You and your girlfriend decide to do some shopping. \n\n\nVisit [[Ulric's Ubermen Utopia]]\nVisit [[Peter's Parts and Plans]]\nVisit [[Allison's Appealing Apparel]]\n\n\nNevermind, return to the [[Living Room]]

<<set $BWOseed to either (1, 2, 3, 4)>>\n\nwork out # <<print $BWOseed>>\n\n\n<<if $BWOseed is 1>>\n\n<<if $GS gte $BS>>Your girlfriend declares that you're going to work on your back and biceps today.<<endif>><<if $BS gt $GS>>You decide that today the two of you will work on back and biceps.<<endif>>\n\nShe picks up the <<if $GS is 1>>5 pound dumbbells causing her arms to barely move at all.<<endif>><<if $GS is 2>>10 pound dumbbells causing a tiny rise in her arm.<<endif>><<if $GS is 3>>15 pound dumbbells causing the toned tendons of her arm to tighten.<<endif>><<if $GS is 4>>20 pound dumbbells causing her small biceps to tense up.<<endif>><<if $GS is 5>>25 pound dumbbells causing her small biceps to ripple from the effort.<<endif>><<if $GS is 6>>30 pound dumbbells<<endif>><<if $GS is 7>>35 pound dumbbells<<endif>><<if $GS is 8>>40 pound dumbbells<<endif>><<if $GS is 9>>45 pound dumbbells<<endif>><<if $GS is 10>>50 pound dumbbells<<endif>><<if $GS is 11>>60 pound dumbbells<<endif>><<if $GS is 12>>70 pound dumbbells<<endif>><<if $GS is 13>>80 pound dumbbells<<endif>><<if $GS is 14>>90 pound dumbbells<<endif>><<if $GS is 15>>100 pound dumbbells<<endif>><<if $GS is 16>>110 pound dumbbells<<endif>><<if $GS is 17>>120 pound dumbbells<<endif>><<if $GS is 18>>130 pound dumbbells<<endif>><<if $GS is 19>>150 pound dumbbells<<endif>>\n\n\n<<endif>>\n<<if $BWOseed is 2>>\n<<if $GS gte $BS>>Your girlfriend announces that you're going to work on your legs today.<<endif>><<if $BS gt $GS>>You decide that the two of you will work on your legs today.<<endif>>\n\n\n<<endif>>\n<<if $BWOseed is 3>>\n<<if $GS gte $BS>>Your girlfriend decides that today you're going to work on chest and shoulders today<<endif>><<if $BS gt $GS>>You decide that today the two of you will work on your chest and shoulders<<endif>>\n\n\n<<endif>>\n<<if $BWOseed is 4>>\n<<if $GS gte $BS>>Your girlfriend announces that today you're going to be working on your abs.<<endif>><<if $BS gt $GS>>You determine that today you the two of you will be working on your abs<<endif>>\n<<endif>>\n\n\n[[sleep]]

\nPlayer Name: <<print $pname>>\nGirlfriend Name: <<print $hername>>\n\n[[See Currently Set Toggles|toggles]]\n[[Add items to inventory|itemtest]]\n[[Install Upgrades / Build Inventions Without Blueprints (for testing)|upgradetest]]\n\nChange various variables here. Note - messing with stuff here could break the game. Use at your own risk!\n\nWARNING - The game doesn't work with negative strength levels. Make sure strength levels are set to at least 1 for the girlfriend, and at least 0 for the player.\n\nWARNING - Don't increase player strength past 20 major functions of the game won't work!\n\n---Girlfriend Stats---\n\nGirlfriend Strength = <<print $GS>> [[Increase|test room][$GS +=1]] [[Decrease|test room][$GS -=1]]\n\nGirlfriend Workout Points= <<print $GW>> [[Increase|test room][$GW +=1]] [[Decrease|test room][$GW -=1]]\n\nGirlfriend Atrophy Points = <<print $GA>> [[Increase|test room][$GA +=1]] [[Decrease|test room][$GA -=1]]\n\nGirlfriend Height = <<print $GH>> [[Increase|test room][$GH +=1]] [[Decrease|test room][$GH -=1]]\n\nGirlfriend Endurance = <<print $GE>> [[Increase|test room][$GE +=1]] [[Decrease|test room][$GE -=1]]\n\nGirlfriend Endurance Points = <<print $GEP>> [[Increase|test room][$GEP +=1]] [[Decrease|test room][$GEP -=1]]\n\nGirlfriend Flexibility = <<print $GF>> [[Increase|test room][$GF +=1]] [[Decrease|test room][$GF -=1]]\n\nGirlfriend Flexibility Points = <<print $GFP>> [[Increase|test room][$GFP +=1]] [[Decrease|test room][$GFP -=1]]\n\nGirlfriend Intelligence = <<print $GINT>> [[Increase|test room][$GINT +=1]] [[Decrease|test room][$GINT -=1]]\n\nGirlfriend Intelligence Points = <<print $GIP>> [[Increase|test room][$GIP +=1]] [[Decrease|test room][$GIP -=1]]\n\nGirlfriend Reaction Speed = <<print $GRT>> [[Increase|test room][$GRT +=1]] [[Decrease|test room][$GRT -=1]]\n\nGirlfriend Reaction Speed Points = <<print $GRP>> [[Increase|test room][$GRP +=1]] [[Decrease|test room][$GRP -=1]]\n\n\n---Girlfriend Profession Skills---\n\nGirlfriend Office Job Skill Level = <<print $Gofficeskill>> [[Increase|test room][$Gofficeskill +=1]] [[Decrease|test room][$Gofficeskill -=1]]\n\nGirlfriend Office Job Skill Points = <<print $Gofficepoints>> [[Increase|test room][$Gofficepoints +=1]] [[Decrease|test room][$Gofficepoints -=1]]\n\nGirlfriend Construction Job Skill Level = <<print $Gconstructskill>> [[Increase|test room][$Gconstructskill +=1]] [[Decrease|test room][$Gconstructskill -=1]]\n\nGirlfriend Construction Job Skill Points = <<print $Gconstructpoints>> [[Increase|test room][$Gconstructpoints +=1]] [[Decrease|test room][$Gconstructpoints -=1]]\n\n\n--Player Stats---\n\n\nPlayer Strength = <<print $BS>> [[Increase|test room][$BS +=1]] [[Decrease|test room][$BS -=1]]\n\nPlayer Workout Points = <<print $BW>> [[Increase|test room][$BW +=1]] [[Decrease|test room][$BW -=1]]\n\nPlayer Atrophy Points = <<print $BA>> [[Increase|test room][$BA +=1]] [[Decrease|test room][$BA -=1]]\n\nPlayer Height = <<print $BH>> [[Increase|test room][$BH +=1]] [[Decrease|test room][$BH -=1]]\n\nPlayer Endurance = <<print $BE>> [[Increase|test room][$BE +=1]] [[Decrease|test room][$BE -=1]]\n\nPlayer Endurance Points = <<print $BEP>> [[Increase|test room][$BEP +=1]] [[Decrease|test room][$BEP -=1]]\n\nPlayer Flexibility = <<print $BF>> [[Increase|test room][$BF +=1]] [[Decrease|test room][$BF -=1]]\n\nPlayer Flexibility Points = <<print $BFP>> [[Increase|test room][$BFP +=1]] [[Decrease|test room][$BFP -=1]]\n\nPlayer Intelligence = <<print $BINT>> [[Increase|test room][$BINT +=1]] [[Decrease|test room][$BINT -=1]]\n\nPlayer Intelligence Points = <<print $BIP>> [[Increase|test room][$BIP +=1]] [[Decrease|test room][$BIP -=1]]\n\nPlayer Reaction Speed = <<print $BRT>> [[Increase|test room][$BRT +=1]] [[Decrease|test room][$BRT -=1]]\n\nPlayer Reaction Speed Points = <<print $BRP>> [[Increase|test room][$BRP +=1]] [[Decrease|test room][$BRP -=1]]\n\n\n---Player Profession Stats---\n\n\nPlayer Office Job Skill Level = <<print $Bofficeskill>> [[Increase|test room][$Bofficeskill +=1]] [[Decrease|test room][$Bofficeskill -=1]]\n\nPlayer Office Job Skill Points = <<print $Bofficepoints>> [[Increase|test room][$Bofficepoints +=1]] [[Decrease|test room][$Bofficepoints -=1]]\n\nPlayer Construction Job Skill Level = <<print $Bconstructskill>> [[Increase|test room][$Bconstructskill +=1]] [[Decrease|test room][$Bconstructskill -=1]]\n\nPlayer Construction Job Skill Points = <<print $Bconstructpoints>> [[Increase|test room][$Bconstructpoints +=1]] [[Decrease|test room][$Bconstructpoints -=1]]\n\n\n\n<<back>>\n[[Living Room]]\n\n\n

As you move to uncork the bottle, you can't help but feel your instincts screaming at you this is a bad idea. After removing the wooden top, your nose is bombarded with a putrid stench. Wanting to get this over with, you bring it to your mouth and force yourself to swallow each disgusting gulp.\n\nWithin a matter of moments you feel as if you have a terrible stomach ache. A few more seconds pass, and suddenly you feel <<if $BS is 0>> that if you had any muscle to lose, that you would lose it<<endif>><<if $BS gt 0>>your muscles withering and atrophying somewhat<<set $BS -=1>><<endif>> and <<if $BH is 0>>that if you had any height to lose without causing serious problems, you would have shrunk.<<endif>><<if $BH gt 0>>your stature decreasing!<<set $BH -1>><<endif>> \n\n<<if $BE gt 0>>You also feel as if you have less stamina and energy in general <<set $BE -=1>><<endif>>\n\n<<set $atpc -=1>>\n\n[[inventory]]\n[[Living Room]]

<<if $TS is "on">>You stare at the potion. If what it claims is true, this could finally be the cure to your schmosby ails. All the years of being short, weak and unathletic... \n\nA chill runs down your spine, and suddenly you have a better idea. Maybe, instead, you should give this to your girlfriend? She's already better than you in every way, and now you can increase this gap even further!\n\nAgainst your better judgement (or perhaps following your better judgement) you [[hand the potion to your girlfriend instead.|gfultrapot]] <<endif>>\n<<if $TS is "off">>Eager to see if this miracle potion lives up to the bold claims it makes, you quickly uncork it and chug its contents. The liquid has a flavor more wondrous than you could ever imagine. In a matter of moments, a sensation of immense pleasure courses through your entire being, and a great energy begins to well within you.\n\n<<if $BS gte 14>>Unfortunately, you are already at your natural limit for building muscle.<<endif>><<if $BS is 13>>Your muscles grow larger, achieving their natural limit.<<set $BS +=1>><<endif>><<if $BS lt 13>>Your muscles grow larger, and after a short delay, they grow even larger!<<set $BS +=2>><<endif>>\n\nYou also begin growing significantly taller, and you feel as if you have much more energy, stamina and flexibility!<<set $BE +=2>><<set $BH +=2>><<set $BF +=2>><<set $ultpc -=1>><<endif>>\n\n[[inventory]]\n[[Living Room]]

"Ah, Chess, one of the classic games of strategy. One versus one, a true test of skill. Well, Go and a few other games are arguably better, but don't let that dissuade you from playing this beauty. I'm sure if you practice enough against each other and pay attention, your minds will sharpen up a little."\n\nThe price is $50\n\n<<if $cash lt 50>>You don't have enough to afford this!\n\nGo <<back>><<endif>>\n\n<<if $cash gte 50>>Will you buy it?\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 50; $chesssetowned = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>>

<<if $mpc gt 0>>A strange, old looking flask with a label on it - "Drink for immediate vitality and rigor for you daily needs!" there is a cartoonish picture of a flexed bicep. \n\nWho will drink it?\n\n[[Give it to my girlfriend|gfmpot]]\n[[Drink it myself|pmpot]]\n\n[[Put it away|inventory]]<<endif>>\n<<if $mpc lte 0>>\n\nYou don't have any of this item! <<endif>>\n\nReturn to your [[inventory]]\nReturn to the [[Living Room]]

\nYou and your girlfriend sleep soundly. \n<<nobr>>\n<<set $shoppotionseed to either (1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12)>>\n<<if $TS is "off">>\n<<if $BW gte 4 and $BS lt 14>><<set $BW to 0>><<set $BS +=1>> <<set $BSM to "on">><<if $PHG is "on">><<set $BH +=1>><<set $BHM to "on">><<endif>>\n<<endif>>\n\n<<if $BW gte 4 and $BS gte 7>><<set $BW to 0>><<set $BMM to "on">><<endif>>\n\n<<if $PMA is "on">><<if $BA gte 2 and $BS gt 0>><<set $BA -=2>><<set $BS -=1>>\n\n<<if $PEA is "on">> <<set $BE -=1>><<set $BEAM to "on">><<endif>>\n\n<<set $BAM to "on">><<if $PHA is "on">><<set $BH -=1>><<set $BAHM to "on">><<endif>>\n<<endif>><<endif>>\n\n<<if $BEP gte 4>><<set $BE +=1>><<set $BEP -=4>><<set $BEM to "on">>\n<<if $PEHG is "on">><<set $BH +=1>><<set $BHM to "on">><<endif>>\n<<endif>>\n<<if $BFP gte 4>><<set $BF +=1>><<set $BFP to 0>><<set $BFM to "on">><<endif>>\n\n<<if $BIP gte 4>><<set $BINT +=1>><<set $BIP to 0>><<set $BIM to "on">><<endif>>\n<<endif>>\n\n<<if $BRP gte 4>><<set $BRT +=1>><<set $BRP to 0>><<set $BRM to "on">><<endif>>\n\n<<if $GW gte 4 and $GS lt 20>><<set $GW to 0>><<set $GS +=1>> <<set $GSM to "on">>\n<<if $GHG is "on">><<set $GH +=1>><<set $GHM to "on">><<endif>>\n<<endif>>\n\n<<if $Bofficepoints gte 4>>\n<<if $Bofficeskill lt 10>><<set $Bofficeskill +=1>><<set $Bofficepoints to 0>><<endif>><<set $pofficemessage to "on">><<endif>>\n\n<<if $Bconstructpoints gte 4>>\n<<if $Bconstructskill lt 10>><<set $Bconstructskill +=1>><<set $Bconstructpoints to 0>><<endif>><<set $Bconstructmessage to "on">><<endif>>\n\n<<if $Gofficepoints gte 4>><<if $Gofficeskill lt 20>><<set $Gofficeskill +=1>><<set $Gofficepoints to 0>><<endif>><<set $Gofficemessage to "on">><<endif>>\n<<if $Gconstructpoints gte 4>><<if $Gconstructskill lt 10>><<set $Gconstructskill +=1>><<set $Gconstructpoints to 0>><<endif>><<set $Gconstructmessage to "on">><<endif>>\n\n<<if $GMA is "on">><<if $GA gte 2 and $GS gt 1>><<set $GA -=2>><<set $GS -=1>>\n\n<<if $GEA is "on">> <<set $GE -=1>><<set $GEAM to "on">><<endif>><<set $GAM to "on">><<if $GHA is "on">><<set $GH -=1>><<set $GAHM to "on">><<endif>>\n<<endif>><<endif>>\n\n\n<<if $GEP gte 4>><<set $GE +=1>><<set $GEP -=4>><<set $GEM to "on">><<if $GEHG is "on">><<set $GH +=1>><<set $GHM to "on">><<endif>>\n<<endif>>\n\n<<if $GFP gte 4>><<set $GF +=1>><<set $GFP to 0>><<set $GFM to "on">><<endif>>\n\n<<if $GIP gte 4>><<set $GINT +=1>><<set $GIP to 0>><<set $GIM to "on">><<endif>>\n\n<<if $GRP gte 4>><<set $GRT +=1>><<set $GRP to 0>><<set $GRM to "on">><<endif>>\n\n\n<<if $weekday is "sunday">><<set $nextday to "monday">><<endif>>\n\n<<if $weekday is "monday">><<set $nextday to "tuesday">><<endif>>\n\n<<if $weekday is "tuesday">><<set $nextday to "wednesday">><<endif>>\n\n<<if $weekday is "wednesday">><<set $nextday to "thursday">><<endif>>\n\n<<if $weekday is "thursday">><<set $nextday to "friday">><<endif>>\n\n<<if $weekday is "friday">><<set $nextday to "saturday">><<endif>>\n\n<<if $weekday is "saturday">><<set $nextday to "sunday">><<endif>>\n\n<<endnobr>><<set $weekday to $nextday>>\n<<if $gequip is "redamulet">><<if $redamuletcharges lt 1>>The amulet on your girlfriend's remains dull, and nothing happens, as if the magic within it has been depleted.<<endif>><<if $redamuletcharges gt 0>>During the night, the amulet on your girlfriend's neck glows brightly.<<set $GS += 1; $redamuletcharges -=1>><<endif>><<endif>>\n<<if $gequip is "blueamulet">><<if $blueamuletcharges lt 1>>The amulet on your girlfriend's remains dull, and nothing happens, as if the magic within it has been depleted.<<endif>><<if $blueamuletcharges gt 0>>During the night, the amulet on your girlfriend's neck glows brightly.<<set $GINT += 1; $blueamuletcharges -=1>><<endif>> <<endif>>\n<<if $gequip is "greenamulet">><<if $greenamuletcharges lt 1>>The amulet on your girlfriend's remains dull, and nothing happens, as if the magic within it has been depleted.<<endif>><<if $greenamuletcharges gt 0 >>During the night, the amulet on your girlfriend's neck glows brightly. <<set $GE +=1; $greenamuletcharges -=1>><<endif>> <<endif>>\n<<if $gequip is "rainbowamulet">><<if $rainbowamuletcharges lt 1>>The amulet on your girlfriend's remains dull, and nothing happens, as if the magic within it has been depleted.<<endif>><<if $rainbowamuletcharges gt 0>>During the night, the amulet on your girlfriend's neck glows brightly.<<set $rainbowamuletcharges -=1; $GE +=1; $GS +=1; $GINT +=1; $GRT +=1; $GF +=1; $GH +=1>><<endif>><<endif>>\n\n<<set $dailypotionbought to "false">>\nSee what's in store tomorrow in the [[Living Room][$day +=1]]\n\n

Special thanks to the following people for their generous contributions!\n\nPatreon Contributors:\nPatrick\nCorrssan\nConcavesim\nJ\nShinblam\nTed \nAlasdair\nGoert\nAlbert\nRey Rex\nNathan\nShadowwolf\n\nBeta Testers:\nSperics\nPidey\nDarkZeroBlade\nHusky70\nelaw\nTreguard\npkipki\nUnknownUsername333\nTreguard\ndummyaccount1231\nDrac013\nYttriumDervish\n\n<<back>>

Who performed calisthenics today?\n\n[[Just Me|pcalis]]\n[[Just My Girlfriend|gcalis]]\n[[Both of Us|bcalis]]\n\nNevermind, return to the [[Living Room]]

What job will you be working today?\n\n[[Office Job|playwork2][$pjob = "office"]]\n[[Construction Job|playwork2][$pjob = "construction"]]\n\nI changed my mind. Go back to the [[Living Room]]\n\n

What kind of workout do you have in mind?\n\n[[Calisthenics|Calismenu]]\n<<if $weightsowned is "true">>\n[[Lift Weights]]<<endif>>\n[[Go To the Gym|Gym Menu]]\n[[Go Running|runmenu]]\n[[Yoga|yogamenu]]\n\n<<back>>

