JmmSBpY5joR2KofHI4twEiPcZv5sLsH5mBzp7h+Zr8Y3GWzWJVr/OqL9XaxH1pFsjvCqLi63/eOiQPfT4U+UPWSt/ZgY2f3GA1so3o/wlrowwuUJia3JdawBQjPGBDJ9SE0zSEIwJHptGgsFM6YTh2HApt5TOkIlnpVXQTUNqaeEN+8Ghj+BeVvxudN2vPD1FoB8zwU4cbPHGP3oHv/P+32D5+O1XBdnmRZ80KthqYCADjnihS8jVysSQiEWMoYzSLmNM1LOavdWITqwKczyZ86yUnsIHwLVG8Cb4SocBCVNX9LYRAz6pXKWOAq/UDjYOTiTxZmL1ayQArImAKhFcEzEklf7XTGRp1hgOVoAtUCD0I/grnrZXEl9SqmPsC8auDLaSrqQrhlu6h3h4dIn+6DI2ASSptbWKTFEHOqea9cB2jBtaSByH2iXb6yHW6I7XLnDwxiQMKfz9P4E/+Bh0+7DYguffFirR02fg5lvgSBZ8at/wW+GZOxFkpz78DDp9OH0qUA7HgVNF8Di4PYUX3Qt/+vZ4opVhCOLHfw++7hXQTVk8lHDjSzs88d4+CweTGnlkr1NDvU3Xq4SCadP5q+FX0ATdJldalJaW9RxZHpMkSn9k8aXEEEu9JiPQTGd2jR7K1XjH2crbNxYOqaKJailiNShhQDxmY4RRuOfuzg+OxsObTp0t/9rSovkzqWr/ogCtwfCv2CyQsYckmZLceC/THI8JlYgxkVeVybhg4QTnLbkTCjdRB6TGs9Id00sdqkLhpdF1nWXyZIrorzhbj9SuSTbKufqloddtceHCmF9+xy/BwhKp2H2Btrm+e6ClsIQwkKApzRQWVUgVnBHSqhKshhXiFrzZ7ZWaWZvUKF4DXeDxLHmHRxkSxOEpofItY8VbnaRBjmXrqjQ06xqVaw2IASxTKlOb8N/SAFhL+JmVMGCRxLDFxISEW2titSyGUgKFED5iwyKBT3bRr6H0jtyVZD4hk5yRNxRi8K6kIxl3rT6PrYvv4MnuC3n5S15BYncpnJ/2wZhT/BmjjErD2AU5Wkc8o42CztEWd/7lBdoGeMd5+JmPwgNPwY0dWN8OV/NCKyg6B0O44w44Ajzo4dxF6KxNOC5ttP8lQnsxDLKvDgHESwdZGnwSyMJeWz2sdeChs3D/KXj17QDccF+Hi4/kDPuerGNihNLkHCUeOyOxMIn6b8/eecu5+XnxZapMp2w4B73UcXApR4HN3RSrSmJ1QunNqh3qtx3UHL6i/xp/XeZI0q4qbpq1Y4wPqbS6k6Rog82AnTHaMjzvzta3b+74M8OR/vNO+7n3V/iLEmXz9RR62AxKsGaqs9ocClDAGo8I5KWliJKrcKAbcpV4krWTknbqSY0P0h2giPHjtcBflcbcy7SRt1ZKg+mT2cTmyVZuKVW5eSXhv/7hu/jU6Y+wduyOKZCdHU6YTUvwUV7V1Rh1HR9TikRTldiAalSYIvO2QFWcjg+GK96Tq0e8I4nfJzEdJY/b81KUJNIAwcrUNKiCWTqgAk4J7lo18AYArX4XvBdiFUsIWkwisCbGkpmYciuNEeKo262kYSG0NUwJVpaIuSsZ+pKxSxmXOUPJGZkc70u6soDxBY994ke57eg/YOGVL2f9yk59/uy3W7QEl7VShWLkKcaOGz+jw7EXdoPb1q+dhrc/DsMRHGkFAxlXRKPvMmjxeh144nTgWz1BlpWmoTGwvROalQu9gFRIMAvXMvzxFnBpB7ZTYBFOHIXWUjAVN0kE3BJ+5b010AIcva/LR36/z2Jip5J9pxSNEhbRlvGkNrhyeZ1peO1TAKgyZWaQO8Nar+DoypjNfsJobOnaEHne7GlMjeAyUfI4lWnXtAYa6x7J43WCru4lJaopzaohWyIkxsOlAQs39njxfe0feP+Hhj4v9AcT+/9FoBW+TAqPOIc3yV6JlgZwa6UliQ1VmdOS0gfPV63vA9YoVjyJmUy5+FjBXq26RLSRE0ZMrpXYUAv/VhytEdgpDLmHTqvF+jr8zgd/C7qLU9IwvdrfY3pkuAbYRoOmqviaHX0iH+WjkNHGf31DdVFG/1aPI1dHH0+qQSS+aZVUTT1y28GQRHomeBYQQdTW+lgbgTWRwNsGEDUxIjwCbQTY6nuLIZGElg3VrBVLahOyJpUQQxkrnreWiEXjHCzBPAaltCkdXzJ2CSOT0ioT+qVlJDmFFHRaqxzqjvnoB36GR196B7ffsMaV9a1ggXm11oAIOztKosrdn9fh2D1pCFn87QshjuZQFrRnm3E0VoD+DjxyCr7iBjh0EB78CDw5glva0GrB7i6cPw933BOMvD96P/QWglzGp7B0IPCzELwQRnEOcKkHnVYEZQ1/76YV+C/vgi/7NPjL9wQd8p0ppx/K2Dhb0ls2dfTOlFlSbNj2nSXzQifVON0470zcH3RLJ6x2S9YWCy5tZ7hC6KaulkzO8bari5h6N6hzKul9dKDToH39le7Uvas06tLgJO4OL+YcuqXHLSfSf/Gpk+NfWOya089lUWv+QvTBRJ4nhasbW9M8UlitW2lJK3F140oEMuvoJiW9tGShVdLNSjLrMNGtqYyTJ3u2CY3OqxjqOZam8L2pWgjNsLhyRcpgqwi0xOHllN9615v5wMPvZHX5SD1lt5+0Ta7B2VYvr+7cy2SEteIZVTUqIWIkTPRnrWwESx8ANvjCOi4Zx9lEOZuG7XRHhdKEkyOLk12WSspl9oBsIoY0ZnqlYkixpMbSsgktScgkIZVQrWZiaUtC16Z0bbhPx2YsJhk9k9I1GQs2o2tTOklKN0noJildm9FNUnpJFm5pxmLWYrHVYSnrsNLqcqDV41BrgYOtHgfaC6y2eiymXdq2TcumHFw5Tjkq+emf+yFOXx6wurKM+moB3XsTEUbbnl5X+JKvb3HbPSl80MHv7wRz47U0CHJLRy3CFoVU4K3vCR/Ia18LPAYfeQhuBG66GYZ/Gsww/u33w203w852bNcPoViF2+4K8q4SOL8L26OKy6AOLatmyxNgIYFv/QW43K/Pm3s/q41NBFfuPZfqAfa4syu80M8NzkujmUvtp1xNcvmGegcgd8Jyt+TgUsHFzQCyC1mJFY/KXve8CmQdQq4m0ngTM7LJtSVTE2RaA3I1zCB7AzbnG4deFXQrSjEnYbyjDC7m3HA8odc2b8td5dr89P73FxpoRak8/GaC5piawW4Gy2kjcbaSXVU616c74y5muvNZDSJU0zNlRVuIUqqwkduw5W91OHt+xBs/+JuwuIq9ruJ9AqbzPMokVln1/5q2jBr8XL161LvAX6rWqQNOPYVzFBosCJ06vA9UwlCUJSccdsG7YIwP+lyxU02vpNbGTirZWjUQQTi1ltTEqrbikI0hw5KRBEA2lpZJ6ZiEtklomYSOsbSsJbOWlk1pmZSWTWjHWydJ6aQp3TSlmwawXUgzFrJWBN02y60Oq60eq1k33josJW3aNiM1hmMHj7N58Un+86/+B3KFhV47aIdnyj0Rob+rtNTzeX8lZe2AgY8CD3lYBNoyjUg0OkuHDsLb3wPvHcA//QrgLviJfxd+9++/G77i78DbfxWOr8Av/1c4cCj+UQ9+Fe48CssEnvapjX2u0gi0ZQkH2nBhA37uPfVvu0uGo3ekDHb8HhppomqZqD9KL4xL03B5m5ZDNhtnguDU0M6Upa7jzEaKeljMHIl1tLJyT5OqSlwoNETkVEBaqlD4ALphBxqomtybugiakmTGt101wqtFUuc0+64XeEWAxDC8UrKYwvFj9vbhSL9j3vu/1u0vFtAKKwivwvAtWPk+EjkmVqYmuWpbWRXERBWBynOK7jROxupvNbc6pRpyH7Zm1cjpZm7JI3V2YMnw/oc/wCPnPsXq4sE91ey1RS57GxNVVEhTskVj7XXqKfDkLvizakwcKNWTO0ehjoKSXB1DLSkIaQeLHtZc2JY7lBylY5KgGJgygwnVbYINEeBiAqhKSD7IrCE1AaCTCKiZsWSa0BJLK7G0jA3AmoTKtiOWdqyA29aSmUAptK0NIJskdNIsAG0SALebpnSzjF7WYiHLWGi1WGq1WWp3WOl0OdhZ4HB7iUOtRQ60FljOunRMm0wSbr3hdh5/6N386m/9Ie3FFq1EAoffOM7F2COZ4eVf1WNtzQRTvqeAJcIwgpr5ew8F2m3I+/A9PxFGan/zF+Gxd8ML/wEcXoA3/oPA1b722+DEDWG22+0Ch+HEC+EVR8NTngUevADHohXiMA/G39IYiVQfrBNvXYYf+wP45Pn6FR2/K92jDZWZCtPEmzWhP1G4iWZ5ArjT5ksVvbDccazvpqgTVtsl1joS6xkWKaU3UyoFFwG2KnrGpaHwQQLZSRy9tKSXFvSynF5W0E5KSoVRaeoCyTeqarcHeJsVL3Nusuc2BcI2JAOPNgpuPJ7Sbcn3FsVzB7R/XjjaNay8DsNr8HwGyvNQXagyYPxYsaXWlaVvgI9T6BidG5X8nNAWceUMIDsB4HFpGZW2Fo8ZYLsw9MsQcOYkRQt416feBkkyFXw4y9nLNYC2eV/TXIanWJRQyQaKw+MkGLH4KCYsUUpRShzjWPEeKD27wBWJMB0BfCBhQKMtSX0q2kbTK1SoEiPAo5yLQB8kEuiDilKoVAWZMaS2UhYkZDZWthKrXxOAOjE2KCjEktj48wbXmxiDMeExxjT46XgMnPc472knKS2b1tE3iYlRLUUogk4cOc6f/PEvc+LGO/jyV9/C+Yub9dH1wHDXc/frenTXErgMPBj6UWBg3cQpEpncomFPzS/dcBze80fwY18Ef+8l8JP/Gf7W34EbvwruXIOHH4Dv/xdgWvD9fx8O3wCjW0NT6yXdcNDvPwdnNuH2Q+FDvrQO/V04uDI5k3ykLToJnN2GH/8j+Lngr7B61HLwpoT1MyWdJXPV5kBlRVN6wdrpgmC6/x943IWWY5QLw7FwuFdijSe1jtxZxqXFRFVCZb5T0RCFD83NlvW0E0dqfIg0nzUdt2GKb2OUMvKG1GhlnTuldpD42mXeJINcrYTZO+YrRhjvepYOCocOmFueOFu8stsxz4kvwv8/gfYFGPkmjHw2qveS+67kHnKlGt1RH6kvD2o9NiW4gaip+6IBBP5MiOEpzsirwRhlXBq284SxM7UfZ2qU3dKwUYZTIHfCiSMp7/nIx/nDj/8Ri6vHrumAJk+j3JcZfsqj0dijog2knrrxCi5OyVUxL7k61sqS1dJTGkWtUgiMomn3rpa0SEmwGPVTgwa2GkCo9LGBsW2ApWnwtkEKlhkzBaZZBMqsCbLxZ2kNpgZrkvAzExtrNgJxBF4bbxXYanT58uopnaOVBBoitZZ0NFkUtVDorHFkcZffeOP/w903/wC3HV3gwnofqaaVjJAP42d2EHgZcAE4HberXQOX45VvbdTAmcgzSXAlWj0If/+fwLlvhX/9VfCN74X/9iE4fxm+9tVgFuDz/g9oJ7B0L2ytwksPBnPwAfDGj8JKFmRjENQL2ge71gALDdxwXsBNS/B7H4fH10PWGHDbizPWnyqnExf2mc4wMrnmxLDPkENY4J0XRs6w0i5pW4cxHq/CuLT1n3CVVKvSmqvQto6ODQCLoeZcZ70YAFLrOdwbc2nQCgY+IR65rjFM8KUNfh/NYYV5gHs9nS0j6BgkV9bWEp44U3yfV/1y+QsJtMILsfJ3Ub6ZUpF+iQwdFL5uqVd+qNWHihE8BqOeBCVvxGYTI6Hleg/mdQDspCEgNaGvQD9P2MgTCh/yvohSrtwJW4UJJ403JIkldfCWD/wWzo1om3RPBtgzPHZTY6FEkPWNzZ3GVywanGSdqabkgm42GGMXjHBsiLITFwurghfDKIa8ZBIm+MNggqltDk3UtCaRe02QCTBGLraiFCoATs3EhLyqTjOqyrdSGUitVLB1FSskRqZANjU2AH0EUGuSqB2eNEe995TWkboKmMMC4SNXXXiHLz0HVo6zdeZhfuMP/pjv/qtfRLslDMfh2LYWDKc+OiIfem56YRt7TEIEzVGB0ylstaGfwSdGIe1gJ0q6tFIEeFhcChzqj/8b+MST8N1fBV/50qAoeN85+PZ/BKc+Brd+BvSPw609+KK7glr/YQe//yn4zFsDXbENPHRyL+eoUX3go9b2yhb8wnvgB74kVLXHEg7cmLB1oSTrmrnTVbN1nlfBNtO/JDx9OVaytmAtjEtDZj291CHGkxjPqEhw3mCjeqEJsqqwmJa0bBkHC2RO3N70D5wGsF3MCgZFC1eZ1fiJF7CpzMClYUQ+o6cV3X/MfzbRWEulHHjabcEmfKkqCyLs/kUC2vuw8i8QvlwGDumXEVzjNsUKZBOVsWpTV6c1R5MaT+ENpVLHyQxLSztxz54+aIzQoiaO7hm28oTtwjIuw4RUErcxRgKntVkYSmcgxocfXEq5/9FTvPPR99JdPVYbej8Xq1QlOdIpfaDW5ocaY2NEHA6pLfM8nkI9hRaoei4bHyJfUDKFXuw4j7UITaiaNpjws5U2NjE2Am6oQK0Nja8aYCVUuVlVedaUQqxasTUNkDSnx2TifVD9G/6WiVywBDrBVoAbpWGmsmqsgMKQqMU5S2JtrHpN7U9b+DJUveq54fBxPvLBN/CG43fwNa+7i3G+GXYvSeDZn/jwiEtPFBy8KeXGF7bIjho42oIig09fgDs78L4efEjhkW04uwO7m8AWSAtuOgy9LvzBm+EP/hhuPh4q4MfOAJfg5ldA5+Uh9uZffA7ckQQt3zseh8EFeNFfChX1w8Cjj4PtTQinGj006m89FHngbBtfB08kXDpVknWvs8BrXkOikT5TFg9ZRju+DjlZbZVkxiNGKb0hd7aWiFUg6zQMe/TSksR4PI0QSLl26VE6QzvxdBLPoLTh2mtMfzmd2DEG/bhOzMertAdphFJWAxL7sSgCxdDT6hrSVMSV+pfF8ut/MYBW+FpS81/JPWYzh2EsXW1IwKyPht//DHAaJrnaSUlmS4oyq0+EQg3b45S1zhgT3bKuduLsd3KZalRQDbkzbOeWjTxhUEbRvNE6Q6saSd0uwn1tbMqpKostePj8I/T7VzjQvfn6VAZzONvpzuhkeihIuASV8PdUNNahVfxIzOhqUAtVUmwZp8CcxlpYoOuENoYtSrwoHZvFVIQ4rNBUHZgqgyyCY8XR1sAZADiL/G0NkrFqrcdzTQO8RWqPA1vnnkkdLFlVtjX4Sqx6bXzO6jVN6Yg9TiTyuAbnPdko0BWLaZuxKxn5gla2xGr7In/0tv/Gp9/3f3HrwRYXN4owEWeF3polHypPfHjE5ScKDt+ecfSujHbPhDDFzz0ebvnL4Nw2PHEJnrwIZy7C2z8O77gfVhbh2IkQQ3P5Uqh2VwrovQBWXgmfuAhffi+8/ngw/74A/Md3Al142e0BeD9+Hj72fmAE57ejstrES7hNGMwu4fl3wwuPwyMX4c7DACweNNhMpuL29oDtrCQ1XqJihP6G58b7Mu58ZYeP/u4um5c9BxdDA8ujpKKMnY3TVxqimhrNoW7isCYAtphrXIdz+xJKyyr9QuL49N77VO2Tyo1MmvlnMyZJU8MMMvN0Boqx0loU2i1hO/evslb+AgCtlV8Fvs5s5NAvY7jhzBZmDsD6Pd328GEao3H7UbBbZvU2Z1gmXB4Ki1lBy7pGA2sv6E4OsEYv1/C3xs6wOU4Y5JZBaRj4MFmTNfwxK/9XVdjOQ2JCGkONAvhl7PTh3Q++PcQzXIeh9LVs+mSPpjZ2X2WiP/HiG5Kvqb1AEPSrC+kEKF5d/A20vbColhE+VLO2FbhZtPYwqACxqi6FMJVmKu60rkptXeWm1taDB7Zqnpk4KmwmWWYVqAaGaOKdO6luo0TMTN+qSTNrDNbaejJO4jSfqmKNxziHc561xSVOHDnGUxfO8tGzT7GQtumXObkvWFm+kZ2Ln+R33vZBvu0rX0a3nTMcT/z/0pYhaxuKoXLyvSPOPVSweiyhu2pZuzFhYc1AZuHm1XDjrvDYr3oVPO/boFNCloBNQyCa60PvXlh9GTy1Cbcswfe9OvhAeuD73xGq13/8JfB5y4FKuMPCP/8uaKdxtCq+vo1BkICpwE4O3/X5cPcN0EknF3lLgmm9Tld2+0qdGprBchSa0Dfd1w4zE4cTLpzK6a26IGesGQypJVx1cYSQWcXGqvjpVLJ7rgFpjJA3DP2bQKm1n8EkOaMZ4SRVKKSZMwExyZrAF0oGtDLBeX3Jc8FIJn/GIPsHeD7PbIyRoYsREzLdztS9raBZ3K1G7zzCsEywiadjCwRlt8wYleEI9wvLoLT0bEk7CS7utvJy1caHUWtsQyJt7i07hWFnnDAuDd4LNgkxG7LnAw/f78bJryyO7uYqFKXwvCMJ9z9yknc99F4Wlg4CV5d0Pb0TbhKMR9yiSeQejZoo8Jp04CvW1sUKtqzCCqOUyUvwTQBlqEXs5qcY1To1IQwrUFeeISZcsLY54dWoVomKgAZIVlraKrrGNjLCplIZTDQQN9P0gTFN3W58LiH+zjQMappVP0jUYaa25IaVNdprBzi2vMblfp/+lXN0kpShS7AmZXUh5UMf+V3uufNlfM6L2gyLfCKNjf/aRFg4YClzOPtQgfMFWUdYOmRZPW5ZPmJZOmQnfrA3HwquXec24EAC5XZopy+9FFZeBGcugM/hZ78ent8N3O3PnYVf/W/wwpfDD7588uF/2iH4tK99RufN7oaniPzqvC+/z84KEx5728vbtHrhN4uHE5IkJzVhD2UkFOjeU09PVpyoESURf/02qFf5CokgWg8JycziII0U3gnhGnZ/Jp7vVf9HYrNP5+4tg42mFWhlBq96I8+BmunPBmgVNJX3SqGvsFfGUCo+bWiz5qsr9gLKTGJc5SGwU2Z0bEnPFqTW008ShkXKyAW/y42yhSkgER+MZXQa16thhiJOp5Qa0mkNSmo1SEnmyCRNdOsalmGipWWh9IZR1AMeape0E3jLR96Gy7dp2wPPOG+tmWaqMjun3uyFRCeqioyVKhSyql5jvhXBs7VSaziEJS9kXuhTBBcw247gR52EUGl160kwoiqgseVvjtWmkTNNGkMMUjt5VRaJE8PnSYaYNML9JiBPHDUWYwLgmgmX2xxBNkamAiKDSZPBq9LJMtLEhgmsbo/nH7uRU5uX6WlGv0gYuZxO+wjZ1kd467veyp03fh6HFnK2+o1drkwmAyWF9nL4b+9g43zJpVMlSQbdFUuaCbe/qsPKgQTuOA6nHg47ufYNsPB86N4QXL2GJfynrw1xNQPgPVfgx94K3/n18C13PuPLb7TrGex4Blue0a5y6cmSdleuSl/5BiBUTN54x7N6Q8LtL2uzSyis1w4mLC5Dos3E5oBgpvE8vuGa1SzAn2lroiqAvOi05CyK6sO5QABVaSZIN3TmOqmAZcZvYXLdCThFvVSe+W2m39qfE6ANvrFvkXICsnUVq/MAdj83+GlwaZphFGoYlxmlF3pJyVprTJGV7OQpoyJhVAZlQF+TaFixt0KuRgmtCc/cso40kvoTYGV67NaHsUOnoerKnYk6Xs9iWtJtdfjgk463P/hekoXlZx1qqXOUOI2Ys9AEq7bKUg10RN621hn7WmNbPb4Q6HpY9oYRjrE6bNKKTlyNTLDGNj6RKvCxAtEAsmlVhTZAtrpfBXxWwrSZqQFWpsCy2t/N/r45JDExy2ncTCMEsjEth5lEryTWMi48eVnSaYdu0FKnE3haLclsinUGYxIWOwucevx3+MCDr+J/e02b7f4o8I0y3+Grcopr9QytXuhFjXc95845Fg9ZVg604EtfCn/8R7D6CmjfHpDn4Ueh1YVffD188aHAyZ4bwre+GZ66DL/0zUFOBrhSeeQ9I2wCSRblTDIVtxmmE3OlHCuDnQCu46HHFeE+7Z6QtmSPK+M8jbatgMzDaKC8+IvbiA1ZkS1CpmS3C8YFOZcRndANsWx0TMIan+1XVVxdGmQgkKU6M905WVmDH1RIRPHSdMGrzoxGyrTOpx/qn0143Aw0Jczp/TkCWiv/DuWLzZUcLWNKpb96BdsEXZ0F2TmPM/FD3S4yRi6h5YJB91p7BG1hWFpGRdC61mO31fPH5bW2iEPo5xYnUndTlSDlrc2H/WQSpZKTjL2QitJLHJl4rFEGkvLBkx/gwsajrCwffiaCB+YZ/ldA2lC01SeLqxvPkzNHNZxoHo1OYZMqwBHMrpe9UOAZq4MkxRiL8dqoLifNqGCNSA2AzW29RcKUWCMtIYl1qhVCI6sOiDRYM2kkNpfaOmuqOV4cq5QKVCeNMhoLQlMbUZk9S9XXCKekMWwNBuH9uJJL21sstNv0fU7LJMHLVwrS9AAL9nHe8+H7ueu2z+TW1TH9QWzuMGf8ew6/aTNh8YChvxnTM/7q6+Dfn4fxIqQDePgi3HIU/u0Xw2euwRlCfli/Az/15TAW6O0QpyO48HDB4+8f0V4MC5oDilg9TgkP4oJjE8Gm0OqaqSpyFmTnLdxVNYuBwbrj2N0Zy0eCidMNTIJBuysGd95jW7a+Hk2s7q3RegKsoq+MPPNCo2U9l4cZO4Wlk3hyFwzhZ5nVandXZaHZSTLk5LqJ/YspBUJFDcmMfaPMCQH+swba667LhM8RI98lG+Mg3apA9qrPJXsp2zkntG+sTtUPjIQGVr9sY1GytEXbONpJyUKSs5Lo1NEqNQBv4Q1jZxh5y04eeN3Sx0SwCOJ+praWSACNnKVUWEg8XVudSMJ2blALp9cfwed9jJinVdHKPlVs05vWxBPDx0DA4Kale7qvio89spilEO/j4op/0IWKs68FpTGISbA+cLFTQAeTxIPK87ZRbdoKXBBSMwFeaaoDKgoiNquqUcXmmOfcM6TRpJRGim49FC2TaawpO9fGf1QSnyyxjIuS81vrjIuSreGApVaH7fGQtk1DtR6VFJ3MsLX+Mf7w/s/kS16ZsWRybMM0iJnQwrkbupZhZ91TFkqysgDf9ir4vjcAPfjql8OPvS6YxlwCPrIBP/gpeNFBeNVdcC/BhxYoRsrJ949YOmKxmUyM31Wu2UDlKk0vZe+QWErIyUNg3FfSruHezw4v5AzwKPCZ8b4rN2T0T0NWZ3wpaeJwPgGFTDxqgp62UunIM2iAJRJGgy/12/F8U8bOgNU68n1vK6uakgwJuc1zoznoU408VcfRaLNdFHcOXhGem9CF57KiNVj5j7JbIH0X2ORrgKw2iNBpkJ022p4FWY3RMVWYnI2V6c44Y1snCQoVLSBRxj8qDcMyTLQE04pwFBPj6xFEpAIGH7fgMRMs6mStKMuJp11FVqvQsp6Ba1MM4NyVJyFtXTfIyj4XQQ2wEirQaeANfJOrwLaxMlUyr6rhVYNsPH4HnJApDLSkNIImSTTobsaCN5zBYrLB7M+TusFl6iTcCmiNRD5V5njjNqiCZux11chqwmm1e6h/L1f3g9gjXYoJDqKe1Aaz9dIoaZLghwMSY+kmGZlJMFF3lKSHSIsPcPrJp3ji9hPcdcyTONeoivZ+drMKGZMK/S3PxjnHoZsS+MoT8IZ74UtfAN/1wnDnkwQzcFfCuSvw2CX49++F//RqeE3wln34PUPysdJbM1PX0vWcWftW3TMnXZUyXJ0jeCgL5cWv7dZNvV5UnL0NeB2wfDylWE2hKPFJErbp4mlnJUVpQzPZ+noxveok7L4bYyVLPCfXu1waZnQTF3dVWluFzuWao77dE7Lv6gVnVtUUz+lKUVv38nwwSfMK+dhX9tflnx+gtfKjUuidslXsORv0GvAyN/hyTwNLptzSmcxA1Y8N9myBAhh5E6pUnZjQiITp3UwgxdcDPE0AE/G1hZxXYVQGqM4EWomnZcIcVhGrsjTxjL1Q2JTzF7d48MmP0OmtPaOuqml8b2d/F0n+8H1VeWsdyT0ZltOaq/WNk8gJrKrQ8UJfSkoDhU3J6pDFSWOqKbuyUS5jmrxq836NraFp2DYapufR0UoVUBmoV0bsM2ZATdsAlSlTn+Y5Ua+yVRYUe03TtflNbJw5dRxdXuXmQ0d5/8mHuDTYITV20rSzHfzgSbYuv50rG99AfkQYlcJy5vd4FmsDZGcvfO/g0lMRaO9ag7e8Puy9baxYjwBPAi89BF/0pcFA5uIWvCjow3cuO848mLOwZmNaLHve49XOpatVihUIGyYeB9X1sbPuWDuecOBEIAq2Ccnnnwt8DNgFFlKhdTDDPTkK/tACVd5WKy1xPjauIsqJ6HVjrCpkiadjPY9u9Di52aOXuvA6G+VlWfHDc5Cl4oc9Uutna0htlLQV2NJU6XglaRkckOeKNQz/PAHtMTHyd2VQhDIvKgz0KjWcIlfd2tQnsjZPHply7mrao1WTY5WpL6IkVQxhHbEdVqt6mEbZs/2oIsWD7WEwwweNY4XB5m1ShUFqlYvDhKwFp85+mItbZ1lZu2Huu9anoaOdohCkTnCOx0LrgQSJW6hJoul0JetjpbLqDV2FvpTkBpxJSIBUpa4eTaPbL4102snYb7OJFUMf1cR8sgnFYGKlTUP3K/VBn247TFQUiuxrryN7ZHLNxacGj5mgRWZlSyJ4ryy02izecCOHLpzjoUtn4zBF5DS9kmQHcMWHeOjkV3D78R5LvTEjr4EJ0/kcp5lpsGRdYf2cCyBpCFTBFvBwDm+6H15xO/zlg2FA4bF4Kb9quX7dj75/TNqyiKk8N6KOVK9OGuo+l1w1RjseKd4FyZNpVr4SqIqsK9z9GZ36oReAh2Ij7IWNAmCQdaDs00scuTeY2plOgtLH+Dp3rJlscq2vXuYYFJaT6z0u9Ft0U0civj7Xp0FZ9mplZ46Br2kCoZnZoH5iQyzNuCcPaduQO2U89iRWto08e3nmdQHtNY+Pla8h98iuCxZy16hiPVeTdjFVhU5RBjqpIqqfeSb+lKA4ZtJoq+f0c7ZTDaCVRrOoudWpneSnMpfCi7GqjHPD+ijjxh6cPH0/3pdY5Bo2wPsvLLJPc0wFHForArRR3s3aKFZvtFqGD3ghA3YkTEuVJngUpNpoLKmpRxdpGorLpH6tJVUNFYCplQGTijgRM92cavKqMiHNtdnsmweNUlXoPi6BUQNcp2Z4VE0w7zYaRfNa62j3nIGqtNOU81ubXNrZYnPYZ6ndYcsNg19C/NtJssx4+Djnz32Spy6+ghffZRgMlMWWw81oKqVxrjWrzSQV+pue/pZnYdWE4a3/ehK+94/g4gU4ehC++G74ltfATenUlfjkx8ZceKxg6bCl9IEr9MaS97pgIOuPsUVRbyWa4Yu6zwkWTL6UtSOWdlcCrWbCIINEM5nxwHPi3hZLhyb7qdOECeCTcZ14Rfx5dqTNg+/vcd/SkLb1FLGImdgFyhRbdK2vzIbUk/VhxiPrPXZyy0LmwlvcRx7WLLbMPJmDTAqqyrq2aZJPlD5KfH4xgSZMW8LIKaVTEiuPPBdess9NRWv4P6VfIqVHU7OPEHjWDX3/bY3qfPnXVDUbhdLa8IcNfKruqZYrn489kRgNzeU8kJtXOlQgZ0VpGc/FUUqnlTDedZw8d5KkuzQXYvVpAK6wb5JHHRHOVKrC9N6rWoxShaWYNbYjPixQxmDj70xzm193DUwtybJxlLfq9M9qBSZjjhonsyaccVMnKw2v1rCNNPu///rD1Gn6qAHIdfaZBv7VqESp2+wHptOLqwQFwiAvuLyzG8ZybVJPqdHQXnpfkpjLnLkIdxz3WBtc2axMm87v6y0soXq88ETJwmocFx9uw8VL8KKbYWcA/+1B+KV3w9fdCj/7+tBs3fU8+oGc1rKlCMQ6wwOLiIGVk08iZcH2LXfgE0s6HKLGTKfV7nO2DXc8935Wm5uen133ZX0S2AEWIlBcJESfHQXW1kAOdPjwI57bjhYsLSmZcXXxU/prG+xbUVIbJiqHpeViv8Xp7TYisNxykyJIrnMHGAHVTF2pDYYpNpEbGRqTkqVez4W0YxhvlXgHJuETz4VOLXkOQPYzyPXeevLrmlWszOeTdJo/mt2a1bEx1SpW8WWq0bq4EdRY8X5xJd/r3Tq5lv01JFZ7uL8IQs7DxXHCjjMcXoFPPPAQT1x6nG53kWdjJLafdlb2NF90