What item do you want to add to your inventory?\n\n\nCurrent Cash = <<print $cash>> [[Add $100|itemtest][$cash +=100]] [[Add $500|itemtest][$cash +=500]] [[Add $1000|itemtest][$cash +=1000]] [[Reset Cash to 0|itemtest][$cash = 0]] [[Reset Cash to Starting Point|itemtest][$cash = 200]]\n\nMega Batteries = <<print $batteries>> [[Add 1 Battery|itemtest][$batteries +=1]] \t[[Add 3 Batteries|itemtest][$batteries +=3]]\t[[Remove 1 Battery|itemtest][$batteries -=1]]\t[[Set Batteries to 0|itemtest][$batteries = 0]]\n\nBatteries Bought = <<print $batteriesbought>> [[Increase|itemtest][$batteriesbought +=1]] [[Decrease|itemtest][$batteriesbought -=1]]\t\t[[Reset|itemtest][$batteriesbought = 0]] \n\n[[Muscle Growth Potion|itemtest][$mpc +=1]]\n[[Muscle Shrink Potion|itemtest][$wpc +=1]]\n[[Flexibility Potion|itemtest][$fpc +=1]]\n[[Endurance Potion|itemtest][$epc +=1]]\n[[Height Potion|itemtest][$hpc +=1]]\n[[Shrinking Potion|itemtest][$shrpc +=1]]\n[[Transfer Potion|itemtest][$trpc +=1]]\n[[Atrophy Potion|itemtest][$atpc +=1]]\n[[Mega Potion|itemtest][$megpc +=1]]\n[[Ultra Potion|itemtest][$ultpc +=1]]\n[[Intelligence Potion|itemtest][$intpc +=1]]\n[[Reaction Speed Potion|itemtest][$rtpc +=1]]\n\n\nRed Focusing Crystals = <<print $redfocuscrystals>> [[Add Red Focusing Crystal|itemtest][$redfocuscrystals +=1]] [[Remove Red Focusing Crystal|itemtest][$redfocuscrystals -=1]]\n\nRed Focusing Crystals Bought = <<print $RFCbought>> [[Increase|itemtest][$RFCbought +=1]] \t[[Decrease|itemtest][$RFCbought -=1]] \t[[Reset|itemtest][$RFCbought = 0]]\n\n\n\nGreen Focusing Crystals = <<print $greenfocuscrystals>>[[Add Green Focusing Crystal|itemtest][$greenfocuscrystals +=1]] [[Remove Green Focusing Crystal|itemtest][$greenfocuscrystals -=1]]\n\nGreen Focusing Crystals Bought = <<print $GFCbought>> [[Increase|itemtest][$GFCbought +=1]] \t[[Decrease|itemtest][$GFCbought -=1]] \t[[Reset|itemtest][$GFCbought = 0]]\n\n\n\nBlue Focusing Crystals = <<print $bluefocuscrystals>>[[Add Blue Focusing Crystal|itemtest][$bluefocuscrystals +=1]] [[Remove Blue Focusing Crystal|itemtest][$bluefocuscrystals -=1]]\n\nBlue Focusing Crystals Bought = <<print $BFCbought>> [[Increase|itemtest][$BFCbought +=1]] \t[[Decrease|itemtest][$BFCbought -=1]] \t[[Reset|itemtest][$BFCbought = 0]]\n\n\n\nRainbow Focusing Crystals = <<print $rainbowfocuscrystals>>[[Add Rainbow Focusing Crystal|itemtest][$rainbowfocuscrystals +=1]] [[remove Rainbow Focusing Crystal|itemtest][$rainbowfocuscrystals -=1]]\n\nRainbow Focusing Crystals Bought = <<print $RainFCbought>> [[Increase|itemtest][$RainFCbought +=1]] \t[[Decrease|itemtest][$RainFCbought -=1]] \t[[Reset|itemtest][$RainFCbought = 0]]\n\n\nEquipment (NOTE YOU CAN MAKE SOME STUFF WEIRD/GLITCHY IF YOU MESS WITH THIS TOO MUCH. In general, don't set bought to 'false' if you have the item equipped on a character):\n\n\nRed Amulet Owned is <<print $redamuletowned>> [[Add Red Amulet to Inventory|itemtest][$redamuletowned = "true"]] [[Remove Red Amulet|itemtest][$redamuletowned = "false"]]\n\nRed Amulet Charge Level is <<print $redamuletcharges>> [[Recharge Red Amulet|itemtest][$redamuletcharges = 3]][[Deplete Red Amulet|itemtest][$redamuletcharges = 0]]\n\n\nGreen Amulet Owned is <<print $greenamuletowned>> [[Add Green Amulet to Inventory|itemtest][$greenamuletowned = "true"]] [[Remove Green Amulet|itemtest][$greenamuletowned = "false"]]\n\nGreen Amulet Charge Level is <<print $greenamuletcharges>> [[Recharge Green Amulet|itemtest][$greenamuletcharges = 3]][[Deplete Green Amulet|itemtest][$greenamuletcharges = 0]]\n\n\nBlue Amulet Owned is <<print $blueamuletowned>> [[Add Blue Amulet to Inventory|itemtest][$blueamuletowned = "true"]] [[Remove Blue Amulet|itemtest][$blueamuletowned = "false"]]\n\nBlue Amulet Charge Level is <<print $blueamuletcharges>> [[Recharge Blue Amulet|itemtest][$blueamuletcharges = 3]][[Deplete Blue Amulet|itemtest][$blueamuletcharges = 0]]\n\n\nRainbow Amulet Owned is <<print $rainbowamuletowned>> [[Add Rainbow Amulet to Inventory|itemtest][$rainbowamuletowned = "true"]] [[Remove Rainbow Amulet|itemtest][$rainbowamuletowned = "false"]]\n\nRainbow Amulet Charge Level is <<print $rainbowamuletcharges>> [[Recharge Rainbow Amulet|itemtest][$rainbowamuletcharges = 3]][[Deplete Rainbow Amulet|itemtest][$rainbowamuletcharges = 0]]\n\n\nNightmare Collar Owned is <<print $nightmarecollarbought>> [[Add Nightmare Collar to Inventory|itemtest][$nightmarecollarbought = "true"]] [[Remove Nightmare Collar|itemtest][$nightmarecollarbought = "false"]] \n\n\nBlueprints:\n\nBio-Reader Blueprint Bought is <<print $bioreaderplanbought>> [[Set Bio-Reader Blueprint to Bought|itemtest][$bioreaderplanbought = "true"]] [[Set Bio-Reader Blueprint to Unbought|itemtest][$bioreaderplanbought = "false"]]\n\nMental Strength Detector Blueprint Bought is <<print $mentaldetectplanbought>> [[Set Mental Strength Detector Blueprint to Bought|itemtest][$mentaldetectplanbought = "true"]] [[Set Mental Strength Detector Blueprint to Unbought|itemtest][$mentaldetectplanbought = "false"]]\n\nBrain Blaster Blueprint Bought is <<print $brainblastplanbought>> [[Set Brain Blaster Blueprint to Bought|itemtest][$brainblastplanbought = "true"]] [[Set Brain Blaster Blueprint to Unbought|itemtest][$brainblastplanbought = "false"]]\n\nGravity Chamber Blueprint Bought is <<print $gravitychamberplanbought>> [[Set Gravity Chamber Blueprint to Bought|itemtest][$gravitychamberplanbought = "true"]] [[Set Gravity Chamber Blueprint to Unbought|itemtest][$gravitychamberplanbought = "false"]]\n\nEnergy Focuser Blueprint Bought is <<print $energyfocuserplanbought>> [[Set Energy Focuser Blueprint to Bought|itemtest][$energyfocuserplanbought = "true"]] [[Set Energy Focuser Blueprint Unbought to Unbought|itemtest][$energyfocuserplanbought = "false"]]\n\nDevil's Machine Blueprint Bought is <<print $devilmachineplansbought>> [[Set Nightmare Machine Blueprint to Bought|itemtest][$$devilmachineplansbought = "true"]] [[Set Nightmare Machine Blueprint to Unbought|itemtest][$$devilmachineplansbought = "false"]]\n\n\n\nApartment Upgrades:\n\nWeights Bought is <<print $weightsowned>> [[Set Weights to Bought|itemtest][$weightsowned = "true"]] [[Set Weights to Unbought|itemtest][$weightsowned = "false"]]\n\nFiction Books Bought is <<print $fictionbooksbought>> [[Set Advanced Fiction to Bought|itemtest][$fictionbooksowned = "true"]][[Set Advanced Fiction to Unbought|itemtest][$fictionbooksowned = "false"]]\n\nNon Fiction Books Bought is <<print $nfbooksowned>> [[Set Advanced NonFiction to Bought|itemtest][$nfbooksowned = "true"]][[Set Advanced NonFiction to Unbought|itemtest][$nfbooksowned = "false"]]\n\n\n\n[[test room]]\n[[Living Room]]

You hand the self-proclaimed Mega Potion over to your girlfriend. She glances it over, her eyes growing wide as she reads the description. "Hope this works!" she exclaims before uncorking it and chugging its contents.\n\nWithin a matter of moments, you notice your girlfriend visibly growing taller and more muscular!<<set $GS +=1>>\n\n"YES!" she yells out with joy. "I also feel like I have more energy and my limbs feel more limber!" she cheerfully adds. "And smarter... and faster... and... well, better at everything!\n\n<<set $GE +=1>><<set $GF +=1>><<set $GH +=1>><<set $GF +=1>><<set $GINT +=1>><<set $GRT +=1>> <<set $megpc -=1>>\n\n[[inventory]]\nReturn to the [[Living Room]]

<<if $GS is 0>><<set $girlcalves to 9>> <<endif>>\n<<if $GS is 1>><<set $girlcalves to 9.5>> <<endif>>\n<<if $GS is 2>><<set $girlcalves to 10>> <<endif>>\n<<if $GS is 3>><<set $girlcalves to 10.5>> <<endif>>\n<<if $GS is 4>><<set $girlcalves to 11>> <<endif>>\n<<if $GS is 5>><<set $girlcalves to 11.5>> <<endif>>\n<<if $GS is 6>><<set $girlcalves to 12>> <<endif>>\n<<if $GS is 7>><<set $girlcalves to 12.5>> <<endif>>\n<<if $GS is 8>><<set $girlcalves to 13>> <<endif>>\n<<if $GS is 9>><<set $girlcalves to 13.5>> <<endif>>\n<<if $GS is 10>><<set $girlcalves to 14>> <<endif>>\n<<if $GS is 11>><<set $girlcalves to 14.5>> <<endif>>\n<<if $GS is 12>><<set $girlcalves to 15.5>> <<endif>>\n<<if $GS is 13>><<set $girlcalves to 16>> <<endif>>\n<<if $GS is 14>><<set $girlcalves to 16.5>> <<endif>>\n<<if $GS is 15>> <<set $girlcalves to 17>><<endif>>\n<<if $GS is 16>><<set $girlcalves to 17.5>> <<endif>>\n<<if $GS is 17>><<set $girlcalves to 18>> <<endif>>\n<<if $GS is 18>><<set $girlcalves to 18.5>> <<endif>>\n<<if $GS is 19>><<set $girlcalves to 19>> <<endif>>\n<<if $GS is 20>><<set $girlcalves to 20>> <<endif>>\n<<if $GS gt 20>><<set $girlcalves to $GS>><<endif>>

<<set $CSD to ($BS - $GS)>>\n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Suddenly, the collar on your girlfriend's neck begins to glow brightly. <<if $BS gt 0>> The next thing you know, all of your muscles on your body begin to shrink, while your girlfriend's grow!<<set $GS +=1; $BS -=1>><<set $CSD to ($BS - $GS)>><<endif>><<if $BS lt 1>>If you had any muscle to lose, it would be going straight into your girlfriend!\n<<endif>><<endif>>\n\n<</nobr>>\n<<if $GS is 1>> Your girlfriend looks at you, visibly confused by your suggestion. "Why?" she asks. She holds up her arm and flexes it, causing almost nothing to change. The limb is limp, shapeless and impotent. <<endif>><<if $GS is 2>>Your girlfriend gives you a bit of a strange look before complying with your request. To both of your surprise, a tiny bit of muscle pops up. "Oh, neat!" she exclaims before flexing her arms a few more times, observing the small changes that causes.<<endif>><<if $GS is 3>> "I guess you noticed I'm kind of ripped for a girl now, huh?" she says before flexing her arm, causing a small, defined rise to pop up. There are visible striations between the top and bottom of her arm.<<endif>><<if $GS is 4>>Your girlfriend seems visibly excited that you mentioned her arms. Without delay, she shoots a double bicep flex, causing a pair of moderate muscles to rise. "So stoked about this progress!" she declares with a grin.<<endif>><<if $GS is 5>> "I'm definitely starting to get some muscles now, huh? Real ones!" she flexes her arms, causing a round golf-ball like muscle to emerge. "Check it out!"<<endif>><<if $GS is 6>>"Getting bigger and stronger all the time!" she declares before flexing her arms, leading to twin balls of muscle to rise on command.<<endif>><<if $GS is 7>> "Yeah... you could say I've got some biceps..." she says casually before stretching forward, leaning back and flexing her sizable baseball-like muscles.<<endif>><<if $GS is 9 or $GS is 8>> "Biceps? Me?" she asks in mock innocent tone. "Are you sure about that mister?" she continues with the act before flexing a pair of sizably large muscles that almost any man, let alone woman, would be proud of owning. "Oh, look at that! I guess I do have some!" she finishes with a wink.<<endif>><<if $GS is 11 or $GS is 12>>"Sure thing <<print $pname>>, I love flexing for you!" <<print $hername>> declares with a giggle. She starts playfully bouncing her hard, defined arms, letting them dance around to and fro.<<endif>><<if $GS is 13 or $GS is 14>> "Always happy to oblige that request." she says with a smile before flexing up a pair of large softball sized biceps. They are sharply defined and look incredibly hard.<<endif>><<if $GS is 15 or $GS is 16>> "I'm getting REALLY jacked lately, huh? Like... bigger than any guy I've ever met." she says before flexing a pair of biceps the size of large grapefruits, but far, far harder.\n\n<<if $BS gt $GS>>"Except for yours of course." she adds<<endif>><<endif>><<if $GS is 17 or $GS is 18>>"Seriously babe, have you ever seen a pair of guns this big before?" she asks before flexing her massive, bulging arms. "Maybe on some steroid dude on TV. We both know these are ALL natural though!" she announces with a satisfied look on her face.<<endif>><<if $GS is 19 or $GS is 20>>"Lately I'm starting to think I'm some kind of superhuman." Your girlfriend muses before flexing her arm. A gargantuan mountain of power rises before your face. She reaches over and squeezes it, barely able to make a budge in the muscle, despite her apparent strength. "I can't believe how hard my arms are!" she squeals with delight. <<endif>><<if $GS is 21 or $GS is 22>>"I love this part of our little ritual." <<print $hername>> says with a giggle before flexing her incredible arms. A thick tendon between the head of the bicep and her tricep ripples to life from the motion, and her football-like arm rises up. \n\n"Keep helping me, <<print $pname>>" she says, pumping her arms a few times. "Help me become bigger, and stronger, and even better!"<<endif>><<if $GS is 23 or $GS is 24>><<print $hername>> wordlessly flexes her arms, and lets them speak for themselves. They are not only obscenely large, but simultaneously detailed beyond compare. There are a few other human beings on the planet with arms her size, but they are all comprised of fat or false implants. <<print $hername>>'s arms on the other hand are entirely pure, rippling muscle, shimmering with unbridled power.<<endif>><<if $GS is 25 or $GS is 26>><<print $hername>> flexes her arms. You can't stop your mouth from physically dropping at the display. Despite living with her, it still invokes a primal response within you to witness a display of power like that.\n\nShe lets out a playful giggle. "Can you imagine worshipping these arms? Licking them, caressing them, caring for them?" she gives you a playful wink.<<endif>><<if $GS is 27 or $GS is 28>><<print $hername>> flexes her arms. The few prominent veins in her muscle feeding it blood and nutrients alone are individually larger and thicker than your fingers. Being around your girlfriend's muscles when they are flexed makes you somewhat queasy, in the sense that her mere existence trivializes years of human effort and collective scientific knowledge.<<endif>><<if $GS is 29 or $GS is 30>><<print $hername>> flexes her arms. The tremendous split at the head of her bicep alone makes you feel uneasy due to its depth. All <<print $GS>> inches of her arms a composed of feminine meat of a quality far higher than you ever thought possible for a human being regardless of gender.\n\nShe twirls her forearm around a bit, allowing the huge collection of muscle there to dance around. All this time, <<print $hername>> eagerly watches your expression with rapt fascination, reveling in the effect she has on you.<<endif>><<if $GS gte 31>>"You know babe..." your girlfriend starts. "Sometimes I wonder if I'm even human. I mean, just look at this thing!" she yells before flexing her arm - it's nearly the size of your head! <<endif>>\n\n\n"Let's see what you've got." she implores, referring to your biceps.\n\n<<if $TS is "on">> "You roll your sleeve back to reveal a tiny, twig-like limb that makes hers look thick in comparison! She lets out a snicker. "Something tells me you're getting off on being so weak." <<endif>><<if $BS is 1>>Your arm is small, weak and undefined.\n\nYour girlfriend cocks an eyebrow. "Wait, so why did you want to compare again?"<<endif>><<if $BS is 2 or $BS is 3>>Your arm is small for your frame and lacks definition.\n\n"It looks kind of... mooshy." your girlfriend notes, stifling a laugh.<<endif>><<if $BS is 4 or $BS is 5>>Your arm is about average for a man who doesn't work out.\n\n"Not as impressive as when I met you. You're still cute though!" your girlfriend reassures you.<<endif>><<if $BS is 6 or $BS is 7>>Your biceps are those of someone who works out occasionally or has decent arm genetics.\n\n"Did you get a bit smaller?" Your girlfriend asks, curious.\n\n<<endif>><<if $BS is 8 or $BS is 9>>Your bicep is moderately large and sharply defined. You look like a guy who works out a fair amount.\n\n"Lookin good as always!" you girlfriend says with a grin.<<endif>><<if $BS is 10 or $BS is 11>>Your bicep is thick, round and well defined.\n\n"You've been working on that huh?" Your girlfriend asks warmly.<<endif>><<if $BS is 12 or $BS is 13>>Your arms are like small chiseled boulders.\n\n"I have to admit I find your arms really hot..." your girlfriend says blushing lightly. <<endif>><<if $BS is 14 or $BS is 15>>Your arms are like those of a light-weight bodybuilder.<<endif>><<if $BS gt 15>>Your arms are like that of a bodybuilder.\n\n"You've got some of the nicest arms I've ever seen on a guy..." your girlfriend says, blushing. <<endif>>\n\nAfter comparing your arms, she says. <<if $CSD is 0>> "Wow babe, I think our arms are pretty comparable. You better hit the weights before I get buffer than you!"<<endif>><<if $CSD is 1 or $CSD is 2>> "Hmm, I think my arms are catching up to yours! Guess I gotta hit the gym to close the gap!"<<endif>><<if $CSD is 3 or $CSD is 4>> "Your arms are still noticeably bigger than mine. I've got some work to do!"<<endif>><<if $CSD gt 4>> "Your arms make mine look puny! I need to get moving!"<<endif>><<if $CSD is -1 or $CSD is -2>> "YES! My arms look bigger than yours! Awesome!" she shouts in triumph.<<endif>><<if $CSD is -3 or $CSD is -4>> "Wow, my guns are starting to really make yours look puny! I love it!"<<endif>><<if $CSD is -5 or $CSD is -6>>A grin meets your girlfriend's face. "My arms are way bigger, way harder AND way stronger than yours! Just the way I like it!"<<endif>>\n<<if $CSD lt -6>> "I think it's about time you started worshipping these babies!"<<endif>>\n\n\nReturn to the [[Living Room]]

Who will be running?\n\n[[Just Me|prun]]\n[[Just Her|grun]]\n[[Both of Us|brun]]\n\n<<back>>

<<if $GS is 1>> She shrugs her shoulders and lets out a sigh. "I really don't know. Kind of a weird question don't you think? I have trouble bringing the groceries into the house, so I guess that's a good indicator.\n<<if $BS is 0>> "Guess I'm stronger than you though." she says with a snicker.<<endif>>\n<<if $BS is 1>> "Though, by the looks of it, you're just as weak as I am."<<endif>>\n<<if $BS gt 1>> "Not as strong as you." she adds with a sigh.<<endif>><<endif>>\n<<if $GS is 2>> "Hmmm... I can probably handle the 10 pound dumbbells pretty well. I can also bench press the bar and my squat is getting pretty decent. \n<<if $BS lt 2>> "In fact, I'd wager I'm stronger than you now." she adds. <<endif>>\n<<if $BS gt 2>> "I just hope that someday I'll catch up to you!" <<endif>><<endif>>\n<<if $GS is 3>> "I'm getting pretty beefy! I can easily curl the 20 pounders, I have to actually throw plates onto the bench press, and my squat's reaching 200!"\n<<endif>>\n<<if $GS is 4>> "Finally noticed your little girlfriend's getting 'swole'?" she laughs. "I can curl 30 pound dumbbells, bench press 160 pounds, and squat 250!" She is visibly proud of her accomplishments.<<endif>>\n<<if $GS is 5>> She seems amused at your question. "Well, I can curl 45 pound dumbbells, bench press 230 pounds, and squat 320!" <<endif>>\n<<if $GS is 6>> "I must be the most jacked girl you've ever met, huh?" she says with a grin. "I guess it shouldn't be too surprising that I can curl 60 pound dumbbells, bench press 300 pounds, and squat 400!" <<endif>>\n<<if $GS is 7>> She smirks at your inquiry. "You wanna know how strong these arms are?" she asks rhetorically before flexing up her large, thick biceps. "Well, they can curl 80 pound dumbbells each... and this chest..." she leans over slightly before tensing her pecs, causing the wall of muscle on her chest to rise "Can bench press 380. I can also squat 480 as well." <<endif>>\n<<if $GS is 8>>"How much can I lift? Little old me?" she laughs. "Well, for starters, we don't even own a dumbbell that can challenge me anymore. I can also bench press 480 pounds, and squat a measly 600." <<endif>>\n<<if $GS is 9>>"Funny you ask that. I think I've almost outgrown all of our weights! Our bench press only goes up to 550 pounds, and I can do that for reps - easily. I also loaded every scrap of weight we have for the squat rack, bringing it up to 750, and I really wonder how long that can challenge me."<<endif>>\n<<if $GS is 10>>She shrugs her massive broad shoulders. You can see a wide valley of striations from the movement, each inch of muscle she possess is bursting with unfathomable strength. "I wish I knew babe, none of the weights we own challenge me anymore."<<endif>>\n\n<<back>>

"Oh... that thing." Peter says as you eye the parts. "Well... I have to warn YOU" he says, referring to you specifically, "that if you do manage to construct this thing, you really may not like what's in store."\n\nYou gaze at the blueprints, they're extremely complex and look like a machine out of a nightmare.\n\nThis costs $2500\n\n<<if $cash lt 2500>>You can't afford this right now!\n\nGo <<back>><<endif>>\n\n<<if $cash gte 2500>>Will you buy it?\n\n[[Yes|Peter's Parts and Plans][$cash -= 2500; $devilmachineplansbought = "true"]]\n[[No|Peter's Parts and Plans]]<<endif>>

<<if $weightsowned is "true">> Your home gym is decked out! It's up to the Olympic standard, featuring:\n\nDumbbells of every increment up to 200 pounds\nA barbell setup capable of supporting up to 1000 pounds\nVarious tools for other workouts<<endif>><<if $weightsowned is "false">>You don't have anything in your home gym aside from a couple of yoga mats! Might be time to visit Ulric's!<<endif>>\n\n<<back>>

You have the following blueprints available:\n\n<<if $bioreaderplanbought is "true">>Plan For A Bio-Reader<<if $bioreaderbuilt is "false">>\n\n[[Build Bio-Reader|build][$build = "bioreader"]]<<endif>><<if $bioreaderbuilt is "true">>This invention is already constructed!<<endif>><<endif>>\n\n<<if $mentaldetectplanbought is "true">>Plan For A Brain Reader\n<<if $brainreaderbuilt is "false">>\n[[Build Brain Reader|build][$build = "brainreader"]]<<endif>><<if $brainreaderbuilt is "true">>This invention is already constructed!<<endif>><<endif>>\n\n<<if $energyfocuserplanbought is "true">>Plan For A Focusing Laser<<if $focusinglaserbuilt is "false">>\n\n[[Build Focusing Laser|build][$build = "focusinglaser"]]<<endif>><<if $focusinglaserbuilt is "true">>This invention is already constructed!<<endif>><<endif>>\n\n<<if $brainblastplanbought is "true">>Plan For A Brain Blaster<<if $brainblasterbuilt is "false">>\n\n[[Build Brain Blaster|build][$build = "brainblaster"]]<<endif>><<if $brainblasterbuilt is "true">>This invention is already constructed!<<endif>><<endif>>\n\n<<if $gravitychamberplanbought is "true">>Plan For A Gravity Chamber<<if $gravitychamberbuilt is "false">>\n\n[[Build Gravity Chamber|build][$build = "gravitychamber"]]<<endif>><<if $gravitychamberbuilt is "true">>This invention is already constructed!<<endif>><<endif>>\n\n<<if $devilmachineplansbought is "true">>Plan for a Devil's Machine<<if $devilmachinebuilt is "false">>\n\n[[Build Devil's Machine|build][$build = "devilmachine"]]<<endif>><<if $devilmachinebuilt is "true">>This invention is already constructed!<<endif>><<endif>>\n\nNevermind, return to the [[Living Room]]

Girlfriend FMG Life Sim Game V3.0\n(daily potion fix edition)

You and your girlfriend sit in the opposing seats. The machine starts up and begins its process. You recall that whoever has the stronger willpower here will 'win'. \n\nWith that in mind, you decide to:\n\n[[Concentrate as hard as possible on exerting the most willpower|TFM3][$tflevel = 1]] \n[[Concentrate a little bit on exerting willpower|TFM3][$tflevel = 2]]\n[[Don't concentrate at all. Instead, think about surrendering to your girlfriend|TFM3][$tflevel = 3]]\n\n

A dirty flask with a strange, red liquid within. Even before uncorking it you can sense a foul odor emanating from the concoction. You read the label: "Too big? Too strong? Too much energy, and too flexible? Well fear not! This potion will make you physically worse in almost every possible way!" There's an image of a frowning smiley face with X's for eyes.\n\nWho will drink this?\n\n[[Give it to your girlfriend|gfatroppot]]\n[[Drink it yourself|playeratroppot]]\n[[Put it away|inventory]]

What do you want to examine?\n\n\n[[Myself|You]]\n[[My Girlfriend|Girlfriend]]\n[[The Home Gym|examinegym]]\n[[My Apartment|examineapart]]\n\nReturn to the [[Living Room]]

<<if $TS is "on">>You look at the potion and tremble with anticipation. At last! The antidote to your ills - namely your short stature, weak frame and complete lack of athleticism.\n\nQuivering, you uncork the bottle.\n\nJust before you can bring it to your lips, your girlfriend snatches it from your hand.\n\n"Whoa there!" she yells. "We both know this is what you REALLY want!" she exclaims before quickly chugging the entire thing down.\n\nYou notice her body visibly quaking somewhat. Her muscles grow before your very eyes!<<set $GS +=1>> She grows taller! <<set $GH +=1>>\n\n"I feel like I have even more energy and my tendons seem more limber as well!" she exclaims with a grin. "Also getting smarter and faster!"<<set $GINT +=1>><<set $GRT +=1>> <<set $GF +=1>> <<set $GE +=1>><<endif>>\n\n<<if $TS is "off">>You bring the potion to your lips and begin drinking it heartily. It has a sweet and pleasant taste, and you feel an undeniable warmth spreading throughout your body.\n\nYour entire body begins to quake slightly. <<if $BS lt 20>>Your muscles all grow slightly! <<set $BS +=1>> <<endif>> You grow taller!<<set $BH +=1>> You feel like you have more energy, and that your limbs are more limber; you also feel smarter and faster! <<set $BINT +=1>><<set $BRT +=1>> <<set $BE +=1>><<set $BF +=1>>\n\n<<endif>>\n<<set $megpc -=1>>\nReturn to the [[Living Room]]

You hand the bottle to your girlfriend and she reads the label. "Ooh, you wanna help make me nice and flexible? I'm sure it'll benefit you as much as it benefits me." she adds with a wink before uncorking the vial and quickly drinking its contents.\n\nA few moments pass, and she shoots you a grin "I can feel it working! I bet I'll be even better at yoga next time!"\n<<set $GF +=1>><<set $fpc -=1>>\n\n[[inventory]]\nReturn to the [[Living Room]]\n

A flask made of extremely thin glass - so thin in fact that it's quite pliable to the touch. It has a blue liquid that seems strangely inviting. You read the contents of its label: "No more trouble touching your toes! Drink this to become loose and limber!" There is a picture of a girl touching her feet on the front.\n\nWho will drink this?\n\n[[Give it to my Girlfriend|gfflexpot]]\n[[Drink it myself|playerflexpot]]\n[[Put it away|inventory]]\n\n\n

What did <<print $hername>> do while you were at work?\n\n<<if $weightsowned is "true">>[[She lifted weights|playwork3][$gfact = "weights"]]<<endif>>\n[[She performed calisthenics|playwork3][$gfact = "calis"]]\n[[She went running|playwork3][$gfact = "running"]]\n[[She did yoga|playwork3][$gfact = "yoga"]]<<if $nfbooksowned is "true">>\n[[She read a non-fiction book|playwork3][$gfact = "nfbook"]]<<endif>><<if $fictionbooksowned is "true">>\n[[She read a fictional book|playwork3][$gfact = "fictionbook"]]<<endif>><<if $videogameconsoleowned is "true">>\n[[She played video games|playwork3][$gfact = "games"]]<<endif>><<if $cash gte 25>>\n[[She went to the gym (costs $25)|playwork3][$gfact = "gym"; $cash -=25]]<<endif>>\n\n\nActually I changed my mind about going to work today; return to the [[Living Room]]

"Now we're talking!" Ulric shouts with excitement. "With these bad boys you'll be ready to pump your body up to the limit! No need to waste your money going to the gym when you can work out at home. These weights are also very affordably priced too!"\n\nThe collection of weights costs $750\n\n<<if $cash lt 750>>You can't afford this!\n\nGo <<back>><<endif>>\n\n<<if $cash gte 750>>Will you buy this?\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 750; $weightsowned = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>>

You uncork the flask to find that it has a rather putrid smell. Against your better instincts, you bring it to your lips. As the contents splash against your tongue, you almost gag from the taste. You still push through however, and finish the concoction.\n\nA few moments pass, and <<if $BS gt 0>>suddenly your muscles begin to shrink! You feel yourself growing weaker.<<set $BS -=1>><<endif>><<if $BS is 0>>Nothing happens. You can't get any weaker than you already are!<<endif>>\n<<set $wpc -=1>>\n[[inventory]]\nReturn to the [[Living Room]]

"Reading non-fiction is always a surefire way to improve your intelligence! You'll soak in tons of information as long as you pay attention."\n\nThis costs $250\n\n<<if $cash lt 250>>You can't afford this!\n\nGo <<back>><<endif>>\n\n<<if $cash gte 250>>Will you buy this?\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 250; $nfbooksowned = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>>

You go to the gym and push yourself to your limit. <<set $BW +=2; $GA +=1>>\n\nAfter a hard day, you decide to head home and go to [[sleep]].

"This little thing will precisely detect how powerful someone's mind is. Of course there are many different types of intelligence, but it will attempt to create an objective bench mark. It can also detect your reaction time as well."\n\nThis costs $250.\n\n<<if $cash lt 250>>You can't afford this!\n\nGo <<back>><<endif>>\n\n<<if $cash gte 250>>Will you buy it?\n\n[[Yes|Peter's Parts and Plans][$cash -= 250; $mentaldetectplanbought = "true"]]\n[[No|Peter's Parts and Plans]]<<endif>>

Your girlfriend is still reveling in the aftermath of the last transfer of muscle, but you're ready and eager to grant her even more.\n\nBefore she can get her bearings, you grab onto her again, and the familiar sensation of your very life force flowing from yourself and into your girlfriend.\n\n"Yesss..." she purrs, as her muscles grow even larger while yours shrink away further! <<set $BS -=1>><<set $GS +=1>>\n\n<<if $BS is 0>>You've given all that you can!\n\nYour girlfriend notices your depleted body, and smiles warmly. "Your gifts will be put to good use." she says with a wink before flexing her arms a few times.\n\n[[inventory]]\n[[Living Room]]<<endif>><<if $BS gt 0 and $GS lt 20>>You can sense the potency of the transfer potion waning, but you have a feeling that you could give your girlfriend one final dose of power.\n\nWill you?\n\n[[Yes|transferpot3]]\n[[No|transferpotno]]<<endif>><<if $GS gte 20>>You gaze upon your girlfriend, who is a veritable mountain of female muscle. <<if $BS gt 0>>While you have more potential muscle to give,<<endif>><<if $BS is 0>>Unfortunately you have no more muscle to give and<<endif>> she has reached her limit for receiving!\n\n(At least until a future update..!)\n\n[[inventory]]\n[[Living Room]]<<endif>>

You can sense the effects of the potion beginning to wear off, but you're determined to impart one final gift of strength into your girlfriend. You grab onto her and focus, and once again you can feel your very life force leaving your body and entering hers!\n\nJust like the past two times, your body shrinks away while hers grows even larger and more powerful!\n\n<<set $GS +=1>><<set $BS -=1>>With a grin, she looks over at you, flexing her arms a few times for show. "That was so sweet of you!" she exclaims before planting a large, passionate kiss on your lips. "This gift of muscle from you really turns me on.." she admits, biting her lip.\n\n\n[[inventory]]\n[[Living Room]]

The machine begins its process.\n\n<<if $tflevel is 1>>You try with all of your might to exert your will. Despite your greatest efforts, you can feel yourself being overpowered. You close your eyes and imagine pushing your inner self outward, but are quickly met with a vision of what must be a representation of your girlfriend's will: and it's far, far brighter than your own.\n\nBefore you know if, you can feel your very life force spilling out from yourself and entering her!<<endif>><<if $tflevel is 2>>You try somewhat to exert your will. At one point, you close your eyes and imagine pushing your inner self outward, but are quickly met with a vision of what must be a representation of your girlfriend's will: a tremendous beacon of inner power that eclipses yours in every way.\n\nBefore long, you can feel a fair amount of your very life force spilling out from yourself and entering her!<<endif>><<if $tflevel is 3>>You focus entirely on surrendering everything you can to your girlfriend. You close your eyes and imagine your very being leaving your body and entering hers. While focusing on this, you see what must be a representation of your girlfriend's will: a swirling vortex of raw primal energy, eager to consume everything it can. You on the other hand are a much weaker mass, eager to surrender and empower hers.\n\nBefore long, you can feel a great deal of your very life force spilling out from yourself and entering her!<<endif>>\n\n<<if $crystalused is "red">><<if $BS gt 0>>All of your muscles shrink a bit, and conversely, hers grow! <<set $GS +=1; $BS -=1>><<endif>><<if $BS lt 1>>If you had any muscle to lose, it would be going straight into your girlfriend.<<endif>><<if $tflevel is 2>><<if $BS gt 0>>\n\nYour muscles all shrink once again. \n\n"YES!" Your girlfriend exclaims. "Even more for me!" as she says this, all of her muscles grow once more! <<set $GS +=1; $BS -=1>><<endif>><<endif>><<if $tflevel is 3>><<if $BS gt 0>>\n\nAnd once more, your muscles waste away.\n\nYour girlfriend is cackling like a madwoman. "YES! EVEN MORE! More muscles!!" she exclaims with glee as her strength increases ever higher. <<set $GS +=1; $BS -=1>><<endif>><<endif>><<endif>><<if $crystalused is "blue">><<if $BINT gt 0>>\n\nYou feel your thoughts growing duller.\n\n"Mmm... my mind's getting stronger!" your girlfriend exclaims.<<set $GINT +=1; $BINT -=1>><<endif>><<if $BINT lt 1>>If you had any intellect to lose, it would be going straight into your girlfriend.<<endif>><<if $tflevel is 2>><<if $BINT gt 0>>\n\nOnce again the feeling picks up, and your mind slows down even further.\n\n"Oooh.. there's that feeling again." your girlfriend cooes. "More mental gains for me!"<<set $GINT +=1; $BINT -=1>><<endif>><<endif>><<if $tflevel is 3>><<if $BINT gt 0>>\n\nAnd one last time, you feel the sensation of your mind slowing, and one more time your girlfriend gloats about her mind has become even sharper.\n\n<<set $GINT +=1; $BINT -=1>><<endif>><<endif>><<endif>><<if $crystalused is "green">><<if $BE gt 0>>\n\nYou feel your winded, and as if your stamina is decreasing.\n\n"Mmm... more energy for me!" your girlfriend exclaims with a grin.<<set $GE +=1; $BE +=1>><<endif>><<if $BE lt 1>>If you had any endurance to lose, it would be going straight into your girlfriend.<<endif>>\n\n<<if $tflevel is 2>><<if $BE gt 1>>You feel even more winded, and even more stamina leaving you.\n\n"More and more energy for <<print $hername>>!" Your girlfriend exclaims with glee.<<set $GE +=1; $BE +=1>><<endif>><<endif>>\n\n<<if $tflevel is 3>><<if $BE gt 0>>One last burst of endurance leaves your system and enters your girlfriend. <<set $GE +=1; $BE +=1>><<endif>><<endif>><<endif>>\n\n<<if $crystalused is "rainbow">><<if $BS gt 0>>All of your muscles shrink a bit, and conversely, hers grow! <<set $GS +=1; $BS -=1>><<endif>><<if $BS lt 1>>If you had any muscle to lose, it would be going straight into your girlfriend.<<endif>>\n\n<<if $tflevel is 2>><<if $BS gt 0>>Your muscles all shrink once again. \n\n"YES!" Your girlfriend exclaims. "Even more for me!" as she says this, all of her muscles grow once more! <<set $GS +=1; $BS -=1>><<endif>><<endif>>\n\n<<if $tflevel is 3>><<if $BS gt 0>>And once more, your muscles waste away.\n\nYour girlfriend is cackling like a madwoman. "YES! EVEN MORE! More muscles!!" she exclaims with glee as her strength increases ever higher. <<set $GS +=1; $BS -=1>><<endif>><<endif>>\n\n<<if $BINT gt 0>>You feel your thoughts growing duller.\n\n"Mmm... my mind's getting stronger!" your girlfriend exclaims.<<set $GINT +=1; $BINT -=1>><<endif>><<if $BINT lt 1>>If you had any intellect to lose, it would be going straight into your girlfriend.<<endif>>\n\n<<if $tflevel is 2>><<if $BINT gt 0>>Once again the feeling picks up, and your mind slows down even further.\n\n"Oooh.. there's that feeling again." your girlfriend cooes. "More mental gains for me!"<<set $GINT +=1; $BINT -=1>><<endif>>\n<<if $tflevel is 3>><<if $BINT gt 0>>\n\nAnd one last time, you feel the sensation of your mind slowing, and one more time your girlfriend gloats about her mind has become even sharper.\n\n<<set $GINT +=1; $BINT -=1>><<endif>><<endif>>\n\n<<if $BE gt 0>>You feel your winded, and as if your stamina is decreasing.\n\n"Mmm... more energy for me!" your girlfriend exclaims with a grin.<<set $GE +=1; $BE -=1>><<endif>><<if $BE lt 1>>If you had any endurance to lose, it would be going straight into your girlfriend.<<endif>>\n\n<<if $tflevel is 2>><<if $BE gt 1>>You feel even more winded, and even more stamina leaving you.\n\n"More and more energy for <<print $hername>>!" Your girlfriend exclaims with glee.<<set $GE +=1; $BE +=1>><<endif>>\n\n<<if $tflevel is 3>><<if $BE gt 0>>One last burst of endurance leaves your system and enters your girlfriend. <<set $GE +=1; $BE +=1>><<endif>><<endif>\n\n<<if $BF gt 0>>You feel your limbs tightening and becoming less limber.\n\n"Oooh... my limbs are getting looser!" Your girlfriend exclaims.<<set $GF +=1; $BF -=1>><<endif>><<if $BF lt 1>>If you had any flexibility to lose, it would be going straight into your girlfriend.<<endif>>\n\n<<if $tflevel is 2>><<if $BF gt 0>>Your limbs become even less limber, while your girlfriend declares hers have grown more flexible.<<set $GF +=1; $BF -=1>><<endif>><<endif>>\n\n<<if $tflevel is 3>><<if $BF gt 0>>One final time, your limbs tighten, while your girlfriend's become become looser and more graceful.<<set $GF +=1; $BF -=1>><<endif>><<endif>>\n\n<<if $BH gt 0>>You're shrinking a little! On the flip side, your girlfriend is growing taller!<<set $GH +=1; $BH -=1>><<endif>><<if $BH lt 1>>If you had any height to lose, it would be going straight into your girlfriend.<<endif>>\n\n<<if $tflevel is 2>><<if $BH gt 0>>You shrink once again!\n\n"Oooh, more height for me!" your girlfriend cheerfully exclaims. <<set $GH +=1; $BH -=1>><<endif>><<endif>>\n\n<<if $tflevel is 3>><<if $BH gt 0>>One final time you feel your bones compressing as you become even shorter. Your girlfriend on the other hand cheers with glee as she stretches out her now longer legs.<<set $GH +=1; $BH -=1>><<endif>><<endif>>\n\n\n<<if $BRT gt 0>>Your reaction speed is slowing down a little!\n\n"Nice, faster reflexes for me!" your girlfriend exclaims with a cheerful tone.<<set $GRT +=1; $BRT +=1>><<endif>><<if $BRT lt 1>>If you had any reaction speed to lose, it would be going straight into your girlfriend.<<endif>><<endif>>\n\n<<if $tflevel is 2>><<if $BRT gt 0>>Once again, your reactions grow duller, while your girlfriends almost certainly speed up further.<<set $GRT +=1; $BRT +=1>><<endif>><<endif>>\n\n<<if $tflevel is 3>><<if $BRT gt 0>>One final time, your ability to react to things grows longer, while your girlfriend becomes even more formidable. <<set $GRT +=1; $BRT +=1>><<endif>><<endif>><<endif>>\n\nYour girlfriend gets out of the seat and "Thanks for all the power ups babe!" your girlfriend yells \n\n\nReturn to the [[Living Room]]