T0rpnioBKETZrXFOSDR86BbZo5eVOtlWJhWnNI5nvfpXxiAT7e7Uxk3MnhKk2QnXWmwznVTKLP3B7M+iHljjAuDD6LGL/+3VByWwzh7FqC2OW3BjhE6aMSzyqaGMpnwutPif5NIGXFyHm28QilxIIjBcq5sPkPWExz9ZcOsLM4wF/vpL4E0n4YPn4MRxcJfhyQ/B535WiL8BHnj3mOEYFnpB/z082GP19Flu/f1f4shH3wbDHS589uv52Fd/J861MGUx52/L3NfmngbTeImgne00ntsSrHmPhvWYV35xm8c+bjl/quCpUyOW246lZaWdKZ2kJE3cPldUKJDGzrA9aHF5kLE5TimcIY3TnFNDDjMPb2pfJ2fdNL00GzNZeznrzDCqVkbnihZK0jbYtrB5qowFhPzxc1GLPgdAK18vIxcGE6xcpYq9Cmmv8+/nm3Eajep2QnbTlCDvyUdWL/E+Wusu94iVr1F5SvyETJSMFB6GXhiUNsZQK+0Uzl5+gu3RDkuLS8+a0NGrqBHMfg2PylGy8bcHwbeHyiHUEhQMTbNs02hZSZPQm9nGK9ONgyZAJbL3WfbqS+Y3kmw9YDErU9O6YVZTBFVV6z1eQsPCaGVwXl1BfqLEqETsTAP89KI6mUpDJn2BxC7QHzxCazigP2pjTcHYC97KVamfRj+PrC1sXfY8/omc22OTixcfhj+4BIc24Mlfgx/4HvimzwLgqQcLzpwsWVw1iFP6hxY4/OCDvOwnvhN2LsHBG6DT4chbfpqbbryLk5/zOnqXi7lqldmv9qLlofflJC3hxPNCo+sp4BPALQQ1fgLcHAF2PS7UtnGuGaAfq9oDhGCIO16cwotTnvxUypkHC85f8GjuOXhQ6baCH4IVneqluJjk0C8SBoXFa+h1tCMw7xmx3cMFzOxKG2ArOqlaVRs7tabtYwNzJsqIwN+3OsI4VzY3S7LM7IjI+/58AC18kZbzXIXndT9nfjerTNBKZtLIAdK9UclNC0VMLPlnP6JG8i2EmA6NYGOu0gWd7Vp7Be+EoQ+ZRqWGfp8BWjaAwbiES9sbQQeh19mguArA6lW4cZ3DaRMvCInqgqo5llQNNImVap1gaxpb/GbF3IgxkWkn+/36VKYeq51IufZrZVWjrHUqq+pM43MCuuoVNSExwUgYpXV+ogrxPsx3ilcS43A+HoUYdzGJttZIMcXQSqU2B9d4UTbPv8rtzNge49EZ8tGTbO7eQ+mIahOpXf2vtSiKQntBeOzjxQRov+4++Fdvhod+B17/PfBPvxSArUuOD711SG/ZogJ5p0N7Y8BLfumHYbQFJ+4O2zNjwV5g+fSDePu6PQOX+51rxoJtCe//vSHjoXLHizNW4v0fJAwkPBrB9ThBO7s4cw23gIsKp12wyL1Z4a44xXDzPSk335Oycd7x5Mdyzj/ukCwlyaSms6rmmI9TWqlRMuuv2hNqbk6mqlyd6mBPpiWZJEZP+q/NZXUacKeeX4SFFcul9ZJ+39Fum18PmRz/LwHtVTKuno+RW6Tw1w2y8zRtzZ/5GaJ7j8zLz/BROkfbUS1p0SXeEFIQCi/kvtmk0SlDDZ2prpUq0HHS4bQS+n2OEIBaeMvOCDZ2tyYr6XUqDvY7ucx13Edn7quEM6I60RKdGOlVx8DGilfqQYdJjPg8VchsNTG7APhG7SmNGXIaigOZ0RNU2xGtJV7B5pG4tdfKn0EUp4pRj/eCGB/pAYOIr201XQ3zsT0qttGhlvr5VH0w/o4gW2eEVQMg1XvSELMuklC6XZw/y9bOPewOlHYWAN4IlNV7kma61t7PKG0Juxue04+U3HhnAi9ehR/7NHjnIfilbw1/0ysfeduYJBWSNI6/LlruePt7sac/BYdvihwYUOZgEtZvfgHqZsbTryb5UrAZLKwaHvjT8LduuTfli4BPxUr1JkL+5GcS5iY+QciIrBqr3oMpIfOw6eF8AY8beM0CRM8ZVo9aVo92OP2pnEfeNw72oXb/3ay/imRNgFbiGJUWVSGraBvRufReE2zNngV+0qSbUi/EO7kyTtOlcOFiHj2O+cXnSJX1rCraV5DI77NdwMhPqQ2uNv0120BQZnnSyWFX3+RdZ0LmVKZ4X2W6AtN4zambPK5lHKkEM5nSh4uWmoLQfTigIKWyJryyQgPRX3qhdCAmYziCyxtPkWbtucD6dEB2vyp3b/VJraR2DYDNIgdrGjepv49b/MobQWa26RH4mkMQOjUiO/16K5Od6Yq4UdWK7AFmozLVqPJaAV+QCPkIrk4F4wUvglOPeEEMsXI1YHzjijVUcGkNqLd1865qnHnvcV4pvcd5F5ppPv5cParBCN1JeE0W8FqSl6fZ7sPGlnLzccN4rJPE76nzrfHdDBBkC8L9bxvRWehw4JiF7/k6+J7wu1Ff+dM3D+hvOLKjiwxaQtovQSEZjyAfTZoDvoQzj7D5mq/hiVd9Nu2N8dwew37nlypkWdiBfPRtIy6dLvn0z+twjwlAO4zc7NuAL4yP+7iGgQVfhptGvWDLh9v5EfzmCF6+BAcMLFhoG7jxnoz1s47zJws6i2ZOa2f62t6jgZZQ3HQTzw0LYy4PM9aHGYnxJDPOW+IVNQ2utl7Mpw9O83mbzV2JO5+VwwnbQ8fGZkk7M08gvO25Atpnqlw4TmreJUO3LFeKutWnV+M9dX4lu7ealUalMfOwRszwbHMt+LDO8IBucoDREAyXazCCoZoekzDOV3GZwX6vAVACrdRjjafwMPZC7iZeCO0MtnZ2uLJ1nlbWedYfiOzz3y6Cahkr1xHKEGUUBxMygoIomQHYauTb7GkPTbHZE+NwmW3IyXSp35BxTW8kdIoJa3rnNhnYpulNvbXXidOY6qTidBrA0XmNQOnrf10NmA7nPaVXSq847+KtcZ/6e52ArvOU3kUz9FA9u4oDjpW1iCUvLzEaw+ZOiHDxs6qYRkk58dMwUdcdvSVaghN4z+8MeerhkiKGi5x/ouQ9bx6yc8mRHF8iGY05+OCDiPfYHM6+8FXkd70CnnwAzj0Gl84weP6r+fDr/34YEijy66akmg3gqrI980jJ2/97n911Ty/KuF5BANZ3ASeAowrrY4JXbgmugO0RXBnAxQEYB3kOZ/OQpNOOiLJ+znH5TEmra64LfLTRc5notpVLg4zNccItKwPuWNsNag5n5r5Bndf/2SN9bIhaIl6UhdJaMHSWDRcvloGNMLyl8q+t3b4U1MXcMp1/e+4qWgVS+X0ZlgmX8xqVVPc3ipk3JeabJ2qjkq140VqOUc9TS0O2VXUuzUSz1wTmOBRuosh7rBIyHesLaNqAuBKbh7/VeA1M4jJGLlTBRqpda3juJIXt3UsMBpskWfaslSAy51+pzvNGwp6LfFpWTWcxOSmaJvamCXqNKZl6+KOKaZe9TmnI5IIwDSqh7tJO9Xor/ksa1o06sT2UiYwhTONppAOC7tnFBF/j65Z/fN2u/gtJA9RD5R2429BssXgNuW1JnPqRmLXtNHiMlt7jXEiZKLwjd47cl5TqcOrrc9JVx9MkjMotvPfsDAylC+9BvU6UCbONUyaZd6KVCF7pLAj5SPng20Ys3h8+s/6WIhbSWxboXLzAK/7z/0X70Q+x+fIv5oPf8I/YObTKe/76v+amd72JbLjD5dteyKX7XkWRpXSu7OKNueaOaN+iR2DpoGF7Q3n3mwY8/zNanLg75SDwpcAbHfy+h9elgTJ4chTYC3FwJIXDq7DchgMS+FoFip3gXHb2sYLNC4HqsMnVY7jn0WpNiiq1nguDFhujlNtXB7zs2AaPbSxwbrdFO4kKBZnOCKspo8ZOq9lsNY3euXfhdweOJVy8nHPufE67ZVWEH6in0JzinGIMJEkwRlJ9el4zTx9orXwfpb5A1mMlm0g9ILDvh7oPP6MzW3+dtxL5/cG68iIg8mp1LRVXnBIYV+GNsToVmQYjH0G1HtOrpSWmHs/1KiQStiduhohNE9jcusRo1Me2V5621c/e9IS931eNiCS6NhVxCWo1Fam6t5K1+20hG8KXaXBtajuom1ZNykAaIzhNr896gmwmzsqHWE1M3NvVJ2isXCVSA8aDN0Lpq52yofS+USVLLfOyJkw2iXiMN3gbqmFrbC31M5GLC1aRQZlQupLClZTOUzhH4Upy5yh8SVk1x+KxGCs406Is1lHdYTBcYpyPa1F+Ew32aJ7nAK56JW2FcNzhMBzjVi94nm71DHd/4Pdof+yPYWmFlQfejR2NSZIWg6VlPvY131xXTNmOp7W9ixrZX8sr+w++TMmkFHorQjlS3v8/Bgx3Otz16aFpd9zBhwbwsQQ+rQund+CwgftW4Vg7Pse2Z+N8yaktz8a658pFx2g3JDK0ewYbQVqeYbFRKyZsGH/+1OVF7lzb5XkHd0it58xOBxVPkkwaK9qQbSkTCsHMVM6VOqcs4MDxBFLlsU/mGAPW8PeBy85BUXiyzHBgNeXAaoK1wrlzYwYDR/I00PPpAu1LxPLDslUiOWhrPshO+NirJyfUibNQm7dU3GyltfNTg3OTL+cnFa6XmWkyDVZy4/jYtAGuModIr/wRaspCQpvMmGD35jUW7kYZu+hvWVFBBvK8j3djTKy/nsuKtvlzWze9lDSCrMaTZpaTlYYcrGkXKntaB7NNqmg3F3OXUFNXsHs/Z623ENp8/JyaxeNjhdfwD/WEvSchDUGk4l2jzaGZ1sBaNXg1WK8Y8bV1ovNVeq4nVRuGMqLFYxVB7rwjdyWFC//mpWPsSsauYOwdhXpcQ9A+EsjFYHyOtQWjXBjn0G2HHMSa92sQjHv4xqlUD4maTSXNJpWzxufwWRdGu2ATHv7af8L24WU6mwNElXRQbSPiTu5avoO6T5Uo05V3da0lLWHpgOXUAzk335vS6govSuGSwoc3YDiGVy3CiXZoxWyccXzwj4Y4D3k/UHBpJmQt6K2Yqee+HvWMXuP89xqSTErxPHhlgd084e6DOyxkJQ9fWcA7mYqbmt1NS8OftllglTksrAgHjlkefHDIsO/p9uyjwL8ej8OLP36sxeGDKa3MIDb4A6teXbb67IHWyreTKzLwaCpztwTXC7I6BbKN31VpzXPphcrMWpj2rJWp5yi8UNAwm45+mbVhiU6AuSIsJpOhkVvTEJ0RHTdrL9rMKuqEvPHaBuMBxG0yz7KaneWupLFKVxSCEvxJmhf1LEUgs000oVYaNEWEe/zYtZHuIPO2eNqohSvpjE5F5zTwN/oRNB1BTV3p+ch5SRISe2XKWUdjMGT4HIJ6IACtIbqD+RiNY3z8XahKrbUhQy1+HhVXWzo3AVpfxH9LCi0p0bqp6JkZDhElLyAvYKHL1GKqjePdtOScBVxtNHGr3VOFna31nCde9gVkr/8BxiuHePB1X0F7Z4zxfjJOrPPnvq4Wob1nd6Xzq1yvAWwHG56tS47DNyeULgT87vbhk1fgtuNRbVPAh982YrAdaA/bCnx9e0EY7oSrubc0bTKuc9QYOpc/VlpJytHlNq0Uzq6PGeZjkjgam4jSSRxndtpYo9y5toMqPLLRo/CQJbrvlGd1HVXFR5FD2oGjN1nOnM25eLGg1zV45TuGI8/iguXmEy2WFi1lqeS5r1VMf2aqg/iiFxC+TrZDwKJP5LqpgnlTKzor42o2u5ob2IY708S8d1r+pQ09nCuDw3si0SDGaM2rNnV3oo2tr4YcIW1UvIbA6zoJrmBEA3EB2sbjvSGPZ/TO7ubEdJhn5xIsczg/piRcoXGXNKpZ22x2zUnhqQSIGlF0okX0zNPeTF2osp81kDTomyiVUx9cQ6Vyxa2mySbUgsbKtko3E4J6A+vqxlhiKg1t8JOw0QzGmqAaMALGx5HfGDkebhZvlUQ9zpiGcXtohpV1NVsyLgpGrmDkSsbeU3ofFRANcX38f2OgKJTRWLHGhLn+2ZHk+KCGZcJcQNQIts25uHQ4Ztzu8sGv/2vgobM5QsoCN8PBylWkl83fuX34T9kHcKnMciyce6zk8M0JIw3NrnsWQ+huOyLFyY/mbF1ydJcMN96VcPjmhO0rnpMfzrnp3gxj4PTDBUkyZWsxtcuanswM49OdNOXEaoutMfzmh/+UK/1NvvAFn8VCljEqi8nAjkA78Zza7qAKdx3cQQQeXg9gm1qdKsymlvj4i/EYukvCiTsCL3vy5JisZVD4Duf0j244lnH8aEaSCsPRs0qweQYVrZXXM/LLDN1Vp2NmP/Zp3lXqFXSPA5efNo2ZBem6bmpY1fmqAVapFnygDCQaDlurE/1crWwwU89R+ZYaq0ijpSyiJFJpNYkNl8nGu2MmxsPejTH6zFB2tpKVfRoF0pBytWiMw7L3du12SAV0Ziq+eZ7favNzMk3zZFVU/IRvnSpGw9YeNTXNIqqNqk9jhSGTBmQZqAI1HvU2NrvCf7dtm55tBRrIJgzcmEE5xojFGkdiDKlJKI2SqUGtBioivjEXpVx56chdwbgsGbmSkSsY+oJcHaWGtOA6b63hilYtElNOcjo5JrOAO0snsN+pEVd/Zw2mGNO9nNfVipe9Xs2yD5ff7G80x2X3yAx1n0pYK8cxw/lTJS8YKwdbwlPbcMsCvO4oHGyDz5XHPp4jRrj53pR7XhE+k8Mn4OT9Ofe8soUYePzjRdhx2OZ5pLUksSqMnPcsdnocWw5a9F/807fzhvf9Fh9//CNw+jH06/853/XV38RTF4upY2BFaUWOtpc6blgeUHjhsY0egiex09NjtTFUGfLAltaEo7dYLq0XPHoyJ0sFPD+Rl/ofbzqRccOxjHGuDIf+uXH9flpAa/g/ZOyDLjW9/kp2D8iyV9/m9/iIzI7eVgVYJXKfr9mt8r5CxRdQWG148S4K3RNKUhNu1XRPiSX3KWPJ8N6Q4KJiLYBtxdvaCCcu8j5dS9T0TdQLeo3phFkg3Y8+mFdIlnGUOG3wr2YfgJXZCkYar033GnU0OyRTAZCNRqHoZBtfT83VkTmVSEzwYil9iPuWaDxZn/B+RtiJToyafVANOFG8CfHlXdvm9GCDd155mDODdW5fOMIXHL2PlazDZjEgEUNhDKX1pMbiNcH5Kkbe1BVtGTna3DlGZcHYFQxdwcCXjHxJXgNtuLmKV5Y5TmpMRPG+2hnJtIvWLH87u4ubGuaoGjcz0jhpUg5zYveu5omhc66za1XCNoH+Fc8TDxTc/pKMG1vwJ0/At90XzrkPv3PMaKDYBLoLk4Xg0ftznFM+8LtDjIVWZwKyzV1r1bB23mNNwh1HFzi37fjht/wK73ro/Xzy5EfAKAfTJXzSY6mjdDoh9nsw0vo5NYItxnNyo4cR5cTSEPXCk1tdDD7EXcVFsCyDYqLThUNHDQvLcPp0zunTBWkK3vEjWSbfd/ttbRYWDMOh/9wS+cvemkNxin1XnP+AwM//WQPtQZRP11KvI3lXrkoX6HTk5B6QrRtce04imZpUryeLGs9dWdXZmAvkvEExWJPTtSNaZkwibuImJaH6tXiseEq1bBc9NvMe+JC8IKIkKhRMYo0hKBmsQNYoHcw+wvH9sLcJss3tvtln0XJNidO8Kva6+KPJOGSgSaYvV40AM5EOaE05BB/cBtDW3Gkcn5XKKze4S3gfKlJRmZaB6ST2PTyDqQU5CUloRrmStoF3XnqEN5z9IN47buse5E1nPsTvnP0o//CeL+EFyzdyebyNRGpAo/rAGVdbONZOX95HftZFkM3px4pWvSfRoE0OWtvwfkotaNsFUruIK93cz8PMdJuaVEutwpjj2D1jwxPldtXUk+7ZzUxpd+fsQPYqSqLlpz4N6kGDveOF047bXwKHOqEr301hvO54/IGC5TWDejj5sZz+tmfUV84+WtBZMmxcCKNq7QVpjMU3i7GwSzhxYJFOBr/2p+/m37/1Fzj1+P3Q7mEPHOdgf5ObXJ+v+NYf5q67vpSf//1d7rnRc3zNMCymW7KpUUZOeGKzx1Kr4MTygJ3CcnEQIq1cGZixdhvWDgrLB4TB0PGpB0s2N0vaLUNZ6vcj/PNbbm6xvGRvGOT6U4WYr0gKR8sFYxlvLHmS/HWM/FVK/3Xe69k/G6AVXoXTELZorl3N7uckpDOdxKZ7VnNAYbpzGi8WP39UtyrPVBsnvjU4FSxjWjIkMSVgyH2LgaYUmoQonLjtNaJktqBrx6xmfVZaA84PVxiWGamUYIK0qtCqsRbI+epwJMbWhi7PhCu/ViVLo0mTzqENuEZzpH4CM3PMKo0PEiv2Kbp8T4Os+qBUqlwyg0oAtzL6EDTBQDU2uNAG7TBRl0tt8uNi48pQ4Nguc8ZlwZnRJm+58FFWkw7ffOtrePnB23hicIX/8vg7+dEH38I33vwa7lg4ggh0kgyvntQnJNbU0TSV6sCrp/CecVkwKHP6ZU7f5eS+JPUeg2dHfWyKBQWCUwcqJLZFloAYRdXtOayNae/wnmeqW2FOd2q/5L9KLy5XMRWdpQBkn3NK51e8+50nnmB6PdgOPF6rI9y8AksGPvaRIpjmm+Cb4Ap49CM51grdJYMYSDtRCTOH1nTes9jucHwt4e0PPMKvvec3+R/v/x0wyuLxOxkbw8rgCkdy5VWf+cOsHXkVf/yhPk9eHNIfJnzVqw3jYrL7rSr8lvWMneHRjR73HNzltpUB48JQZpaVnidNYWFJGI4dp055Ll92FIXS7ZoHilx/uNU2v3LziYzegvnK7TG/mA/odccjFjTHqK/P+1aSMOy0P8tl6f3GyJc5p+9L9xEEPHOgNfJ8ch+QReQqICszHcVp7wNtmCR7nV7e/ZxG2WSAQaaqhqnRvYbBjPMg1oLJSf0uLRnjydgul8h9q36eYEyiUeQvqIEBbXZchxTPkdYmty1c4tTgADt5m9SUE7f42Gm3JnqgGmhn3XoEU5hjxH29mlnda2pTyY0qQ/JkP62tXiupYeJtIHMvep1y2689COpaU2sbCR8bX7aST0UzHafUsc5VpHulHKgC+nTGdNdG2sB5R+4dG+NdNosBzpfcv3OGjk35wsP3cdviYbbKIbctHOJHXvQ1fP/HfpN/+/Dv8c23fBb3LB3HiglqE+NJva0dyjxhqsyrUvjAy/bLMdtlVdE6Ejw5HhepjJIwjpsmK2wPHuP9D/w9bjrwVax8xqs4uJby5JkR0UJvT3U7MSqRmfGaGdpmhsedz99GdlP06ovoXhOK+Vop3ePFsmfBsCnsbHjWn3QcvSXhC24FlyunnyzpLpq632Es9JbNHhzYozCI0rybDi1igJ/8nTfxo2/5KRhs0TtyM0mS0gda4y0Ojga85GU/SnvlFXz0kU2cd6x0DUfXhNzPUXvEryxxXBpmtDe73LW2yy1LAx7pL7JyRMiHJQ8+4hgNPd5BK5OtXtf8xHDof6DVEm6/rUW7bb56d8wbym1HbzhiMSnxVupmJEBaFiQ7JYOlxcOHb+y8d3Ry96uLQn/9esH2eivaW2uCxTy9SnaPjEP3Gs7MxoM0+QmdowucRLVIo1cXgvhwQzLZoVTDhq7R9x1ElZYpSa3WufWTE6+aPPMhTlng9GgNxzYnups85g4yKi2J8XH+vZo6CoCVCiwvrkA01Bbdny7Qq1SgzcfN+ypra8JrVyb79FzmV75TI2Ma/QjmaGKV2iMhmL5UVX3lqBWUAWXkZWMbbKIuqDPAmu9XGTpH3+Vs5322iwFbxQD1nk0/Zqwl9/SO0E3bjH1BK0np+zEezzfe8mpO9S9x/+YTHGkvY0XIbELuShIb03dlYirjvSf3jqEr2HUFozJHfYH3jk31jFUpNVaz6oPtogiZ7bC782EevPxhfvWNr+WLX/u/c9ett7O+WVCW5ZSkb6q61SltxjwRyNQBbkr4ppuTE0LKNEuYeYYafloBMRWbLTPaQZ3e5DTPKWPg5KMln35LQrcND34gZ9hXlg9MVD4yR9gyG57pVcmShFsOt/nAI0/yr974U7z3gXfQXjlMd/UIpS8Zq5K5MQf6V7jv+f+IYze8gv5gi2Hp6WWGL3t1wq3HhP5Ip7LVVYPcq6pO2kmYIFvrFBzs5az2Rzz1WIejN1jwJaryS52ufELg5wcDvbSwYLnllowklc/fHfMGs1OwOhqStTXudqc/N2csxns6O7twYJmjN3b/+9lT/dd4L+++nobZ9XK0nclcrOwDsjJ30qsZJVNLT3Sas51ar3VamTCb/un3mHWHUUzF0GKbVPpsFCtslku0rGM5zemljnYSHfi1StGVKC0JFXPpg1OXipKakjPDZRKj3Njd4pHtA7XUyVZVUjy6RiBLU1QkeL1y/SF6+6kM5jU5gmmMzG92XZfOYLbS1hr4tEkEykQP69QHnrMxOOB10rxyGqDFEFQGPmQ0UxhIIkNahzTWHCb1aG7pPdvFkI28z1beZ+hyvHcoyhU3ZNm2OJItkxjLyBUsA1mSUHjH8e4qn3HwLv7w/Mc5O1wnM5ZF2qFR4gRrzNTkmvOeXB2DsmCnGDH2OeoKMufYUM/YB3KmGlzwAs47UoTVzi3YTslHP/FHfPzj7+T1X/l3+JIv+ALWN1K2d4ZYK/tyt5XxjMwBWxpu/6phQCI3E9+pJMYlhR2NoRSptckd77AxTr55oojMLK4Nb4aqOGhuvZxOO8EJ0O4J62cn9eOTDxT0FhrZX9c41wCc8xxaXuTwMvzcH/weP/TrP85ovM3Bo7fixOB8SYGAOta2nuLFd3wnt93xpQwGO+xsB2+0z//0hNuOGy5vBi9oI5PYmSpDz1aNaqMUpXB6p81iVnDrwREfO5MwGGTcdafywKeKP1THLzqvLC9bbropI0nIhk5+yw4KFkcDTEso1UyN508VhMZgvSPZGrC8ssDWevp7O9vFWpaZ4rkCWne1fsu+ja99hMkzRdK0IUfccjKTGzYJYJymJYwITpV8vI3XkkvlEazNuHlhwFqroJf6KPGZgKqP21yHwXnBeSWzYdqs8EGHm5mSc8NF7lhc52B7wOVRl8S4kLAAsTMuuBIWF1bIWl3UOxJrawPLZ5K0sB931tzqydOsaKeef2YnULWiJr6dMZ48XsE2/qyIP0/jOKuYylDdT3LWKrmWD4AdaIGJUWIFNtViOfYl50ZbnBttsOvG5OrCFh+HiKFnWuz6gq1yRC8fsZi2yZIkTOyJ52Vrt/G+K4/yeP8ih1tLIbtMwhADfnrG3aln5Ep2Xc7Q5xQuZ+RKHA6jQWNQ1g5eIaQP9bQlI0MQaXHzkecxGmzy22/+Ka5cfIrP//xvYnm5w/b2EGNkLnc7HZAzI4JU8CIMkgRRWC7GnBiN6fqSDOh6T1vDESzFMLAJIxE2bMK5tMNILD3nJn6rMm3qM3tSaUMzXtMWwp7JNpsIO+ue7XVPPlJ2t5Xlg2YmYmp/qqp0yo2HFhkMPf/wF/4Dv/gnv0JvYZFjB25n7IJzmo+LwdLuRe656Wu5+55vZTQYsbudkxjh81+RcOyQcHbd10Ggfka5UsZFviqeWtazOUo4vdPhluUhN68OeXLdsrycsLrs/svly+79aSYPHjuWkqXCIOeNSVm2F0ZDJAlToHKNi8oZS6vIceOc3nK2sLtd/DfgK58roLVXowual32llWuGHKqfBuLKqMVrY/teV8ES/Q1mgEZlz07JxrC/3eEO48Kz6Q9zqKu8+MAVltKSsbMhIlqlcnGkcg71Pmx7Sxvc3gsXbPishNn4sTcMnGUz77DWHnNl3ImrfjSTMaE7XZSwtniAVquDdw5J7FQS69XAVhsyntnPV+c0pprqgqfVCJttytQXXox+QWsLwypBOEVZVKHtw4BEKWFxcbUa3DS42MktqYiD2ooxiu6rqBglpiMYTg6u8KntU5Tq6NoWS0mbXtLGoZwebXC62MQmLYZ9YeghtRndpE07SSjVc9/aCe5cPMr7Lj/K3Us3kNp0yq5RK6MYVfIItAMtyF1OWeaUWgZzGe/xeAo8BS56DZekKnRthpWE1FgSMSwsH6bsLvO2P/kVrlw5y7f/tX/K8nKHra29YLtXdlUZAHlKsfSTlNQ5jvV3uHG8y7F8RKcuPWEq7SI4oERuwrKetvhwb5VLScayK+aofuaOBE0alQ3AEiZawepR7QXhY+8co07pLE78QuQq1HBF591zYoGT53b46z/13Tz4+Ic5eux2TJYxci5O3ym5GFrDyxxJD/H8e/4WONjt79Ifwxe+OuX2E4YL6zppfEmQF5pG5FC1UEnVXNVg6n++3+JgJ+fAQsmF3ZzL6x3WDhiuXHG/Yoy81DulLPV1KuaL2qPQ9HLGzm3bi8w3xckGI5YWF9jpJX9lOCxvTRLz+FUB9J/9s392TZTtnx//JfG8UodubhzllIfsDMhOcbL1XHyVYjvZXLIPP6vsTdUMByBwcFuDIbtjRZJlnreW82kHN0iNMiyD276R4Lpjoi1ifTNBi2eozGak1pmGeJNANYxcQi8tKZyh8LZOdZ28kIzCGd73ybexM9rCpC1a8R6FzAdAucptHnK6WtpVBSnutT68mkaXmUUOM5kOq6LFpUGwdRGWVRgbYWCEQoQFhDZCLhKtCKR+XXNlbDIZ5a150rijGBvDycFFHtp6AgSOt9a4s3eEm7oHuLV7kLsXjnG0tcrZfJMrxQ4lwrlil0v5EDEJi0mb1Bg6aUbHtnjHxQfZLIYIwlODK+wUw6A6EKHwJUPnGPqSkRb0fcGoyJHo2rXjPSMcDk+OI49VoXdjuiZj0XZIrKVlEzKxpGLJbMrB1aOcPf0QFy5e5q7nfRppmlIU5dwx7FlwGqRtjHcc6W/z/J0r3LdzhTWXY21CYS2OMHiT48m9kqsyLB05SpJmGBE66rktH1K0OmymGerKRoox+5xZsv8L82DtdIrvYNszHilpezoyfP90EsPxtR4PPPkk3/0z38eDT32cW298Ht4Yiijtquw4PSULo00+/Xl/l0Nrz2NnZ53hGF7+goT77rBsbOsUraFNQXHjXZmZ69EK5M6QWmW5VZIZZbOf0FmxFCM9lo/0N5dX7EVpmX+ajMsXd0Yj1DZAdoYycH5OaogIxnt8K2PkhcFOedFaeSfArfctPHOg3T0/vgPhi7TvpwTnk42mmTOgMAOycfLLxTbJXKVCQ40wPSUme5IXrDFsDkdcHpQcXejwaUdHnFjsM3ImpCiY/dGs0o+KYSpkUEQayZthWzJyFhu9AXNn64OukW/0Xmi3u9z/0Ad46tLjdNs9sji66yW4brl9gNZw9Ymuas0pG9KuaSPvvd4G1+JwZw25J+m34XPoACsKjyXKIylcsXDJwpYR1jwsqtCX2ASrpn2kmgyLnX5pmqnHMQYJx2FsDE+Nt/jUlYcxxrCcLXNT5wCHuitYY8O2X+BYe4nD2SoP9s+yVWyT4ziTb/LUcJtShSOtBUQ8ty0e5p7lG3j/5Uf5xNYpLo63OTVax6ln0XbIUYa+YOhzhq4M0i5fMPKOXe/oE7ayOZ6x+MCDugLrPYvJAplJaNmEjiS0TEJmQ3WbmoTF3jIPfurdbGxt8fJXvJKisDi3P9hq1maQJCzvbPHiy2d4QX+dFRzjJKOwSeg3R8/dOtoHam/d5U4Xm2bQ6TAYDkhNyuqV03wyKVhZWSMfuzq6yRgYDZRhP6pVMjNTsMi0YiVuPqZ2PlbQJICs2WcxrxQqxlief0uXP/zQx/jGf/3t7I42uOXoreTeUUhtYRLPCyEfnOFFx76Ulz7vmxkMd7iy6bj3dstrX5aytRvMm+rgT50KBosR95NmnpXJrri62844YSErWeuV5GMoWy3SxLO77T+1esC+36bm1zr9UZI4PzHpmcPLOm9q17/pLb6SiyVPMka7xacp+i9F5FkDbRdr/qqOfHAsNrJnjmXeJEr9Mx+munzk8GQfOZhvyLdkZtPT5HxTaxiWjnM7BQfaGS89PqabFuwUtgbA6yAra+1UVaWGxrg0JpliZ50wseT99P2D4YhjqZfx8ZOf4sEnP0K3G8I/XORylzwUJoDlbOP3atVsHaneqALSSkI2x8z72QBttdUGYcnDBQuPpEqqWhvz9EUD2AIdFca1LeLEIc3H15bUdMeksWbEsONyzpYjzu6cI9cxaWuRg+kih9pLeJRCHYkYMmNxeBaTFlnS5fx4C+dyMpsw0oLNfMShdIHVtEPuC25fOsI9S8c53F7m1t5hxr7g1HCDVAIgjl3ByJcMXcHIF4y1ZOAc43j55zjG4ilQShRcTte2WLBtUmPpmoSOSWkllsxYEmND1ImxLPZWOXXqE5jkEHfffSujkdYm6LXu2FryrEV/e4M7Lp3mZRvnWRZl3O4wFjMrAovXiU58GuKgRWoT0iRhMBjwoUcf5ANPPsCvPvwQp8s7uePGVVITTMWthZ0tZe2w4cRdFvXQ3/WNpt30WScRmJlJLnD71MKzBIk1lqOrHX7/gx/kn/ziP8WI44a14+TehbHxmfO4UEdbHZ91599ioXOYja1duh3Dy+8zDEpPUYZYdzd1ZKRRmEgdh2SjUf9UXS1K7sI1u9IuSfGUNkHaCf1tp53FJO9a//rWYBxA9iqd5cT6fRrZwctjnKaMBmWnyPWdxsjj+wHt9XG0yjslYUdSWdTB3ubXHsuzKRu2pn9pZfUn09uB5nCCzjBLM4MM1oTm1dntglaS8NJjBe2kpF+Yp2/mIiGmxoiSRjdg9WG0T51BRMmMMvITc21XS4urAQWlm8Hq4srUVJu7jmZYPcUjcxZT2b/x+KzHr73WwFqTXbG73QfOGE/iwslUigfjaWnCTiI8auCFLvgtDOPF03VCqoa+KKUoVkJKrZfgoGaNZehy1vMhl8oBw6KPSdskYllJeziUsSujTtjRiX7ADri7d4iOzXj3lQe5NFxHEZa7bcYuZ2s8YCHLOD/c4mB7ic89ei+XhtsspV3ecuEjnB1vkZjgbpJ7Tx452dI7fLzsS5SxeMbqGQsYV5KJoWVbGISW2FjJWlJjY7BlpQH2kHVYXTzAW37739LpHeKVL7+XCxeGtel42ergLBx86nEOn3ucG9otWFhhlCTR/2G6MVlJHV1thFNSOE9elmzu7lAUBY9fvsAnttb5/XPvggNfzokrt/K779zhda9ISBLo7ypLB4TXfGmLNBO2Nzx/+IZRne04e6KpTCbSqpOuvI5JsqqSvfvmDr/+9vfxt//9d7GytMoNq8cY+zJQSzKdnACQFxvcvHAPB5eex85wwCgXPvPFlsUF5al1Ty+FXqykpxQz0hx/lmnvBKZTQVKrXB6lHBqlrGVj+kWB66S0MvmCcc5r01aJ4Kc8JeZeoypzey0eIfWOFMVYA7ivBP742TbDPPBbkplv8HJ9eVh1oOEcIwvP3mhm19DTVm9kz4RSrMAu7xSMc3jpTY6VdsF2bp4h+ExqZiOeRGJFKwYfwxyrUMfSCWbGNtBINAW3sNRbgihB6TdE6DsmGHWbGd756Uiz9HqA+Wm/9WlbRyU0wNYN9PFkKjgUgwlZWwItJ2yLcBlhySt90WBviHBJPVsYWgR7wxbhd1XjcVCOGarDuTGlUZwxtCTBGMPAFfgoJRMKMp+QqK0jhW5tL9M5dC8P7p7Fu5KXrN7Czd1lkAqgo/m7d5SExtpaa5HLox12yzHGWApfBumW+jD3FX0bxnhGeEYEUyGrjtS0YmIwZCKkEnwXErHYmCiMhHBOtKTdXmShc5m3/sGvcuKmH2JtKaPfd0gvw+8MOHz2cU5cPkdvaQnf6eIqzXXjLHBe6yj10nsK7yjKYE4+HheMxkPO7W7z+M4mnxps8ODgDJtZjxcdejVLbeWJc8qp88pdNwsb6/Dprw0gC5BmUoOUXkXZ0lT51cZu0wnfUz4KRgzH1jq86T3380O/8i9YW1rlwNJBcl/uiaapK3SAcsitB15J1kq5sLnNnScSbr3RcHarJDUwdh4rhsxKYzQ/JIF4mRlO1flTdiZytbuF4UBb6JQlpXOkHWPTDKtOr+saFIHUhIDQstE/8iIY9aT4yF3oK0FuB04+G6BFS/1X0rPfoNsGzT2SyNTkV/0GNUxoTRmJVI2RJo/SMOlWaYit51W8dTUL49xzvq/cuCTctJQ/s0p2DoUgEkxQNG4KQvJCeO5ElCKOm060rlp3kX0Btxy5jW57Ee9KUpvUPO22mUx86T7d2v3A9VqGyE9XNrZ3vj68XxPfPwq50doukOi65cXgTIlzQpnAeYEFD0VMtiiAC1YYGEuCZdkrmRgKCcbcpXoGbkypQukKfNwuWzFB+eFLvAoqnpEv8XgsQi/JSCV8Hrd0VnjB4lFWsg69NKun1Urv6wmAxCZkJqVjMzo2Y0fH7Pqc1FucOpxMpr9CioJnKAFkC6DjPRaDJcSYGzNZ0Ex8L2lgCHF4EB9HfEuWlo+zfuWT/Nab/5hv+cbPpXPQcvFTT/D8Uw+TuQK3cgBtdUiNDYM1THLWfATW4JfryV1JWZSMxmN2RkPO97d5arjDg/11Hh9vc7nYYXN0iucd/3ZWujewsbvLypKwsgRFEaiD9fOOtUPh73z8vTllHkZqZ4d/ZI4kTX00unEKRqeMderkDK8878Yev/3Bj/C3f/I7OLC4zKHlwxSuRCMnO6+aLbVkMVnm+PILycugHLr3NotHGRSe1IaBmLFXUiO13rhaCKzKXM+IuUoIgd08ofBCoo7UOdK2JbEC+bWjH1Ib0pYvDzJGpeVgNycxvu4jGQ2WnCYxgLwQ5WXPGmhRPi4JH7JL9qXlJV9zmLO8rKvc8Wnkd83rvkauUyfdJ2TKznCvXaIRQz8vKVS4calERKdHeZ8DsDXGY9WSCDijFC5IuZCwrZM572d36Lnzxts5cfgET116koWFEGmTKnQ0pIvKNf789dXez45CmDszLzqd5qqTFxTUIWFvETTMjsQbtsWxo0KiIRyyjP6sI3EskJBowlihjNN6Xj25TkZbtZ4qC9NaXmGoOYNyhKindB2sQunbLNiUzKY41WjiY2klCYkNe+AqNcGa0OypvWlJKFF2NacjaXDZjxWtQ3ESXvs4bpMT72OlKnFIIPojRN8DX2trJs7xXkP1WUZFRW+xx1OPvYl3fug1bLl3cOdDHyc5fg9Fd4GVVpvM2tpcpZpudNFZbFyUjMuCYZ4zGo3ZGvY5O9jmycEWjw23OJfvcqXcZexzdopLLHRu447DX0jplP7Qc8cNlmMHDBs7AVA//v6S9csw6nsunvb0luxcnZI2CMBqok1rc/KAmBodkyRGfBROueXgAp84v83//d9/hMV2hwNLhyhduWdQbW8yypiV1iF67cMMhiVLPcNyT9geukYhIJOwTKbTrefK53R20nHi8DUsLGNnaInDOEerk5Lgg4/BVa6glvU4NVzYbXFxkJIYONAp4i622RTzWGMBTRUOP1vqoKpqfzBZSt7o+x4/8ME7rfH+St07Hqozcu26U82km+kbXU+c4OcJR0TIS+V8XznWU25acgxLw3P2FcHWiIZVCyHRALZVOq5T9uglFGGcjzhxqMt9t9zHJ5/4GMsLqyEWBcg8jM18Ry9pqgv2KTP0KiL4p0tByFV4typxomyaJlQBmapRkxomv3IrbIqw6jy5UQYKBwqw3rAkJRhhO3LY4oMReOk9uQROtHLUynHkCgMdcznfYOTGdCQlUyFVZVAM6dmMxbQThh+0FSrLCKaVxM/IJPI7MUnYaxiLimGsRTzbYsw6SiFapwm7OF2UxQOdaDCOyUWw3pB4S+YKUgxJIhgTqr1Sg93iyBWUGiwYh9ohyS7xs//ju3jl0gqfd/NLOO9K7uz06LWycA1Uib9eQ0hk6RiXJTvDIRu7O5zf3eRUf4NTw01Ojba5VA7ouxEFJWXoKlOqsj26wPrgNId7N3LbkSU+96UhkdlIgbMh2PLRT5RYC92F2DxS2ScYqkHreZnWgRtTx8EQm78n1hZ4YmuXb/mpv8nOxlluOngTZeTY62p2dgqx+m83YqF3iFaywsbOmDtvEha7cOmK7kmprSbsVKcLtuZuWWT62mi+FyvKyBmGpaWblSFduC3YUjFR2THvq5c6rgwz7r/Yo2OVI92SQWkYloZOMs1eT4dCsvqsgLahiX0T8LZkJfnsfJjHCaHGyKxIbfF3NVtAjWW314lMysTHVxyM6nSzLTVwZeTZzQ0vPFzQSTybY4PAcwq2VXPMEiabqvhxK0pZ1emVs3I1QhUXintueQEtk8Zpq3AXfxXg83O0sNfaEl2LG79W1dvkd/Uq2t3ZZ6pMZlTD1qkPrMQJsHURVjwccCHRYouQ55VJSISozF1CNTvRRY+0ZFMH9Mtd+uUAkNhwgtwXjN2YkcsZ+zKM2CYtRmVQHxByQaMRdIy8iUCaq8PVto0B1DV2iZ00QUBDQkVzYEShxOO1RL3iY3xy5bdLEo5a7or42gqcOgYup/QluwqFP8lLVr+ITee5s9thudutdwrVIjMuS8Z5wfZwyKXdHc5sX+bx7cs8MbjCmfE2m25EXwsKJo27sMNQjHQYFhu87dF/wsHuy1haTODDN/HCE5/G844fxbuUC1tDeouTbDtt5pfNtODq5muk/FIjpA2zc5WJQ56YFmkLfuTX/h+uPPkR7r7xBVC6MNDSOG8r2mCWBvM+p5cdILVtnN/i8Epoeg5dSM7QmeGaSRaqxl7//gqIZsJvBcKlE0bORIxRZrrtewcRrGdnnPKus0s8vp3QTTyJUVZankFpWJ29QHQqtNQ8JxUtgBb6eaZjTqWH02P5xbJRqs+Mr8U3bKShTGhMb2BCIJ9rsPCmujgqq7lKhxuntTZGsNBSji6UjJ08tyA7A7jGxBiVOPeeGGXkmr4ATf20st1Xnn/bS7np6B1s7lzAdBcpJFRN/jqnuPb3rZ3+je7TVLtWhTv/99Odb6v7A3od76Jhy+0IErChKOtG2BUlIfBWPQ3+qq7issWgscOiGpassS+4km/ifLCx7JiUJWlhEQpfxNdj8DEefFAWbBdjjBicZrSSpLZDlAi0uS/pl2HMNoxoCiXCjijj+nKdKGBs43tTg0SYKlPvKTSk5I5dzshljF2bRCQa1IzJXUhoyF2BAOfKPi9cvZvVZAGTGG5YXotAF8DKqyMvSzb6fc5ubvLoxnlObp/nqcE6F/Id+m7MSB1llJt50b24oJ52ssKguMzDV36N8QXl3Z+wLC0f5t4T9/KdX/A3+LTbjvDkxUBHmBmX9+k4eSFBEQ8iFrGWzbzk4nDMblHSjz68mQ1pHKvLh/ix3/xN3vPBN3Hj8btInLLsYMcIW1b3NLBnm2hWDM7lFCW0UmG5a1gfloyd0knM9ESWj0BrJsGkzYtnkrg8c33MGNwULjyv8eF97nehpMbjvOG95xc5P0j4zBuGnOsn3H+5zacfHrJiDePSkCa+pkj3yGufK6AFSi308+2ifUemrBaXy5AvL9NR07OkSaX9xGjDJSgmHHiJYXUhfll9wzIwPm5cQr+A1bbSTZTC82f31YgnN7HKtTKJXxH2xhsPhyNuPbLIPTffyx+/7xF63SU2RKeMuq9ZbTLj4jSnM2yu/y08g4VIsDUhsj/YioaR3Oq1doBlpwwMtETJouGMTDU+w3Ez1oIX1JehKaahQWWMpRe5VOfLqO00JBKywEQEh482h7aOKLLWUO1rxmXJdpGzXQwZuBwERqL0Y6nRiif8rLG67Alaj3aQqlj1jDTHaxkBtyAzFlVP7kscwVAc7xmLomK4rXWAzCTcvHKQLE0ofVnTBnnp2BkOOXnpAh++dIqTO+e4MNpgO1bHYfjDN3K/ZB+qx0VT8gV8S9CeMsgH/OlHfpePPvEx/vYX/02++lWvZaufsN4fkpjKG8TQTjPaGaRZeJ9l7CcWLjSyWyZlLemw6JXdomRzlLOZF3S7K9z/2Md56zt/ml5nmZZJ8U7rfoqT6SElZTo9WYBUUsbFDrvFkMVuBmnBhX4ZG/eTxpcN7jmTjMBm5L3fq/nda88Y6UgJ+KJ1Xaz77gatUS73U87sphzslBzqlGSiPLWbcLafsJB6+qXlYOoo9wQcKPW8+XMEtKA8LDA0mayqmfbo1z3VmTYqv72rXGIqpySpdYXGaBgOiAfVEE6CsTN0Yilf+Plju8+o0zS3tAxMkJFIbcjE2k4nAQ01iJTe0W7BrcduoigdbZGYoHt9eliVfYj+/QB5ZoVXfRp87T70gZcwjJDodJrDfq9JCY5lPQ0gu22VA2rIgKEPmtrqdKxg1yCITSnKHBWPikVFyKMhhleHExMlVYbEJCQmHMmxKxm6ca3hzK2rudrSO3byMacGG5wZbLDphozieb+sQoeJ+9nEdyBAbBGr8yj8QhVSkfrzttEvd0jwtE0kLEgiEgxSojfvNgXLSYcuCYcXljmytExeljXceIXd4YjHr1zkvRdO8omt02wXfQZuHFQMlUGKyHSCruyTqqHVZGN4/l7WZenY87iyc4n/+5e/j4888Xr+4Vd+N0dXOoxLWOnBIIfTW0MuXDjPxuZ5tjYusb1zBS1GlPmYvBhhxNd9CRGhcJ5zRUGetnj08sOQJhxsr+K8YyBQ2LDwZkrY6cj8nkRIsk1wvk/pxhjT5cJ4jFiCukQV7+KIfjLxGdDGBdLMR0ukGUwrewx1KvOiwstcB7spkBVlVCac67dAlLWWY1gYUqMcbDvWc0uuwk6esJg6EuOnOI54/fnnDmgVJJU/8WN/PL9Qgpc6SFWvp9M9p7mTSDAg0UgraORJg+QnauJ8OGALaRguGDu5Nsjy7EWn1citiYJuh2n4gk5qDhFhkMNtN95Lr7uIKUvS1DBmb0rxftv92ZV7tnHmmU0Efvp0wX7ALQTTmB6w4g0Xo/9umBozU9VeKUrqBUuYVnMIVxKlNDBwyoJXEoGxBrFcbZpTeUsg+CTBeYeoD1palG1f0CWLTRgJQCtBDhWMfhyDMg+NElVSZ4PaANjOR5wZbXGmv84Toytc1DFdMRxQoa2CF1MDvW16iUmgSzQa5hTiKNSRq9ISG/sFWtufl+oJKeBSi+ar4MwBjhN2kdWsy4HeImKEcelirJLinOPSzhafvHKGh3bOsZHvkGsZpHTNMHfZ38t79hxKIhDtGCUH2r5kbeEARXuB333nL3J6d4Mf/t//Cbs72/zG+97NA099kisXTjHavIgb7iJlGRcgRWOsd/AbngzeeKOoNah3bHS7LHbWsM6R+pA8sm2VroeVUhgYOJ/oHg+M5gWl6sjwnF8fsdQvOb6W4QpQU3Hq19Ccy14r0WZ5p3tka5MEa90nBSUxyvbQspVbMqv0Ek/poWVhJfNs5Ulw/fPChX6Lo4sjkqgjb4g5njuglUR+UnP9jPxCiS/BJI2LtcldNiJm9tuC1o0xIBFPEYetQ6U4LeoYulBBLWR+MjigctXmkDxTsG024upUhjgL7pi4589UhetbYz7tec/nRXe9nPs/+Q66h25gYPyereqs52xzEGG/LzPbyW2s9vKs6YPJPUuEIyrkwJZRujpxwyLKshyw6CVym6GaHYmQBdklHk8ZFQxpI1LaSrgZ9SFOPGpKS+8g8uG5lqQitEgxEjhYFcHhyH2BKaO7mjqsWFSh78acHmxwbrTFlhtwkj6I4ZgGjTBigyGPCAkTU/CKcnAmNKi8KJkmlFIFNjpELBkmKKu1YaqlExF+IsJAPIkajqY91toLtJKUvCzr3kTpSobjMY9tXuLkzgV2y2GMZ59cK9Ta5cYmNPZvjEw3UA3sWXDHcbG06smSjMPH7uLjj7yLb/kPf4OiHLJ14TEWnHBza4leqwuLa6i18RqtRod1TxPLxSZeCWxZpR079h0fPvPcwEKsGhd8qGxHZi/fX+8kDKz3h+wMMsSZmgZQD2omvhl7LgiZrkqbkZbTA8XTIQLaqIY9e0NLq28HhcU5yIyS2gCiXpVuEj77cWnotMJ5Uu1kC2MoJ3ly7rkC2pdh+ZvllRI/VkzbTIgVJpXffp3z/SvbanuuuDkHt1TInZAYoZ3olI7tah34Zzuuusc56Bp/sChzlnotXv7Cz+Hd97+Vgx62Y0PMPoPXNx1FLjHPKnxoug+9cD3vWRtgMZUHFh25rMINzlJaxyh6gSbRA2JoYMXDmoOhaN1MailkKrRisGEeG5uOKs5kkheQKIgPfr6iPtgkYmipMsLhVeiS1TaYEDLJMA6N9pbGOYwIQ19wdrDJxXybgR9zihFDlBNqkVjJJki8hemuTEIlbOMYclXFlRqaX6UaMpPQ1zEDLTCS0SalpKxPBq3P9/D4AY6WWFaSLr2sjTEwLotaK5uXBRuDAWf7m2wUfbwPr181TCK6OAItEhpGEsdxgz1g9f2kKbQdJWrdSIus+PCBqlSSyfAKjyweZnPjKcbW0jt4gkUVLkdATwgjzzbK2syc3U/zPBvFKjeLC3wh04BvCZOQw2qXMKepa42hKEvW+wMSWmHkvXq9IphGJ03n6hInu1wje/2uZe4OLu5IpNoZBmOrpMHXStxxhaaY1sWc0/DfQthVQ0hzSMUxIiHHhAC18Nd2nhOglUT+L9/3uF2HyUw9Hz8txJrujxtpKA6uouCrmk9TRhaRs3VUQAstq9FjdG9UzlThLpMAN3mGFMIUmGm1/dCpfv3UhyyGS5uOV7zoM7nlthcxuPAkS8urXLK6Z3WH65sUkxn9rENJZnPTrsHT7mvSXIOt1sfGIBQCGXCrS7hklU0DeeQsFz3cWoCqZyjCYrwalktDgpJpMAl3RDCtVCMSomKUoOZI0RAf40usGDpYPL4GCVfZ6kWgwji8D1t70QIhTJxdyHfZyHfZJec0Y8YoN2pCO3KFCdVEl6UlwX0rM8Hu0IqJFXM4BoWGCa2xLxm7MmhnMfQ1xyJkYilxNMerqvHxQpVlm7KYdukkWUjlLYsA4M7Rz3M2R3228gF59JU1SNCp+pjr3LDrnGzfffzv2DQErhhlM4LcSJSOwooKB2KAqJdQfRI/h6XOMh7oo2yL1i5wNGmdyNHPa85qPC/yyLlbCf2UoZkMfGwl4bm2DTOmUNNNPaOVbj56FTRd+iKnagUSMy+La8IZmGsUR7OFh5HJ9eol5IGlZdOKUOilnk6i5F5wLkzYEaWdEgeWEKVlHQZlbBPGavBhymwD+MRzAbRrwJeV2yWTyNQmoGpt4i1TDROdClCcjwCTx05mReOMSNDIh+BFYX9nLj8jkmo0EZ5VNVvLyyapt/Oqw+oBO4MxJ451+YwXfg7//U3/hrXlNea9+3mRNdeqbiv6oNo+eplErMPTBNkZgbdnUi1JpBAShGMOevFYdgmVbBY9ESpgT1Rx4uloqHBHWl2gk/HNoKONYv1KZ6waJVgxIj5SFCaO6BZ4rHrEx4qz8dqdenbKMRfLPps65jxFBFlLJ6oi0tgASzGkEjxl29aSSUIazbytMfWKXEagHfmCTAxDl2N8C68+gK1kJHHhb5ZdpQl63EVp0bEpqVjy0mFMVBo4x6go6Bc5uS8QfBzkDWeGMSZSLJPbRFNq4vCLIcFRoIzEhwUkvopdCbz5WuTNvTKlSa0+25YKA9F6zqiIQFrFwcg+Fa0g5AKDuINp/r4qjHKCS119bu6zN6toEhGprVOnaAoNICuxOSY1TDfkowJmTqPZNLTCzaw7a+KknzEUZaBlvLVIMZGnll5oJ56lzNMvhLETFuy0FqzKKWvFMdwyS8kHjvHYIYb3Au961kArifwNN/D4ocekZqZhpPWFL8xLYtA5QR4V/6QTwnoqwkbmBjvO7eDrdIVZr58xWOgZUQjRoLx67tyF2BtjtN5izMV5YDSE+259Kb/dW8aUBdbYuUF4uo9+Vuc0woigUVWLBuZWtfuG5+13DBofWJXLVJ3C1QzMkgvSKCMwFmWr8gIVpa/QQVjwGrwdosLAxK0aDaG9n/ksq4vFxO+1tvoXCg3R4JIEz4k0Aj/R32DTF5zTARcZsSnBBOdGDC1gHKt+S6ANUgyZMaTGkEpCW1LSxJKZJFS1mLiYhsywpDSTfDYds2RalF4ZUrAw55IZoSRi6JgkAndQSFidAG3hSnJfUsactWqiTRHSKB+os5lF6wpPUUp18fiF0Q8bJ+wqzjgFRsBAYEmrXL4ot2pU3Wm84MeidGLxU1YL9rwqMaYUlyJs4hjjWYitRI1qh6qBa+LnKLKXLpCr0GJVTeUrnjhy6bPxTU0az1bR9TPb5HnKAh+HEAyg1lCMAy2gWRVtNdmxthLHQlaSDpMpjtw3+OUEpWUcu2mLPpbdKwM0mKb/vCrDZ1/RCl+nYz9ZHhsHwspeamBPdIbO7/CInxzUeTn0U2J53Wd7rOyZW1b2hh1eb4rXLMCrD9KyJtGhMx+mb6jAr2yXPP+2O7nrtpdw8sH3sHDkBjYkNIauVtj7azS2qiZI2aAPvLBnGm8/kNV95FoVTUOMAxeZaCAt4UIbV+J5AaOhc+8l8HGFBqlNGSvXJHqJSmN0swJarz4OLtBQAVT2ARoyvAjNOHGBakgkIRe4rCV9Len7knVyNihCY04NSxosGcvGcTJKLcVKCHKxDPP/Y+/P42XL0rJO/PuutfeO6cx3vjfvzbw5Z2VlVWXNgICU0AwKjYpDK4ioiIraoOKs7a/VFtumRdp2Fm2UFqVRnACRqaAsqijAouYqMquyMvPmnc8cwx7Wen9/rLUjdsSJOOfcHGriRn1OnZvnxIlhx97PetfzPu/zkFozrmgTSaJRScghs+oiwRi9DExF5TzLpOxoTo6n5SeeyR6lwNPBkkYqouZkjQ3ttsq76B7monwsLjANf2aJjUEz9kOemH5XaqKnQkWK0FFl31RjxUG9PI1QenGH0ASpZjpvO1a1VWMH4+YUC0KwJB0BW1qSGssSKV7dVL6LzjSojtqdhXdnEbFzi5Ua+LxqIy24Adex4Yqp3QH1YGN55kRPIsfqjAmmO3hcx8Qw1gn9VzrhVCfHq7CVJ1Qa3PsKJ5E7D0YzqSi7GLwxpC3LcFC9G5UfPKyYOy7QXsDzmFY6duKfEPcHedl6xWt272URgDaqMG3Ef/vmSlLr+byhcGbccNMjATO4MPEiLBGaJ02pEs1+Jjq9WQlKvSqqQlEVnOwkvO1NX8NHPvLzrDllN5lfNcy1n5v5WfPYpQhFoynmmB9rc0c+CI0uev2DumqvJ7uCoXfs4NYGO/E5SpSqkQLsdRI1ro0LMvituilLPpl57TXY1kcjrZRrpuATjNilahi8CCnChho68fypGk3HekGsQwARotrAgBiMESzBX9bamLChAaISY0msJ/FhWML4AHAtLDmOjMmiW0Y6q6uBgrASQLFwFQkWkcAxl9H+UDQ0uxKp3eBCg8iaBCM26rbN2HzGmdAsrLwjd4bKV5zTwLcWxpN6HTeicoEBsKTTvH6zYZUCWeRbOwu8Vm2U2fRR9rWia1JOJ136vmTfuYY0Tqaag0c1wQ2AlqR2lcQsxW69mfKjrq/1mrttDtmrBmMbY2aUQTP72SbOWANtG5IznBHEearCk68lJEmKqXz04wXvhMw67lvpY/e63ByldK0yisLgbqosZY5KDMv5KERknW0xGlZXhsMKk8ihqqHjVLOfp06h1EnIXl3NztniHlzRFk1jNPwm/cQ02+vM6ihh9S/VsJ0nLEplUuan7wqHzzcfBD4Zg6YVZVjH4zS8suc9Xx0gKSJsbStPPvpWzt3zCG5vm2U/EXLrHMGdP4Q6aF4MtZC8lIm/p2/MlR9mGH6oQiM2hOr/+VopECvNemJJx8SaB++D+XP80rEnQB1BouNBCB/dsHxTL0ojnFK1cRx9bP449rTgg+xzmwIBMgxtguSqp4aUOKU250L3wngG3zX4T8bz/mbsLRvZg/EgQ+2hkETbxBqkvEy67SZK2ARDGpeLkMrsI10QbA/LaIPo1QeAFzMG28SYwBWLxXuPFUvHpvRsRi9psWTDV8+26CUpmU1Y9pbLLhg2jsykInWRNpHGcZ2NPZKoGvBxZ2RnFuY0Notua8muFpxKetyXrdGTrBGd3myWNbLjjrOya0VieljpBMfihlSz5qaJUUkHyuPai1aZazw16yTovZBZT9dWFBiq+Hn7QiunUpVpQlVBpTK2di2cxXthtVWGqTJgt7B4hZWsop0G90AVoTfK6eCxbfNbSuf/jFN9iUBr5Kw6Ratp0sREbelks9MIttEFVGDjJ97X24SaPpAY8yzjrLCas7HxE9jOE0pv4gDBHN3cTH2nUY8nchyclbFCwUeAL7xhN7eTMMMZuVdNZ+DNVPd0kI84s254w6u+kP3BHr07tHPUhYtWEIk3gxHdDF/b1AbeeSnfAFvq+JFpAPV4vAQ94RQwN78TONuJuUgN1NOv08wMdEwSToM64YapGAl0CVrY+vetRkU/Lz04HB8f/XKD3CxYNQb7vcBN6pjPFG14OTAxkpk0YJVEAwVRikYTpADkzWVeovbS1RaKPqgOKu/xqlEqZzHReaxtEk7ZLve313jtxj2spG3A0LYZ3SSjm8bvSUbXZPSSDJMkrKjhsktYj4uNB9pAr5GvN5uw3Fyss1iNa6OKtZHrvU1JIpbL2Tr3Zuu0JPj/drEsSzI+15rfZ31nZ5u4k0LMk5ilILYzYK00FaIkmHGTbGFXWObLz6YpPaHyho71dKyjxOIwqFMU3qmV/n3ftlTG4jw4jVRCxBwXU1VKL+yWho22cqJTjnv3Ptq6pt5Fg3v+sqp+yUsCWoGVpkFsXRVY0xivFeawpAdbPOPKytcfkjTkF2EVquLP6+rMiJJIaBX0S0MxTjuYkXipGTew4gAtVoSbwzaFswRFmjl0MqDZBbUCt0cJg0pIRMcRJuO4mnHMjpniusaeDx4eue/1VGlKxyktnVY0L6yM59AKzSqivigKmZh4NKvlRVu3I6vaMVc+/SgTrjpcAVJXurWKoFnJNsyex1VkrFDnVbN2jsZ40p8LoYk6U0WFalKmBjiYuegdGjPAHCWeXJVR9MUt41dBMG4pfdDpBp+sMP3l4uudBauWn1TLPlbT02OgTHxvvQupD+qpfIWL5ssmDkusmIwSeHe5yRVT8ZsfeBN//omv5PUr57GYsSQtGJmntJOMJdtm2bawJmFVEy5VCee85ZQXTnmhrQe51qYUzYx1z+GIFkyMdXbxbFGwKhlPZKe5P9mgqwktDa58LaCNnfDt489YmAlTOZCFNzbzUUcrOQm+RZpCqyW4OHZrCYoDr83pBJmMZ8pEhTRuVB+g8CYZhk6F5bQis54iSag8wY0NntbS/yXTMeSZxZWhoR/6AaHpeGuU0jaendxQeuG+lYJ24qiaGjiZXFHea9d5ffSlUgdZrfVrdv5Mo7w7IL2aMciWic4HH5sJqQ2ZXF7DymEUMqtjTSg+TGKJI7iti4wP8sGhgpnRVA10RCJwbZjy7F6bxOiYUw5nxtxIRLxC2yi7hWVzlI4FyzIXEGUusAmwtet51f0Pcf99r2V3+zprasad4EVLkS4Qi89ysFl87WWjqq046HCkdwi2zU6wxrNZanBtbr+pfxZpBdFxo0sjTUD87/C76a1gDWC2HmCY8zocsBKnj6qZY9FUMTSred84FiWeHMdIS0aas+9zdl3OnguJuCPvyNUxVMdQK3INLmEBIGvQdePz3qMkPrzmakxLhOp2vPBEiVgZFQZVzCirNI7vxgWpLRYv8LNumw/qgB/c/QRv+cV/zj+68h6+9L7X8psvvJqNrMdK2sV6oUXCiazHUtpmKW2xnLQwYkEMGUJ3rqzq8MZqoF1CVb9NSJu4xy7xeHqK08kSPZPQIkRrJ77W3I4//ck5ag42wuZ5HwtKIhmZPYVXR5JAmkyYKCsm7jxlSrEgUiu8D/qqaINqnP25oHTS0GXQxOAKxVdghWsoO6L6d6Vj2fcJo9JQecN+afnkbofcW3IHz+ymnO061lvVWJkTlDKKE0NhDThfFxvlS22GjcdW6uaVtTo9EDBHF1oj77jKbNgedhNlc2h5Zi9lu7AoSluUtbbnZMfRNsqwMOH+Fjo2DD9UYx50WvIxHX8jUzrajnV8YLPHWttx/3KfQSUUPjY0ZsA2MeG5Xhik/OpOJ5wcdlqXOF35Tn7hZxBslOdcOtfhN37hN/BdH/uj3Fd5ttMwKrmoilukDpA5DbNEhVwUq2Gb4xoKBDvV5Jr/eDrnuQ92gnVqvFE0+lLMbE11PHkjYwisN/r1iGez9ZI09J2LvOUqCRNPfYFrVmnrxH3LMTFer2kemRO77tUHs3F1lL5gIAm7VYi7WUk6LCdt2jYJx0s93jucC4BbaUXlQ3WqDXOkRCdNNj/zuXgCuBoX5rVFCOCtzcdROhj+ndui6yv+uG+DEf6TL/k/PvIj/Ktr7+MH3vAN/L7VM/z09adYP9tjWJZ8Yvsmt4v9sJgpwXTcOyos5Tjo6xAF3wwQZSpUomxJaPbdb5a4L91gLe3SspbKB8UFGjwp7NT0mE4NOBwH4I06UtOllZykqkqWVgxpGjLpan9hHUcHxVjxWjYWd7aLFEyzk2E+FoMd6yhV8MZQjXxdMPy4K0Ar/linyxPFieSLr15TeomOC7aREz64mbGWOS52K1LjSKySVxLpO89eu8MIQz6sQoPY8xKBNqgZxiArzVJYmi5Djc6fSkPuPOEzESEzyjO7Ke+71WKvMvSSoLy85YTrI+XWyHGh61hOPUMXthKJCULh/dLSLy0n2xXFGNjMNKA3jv7IC+d6Jc/1K95zvUe/MJzvjVjNyritDa8uTH8YdvOE54ctnt5t4XzwVpg3JKEzZfs8HawxcP12xRe+7o38tye/go9+4GdYP3meq9ZPJwUv4LGPAttazlSgtCPgOJlugrxcN202NbVWlsxkaDSUC9K4/6zKxNRexdF0+zD2uhQ45YWBUXYFutoEZ5kyXalkEmnd5B5NPFYtVTItQR0jHbFbDemaFstJm65NyYwBH0y/HaGh5XwV5Gjx5Gr6UowVDUhDllRX2348Tj6mTeLfdzB8UPvsuyHfUihv9ttc2Nnjdw/he8+d42/t3+RL3/1P+Nkv+la+/vG30teCdqvDf/3Y+/jla8+Q+5JKPW2bUnhHgWLFTPj0Q4SMTQl+HqVpXSwXbI8LyRonW0t0bULpK9Q51DvEeyRG/ZhG5TWOk1c9VG3QBForbaz0qKqKTkdIU+gPITNhgk+jF4Kh6ZoX25QRcadkXLN0XXwhhTOstypW05KRzRh5gx9VGCtb3ul/SzIQo28U0XSlpzyrCVc2hU4r2AD0S+FM23FPL6RVdFI/7iml3pPbhKKbsXVtRH9QgeFdFf4nXhLQqurtcSSpCwAiogcCwZr6tRp8Zaq8F1pGuT2y/ML1NkbgtSdy1jNP5YWdwvDCIOXWMGG/tDywUrCSekofgDCzytbIcm2Qcr5XsF/ZccxFkITJzGVOUAsAr94Y8pGtNu+8vsTpdpsLvZy1Vkkn5rbn3rBbJFwftNgvLa3E0U3CqJ0sZJ7lwCCFyHQ0TV4UnD6R8GVv+Tre88s/xnnvSWfGFOUOJsXMTNOhrUHjWjabQw2w5Yiq9rgge5Bk0cYkznzXJJnUtCBmetAjaiSPWgyquMW9tzK8YD3bErjp+sTNp5p2E+VAs3qup9FEgidDD8MShrYW7LmSvhuSmdDpD45dinoXQyNdpEEmYNJ0ttKZNoyLFIH1PorezUTBEUHJAB/1Q15blHy+pLzx1i6tjRVuvO4if/BXPsK9yTp/zAz4/J/8P3n6f/wr3HviHNVol7O9VdayLntuxEhKMpPQMgkj7ymDJ9qhUOca59UAZSieFSynbY8L6TrnWkss2wynFYUL79/5KvB36pHouxBOLj20IzNXA64liVkjtWvkRUG3a0JDTKKxeD2mG4c5jBCig6KJk6CMP4oaWJsJuI0XUHrhVDenYz27rZR8CFUBqP5Qe8mUS+vyBcboO3a3YOeWsGI8dIXSC9Yop9qO5cQzKC2dpKRnK9SFbLk8Sxiudbl5q+Ta80MQxaHfDlx5qRXt+0wCJhVcGdMRZpQFs1tR0+DMmnEaqvDx3QxFePLEiItLJbkzFAqrLUcv9Ty9kzF0hmf2Mh5YKegknrQ2dxC42k8pTwS/12pOVTnlT+mDfMOI8vBqzlLquTVK+NB2F0MAb4kfDAq9RFlKXdBRyoIwO53Pp05RKPE9GyPc2Kx48pHHee2rvpiPfvQdrJy/j1s4UtUDjZ5F3r6LtoIStbV+RnzeTBE4DoVwVIz5YcAsY62sHJDVyZzXKzIRmh8F9hJ56BS4xxl6Nhj1VHWopJowG68hFjyN0qmxv0U8MpUqIzwD8Wyp47ZWrIhhDUtHK3LvKLSkJUlIulVF1EfXLt/gaSfqBC/T+RReQw6Yq30JVDESg2iUcTNwWz1L3vFGhfu2tlm7dJaf+/t/lquveZwz73g3X/Bt/yd/Ydfz1/Q6X/OO7+VXfvffwlYjPrlzK87eB74yMSbkp6nB6sQ/V+bsIppb+xpkV0k4bbucSlY4my2xZDJQPw6MrHyJ0wrvJ1E6s9Wj6vG0LQLg9um0X0+anKIw23R6NujBjZksjSYCrakLunrEIY5iNypYJehq1TRStWNxtZw6zrZz9kkpE4sferwDm8j399aEJOVf7WzCzWuCmNAvOtWecE/OwdAJJbCagSaGSgyulbCfZOxsVVx7bhCKPKPfg/Iu85IHFpT3YuS6SeWM9368fksjCzdkf2nDL7E+IIE38hpc8XdLy/WB5eHVgnuXC7ZyG2K9jdKvDN1EeXi14KndjL3ScH1oubzso0eksmuVK/sZ1wcZp7sl+7mNapyJnGvSGJvodCsfXt+FXsFGq2KvsgyigsETgDg1YapJRBeaBIvO0AYzdMW8rX+eF6wudfmWr/vT/MXv/jBuZ4tsdZWSYA2oMwMdcsRE1zy+1sxMmJVNvouGaflLBFsOqbalcdHVoDv1fONJH537Pg+7SF2sdDa8Yc1aPGEKK4vTXogg4xn5SW6VErS+QRcfJqKKqM+95XOe0YJVMZxUS+Y9fQmDBjby0UZrXck0aE3pobUOJ3XkrgyNNAnUgXc1deDHzcVNHPe4ijd75bEXbvHJb/9dfOA1T3B2/zqf/HWfR+dbfzu/6Q//TX7qift558ffzXf+tx/gz37J7waUW8O98SVm4jGwM2Ou8xqs9c/2RSlQ1kk4mfQ4Y1c431pmxbYQPKVWFK4gr/IwMuwcLo4A13uDyUWgc59zHl2RIiS+Yrn1KgxtktTT7iaoCqmJ/ZK6ktWgKpGGI4Stx5KbQzYQvYGnr53CGx5a7bOSVNxIe5ReqEYBpbsr5md6q/IX97e5eONKAFlrwDkJ8X+m3gWG6jlLPJ2Twk6ry6iE4UjZvjVkZ7ugwmOs/gvn+Z+P2pndCY33Y5JKQxA/fUWOoU20oYBtqFqjMjzQAHCiFSZdjIH1VsnpdsH5bk5iPC2rnGg7rEC/NOyXBiPQS8Pv+pXlmd2M1OiBDnuzG+p14qEgBNPe0gtWYDUNURVnOhWn2yUbmaOXeLLaIk0O2q5NA6ocJfMbl/bWCjc3h7zq/hN83Vd8K8Od26w5pZLD1QDzqmaO4HBpVLa1WN8fMhAx77mPI/k96vUsAujZToYedf8pIsJgxNLGskLCmqasSsqySVm2GSuSsSoZ66bFhm1z0rbYsB1WbZuOaZFKRioJPdPijF3iQbvMBWkzAJ4TRz/yXSUVBY6SMDI7dhOTacOS2WPgoiFN4avI0Qb1gtOJDM4Cfe9YcRWXEdLVJU7/zC+zSs7VpTO0Kbj49l9idaXLVzkh66zx5971A9y69ixf9egbQQUXlRASJ9FEFguntXEeD1FyQiW7YbucsEuczQInCz4OWlTkVUGhJaWrqNSN4yH9OCZysbf0worOF7TtCXrtRyndCLFCOzNkYic7QZkM5IiJ48g6iWTUcSi6md5dNoTDhQpt6znbLRipwbcs+b5S5mCs/P2sA8bwV/d2haKMKRm+oaDwQUPrNSicEgNJJly9WvHcx0dcfWbI7naBJDxnDH9Kld9zHAruuPIu1Ov3mJ5BWgZX0RjB1LnaOanLPxMOlIXoWK5006Bxcx56iaOduqhEcNy7NGK9XdJNlHbiGTlhuzBUCr005IWJwNVBxrAKfIrowUkzH69pp0LlZUoC4qNeVxWI6ommAmE8K99o9Pk5IFurXfQQwK3lKcYo1zcdX/0lX85jD38+xfXnWJIkisank4z8MTS2hsMHQppgW9V6RzkGyHKI+m2OImH261DIVZ1wxxydDNE8jia6eqViyWrLw3qqyloyE0xi2jalmwRh/0raZi1ts5Z22EjarJkWZ0yLS5KwhiExLU4nPe43HboYropjJ1ISJZ5KlEJ8aLI1p+/GtMG061Wlnn41YlAVFDFQsiKCVQRcEcM+JT2tOKPA+ZOs/Pz7+Nqv/4t88T/813zNb/sO7v8v7yK95xQPquMt2SoMNvlDb/8+ltZP8fipC5SVm0xpNWJv5u2ItEEXjMSzLiknkw4nk2VOJz061iKqVFqF1OEyJA+PGiY4rvZ9wI8d43zjjD2qms0Q2uUmvfZjtNuPMBxt0WkLG8vJmOuqq1lLcDMzRpojR9HXoDkaYqac82redphb7unmrCYFgyxjpJbRVrhI0w5/vNOTbxzsw+6eYJKghXdzBi4UqBz0VsA7x+5mSVX5XxHD19pUXgXcC3zXcavU41e0nl82qXwwWTJxOyQHR27Hgws6EzchJCbqB62ymjlKL6Q2vLmRM3gNXgYjb9hol5xul7RM+NtRFUTDiYHl1IeG2jDl1jBlKXUHPmgf6QOvE4ee2a1eUy0hhvEHuyh+2xwYu9BxSu+RQBtPpGGekybwDb/5j9NNe3R3dxAxM2F2iwca5nG386ztZsHWNcZQdWaM+DCwPU51O6tfHasOGvrb8dexKtdFv5NxDE09VWWjCUsSR2AzY8mspWUtbRskXN04YdWxGUtpyoZJ6EjCmljaYvBiSUzKadNiGcNtPAMCv+qiNWMl09VsMxNrvFuIYDR0BUNXjMdui4bPQX1shr6irUq7fqNnNjjxX3+BN37732L9534Ff/YEPQ8dlDPeQW+d/3TtI9y8fYXHNs7STVoHVCuLRpDroYS+eLqSsGY7rJgu66ZFZsJQiI8pvnlVMPI5I19SuqBsCEMfEWQbqoqjPq8m+HdVSXxJr/skxnYY5SXnTqWsLlkqFw2/jcRKNlJA46EhnZsmMdWMjh/EIDdsZBUPrQ4YeUvezRjtKVUOwE9lHap2V79ub08YDEMEl06plSayRVcJNhVWN5SdbYcLDl3/WIR/j/Bh7nDw8riTYeGNl/p/JauWpCvkeYhllkkgFNLcxjRWoxCkFppLhTec75b0SxMjw4MsqPTCc/sZuQscWzd1tE2QlARTl1DKdxNPx4ZK9323e0HmZPyk+pwrvG9QCl7mg1UcJ2aeL+fc1DU94La/SKhNoyq7cWvEGx+/zO//n/4X2NniVFFRSVMMdRDAFgGvzDTg5uUo+di5ryvbqgG4/giwvZPqVhr88FHn4JQP7sIqe54/f13BRaeCWOUaFayxpDakJ7RMQsekdE1Kx2R0JaVjE1Kbgk2CoQsJhtg4swkYy5pJWcKwJZ5CJscvDEDoeOJsqgKKgwt1M2xUlexVAwpXBqCNlWEZ1QsVwXt3SZWy5qu9wtkT8NAlOLOB8UrHexJg1QvtpEs+2OQnrj3FpaV1znRWSIyN0HeQzqhfd51lti+erlhOmDbLpsWypGSxf1K5iqIqyMucQazGc1fGpIlAf1Sxunfx/fvGuePn7T4a50IGtKshWXaJXu+N5OU23XaLi+cy1GvgmCV6EteL6FSI5qRIcDQtUScEpSc0vL0KrzrZp2Mr9lptCjXkOx6xikn0L7S6oKpnBkPBEYq7cUHWoBydB+/g3D0eVcfmLYexiio/ZGCB8ePLx9GC55+I5Ua6YihLoahMGFww01NhNaVQg279q9R6ciespZ5O6vnEXka/DLKOD222udZPWE49uTMMKkOaRGfz+MbdmHrwtBPPx3fafHynzUpWTfHCizjE5vQYM2bkRnR66u8Y1dbUll+mZS9jyiB+2Vqri+farYqv+HVfwBtf9xUMr3yCZTGUIo1A5MX+tHoYJ7wAbJuV7Tyw1WNW0McB3JpSOBxiDy4M4y9Z9Jc6dczrSURDNGkxkVYwCZmktCWhZxJ61tIyloyETCyFGPaMYU8mQjDBYIzFG8uyCY4K2xK8Guo4nkqCZ4KLNIJrVrhM3MlKX7JXjhhUebBH1CoK/wNweVFa8b334aDCPbGwucvq08/hPnkVSseqTaEc8pPXn8JgWc7aZJLgdL5ZUhME96JJ+Ia06EhKVy2ZKniHOkfpSkZVQd+NGLhivECUMWJoArI6tcgsao7KTDXbVkHcNll6D8aeochHnN5oc/KkkBeT6yO4AltETbhOvTTsOmd0wNpU2IRn3i8Ml1ZyznVG7PkUt5Qw2vaUuSKGjycp72q1hbKQpIiuQK4h0Ws2OEdDYfWEsn5SufaCoyw9Irxb4VqosmVeu+FlBFrB+VK/NF22ZGuWwcDgvAnx4M0DbibVbL0h9wRvx8x4BlWoak+2K24OE37lVgenwsPrObuF5dowVLbWhCmkyXhvuNzW2y7IskT55ZtLjJzQti7eLyavysSDYXqSi7FpjJ+qTiMnaw+eLE1XrKnJMAljK8Z4jISUCSuKNR5jgrRH4hfxPtZAnuf0h8q3fdOf47WPfAHJC8/TERsqnAUdY79gu64zlcQi7lMbPO083nYRyPIiAFcb/G3zf74xTdR0YTrw/DNJwBP/BB2PsEp0IjHRZjCAbIioScXQtsHouyUSfm5id14MZYyvSYFzPtgKOjGIWLxYesZSoAyYdkerZtzA6tddyHg4nVId/WrETjVk6EpK58idi1600WRGPQXCpgh7syB75Sb5Axf4xf/7L7L7R38bRX+IDnNIM9638wLX8v2Q4mCTSIvpzNi1js/X/dipX5eUjhjaKiQ+THr5GHY5qvIAslVO7koKdRTqqNRRiqfEjymUcuZ80QUgS6Oa7UWVUrf3hWS2R6ItLl40LC+HHWqwhbSTpp6ph33C9TSvR+GIPiPxBfSLlAtLJU+e2qVwwmilxWAA+7cVm4J3/MZWT7AZmMhhOTfp6dQnXuVhOBJOnfZcuOh4/pmSzdsVNqFS+M3j3avUGXqvFNCGI/h+Vf2e7mkDLcPmfpBoWGnURlJPcEwbkwjQsh4VpfTCauY43ak416t4cDXHe+HmMA1qBAmSrKBFDRIMHzVy3cSzlnoy47k+THhmt81KVk4BjqHZrJM5QLCgcy6TBFLh6LJy1oLuMJZRx9eTYXt3yNpywh/+hr/EkmR0N29iTRLMdGYqZn8I8M1yxOYQ+mIMtvGCcQ2w9XI0PzyPv21+LeJuZ1UPzCwMXuY/ZzNKRWUC3F49biq3K/J7sTpNTUhX0NqxPy73KUJHhLRuuhDieZIavCVMu1mxJBhyCYMgY55bmj4KcXuuDYcyBRclXvvliKEvKPwMdRC/CoRbwKYEDhWA2zuU95zmP/3Lv8I7f+/Xsva/fjv3/cGvZff6JpiU54c73MwHdGwattTxOPgxiTDR9Y4IRuBrWDoYElVS70MCsQaN7NAV9F3OMNIFee33UIOsRPczmU5iYMFnOdsr6KpByhtk7SdYXXkbbUZ0WpbTp4JSwMSFz9afn6lNpOL1roebJBkJFoadxPPGM3tY79nrtMlbCfs3fC0n/B6Bj6RZDeD41WUf7BGr0M+pPIxyIc+F02c8lx9ybN6uuH61wqag6FeDXh3b4auS2OAoeNyq9s6BVkArvh3D25fPGyost/ZSiBWrNln4RlNMxpaHYQvtNIAmBN61coGHNdH4pfTCoAovr2U8iVGqhiZ2NfNkNgwxvOv6MjeGKWutMtgnxqrWzOFb0TkmMFqHaOhYjD3Zmk6DlyxoeM1tgC3gbgVIrPD8tRGXL5zkW3/f36A1Kunt7eCtOcDXNpcsPaJDD4eZekwvNF5m7O7kePKyha+jCbzH5P4N8y32pjS4OrEtrDvgruFB0KRbgl6VcTx4qUoRO+cpSjeCq4nZX1dE2QMSHx9FQnKuFRNCQeWgTK6mDtxkWDLytKHiLr2jXw3ZK4fkvqTUmK6gDqOeHVFuGOGWCFcRbkbDbm7u8PTXfhEv3HOZUzefo4Nn9Tc8yWgpAxKuDbf4wO5Vejal8BNDcK861TOoImVQT8AZDWY46sNIcVmVDKuCYZUzdAUjXzJSF5QSOCrxlPEarUHWyeEWiMxUs6lCx5V4Uk6ufz3r3R55UbK6KpxcsxQjmfCzkT+oP+9EdGyX2jzxm6ZygjIoDZn1vPX8Nh0p2TEtyuWMvWuefAQ2ZQ/lO6LXO6qQF/I9p0867r3oAubkwT1sfcPz+BMV5y9UPPt0ydXnKpIMCBNfPzbvipNXtKINz+B9ydtsi2fWLgi5N7ywkzGqhEw8tpFnVMu8pMGFzppcOD/thGUFhpWwXxmsKJ1k+m9KL2RWWcscSXTZeufVFRLjaVsfQTYCrTRpDD0AYbNnzxigZZKe2fw+lhDLYUbnRzeCIERq3Lyd85Vf/CZ+12/503DjOstFTmlkylmeGe7WHyIBOwpsZ6v6WS/RwyRgh9EJcxfkeQYnM/6oRqc7+b4B2q65J2raMuKpYjy4U4+PXf2QrRW7/c4Fdy7vKHw1burU9oU+DiIU8fFMwwRVx/P105z2rAzINZo+1Vi7rTh1DKucvWIYFAgao2x8mHDMRbklhlsYnhHhOnBdYNvA1mqPHlB5zwkM/f4QBiMym6LViI8Pt0J2nK/IG/E4xJ1PnfoAQk9l7OsrXlENcTiFr0IF68uQ+KtRNyzhGJWEomZcyR7SH5i3k6okuJNpcYVO+zWcO/EWRHMGOdx3ybK0ZKmcGZvGNK0ckzgM4XXa9nBKLy6wXyZUXviC8zucaY3Y9SnlRov9LWXvlmITUPgqiI7xdcPS8y+qSv7spXscr3685KGHKh59rOKBByoMjueerrh13SEJiPAHRPluXoZb8hL+1ruCz0+XePfJS3Lx5jNwdavF6pKjl1S0Ehc1rD7Eh6CkhrFUyzBrdyjj7Zc1yk5pGTlhNfUspZ6yMdQsUYmw3naMXNgqfXK/xXtv9njD6T6lb1HFE0yN4H0MtovjJDJDQjZbaHWMpDVxqodGJprMxNjI9DDDPDA76GimkxNToNKK568afttXfSUvXHue//BT/4DufQ8yEjPOhNIpSxdZONmlc5oRi9QIU4qKmbFNnd6QLPzb43gz6Iz3xewqr42qVmem2Yix2yb6ndZJuuARdXH4JJSV3sXBAuspjcVqjBJHxw5elXch+tuH6rLyDrS5+a6HbiZHOTynjMX0swuTjYCbi9LVMCPp8BS+Yr8aYYyha7N4jiiZWs6ajF9NRnyiTFBKhgKnVPHWMrpyk5PAmTP38tGb1/j+v/MDmG477qdTViRjpxgx8AUjV4YGVbRfhEkkfVtDkoJKGCVWBBdTQ+qmaz1I4SRGxMeIIt+gSBY3Jw8WGvWCs6SGbrGLSod7z/1+0gRubY04fy7h4QcsgwGNbLTadExJ47z4xJmtIcOs/19gUBoSET7v/DbnWiO2yoz8dIf+QNi55rEpiPAHFd4xVhH4CTWI4W9u3dRfrUr3Q0kKoxFsXVP2dsL0Xtrhp5zXv6HwE7xMt+Ql/v3VKufJtMu77n/MPHjtGeXaVkKrbVlrO7rRdBc8VoJKYbe0VGpIZZp7rI20W0bZLiw3hgmisJSG8duRk4Yln4wjlU91Athm1vPzN5ZZb1dcXim4McxQ8eGCM4JEvd7seOlcdWd0hZGxR8BkjrwGyCY4NaeOF42pTkZ3tUFhhNN1lJfs7ib8wd/9zWzevsHPfvCHSe59MGj3lJh92qxr5YCsjGMA4lF6WM902sGivz/MHeqwv0EOPoaEmZEx/1kvavVj19HeZmwQ40ENlTgkiqJDdatxRt9ijA1b0viheB8Auoq61oKGDWJsDI1nnkSnEzSYjnlfxCUPTUigFQXnldI48AWmDGmtmSQoSh/HI9Lho2aH/5iUfGVlyVW4Jkp+8Sz9f/9OHn34B7n6ulfx5//yd7P5Cx+i+8i9jIoRJBmrknJttMN2GZptYmhMbE2W4oxJSm2QpfmpHUV9Xy+1QTpT1o+OacOW2aJB5sj6SqCnhg1XMBg9x30X/zIn1h+jP+zjJeHxxxLaLWFnh7H1aL3jtY0E7XCNRQptSsWj7BUWC3zxhU3OdYZslynFqQ6D3LD5bDhbrOWHVfnH452VRl/reidpYTTQf7t1y7/WJvwJVS6CYizPq/AfnfL/HS/G9VMHtBjhdjHkDbdd9W8eeCT78tWbynNXHNe2E1rthG7qMKI4DMPSUCrxv6cHCLwKLRtsEH91u8V+KZzrBcPdorGfbbqalj7wwic6nltDGDrDTzy/ym++vMnJdsHNYYbisTGuImRfTQP2/C2yzvcdaBz9ejyQORXlbJU3Xpk1JjzMypyMsL034GTS49u/5S+w813bvPe5n8FefJjKu3rArmFNp1PqUr9ALrVI+rXIf7ZJTYxTL3Q+eOqCylY43mhu8zVYmEqwncn1jHEzYajdqKJS+204nFeSaOZSGov1JkaIB6ANTSMdj9JW6mNX3VOIi3rRUM1N6Blt7CJquZpMpco2j58huIiNjNCO2ThOPfiKQTRQ76QtrBgK9ayQ8IRZ5v26yb9PhcvekKGsZB2K/ogf/Uv/iF/tGDQxdB+5FyqPdzlfuHo/nUr5xd0XuJ3v4+JxGI/4RoBM6sWLYKruY5U9azjjJeiDm42uwyJp5iV+CBMjozVN6JTbDPIr3HPuj3Dh3G9hVJbs9uHyBcMjF2E0ciy1giHU7O7pYGJ10NbWQ1D7ZcJKVvGWMzucyYZsuRbFmVDJ3vpk2OukKf9clW86bOVXBWMhzeR9NuH3hqw7mShaXmaQBbB/5a/8lSPv1L+WHwa0bHRs/s/etfUv/8OHdy9+7ZtXXn/uYkpLPJu7yt7A0K8MI2+DeYuJZs1aByBKtEkLRuC/fLVFqcI9qxWrOIyl0Yk/6NTlVIJXpAZTiJGzPNfPeGBlxErm6VdJFMZHUbJOuGCdE4dzADkXQMUk237+PWROkyBU1DJXRypG2OsXrK1kPP7Y23jfL/0ytzc/DKsnMV4PnIDzaHk9AtgWNfBmhzSm/i3Hr46P5XWw4HemwQ/Paz5O0xrSUGMEEKnGGV2eIiYn1DzmKHb+az6yjJxkUetEG5NPqhPbRX/gVJApHU3trWHjIpEAbWRm8QmgKzoBk1I9500Lj/CCDLlhPFeN8Aye51qW2ystaKX0eh3wysCPaKc9ftvyA+zl+3yof5NbZR9MzCeLcT3NRbL5+Zk5KpBmk6sJsvM+TFnwvQZ2g7DuIRt9AlXh0rk/xz0XfleQkOVDDMqXvRVOrsIwh9wZ+pVl4AwjZ8idIfdm3Cyvd4z1cbaiOG842yv44nO3WbUFm0mH8lSXvT249Uzg+JKMdwFffYDj9NBZElqdKCmzMNxX8pFizHw5JXDAAnVWnVR5xfnpwudVr19/ZYBWBJZblg9cG/HdP3frP3z4SlnmpX/VxXPJ8iP3ZqQ2bOvKQqKkInT5fBk40MrB9tDy/F7CjSLlvnPKb3pDxRseqNgdwuZukF3oHEB0Gr7Uw15uyZ1hKXNs5QnP7re4dylnveWieqHOc5oG2wPwELO+Fp51ByT0xwEhmdD+srjBJCLs7VWcP93i8cd+Ax983y+ztf0xzPKJsa3gYf1OOQJw5zUvDgNjOGDGdpSbwR1RFrPVtmUyCGAPcNvTTbbagFwbPgtO/NgPtp5sKjUODURtaFWDcm36QkxgiNvUsW5Ww3ZbFlR10zpSGS8CbWrnqUn15CPXXA/h+gi2Z8loYUKOGWGYAVWsBAvEHKXUilO2x5d3LtJT4ROjLZ4vdiljHenj65+V0U1VhzI5buNk4Bn/Bn+MD29WrZJGCddy1ceUN2l338zl83+OC2e/ECUHN6AslTe+LuXk2Ywr28Gpr5d6NloVp9olJzsVG+2K9VZFZqDyJqbXKtYoVTSCqrxwf3fIatex3e1RrrbYue3ZfM6BCGnG9yn8pnkm/Z8JQCvH8ZO88d6dIyrahH/+i5v8g3dtYsUyLHTpkRPt7/ktTy590//wWJf1rqUawP4AhiMoymDC62NLMBfLck+5fNqRJBVv/2iJ84a3vTZluC08e82wsx9Ww6KKSbnxxMlsoCW2S8utnWB3ttJVtnLLWub4yktbrGae68OU3BsKZ4LJjAdHqIKboDm2MB17X8qCAz9JG533YUx35M3BD7JxRVRTco7AKd53scOvfHifv/pd38zV7Bnk1AMkVTUzwKBzZCSyUFZiDqtsZ2JgzKLqVxc3RO5AIbjwVkulbNz+6gLpHGPv1XoJawbuMMeAflIFK0olynIVfn8rrQcQBGei0iDKwsyCxUWn1COQxNex5qHrZZIcIZPocmssmSQkYqPPqpKqUHnHppRsUTGMNoZVfIaLpssbsxO0MFwr9rlS7bNLSULdeKuntSY8q5fpz9TM2agdZtKNTGuumw3kDCFTIXH7mGoH60tUuqytfwP3n/9GljqA7LC5J9zYTXnDEwlveyO0fcGpVs5Guwqx3Ymfip1RDyOfsJsnXB+m3M5TUMGIZ1gZ9gvh4Ysl95zzDHPYue4Y7HqSVDCW7xKVP4UwNw2lKmHjjLC8LlQlJCncvurZ3fJBnaDRL1inw0Y94cXNm3QUgWHpKCqPb9zj6/7A/a8s0P6z9wSgPbuc0UkMwwL2Rzz40MnsO15/sf01l08lZ5fbQmaF1AhZ1M2VnmCO7JWbu/Arz3k+dKUiS4TPfyD9icfuMb/hxJJIy9a+m8H1a7LlVQYVLHWUqrD83AdTbu4aVjpB9tW2ni86v8vFXsHtPGWvTHA+iJRrsfKBbaE7CLJNZcGdAy0HK3Jf99yiDyYTPwYin3zmVIf3f2Sbv/2938Yz7qOkG/cjzh0JtoLM1fvOG2iYAmI9CMRmXsWriyvhlwK42uD8Kgn8olmgE2amYhM9yD1Px9FPdgT1lrcb1S/bSVAWhCggiRHlQUJ2HKCVBtB2FZYVWjFslAbYmqjPDV82nkMxfRXF+omBjUdIMSyJZYRnqBV9XzLAT5p8UWEAOu0HIAcXz7kjzjr9+TY1whLz2VINPGmikGiFlJvgh7RaD9LpvAZv1uh1nuT8yTew1C4ZFkOeuZ5y3xnly9/keeODFSfTEUtJSWKCPr7wIdq7nszy0U9ao0G/ImwXCTeHKYPSYkQZlMLZc54HLzuef8pz4wVPd0WeEfiLwPdLzeX+WgLaljW0jCGxhqIQBiWt1Jjf27byFZk1n5clcqaTBK1o5QN9oCqUTulm8qvrXfPTTvnnm/v688Drl1t8z3JHvmC5I3QzwZqJgLlysDNU8gq+8QsTLp61/H8/1ea5m5ZTK4790uJUeMOpPo+vDxk4w+YopYxVbTW2VpRxYy5EoR8GsvOB9tiJs1pLlwBvxtXUlGY0jh3dd0+Hd7xnj//9730LN7ofJznxAEnlpvi2RWC7iA6YNf84rKrlkOGHudSD3rm2eFFl6yRc7HKMx1QOH9CY5RZr7e5Y1GVkarQ2jxNAtRn6Ud2RkCorJEBPoRfTe4OIRRqLgURLQBNNmCaKG1eHK2ptxqSUUS/gYiimEZnSVGv0yW2+9nkLYFP/3/z8xrai8QephrSKliqZL5FqD/woRAElK2Ttx+l2X0+v+yay9D7aqWWtC97v8/xm2Pp/1esqvv6LRpw5WeD3g2Ko9KaR5dewOxwXPAF8XVQUJZHG2Ryl7OShz7I7FC5cVO6/x/GrH6o+nI/0Va12LVk7BGgLOHVPANrRANLscwhoM2NITIgWSWzQvQVHeEmN8CheThiRDSu0rJHSGDYFrgry4VmDGuehdPpo5eWL1XPGwEatmDACxuIGBSNrdPd3vjV96IkL9ht/9Bc73Ni2LHUdRRXI9/tXRjy+PqSTKFt5Ql4J1Vi/GymJaBZ+ACT1YPPpOEA7V7saueWEALJ+tqLVZpWsrG10eO/79/gH3/8n+YR7L62NBzHOHwm2s4C7CGynaAWd38g7atpMDul0yYuscF1TR6nT4K/HBVyZzpNqVnVTAxtGxpWuj9SBNrScs+9nHj+fxsZYpsE/oa3TVe14MRtvxya8vTaoAD9zaXul8Vp03OWv42WcHFQLzB7L5hRgTQeEKjVU4+JHWJ+T+hzjQwKdJOu0Ww+QpWeQ9Ayt1iN0W4/STpfxOsBKTiqhaCGBSycqvvI1BV/6ZEk1hO2BYC0zWXGzIGviDjOAbOXDjtVrcAZMTRiz3c4TVKGfC48+6lluucFTH3F/zBi