<<if $TS is "on">>As you eye the potion you wonder if your days of being a weakling are finally over. You uncork and drink the heavenly aroma. "Finally..." you mutter to yourself.\n\nBefore the deed can be done, your girlfriend snatches the potion right out of your hands! "Silly Schmo, you chose this path!" she says before drinking the potion down - causing every muscle in her body to grow larger! <<set $GS +=1>><<else>>\n\nYou uncork the potion and giddily drink it down. Within moments, you can feel every muscle in your body growing just a bit larger! <<set $BS +=1>><<endif>><<set $mpc -=1>>\n\nReturn to the [[Living Room]]\n[[inventory]]

You've loaded up a <<print $crystalused>> focusing crystal. The machine hums loudly. Where will you target its energy?\n\n[[My Girlfriend|Focus Laser Fire][$lasertarget = "girlfriend"]]\n[[Me|Focus Laser Fire][$lasertarget = "player"]]<<nobr>>\n\n<<if $crystalused is "red">><<if $redamuletowned is "true">>[[The Red Amulet|Focus Laser Fire][$lasertarget = "redamulet"]]<<if $redamuletowned is "false">>You don't own an amulet that can absorb this kind of energy!<<endif>><<endif>><<endif>>\n\n<<if $crystalused is "blue">><<if $blueamuletowned is "true">>[[The Blue Amulet|Focus Laser Fire][$lasertarget = "blueamulet"]]<<if $blueamuletowned is "false">>You don't own an amulet that can absorb this kind of energy!<<endif>><<endif>><<endif>>\n\n<<if $crystalused is "green">><<if $greenamuletowned is "true">>[[The Green Amulet|Focus Laser Fire][$lasertarget = "greenamulet"]]<<if $greenamuletowned is "false">>You don't own an amulet that can absorb this kind of energy!<<endif>><<endif>><<endif>>\n\n<<if $crystalused is "rainbow">><<if $rainbowamuletowned is "true">>[[The Rainbow Amulet|Focus Laser Fire][$lasertarget = "rainbowamulet"]]<<if $rainbowamuletowned is "false">>You don't own an amulet that can absorb this kind of energy!<<endif>><<endif>><<endif>>\n\n<</nobr>>

Choose a background for your girlfriend:\n(please note - these are NOT balanced. They are entirely for roleplaying purposes and can offer different dialogue and in-game experiences. This is also NOT meant to be some kind of social commentary. They are simply cliches to play as and offer slightly different experiences.)\n\n\nDefault - A regular Jane. Your girlfriend is as unremarkable as they come. She's still fairly cute, but you can't break the feeling that she's so... below average at everything. Maybe she has an immense amount of potential lying underneath...\n\nStarting Stats: Minimum natural strength, endurance, flexibility. Moderately low intelligence, reaction speed and creativity.\nStarting Profession: Unemployed\nEducation: High School Diploma\n\n\n

<<set $pname to "you">>\n<<set $hername to "your girlfriend">>\n<<set $weekday to "sunday">>\n<<set $BS to 8>>\n<<set $GS to 1>>\n<<set $GH to 1>>\n<<set $BH to 8>>\n<<set $BW to 0>>\n<<set $GW to 0>>\n<<set $BA to 0>>\n<<set $GA to 0>>\n<<set $BE to 4>>\n<<set $GE to 1>>\n<<set $GF to 1>>\n<<set $BF to 2>>\n<<set $GEP to 0>>\n<<set $BEP to 0>>\n<<set $GFP to 0>>\n<<set $BFP to 0>>\n<<set $GINT to 1>>\n<<set $BINT to 3>>\n<<set $GIP to 0>>\n<<set $BIP to 0>>\n<<set $GRP to 0>>\n<<set $BRP to 0>>\n<<set $GRT to 1>>\n<<set $BRT to 3>>\n<<set $day to 1>>\n<<set $epc to 0>>\n<<set $mpc to 0>>\n<<set $wpc to 0>>\n<<set $gdom to 0>>\n<<set $fpc to 0>>\n<<set $hpc to 0>>\n<<set $shrpc to 0>>\n<<set $trpc to 0>>\n<<set $GDwin to 0>>\n<<set $atpc to 0>>\n<<set $megpc to 0>>\n<<set $ultpc to 0>>\n<<set $gcscore to 0>>\n<<set $bcscore to 0>>\n<<set $intpc to 0>>\n<<set $rtpc to 0>>\n<<set $GDOM to 0>>\n<<set $cash to 200>>\n<<set $TS to "off">>\n<<set $GHG to "on">>\n<<set $PHG to "off">>\n<<set $GMA to "off">>\n<<set $PMA to "on">>\n<<set $PHA to "off">>\n<<set $GHA to "off">>\n<<set $PEA to "on">>\n<<set $GEA to "off">>\n<<set $PHEA to "off">>\n<<set $GHEA to "off">>\n<<set $PHEG to "off">>\n<<set $GHEG to "off">>\n<<set $BHM to "off">>\n<<set $GHM to "off">>\n<<set $GSM to "off">>\n<<set $BSM to "off">>\n<<set $BFM to "off">>\n<<set $GFM to "off">>\n<<set $GEM to "off">>\n<<set $BMM to "off">>\n<<set $GMM to "off">>\n<<set $BAM to "off">>\n<<set $BAHM to "off">>\n<<set $BEAM to "off">>\n<<set $GEAM to "off">>\n<<set $FGDP to "off">>\n<<set $BnonficINT to 0>>\n<<set $BficINT to 0>>\n<<set $GnonficINT to 0>>\n<<set $GficINT to 0>>\n<<set $BvgameINT to 0>>\n<<set $GvgameINT to 0>>\n<<set $BcgameINT to 0>>\n<<set $GcgameINT to 0>>\n<<set $GsgameINT to 0>>\n<<set $BsgameINT to 0>>\n<<set $BofficeINT to 0>>\n<<set $BchessINT to 0>>\n<<set $GchessINT to 0>>\n<<set $GdebateINT to 0>>\n<<set $BdebateINT to 0>>\n<<set $BDwin to 0>>\n<<set $GDwin to 0>>\n<<set $Gchessvictory to 0>>\n<<set $Bchessvictory to 0>>\n<<set $Bofficeskill to 1>>\n<<set $Gofficeskill to 1>>\n<<set $Bconstructskill to 1>>\n<<set $Gconstructskill to 1>>\n<<set $Bofficepoints to 0>>\n<<set $Gofficepoints to 0>>\n<<set $Bconstructpoints to 0>>\n<<set $Gconstructpoints to 0>>\n<<set $Greact to 0>>\n<<set $Breact to 0>>\n<<set $Bequip to "none">>\n<<set $Gequip to "none">>\n<<set $gymset to "basic">>\n<<set $sundressbought to "false">>\n<<set $businesssuitgirlbought to "false">>\n<<set $businesssuitmalebought to "false">>\n<<set $constructiongirlbought to "false">>\n<<set $constructionmalebought to "false">>\n<<set $weightsowned to "false">>\n<<set $advancedfictionbought to "false">>\n<<set $advancednonfictionbought to "false">>\n<<set $nightmarecollarbought to "false">>\n\n<<set $redamuletowned to "false">>\n<<set $blueamuletowned to "false">>\n<<set $greenamuletowned to "false">>\n<<set $rainbowamuletowned to "false">>\n\n\n<<set $girlwristweightsowned to "false">>\n<<set $girlankleweightsowned to "false">>\n<<set $boywristweightsowned to "false">>\n<<set $boyankleweightsowned to "false">>\n\n<<set $boughttodaypotion to "false">>\n<<set $bioreaderplanbought to "false">>\n<<set $mentaldetectplanbought to "false">>\n<<set $energyfocuserplanbought to "false">>\n<<set $brainblastplanbought to "false">>\n<<set $gravitychamberplanbought to "false">>\n<<set $devilmachineplansbought to "false">>\n<<set $videogameconsoleowned to "false">>\n<<set $bioreaderbuilt to "false">>\n<<set $brainblasterbuilt to "false">>\n<<set $gravitychamberbuilt to "false">>\n<<set $brainreaderbuilt to "false">>\n<<set $focusinglaserbuilt to "false">>\n<<set $devilmachinebuilt to "false">>\n<<set $chesssetowned to "false">>\n<<set $nfbooksowned to "false">>\n<<set $fictionbooksowned to "false">>\n<<set $bluefocuscrystals to 0>>\n<<set $redfocuscrystals to 0>>\n<<set $greenfocuscrystals to 0>>\n<<set $rainbowfocuscrystals to 0>>\n<<set $BFCbought to 0>>\n<<set $RFCbought to 0>>\n<<set $GFCbought to 0>>\n<<set $RainFCbought to 0>>\n<<set $redamuletcharges to 3>>\n<<set $blueamuletcharges to 3>>\n<<set $greenamuletcharges to 3>>\n<<set $rainbowamuletcharges to 3>>\n<<set $batteries to 0>>\n<<set $batteriesbought to 0>>\n<<set $dailypotionbought to "false">>\n<<set $itemreceivedapt to "false">>\n<<set $shoppotionseed to either (1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12)>>

Hey everyone,\n\nHere are some quick notes about this release build \n\nSome documentation can be found here: [[DA Journal|http://magnusmagneto.deviantart.com/journal/FMG-Life-Sim-Version-3-Release-Journal-563048865]]\n\n- So many changes... so many. Just play the game for a bit, then return here later honestly.\n- Job system is in place and (hopefully) working. Later installments of the game may have more jobs to choose from and more career progression.\n- New stats: Intelligence, Reaction Speed/Time, Office Skill, Construction Skill.\n- Every activity that boosts intelligence has a cap. Typically, each character can benefit from each intelligence activity 4 times before it no longer challenges their mind. There are a few devices and items that can go past this limit.\n- Equippable items!\n- Inventions/crafting!\n- A way to buy potions!\n- Now you need to buy upgrades for the apartment before you can do things\n/%- Clothing is in the game, BUT, the game doesn't actually make note of this very often. For instance, your girlfriend may have a business suit equipped, but it still describes her as in sports bra on the couch. Just pretend she only wears the suit when going to work for now ;) Some of the clothing DOES affect some stats (for instance, wearing the suit will earn you more money at the office)%/\n\n\n\n<<back>>

<<set $batteryprice to ($batteriesbought * 250) + 250>> "Ah, want some Mega Batteries, eh?" the man asks with a wide grin. "They're definitely a necessity for some of the high-end equipment, verrrry powerful things. Unfortunately, I can't seem to get a consistent supply, so every time you buy one, the price will go up - just like the focusing crystals."\n\n"Anywho, so far you've bought <<print $batteriesbought>> Mega Batteries, so the next one will cost $<<print $batteryprice>>. You interested?"\n\n<<if $cash lt $batteryprice>>"Ah, looks like you don't have enough to buy that right now. Sorry man. \n<<back>><<endif>>\n\n<<if $cash gte $batteryprice>>\n[[Yes, I'll buy it|Peter's Parts and Plans][$cash -= $batteryprice; $batteries +=1; $batteriesbought +=1]]\n\n[[No thanks.|Peter's Parts and Plans]]\n<<endif>>

\n[[Setup Height Growth Settings (Choose what causes height growth)|heightset]]\n[[Setup Atrophy Settings (Choose who can atrophy and what atrophy does)|atrophyset]]\n\n\n\n[[Finished Setting Up|Living Room]]

As your girlfriend starts to read the label, you can see her eyes light up and her mouth practically salivate.\n\n"Oh my god..." she utters. "I hope this is real!" she exclaims before uncorking the bottle and greedily sucking down its contents. \n\nAfter finishing the beverage, her eyes grow wide. "This feeling..." she mutters. "So good..." she moans.\n\nYou see her body visibly quaking.<<if $GS lt 20>> Before your very eyes every muscle on her body grows larger!<<set $GS +=1>><<endif>> She starts growing taller. The quaking eventually ceases.\n\n"Yes!" she coos. "Feels like I have more energy... and I'm more flexible too!"\n\nA few more moments pass. She starts quaking again! "More growth..!?" she wonders out loud.\n\n<<if $GS lt 20>>Her muscles all grow once more! "YES!" she shouts with joy. "More sexy muscles for me!" she exclaims, flexing her larger arms for emphasis <<set $GS +=1>> <<endif>>She grows even taller! \n<<set $GE +=2>><<set $GF +=2>><<set $GH +=2>>\n"I keep getting better and better." she observes with a grin.\n<<set $ultpc -=1>>\n[[inventory]]\n[[Living Room]]\n\n\n\n

<<if $GH is 1>> "Well, I'm the same height I've been since you met me. This is kind of a silly thing to discuss, don't you think, <<print $pname>>?"<<endif>><<if $GH is 2 or $GH is 3>> "Now that you mention it, I do seem to be taller than I was."<<endif>><<if $GH is 4 or $GH is 5>>"Yeah, I'm definitely growing. I kind of love it to be honest!" <<print $hername>> cheerfully exclaims.<<endif>><<if $GH is 6 or $GH is 7>>"None of my old clothes fit anymore" <<print $hername>> notes with a frown. "At least I'm getting these awesome long legs!<<endif>><<if $GH is 8>><<if $BH is 8>>"You know <<print $pname>>, I was thinking of saying something myself. We're the same height now!"<<endif>><<if $BH lt 8 and $BH gte 1>>"You know <<print $pname>>... I'm now as tall as you used to be when we first met. Before you, umm, shrank" <<print $hername>> giggles a bit at this. "Not to insult you or anything. Your new size is cute!" she adds.<<endif>><<if $BH gt 8>>"I'm as tall as you used to be, <<print $pname>>! Too bad you somehow got taller yourself, too." <<print $hername>> adds with a wink.<<endif>><<endif>><<if $GH is 9 or $GH is 10>>"I'm just getting taller all the time, huh, <<print $pname>>?" <<print $hername>> exclaims cheerfully. <<if $GH gt $BH>><<if $TS is "off">>\n"In fact, I'm even taller than you now, <<print $pname>>!"<<endif>><<endif>><<endif>><<if $GH is 11 or $GH is 12>>"I hope it's as exciting for you as it is for me to have a super tall girlfriend!"<<endif>><<if $GH gt 12>>"I'm the tallest woman I know, and I hope I just keep growing and growing!"<<endif>>\n\n<<back>>

<<if $wpc gt 0>> A strange, old looking flask with a label on it - "Drink to get rid of unsightly muscles and cumbersome strength" there is a cartoonish picture of an arm flexing with next to no muscle popping up. \n\nWho will drink it?\n\n\n[[Give it to my girlfriend|gfwpot]]\n[[Drink it myself|pwpot]]\n\n[[Put it away|inventory]]<<endif>>\n<<if $wpc lte 0>>\n\nYou don't have any of this item! <<endif>>\n\nReturn to your [[inventory]]\nReturn to the [[Living Room]]

A thin, spindley flask with a flaking label. You can still make out the label which reads "Drink this to ascend to new heights!" there's a cartoon image of a skyscraper.\n\nWho will drink this?\n\n[[Give it to your girlfriend|gfheightpot]]\n[[Drink it yourself|playerheightpot]]\n[[Put it away|inventory]]

<<set $cash -=25>><<print $hername>> goes to the gym alone while you loaf about. Eventually she returns, <<if $GS lt 20>>thoroughly challenged by the experience, and ready for a good night's sleep. <<set $GW +=4>><<set $GEP +=2>><<endif>><<if $GS gte 20>>but she doesn't seem to have been challenged at all. Perhaps it's time to look towards higher technology or magic to improve her further?<<endif>>\n<<set $BA+=1>>\nEventually you decide to go to [[sleep]]

<<set $CHD to $BH - $GH>><<if visited() is 1>><<if $GH is 1>> "What? Um, alright, I guess we can compare height."<<endif>><<if $GH neq 1>>"Oh, noticed I've grown?" <<print $hername>> asks with a giggle. "That's nice, let's compare!"<<endif>><<endif>><<if visited() neq 1>><<if $GH is 1>>"Really? Again?" <<print $hername>> asks with a sigh.<<endif>><<if $GH neq 1>>"Compare again? Hmm.. maybe I've grown even more!"<<endif>><<endif>>\n\nYou and your girlfriend stand up, face away from each other and line up back to back.<<if $gequip is "nightmarecollar">><<if $BH gt 1>>Suddenly something starts to happen. The collar on your girlfriend's neck glows brightly. You start to physically shrink, and your girlfriend grows a bit taller!<<set $BH -=1; $GH +=1>><<endif>><<endif>>\n\n<<if $CHD gt 6>>You stand over a full head taller than your girlfriend.\n\n"Are we done here?" she asks with a sigh.<<endif>><<if $CHD is 4 or $CHD is 5>>You're significantly taller than your girlfriend, but the difference is smaller than when you first met.\n\n"Huh, that feels kind of... off." she observes.<<endif>><<if $CHD is 2 or $CHD is 3>> You stand a few inches taller than your girlfriend, but if she were wearing high heels she would likely look you right in the eye!\n\n"Ooh, I'm catching up to you!" she seems excited by this shift in your relative heights.<<endif>><<if $CHD is 1>>You are only a slight bit taller than your girlfriend.\n\n"Yes! Almost as tall as you are!" she squeals with delight<<endif>><<if $BH is $GH>>You and your girlfriend are exactly the same height!\n\n"I'm just as tall as you are! I can't believe this has actually happened! I'm so excited!" she turns around and wraps her arms around you with joy.<<endif>><<if $CHD is -1 or $CHD is -2>><<if $TS is "off">>You are shocked to find that you're a bit shorter than your girlfriend!\n\n"I love this perspective!" she notes.<<endif>><<if $TS is "on">>"Same as always, you silly little man!"<<endif>><<endif>><<if $CHD is -3 or $CHD is -4>> You can feel a noticeable difference in your heights as your girlfriend is significantly taller than you are. \n\n"Getting taller and taller all the time!" she squeals in delight. <<endif>><<if $CHD is -5 or $CHD is -6>> Your head barely comes up to the bottom of your girlfriend's. You can hear her giggling with glee at this traditional role reversal.<<endif>><<if $CHD is -7 or $CGD is -8>>Your girlfriend is now over a head taller than you are!<<if $TS is "off">>\n"Looks like things are exactly reversed from when we first met!" she declares, brimming with newfound confidence<<endif>><<endif>><<if $CHD is -9 or $CHD is -10>>There is a large difference in heights between you and your girlfriend. Your head barely reaches the top of her shoulders<<endif>><<if $CHD lt -10>>Your girlfriend is taller than you by a staggering amount. \n\n"God babe... I can't believe how much I'm enjoying being this much taller than you! Honestly, I kind of hope I just keep outgrowing you more and more!"<<endif>>\n\n[[Living Room]]

Force girlfriend to drink detrimental potions (Girlfriend will drink potions that will cause her to have negative effects)\n \nForce Girlfriend to Drink Detrimental Potions On <<radiobutton "$FGDP" "on">>\nForce Girlfriend to Drink Detrimental Potions Off <<radiobutton $"FGPD" "off">>\n(off by default)\n\n\n\n[[Return to Advanced Setup|Advanced Setup]]

<<display "Girl Stats">><<display "Boy Stats">>Today is: <<print $weekday>>\n<<if $TS is "on">><<set $BH to 0>><<set $BS to 0>><<set $BW to 0>><<set $BE to 0>><<set $BEP to 0>><<set $BF to 1>><<endif>><<if $BSM is "on">>You feel stronger.<<set $BSM to "off">><<endif>><<if $BHM is "on">> You feel taller.<<set $BHM to "off">><<endif>><<if $BEM is "on">> You feel like you have more stamina for doing things.<<set $BEM to "off">><<endif>><<if $BFM is "on">> Your tendons feel more limber than before.<<set $BFM to "off">><<endif>><<if $BMM is "on">> Despite yesterday's efforts, you've reached your natural limit.<<set $BMM to "off">><<endif>><<if $BAM is "on">> You've grown weaker from inactivity.<<set $BAM to "off">><<endif>><<if $BAHM is "on">> You've shrunk from inactivity!<<set $BAHM to "off">><<endif>><<if $BEAM is "on">> You feel like you have less energy for doing things.<<set $BEAM to "off">><<endif>><<if $BIM is "on">>\nYou feel smarter.<<set $BIM to "off">><<endif>><<if $BRM is "on">>You feel like your reaction speed has increased<<set $BRM to "off">><<endif>><<if $pofficemessage is "on">> You feel like you're more proficient at your office job.<<set $pofficemessage to "off">><<endif>><<if $Bconstructmessage is "on">> You feel like you're more proficient at construction work.<<set $Bconstructmessage to "off">><<endif>>\n[[You]]'re sitting on the couch with your [[Girlfriend]]\n<<if $GSM is "on">> Your girlfriend says "I feel stronger...<<set $GSM to "off">><<if $GHM is "on">> and a bit taller too!"<<set $GHM to "off">><<endif>><<endif>><<if $GAM is "on">>Your girlfriend says "I need to work out or something..." <<set $GAM to "off">><<if $GHAM is "on">>"I feel shorter too..." she adds<<endif>><<if $GEAM is "on">> "I also have less energy..."<<set $GEAM to "off">><<endif>><<endif>><<if $GEM is "on">> "I feel like I have more energy for working out and stuff!" <<set $GEM to "off">><<endif>><<if $GFM is "on">> "I feel more flexible!"<<set $GFM to "off">><<endif>><<if $GIM is "on">> "I feel smarter!"<<set $GIM to "off">><<endif>><<if $GRM is "on">>"I feel like my reflexes have sped up!"<<set $GRM to "off">><<endif>><<if $Gofficemessage is "on">> "I feel like I'm getting better at my office job!"<<set $Gofficemessage to "off">><<endif>><<if $Gconstructmessage is "on">> "I feel like I'm getting better at my construction job!"<<set $Gofficemessage to "off">><<endif>><<if $GINT gt 23>>\n\nYour girlfriend says: "I know this will likely sound like the ravings of a madwoman, but the debug room password is banana"<<endif>>\n\nMaybe you should do something instead of sitting around?\n\n[[Talk to Her]]\n[[Work Out]]\n[[Go to Work]]\n[[Compare / Measure Something With Her|comparem]]\n[[Have a Competition With Her|compete]]<<if $videogameconsoleowned is "true">>\n[[Play Video Games]]<<endif>><<if $fictionbooksowned is "true" or $nfbooksowned is "true">>\n[[Read a Book]]<<endif>>\n[[Create Something]]\n[[Use An Invention]]\n[[Go Shopping]]/%[[Go Outside]]%/\n[[Examine Something]]\n/%<<if $GS gt $BS>>[[Worship Her]]<<endif>>%/\n\n[[Go to Sleep|sleep][$BA+=1]]\n\n[[Change Equipment]]\n[[Quick Compare]]\n[[Inventory|inventory]]\n\n[[Test/Debug Room|Fake Test Room]]

<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Suddenly, the collar on your girlfriend's neck begins to glow brightly. <<if $BINT gt 0>> The next thing you know, your mind starts to slow down, while your girlfriend's speeds up!<<set $GINT +=1; $BINT -1>><<endif>><<if $BINT lt 1>>If you had any intelligence to lose, it would be going straight into your girlfriend!\n<<endif>><<endif>>\n\n<</nobr>>\n<<if $GINT is 1 or $GINT is 2>><<print $hername>> looks at you, and gives a half-frown. "What's the point of talking about that, <<print $pname>>? We both know I've never been particularly bright..." she shuffles around a bit. The topic is clearly fairly uncomfortable for her. <<endif>>\n<<if $GINT is 3 or $GINT is 4>>"Interesting you bring that up, <<print $pname>>. I do feel like I'm a bit brighter than usual." <<print $hername>> notes with a smile. <<endif>>\n<<if $GINT is 5 or $GINT is 6>><<print $hername>> perks up when you mention intelligence. "You know, <<print $pname>>, I've got to admit, lately I've been feeling pretty... smart. Like I can think about things more quickly and more deeply." <<endif>>\n<<if $GINT is 7 or $GINT is 8>><<print $hername>> is grinning as you bring up the topic of intelligence. "I have to say, it feels good to be able to think this fast and thoroughly about things!" <<endif>>\n<<if $GINT is 9 or $GINT is 10>>"Not to be too boastful, but my mind is becoming really something else." <<print $hername>> states. "I feel as if I'm operating on an entirely different level than everyone else. It's pretty cool!" <<endif>>\n<<if $GINT is 11 or $GINT is 12>>"I keep getting smarter all the time, huh? Have you ever noticed that I seem to learn things faster than you? I also get the impression that when we both do the same activity, I'm able to gleam more knowledge and insight from it over time. Pretty neat, huh?" she asks with a grin. "It's okay though, I still love you regardless!"<<endif>>\n<<if $GINT is 13 or $GINT is 14>>"I keep getting smarter all the time, huh? Have you ever noticed that I seem to learn things faster than you? I also get the impression that when we both do the same activity, I'm able to gleam more knowledge and insight from it over time. Pretty neat, huh?" <<print $hername>> asks with a grin. "It's okay though, I still love you regardless!"<<endif>>\n<<if $GINT is 15 or $GINT is 16>>"Mmm... it feels so good to be this smart! And getting smarter all the time! More and more mental power for your beloved girlfriend!" she teases with a playful wink.<<endif>>\n<<if $GINT is 17 or $GINT is 18>>"Mmm... it feels so good to be this smart! And getting smarter all the time! More and more mental power for your beloved girlfriend!" she teases with a playful wink.<<endif>>\n<<if $GINT is 19 or $GINT is 20>>"Can you feel it <<print $pname>>?" <<print $hername>> asks you with a wicked grin. "The sheer strength of my mind? On a metaphysical level, can you detect my overwhelming intellect? God, I want even more!"<<endif>><<if $GS is 21 or $GS is 22>>"Can you feel it <<print $pname>>?" <<print $hername>> asks you with a wicked grin. "The sheer strength of my mind? On a metaphysical level, can you detect my overwhelming intellect? God, I want even more!"<<endif>><<if $GINT gt 22>> "Ah, yes, my intellect. Of course //you'd// want to talk about that." <<print $hername>> lets out a soft giggle. "Oh yes, I know all about how my superiority turns you on. That's okay sweetums, I find it quite endearing. I must say it's especially enjoyable that since moving in with you I've transformed from a simpleton to a genius beyond your imagination!" <<endif>>\n\nReturn to the [[Living Room]]

"Read together? Well I suppose that could be kind of romantic in its own way." Your girlfriend agrees. "Maybe we should read the same kind of book?"\n\n\n<<if $fictionbooksowned is "true">>[[Fiction|bothfiction]]<<endif>>\n<<if $nfbooksowned is "true">>[[Non-Fiction|bothnonfic]]<<endif>>\n\n<<back>>

<<set $runitemseed to either (1, 2, 3, 4, 5, 6, 7, 8, 9, 10)>>\n<<if visited() is 1>>"Really? You want me to go running by myself?<<if $BE gt $GE>> I guess I could do my part to get into as good shape as you..."<<endif>><<if $BE is $GE>>" Aren't you worried that I'm going to get even fitter than you are?"<<endif>><<if $GE gt $BE>> Jeeze, I'm going to make you look like soft in comparison!" she giggles <<if $TS is "on">> "Though I bet that's what you really want!"<<endif>><<endif>><<endif>>\n\nYour girlfriend goes running while you lounge around. \n\n<<if $runitemseed gte 1 and $runitemseed lte 4>><<set $runpotseed to either (1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12)>>\nAfter she returns, she comes up to you with a strange look on her face. "Look at this thing I found." she says, handing you a : <<if $runpotseed is 1>>A Mighty Muscles Potion!<<set $mpc +=1>><<endif>><<if $runpotseed is 2>>A Meekly Muscles Potion! <<set $wpc +=1>><<endif>><<if $runpotseed is 3>>A Feisty Flexibility Potion! <<set $fpc +=1>><<endif>><<if $runpotseed is 4>>An Everlasting Endurance Potion! <<set $epc +=1>><<endif>><<if $runpotseed is 5>>A Haughty Heights Potion! <<set $hpc +=1>><<endif>><<if $runpotseed is 6>>A Sullen Shrinking Potion!<<set $shrpc +=1>><<endif>><<if $runpotseed is 7>>A Terrifying Transfer Potion!<<set $trpc +=1>><<endif>><<if $runpotseed is 8>>A Mega Potion! <<set $megpc +=1>><<endif>><<if $runpotseed is 9>>An Ultra Potion!!<<set $ultpc +=1>><<endif>><<if $runpotseed is 10>>An Awful Atrophy Potion!<<set $atpc +=1>><<endif>><<if $runpotseed is 11>>An Intense Intellect Potion!<<set $intpc +=1>><<endif>><<if $runpotseed is 12>>A Radical Reaction Potion!<<set $rtpc +1>><<endif>><<endif>>\n\n<<set $BA +=1>>\nGo to [[sleep][$GEP+=4]]

<<if $FGDP is "off">>\nYour girlfriend looks at the bottle and reads its contents. "Really? You want to make me WEAKER?" she gives you a scornful look before handing the potion back to you.<<endif>>\n\n<<if $FGDP is "on">>\n<<if $GS gt 1>>Your girlfriend brings the bottle to her lips and drinks it. Within a matter of moments you visibly witness her muscles shrinking before your very eyes. "Is... is this what you really wanted?" she asks, a pout forming at her lips, and tears welling in her eyes.<<set $GS -=1>><<endif>><<if $GS lte 1>>Your girlfriend brings the bottle to her lips and drinks it down. A few moments pass, but nothing happens. You have a feeling that she simply didn't have enough muscle on her body for the drink to have an effect.<<endif>><<endif>>\n\n[[inventory]]\n[[Living Room]]

<<nobr>><<set $batteryprice to ($batteriesbought * 200) + 200>>\n<<set $RFCprice to ($RFCbought * 350) + 350>>\n<<set $BFCprice to ($BFCbought * 350) + 350>>\n<<set $GFCprice to ($GFCbought * 200) + 200>>\n<<set $RainFCprice to ($RainFCbought * 500) + 500>>\n\n<</nobr>>This building is quite literally shaped like a gigantic wrench. As you enter, a strong odor of rust, steel, and gasoline hits your senses. A collection of machines and parts strewn everywhere explain this scent.\n\nIn the middle of the store is a squat, dirty, greasy man stationed behind a desk made of metal.\n\n"Welcome to Pete's, we've got the Plans and the Parts to go with 'em!"\n\n\nThe following items are for sale:\n\n[[Mega Batteries]] \t\t\t= $<<print $batteryprice>>\n[[Red Focusing Crystal|Buy Focusing Crystal][$crystalbuy = "red"]]\t= $<<print $RFCprice>>\n[[Blue Focusing Crystal|Buy Focusing Crystal][$crystalbuy = "blue"]]\t= $<<print $BFCprice>>\n[[Green Focusing Crystal|Buy Focusing Crystal][$crystalbuy = "green"]] = $<<print $GFCprice>>\n[[Rainbow Focusing Crystal|Buy Focusing Crystal][$crystalbuy = "rainbow"]]= $<<print $RainFCprice>>\n\n\n<<if $mentaldetectplanbought is "false">>[[Plans for a machine that can detect how intelligent someone is]] - $250<<endif>>\n<<if $bioreaderplanbought is "false">>[[Plans for a device that can detect various biometrics]] - $400<<endif>>\n<<if $energyfocuserplanbought is "false">>[[Plans for a device that can channel the energy of focusing lasers]] - $600\n<<endif>><<if $gravitychamberplanbought is "false">>[[Plans for a machine that can physically challenge even the strongest people alive]] - $1500 <<endif>>\n<<if $brainblastplanbought is "false">>[[Plans for a machine that can challenge even the sharpest of minds]] - $1500<<endif>>\n<<if $devilmachineplansbought is "false">>[[Plans for a Devil's Machine]] - $2500<<endif>>\n\n\nGo home to the [[Living Room]]

As you hand the potion to your girlfriend, she seems initially offput by the green color of the liquid within it. She reads the label, and her demeanor changes however. "Sounds awesome!" she exclaims before gleefully uncorking the bottle and quickly sucking down its contents.\n\n"Oooh, tastes sweet!" she declares, haphazardly tossing the empty bottle aside. A few moments pass, and you can see her perk up a bit. "I feel even more energetic than ever! Now you can have even more fun with your girlfriend!" she shoots you a playful wink.\n\n<<set $GE +=1>><<set $epc -=1>>\n\n[[inventory]]\n[[Living Room]]

<<display "Girl Stats">><<display "Boy Stats">>Both you and your girlfriend take turns allowing the machine to strap on and record your metrics.\n\nIt offers the following reading:\n\nGirlfriend's Stats:\n\nCan single dumbbell curl <<print $girlcurl>> pounds\nCan bench press <<print $girlbench>> pounds\nCan squat <<print $girlsquat>> pounds\nCan deadlift <<print $girldl>> pounds\n\nCan run <<print $girlmiles>> miles\n\nHer flexibility score is <<print $GF * 3>>\n\n\nOverall, her OmniPhysical Fitness Score is <<print ($GS * $GE) + $GF>>\n\n\nPlayer's stats:\n\nCan single dumbbell curl <<print $boycurl>> pounds\nCan bench press <<print $boybench>> pounds\nCan squat <<print $boysquat>> pounds\nCan deadlift <<print $boydl>> pounds\n\nCan run <<print $boymiles>> miles\n\nHis flexibility score is <<print $BF * 3>>\n\n\nOverall, his OmniPhysical Fitness Score is <<print ($BS * $BE) + $BF>>\n\n\nReturn to the [[Living Room]]

"Want to buy the daily potion?" Ulric asks with a grin. \n\n<<if $shoppotionseed is 1>>"The Mighty Muscles Potion works exactly as advertised. A mere $100 bucks to get pumped up without any effort. Also guaranteed to bring you past what weights alone can do. Well, guaranteed to bring HER past that limit, I'm not so sure about you." he adds with a wink.\n\n<<if $cash lt 100>>"Sorry man, you don't have enough money to buy this thing." <<back>> <<endif>>\n\n<<if $cash gte 100>>"So, you wanna buy it or not?"\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 100; $mpc += 1; $dailypotionbought = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>><<endif>>\n<<if $shoppotionseed is 2>>"I kind of hate carrying this thing. Mostly just put it up to keep my potion dealer satisfied. Like the label says, whoever drinks this will get weaker - unless they've got nothing to lose. I guess you can give me a hundred bucks and take it off my hands if you'd like."\n\n<<if $cash lt 100>>"Sorry man, you don't have enough money to buy this thing." <<back>> <<endif>>\n\n<<if $cash gte 100>>"So, you wanna buy it or not?"\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 100; $wpc += 1; $dailypotionbought = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>><<endif>><<if $shoppotionseed is 3>>"The Feisty Flexibility Potion will help loosen up your tendons and make you more limber for a mere $50."\n\n<<if $cash lt 50>>"Sorry man, you don't have enough money to buy this thing." <<back>> <<endif>>\n\n<<if $cash gte 50>>"So, you wanna buy it or not?"\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 50; $fpc += 1; $dailypotionbought = "true"]]\n[[No|Ulric's Ubermen Utopia]]\n\n<<endif>><<endif>><<if $shoppotionseed is 4>>"The Everlasting Endurance Potion works as advertised. It'll make you healthier and give you more energy for activities, all for a measly $50 investment."\n\n<<if $cash lt 50>>"Sorry man, you don't have enough money to buy this thing." <<back>> <<endif>>\n\n<<if $cash gte 50>>"So, you wanna buy it or not?"\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 50; $epc += 1; $dailypotionbought = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>><<endif>><<if $shoppotionseed is 5>>"The Haughty Heights Potion works as advertised, it'll throw some height onto your frame for a mere $50. Surprised these things aren't more popular than they are!"\n\n<<if $cash lt 50>>"Sorry man, you don't have enough money to buy this thing." <<back>> <<endif>>\n\n<<if $cash gte 50>>"So, you wanna buy it or not?"\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 50; $hpc += 1; $dailypotionbought = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>><<endif>><<if $shoppotionseed is 6>>"The Sullen Shrinking Potion works as advertised. I really hate carrying this thing in my story. For $50 you can LOSE height. I guess if you want a super compact frame or something it does the job. It won't work if you're too short already.\n\n<<if $cash lt 50>>"Sorry man, you don't have enough money to buy this thing." <<back>> <<endif>>\n\n<<if $cash gte 50>>"So, you wanna buy it or not?"\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 50; $shrpc += 1; $dailypotionbought = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>><<endif>><<if $shoppotionseed is 7>>"I have to warn you, the Terrifying Transfer Potion scares the crap out of me. If you have the balls to buy this thing and let her drink it, she'll suck the life right out of you. It's a pretty exotic product, so the price tag is $250."\n\n<<if $cash lt 250>>"Sorry man, you don't have enough money to buy this thing." <<back>> <<endif>>\n\n<<if $cash gte 250>>"So, you wanna buy it or not?"\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 250; $trpc += 1; $dailypotionbought = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>><<endif>><<if $shoppotionseed is 8>>"The Mega Potion is freakin' awesome! Improves everything about you. Can't go wrong with it. I'd drink every single one I came into contact myself if I could afford to Just $300 to become a new you instantly."\n\n<<if $cash lt 300>>"Sorry man, you don't have enough money to buy this thing." <<back>> <<endif>>\n\n<<if $cash gte 300>>"So, you wanna buy it or not?"\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 300; $megpc += 1; $dailypotionbought = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>><<endif>><<if $shoppotionseed is 9>>"The Ultra Potion!!! This thing is AMAZING! It'll boost you to all new heights in every category. Honestly, if you can afford to drink one of these, then consider me jealous. $500 bucks to become a superior being."\n\n<<if $cash lt 500>>"Sorry man, you don't have enough money to buy this thing." <<back>> <<endif>>\n\n<<if $cash gte 500>>"So, you wanna buy it or not?"\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 500; $ultpc += 1; $dailypotionbought = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>><<endif>> <<if $shoppotionseed is 10>>"The Awful Atrophy Potion... This thing sucks. Don't even know why anyone bothered to make it. Waste of time and space honestly. $25 to essentially have sat on a couch for an entire day. Your choice though."\n\n<<if $cash lt 25>>"Sorry man, you don't have enough money to buy this thing." <<back>> <<endif>>\n\n<<if $cash gte 25>>"So, you wanna buy it or not?"\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 25; $atpc += 1; $dailypotionbought = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>><<endif>><<if $shoppotionseed is 11>>"The Intense Intellect Potion works as advertised. For a mere $100 you can power up your brain to the next level. Good stuff."\n\n<<if $cash lt 100>>"Sorry man, you don't have enough money to buy this thing." <<back>> <<endif>>\n\n<<if $cash gte 100>>"So, you wanna buy it or not?"\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 100; $intpc += 1; $dailypotionbought = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>><<endif>><<if $shoppotionseed is 12>>"The Radical Reaction Potion works as advertised. For a minor $50 you can, well, react to stuff more quickly."\n<<if $cash lt 50>>"Sorry man, you don't have enough money to buy this thing." <<back>> <<endif>>\n\n<<if $cash gte 50>>"So, you wanna buy it or not?"\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 50; $rtpc += 1; $dailypotionbought = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>><<endif>>

Your girlfriend goes off and reads non-fictional literature by herself.\n\n<<if $GnonficINT lt 4>>After her reading session, she mentions to you that she swears that her mind is getting sharper from exposure to the text<<set $GIP +=4>><<set $GnonficINT +=1>><<endif>>\n<<set $GA +=1; $BA +=1>>\nAfter a long day you go to [[sleep]]