+1zQqgrmx9Q5abTh1j8Wm4ck3r31qgfYly7vuaKsYJu1Ka3h/7dpzYOpqXsfOgDXyEZCPmAVC6V4Lntv0/OivOF5/yZz59a/tf8V//oUlBrmhkymrpuKZvRYv9FNetT7i3qWCzARdr2uM+umiCvQOJB96SAMlM7A9Cs5mWRqF1LFsmr1vHctxc3PE571pGeH/5u/80z/OC7d/keTEgySudp8f2yPPAfuDl96856n1olPJEjofxITFgDP7eetxpAfMTwC2NcjEJzULKBrk8B2ELkD7JuioRq5TapmP3rHEpz6GhcCQ8Nm06s+1katGrFaNOmrDJaKfgzZ2F5P346emUaekeHKwmdWkC1yDDqipgpYKba8kfoC4fYxWZMlZkvQ8Yk+QZGfptO6nlV6kld2Lsb1wfmqBq/rkw02MZHS7KavrwupGwtseGfEl9w+wBm5vhoIhsTMn0ZxKdhZkK98IWY1RQL3UUXlhv7RkRvnkM8Ib32C6p8/qP712xf1I1pJr44JnzodmDPR3FO88Fx40mET4VN8SPkduuYOltvAlj1r2R/Jbk6S6cv+5Yu2/P9UJCQ7ASurIvfC+2x1ujBIudEuW0mAjN3CmnjkanxR3Zkx9tIypbWG/gH6pnO7Wjbg5QK7T2z1UePbKiFc/3ubbvvnv8b3/5s/xoVs/gdm4H6O1fUqTB9aFOVyz+t6mHMjPXKTaTNOdA7az/+Yw6kTmKw04dOfQqGYPcQw7zmcxzxxnrt9DQx1wJwtDrbetTV1ymQy3JM1jGCkAlUmlOnbamKqYG5XULJg2RoUXgWz973bEOushxWDVU7pbVFqSZffRaj1Bq/UwS0tvIrOnsGaZxLYxQOWHlOU+o+E+zllSm7C2YllaNlw4KZw5bVhds7zx/IDL3QG7A0Plw/CBMUeDrFczTjioQbYueqZH9IXlLOjpNTUMRsLVa8LJE3DzOj+oyhfKEY2CrCMM+56tG3D2UjKXYrgLtMeolLf7ymvuMbzxsrDZdwPJ5X+859Tw7c/eSNkfWlppOG1bRsmMciMmNKxmITtsNXZeqpia2xT9HwUiR5m9BJ0wbI3guV3l0krwTy3dwZyz6SpTGvSJsLU94q1PtllZ+k7+zj/5m3zk5g9iTl0kpRPioJk83iyd0Bzf1UMq0gNjuzJd3S7iPeWYSgTlCKmYHH7/pqn0UWCoHJ5a4We660397AHqYdF1PCO4d43H70czh5bWYDvxHJaZaKTmiMSYKjAyZeSN6nx/1pmXUttgdhVSlaBMEEvf77Gn2yx3X8eZ7pew3n4NXXuWJOkiOqDMc/JyB+e2UFWsMSx1EtY3Wpw4YdlYF86eMpxbN2SZcGOQ8NjyHpdbfXaHFk+wATXztkMNkA2LSuRktQZZOeB5UkOz07AT7CbBq7qVKM+/YNjYsCyv+F+3veV/Z5rJDxwJdi24fd3R7glpJi//VMLnOtBWLkxqvfaiMCocwwIEfrbbrn7l9Fr+2u39JVrpNPR0rccpbBcJO0XCSuZYzTwdEyLIMxs+4ErlQJU17wKeB1ppPOkKD1f78Pyecq4rLGWQu8ngxuzZOK42dVp4LgovXB9y+VKHb/vmP8M/+8GTvOu5f4hsnCS1G6hWU5IjP5kYb3Te5QCXqTNANvd9NbbnovMr0kUTZ4fxtHc6heMXVJPMkTAt4smbo6bNLzcLsncooZhEisvYF6EfnyfoaycMv2ksetooZbXpL6s6d7FRma/5rH+eE9Ib8rExj2Gk22CUh9f+OJc6b6Ntl3F+B+e2GQ42UWdZWTFsnDB0Wim9nmGlZ1lfNSyvCEvd0IRONXgZPnfbcu/ykEdX++yXZlxQyFzOaWKUXe8a64gpr4E+cPMa0I3SwHliSrViE2FnAFu7hvUTwtYmfwQ4EmjFgLHCzSuOVttg01diBuxzEGjrrumtfeFN9ysX1z3Xdxs8Te5/fLk7em0r6wTQEhpm0xI4NOOpVNgpDLuFITVK2yq91NNNQvWbGJ2qolzk3WTWXKaOKZdQgQ4r2C0MN4aBH7q8Iqy3oXBMhidgrpuY0+kpuCS6kTkv3N4a8uB9Hb7tm34///j/vcQ7nv6b5KtX6aRnYrT1LNhOgNZHsJ1HFTSB7NAm0wzoHicL7E6HF45L2Rw2KjoXbGfiwidm0nPoApn/euY9hxygEAKYBsvCCLbNEW50Sk6nMxW0n7OoN9dk36ie/UwzzBAUDy6e5U6HUN3k8Y0/ySNLX8e+e5790TblMCHLDGfOpNxzIeHEKcP6ckI7k3GGnlZC5ZT9vtK2ljSDzcJyql3yBWd3Q6Q6cpAqqBuERkll4iHhvJDHL0coZFz0/fC6+Ph7DUGsiVFyB4nA1pawesGQpP4N3pOJTKx9F5081kYf2n1P0goc8F2gPYQq8B728sBrPXbO8cb7HLf7MCwmzbXK8xPGFN+RJo68SMkShxjIRMlESa0nTTyjytIvg6tYGU+C3dKQmmBU3opVbmqCs5ht7Pvqas/7cMJUKhQu2Dzu5EKlykqmnF8ReimMapD1cwBDp7eDzSZV7XYmEdmv3xiysZryh77hy+j923V+5Ff+AsPl5+i278HoBDia45fSMIqcV9nObrnlEH5XJj28A3zqkUB9B/z2YQ5heszX7eXgfTwLJoFe5E3nvDaHYuMx3xWlUKEbudvaFMksqMKnvs9kgjV9cWf9CXSK/hCc5gzdTe5f/UbuXfpq9qpnGBUe4xPuuz/l8uWU0yctaSZhiMjBYBDOb1tXgRIGLtpJNNApDU+eHNFJPVt5gjHTR84rdBKPFdgrLVdHKftlmPhqJz4ErMbrqXR14OOc4NHxQZWxX3QiyogQc1UUQbmRtegOB/6LkkSOdNuqgwRUgxrBfIpq2s86oPUK/VE4pS+fclw+5Ti76shLGBSTkyIRkpLqTwxLITNKlnqyxIUQuFqfGSvQ9VbFWhaMx4eVYVgJuQu80Z4z7DHJ/7JTTkMN45FI5Jc+aB4zq2y0w0m1FN3dh2OQNYd2yP0MR2zmVFsisLlTsL7i+P2//Y2cPvn9/PAvfBc39n6cld59JNIay04ONkxk7nZ83pZ8njHNIu/b5lQRzFctHKe6PW4FqzNc8rzwSj2EUz90SuoYYZTHuUAdGhdKoS/KEGghtOKOwxAm4FjwPmZfcxNg3YHfNTlcQ6lD8up5Hlj9fTy69s0U7hr9YUmWZrz18ztcOB8c8vIhDIdKOxGsDcVLuD7q5IoQDZQYZa80rGWOC72cgZNp6VYEsqXUsVcmvPfmEpujhGEVfU4IpvydxNNLPOc6Jb3UYWLhVJ/3Yxcv0UZidXBBayWeoQt5U74K8Juk4JXf4O/E1lCCyxox7FNfYbj9rABakcDD9gtD2ypnVj0Pn62472So+/t54HiSOm9IZFVs+fb+yL52d3OdrhgkLcfhjFUce01iHIBTyKynaz3LSaASRi6Abe7irLVOplgqlakKVKJZeMsoy5nStp5OorTjwH7pG2JyPajRbeYWuZhnNnG20oUXtYiwueNYWRryO77qJCc3/gbf+5PLXN//z/Q6y6TJCdzYIO/wBtGsl+1hQHecilU4nkpA7qCaXcTZHqYuYE6T8SCHqy+KL17E05o5DSsTAbZE6aOMTGhUpQTPgNm8rVng1TnVuJ95D2OrS7GM3DaV3+XB1W/iodXfQ+luMspHFHnC659scfFiQn83GDGICddOYkzDCjTQATYauFoTHn9UWi6sDFlpVeyX9sAhSG1Iun731RU+tt2hbT1ZEsz7WyaY8udeuDFMGZSGe3ol7cRPQHWKxpJxUEAoskIQQCJ+bBBV+0R7r5f1RXx4pSqJEV5pEULyGQ2uPngXjEqhlSivuVByz7rjxJInS2Bv1JDEyBhkQYr37vaT+3Y2T4MajK2mOM/6wwxgG1bTHEMVwxWNQMd6eskkOsfpJEXXz5nBrxMdrAkVqI/V7XhLFEF9ClxnHqeKpsfhfYTmyXxxfMNFwQi7+1B1BnzpW7uc3vjz/ODPfgm/9MzfpCieote5DyO2dnIdfx2lpjjK4xbmqzIWdeePY3Rzp3zscX52WCKEvxPaQI+ubGcbgtPPFYAqidNjTqOngQQe1y44VosWxemfT5YKgzAoX6BtUl638Wc42/sKcr3BsBhQlglveUuHBx/M6O8qohL9bJXEWEzMezERZM1kyCikUUdgW21VC+VRHet5360lPrTZ40S7ZL0VXBt2ywRVw3LiWE4dqfUMK8tWYTkZHf2SmfSVenio9oaeLAA6Fml7rQc+WHoxi2SwAdBAk/xaA1ojMCzDtmW143nwlOeedceFdR+SKguhn3Ng2yIIXqp/NBzKfTubJwPIJtUBPrR5EldA4qNhs5VYfQR/ymaFlwggfkE1N9nqV36iZx3HPntpmHcfBFkTX0cRzx8rOr7w/DEAyRgYjISqGvDaR1qsL38eP/Qz/4Cff+q72R3+DK1sgzRZx+HG02DuECzRBRUqxwAlPaK5Nav59BzPWPwwn9tFXsDHAeHmYILOa/a9BL5WmJderOPPwNaz/hwPxOd+9uN7GiodMaquspE+wGtP/kl6rdew754jHzlGg4TXPtnm0ccyhvuMK1kirWEjcVmb9IwjwMVgTcS1+CJSowtfkCckIDy8NuBNZ/boZYEvuz5o8d7bS/SdYSPxdI1SOmVQBS2tMSE1xcq0r55GsLUxQdnS2LmakJbrveJVW/4lbEdKQvUuv1aAVgT2csNSpnze5SFLLaWTKc4Lt3YXbyaDgbb/nUVZfvP+zhnQFGOLQ3Oxx7rDyJMZB97KWNfY3LaIHmQ3ZwHBz3BVqtP2jgfHa+MkkQZ+ODHBXERm0j9NY/u5aIzCCJSVcHO74NQJ+H1ffZZXvf87+dFf/A88fevvUfirtLNzOHXjpNHZJsq8bbUcgzLgCA5XF9AAxwXE44PmEbE9cygDPcbCIcesmOutvujRx8uPl+iJkY454GW7eKcwbdEojNwtrJY8uvw7uLT+9SBL7FfPkg/A2pQv/KIWly6ljPbDkxtT856QGBkv7HUarWDGZjh1Y2rsZesXX1P90vLYiUHkXpXcBT+Hh9YGdBPHu66vMKwM3dSRGo0eD0KCH7vpmZho4uurJ4JtrTa2MvGgEBlbFTp9iTRrpXpHgwwa0zT83CHdz2CgFYFBYcms8qZ7B5xYqtgdGYb9+sRarHI0ocP614eDLlRdjC2Zym0/4mJyjaZWqCqDSfcYbJugu+iiG3eDDsKhNq7o5u/yCLJjGcyciOUmJ2cP2fbXhsm7fVjuDXjbm9qcWP4afuw9j/Pup/8M+9VHWOo8gJIgccBBZjxJ5Ygt61EyrIXNqjtsfr1YvvQ4wZJzq9jjMQXHfg1H6YllwW/kCIpFmgArQuF2cO42a/ZeHtz4Fk4uvY2R36KsrjHqG9LE8JbPa3PvfQn7OxqtByOoRwStpVx1KJ6M/zfnPFDmcrPN954aT+4EpxPTzp0i4Uy34Fy34Lm9Fp3ELzw3PGHcuhlp4hsDH3Wla2zIissLBSF/OdpZqjMtYyOYBaZNncyQWkPIV/4sAVohgOxyy/HkhT26qePqtkHEHROk9bG80vtNvkbk9O/gmRupprUrmIRusZN6KzUR9U0ZHqosvkAbV/O8AYfaLaxt/GSun8N0qBorn8WylNqvZK8vtNKcxx8Wzp9+gIvv+cf8xHv/EZuDH6bTPkVil/Dqx1tXbURqH1ap+zlA+HINI7wYPvaw6vOoqtbPu+/LPDA034inad0o453NwpSLA41KofJ9fHWT9eQyZ9Z+Nyd7v540Pc3QXaEoHIO+4dLlhCde22J5ybC/HWkBkbGCZnz6ag0oTBKga/N1mZy/RoJs6/ogY7dIyBJH6cyB9+tUDhYkDdrBUxurR4pigcl4aHQ1gE6DFwWxJ2KNUFVKWSoi+px+Cie9NEr30iQ5FsH0GQO0I2fppJ5Xn90msxW39hJE/LFP5or8GylXWKJHJcUdgWzz0514eU5sEz06luJMZu5lyi3owKy+Hmxe1D9oVo028szuDkDJNyiFw3YHeQmlU06eGPA7vmyd+87+Gf7fnz7PMzf/Id3ODu3WhehSFBoddZyM52CVeyf0ARyf2zwqo0nvAJTliGrSTzWOjkcFHIdKWFR5TjhoGZ8/Tc9dJ0Kq0w5qTdMko02ADX9Vuk1wQ3rJGc6sfhOnlr+KrHUPhW6zX1yhvw/ttuE1r8947LE0NMf6IYm6CaKTVUWO3KnUoGdEaVnPzTi+/tBGyVZljtxuq0I3dRTOcHWQRV/aQEEsJZ4sqggW/a2XRsZYg9M20VNBveK9fvhTj1rKcecdPiOANq9SVjtD7l/fpqqU6yOLSHVHVUOh7mtWpIe1QvUyKM9n22y1i700UFNmGmLT693hQDnvspU7qPHm5UPNA1tVuL0rdNsD3vpki/X1b+BH3/lmfuUT/4jd/Z+i075ImixPuFudFsSbOYvAQVpBpza/h3GMi/jSO6t0dTx8Me93zQGNRcdwUQPsTqttaXDvs1HvIPQIHq+lhIZLzbd3gJaPfgjj5tg0uNbJEaolZXWTBMvJzpOs976A5dbjtNuPUPgd9otnGA4NqUl57SMZjzyScupkQr/vKUtlKbVj1cPU2RbHfRMzm8sx01uIHGlCiJdJjfKRzS73roxop55RuRhsVaGTBvnWz15d4fYoYb1VUfrwnL00cHV6iOa6BltBg+ZYBe+FNAta2qLy42ijz9Tbpx1oK99iuT3k3PItRk7JKxsHF++ojD9TOR5ba2WH8riLKIPjlC1+ZtMnx6qU9fjIztF+AfP+sjk5Nm9LX9MC+yNhVOY8etlw7sQj/Og7v4v/9oH/h5t7/4pR/jG6rQsktofHjcGgntiRBX6n0xNnegAE5RivXQ5pmk1PsOnCLdxh27s76SMfKmM7RA8nUxWpjPO0Vjwh9jsC7a6ZPNaqEzYc3LTKjg1gbLRJIRi836eqNknNEqe6n8/Jpa9guft6TLJM4XbYHz1LPhQS0+biqZQnn8i4fMlSlMpgL2xtrZXxLq3S6Sh1jTSCrZdImeNfEXd5zgleQsN2pVXx7F6Ld76wyq+/uEUiSn8Bb7uUhYGEn352nY9uddnoVHiFMk6PdY3H+Qklt0i3HSbpgpWkj37OvbbgK8+o9KSp7H3mwuynFWgFpxnddIfV7Bb7Iyj9nVWy9c2pe7Vogm3bOwDao6+6xSm3Mqc2OgixcmzA1QPAr0cvB1OA5ziYjOAajyxxTPjWtrKyNOA3flGX+89/I29/76/j2taPcWPnP7OfX2OpfRFMOnZJNQ3AdXJwVLLJOy5KOdA53G5KyNfaMcG71c4A7FFAetxJHp2zE9AXw8sekvJQb+1NoxJd9eHiKmXiy5tQR+hAW4NvLUDmm0MLAWBddZuOPcva6u9itfcWuu1XgWmRV9ep+luUeUKv0+ahh1Mu3ZNw7rQha8HWrhuL+MdOWLHkrqkhGtpzaRoKzJKqjTLVKxTO0EocmVXWOhUf3uxSqfCG03ustapwjkTQtFGmeGuY8a6rKzy312K1VZEYP6a9lpKJ0ZM95lXia5mkgV5X2d2tcM6TpOZjn8EF7acDaMNhVWnTllu07Q32C4vzFuHFOTxUWvVSY+OwAlPyqMOK1SP1oMcpLXXaeWR+1/3Yz3iAkLgTLaefsy2WOXTCzp7Q6w5502tgbeUBfvnD38rHr34pV7e/j1u776So+nTaZ0nt8lh7O5b4zJGFHaZv9fEka4J/RYh7WfHhArtqXh6/geOceXfSZDtOGGXTiavGsHb0CSgap0YZH8sCnVi97hmlEGhjUC1x1W3E53TsGVZXfjvrq7+JTusBHDl5eYvBfoVWCRvLHS5dznjwAcuZ0+GcHwyUvT7jZteBczBysbPm7mPAlSYXPP3Z1fepPBhnyBJPN/GYdsXHtjpc62c8sDrkVLcgjZlfgypERn1yt81uYVnJKrIkUA/Oh1BVkTCk04nORIt0sNr4LBxQlkLWhjTz3NqswDD03r//M7ig/VQDrYJkYd3WK3jdYi+3Ubrx4m10Cu9sx/qxd8HckuqOecBGU0uOAXa6sL/WAB45skKd97vjgu1xp66MgcEQ8hzuvzhkeQnuvfIITz371/nE9XcxKN7J9e13s9P/KJ3WGZJ0FRNdwerq9kA0ypxFJm2AThN8hxJAaMtMJGvTIHgUXXA81cOxeVY9XmMrqksP/H42MbjOI6v/Xc6AVimwb5RKDNYPcdVNUrPEcudNdFuvYqXzFtrtR/DSZ1g9y3CoaJlw7/kuFy9knD1nOHUqHLxBf7IYp2bm+NQFh5kYEumc/kITZMdVrsiBZqiRqKGtDKlVOqknMSXDyvC+Wz2s9EhMoCfKmJrQTRwnOmVw3hKl0pCZZlG8F1qZw8TQxuN+ZnkF584L6iu2diuM0aed0r8LtDXMSBZO1PIKldukkNaB9tCLAlrn1aZ67MfSQ+BrEWdbS2Tljq7g+QDE3FbO4fzuSwGVRY0yr7C9B2srwps3htxz1nD242/luStv5VTvCrf2/wPXd97O9v5T2KRDOztFYrJgxaiNuXuZMT2J4Lnq49Rb4/c2VrO7Arct4wacYd4k1EHA1WMsJMdhzuWIxazZ7T+O7Mo0qv7gCTtpfEG92ASgdn5I6XZIfEE7OUOv++UsLf062r03YMwS4ncZjp5nf+iwWC6c7vDw/S0eut/Q7kJRCoP9MFYjIrGBJmNp30FTHZ2Y1UgjAHSqqm0KzWZi3WeOS+GCpWFqldR4kszTS4MJk48TlT1RjNGo2Q2TloU3eA0mTwq0Ek8Wzbx15gNY9PlUJSQZXDgnfOKZkuHI0enIr3wmN8I+hUCriGkHUBx9Eu/2EGm/bJvFwmmVGT8TBfIymIQsAFw54irX2W3nXJ3gTGrgHFiQBdXtyw24/UEoB05vKBsrQz5+wnNz8wJXr/9hTva+lv3y59gZfoQXtv4bhdulnZ0kSZaiJEwnlRMTPa6Fsfl18yJqVkntmDzQ7MjP34zIHLA8jASSudv8Rc3GRS5lcgiwjiFJ59+vfty6QYYWOLcNvqKVnKXTexut5ALd9qtpt5/AU1HpJjrcZLgPra7hsYc6XDjV4r5LCb0eDAawswOJUdIwChkA0oYDL34aaCfs1vRnFPoPM/sHmXxAoeKctHxnj2Pti1x7xAYtrJLaiXV3rVZwHio1cbIrvPZEPFaCeqHyQUEwee5wTcy1uyQsMpcuG/b7BU99sk+SKpXqdwr8WgdaAdNG/YhidBXnRyCtiC8vDww6z17uPJV3dJIUxrL+F08fHFm0LkhEnVs1Hbb3r2c253KuE9lLfaHU2zwTjTaa28FZAJ37dIcch919JbHw2AOWhy8PuXLd88zz57hy/bfTH8K51fdzu//TXN16B/3hJxFjSewyiV0hhAzq2L3KAwOJYMo0/5bHWOtlDaPPSujID+XodIYJWMrUonVYHPpxDW1mm4nMVKqHge/sI6mWqA5QP6RSR2pOsNx6kl7ndXTbryHLLoG0cH6fUX6FMg+d/e5ywqWHLK99qMuD97TwKP2BZ2dXsEZIbGw0BSeCyU5rzpvRhqHtVES5HEwzGC9QMqm+D1vN6+erXGOaTOacaxqoi8RAKjEhwYTzbFgZnJk0a4XJkMKBC1YgHwonTwmnzyjvfM8e/VFJp23/mTr9gMqvYaBVMagYpNylLK6jWiEma8z6vzxHR8R8sKi8r7wzVkw8+T0ap8dfTHrtcSvJ44jfj6puxwm4olQeCm9xGn1zJbjKp8aPT0QXt2GVl5is68msHhtQD7t4nIetXUUMnD9juXB2xLMvOD75gmF//wlO7DzB2eXfzvboF9js/3f6+XPsjT4KQCs9jUQf3Fp/25dJM8zrhEZYGoOs0FLoqY4DDVnA+x63oj96fPVwLtboYppg/r8FVY/qCOf3UK2wdoNueh+J3SBLL9Frv45Wdhljuni/R1HepMg9rhK6XcPG6YS19YQz9yQ8dk+HVZOyvetQVcQISZzcsggWwZiGdrWuBM389VsB8XUa78RJ2c8c0PF7lwmJoMc4Z8aFwczJLwJiw+dvI8gm4rF2knBcODNODzExyaTWLDZ3j/kIuj247wHDU5/c59qtEa2Wcc75P/aKd1E/U4E2NAMSEnUk5S3UD8IpIu1XRFRssLcGVfnhvSJ//NzSGlrVQvtGKfkyVbUv2bxap6kHF70OnBesKN3UcaozYjl19FJHN/Ekxo/jdDSG2ZVe6FeWnTxhc5SylScoIcAuEX1pi0ushnb3w8Vy4WzCpfOwPxjx3FXl2RfOcnv7a1htfw3O99nPf47N/Xex2f8FCncFYzoY0yW1PRQ7dvyv5XJ1cyyLZYiXwGkmtZerTCdDLALcRQ2xedpcmWl8ySEgLIf9fkx0lngdoH6E1woxHVJ7ml7nNbSyy7Rbj5Kl57FmGWNaOD+kKHYpi02cgzQVllctJ86knD6bsLxssYmwahN6Zcqe9xgbOlm1RaCtbQuNYG1jQTpCSiFMOo6qYerxQCXeOCmlQVvpscqQBQ22WK0mMZUkkfCe7LhnM3nkycjt9EqhAsVQaHWEhx8TPvlCn/d9aAdjwal+o/CZ3QR7xYC2VIPFsOwGdLQPvsJLO0ivXqFVJ6SKuh+5tr/3+APrp6ZGHV+phe7FNmXqWfC8CkrVjnWcaFV0Es/pTsGJdslyVpHaiZlGk0KY+O7q+H32S8u1fsbNYcYL/YxhZVlK3bGr9YXvJH5k+4Pw12kCjz1ouP/SiCvXPU8/Z9na7dHb+wqWzVdwovt+dvKfIy+fI69uMiyfx/l+cIGSFsZkiLQxkgbpk1GsCiMJYYIJMzQJHOmu1UTURbTDYRXtPG6WOdS5oHg/qVhTu0onvZfEniBJTtFqPUyWXiRNzmFMG++HONdnNNqkKDwi0O0ZVtYSOnUFe8LQalt8pZS5Z2+grC2lZG0h9zXtxhhojTa8CvQOz209gKeNfxtmczimQiPHy+MxR+Ibj19XqxYdx+LMe2kH9OPR/a7IobcEDz4qXL054D3v3cZYRaz8TVX9fuWz43YsoF3vLb6bETBLKa3M0q/gXlNxwpS0fY4Xg09a2Fe81QZLxvyTa/3979gaDVhptRmW5ZSI/sWclMdFUD0ebFF4CaJvG0D1ZCsYI69mFa1EsbZ21Jo0A0wsY+uQRdVJJlp9W8ocD2cDHlwbcnuY8ss3l7k+yFjJqpnXJ4e+raOOUVnB9q5iLVw6b7l4Vtkejnj+pufaVbh18wlaW0+Ql/tYu03JJxiVzzIqXyB3N6jcNmV5i8pfx+MoJAUJVtgJLRAb6Z7jL13z6O15le6BCk4Xjy8HQB2gVIHuAoy0yJJTtFuP0Wo9GCvWe7BmGTUtVD1FucdgcBvvPN4LNhG6S4aTZ1PWT1pW1i2driFJw8JZjDyDfR/wNFbz+y6MmWRRrzw22YpucsRK8eWpIGq22yHi8d5R+QrUTRQNkkSnj6ZATac47Nkx5hpordR9BEWMzp88ax732i1PoCxDpteJU3DpsvDJK31+6X3bYBRj5Z947//sK5+L8CkG2v/+zN7C31kjtKxw5eaQR5eUy1mBEaUwrTtkSF8KRwuq9mOj0l17fnfn7KtPd8ZVyKxmRJQDAdwLwWe+Qdcd4XVIToDcWZbSigu9gnPtnJPtklYSPDiNUTpJmO3aKyy7RULuDIUL9EBeGRzSsHAM0Tu91NG2nnbiONEuSY1yplfwxdk2P3dljevD7EBleyd01qJ+pXOw0w+CWiPKxfOWSxeVra0+V1+AK9dLbu/0GO1/Hln6hWx0K8TuU+kepbtFf/gxhsXHcb6P0wGV26Py2zg3DNtxFMUFNlJSBIORLIKyIGKZVrcevHCnKIO5U10K6oEK73OcjlAtMZKQJWdotx4gsatY0yFLTpKlF8jSi2T2PJgOFQPKap9RvkORh2msdldY20iwKXR7wvKaZWXN0umZYGxdKFWplMUMmalhTDaxwuaw4FYn49Jyh/2yovSN4W8JZt13XM0eKB/DhSCx+59XOUVV4tWBVliURMRbK79qbaUq6aM1BSQaF8NGBPJsldxMHJmhjhdsRmL4ooCrhNJB2lLOXxTWTng+9NQ+H/7YLiYBm/D3vOq3NjP7PhtuosfgTP/oX3jfoShXOk8nMax1LLlbHFn9Sle1Tv2fayfp//bmCxdo2YTSOTxmurGisw0rObK0O8x4ZFZK5mY2WyNncCrcvzzkgeVhMESO5Us78qm7RcKNQcoL/Ra3Ryn90uLqGOapccnpSqJ2Y0qNZ61Vce/yiPtWh7TTiqK0/ORzG9wcZixl7lDTjnk+uUfdPMSoZqXwMPKQtTztNCwI13dLnnuhYHvTs70Nwz6UlUXpYMgQcagZ4U0O2sf5bUq3g/PbOLdL5bZwrk/lb+O1oHI7qB/itcT5IUoVLjWdnU+L7alaF6o6TlBlrBQ1KII1Hax0Se06WXKSdnaJdnqBdut+Wtk5jGQYaSFiqHxFWfUpyz5lWZFXilih14XlNcPaCcNyBFUxYNJwohWFxx1jqrzu2lfOkxnDvStd1lppMIRRyF2Me5ld9O5wd6LeoF5JE8VrxfZgn1E5wqAkxtBK7I9bkX9jxfy4NTxnrJII9xmx/3Ol6be5usLVJACu6NiCpt6BCRMANqIx6HHCz9b3GVMMcc1TD0kCJ095zpwT9vo57/vwLjc3c9JMEMOfEPjbfBrw5bi3r/8jj754oP1L/9vHjqzajOFTVL8uPlUVTZ3ztx46cWLl0uoq/aLEM5M4+1KAdg5/uSjfSYF+ZVlJHK9e73OuU6AC7dTRSjz90rI9Srnaz3h+v812kVDF0cTU6PhEXKwUrU/akE82dAavcL5X8PB6n/s2+tzea/NfPnliEpF+5CbyzoFWI9gNvYTmow/JFDYRRlJSec9oCPt7Sr/v2et7hkNl0FdGuZLnQllavE+xkpLaFtYGekKkQmUA6qjcDugoiv23UC2Cq5Xbwfs+qi428RxOCzSsAojYAJgIIiZWqCcwkpEm66R2nTRZJzGrWNNDBUq3R1EOyAvHqKgwBtotSLOQpZW1hKVlw/K6YWVdaPUMxipFrhSlojEJWe9o+YqLgIHKKaXztBLL6U6LB5a7dBLLsDrIkd4R0MYplUSUUZVzc3+XUZnTSVPa1vwXI+ZvJUZ+0sYkaWuI4CjxnOTVFen/VRn761Vt3BDb0FzTmCptJs8+BbR4JErTxnfxxEpesQZW15S1Ex6l4saNnKc+2Wc4Kmm17VXn/R8RkR82cud9kc8EoD0WddBN08+K8lzRUi2/6ere4GeXshYrrYxB5cYyr/mg8iKTobTR9T3Yl6FfWS70cl6z3mc5cSSJp5N5bg0yfvlGlxvDlL0iYeQMmfV0EndHkqU678xqUCv0kqCxeKGfcWW/xasHGW86v8PF5RFPb3dYytyRwDnL5+ohAxWzdaQVH+Ki48SZVoC3DEpPYuHkScOZM6GSrLwyKjzFEPLSMxh49ndH5KMRo+EeRakUI8VVhqq0IftNzgCWzFo6WYrBxovaBwnUeBurIdtNNXbnLdbYoM1smF4rBC5VSypf4FxOkQ/wPoBBJzOcWjesraZ0lpWkq2hs5rQ6Qrsd5loHBRS5x/vQPJJ4OpmxdnU6ytpr7T6lYzCWmW10TckV3vPM3oCr/SGPr69wvtdhULkXCTJBStJOhM3+Ps9t3yYx0Emy94J+W+Xd2xMJdoSTePvJpl9VUJEPpFJ+SYr7co/5u95UD1YmQdRQiypRE/L26snBOnHamJB0W5uKGyVNPe220luCNPXkRcEnns25cTNnb1hiLaRt81cr779Tgiz7s/Z2LKBNbfJZ8nYE4Oe815++ut//kk6S0DKGkW8A7HFKt2OWd4uaKXtFwsWlEW8+sUc78bQzz1ae8N4Xlvn4bof9wtKynsx6Vqx/8e+UiU1ifVtOHaUK7721RGaVU+2Sj5vOgabgAdnUwmxwOdwMQMERUlKNKi7+zKtijaGbJAyritw1lsMYpdLtQs8aTp8KhkDeg6sCj1nkgdMcjsA5ZdjPcU4ZDZVhHqYA1TUGOrzEQE0JgYIiaMNWTwjAGxqLATCzDMTEWG0L3U7CUldYXRKWl8NXrxPaPaNSGRSOvcIxKD27uz68RyskKjgJtoOmfnwTYpF8PPK594y8p2UMbWvI4vdOYslMfL0opVdy59mvHPtlhRcl9573b+2ynKZ0U0vh/B1TPQCpwI39PZ7ZvEFihK5t/73UJt+aJpZOkoUFqd4bagW1oVBTKxuIl/+SSvUqVfe/JN59ixc5WUsKjEg0d4qeBoY4oKAk0Y/EipDUzV/j2d5z7O6WbG7lDHOHTdhtZfIjlfLXvdcPfDYD7B1RB9/z3S981ryhOPaYOnj/Srv1yPleh0qFUqdNmuf5D0wDz/FdZZu87F5puaeX86ZT+/SyCgTee3OZX93u0K8s3cSNZ71fttVyBgg9wa+z9IbLyyNujlIKJ4ud8PUYluNzwNbH+Vqn4An+B5WGym4i0RJGrqLyGr1ateGL4Ce61rq7Pga++D1OD7gIlrgAqpYw61tzmwFo65ow6k3iiwgpr0qWxGMQq9pAT4QGk7VCmoaGlFcoKsgLpXKhxrQxgruOpx5Vym5RsVOUVB5SO1GfarTYVIXCO4alo51YTnUyTrczuoklMYY0AtMsZ+6B0nly73l6p89z/SFOlQeWezy+scp+5e5QNSKkovTzIR/fuoUV2Oj0/uVap/fHUpts1xE349eO4HGU+S6Io5MmZCJjb2KRZiqE7wr8BkV+j8JXItoba2hrOVdMdnQu2o/HhbhySlk5RnmF9zoyifyEiP4rhR9R1e3xZ14/V8OZ7HOSOkis/exZOcLJUqZGviB3/hO3hvnyRruNFcE3zBBEF0ew3IllX/MC6VeG9VbFG0/v00sdHnjHlTU+tt1lOatYy6qjdaELqLW5rl4aKkk/57f1pM31YTreKs/SGwtBVg9G88x1F6mvzPgDEz1PHZOesCqkxk4tR2NTbz+bwxZ5u1jZFqo4FCNCZoTUWFIjJBGEJZtkTlkT+T8TIqutCdvVMI1Uy6MmC4aq4HyQFHkfFggXwdVrNJomPJdGYPA+umSJ0GpZVjLLWpWwnTv2i2o8GZWaAAilC6B/cbnDfUsdltMUj1J5H6ei/MIJOCPCcprwupOr5N7xfH/Eblkych4RYbZAOtSxWB3eO6wxPHTiNKlNsGK+VOBqpW5bVW9Uqu8CfhLk34xlXwKVV4aFQ1JLy5pxUkOjxzFQ+I/AfwR/As+bVPVNXvVehUuquu5VbQBwRVVvKTzj1KtX70GfSRJ5v0d+0aM3VD/dvZ671MGdVbaqt63IW3OnP71dFKeXswwjwrxM4gksyKENv3msQn2huPjD153o000cW7nlF66vcm2QcaJdHhu4BQ4xmpkF4MPjshNRCi9TOVH+qCrWH3N10ZmZ+bEXgx4YhZPI0Xkf/u0lVL1GJFj4AeLr3YiGaifylG1jSSWMoDaNaVQDDyq1IF6VxIQTOjFKomC9BvCNDlLN7yKK2vCYzof4oyJK6nx81c6HkWQnwUBFo5eDR3ERJLvW0ukmDLOE3HkKrxTOU3olM8KFXouT7QwVZbcsQ1W2iL5pfgyq7JeO5cxy//ISV/r53GDM45YCTgxpkiIieCeUqmcDWCdnBT2L6GsE/wdBvxPkh4DvqAFfFfqlo/JKN7OBa53fbbuN8GPAj2n9KiVMohFjoMYuJCpI3IX4ePJ8LgLsHQGt6mff24+v+EOJkScLr+8dVtWpVpLGE+cYW3c52PBqTpwJ06kB/crywMqIk52SvcLy7F6bZ/dbnGqXxwfYBggePg2lx6YADJNJqyNv/qjzoFlhT5vmTPTIutA1y0SzkGA2ZSJ/GS9JE86zemy6bQ2tMXc52e6PK1iBRIIHa2qU1MbvpjGNZEI1W6suJr6r9RCAn/qZ80Kuwn5hGVSGMi4ElULlQqXupZHyqkrlQ7hlZgPn6oHbg5JKHWvtlNVWyiBu9RNDnDaQIytRnfSvokG2ZyVJyawZP96xr4X4nPW4ro61tA3aYkz1VJdF/J8SWFb0D9WftwKDssKjrLSTGC9z57gg/Nq8JZ/rb9CIvFAor9sclf/sTNf8D4kxVLW5sc4LOpG5jlx+hott3qdSoZd4Ht8YsJMn7BSW5/fbrESq4A4WhuP9/uWwKtLjv4D6Ys8SHWt3aQB46YMZjvOTxLB5AYahFyXR86Bhg67gNWyJW2JIaoCVsNMwRDogivoTCV6omSF82do6UAOvS3CHqrnrGmiN0VjR6rgzWgcPVl5IE6VrHKupo/SG7dyyVSSYaPBTupB1JTJJsY0iB5xTnImKC4F2EoA3j5KsAJZhjTRyvI8niYTyx3b2SY3h3uUu1YsEN23u2Q4pHZUEFY/Ff4s12edVbvjFINv1rqSolK1+yUo7IbWC98rd212grTm1F57aH375M/vDH3jzqfXf0UstudfYYDncF2FRDLNv/M3QhabTalrxXN7iSj9jM09YnjMo8FLA9pUC0qMewtoAVnVInurkajUCiY0epaKUTse5VHNHYWVCKJgY16yqZCZ04q2RiUl4DA4MzaxQEbZs0Bq3EiWLiayJBIqg5qYzG0DXRtez1AZTnnpaafZN1kDbryyD0pIapZ04zqWObu65PsgoahtAFxZWxk2d6FoVt9jBPEUCIMpkVKJOtPWxVSeHfDgaed62tXxgc5cr/RFvPbXBcpayP0fepXd4QYgoKocNYpuQgGxbrxFX/Cj4z6v3K1YU55WdYclaJyW1grsLtneBllgZtK3l3Tc3f+fzg9GPvHpt6e8+sbG63MkS+mUVGx+LkxcWZUU1T83TnZKRMzy122FzlNJJ/EKQ1TtgA14JJNYXcf/SBc5yukqSqfRSK2H7PlYdaFNON52WUO8SDEJmzYSDbTh8WRESMSQmVNOZVVomfKXWjymCeka+mzi6qSO1IcnXmlDFwkT+5Ra8+dR4VlPPQBIGpaXylsQoa62KVJQXBhkjb8gETAVl9PFTCZKl2gYSFTqpYbfwVF6xRubmx+ghZ5MRYVg5ntrpM6o8bzt/mo3WfJB9RW4e1IyFXm9V1W8R5B+O9TkmaKFvDUpOdhMyG/777u3XONDW27ClNGFzlH/f26/lb396r/9PX72x+hsuL/dYToOqYuQ8ufONRrtMspYOgadUlK717BQJz/dbdKKt4Z0EAaq+cu/9pd6cm3CkzKFUvIYmo5MguxLCpI9384ZDGiSNCIlIlADVY8XRiV+C52oqIfKkbUMF2xJPYjVyqgZrPWut4HjWTtyYT6xlSs7LmGrRBcdcFVwUn/WSCueFQRk0pf3S0E0d57oFz+9ngBknFgSxrFAZHfPbTiEVw1KSIPUI9dREgi52Za9Z7jhyu5alnFltYxD6lXt5RtvvgMuq446819eJOUi6l96zPSo53cvigncXUH9NA23z/FpOE0Tkk88Phl96pT/6Lfcsdf6n053W121kKed6HdZaKVk8q6oo61EdS7fDFlBCtWWN4Lzndq7kTtgvLWjYst4JyL7UhPQaWHwEFq/TW/a6MWREX9SFehgu1JxfHaVdaZ055bExasHLhG6oF60mqBKPp4gJxtYSda3GR1NzaBtPasJjOhU61rPSKlhKHZ3UBRsab2YWLJmSqmmjzd+M4laRcemtGvheMXHwwAtDZ+lljo12xY1BijESJs9U8WIwqmjDtlKBlrVjxbBhkj5bhx4etnFXYDULsry8MZwgn8JrJTHgnKNwFQbKeeeoAfYLT2oqTnQTCncXaX/NA+3MYsxqmuKVf3ulP/y3T+/uvyoR823rrfRrTnZaZ9azhPUsYym1WGNi1RVzGzR0mYeVZ7+quNIfcq67whecSbk61BjDcQcg+yITeisv5NHfQCSAQ8t4upkLfGTj/oUXhpVlWFmcD5Kozh0ahB8GtFOBk9LkcWubx+mZfMO08Dw02Gz0LRWsFTLxZOJpJ0qGklk/llyttypO93LaicOpxATV2RwVmVqEpsA10h5aG4/7+vdmHLFUJ0QgYHw43supZ8coeZwE8xo+bxETOmJexyqP5hiMTP4PDjGBbC6OTkMs93jX8BKAVu/g01RC9hfi2B3tUTmHNWbzsC3XzWFBlgi91NylEO4C7XzA7SUJ3cR+CPiDQ+f+2K9u732VUx5KjLncMuZ1VuR+a+S0kbqZEcDJecWrutuj4r1ffK57Qujc53x15yf6HZyXTmFQWVRhOXOc7Y2Cl631dJPgl1A7gjWVAaUXBpWlXxqGVbBhvLLfYrtMWEodqdGXtO2rR5tNrZMUg4sLUj3BO0UhzBhPS5yUr6evkkYlm9Yhfiq0jHJuKWctSuZyd7gB35hCmALdiQDNx9/5mQENK6HpozHqQX3Ixkqtp5c58jzYHtZEtERvAx+J2ukAyLioGDN2XLvT89Tz4j2Ej9iLjKkNISgzskTIXcHN3U2KKie1yXOq/u8veiZByJ1jOzcsZ+0DipO7t1/jQDvvlhmTZ5n5d/UJ5ANB2/aqJ73SMULPGkSQKkvNTlVp+eBy7+qj692ve3afH9yrElJzBzyAPxp/hWC1OKwM7cRzYSnnQi/nnqWcE+0Ssc3pgdA9b9orWqNYFKQEdBwJfWuY8vROh1/d6bJfWVbS6ljKi6OqWhNja8ZkaZiBDRIoPzEtjyGuwYFMAw1jmiF+Vskk8LKVCr3Uce/KgG7aiKc+5OBNQJYDFWyQk8k4oVcPaACi5tZPFpHQcPOhyZkf3MjbaMztjUbf1kkszLjBJ/Or2UUR93U1+3LRBvVyk1iLhJViPMwiKGVVcnswZHuwR+VLEmOpvP8SI1zXQw62qlBWrr5euIu0d4H2jm5xtnqE8HyYB69PynDBDKqKN5w6yb3LrXdcH+VV5WySmmOcZYeMc2mDF82rUIme6pTcvzrk0lLO5dUhGM/2MOPjOx1GzlBp4GaVkCxaeDNWUvRSRy/xtBLPUupYy0qs8ZzslJzpFpzr5bx/c4nbo2yhg9i82B5ZUNWOp4AwGDx1a9GGjKfxca1zwURMMCIhgG5KkGNljUq2m3gurw5oJZ5hZY4POlpvhxsNsVqS1QDZCRBP1j+nB+fqNcqbalph6ljEiG6DTI9EzzG/1mO8bnkFqlmJLgbDosBr0BQ7DZN4eVWyn48YlqNAlxn7b73qd1qRp4+z0IrIXcC4C7Qv/y13nvVWxoOrXfbL8prF/zCGryucfdEgW3OauQtJCyuZ461nd3l8o0+rXeKKhI/vdPjkXpsbg5RBZeO2V+Zu/eunMkQO13pOdUru6Y24tDzCWuXe5RGXlgb83NUNPry9xEarPBbfpweq2QYVoLXxiMStusZwwVjEm/o+JgJyI/FXPGmsZJ2GheKh9QHWeEbHAVmV6aq28W+nDXCtVQmxsp16CG1UnmMeQKd419qEWbw0LCMlVq7TQkE9BBybYGpmKln/Mp6v48VADC/s7rA9GtKyweoxTEqqN0Y+mIj998C/9l4/YMzd6/wu0H6abwPneGJjhROtlM28QJD/PbP+61SEvLBj16kpMDqGo8xutFB8zck+T57aYzlzfHynw81bS9wcZlwfZJReaNvQhZ8tJBapHYKTlPDUTpundjpcWhrx8PqA890cK/DmM9uMnOFKv8Ny+tIm2sY+ViLY8RY9CvkjVYCEeyXS4GYljNJmUaWQWuXy6pDEeEbu+JXsDCRCw49hsoGW+WA26woZH6x2rHKRejESRnCdM4ESMdGEHRlzx5mNbrQ6m/8wAdgpX1+djkk8Sp1wZ5QBY3JHgufHezzmr1qj1sBtgadBXzguXXT3dhdoX/GbU6VrLZdXOngJnqTAe0TkGzup/39QGJV2PF9/5NUhoau9U1jOdQq+7N4tVroFH7u5xI8+s8ROkeBUSIynYx3d5KDx9tFbuwAEWRbcBJ7vt3h6t8Nbz+zyhlO7KMoXnbvNjz9/mu08jRlmd3Zr0h4yHtQ30Ug6HIu0huKoMKjTOUIk9WSCy6twz9KQbloxqOwdX/jB3CZMYrkofaunwFyTn52dJWga/TbKUYmqgZEzlCoULtAIpzsFq1lFLw2v3WuYFLwxDOkZXgxt68dgW/sHNw3ZmiYz7rjc+GE+wYdRElG2pso19fofsYK8KCLi7u0u0L7CtzAiacKsN2G+PvJ/3yfKvUst/7+2EmFvVFc7utg7W4IovvKGt5zZ442nd7k6aPGzv3qa5/dbJEbpzYkO15fw2iEYhLet55duLmNFedX6Pp2k4qGVfX7+xsZL57cJbv2Tin46SDHQBRNnMcvEfcupcKZbcKJTMHL2juPcg72fofQmVKBMKw/CkMX0kIjOgF8dVVTTINaEpuR2ntC2ntMdx3qrYr1VYU1Ml9CwmFkDl5Zybi6lfGCrx25h6Vg/5oZdE2xfxGepY3rkaLAd0xcK3cyynw/ZHo6wYnqVKs5B24TFTu9i7V2g/Uy7+ejcFAG2efurufPPdFO+72TXcLMPO6OQBlAPDNTgosBObmknylfce4sLyyPe+cIa7725RGKUlaw64I/7cl0LYbEI6bvvurHCclZx/3Kf052ctaxk6CyZeWksoeWglaLMVtkmcJpGlCTSLZnxnO7l4yiUOwJaUfLKkjt7oOqveVTvafiGNemdg8lsGu39hBCi2Us953s5vTRoeIfO4CvTICjCIyUGznZLVlu7vPv6Mlu5pWUVo8fTxi5KvFeVQyvbhOA76zBj3l4E2tag6vnYrU3yypGl9t0+WlJ6D0vG3KUL7gLtZ8/NilB5+RfveH536+JK+gMPb3R6F9YydgawPVBKFyz3RpWhUsPJdsmX3bvJUur490+f5rm9FmutKug4GxecfwVeqwKZUQbAs3ttLi0NWWlVnGwXPL3be8lAWzfiZujRKa6ybgJZo+ORz+WWo5U4SndnF78RpXRhMKOOkvdMxmB1yvZS5sSTy8FKML7YwplYyRZhF1LZyfsaP66M6/bCwW2XsJpVPL4+4D03etGoPb5Wnf+Z6oKKdC7ILvj7UVUGykYmSou+83xia4fbwyGdNHFe9W+P35vCyCldKy/K+vDu7S7Qflpu3dSyOar+03tu7N5/30rrbz2y0f49D2y0uXiyhVNlrxRcpVzMdnn8RJ8X9lv8u6dPUTrhRBTjvxJV7GGVbeENeQST9VaB0Ht5Kv8IpIY5MrFGJLWRmk5QVlvlgfsfhzIAwvRbHEpwCDrrlj0vxshwuKwtUgK9VMNj+/nAqDpRINQPuFOEoZDTnZJrddpF835z3sdc47XDQDZWtYGHNzy1uc1uUdIxlhBe6Rk6R+krsjR5waNfK3CzpkpUX5mF/O7tLtC+4rRCNzGstOyN28PiG//Lx0f/unhK/9Bax77qKx9cP//Ge5Y7Z2SPs+19nt3p8uOfPIEqLN2hreLLdXMellJHZgOQpMZjRF82ofxsgGSz2q3HduuJqcwqHevH5trH3kkYZRRtDgUdDyRMyNbp/KkpcIux17PuWqHaDiBmzEEaYxpkzVgp4Bso6gRSLyy3PLcLjRFKsbLVQzjVJogea8UUUhuq2b2iolT/Ll/p/4H3bwZv1KDW2ue96j+2MJwF97u0wV2g/Yy71b6sdUNlqqkS/507ZTd3JAqJMT9y73r6I4+ebG9cXOs8teYHnbNZn4/eWubtV9aC/2k631bxUzFoo8BGuyIxSlHxilx2s6A95XXQKDUz60mMv6MFp6YcdkYphRcmjGmDg9WJKfkshaEN0W1djUrDdevwsdnogREXlNrUp+l0PIrDFy0bfBXUM6YR1B9NHxz3+LaM8Fx/xNA5eon9r+r5ITH8kBK8gu/SAneB9rPmZgQGlaeodK6rVX0qtxPh4krG5dWMR091eGC9Ta+V/rW9UbF+Ltnn5qjFO66uYkRpH+Jd+0pv6SovdBPlZLskj5KlwpswGfUKAu3crb/cOcQHntmzm6f0y6Bf9nEcWaV25opx49KscHXGEKfRDItDFsgErptuuhPlhIxVBCEBOPrd1lFEIUqC0hm8D6PFlQnyQFF52RZRRegkyn6R88L+kMwYvOf7eREKsLu3u0D7GQGytwYOQfidT5zgidMpo8qxNIOSIsrXrKzQywy9zGIFdnL32mvD8g8/nO0zKCw/+fwGKPTSOzMIf1krcwnx6I+fGHC6W7A5NHQSz1aevmKV80FbVpmSftVeDFaODjqr+WXnDVvDLACsn6gJtEGYjuvL2mtB5xzlGTmaJUrz5qYQN6vYyev2Oq1oEA2+uSEKRvE+qE9CuoTc2ZZFDq5MoZINiRLv39pn5BztxPxLVT46P8Ht7u0u0H4GA2zplKt7FfetZ3zDa07y+KkOm6OSlui4u0tjG5oag1PYy6uQf27snziVFqyR82PXT7A1SlhvV4e6Zr2SQCtA4YKv66s2BlQ+NKJ2i4TboxYt619RoK2B0I/VFcEbLfeG3Bs64jgqT6Blg371hb02g9KS2DCZ1UxB10b1WWti67yy2sz6oKXMtCpiHpGjDaogVLITMx9tcL71KLJIiNwpa35WjhGaKdM0y7z9Ti8RRD0f2tzj5jCnnVhU+NNT2UHurtPLXaD9DL7VXqm3B468Un7TI6t87WNrLGWWG/1ifB4f0F8KlLWBSkg8uT8V/3vusX0+fKvH8/tt1lrVp00gHvxOYTtP+OILO5zt5tzop6xmBc/t99jOE5az6mV/TmVBUJDXGGoYtt7bo5S1VhmO7ZxjVE+P7ecJNwdtBs6QWp0aRGi4wYanqGtnZbwwGq8Nd6068tpEI/KoMVUTed2m666EcEYfLChd/cXEN6G2hkTBGx37J9RR581wykOQ/VA1RKaOzX7FM3sDtoqCVmo96JcpXPUxzt1G/azclRXcBdrP1Cp2VCm39iruXcv4HU+s8/kXe+zlnuv9fKqKPermxPzRk7agPzT899vLtK0/1o5R5m5YGedeWXkxDk6BS9zJLa8+MeCJk312cksqjsoLz+x1pnwaXs5q9kBVO56UCobezkALZTtP2M1T1tvF2IlMYJxcUTjL7UHG9ihFRUjEhzHbZpoCwbawdpAM+BmOaL2LMPEnohPArX9e+xbUqbP1fTU23iov4y+n9ZjvdOy60Tr5l3G1OzdfwbCQnNYFnE+KUlaeD27ukXtPN7XXCu9/c+HcuxITIoICFRPi3buJZegdxV1j7rtA+xnFxfbDSflbH1/jax5bZbVlubZf4pXa2+C4t641/P6uqfjgrR6D0oZq9g6qwOnN4gRgXwzI9ivLqDK85ewubz67x6AUikpYTh3vurHKlUGblbT6lB3rOibIeaHywUhGVPjkbptBaVhrVxgJdon90rBfJOwXCaU3WBNs2CttmHZpdAyrfWabeikTbRy1Dhmctr2sm2TGB0S1JhiXe5lYZKqvgTZQQ6VvDEVMAaSM/R0UoXQTfwX8i+ROG52tTDxXhwWFV9qJ/Qf9svq2bmLzc8stVtOMtVbKh7d2eef1m2QC61nKRjuhaw12BtcrhV4idIwwqNxdALgLtK88wA5Kz439intWMr7x9Sd42wNL3B5UXN0vQ9TKnbfFX9+xbmXQF64MM3rR1OXF3kaV4cHVEbkzfHw3UBBHFynCsDIMKstGu+SLzu/w6EafvcKSV3CqU/C+20t84PYSy5l7xSVlTewTDZlipQrWK6URrAQd7dVBm53ckUVdbensOPHWGj/lvlWn3E57zDZSeLVx5+gcJi7c04xDvQII+vgKvWfslVs/SBD3GypClTqVzoA0vMGmq/gqvgYvE8D1LOBTxhSCzuFdgrl6XjmeH+SMnMOL/rXz3XZ+eblLJ0lwqixlNu7KKgqBzaLkxsiy3kppmWlbTa8hrv1MO+V0KyGNhuyBY5YjUyFEITPhftXdgvku0B5ZxQ4cqRF+6+PrfO2rVjndS3h+p8BrcP5/MTcncu+yKbkxMPR9mBJqlqNHgdrs70sf0gYeP9Hnmb02O4VlKZ0DjlFuNKwMqoazvYInl/d5cG3IWqtka5RixdFLlF+6ucJ7by3TfZlyxI4LtHVF62MKbeHBeI9gaJugp81VKKskOqGFuJUaYHUcRRPkXF6nXc0CtsqBPfjYb6I2dKxF0VLrbQ1qQ6NOfKxko4RhbK/oZcwFNxUNdbrvRLUbgjtdrHx9pBFc7Ymr08Aq84jZpi2agdR5rg0LDHCh194/3c7eeK7bfsSpPrtfVU8JkDqJIYuGRCAzUKnywiCfS0dVqjw7KDjdTugaw1pmWUkNq2kSdMqHnBVFpSRWWM0SRs6zMyq5OwJxF2gPXHBbQ8etgeOhky2+7fNP8rpzXW71K67sFeMt44t+DsOrqTxX99sYmeOLd6cfmIFrg4w3X9ziqy/f4qefX2NQ2gN6WxsDGM+vjLiwnHN5ZUQvqxiUlt3cspRUDJ3hHddW+dBmj+W0op3opycyOvKzooHGkCQ0pTJ8WOCkTiHWiZF3BNi6ivU0fVznKw/Gn3ntMWvq0eAJnzt+ST78vYkV91hO1RxSqT0U4mNqwzGnpiXK6Fdb622dD7E449dnpimBhYffRpXEsCQvPV2xvHZjmVZi2sAPD5wL8e6qH8TKdyL8y1mstiILaa+a+786LHGRW86M0LFmys9h/scXDJY+sJvzGy+uce9SixvDiv3K3XFG2l2g/RysYHdHnuv9iifPt/mmNyzxmrNtzi0nfGJrFEP6XvrztBN9ZGvXcnuUxqgYQY9Tyi6oaLuJ4/og5Wc+cYJff2mLr3/sOp/YbrNfJuOLNzEBZNdaFWutwHEOK8OosCSi7FcJH9nq8fHdNtt5wkYr0CKvNMiaBs88a+iiHiqCnZdWilqPx5BpbTgzQbXgwCXjinXKQLsJrs1Jr9niMD6nl4PxPEpExRhP42U6F206pibKvcaTbjqutJ0ydgpzKlQIVRzV9UJA8dkP+8AJEPgq9R76ZfibFUMnEUiE3GoS3qvBlEDJ437g/oWp+PrS+99Ver+ZJXYcI3TYLsMIdKxpUArQr/yxzlGv8HPXdvnEXs5bTvV466keF7op10cF1UuJ8L0LtJ+dN6fK1tCzm1fcu57xh59Y50vuX+L8SsLNfsULewF05GWI8YhTS5c2c8vQGXqJf8mSLiHoR99/O8iw3nRmj/tWRkjiZxykDf2YfIsKuRN28oQXBi2e3W+xlSe0jGc5da+4cc08wJ33fN5DiURe1YSIlcSTOIORmgQwE09ZGjxnkxPVI+iKJtjqHDsBrbfTQYIarA0POiXUja7mb+r/dn7yWF4DB11qqBorairiMJBV1FjUCJQVZjSCroXlBEnj+5YQyVAb4+DDrsC0Eopd/+UnkuznU2t/XeH8zdTe+Qltozn7cc/LS0mL3dLxbz6xyfs2h/zGiys8strGALfyMhwTuQu0n/Jtu9dgGbhwNX+JIEd0hPIqbA2Ua3sV7dTw+gttXn0m49Vn2zx6KuPGvuOp2/k4UgVertFIUKVXVGa8xURCV33q4jhi2zjbWDECG62K64OM//SJE5zqlKxkVaj8YvU0qkJybmYUa0JFu1Mk5C7E4Kxn1accYI8q3gDUgbNCGQ0M1IEzShKzxeYlSzSF/81ghNmeki6obNE5wxTNz3ABbSo67dlQf/mana0VFYQIn0ojeDNp1M01dBFQsRgpkXyADApkNaM60QanqCh0fexYKVQS0NuGStosGUYJPJSuPPyW0eiDP3X12tuWJfnAK41xDuhY4VIv48og5+99+CaPrrX5vFNdnjzRZVh5tooS+2swyPHTBrSeIObvvEKvQOPOrNeGVuZ4/Yrl1fetcmk15ZFTGeudhNuDiqdvFw01gb7syKNeKd1L8w1YZJ23lDo8sJknXB+mU+hhYthhHd5oRUmNp2VfvoXk5QBW5laJcREGxIWGkprpSrgJmH5O5Vp/t0dUts3/ni24RKZ/x5zn1jgAoZE/Hvvvqow1wqVC6aFyZjzt1siQPAi4AmoNttgn7d+iWlqh2FhGnELqYa2CVMGbUCLXhLALj+idQ3qWYel57eraqfdtbf3Q1f7gkV76qbvc2ybsBt57a59fvrXHG08u8bvu3+DycpsX+gUjfxdoPyW3UQFn1uDJBwyle2ViNFTBWk+WKt0koZu0GFWe3ZFne5hPpDv6ygBPvBDFyoy/3pyq9ija1nDQYKYGibb1tO1n9okmd3DHccPKxD68NzjxEyCUg5WnLPjuItjO7gpmgVrr4QKm48EXhV02H883ps1843zysYota90tgm9OuzXfR5wwlNihFfGQD6hsSrlxItypVcGaCxVEGf/YN/LM3eRkUTx5C9Z6Kec73Yc/urX9+xLhez/Ve/flNAyj/OzVHZ7ZHfIVF1f5wrMrjBzcHjrMXaD9FFx8AmmqU+73L/fVrR7yAvLCszUDVa+0bVyoVtQFEf6Lr14PA9vPhpvc6WcWFyPT2JrXHXrVRpP+EMBt/nwMtjpdSfpGVVoLbk0D+JoPOksrzIK1m4npqbnYQqHwZsw9q86kTdSryvh1KZpk2GIPHe1TnToPaYpQwEYV7lc2ntlETVolB1Z407ZI29AzhtK7/9+oct/76dq1n2gFC8fvfv+Ad9/Y4w88epoLvYwr+/mvCd72087R5qVSuc/dYLjC6XOdtHpVamaMtBdUtUfdzExl9pkIqnIE+B37MSRoWYPCy4xlESq68HH1kMrW0FAljEFPxvotFwkAMwPyNBtmunglafLEFSHevfCGqpFgMGUwLrMhauETFnWwd4uq3YOlZaSq4GSkC3IzfYCNQmGm43MbUgubSYxX8veUrnqVwIc+XefGkoWOEd5+ZYuP7/T5U6+5wEOrbZ7ZG33OW958elUHCs6HDu3nKtDul3xorV19+UZWcbNKF+dwNaOtOXqIYbxYfYaC7IsB2Om/iyOsjYBElXpUVkD8WOwvc9qJOufQTg2XxjFYr6A+KBnExBHnCOaGgw21eaCOTnPLTmvKwFA2NL46W8HOO1hJigy2cHkfOXsvIoKmDrNcoaWZ7gRaoBAYyXSprTIhnI3gnVJWjsrwOkE+9Ok+T853Lc/tD/kL73mGv/T6S7z+ZI9n93MGVfU5W9x+2uVdlfOUTg7KXT5HbpWXD/j0/8/em0fJll3lnb99zh0iIufpza+mV6UqqSQhQUmAJITQAEhgUCNo2bSF7W7by16rhQfwYuGpbQy4Da22wctzG7cNwks0thFGgIWQQAMlQBKlUs1zvVdvynmI6Q7n7P7j3oi8EZn5qiRVqbLy3b1WrhcvMyIyIvLe737nO9/+tqcVe1xamM51P1Y7hq7PtQ32sATgPW/jUAZ22Ypk4EXK4JeKX1V37SG7BE72B8JBtq3oMP9Ay1hDX+bIUnaB7YYFFceklLO45FkkEae74TEOIfWy6y4YMlk9WEymSPVCclxvBw0aBHEEWsoFTvbaKRKBfgV8vYxpIoOVo5J7R+6NcEgSao83Qlb6GX/3j57kfbcd4103ztMMhOVuSvg8dDk4VabKzb+dLH/RnQ4vukbrVXHqj2xcpiiPdp1HrWJ1/zt8NWArjLbCf61AVZ9vgK1i4pAdShlXWPbc626L6h5ZorqhOfaCvB8EgZsCuMtOLV+CLRTuBmwhefryazCDdwi2Uk010DFJtGixdSqFZ3bwO8rHDpsT9mGywxjGwIBm5EkfE8dgTTHQzIFuBjDpChbrSpBNK1tJbiCBMGIoLtQIJfce570elhMtB+Yiw3bq+LkvXeDjlzb4sdec5fbZFk/t9Mi/iqWa88qJiZjlfsZyp8/ZqQap0+sXaCmXWll2dJ3MAp/v4bdyyWee9aq6jw745TDb8Z315xtcx1/iCzHUT3VUEjFahGbvyXm9xnCCkRlu7E48UF8NdJFRyaroAMAYxUrhDhjsM4nsihlFAthePWHQoTaQDfwosSyepxKHuAvauutDKzVaD6jzxIHBiy9AOhHwAQRlO1uV4Q6Y7D4D1DVXEucGQHuoOmI9Sssamq2Ye69u83/dc4G/9IqT3DrTpJ87rvYygi/zBTtVlloR21nOT37mId54dpHXLE1zuZNcz4y2mCOfZB5jzFFltd3M6z93Jv271pYB0OPBLSWrhf03Xb6SaScHbRTpsyyB9/OY7vdcL5gtR3ZzBLzsOgYozf9SyLMj7LL6yrUEwKFEUIIsIoixiCnekUEwldwCRRGvOO/I3YDBFl7v3YYGQfJdcJQymXwQpai6Oz9M0d2Nr3J22WA2w3DKw0AiGVjz1GOiENOapLe8TLC5SXxiHtUcFVfuHtvdq005zWGgEQ/fTGkRU6+QQTvLyVyOatA7fKdYwbpvmG7w0EaH93/yEd510wJ/5rZj3DDZYLWf0s/dc8p/dl45M9Wg75S//on7uHRpg/fccfpQ7P+86IzWUCQHae6GzOHIlefnren/WBz1wl5/AmvTvS2d5ZpZrgG2Xy1TvRYIv2Ca61cg0Q4HGgwCXbRgmlJlqyPDI8vAmQEVVkFFMIHFWItHyfKcJE/IvCP3DuddOdUBrBisMcQ2pBU3iMSQpUqWFwErMubtGo7AKSO7Bt7ZYd4sWpDMaiu32f3rFdhYuAfE+t05ZgDqaBybJ0/67DxxgazTJZqfRkJBIls+piIT+MGFheGIHFQxkSB9Yaedc6HTKVpplXsO48JRSwyYjwNS5/nvj61w72qHv/jyk9wx32IuDljvZ1xr9T9gsltpzj+6+1EurXdgpvXs44KuF6CVkgkkuT+yrXkKK0b8T4bR1j/MshivFhn27o9v2sg1kfWrBVw53J/TsLtKFQJry40cvzsNQQ5qiS1+YKzBhgFeHTtJj53NLps7bdq9Pp2kT+pyvHqcKl598fzF6FrCIGCy1eTk/AJn5paYnWiRpkqSZeWxWq4+qptS4zkLA5nDVICvKhEMvmUL7bS6yijYusPElslbztBf2yTb6dBf3sA2I4LpJiYOETGjV6XBSqB8PSa0EChx2/PMTsoXlpfp93qfW1X/+FKrVWRIHNK/f2gNp2carPVT/sHnnuQVcxO899ZjvGKuxVQcYs0w0XKkpiPL5U7KX/v4AzyztsPkTIN2kh+a93YoQmVEwHvFqUM4qmAr/0pM/x8G4RZZugik+0sD45tjB3i4ng+Ge5jBtmFCunlCIwgJw5B+lpZL9cr7rwwgNNYiFpI8YXttjXa3Sz9LydQhsWHyeIO5xiQmEILYYoOip9d7T7+Xk3RyujsJ7W6Phy49zQPnn+KWE6e449SNtOKIfpLh1A+nLOyRO8q/3cjfbT+/LECge79nio5aEFzmsIHQOjmPHp/Fe1fRhCsHxJDBVgMXBBNb1h+/CsswOznLX37Fndy7sXp3ZA1/cOEZ1PsvaxTTi1GxFBuhX7q6yQMrW9w+2+LcbItmYMj3iZmbigL+ZHmbZ7a7zM60yPVwTYo4HEBLkWaUpiDmaAq1gq54le/DbP7XwDRRnUCfBWyHQGoOFliPEuAOOkmbUcxaZ5svXXqE6cYEd5y4mam4QZLn5L44gQYjYUxgIVR6vR021zdJNMNOBEyenmBpZp6gZQmbFhsKJi4ZsZRBs+UGlMEU7DKFfFvorzlWLu3wJw88xiMXL3DXy+7gtqVT9Po5WZ4XOq9hVFMX3ZUIhkA7lj9sChY7Eo9Yvmk15Zwx2dVbXZoVO3KDwWPjUxd2T57h00VTEZtPrnH5/stMnZmjdTbnbafP8IPJLe/75JWrFz7ywIM/O9FoEJiXRvPrbFwA6wNrOzxwdXP/5QylMB4FzE80DqVVNDhMJ5lXcPlXF7R9mEFEkf/mHR9wZvlHYjkFGqIcsLyparYj7OXagPtSBl0RoRVGbPY6PHj1CXITsNrv8bnz93Pb4lkWJuZo2BivnswpGkCSd+isb9BPU8xkyNINC0wcbyGRx+FQLf7NTblTNbBaKWXilSINj8QKTZApoXki5PbbFjlx4wx3f/wRPnXvvbRv7/HK0+cKqWEwt0EOELYPAlnr97BYNQW5GEzTGZL24SbZAMB1NHWGUU+uKoRNS9rts/rEKnPnFjj+8hMETctm2qe3ms2eakz+zCtPngruu3zpH89PTuH1pdHQHRhhtmGA8Fnv6w+pHz84XCdaMbXT+6Np9ipOD/ujqcvuzOXyd04EpxFCvGb7s9NBq2mV3T4H4+xLjeUORq7ENuTi1ipPrl/AmSZxYw6DkqfbTz208sxNkxtXmJ2YY3FyntAq/a1N+kmfcG6CxRtmaRy3YJUs646aam3lF1ktQDWVXa1UKFpbDWjgyZoJabNH8+sbvOPmO/jSb83xR/c8iDrPa2++jZ1uMvZh6y4dHwdZqbDY6kFtQU3BYIcAK5UVjFSekwpbrv7iikUsCC3OOZ753DPM3DDL8VccJ+9mZO0MsUL3eM5i2OTHvuH1P/0jn/r4DRudzl+diOMj3vp6eFDEHEow8ntnPx2Fr0FYs/rgnd0s/cxOehkhx0p47cOj0tsv4+tsufZnedDXl/uYF/JwbgQhgQm4sHmFJ9fO42wL05grev7V/0Mbz54LJ09+oGdaycXtNf/Fy49y6dJFtO+ZPrfEwl0zNM5ALilZlpWIJaMJMhQgW8wrFyRQiHzx2WaljywvAbdrkX5AL0lITm7x2u87wbfd9VoeO3+RSxvrtOIYZcwHa8Z12QErHQPZkqmq3QVZTCUDwVb0W9FRwJUx8C6tGSY0SCBcufcK8WyDxdsXSTsJzuWIF+gZTM+y2uhxbmmKd9587q9kSfKNeiTPshczZfklBLQDZiscza/d9xe8qZP1PraZXMRrj8BEI5C1B+BErw245stAxi8TUA/y0wqCNQZj7Fe0uRKYgGYYs9Vv89DVxzm/tYzG80g0g1GHQf+2h38gPvOh5j/aDMM3xkGczvYjFk/PMPOWOVp3CM72yROHZhXbE2MM0xRuASOVjTQz9vkNtFMPOEFSS74i7DQ3uP17Z7n55pPc8+gjpC4nsMFoZsF4KIIp14tjbbdqCzANKDOQTQU4rY4yYHPA37bCok1o8Lln9bE1Jo5NcPLrTuBSh/eKZhYmPHK2DzMpJjZ0W45zkzNI3Pg1p3rIwzWPTpn6I3gxP/jwHev95D/3smXQbYxYrAn2BcRnBdxx9DT7fH2F1HO/SdiBsQQ2YKffZr29DiJENnxWwLXGENmQOIjIXMb5jWd4cu08G1mGj+bxtoGox6Dv9ph/bPFMaYeW7yBp+4cbbWnc8o2zzH9vjJxOcD5DE0Gd7B0rPiZaj+iqWdnCmpfb/VrSywGjHHRceYPfNvQXdjj3jQv0u47zK1eIByHaB4GsLRG7ymSDQo+1FalgF1jHbldHoI/LEsYXEkgAXj297R7N+Zi5W2ZxzuG9h9QgixlyZxtu7iGvaCMn+3RMzvGpSRZarRNJnr+nPhOvQ432eqtWYDi/ww9+YWXr0TeccH//zERG6pqEQbP0eLqDdddq373Kviz0QBr7VfTpGjEExtLLEnrJDmv9Lpn3qM9oxJM0oyahDUfyT4ZsTpU0z9hMt+mnXdppj83MQTCFN1ExEBP3/4nIT+dq7jF4prWHQcmM+VnTkR86+w0TTL8rJF3J0VULTspNd9k7asGNXmTUVMZ5Vz+y4bRIKaxX1ecoAdd1IF6CmbkWG+3tazPZAchWrqpqi242O/gsqjrsiBzAARFouo88oXjvaSw0CCJLlmTlsLMSZG/tFC+jawqZ5FhCup4wd6nBYtxitdP5HkLzK0fz7KpecbUG2uu5rIHQCvet9/+P+9c6n//em7IPv3phGuNzvDRKdlu0hV6bclbBQfYH5v0o6peRRmNLeSD3ju3eFp2kzVqScTEzqFgSTZjM+jSCiGYQEwW7YKuqZD6nn6d00z69PCNVwdkGeRiX8qluIPwEyD9zCAZlRnqEojixN/ht/dHZqZDZN0XkO4KuF8Dqy06w0fchlUxE3d1cspXbVZY/sE4N8gMCRlOwELQnhLNKcyEgXc3JfGHz0uru/wBkq5th5feqIDsSlTjCVMcvivvk1VaAVgEbFQ9yWem1zQWaHrmxV+rRZX5taiBSuKNDeHGWlsagOndUmzHl+dg8qIH2iFxzyxEox1ohj2wkv/5Ljyy/4vaZ9o/ddXzqz712cR5MTOIDIhthxOB0NyFdnwvoHnCsaZUBjyd1a5W9CtZYVJV+npDmfdIs4Wq/z5YzbLkCJazIx6644J9MKd8e5O5vCTtFGIjq0OLpUBwGa0LUNshLK4BFP4Pwi8CvABu+dP/PSp8QxWFxff341LTl1LuaEAruaqHFeleGqyj7jLItKy9123yXEQ7CXdS6QsOcdWhabBoN26sGIDh4/bknnrdMnQq5dKFD5nKstTjcmMtARx9fArsdZMBUgV7Gbo8D7H52sZE/rO5NLFNBllKIHfTs2NgHKd5vy2OLmMmWHN0wp0PV/FQD7SEorzAXhyRZ/uDnV7b//INbnd//wkr7J19/bObUy2YmCUwLCPFYjLG7oU1lC+mXfRDK/tEyIoKIGXZguTwnSbskeY9OmrCRZmzkwqYz5cRT463w08DfU6Dn5WMiwa8Ywr8kqm8V5FYGBnwRpJhisGPgfov/JCIfAT5ZXcF7YM5kxAKOENCflo4/t/S6CZrnAvpPFi4BzWQ3GnCclTuGrgP1RZZBI4gwGLLU4TKPUUuoIZl3pCd3MDf3iyfpUekDLpfzWsgTxgqTSyFatu8Gxo7mNQ6sWBWmqiXIDhcbIyA6DrI6qrGj105T3888HSg03e4ssfEqL0wF45PoSI+RGQT61EBb1y7YKoERjk80yJz7D390dfM/P7LZ/eGXz0/+wKlWfNfZiSY3T08zHTdJPWSAiMWKHYbxDHrYtRx1LRXOMxQUht2aZRJW5bHOe7I8Be/w3tFJEtaShB3nSdWwlRvyAmAfs8KHFf6lwhPDg0nAiH7OwOeK85hzCBPF8T5Ew/MCm/srasKcyZgQR45FhIZ2/I/PHG8xeVNEciWHzKJ5ufnlZRD6WiZXSWUTq7AJNm0DTeDCyjqr6ztsbfTppwlR0zI3OcXx5hJLK7OkK33MnTuYSFE/HgyswyWIsYKxBoyU5LfaETYGjIahhUur+qrZB2SN7pUVDmqIOEgG8pU/8TjDH2yy5ULeg1w8YkTNkW15Lzr+Dsu7q4H20MkJBeCenIj7meNnvrC6+TOfV/Pe2Tj8qzdObn7rjZNNzk42OdaMmQojjAkJgqCIxRNBB3mmckBWl2o5GsajvgxW8Y7E5WQuo5vm7GQ5W7mn7ZSeGjIVAoHYyh80RH5R4V8/R5bw+HO6yAC5CvMmZ1qUDFuMUcv0x8M8YPFNESw49JJBM0EHcoCjIh1UJi44MLlh2kywttLmj774GM9c2KA5HTB/sslE3KC/7Lnvwnnum3yCN938Gm5qLNHf7sFSCgnD3IAqWxQDac8RSEAQWlQrmQNGR5f3pVZrqu4CqXhqDwJZs88UBvRggGUf2cHo6IZn5AsZIQAJhazv6LkMK0aPPKOtgbauZ5MTAiPMF0veD+XKhx7cbH/T/Zvtt87G0WtPNBtvW2qEcy1ria1hKgqYjkKaQcCEDQjKhKddxlqwZqVgrt3ckTlPxzn63uHKvNd+Dl315ApWTDu25lMx3C0in0b4xPO9DBvw3AXrmDVKrmawJ7Tke/z4/F0RjXNKelkgMxWQLYG2GnxdOg1MZgmzmMeXV/jcvY9hY3jje89w/I4WU8dCDAa/GrD2qRt54P6L/PFT92PjV3HWNEl9uv+4mdJC0VlPiMOQMLCkaTbaZAAjm2wjft1xgDVjcsF+jFj2CSWW/V/X8L5OwBkIy93A0MNKBJ0AualP0InZ2Ha0NSO0tnv0NVqpgbau5w5GgRHmovCzYuSzucLT7d7UE9vdb7Yib7FG7oqseWVs7clmYJiwlkAEY8qGAgRTBk8P5IJcBwHV5bRUMRhkIxR5ILbmjxtWfk+QTwHr6CD05Pl/X4nColEWrJKqKTJcAZ/q34+mTTj1KovbFrRndje2XKnDjjsOckETmPQtnrqyxu9+9ovcfPYYb37/aVonPEmek3azgtHfmnPq+Ayz9hV87PM9Hnz6KY73b8WKJTfjtiDBRkJ3PWf9iR7zkwsYY1Dxu00Gypj/tWCzo1LAuCRwAMjuFx4Do77a/aSEcpqyXw4xKMSKboRwqYGc7cGEI74csbrSZzPvEwe2f5RdB3KIetFroH0JVmCEyNgdAx81Ih81ReRTqHBb6vX2xOWLRuQ2MWbJiDcWCYwxJjAi1oi3Qh6K8aHIZmDNo1bYMMgDBnlchB0j8hWPCn/OjB1wHpZCZc5AXi79BxYo3+eHJl8WYGNDfrUAVx1oslWnwRjIxnmT1c0u9z76OLedOsUb/uJJwhN9Npe1yHGVYpdLVyLai1s07oo5+9gJntg5T6eXMBdactWiiaECeNGE4cqDXTpXc2551cRI48gI6JUfmCndDSqV1K1xH2zFlbBHKmAf9soBTJsBqmgxkjwz+IuNYmNsJ8AcT2Eug9xgNwJ2uimpd0wGwbYeYY1Wa9dBXS/AFTwzIg8EIg9YKRisqbBZawRbslxTjnKxIl/zKbqDlLZUlWORcDwUUt21r5Yyx11BzHTzBoP2pbBe+XLUkZO9ckEukAk2DcgS5Z6nH6WhDb7lz94EN2/TuVpsHBYCbole4qFj4UTC5PEIuxGigYPQFFHBY5tMEkN3J6UVt1hcnCHN070Aa3bZqJhy4sN4C21VEqi2/VYZrowz2GvEtY0bRsvgHAByg5nNYSkDb/FtCK5ErLkuSe6YjsIvHWV5VmqNtq7r9GIwHFx4MjIshoWEUR2bBeD6/IXmCUM4Y3HrAxsXlWmHVU1WCqBNhMDHXN5ep73R5+u/8Wbsy/q0VxUZtPRrFchK54L1dJIucRDSXLI4V87PqUYUooiFzmrK0twMjUZEr9Mb29DaBUbZkzuhezXZ/Wxb+wZjPEsm5n73GTw+9LCYDcffyFVL96rn4c4GYgQx5mNHNb7LoIgcnhjIGmjr+pqBbKZK7uHGhmUxMiRe98UNo7yvdbbYtMp7BUJpVY8dAO5Ar80EzQzqYaO9xVJrjhN3TtD320jfVjakRvuPbSR0VzLWzne59W3TtE5Z+quuorkKqp5o2rB1pUf3ceW2m46RpflekB0aFBQjOpZlMMZWx3XZcbCsRi/yLNLBvlSuvDntijO8a2HCMdtp8vCVHb64vsJcHD8j8AWOrEZ7uN5YDbR1fU1ANvGFcf/miYD5wJAWbXF7Uo3U8+awZaZsw+La7HplB+VlFGTzwu5l1NBPMzrdPsfOzhGccPR39nOr74KtiLDxZMoN3zLJje9okGznu/5TX4ChGCGcFB7871s08gmm5pr0ur1RsKtorTKcesvBzHW/TrDnArLXBNhRXVcaioTlmPIQtG0In4q5e/UpNnoJpyZbHzysIdnPm3QAHJbIxBpo6/qagGwowq2TIVOBoeeL0bL7Rcep1+8OIouoKSwJFewbt3EVIFxIC6KWJO8hmWH6VIRvZtCuDDEcBM+IgDgQIWt7Zs4FNL8hIOt6fFJ0rw2GHqqH1jHL5Xt22Pic59V3HSvybsc12aoP1rI3enE/Jss1pIPnArDVHfVxUA9AGn54kZIJpXVfi0e/1Ob3155hLo5B+WfmCJtoVQ7XRaQG2rpe0Oo6T8MYbp+KmLAFyF7rBFfVb7ShQbxBvRsZL15N0xr2Vvpd4FGUUCx2Sgvr1SCbdmDg11KDKHfkRIRgEtLUwwBkK89noiLx68of9Th9YomJmQbdTjKqwY4BqxEwpnjc+ESFPUEx+wLsPjPBDpIQGAPbUoo2kS8uKA6kCe6yYeqxJvd2L7PS63Gi2fysoleO9IGnhyv+uwbaul4QFusU+t5xvBFyy0SEFUicYuSa6plRY243sSlTp8ohX77CSnU0d1bLFlz1RYSjFSk6oUxVNhg764Zjug3qzOhm2wCcLTQXDY/9j3Wi1QnOvmqJXjctQbYc7Gj3AqKK4kowNdVur/Fl7HhXGM+R3e75xAYgW0oiVouzuvQZO2D2yRaPXtzmv19+itkoAvhHHOmWsMNXNdDW9YJIBU6VGyYizk3GOC1B1sizsZBJMdI0gUFzRTGjE4C1Ap5DF4KUbbdKaAOsWLJuhinzbXfHcWtl6FqJpAMpIqfopiobISSA5omAy3+8zcanPLfeuVgkp/EsjoHKbRnXcPcDS6P7PwfPEWQHTRK2wsIDiozeHGQCgmcs2dPwyxcfZbnd42Sz+TGn/jePMswW19HDNXiyBtq6nrfyqvSdMhFYXjnVZCEOSL2Se8U+lxgl1RkxZlKMQX05y2tgs6qCbDWtS8sAGfVENmRissnWUz0WXhdjGorvses1zaUMsK1KD5UUMKeYEKIlw+U/3uHK76Sce/lZ4umItJ8W7czih5td1VBzGcu4HXTh7dFjx5O69v3ZPlcvPYDNVkBcbOGd0xykBW4Dlr40wa889SSfXr7MmVYr8Z7vkSM+WEVxNaOt62hW6hVRWIxDXj7bYsIaurkvSJeR53qGtDBlSMOAjToqM7grzHaY2lX5vhemZppcPL/D9hcd828OSNbzIh9hsIFWHXmju98XA+F0gITKxd/f5tInutz0yjNMLDbo7SRDkNXxpb3sHzs5fBP7abAHdnk9i4ygjG5+2dHnHKSOSQw+UOYea/Hw5S1+e/kC81EMyE9gtHekZQPVvaOMaqCt6yhIBe3ccboZ87LpFg1rEIGO8yMxjM91zScDf1TpTNjdDas8j68oAbp7O89zJuIWM/OTXLm7jXVzTJ5r4tTjyYsx48NIRVPsyBsIZgyqsPFQn5V7O7hNw613naU52aC/nRZMUfSAZf1oN5dUmazhYFA1Y8v/gzbJ9gNd9pnGMHiuUPBWmbqnwaXH+vz8k/fTTjLmo/BDudefNnKEnQZaOVxqoK3rKIFs3ysta7lzdoLJMKCd53gPX9UJPdBfx/soq/psVUIY6LTqwQccX1rkysoyF35/g/mnp5i+pYGdDqGliCmW2BIUI7/VK1uPZmw80Gf7iT6NmZgbXnOMKIxJt9PdiQlDiaAa9ap7WKdUA2Zkj3JYucM+Pxulw/tIB9Xs230+swB0UonvC+ERywfPP8GFdptTreZj3vk/bczRPhrdIfYF10Bb11eFh7n3vGZhmqkwYDtzCF+VAigi5bDF6nBF3Z/9Dn20w8G1Qu5yAgKOLx1je3KLndU27bUO0USICQxiBWNLQps70k5OsuYIJwNOf/0Sk7MTaCIkmyli2bNhpXaXgcrIxFody5Vlf8/suIzwbNOJqw0M4wBexWwLtCB+OCR/EP790w9x/9Y6p1utnvP+bWKOuC57yJsvaqCt6ytms53csRCFnG7F9J0fjmz5KsoVJ43sOgUO2NcYJnlVpIMi8VHI8xyLZW5qntbkBN1uh7STknXzIpPXF0KnDYRoMmb21THN2QbWh+Rtj6Zud3OrApo6GLw4AFSre2d6DaxfB4XIjACtsG8colYAtjpK+CBQNsC0Ej0a0Lo34t8+/QifXL7K6VYDr/7NInL+qB+PNdDWdSQrUyUQ4ZVzU1iERJWvepNFZAclxWmkTpDggJNnGPw91p470EmtFJMj+p4gCJidnsPPOBw5vnQNiIAJDTayiDO4bUeW52X6ld8d/VJuOqkZG0x2QAvtrhvhACY7ovXK/lcw2UdOkAOWFCHQgOjhAH+v8AsXHuOz6yucbjZB9F1ei7FCR/Vi/1KpGmjr+oqqnzvumJnkeCNiO8ufr6fdFuiJJ/JORjuwKnKBusqEBS8jm/tDF9ggsiD3+NwjVrBhgB2EyxhFe+Da5ewbWwKpHYR5y25mwThwjjBSP+ZC2EeD3ROTWGG64620sBfQD+gGkyb4WGk9ENJ8OOLfP/M4H12+zIk4wgrv8ehvBSJH1mTg/Esnq6EG2rq+7MpVaVrLTZNNMv+8xit3RVgVZQYnqJhix3/QQnsAyA6/LGNh2FQssx7N9gG+6rwv6/dswI1sflWDvatAWdFldTj1d5+v6kSFawGpXhtgAWQS3DbM3Bez9njOf7r0GF/YXONkI8Yo7/bqP4zIbndaDbQ10Nb10lqudXLHy2cmmYkCdjL3vCYsK/oneH9OXIGGqhXgG0xXcBV9dvCvKTa41F97aT/8nmF0oKLx+4LbbjiJDIHSDPTZavRiNUBm3zemey1dI77YsatDVT7QygUkonBPXDUs3dfkmas9/v3Fx3hke5tjcYQo36Xob47gstbHbQ20db2kKvWemTDg3GSTzD3/Z7Ag/0XQ7/eO0W6wAdD6aiatjDDZPTLxfiA7AEQ7Nk5cxySKEriH4Fi2upqhw4CxTaoxnVZk10u7n2tA2V+PHQfcys9kSnFdmLovhvPCRy9d5ePrl1nvJZxqNu7LvX+fwj31UVoDbV0vcTbbdZ6vm5pgIQ7ZSHLM878s/VVBf1FUA+8t4v0oAFYTu6ogOwA8z2gTQJURWt3LOkVH2Wb5PBowNqGW3UCZa+XLMia3jrPrPf0XOgq8I46DUodoKWqV4ErA4hMxVy4mfHjlIn+wvsKEMcxGwS/lXt9XH6E10NZ1BCpXmAwsJ0s71wvUZJQD/9Kq+2GvZi9AVQlq1UYllbuNM1nD6EjwEUgs7VjVCbZlW62O6a/7gud+AxevETa+r+3rIMNG0xfTh9cs8xsx3cc9n1lb46NrV7jQ7nAsii6q6s879T/ztZ79VlcNtHW9QJU4x+lWg9kopJ+/cMEdivyUwf+wUYfHIvt5JI2MbCwdCLICBH4va4SKzrpXbhjPNDAH5cMOdVQZkSC80dF0xHF9tuqRHZMsiBUNwGwb5i41CC4FPLy2zW+uXuSBzW0aVjjWCH8z9/oDCt0aZGugresIyQa5KnNRQAj0ngfb7DVqGfgda/w7vLf7v5h9zPs6vkyXiharY4+3vjj6ZZ+fmdHbRvbKCEOgPqjji0Lj3f2W7D7HfgArQLNg0bJumNuJMRcCHrna5p7eGp9fW6eb5Sw0wntV/Qe85z/VR2UNtHUdscq8MhUGLDVj+ij6And0KuY9xuhmgDOZs5hqK6s9AGQHt0QPDtSmZLhm7IGD5zWjdq69UYdCped3LGtWRjRcZWwa+ABsq783UjQC9Uq4EzB3tUl4JeCxjTafWHuGL+1s0EtzpoNgezYK/4bD/8IeZl5XDbR1HY3yqsTW0gyDMrnwBTdn7qDyPYH431AjOF82MAz0VNV9EFRHLVv7pWFVvbZVXXUAspX7Fl5/PdjTOr7Jtc9ARi8Dz23lcRY0onitbaGxHjDTielfMDy0tsNDyRafW19nM0mZDYNHJ6L4gw79Fx5drY/EGmjrOspAixIZQ8j+sakvUH1E4R9HJv/xVAJyYwpmq3v5bwGYOporAKO3DUVwN/uA7D5gKfvJBdUOsLFkrz0Ab0Ctxw8cC2GRlWoTQ2MlorETEG4GdDYdX9ja4fM7azzW3qabOybDYHkpjv5+7vXf+Jq61kBb13UiHagntobYWLou/1r+6r+tSCMU9zcQcJiCZY4xywOzCKpl9mGnlc2wqhxiBqC939SDijthuHk2SPoaWMNKTBcnSCbE3tLKLOGOJdlUtjYdV/sJTyXrPNTZ5kK7jffKRBg81LT2//Wq/8qj2/WRVwNtXddBSSkb9HNfZMy+CO2cCn8T9Hzk83+aiyUzY04EU0QWDrvC7D6SwVhTAVoe/YbR6bQHhW+Xnl0NPASFK6CQagXrhSAXbG6wXjCZYDMhzAyaGLK+0u7nnN/JuNTd5kLSZS1P2MlydrKM0PD0dBj+N6/6H53qPTV/rYG2ruuojAi93OGc587ZKV41N0ni3Iu0kJWXKUqkGeI8mQl353eZvXasoQxQzYutbnxVQXZsvMyIeUBAw4KxioLJodEPaOUBNhd8Almq9HueNFXyTPHOkzlPxzlWs4SNPGM1TdhIU7q5Q2AlEjkfGPmD+Tj8de/1Y7U8UANtXdchi1WF9TRlJgx5/Yl5zkw0SJyn7xxf63Eogv6qYt7TtyGxS4jyPj6EXELE+L36qlbAtPqGBsv+AchWggBGNsFMAayD7rBGYmj2LM2+RRPY6OQ8ttNlK83YyXO63tF2jgxPrh6Hkjkl9Z7M+00MD0XIF2NrvhgZ8ylVfcyp9j2K1vhaA21d1yfI9p0nU89NU02+fmGGuThiO83w8CKALD8PvCc1AUYVVaUXNopkL+NHJyBU38RIklclMCZgr+ug8jMNimAam8JUP2SiZ9neyNns5jyedTnf63E16bOZZeSqWHjGimwHxqwZ4TzwlIg8GBpZCa19TLFXFe2o1yITp0bWGmjrqkG2nTusGL7p2ByvmJ0i8Z6NJMWIvBjy7J8CfX9mAhQlyvtkQYQzFoMixgGKVtvDqi4BZXRDy7Jvqpc3oGHx38a2MNOPCBLh0laXz213earfYTvP6TuPqtIM7G9NhcFvAJ8SuJ8yfaEKoVq+shpW66qBtq4CcwRyp2xmGScnmrzpxDxLjYidLCdX5UWanHpM0P/ixOLEYl2KE8Ebg1E/orvuNyi3uF2RFQb+W3ZBeCgPOJjuWCa7lv6O47FOmwfa2zy+02Eny2kaQ2jMH8XGfDAIzIcDY56u+wXqqoG2ri+PxWYOq8Lrjs1x59w0kTVspHkVk76mVeCiftJjwlxsYedShxdTkNAyiUtQvJqCuI7EFo5ZvczYkS4lg3UQbwhBT1jZ7PO7G1tcTHos91McfuvMROs/LcThLzWtvS8ytps4R885drK8sLpZe+hnVR2mUhRBrsv3XgPtdQywqrCd5bQCyxuPLXDn7CRbWc52kmFe3Nf2p72R253YYeOAHwSAD/RXfJkkKLspYspuFOK4w2Bwl1KjtV2INoVGbul6z0o/ZToIONmcIw4sLWM356PoUTF0wsh0g0DIvCf3yuVun8+vbNBzjuiIT5d9PkHWiCmzdK6/i1MNtNdhDWxbndzxzcfmuWtxltAYVvrpSPv+i1SnRPWDDos3gsEDUm4iKaacRFswbTMaqG0rGQQDkK1EKfoIbA/CDSXOLCLCRq9HTzNedrbJ1Pws3hZahDpuzHr685IAHfGuy71BbH65GcvPLjVmeGKrw2a7QyhmKL/UcsL+5dUTmIDIhvTzpGa0dV0HLBZY7SfMhCHfcfoYr5qfJvfKTpZzOMZL6b9REeNLyWDwmp1XjCkkAvXsHXZoK3PHR1puSxZrCoBtbBsiCVjrdljp7sCMMHGqQWdOSYKkFHzLjNrZ4slNDxOs29fYdXkNmfnufpR+f8+5FSOyO41GQaQ+xvaCrGKNpRFE+OtYZqmB9noBWYHEezqp49XzM7zx2AKLccRmmpF7PSwgcRb4bm+CoturXGQKgtigAL8RJ0E5hSDYJ02rBFqNwGRgN5RG35Kr58G1y+STMHVrk9kTEwRWyBMHie7GbTmGG2h+Sklmc+yiwMXgzc1O8IXImh9InP/sRBAMAWSAIzXg7jJZK5ZWGAOC974G2rqOLosVYL2fERjh7aeO8c1L8yTes9JPCtvWoQEG/QBY1BiE3ZNS8QRxgIqi6kfAVI3fzX0da5d1DWikhokV6GdKqp5HV68QnAi56bZFgkBIk4w8GRtlw+gYcEnLVuQpT/flKdFj5sybksW715L03d08/3DT2lFr1zBbRooNu+tQUhiAbDOKh8z2eq5ayT/Kf1wR+t5ztZfw8tkp/tytN/JNS3NsZRk7af5i2bYOqlej8gPemj0jZwb5sDIcWaO7F5H99A5T6LETXaG5rNy3tkXXZVztbzJ1boJzLzuO5o5+Nys480FnwXhOTV8QD5tn+5xcaPCGuYVfy7z/Zr3GRc4ihBhs+VlfD3jj1WNNDbI1o70OWCzASj+hYS3fdnKJd5w5hkFYS4oNr8O3vNX/GzEggqgOwXVPwLjslUTGf+4imOgLx7dD/vP5C2zmGXfMTZCdbDE13yJJUjQoNF8jgpciyFxNoc1KzugAyGoQeCLopLJ+vM+ZzSazUfSxjsvnYmPS/XB6wGytGaSOKVnuCvA5ghLDkMmGcXlhqUG2BtojymIT79lOc161OMvbTx7n7GSLrTQbySk4ZIf/zaK8TYNdF4FUsA7KTbCqw6B8EzrWpKABTPQMjW34L5cu8vHlFb7r5Ekmpht0JzPSPEUzpbVsiMWQqmKNEIeGzHg6sSNbyAsXQSqjrgYAo5g+9GZzlpaanFlrtr6ws/mBIJb3X+MiMgTc0ApWLKkXEueOFNsbbHzVIFsD7ZFnsVd7fSJjeOcNJ3nrqeN4heV+MgThw1n6rSoGzO4IWd0jbI2Fag+mcZvd/G0fQZjBia7lN68u84mrK8yGUXc+Cu/N1X+Tl2JO2OSqpXPV8bubK6TqaZqA2SjkTLPJ2VYL2QlZP9XHNxSTyNjrEFDFRx6dVY5HDUDfrY73P+u7LK8gIkJsLIEYenlGP89f8uTWq8fUTLYG2qPOYvvO0c4dr56f5S2njnPH7DQbSUri/O4E18NayvvEFuxxmCl70LyvyhQDsbsyqoRFhOFMx/B7V1f51Moqc1HMiVb8HbfOTkz2etlvYRVymE5D/iTb5J6dLRai6B6V5O685/W+drBwerJ5x2u6M193st1g81wfnVQkkT0BNOIhjzzN2BKKOeZUF42w+hzeK16LDikRaAQBkbX085zEubJz6qUFUjWTrYH2yAOsU2W506UZBnzfTWd4x5kTxfd6PQDs4adKZ1XkrcXVoAKiUoGbkaxYHQG8wVHsFU51Ah5b3+HXL15lNgrI1P/l463405ON8Nh2kiYzK2E8GQZc7fR5aLvN8WaDhjVvBnYGnXLn2x0e3tl5y3dlJz5wR3Py61dv7RU2L08lWrFktcYTWMEgkVP/CpBPPvvKQ/AoW2lK7pX5RkTDWrxXvCqJy5EywGdgFz7MnVReFSumBtkaaI9mWRE2khSP8uaTx3jD8UVunZlis5+SePcS6inX94qR3YGLlSkOwugIcRkbJzO4u1phqg2bOwkfW16lFVhaYfAfNpPs35Xn/bIx5vUPP73zy171zkd7XXrOMR2FH1FlZ7CsD4zBesNMYH5vYsq+zm9zPlixp/MTrtBrqyqGlxEZwwuzz/aJGxG6eU7PeV41N82dczM8uLHF71y4SMsaAmNw3mOMKdpVZeAiHvk0DhmTrUG2BtojymIT77nS67PYiHnvrTfx5pPH6OY5V3sJA0vBS+aQV75HSsfpHh12RDIoEW2QxDUAvECIEiXswkeWl7nY63Gq1XjIef5XQci9YgS86r13b2y8dj3Jfms2Dl8zE4XrXvlzu58rbCQpgRX+1JlTnGo1/OZW/l9lW97PcdmbYVuCrVdwKEZpXpPJitBOizS07zp7gtcvzHGiFfFMu81WkhA3Gnh1COCcA1xpX5OS4cr+kgq78oly4F1eUCY7GHdUVw20L/kaeEZXen1Ca3njiSW+56aznJlscbHbxeuYaf+lUVMKdw2ybge2sypgjA4VL21fMspqZxPDvetbPLzT4Xij4VX5dhEIDKTe47TofGsFNvPw9qY1sVeS6u/YSHJmw4BvP3OMU80GG0mGCXhYUpCsIhtUJjkYFXJXTFWIMPlBS3wjwlY/pe887731DK8/tsDVTg8VQ+aVyNqRxhHZA2p+KDvsmT8pFOMqd7skUC3Z5Qt0LKgywmRrkK2B9kgALMBWmtHNMm6dnea9t93Mq+fnaOc5lzrdFyuU+/moOwRpFrks12CzJcgObVYDC1ggmJ6nt+O5b2eH2BgCIz+tcEGAyBq6eRFtaEc/o6TKBrfSjDMTDb7r7Ala1rKRZoP7tlEpxFI79tqsEmRCPy0SveKA7YNAdjNJia3lf771DK+Yn+Fyt1duiD3XY0AOZMlDWcFWgVDRkQmVz/sqBFOmltVyQQ20L/mypaa3k6WcnZzgW245y1tPn6QZWK50e2X0HLyEGzwXxIzvfGnZuDokrfjx96i7zG3KG764vc2lbp/ZOFxB+AcDWIoDw3aes5FkHG/E+wLVdppxqtXg3TeeRBDWk2zXpeG5lRAI9/mIHZi+YSNNydQj2I39QHY9SWlay5+//SZumGxxpdffXX28UPLS1yK6sRwrVFcNtC9dFivFUvB8u8NkFPCeczfyjhtOMR2GbKYpm930EHtiv5xzVeetSAGmB1F5GLV0DTDPCCZX2p2cB9ptQmuwRv6sKm54oULo5ylXeglnWs09INjOcnKvvPnEAqGYQi6oasK5fLNvOTQsLV4lyqtRbGpIt5TlLCEQ0wMe2g9kp8OA973sJo41Yy53+3wtJrbXAFgDbV3PoXLv8QpvP3uKt505ycvnZ9nop1zu9MqRWHI0UkqUGARTWp52ia0Wu1OlJipV8B3830AjER7d7rKaZkyGwT2qfHQc7IwIT7a7vHx6kr7z9J1HgG6e07SGbzu1yGIjZjPNRl0NjnNE+lY/pwxTYQY/DyHetmxv5azlCbExV4B2dSWykaRExvC/3HYjJycaXO32j8TFsa4aaI9Mpd7TtAE/+LJzLDYint7plBsfcqRSoBSmByxVGG2nLTa+ZEhoVfY+WBJlJcmKHXD4j+PP38tzAhFunmgSWsMtUxM82e7SsIbTEyFfvzDL6YkGW0k2gqNlpsGvueNe/IxH+lKRLAREae0ErPdT2nlOYOTC4NEG2E5zrDH84G03cGqiwXI3qUG2Btq6DlsN9nuu9nrD7NVKY+qRKY82CsTUYZxs1WlQgO9uToBSmZ7gldw5Eu+xxXbRfdXn7uaFGPGWE4u8ZmGG7Szjm47N8er5aawIU1FArhSa7BjIkvN+DK90i34Pm1UDdA1xO+BKvkXPOWbD8NOD19hzOZl6/sy5G3jZzCRXen2kBtkaaOuPoK4Xs4YzCip9woMurfG4xOodpPSv+mLzbA3kUwLkqmwkGbfNTPAtxxeYDC3rJev1RmlYiwCdLMfvt5/veZ2k8vPZzQ4/o6NsFiBUmtsh7W3HQ+1tYmNA+LcikDhHxzn+p5tPc+fcNMu95LodRlhXDbQvnaV1ubN7VDc3VLVd3YEXqeS1VvyqFfjdpbyBEASGplic16esSNJ1jtwrr1ucKeagWUM7c8Pn9qqkqkVGjOyrZbzBdOUT+SlPftIXgTJDNlvc8KrMJhFf2t7hUrfPdBj8ocLTzivdzPGdZ07wuqU51vvpsIW2rrrq4O+6XszaGUgisseJP3azultf+mldCLdMNJmJgzuvJsmiFeFtJxd404n5Mk8gg+cCdgLi+ClJ+Ex+ykfZDb5ouXW7v09UIFZa2wGdy54/2dkgEMEgf8cgrPZSXrMwy5tPLrGRpORfhk+2rprR1vVisz6O9BiUjlePqkVECy2zqtWW8oFUZioM5ohprmRNw+JUzDekU437up13vmFh9hdPTTTYSDNUn2MspHKrJHwQw+uzs0p+yiN5Gf5d2ahDFHXK/HrMA9ttLvS6zIZhW4Tf3einvHJ+mu88e4LtNCXzFZB1vF2cfJ0qN5RvIwO9l4BfBXr1EV4DbV0vZhUN5OC0+Pdo1hWXaTHtICg0AV8JJh9Nrhp6EwqJwYOxQjpruIEWZycaP2uNuX07y38BkSeeBWJbKN9Bxg8ZeLfOK/kC+EnF9saYcylV6ITSWAvJ1uFL3S0CMRiRn1vrpyw1Y95zyxkAupnDinwbqfwVlG/Ulr9RWx5tlAMwU4qssI75PyXiX+Xqf9LX7LcG2rpeZDarR3rO1MPOezLvaRAMkW2o1Q6juzyCLYaPSwVsM8VEBpYi/HZ+PNlxf4ecvw3628BnxcgDoFsgATAFvBK4A+Hb1MgiU4qbU/xM8WtMyqg2PMgqDEH7wvxGg89urPPI9g6LcdTrpO7vxcbyrhtOEhhhvZ/O2Mz8gijfp9MeP+/xUx4JFTEUUoSCHBNY1lO6Kf/IqpnL1P+IyPU3wLEG2roOBaFVAS+KlyN7Cq569KNZ7r990LdlUDyCMeD9MClw8N0SbEshQQoJQYxgZgKiluAdgtd3aqbvFC9DPVeKSYkQgg9AI4WJ4nuSjZHmqmZjwaMsXmnyzHKPT6+vMhWG9Jx/l0P1+8+d4exEi9Ve+rdsZn5EZ/1xv+DQKQ8hmL4giRQvedD+ZoGTjq24y7f4Y3/zwfWNW+/f2HjvfCPu10d+DbR1vSis9mj3lIvwrzPvvt0rGCMDu9ZYktdu+ICo7ILtwISgxeQErGCbAkaHnlstwVINQ4Py0EiQAVlx/xGArazjXeSZvhoTrls+tbFC4j0zQfAbK/3k995++jgvm5lkpZ3+HZPJT+pJhzu9O29MuiCOvbtxDnBCNp9xyjd4y9qp77l/Y+OfOM9fM0dUQxhOLK6Btq5DyWo58r3r/y3N3EPdJLtjaiLCO0XEo5jS6K8MEv+0tFmJlsBZbdEtdVvNtADO8nsiA2DbfYyMB1s5Kc8EHQXbSJlYiwhWLb9+9RLn210CIytXuv3/7VtPLvHG44us72S/oMJf0NsymHWYVBBXumf9GEOuPLkoWGdYNylnp1rcMDX5/sud7gcmwuD80aUM12/V9q7Df3zidVerPYpfIvITO72ELHMExhSOgQGXldFGhuFt3bvUHzYHDJb9npFU7LLJbvff6lcpU4gWGrGPPY2tgOMrLX7n4lV+98pVMtWnFuPo2PfeeGr5W04s0u7lfz3z+he4MYOFHOlJAbSefVJydATIBQFn8NbRiIUJG0jm/Z89qn9jf8TtMzWjPSJcoFhSH9XLvfxXl+uTm+3k5mOzLawUEoLBF9tgUpgvlHLs+ACsqk1bg9DsMjt2jEAOlIe9Pb7V8sUZ4S1MrkdEywEfunCBy2mPd546yYwNL965MP1nppvBkxtJ2kDMPw1uyclnc8yOGeQ57uklFgExBvW7JjVRQVwx6jxB8V4RkVddD8tr5fpr5KiB9iVSR7rLSDUxVr6tk2RPbXUS5qYapN7hVTEqqBSeAz+OYeV/RiYxyBgID5itGVvCj01LANAYPJ651QZTGyG/9PR5NvOMH7zxBmZnQpLIvbGbuDeubqVEGtAJexBlNNMQP6bFeq8E1tBqhuSpI00d1gho4QQWVawBzQvJQwpx1h7VP/FLb7ZvDbTXZV0HDODpwMp3bnT6v62izE02yPyA6RX67GB+44j0OQDboTth9LSW8SuV7GW5GhYuBNsWjrdbbK7nfOjikwTG8Bdvu5l0znFluoMJi99j5wx+xfHkI2tMByE339EgyXaRVr3SiCzWGh6+b4Xz57eIm5Ybbpzl5LFJbDl6JrBgMsPlTspamtCwVuqm3SO6aKs/groOzcVE5H8Y5Yc2tvtstvsEVgirm1Tsaqwjk2+q/9dSb/WVAVwjAxUrX1LavDxMr4ccW27y9OU+H3z6PE+0O7zj2HH8vKO91McakBTIQeaU9FSfRDK6qzl5oogUA8zEK6EVmlHAvZ+/wh//4TPMzTV4xcuXWJhtFr/XKdYqeE+zH/DQ1hZXuj0a1i7v0Y6PzFc1Xuf647Y1o63rcF35RX5RIdnupB9qiEUiSxgZnBbstrra1zKndpTdDlq5QJxAoCMaLoMFugHNoJkETHZC1jdTPru9zBc3Nrnc6/P2E8fXjs1HC6uTHUzC7uaWAH0hMJawYchyh/e6Oy0daMYBjz68xgP3L/OmN9/Ana84Tq+bkaYOzT3WgjEgKyGPX+nxmdUVJsIAI/LLR3VvXrSWDuqq61BVy9pfeWCn/cij2+3/8S0nlo4ZXwTIGFs6AoRism3lMVphujoAWw94QQIt1m6mWNaHmaGVBcR9y3Yn59Prq9y7vUU7zVGB22env//1C/Pf0Wmmf0mMQt8QNgofRJ47gkjo95XOTs7c8QZxYMjSYjy4NYJLPA8+uMLps1Pccdsi25t9fO4xAlFUXiCuWvrrwq898wzLvYSlZvSHzvvPHNVYRTGC+OsXamugrevQVSOwdJ2758NPX3z1epJ+6I6pqW89NzfN7ERETz3eeAik6AgzBastJr+y64wXwBYeXDIhUKGFJcyF7R3PpU7CpbTHg9s7XO32aQXWTcfhLy/305+8a2H2kYVm9H9c1g4Wg42E5QttpuZiFk60QOCZx7bodlPOLc0SWCEvMSS2lq2tPt0k5etefbzskfBEEbgMsm0hbgecX074yOVLPLi9zbFG7LzqXzNydJU8kX0cbzXQ1lXXi1delakwoGnN1Y9dWn7L3eH6e++Ynvq5O2dnjt86PcViKyaOLRhBTWH5GugJu3m2g6YAcJnSTRznuz0u9fo80e2wliT0nCO2NpuNw39hRH5utZ88dfv0FC+fnWItSZbstCAOojAg6TnOP7bMjbfP0OtmPHzfGgvHmpw6PUme+KK5TKFhLQ8vt7GhcPbYJHnHEfYt9AS6wsZWzt0b63xi5SqrScJCHCXq9fUo99Z/+Rpo66rraw62gTEsNUIUPvSlja3f/tLG1v9+ptV655nJ1jedbDbsVBQRGUMggjWmiEUsk3g8QqZKL8tZT1PWspSVfkLPeWJrLrasvX8mCj8m8MuqXOz5nOkw5K2nlkAgd75rfDEBIus5bjw3i6ry1MObYOD0DVOcu22OwAhpzw3H4XhfhNi+6thZ8qsh652UzW7OZjej7TMe3Nnhoe0dYiMcbzZ+N3f+Rz01yNZAW1ddL2IpxVTZhTjaAn5qPUl/6lK3d1aEd0fWviE05jXGyC1WTGSlnBAsRUeZR/BeU4EnYmufaAX27tkw+ENj5OPsxnoD0M89bzu1yKlWg6v9BBH5tHblFjOjePGIM9x6+wI33DQDqjRbRVdE2s2xFS9vRs65uXlWuvD/3PMUqXf0XE7XOXreYyBZiKOPofpPvOqn6r9wDbR11XWoAFeAVmBphfaCQf45ov9cEUTkhCBTxtAySMOKINAPjOlKaHYMcsXAgUMSc1UmwoCTzQbdPC821AJ+Qtv8kKwYgsXCtpX1cwIjiBWyngctOrugiEEMAsh2hMl+g49uXOT+7U3m4+ihQOTTDWtWGoH9klf9PeByHYlYA21ddb0kSopRMojIFUGumJLRmgJoEXnue/gGyJ3HD4MleFxFv1s2zW80fUg24dDYYYxipAimKZ5fi0E8Dvy6IdoM+f3lFe5eW+Nkq4mFdwJPwfW9GVQDbV111bXvyKBGYD+y0k/e8MSl7m+cmWzOz06GtBqCCUHLhDBVxWews+PZ2M64d2uNTy6vEogQinzQqz5Vf7p11UBbV10HVMNa+t7f/avnz79yNgx+4USj9Z3H4wYNa4rx6Kp4VZLccSXpc6XfZzVJmAgssTV/3av+XP0p1lUDbV11XaO8KrExRMZcXk2Sd17t9d/l4YcMvEZE5gWsgvWqKkLetHZ7Jgo/beDfeeXT9SdYVw20ddX1HCUFK0IrCBD4zb7za171tYoeB7EiBCHGx9bkVmQD+JTCF+pPrq5qyRFP76+rrrrqetGrTu+qq6666qqBtq666qqrBtq66qqrrrpqoK2rrrrqqoG2rrrqqqsG2rrqqquuumqgrauuuuo6lPX/DwAAvmTifM1FDAAAAABJRU5ErkJggg==

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

<<nobr>>\n\n/% Pre-setup; clear any residual encounter flags. %/\n\n<<set $encImg = 0; $inedible = 0; $creatureBreasts = 0; $encFatten = 0; $encBloat = 0; $predDesc = 0; $CreatureEffects = 0; $creatureNoBelly = 0>>\n\n<<set $useDesc = 0; $itemType = 0; $itemID = 0; $itemEncounter = 0; $itemGrammar = 0; $itemPool = 0>>\n\n<<set $waterResource = 0; $milkResource = 0; $meatResource = 0; $fishResource = 0; $poultryResource = 0; $eggResource = 0; $grainResource = 0; $rootResource = 0; $fruitResource = 0; $vegResource = 0; $sugarResource = 0; $nutResource = 0; $fatResource = 0; $herbResource = 0; $jellyResource = 0; $dragonResource = 0; $leupaiResource = 0; $fatteniumResource = 0; $miraResource = 0>>\n\n/% ======================================================================== %/\n\n/% Special encounters by Zone %/\n\n/% ======================================================================== %/\n/% Woodlands %/\n\n<<if $zoneType is "woodland">> \n/% %/\n<<set $randomizer = either(1,1,1,2,2,3,3,4)>>\n\n/% Common %/\n<<if $randomizer is 1>><<set $specialEncounter = either("leupai merchant","leupai merchant","leupai merchant","abitte","abitte","bovieterie")>><<endif>>\n\n/% Uncommon %/\n<<if $randomizer is 2>><<set $specialEncounter = "treasure chest"; $itemPool = "treasureLv1">><<endif>>\n<<if $randomizer is 3>><<set $specialEncounter = "orchard"; $itemPool = "orchardLv1">><<endif>>\n\n/% Rare %/\n<<if $randomizer is 4>><<set $specialEncounter = "leupai dungeon lv1">><<endif>>\n\n/% ======================================================================== %/\n<<elseif $zoneType is "agriculture">>\n\n<<set $randomizer = either(1,1,2,2,3)>>\n\n/% Common %/\n<<if $randomizer is 1>><<set $specialEncounter = either("leupai merchant","abitte","bovieterie","bovieterie")>><<endif>>\n\n/% Uncommon (for now-- should be turned down to 'rare' once there's more cool stuff to find) %/\n<<if $randomizer is 2>><<set $specialEncounter = "orchard"; $itemPool = "orchardLv1">><<endif>>\n<<if $randomizer is 3>><<set $specialEncounter = "leupai dungeon lv1">><<endif>>\n\n\n\n/% ======================================================================== %/\n/% Default Caverns %/\n\n<<elseif ($subterranean is 1) and ($indoorZone is 0)>>\n/% %/\n<<set $randomizer = either(1,1,2,2,3,4)>>\n\n/% Common %/\n<<if $randomizer is 1>><<set $specialEncounter = "treasure chest"; $itemPool = "treasureLv1">><<endif>>\n<<if $randomizer is 2>><<set $specialEncounter = either("leupai merchant","abitte","abitte","bovieterie")>><<endif>>\n\n/% Uncommon (for now-- should be turned down to 'rare' once there's more cool stuff to find) %/\n<<if $randomizer is 3>><<set $specialEncounter = "crystal cave"; $itemPool = "crystalsLv1">><<endif>>\n<<if $randomizer is 4>><<set $specialEncounter = "leupai dungeon lv1">><<endif>>\n\n\n\n/% ======================================================================== %/\n<<elseif $zoneType is "science">>\n\n<<set $randomizer = either(1,1,1,2,2,2,3,3)>>\n\n/% Common %/\n<<if $randomizer is 1>><<set $specialEncounter = "treasure chest"; $itemPool = "treasureLv1">><<endif>>\n\n/% Rare %/\n<<if $randomizer is 2>><<set $specialEncounter = "old hypo lab equipment">><<endif>>\n\n<<if $randomizer is 3>><<set $specialEncounter = "closet"; $itemPool = "closetLv1">><<endif>>\n\n<<if $randomizer is 4>><<set $specialEncounter = "kitchen"; $kitchenType = "Lab Kitchen"; $kitchenDesc = "This laboratory kitchen is nicely-furnished, with an ''oven, several miragrills, a stove, pots, pans, a sink, and other necessary tools for most essential cooking.">><<endif>>\n\n/% ======================================================================== %/\n<<elseif $zoneType is "revstorage">>\n\n<<set $randomizer = either(1,1,1,2)>>\n\n/% Common %/\n<<if $randomizer is 1>><<set $specialEncounter = "treasure chest"; $itemPool = "treasureLv1">><<endif>>\n\n/% Uncommon %/\n<<if $randomizer is 2>><<set $specialEncounter = "closet"; $itemPool = "closetLv1">><<endif>>\n\n/% ======================================================================== %/\n<<elseif $zoneType is "testzone">>\n\n<<set $randomizer = either(1,1)>>\n\n/% Common %/\n<<if $randomizer is 1>><<set $specialEncounter = "abitte">><<endif>>\n\n\n\n/% ======================================================================== %/\n/% Planes (Placeholder) %/\n\n\n/% ======================================================================== %/\n/% Undefined/Placeholder zone. %/\n\n<<else>> \n<<set $randomizer = either(1,1,1,2,2,3,3)>>\n\n/% Common %/\n<<if $randomizer is 1>><<set $specialEncounter = either("leupai merchant","abitte")>><<endif>>\n\n/% Uncommon %/\n<<if $randomizer is 2>><<set $specialEncounter = "treasure chest"; $itemPool = "treasureLv1">><<endif>>\n<<if $randomizer is 3>><<set $specialEncounter = "leupai dungeon lv1">><<endif>>\n\n\n<<endif>>\n\n/% ======================================================================== %/\n/% Special - Site of Death event. %/\n\n<<if $storedCorpse is 1>>\n\t<<if ($location eq $deathLoc) and ($planet eq $deathWorld)>><<set $randomizer = random(1,3)>>\n\t\t<<if $randomizer is 1>>\n\n<<set $specialEncounter = "player corpse">>\n\n<<endif>><<endif>><<endif>>\n\n<<endnobr>>

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

/% Elasticity checks %/\n\n<<if $topWorn neq "nothing">><<set $topElasticity = ($breast + $belly) /10>><<endif>>\n\n<<if $beltWorn neq "nothing">><<set $beltElasticity = $belly /10>><<endif>>\n\n<<if $pantsWorn neq "nothing">><<set $pantsElasticity = $thigh /10; $pantsGrammar = $pantsPlural>><<endif>>\n\n\n/% Snug %/\n\n<<if $topElasticity gte $topSnugCap and $topWorn neq "nothing">><<set $topSnug = 1; $topStatus = "tight"; $alerted = 1>><<endif>>\n<<if $beltElasticity gte $beltSnugCap and $beltWorn neq "nothing">><<set $beltSnug = 1; $beltStatus = "tight"; $alerted = 1>><<endif>>\n<<if $pantsElasticity gte $pantsSnugCap and $pantsWorn neq "nothing">><<set $pantsSnug = 1; $pantsStatus = "tight"; $alerted = 1>><<endif>>\n\n\n/% Tight %/\n\n<<if $topElasticity gte $topTightCap and $topWorn neq "nothing">><<set $topTight = 1; $topStatus = "creaking"; $alerted = 1>><<endif>>\n<<if $beltElasticity gte $beltTightCap and $beltWorn neq "nothing">><<set $beltTight = 1; $beltStatus = "creaking"; $alerted = 1>><<endif>>\n<<if $pantsElasticity gte $pantsTightCap and $pantsWorn neq "nothing">><<set $pantsTight = 1; $pantsStatus = "creaking"; $alerted = 1>><<endif>>\n\n\n/% Burst checks %/\n\n<<if $topElasticity gte $topElasticityMax and $topWorn neq "nothing">><<set $topBurst = 1; $alerted = 1>><<endif>>\n<<if $beltElasticity gte $beltElasticityMax and $beltWorn neq "nothing">><<set $beltBurst = 1; $alerted = 1>><<endif>>\n<<if $pantsElasticity gte $pantsElasticityMax and $pantsWorn neq "nothing">><<set $pantsBurst = 1; $alerted = 1>><<endif>>

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