While you were at home all day, your wife slaving away at her job to make a living!\n\nEventually, she returns home and gives you a status report on what happened that day.\n\n<<if $gwork is "construction">><<set $Gconstructpoints +=4>><<if $Gconstructskill is 1 or $Gconstructskill is 2>>"I had the hardest time at the construction site. Job's really hard! Hopefully I'll get better at it..."<<endif>><<if $Gconstructskill is 3 or $Gconstructskill is 4>>"I think I'm getting a bit better at construction! Earning some more money too!"<<endif>><<if $Gconstructskill is 5 or $Gconstructskill is 6>>"I'm a regular working Joe now! Err, Jane!" she giggles. "A lot of the guys have come to view me as just as capable as them! Secretly I know I'm more capable then some..."<<endif>><<if $Gconstructskill is 7 or $Gconstructskill is 8>>"Getting better and better at my job babe! I'm one of the best workers they've ever seen! Making lots of money gains too." she says, grinning wildly.<<endif>><<if $Gconstructskill is 9 or $Gconstructskill is 10>>"I'm becoming something of a legend at the construction site! Anytime they need something done, they try to get me on the job. Almost everyone looks up to me for my productivity!<<endif>><<if $Gconstructskill is 11 or $Gconstructskill is 12>>"I'm by far the best employee at the site. If there's construction work to be done, I'm your gal! Plus, starting to really reel in the cash!"<<endif>><<if $Gconstructskill gt 12>>"I'm a damn beast at work babe! Everyone wishes they could match me in productivity. I keep getting better and better at construction; I'm a living legend among the boys!<<endif>><<set $gcashearned to ($Gconstructskill * 7) + 40>><<if $GE lte 10>><<set $gcashearned += ($GE * 5)>><<endif>><<if $GE gte 10>><<set $gcashearned += 50>><<endif>>\n<<if $GS lt 10>>"I think working at the construction site is building up my body!"<<set $GW += 4>><<endif>><<set $GEP +=2>><<endif>><<if $gwork is "office">><<set $Gofficepoints += 4>><<if $Gofficeskill is 1 or $Gofficeskill is 2>>"Today was rough babe. I'm kind of at a loss what to do and just follow people around. Hopefully I'll start getting the hang of things though."<<endif>><<if $Gofficeskill is 3 or $Gofficeskill is 4>>"Starting to kind of get the hang of things at the office. Hoping to continue getting better at productivity and completing my daily tasks."<<endif>><<if $Gofficeskill is 5 or $Gofficeskill is 6>>"I'm a like a regular office Jane now! I know how to do everything, and I'm pretty decent. Hoping to push myself and become even better at my job!"<<endif>><<if $Gofficeskill is 7 or $Gofficeskill is 8>>"I'm getting really great at working at the office babe! My productivity is in the upper echelons, and almost everyone gives me a ton of respect. Starting to earn some real money too!"<<endif>><<if $Gofficeskill is 9 or $Gofficeskill is 10>>"I'm one of the best employees at the office! Nobody questions me anymore, and whenever there's a tricky task, I'm one of the first ones they consult!"<<endif>><<if $Gofficeskill is 11 or $Gofficeskill is 12>>"I'm easily the best employee at the office! Everyone looks up to me, yet I keep improving... I wonder just how amazing at my job I can get?"<<endif>><<if $Gofficeskill is 13 or $Gofficeskill is 14>>"I'm a legend at the office! You should see me babe, I'm always on fire, kicking clerical ass!"<<endif>><<if $Gofficeskill gt 14>>"I'm by far the greatest office employee ever! I'm sure it sounds pretty silly, but I'm like a rockstar at work!"<<endif>>\n<<set $GA +=1>><<if $GofficeINT lt 2>>"I feel like working at the office is helping make my mind a bit sharper."<<set $GIP +=4; $GofficeINT +=1>><<endif>><<set $gcashearned to ($Gofficeskill * 10) + 40>><<if $GINT lte 10>><<set $gcashearned += ($GINT * 5)>><<endif>><<if $Gint gte 10>><<set $gcashearned += 50>><<endif>><<endif>>\n\nToday your girlfriend earned: <<print $gcashearned>> together you used to have <<print $cash>>, now you have <<set $cash += $gcashearned>><<print $cash>>.\n\n\nWhile your girlfriend was busy you:\n\n<<if $bact is "weights">>You lifted weights!<<set $BW +=2>><<endif>>\n<<if $bact is "calis">>You performed calisthenics! <<if $BS lt 10>><<set $BW +=2>><<endif>><<if $BS gte 10>>While it maintained your muscles, it wasn't enough to challenge you further.<<endif>><<endif>>\n<<if $bact is "running">>You went running! <<set $BEP +=2>><<set $runitemseed to either (1, 2, 3, 4, 5, 6, 7, 8, 9, 10)>><<if $runitemseed gte 1 and $runitemseed lte 4>><<set $runpotseed to either (1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12)>>\nWhile you are running, you find a strange object on the ground!\n\n<<if $runpotseed is 1>>A Mighty Muscles Potion!<<set $mpc +=1>><<endif>><<if $runpotseed is 2>>A Meekly Muscles Potion! <<set $wpc +=1>><<endif>><<if $runpotseed is 3>>A Feisty Flexibility Potion! <<set $fpc +=1>><<endif>><<if $runpotseed is 4>>An Everlasting Endurance Potion! <<set $epc +=1>><<endif>><<if $runpotseed is 5>>A Haughty Heights Potion! <<set $hpc +=1>><<endif>><<if $runpotseed is 6>>A Sullen Shrinking Potion!<<set $shrpc +=1>><<endif>><<if $runpotseed is 7>>A Terrifying Transfer Potion!<<set $trpc +=1>><<endif>><<if $runpotseed is 8>>A Mega Potion! <<set $megpc +=1>><<endif>><<if $runpotseed is 9>>An Ultra Potion!!<<set $ultpc +=1>><<endif>><<if $runpotseed is 10>>An Awful Atrophy Potion!<<set $atpc +=1>><<endif>><<if $runpotseed is 11>>An Intense Intellect Potion!<<set $intpc +=1>><<endif>><<if $runpotseed is 12>>A Radical Reaction Potion!<<set $rtpc +1>><<endif>><<endif>><<endif>>\n\n\n<<if $bact is "yoga">>You performed yoga!<<set $BFP +=2>><<endif>>\n\n<<if $bact is "gym">>You went to the gym!<<set $BW +=2>><<endif>>\n\n<<if $bact is "nfbook">>You read non-fiction books!<<set $BA +=1>><<if $BnonficINT lt 4>> You feel as if your mind has grown sharper! <<set $BnonficINT +=1; $BIP +=2>><<endif>><<if $BnonficINT gte 4>> You feel as if your mind can no longer benefit from reading non-fiction books.<<endif>><<endif>>\n\n<<if $bact is "ficbook">><<set $BA +=1>>You read a fictional book!<<if $BficINT lt 4>> You feel as if your mind benefited from reading that.<<set $BIP +=2>><<set $BficINT +=1>><<endif>><<if $BficINT gte 4>> You feel that your mind can no longer benefit from reading fictional books.<<endif>><<endif>>\n\n<<if $bact is "games">><<set $BA+=1; $BRP +=2>>You played video games!<<if $BgameINT lt 2>> You feel as if your mind has benefited from playing games.<<set $BgameINT +=1; $BIP +=2>><<endif>><<endif>>\n\n\nAfter a long day, you decide to go to [[sleep]]

What did you do while your girlfriend was at work?\n\n<<if $weightsowned is "true">>[[I lifted weights|gfwork3][$bact = "weights"]]<<endif>>\n[[I performed calisthenics|gfwork3][$bact = "calis"]]\n[[I went running|gfwork3][$bact = "running"]]\n[[I did yoga|gfwork3][$bact = "yoga"]]<<if $nfbooksowned is "true">>\n[[I read a non-fiction book|gfwork3][$bact = "nfbook"]]<<endif>><<if $fictionbooksowned is "true">>\n[[I read a fictional book|gfwork3][$bact = "ficbook"]]<<endif>><<if $videogameconsoleowned is "true">>\n[[I played video games|gfwork3][$bact = "games"]]<<endif>><<if $cash gte 25>>\n[[I went to the gym (costs $25)|gfwork3][$bact = "gym"; $cash -=25]]<<endif>>\n\n\nActually I changed my mind about my girlfriend going to work today; return to the [[Living Room]]

<<if visited() is 1>><<if $GE is 1>>"How far I can run..? Well, um I'm not really sure to be honest" she blushes slightly. "Maybe I should start running, huh?"<<endif>><<if $GE gt 1>>"Good question!" she seems excited.<<endif>><<endif>><<if visited() neq 1>><<if $GE is 1>>"Really? I already answered this..."<<endif>><<endif>> <<if $GE is 2>>"I can probably run about a mile."<<endif>><<if $GE is 3>>"I'm pretty sure I go for over two miles.<<endif>><<if $GE is 4>>"Hmm... I think if I pushed myself I could reach 3 miles!"<<endif>><<if $GE is 5>>"I could probably hit 4 miles if I really wanted to."<<endif>><<if $GE is 6>>"I can run 6 miles, pretty impressive, huh?" she asks with a grin.<<endif>><<if $GE is 7>>"I think I'm finally closing in on the 8 mile mark!" she is visibly excited talking about this<<endif>>\n<<if $GE is 8>>"I've finally hit the 10 mile mark!" she proudly exclaims, puffing out her chest.<<endif>><<if $GE is 9>>\n"12 miles." she cooly responds with a knowing smirk on her face.<<endif>><<if $GE is 10>>"15!!" she exclaims. "When I run, I barely even feel the effort, it's so easy for me!"<<endif>><<if $GE is 11>>"Oh, you know, just a mere 18..." she shrugs with a wink.<<endif>><<if $GE is 12>>"21! Broke the 20 barrier." she seems proud with herself.<<endif>><<if $GE is 13>>"24! Almost at 25."<<endif>><<if $GE is 14>>"27. 30, here I come!"<<endif>><<if $GE is 15>>"30! Pretty damn impressive, huh? Only problem is that it takes so long and I get kind of bored...<<endif>><<if $GE gt 15>>She shrugs her shoulders. "Honestly, I've started getting pretty bored from just running, so I'm not entirely sure!"<<endif>>\n\n[[Living Room]]

A contraption that looks like something out of a science fiction novel. It's a staggering machine with a computer interface and two seats attached to it. The seats have a series of mechanical straps that when activated will force the inhabitant to remain seated.\n\nIn the center of the device is a chamber to place a focusing crystal. Do you dare?\n\n<<if $redfocuscrystals gt 0>>[[Place a Red Focusing Crystal Inside|TFMachine 2][$crystalused = "red"; $redfocuscrystals -=1]] you have <<print $redfocuscrystals>> available<<endif>>\n\n<<if $bluefocuscrystals gt 0>>[[Place a Blue Focusing Crystal Inside|TFMachine 2][$crystalused = "blue"; $bluefocuscrystals -=1]] you have <<print $bluefocuscrystals>> available<<endif>>\n\n<<if $greenfocuscrystals gt 0>>[[Place a Green Focusing Crystal Inside|TFMachine 2][$crystalused = "green"; $greenfocuscrystals -=1]] you have <<print $greenfocuscrystals>> available<<endif>>\n\n<<if $rainbowfocuscrystals gt 0>>[[Place a Rainbow Focusing Crystal Inside|TFMachine 2][$crystalused = "rainbow"; $rainbowfocuscrystals -=1]] you have <<print $rainbowfocuscrystals>> available<<endif>>\n\n\nNevermind, return to the [[Living Room]]

You've never worked out with <<print $hername>> before - <<if $GS is 1>>you can tell by your girlfriend's relatively unimpressive body. You end up showing her the ropes, and she watches like a curious child as you demonstrate the proper form on various exercises.\n\n<<if $TS is "on">><<print $hername>> looks bemused the entire time, as your weak, schmoe body can barely demonstrate the exercises. She lets out a giggle before saying "Come on my sexy little man, we both know that the real reason why I'm here is to turn into the amazon of your dreams!" She continues working out while you stare in awe, dreaming of what she'll become someday!<<endif>><<if $BS is 1 or $BS is 2>>You have a great deal of difficulty properly performing the exercises, which causes <<print $hername>> to cock her eyebrow a few times, but you the two of you eventually finish up a grueling workout<<endif>><<if $BS gt 2>><<print $hername>> seems to be quite jealous of your significantly higher strength - you feel as if there's a fire burning within her to build herself up and overtake you!<<endif>><<endif>><<if $GS gte 2 and $GS lte 4>>The budding muscles on <<print $hername>>'s frame indicate that she must have worked out before though.<<if $TS is "on">>"I already make you look fairly weak in comparison my precious schmo, and now I'm going to grow bigger, and stronger, and harder with every weight I lift!" You drool slightly from her speech, and watch in awe as she performs set after set.<<endif>><<if $GS gt $BS>>"Hey, I'm already buffer than you, <<print $pname>>!" she declared proudly. Despite this, you manage to show her a few new tricks in the weight room. "Awesome, now I can build myself up even faster and really start to dominate!" she teases with a wide grin.<<endif>><<if $GS is $BS>>"Awesome, we're the same strength already, <<print $pname>>!" <<print $hername>> eagerly watches as you demonstrate the exercises. "Now with these new tips, I'll be able to pull ahead!" she teases with a massive grin.<<endif>><<if $BS gt $GS>>While she's no slouch, your girlfriend watches intently on what you do, eager to learn your techniques.<<endif>> <<endif>><<if $GS gt 4>><<print $hername>>'s body indicates that she's clearly hit the weights a at least a few times however. You're able to give her a few pointers and tips, but there isn't much more for her to learn about exercising.<<endif>> \n\n<<set $GW +=4>><<set $BW +=2>><<set $GEP +=2>><<set $GFP +=1>>\nAfter working out, you hang out for a while before going to [[sleep]].

You examine the suit more closely. The top is a thick and grey, while the bottom is a skirt; allowing for some sex appeal. It's made of the highest caliber fabric, and looks expensive.\n\nWhile you're looking at it Allison speaks: "Like everything else in this store, there is a magic spell cast on the suit. It will instantly adapt to any body-size." \n\nYour girlfriend indicates that she likes it a lot. She continues speaking: "Just imagine it honey, I bet I'd look all professional whenever I work at the office! Maybe I'd even get more respect." \n\nIt's a nice suit, but it's rather expensive. Will you buy it?\n\n<<if $cash lt 1000>>You don't actually have enough money to buy the suit. <<back>><<endif>>\n<<if $cash gte 1000>>\n[[Yes, I'll buy the suit|Allison's Appealing Apparel][$businesssuitgirlbought = "true", $cash -= 1000]]\n[[No, I'll say my money for now|Allison's Appealing Apparel]]<<endif>>

The focus of your workout today is on your abs. \n\n<<if $GS is 1 or $GS is 2>>Due to her tanktop, your girlfriend's midsection is fully covered. You can see see a bit of her fluffy belly underneath. She has difficulty performing even the relatively basic ab exercises.<<endif>><<if $GS is 3 or $GS is 4>>Your girlfriend's lithe, toned core is on display. She's able to expertly power through numerous variations of hanging leg raises and other

<<nobr>><<if $BS is 1>><<set $boycurl to 5>><<set $boysquat to 60>><<set $boybench to 40>><<set $boydl to 60>><<endif>>\n\n<<if $BS is 2>><<set $boycurl to 10>><<set $boysquat to 90>>\n<<set $boybench to 60>><<set $boydl to 90>><<endif>>\n\n<<if $BS is 3>><<set $boycurl to 15>><<set $boysquat to 120>><<set $boybench to 80>><<set $boydl to 130>><<endif>>\n\n<<if $BS is 4>><<set $boycurl to 20>><<set $boysquat to 150>><<set $boybench to 100>><<set $boydl to 170>><<endif>>\n\n<<if $BS is 5>><<set $boycurl to 25>><<set $boysquat to 180>><<set $boybench to 125>><<set $boydl to 210>><<endif>>\n\n<<if $BS is 6>><<set $boycurl to 30>><<set $boysquat to 220>><<set $boybench to 150>><<set $boydl to 260>><<endif>>\n\n<<if $BS is 7>><<set $boycurl to 35>><<set $boysquat to 260>><<set $boybench to 175>><<set $boydl to 310>><<endif>>\n\n<<if $BS is 8>><<set $boycurl to 40>><<set $boysquat to 300>><<set $boybench to 200>><<set $boydl to 360>><<endif>>\n\n<<if $BS is 9>><<set $boycurl to 45>><<set $boysquat to 340>><<set $boybench to 225>><<set $boydl to 420>><<endif>>\n\n<<if $BS is 10>><<set $boycurl to 50>><<set $boysquat to 380>><<set $boybench to 250>><<set $boydl to 480>><<endif>>\n\n<<if $BS is 11>><<set $boycurl to 60>><<set $boysquat to 420>><<set $boybench to 275>><<set $boydl to 520>><<endif>>\n\n<<if $BS is 12>><<set $boycurl to 70>><<set $boysquat to 470>><<set $boybench to 300>><<set $boydl to 580>><<endif>>\n\n<<if $BS is 13>><<set $boycurl to 80>><<set $boysquat to 520>><<set $boybench to 350>><<set $boydl to 640>><<endif>>\n\n<<if $BS is 14>><<set $boycurl to 90>><<set $boysquat to 580>><<set $boybench to 400>><<set $boydl to 700>><<endif>>\n\n<<if $BS is 15>><<set $boycurl to 100>><<set $boysquat to 640>><<set $boybench to 450>><<set $boydl to 760>><<endif>>\n\n<<if $BS is 16>><<set $boycurl to 110>><<set $boysquat to 700>><<set $boybench to 500>><<set $boydl to 840>><<endif>>\n\n<<if $BS is 17>><<set $boycurl to 120>><<set $boysquat to 770>><<set $boybench to 550>><<set $boydl to 920>><<endif>>\n\n<<if $BS is 18>><<set $boycurl to 130>><<set $boysquat to 840>><<set $boybench to 600>><<set $boydl to 1000>><<endif>>\n\n<<if $BS is 19>><<set $boycurl to 140>><<set $boysquat to 920>><<set $boybench to 675>><<set $boydl to 1100>><<endif>>\n\n<<if $BS is 20>><<set $boycurl to 150>><<set $boysquat to 1000>><<set $boybench to 750>><<set $boydl to 1200>><<endif>>\n\n<<if $BS is 21>><<set $boycurl to 160>><<set $boysquat to 1100>><<set $boybench to 825>><<set $boydl to 1300>><<endif>>\n\n<<if $BS is 22>><<set $boycurl to 170>><<set $boysquat to 1200>><<set $boybench to 900>><<set $boydl to 1420>><<endif>>\n\n<<if $BS is 23>><<set $boycurl to 180>><<set $boysquat to 1300>><<set $boybench to 975>><<set $boydl to 1540>><<endif>>\n\n<<if $BS is 24>><<set $boycurl to 200>><<set $boysquat to 1400>><<set $boybench to 1050>><<set $boydl to 1660>><<endif>>\n\n<<if $BS gt 24>><<set $boycurl to ($BS * 20) - 280>><<set $boysquat to ($BS * 100) - 1000>><<set $boybench to ($BS * 75) - 750>><<set $boydl to ($BS * 120) - 1220>><<endif>>\n\n<<if $BE is 1>><<set $boymiles to 0.5>><<endif>>\n<<if $BE is 2>><<set $boymiles to 1>><<endif>>\n<<if $BE is 3>><<set $boymiles to 2>><<endif>>\n<<if $BE is 4>><<set $boymiles to 3>><<endif>>\n<<if $BE is 5>><<set $boymiles to 4>><<endif>>\n<<if $BE is 6>><<set $boymiles to 6>><<endif>>\n<<if $BE is 7>><<set $boymiles to 8>><<endif>>\n<<if $BE is 8>><<set $boymiles to 10>><<endif>>\n<<if $BE is 9>><<set $boymiles to 12>><<endif>>\n<<if $BE is 10>><<set $boymiles to 15>><<endif>>\n<<if $BE is 11>><<set $boymiles to 18>><<endif>>\n<<if $BE is 12>><<set $boymiles to 21>><<endif>>\n<<if $BE is 13>><<set $boymiles to 25>><<endif>>\n<<if $BE is 14>><<set $boymiles to 29>><<endif>>\n<<if $BE is 15>><<set $boymiles to 33>><<endif>>\n<<if $BE is 16>><<set $boymiles to 38>><<endif>>\n<<if $BE is 17>><<set $boymiles to 43>><<endif>>\n<<if $BE is 18>><<set $boymiles to 48>><<endif>>\n<<if $BE is 19>><<set $boymiles to 54>><<endif>>\n<<if $BE is 20>><<set $boymiles to 60>><<endif>>\n<<if $BE is 21>><<set $boymiles to 66>><<endif>>\n<<if $BE is 22>><<set $boymiles to 73>><<endif>>\n<<if $BE is 23>><<set $boymiles to 80>><<endif>>\n<<if $BE is 24>><<set $boymiles to 88>><<endif>>\n<<if $BE is 25>><<set $boymiles to 97>><<endif>>\n<<if $BE gt 25>><<set $boymiles to ($BE * 10) - 142>><<endif>>\n\n<<if $BS is 0>><<set $boybi to 9>> <<endif>>\n<<if $BS is 1>><<set $boybi to 9.5>> <<endif>>\n<<if $BS is 2>><<set $boybi to 10>> <<endif>>\n<<if $BS is 3>><<set $boybi to 10.5>> <<endif>>\n<<if $BS is 4>><<set $boybi to 11>> <<endif>>\n<<if $BS is 5>><<set $boybi to 11.5>> <<endif>>\n<<if $BS is 6>><<set $boybi to 12>> <<endif>>\n<<if $BS is 7>><<set $boybi to 12.5>> <<endif>>\n<<if $BS is 8>><<set $boybi to 13>> <<endif>>\n<<if $BS is 9>><<set $boybi to 13.5>> <<endif>>\n<<if $BS is 10>><<set $boybi to 14>> <<endif>>\n<<if $BS is 11>><<set $boybi to 14.5>> <<endif>>\n<<if $BS is 12>><<set $boybi to 15.5>> <<endif>>\n<<if $BS is 13>><<set $boybi to 16>> <<endif>>\n<<if $BS is 14>><<set $boybi to 16.5>> <<endif>>\n<<if $BS is 15>> <<set $boybi to 17>><<endif>>\n<<if $BS is 16>><<set $boybi to 17.5>> <<endif>>\n<<if $BS is 17>><<set $boybi to 18>> <<endif>>\n<<if $BS is 18>><<set $boybi to 18.5>> <<endif>>\n<<if $BS is 19>><<set $boybi to 19>> <<endif>>\n<<if $BS is 20>><<set $boybi to 20>> <<endif>>\n<<if $BS gt 20>><<set $boybi to $BS>><<endif>>\n<</nobr>>

<<set $GHD to ($GH - $GS)>><<set $CSD to ($BS - $GS)>><<set $CHD to ($BH - $GH)>><<if visited() is 1>>"Compare our legs? Kind of a weird request babe, or are you just trying to scope out my gams a bit?" <<print $hername>> gives you a playful wink<<endif>><<if visited() neq 1>>"Again?<<if $GS is 1>> I don't really see the point..."<<endif>><<if $GS gt 2>> well, it could be fun to see my progress!"<<endif>><<endif>><<nobr>>\n\n<<if $gequip is "nightmarecollar">>Right as you begin your comparison, the collar on your girlfriend's neck begins to glow brightly. <<if $BS gt 0>> The next thing you know, all of your muscles on your body begin to shrink, while your girlfriend's grow!<<set $GS +=1; $BS -=1>><<set $CSD to ($BS - $GS)>><<endif>><<if $BS lt 1>>If you had any muscle to lose, it would be going straight into your girlfriend!<<endif>><<endif>>\n\n<</nobr>>\n<<if $GS is 1>><<print $hername>>'s legs possess very little visible definition in them, and are covered by a very thin layer of baby fat.<<endif>><<if $GS is 2>><<print $hername>>'s legs have some visible definition in them and very little fat at all.<<endif>><<if $GS is 3 or $GS is 4>><<print $hername>>'s legs are quite toned, and budding muscles bunch up with the slightest movement she makes.<<endif>><<if $GS is 5 or $GS is 6>><<print $hername>>'s stems are absolutely brimming with power and look like they would belong on a varsity soccer player.<<endif>>\n<<if $GS is 7 or $GS is 8>><<print $hername>>'s legs are both large and very well defined. There is a visible separation underneath her quadriceps, and her hamstrings have powerful visible striations.<<endif>>\n<<if $GS is 9 or $GS is 10>><<print $hername>>'s quadriceps have developed into large, powerful slabs of muscle that any female physique competitor would be proud to wield.<<endif>><<if $GS is 11 or $GS is 12>><<print $hername>>'s legs are closer to tree trunks and look like they would belong to a lightweight female bodybuilder!<<endif>>\n<<if $GS is 13 or $GS is 14>><<print $hername>>'s legs look more and more like tree trunks. At this point, you wouldn't be surprised to see legs like hers on a heavyweight female bodybuilder.<<endif>>\n<<if $GS is 15 or $GS is 16>><<print $hername>>'s legs are massively thick with pulsating power! As you stare at them, you feel like at any moment they're going to burst and grow right before your eyes!<<endif>><<if $GS is 17 or $GS is 18>><<print $hername>>'s legs are so impressively muscular that only the largest of male bodybuilders could hope to compete with them!<<endif>><<if $GS is 19 or $GS is 20>><<print $hername>>'s legs are the most muscular stems of any person you've seen of either gender!<<endif>><<if $GS is 21 or $GS is 22>><<print $hername>>'s legs are like living, fleshy tree trunks, rippling with power at all times. You find yourself growing aroused over time just thinking about the sheer amount of strength they must yield to her.<<endif>><<if $GS is 23 or $GS is 24>><<print $hername>> Extends a single leg, letting her quad explode to life. "Tell me <<print $pname>>, have you ever seen a leg like this in your life?" she asks before rotating her foot, causing her outrageously large calves to dance.<<endif>><<if $GS is 25 or $GS is 26>><<print $hername>>'s legs are like something out of a dream, or perhaps a nightmare depending on your way of looking at things.\n\nThey are unfathomably large, and even as they sit there idly, \nthey appear to be pulsating, throbbing with the essence of life itself. At any moment, she could spring into action, using those legs to perform unimaginable feats of strength, yet she's content to be with you and indulge your fantasies.<<endif>><<if $GS is 27 or $GS is 28>>You spend a few moments to simply stare at <<print $hername>>'s legs. The only thing that can even hope to compare with them in size, girth, density, and overall muscle quality is something from fantasy. Only drawings on the internet can compete, but to witness them in the flesh brings the experience to a whole new level.\n\n<<print $hername>> tenses them, and the web of tendons ripple to life on command. You bring your hand over and place it in between one of the ridges, finding yourself growing lost within the valleys of strength.\n\n"I just want to keep getting stronger and stronger..." she says, somewhat bemused with your fascination. "Don't you want to help me do that, <<print $pname>>?"<<endif>><<if $GS is 29 or $GS is 30>>As you stare at <<print $hername>>'s legs, you find yourself mentally drawn to them. They are a symbol of unfathomable strength, an icon for the unending amount of vitality and power at <<print $hername>>'s command. In fact, your girlfriend as a whole is almost like a black hole, consuming the essence of life itself at all times, constantly becoming better in every imaginable way.\n\nAll you can think of is ways to help her achieve even more.<<endif>><<if $GS gt 30>>The mere sight of your girlfriend's enormous legs being flexed sends a shiver down your spine. You can only imagine the sheer amount of power they possess<<endif>> <<if $GHD is 0>>Your girlfriends legs look typically proportional in their length and size.<<endif>><<if $GHD is 1 or $GHD is 2>>Your girlfriends legs appear slightly thinner than they really are due to being long for their width<<endif>><<if $GHD is 3 or $GHD is 4>>Your girlfriend's long legs give the illusion that they are significantly thinner than they really are due to their length.<<endif>><<if $GHD gt 4>>From a distance, the muscularity your girlfriend's legs possess is hidden by how proportionately long they are compared to their width.<<endif>><<if $GHD is -1 or $GHD is -2>>Your girlfriend's legs appear slightly thicker than they really are due to her height<<endif>><<if $GHD is -3 or $GHD is -4>>Your girlfriend's legs look significantly thicker than they really are due to her height.<<endif>><<if $GHD is -5 or $GHD is -6>>Your girlfriend looks similar to a human cannonball, relatively short and brimming with power!<<endif>><<if $GHD lt -6>>Your girlfriend looks like she's extremely stacked to the brim with dense, throbbing muscles due to her proportions.<<endif>>\n\n<<if $BS is 0>>Your legs are like weak, impotent twigs!<<endif>><<if $BS is 1 or $BS is 2>>Your legs are extremely thin and lacking any real definition at all.<<endif>><<if $BS is 3 or $BS is 4>>Your legs<<endif>><<if $BS is 5 or $BS is 6>>Your legs are a bit small, but pretty well defined.<<endif>><<if $BS is 7 or $BS is 8>>Your legs are fairly muscular, similar to those of an active male your age.<<endif>><<if $BS is 9 or $BS is 10>>Your legs are quite large and very defined.<<endif>><<if $BS is 11 or $BS is 12>>Your legs look like they would belong on a male physique competitor.<<endif>><<if $BS is 13 or $BS is 14>>Your legs are trunk like in appearance, and the majority of natural male bodybuilders would be proud to own them.<<endif>><<if $BS is 15 or $BS is 16>>Your legs are some of the largest you've ever seen on a male.<<endif>>\n\n<<if $CSD is 0>>"Check it out babe, my legs are just as buff as yours! Actually, I think mine are a bit more impressive looking, probably since us girls always have strong legs!" She's brimming with excitement over this.<<endif>><<if $CSD is 1 or $CSD is 2>>"Hmm, my legs are almost as impressive as yours!\n With a couple more workout sessions, I should catch up to you!<<endif>><<if $CSD is 3 or $CSD is 4>>"The difference between our legs is closer than when I met you, but I've still got a lot of work to do!" she adds.<<endif>><<if $CSD gt 4>>"It looks like your legs are just getting even stronger than mine." she notes with a tinge of disappointment in her voice<<endif>><<if $CSD is -1 or $CSD is -2>>"Check it out, my legs are bigger than yours!" she exclaims with childlike excitement<<endif>><<if $CSD is -3 or $CSD is -4>>"My legs are starting to make yours look kinda weak babe!" She declares with a playful giggle.<<endif>><<if $CSD lt -5>>"I think it's time for you to start worshipping these gams! I can't wait to make them even bigger than yours in comparison!"<<endif>> <<if $CHD lt 0 and $CSD lt 0>>"My legs and buffer and longer than yours! I love it!" she squeals with joy<<endif>>\n\n[[Living Room]]

<<display "Girl Stats">><<display "Boy Stats">>You and your girlfriend go to the gym together.\n\n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Suddenly, the collar on your girlfriend's neck begins to glow brightly. <<if $BS gt 0>> The next thing you know, all of your muscles on your body begin to shrink, while your girlfriend's grow!<<set $GS +=1>><<set $CSD to ($BS - $GS)>><<endif>><<if $BS lt 1>>If you had any muscle to lose, it would be going straight into your girlfriend!\n<<endif>><<endif>>\n\n<</nobr>>\n\nYou each have a grueling workout.\n\n((longer description for this coming in a future update!))\n\n<<if $GS lt 20>>"That was great babe, I bet I'll be even stronger next time!" your girlfriend declares with a grin.<<set $GW +=4>><<endif>>\n\n<<if $GS gte 20>>"I had a lot of fun, but I'm afraid that lifting weights like this just doesn't challenge me anymore." your girlfriend explains with a pout.<<endif>>\n\n<<if $BS lt 18>>You were thoroughly challenged from the workout.<<set $BW +=2>><<endif>>\n\n<<if $BS gte 18>>While you had fun, your body simply wasn't challenged from the workout.<<endif>>\n\nEventually you decide to go home and go to [[sleep]]

You bring the potion to your lips and drink it down. It's very sweet, and after a few moments, you feel as if you could respond to things more quickly - a sensation that is difficult to put into words.\n\n<<set $BRT += 1>>\n<<set $rctpc -=1>>\n\nReturn to the [[Living Room]]\nReturn to your [[inventory]]

<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Right as you begin your comparison, the collar on your girlfriend's neck begins to glow brightly. <<if $BS gt 0>> The next thing you know, all of your muscles on your body begin to shrink, while your girlfriend's grow!<<set $GS +=1; $BS -=1>><<endif>><<if $BS lt 1>>If you had any muscle to lose, it would be going straight into your girlfriend!\n\n<<endif>><<endif>>\n\n<</nobr>><<set $CSD to ($BS - $GS)>><<if $GS is 1>> <<print $hername>> blinks a few times, clearly caught off guard by your request. "Uh... <<print $pname>>..." she starts, blushing slightly. "I don't even have abs." <<endif>><<if $GS is 2>> <<print $hername>> tilts her head to the side, pondering your request. "Hmm... I wonder if I've made any progress now that you mention it." she says before lifting her tank top to reveal a stomach that's noticeably flatter than when you first met her. "Neat!" she exclaims with a grin.<<endif>><<if $GS is 3>> <<print $hername>> looks both surprised at your request, and happy that you made it. "Oh! Yeah, check this out!" she says cheerfully before lifting up her tanktop, revealing an impressive flat stomach with a few lines of definition running through the middle. Even sitting down she manages to look this lean. "Cool, huh?" <<endif>><<if $GS is 4>>Without saying a word, <<print $hername>> lifts her top up to show off her midsection. It is perfectly flat with a multitude of lines running across. If she were to crunch her midsection down, you'd likely see the beginnings of a four pack.<<endif>><<if $GS is 5>> "Well.. I don't know if I want to show them off just yet..." <<print $hername>> says somewhat coyly. After mulling it over a few another moment, she reaches a decision. "Alright, I guess you can have a preview of what I'm cooking." she concedes before lifting her shirt up, revealing the beginnings of an impressive four-pack. "Just wait until I get a few more workouts in!" she adds. <<endif>><<if $GS is 6>>Eagerly, <<print $hername>> lifts up her shirt and crunches her midsection. A legitimate four-pack of muscles spring to life. "Awesome!" she adds with a huge grin.<<endif>><<if $GS is 7 or $GS is 8>> Due to her attire, you can already see the outline of <<print $hername>>'s sixpack. Upon hearing your request, she tenses her midsection, causing more muscles to spring to life. <<endif>><<if $GS is 9 or $GS is 10>> Due to <<print $hername>>'s attire, you can already see the thick, powerful six-pack your girlfriend possess. She smirks at your request and tenses her midsection, causing the lesser pronounced obliques to grow more pronounced, and her already visible muscles to thicken and harden even further. <<endif>><<if $GS is 11 or $GS is 12>> Thanks to <<print $hername>>'s attire, your can already see the thick, powerful six-pack your girlfriend possess. Her obliques are also extremely pronounced at all times, and you can begin to see the makings of a fully fledged eight-pack. Complying with your request, she flexes her abs, causing the muscles to thick and extend even further. <<endif>><<if $GS is 13 or $GS is 14>><<print $hername>> finally has a truly developed eight-pack of abs. Beyond this, you can tell that the individual ridges of muscle are becoming larger and more defined.<<endif>><<if $GS is 15 or $GS is 16>> Thanks to her (lack of) attire, <<print $hername>>'s bulging, pulsating eight-pack is fully visible at all times. She complies with your request and tenses it, causing the muscles to ripple even further. "If you ever need a washboard to do laundry, I'm your woman!" she proudly exclaims with a grin. <<endif>><<if $GS is 17 or $GS is 18>> Thanks to her (lack of) attire, <<print $hername>>'s bulging, pulsating eight-pack is fully visible at all times. She complies with your request and tenses it, causing the muscles to ripple even further. "I wonder if a wooden baseball bat could even phase these things.." she muses out loud. You share her sentiment. <<endif>><<if $GS is 19 or $GS is 20>> Thanks to her (lack of) attire, <<print $hername>>'s supremely powerful midsection is on display at alltimes. She possesses a myriad of thick, bulging bumps and ridges of pure muscle. It is difficult to tell where her muscles begin and end. "I wonder if a blunt crowbar could even dent these things.." she muses out loud. <<endif>><<if $GS is 21 or $GS is 22>><<print $hername>>'s impressive eight-pack abs are starting to become extremely thick. Deep ridges have formed between each individual slab of muscle, and a few choice veins run across to display her vascularity. Noticing you observing her, she crunches her midsection down, causing the muscles to ripple and explode in response. "Wanna feel?" she offers with a smirk.\n\nYou accept, bringing your hand over to one of the bulges, and find that you can actually cup your hand around it. The slab of muscle is not unlike a small baseball that feels harder than rock.\n\n"Hope I can get them even stronger!" your girlfriend exclaims with a squeal of joy.<<endif>><<if $GS is 23 or $GS is 24>> <<print $hername>>'s nightmarishly powerful eight-pack is on display at all times. Her obliques alone are thicker, harder, and jut out further than most male bodybuilder's main abdominal muscles.<<endif>><<if $GS is 25 or $GS is 26>><<print $hername>>'s abdominals are more than just mere muscles. They are a symbol, an icon, a physical manifestation, of her unbridled willpower. Her ability to constantly absorb the essence of life itself within her body, and manifest it physically. Both literally and metaphysically, her thick, bulging midsection constantly exudes power and dominance, even without any active effort on her end to do so.<<endif>><<if $GS is 27 or $GS is 28>><<print $hername>> crunches her midsection downward, allowing her unbelievably thick abs to explode forward. On a lark, you reach over and place your hand on one of the individual muscles. The majority of your hand fits on top of it, as if it were the size of an orange, but far, far harder. The slab of muscle is all at once warm, velvety soft, and of a density beyond anything you've ever felt.\n\n"Being so strong feels so good..." she cooes. "Please, <<print $pname>>, help me become even more powerful!"<<endif>><<if $GS is 29 or $GS is 30>>As you stare into <<print $hername>>'s midsection, you begin to feel lost. Your girlfriend has become something of an idea, a supernatural entity capable of rising above anything and everything, taking existence itself into her fold - transforming it into even more power. You begin to wonder how any human being could hope to ever compete with a being such as herself.<<endif>><<if $GS gt 30>> Thanks to her (lack of) attire, <<print $hername>>'s supremely powerful midsection is on display at all times. She possesses a myriad of thick, bulging bumps and ridges of pure muscle. It is difficult to tell where her muscles begin and end. "I wonder if I'm bulletproof at this point!" she exclaims. <<endif>>\n\n"Well, let's see what you have." <<print $hername>> suggests.\n\n<<if $BS is 0>>\nYou lift your shirt to show a round, doughy, entirely formless midsection. \n\nYour girlfriend giggles at this sight. "Silly schmo!" she teases, poking your flab.<<endif>><<if $BS is 1 or $BS is 2>>\nYou lift your shirt to show a small, soft, pudgy belly. \n\n"Err.. why did you want to do this comparison again?" your girlfriend asks, confused. \n<<endif>><<if $BS is 3 or $BS is 4>> You lift your shirt to show a soft, shapeless midsection.\n\nYour girlfriend pokes your stomach and giggles. "Someone needs to hit the gym, though I still love you like this."<<endif>><<if $BS is 5 or $BS is 6>>You lift your shirt to show a slim, but undefined and somewhat pouchy stomach. There is still a semblance of muscle beneath the fleshy cover.\n\nYour girlfriend pokes your stomach. "Aww, not as tight as when I met you, but you're still hot to me!"\n<<endif>><<if $BS is 7 or $BS is 8>>You lift your shirt to reveal a flat stomach with a fair amount of definition. \n\n"You're looking good as always!" your girlfriend says with a wink.<<endif>><<if $BS is 9 or $BS is 10>>You lift your shirt to reveal an impressive six-pack. \n\n"Wow, someone's been working out!" your girlfriend says before stroking her fingers across your abs.\n<<endif>><<if $BS is 11 or $BS is 12>>You lift your shirt to reveal a fully sculpted six-pack complete with obliques and a well defined adonis belt.\n\n"I have to admit that's really hot..." your girlfriend says, her face turning a shade red from embarrassment.\n<<endif>><<if $BS is 13 or $BS is 14>>You lift your shirt to reveal a fully sculpted six-pack, along with another pair of abs that are still in development.\n\n"Almost got a sexy eight-pack babe!" your girlfriend giggles and squeals simultaneously.<<endif>><<if $BS gt 14>>You lift your shirt to reveal an impressive statuesque eight pack that most men dream of possessing.\n\n"Daaaaamn." is all your girlfriend can say, her face flush red from excitement.\n<<endif>>\n\n<<if $CSD is 0>> "Wow <<print $pname>>, our ab muscles are almost equally impressive!"<<endif>><<if $CSD is 1 or $CSD is 2>>"Ooh, my ab muscles are catching up to yours!" Your girlfriend says somewhat joyously<<endif>><<if $CSD is 3 or $CSD is 4>>"Damn, your abs still outmatch mine. Guess I should work on that." <<endif>><<if $CSD gt 4>>"You're making me feel fat here, <<print $pname>>! I need to get my butt in gear!" she says, somewhat distraught. <<endif>><<if $CSD is -1 or $CSD is -2>>"You're looking a little out of shape next to your girlfriend, <<print $pname>>!" she teases with a wide grin.<<endif>><<if $CSD is -3 or $CSD is -4>>"You look pretty soft next to me, <<print $pname>>!" She says with a giggle<<endif>><<if $CSD is -5 or $CSD is -6>>"I feel so ripped next to you, <<print $pname>>! I love this feeling. Really!" <<endif>><<if $CSD lt -6>>"I think it's about time you worshipped these abs, <<print $pname>>, don't you agree?" she asks with a wink. <<endif>>\n\nReturn to the [[Living Room]]

Which invention would you like to use?\n\nYou have the following inventions constructed:\n\n<<if $bioreaderbuilt is "true">>[[Bio-Reader Machine]]<<endif>>\n<<if $brainblasterbuilt is "true">>[[Brain Blaster]]<<endif>>\n<<if $gravitychamberbuilt is "true">>[[Gravity Chamber]]<<endif>>\n<<if $brainreaderbuilt is "true">>[[Brain Reader]]<<endif>>\n<<if $focusinglaserbuilt is "true">>[[Focusing Laser]]<<endif>>\n<<if $devilmachinebuilt is "true">>[[Devil's Machine]]<<endif>>\n\nNevermind, return to the [[Living Room]]

You and your girlfriend both go to work today.\n\nWhat job did YOU go to?\n\n[[Office Job|bothwork2][$pjob = "office"]]\n[[Construction Job|bothwork2][$pjob = "construction"]]\n\n\nActually I changed my mind about going to work today; return to the [[Living Room]]

<<if $GINT gte 10>> <<set $gvidyascore to ($GRT + 10)>><<endif>><<if $GINT lt 10>><<set $gvidyascore to ($GRT + $GINT)>><<endif>><<if $BINT gte 10>> <<set $bvidyascore to ($BRT + 10)>><<endif>><<if $BINT lt 10>><<set $bvidyascore to ($BRT + $BINT)>><<endif>><<set $scorediff to ($bvidscore - $gvidscore)>>\n\nYou and your girlfriend decide to play video games together. This time, you're facing off in a versus title: a fighting game.

Who will go to the gym?\n\n[[Both of us will go to the gym]] (costs $40)\n[[I will go to the gym alone]] (costs $25)\n[[She will go to the gym alone]] (costs $25)\n\nNevermind, return to the [[Living Room]]

MagnusMagneto is a female muscle growth author who is trying to pay the bills making the content he loves while finishing a degree.\n\nIf this game has piqued your interest in other MagnusMagneto writings, please look at [[his deviantart page|http://magnusmagneto.deviantart.com/]] [[(direct link to story gallery here)|http://magnusmagneto.deviantart.com/gallery/]]\n\nYou can directly support MagnusMagneto through any of the following means, each and every bit helps!\n\n[[Main Patreon - Get exclusive 10k word stories monthly at a low price!|https://www.patreon.com/magnusmagneto]]\n[[SmashWords - Past Patreon stories for sale on demand|https://www.smashwords.com/profile/view/magnusmagneto]]\n[[Help directly fund this very game!|https://www.patreon.com/magnuscyoa]]\n[[Ask him a question while maintaining secrecy|http://ask.fm/MagnusMagneto]]\n\nContact: [email protected]\n\n<<back>>

You and <<print $hername>>decide to play video games together. This time, you're playing a cooperative title, meaning you're working together. Despite this, there is a scoring system in the game, displaying just who is better between the two of you.\n\n<<if $Gequip is "nightmarecollar">>While you are getting into the game, something strange occurs: the necklace on <<print $hername>>'s neck begins to glow ominously.<<if $BRT gt 1>> You feel as if your reflexes are getting just a little duller.\n\n"Wow babe" <<print $hername>> starts, "I feel like I'm getting better at this game as we speak!"<<set $BRT -=1; $GRT +=1>><<endif>><<if $BRT lte 1>> You have a chilling feeling that if your reactions weren't so slow already, they'd become even duller.<<endif>><<endif>><<if $GINT gte 10>> <<set $gvidyascore to ($GRT + 10)>><<endif>><<if $GINT lt 10>><<set $gvidyascore to ($GRT + $GINT)>><<endif>><<if $BINT gte 10>> <<set $bvidyascore to ($BRT + 10)>><<endif>><<if $BINT lt 10>><<set $bvidyascore to ($BRT + $BINT)>><<endif>><<set $combinedscore to ($gvidyascore + $bvidyascore)>><<set $scorediff to ($bvidscore - $gvidscore)>>\n\n<<if $scorediff gte 5>>You can easily tell that you are far better than your girlfriend at the game.<<endif>><<if $scorediff gte 1 and $scorediff lte 4>>You have a hunch that you're doing better than your girlfriend, though the difference isn't too pronounced.<<endif>><<if $scorediff is 0 or $scorediff is -1>>You and your girlfriend appear to be similarly competent at the game.<<endif>><<if $scorediff is -2 or $scorediff is -3>>You feel as if your girlfriend is noticeably better at the game than you.<<endif>><<if $scorediff lte -4>>You can't help but feel as if you're simply tagging along behind your girlfriend in the game.<<endif>>\n\n<<if $combinedscore lt 15>>The two of you try as hard as you can, but the game is just too difficult to complete.<<endif>><<if $combinedscore gte 15 and $combinedscore lte 25>>You and your girlfriend manage to complete the game, though it was fairly challenging for the two of you.<<endif>><<if $combinedscore gte 25>>You and your girlfriend tear through the game, completely destroying it in your wake.<<endif>>\n\n\nAt the end of the play session, your scores are listed,\n\nYou: <<print ($bvidyascore * 100)>>\nHer: <<print ($gvidyascore *100)>>\n\n\n<<if $BcgameINT lte 3>><<set $BIP +=1>><<set $BcgameINT +=1>><<endif>><<if $GcgameINT lte 3>><<set $GIP +=2>><<set $GcgameINT +=1>><<endif>>\n<<set $GA +=1; $BA +=1>>\n<<set $GRP +=4; $BRP +=2>>\n\nGo to [[sleep]]

You decide to spend the rest of your evening reading non-fiction books.\n\n<<if $BnonficINT lt 4>>As you immerse yourself in the book, you feel as if your mind is actually being engaged and challenged in the process.<<set $BIP +=2>><<set $BnonficINT +=1>><<endif>><<if $BnonficINT gte 4>>While you enjoy your time reading the book, you can't help but feel as if your mind isn't truly being challenged by it.<<endif>>\n<<set $BA +=1; $GA +=1>>\nAfter a long day you eventually go to [[sleep]]

You bring the potion to your lips and drink it down. Within a matter of moments, you feel as if your mind is a bit clearer, a little sharper, as if you can think faster and learn more efficiently.\n\n<<set $BINT +=1>>\n<<set $intpc -=1>>\n\n\nReturn to the [[Living Room]]

<<if $build is "bioreader">><<if $builder is "player">>You build the machine by yourself. It's a tough process, but you feel that you've become a bit smarter for doing it. <<set $BIP +=2>><<endif>><<if $builder is "girlfriend">>Your girlfriend builds the machine by herself. Eventually she finishes. "Building that was a learning experience! I bet I'm even smarter now!" she declares with a wide grin. <<set $GIP +=4>><<endif>><<if $builder is "both">>You and your girlfriend build the machine together. After you finish, you both high-five one another, and agree that it was a learning experience that likely enhanced both of your minds.<<set $BIP +=2; $GIP +=4>><<endif>><<set $bioreaderbuilt to "true">><<endif>><<if $build is "brainreader">><<if $builder is "player">>You build the machine by yourself. It's a tough process, but you feel that you've become a bit smarter for doing it. <<set $BIP +=2>><<endif>><<if $builder is "girlfriend">>Your girlfriend builds the machine by herself. Eventually she finishes. "Building that was a learning experience! I bet I'm even smarter now!" she declares with a wide grin. <<set $GIP +=4>><<endif>><<if $builder is "both">>You and your girlfriend build the machine together. After you finish, you both high-five one another, and agree that it was a learning experience that likely enhanced both of your minds.<<set $BIP +=2; $GIP +=4>><<endif>><<set $brainreaderbuilt to "true">><<endif>><<if $build is "focusinglaser">><<if $builder is "player">>You build the machine by yourself. It's a tough process, but you feel that you've become a bit smarter for doing it. <<set $BIP +=2>><<endif>><<if $builder is "girlfriend">>Your girlfriend builds the machine by herself. Eventually she finishes. "Building that was a learning experience! I bet I'm even smarter now!" she declares with a wide grin. <<set $GIP +=4>><<endif>><<if $builder is "both">>You and your girlfriend build the machine together. After you finish, you both high-five one another, and agree that it was a learning experience that likely enhanced both of your minds.<<set $BIP +=2; $GIP +=4>><<endif>><<set $focusinglaserbuilt to "true">><<endif>><<if $build is "brainblaster">><<if $builder is "player">>You build the machine by yourself. It's a tough process, but you feel that you've become a bit smarter for doing it. <<set $BIP +=2>><<endif>><<if $builder is "girlfriend">>Your girlfriend builds the machine by herself. Eventually she finishes. "Building that was a learning experience! I bet I'm even smarter now!" she declares with a wide grin. <<set $GIP +=4>><<endif>><<if $builder is "both">>You and your girlfriend build the machine together. After you finish, you both high-five one another, and agree that it was a learning experience that likely enhanced both of your minds.<<set $BIP +=2; $GIP +=4>><<endif>><<set $brainblasterbuilt to "true">><<endif>><<if $build is "gravitychamber">><<if $builder is "player">>You build the machine by yourself. It's a tough process, but you feel that you've become a bit smarter for doing it. <<set $BIP +=2>><<endif>><<if $builder is "girlfriend">>Your girlfriend builds the machine by herself. Eventually she finishes. "Building that was a learning experience! I bet I'm even smarter now!" she declares with a wide grin. <<set $GIP +=4>><<endif>><<if $builder is "both">>You and your girlfriend build the machine together. After you finish, you both high-five one another, and agree that it was a learning experience that likely enhanced both of your minds.<<set $BIP +=2; $GIP +=4>><<endif>><<set $gravitychamberbuilt to "true">><<endif>><<if $build is "devilmachine">><<if $builder is "player">>You build the machine by yourself. It's a tough process, but you feel that you've become a bit smarter for doing it. <<set $BIP +=2>><<endif>><<if $builder is "girlfriend">>Your girlfriend builds the machine by herself. Eventually she finishes. "Building that was a learning experience! I bet I'm even smarter now!" she declares with a wide grin. <<set $GIP +=4>><<endif>><<if $builder is "both">>You and your girlfriend build the machine together. After you finish, you both high-five one another, and agree that it was a learning experience that likely enhanced both of your minds.<<set $BIP +=2; $GIP +=4>><<endif>><<set $devilmachinebuilt to "true">><<endif>>\n\nAfter completing the invention, you return to the [[Living Room]]

You push yourself to the limit in terms of bodyweight exercises.\n\n<<if $BS lt 10>>You actually feel as if you're building some strength, albeit at a slower rate than with weights.<<set $BW +=1>><<endif>><<if $BS gte 10>>While you're maintaining your muscles, you're too big to gain any strength from body weight exercises.<<endif>>\n\nAfter a long day, you decide to go to [[sleep][$GA +=1]]

<<if visited() is 1>>Go to [[first workout]]<<endif>>\n<<if visited() neq 1>><<if $GS gte 20>>"Sorry babe, we don't have enough weights to challenge me, and I think I've hit my natural limit for now anyways! Maybe we should visit Ulric's, Peter's, or Allison's?<<endif>><<if $GS lt 20>>\nWhich workout do you want to do?\n\n[[Bicep Curls|bothbicep]]\n[[Bench Press|bothbench]]\n[[Squats|bothsquat]]\nDead Lifting Coming Soon!<<endif>><<endif>>\n\n<<back>>

<<if $TS is "off">>You uncork the potion - it has a sweet scent. Bringing it to your lips, you're immediately introduced with its wonderful taste. It doesn't take long for you to finish drinking it.\n\nA few moments pass, and while it's a sensation you cannot quite put into words, you feel as if your very tendons are loosening up! <<set $BF +=1>><<endif>>\n<<if $TS is "on">>Before you can even consider drinking the potion, your girlfriend snatches it out of your hands and chugs the entire thing down!\n\n"More improvements for me!" she yells out with a grin. "Mmm... I feel like I'm more flexible than ever." she adds. <<set $GF +=1>><<endif>>\n<<set $fpc -=1>>\n[[inventory]]\n[[Return to the Living Room|Living Room]]

You and <<print $hername>> both perform calisthenics together.\n\n<<if $BS is 1 or $BS is 2>>You have difficulty performing even the meagerest of exercises. You settle for some pushups on your knees, and regular squats.<<endif>><<if $BS is 3 or $BS is 4>>You're able to crank out a few push ups, and do some more advanced moves targeting your abs.<<endif>><<if $BS is 5 or $BS is 6>>You're able to perform quite a few push ups, and even manage to crank out a proper pull up.<<endif>><<if $BS is 7 or $BS is 8>>You're pretty fit, so you're able to do a great number of push ups, squats, and planks.<<endif>><<if $BS is 9 or $BS is 10>>Body weight exercises are almost effortless for you. Single arm push-ups, pull ups, and extended planks make up the core of your routine.<<endif>><<if $BS gt 10>>You've become so fit that it takes the likes of single-arm pull ups to give you an adequate workout. Even with these, you can tell that you need to lift weights or visit a gym to increase your strength any further!<<endif>>\n\n<<if $GS is 1 or $GS is 2>><<print $hername>> has difficulty performing even the simplest of moves. She settles for some pushups on her knees, along with a couple of regular squats.<<endif>><<if $GS is 3 or $GS is 4>><<print $hername>> is able to perform a few proper pushups, and a few more advanced moves targeting her abs - like reverse sit ups.<<endif>><<if $GS is 5 or $GS is 6>>><<print $hername>> is able to perform quite a few push ups, and even manages to complete a proper pull up!<<endif>><<if $GS is 7 or $GS is 8>><<print $hername>> is pretty fit, and is able to complete a great number of push ups, squats, and planks; along with some pull ups and tricep dips.<<endif>><<if $GS is 9 or $GS is 10>><<print $hername>> is a champ at bodyweight exercises! You see her performing some single-arm push ups, a lot of regular pull ups, and extended planks!<<endif>><<if $GS gt 10>><<print $hername>> has become so fit that she ends up performing the likes of single-arm pull ups just to challenge herself.<<endif>>\n\n<<if $BS lt 10>><<set $BW +=1>><<endif>><<if $GS lt 10>><<set $GW +=2>><<endif>>\n\nAfter a long day, you decide to go to [[sleep]]

"Now THIS is something I can get behind!" Peter exclaims with a grin. "This thing will create a helmet that can challenge even the smartest person alive. It will stimulate parts of your brain that nothing else really can. It requires a ton of energy though, you'll need some mega batteries to make it work!"\n\nThis costs $1500\n\n<<if $cash lt 1500>>You can't afford this!\n\nGo <<back>><<endif>>\n\n<<if $cash gte 1500>>Will you buy it?\n\n[[Yes|Peter's Parts and Plans][$cash -= 1500; $brainblastplanbought = "true"]]\n[[No|Peter's Parts and Plans]]<<endif>>

You decide to play video games by yourself.\n\n<<if $Breact lt 10>>As you play, you can feel your reaction speed challenged by the pace of the game.<<set $BreactP +=1>><<endif>><<if $Breact gte 10>>Your reflexes are already at an expert level, and you feel confident that they're at their natural limit<<endif>>\n\n<<if $BsgameINT gte 4>>The parts of your mind that are challenged by the game feel as if they are fully developed. Still, it is a fun and enjoyable experience, even if you cannot improve your mind from it<<endif>><<if $BsgameINT lt 2>>As you play the game, you can feel parts of your mind being stimulated that normally aren't. It's slightly difficult to believe, but you're fairly sure that playing this video game is actually making you smarter!<<set $BIP +=2>><<endif>>\n\nAfter a lengthy play session by yourself, you finally decide to go to [[sleep]] for the night. <<set $BA +=1; $GA +=1>>

Toggle Girlfriend Height Muscle Growth (Girlfriend grows taller whenever she gets stronger)\nGirlfriend Height Muscle Growth On <<radiobutton "$GHG" "on">>\nGirlfriend Height Muscle Growth Off <<radiobutton "$GHG" "off">>\n(on by default)\n\nToggle Player Height Muscle Growth (Player grows taller whenever he gets stronger)\nPlayer Height Growth On <<radiobutton "$PHG" "on">>\nPlayer Height Growth Off <<radiobutton "$PHG" "off">>\n(off by default)\n\nToggle Girlfriend Height Endurance Growth (Girlfriend grows taller whenever her endurance increases. WARNING: If you toggle this on and keep muscle height growth on, she will grow very tall very quickly!)\nGirlfriend Height Endurance Growth On <<radiobutton "$GEHG" "on">>\nGirlfriend Height Endurance Growth Off <<radiobutton "$GEHG" "off">>\n(off by default)\n\nToggle Player Height Endurance Growth (Player grows taller whenever his endurance increases.) \nPlayer Height Endurance Growth On <<radiobutton "$PEHG" "on">>\nPlayer Height Endurance Growth Off <<radiobutton "$PEHG" "off">>\n(off by default)\n\n[[Return to Advanced Setup|Advanced Setup]]

<<if $crystalused is "red">><<if $lasertarget is "girlfriend">>The machine finishes powering up and fires a brilliant red ray into your girlfriend. Right before your very eyes, every muscle on her frame grows!\n\n<<if $GS lt $BS>>"Maybe I can finally catch up to you now!" she squeals, admiring her new muscles.<<endif>><<if $GS is $BS>>"Yes! I'm finally bigger than you! This is awesome!" she declares with a huge grin, flexing her arms for you.<<endif>><<if $GS gt $BS>>"More and more power for me! Just the way it should be!" she puts on a flexing show for you to display her newly acquired strength.<<endif>><<set $GS +=1>><<endif>>\n\n<<if $lasertarget is "player">>The machine finishes powering up and fires a brilliant red ray straight towards you. <<if $TS is "on">>Before it can reach you however, your girlfriend gives you a playful shove, pushing you aside and standing right in the ray's trajectory herself! "Silly schmo! Thinking you could take this power up..." she yells out with a giggle. Right before your very eyes every muscle on your girlfriend's body grows larger!<<set $GS +=1>><<endif>>\n\n<<if $TS is "off">>Your body fills up with warmth, <<if $BS lt 20>>and you can feel every muscle fiber in your body growing larger and more powerful.<<set $BS +=1>><<endif>><<if $BS gte 20>>and while it feels good, for some reason nothing happens to your body. Perhaps your strength is beyond what even magical means can enhance?<<endif>><<endif>><<endif>>\n<<if $lasertarget is "redamulet">>The machine finishes powering up and fires a brilliant red ray straight towards the amulet. It touches and the brilliant gemstone glimmers ever brighter, ready to impart power into whoever wears it; provided they're worthy.<<set $redamuletcharges to 3>><<endif>><<endif>>\n\n<<if $crystalused is "blue">><<if $lasertarget is "girlfriend">>The machine finishes powering up and fires a brilliant blue ray into your girlfriend, primarily focusing on her head.\n\n"Mmm... that tingles!" she giggles giddily. "Oooh... I can feel it... my mind's speeding up and getting sharper!"<<set $GINT +=1>><<endif>><<if $lasertarget is "player">>The machine finishes powering up and fires a brilliant red ray straight towards you. <<if $TS is "on">>Before it can reach you however, your girlfriend gives you a playful shove, pushing you aside and standing right in the ray's trajectory herself! "Silly schmo! Thinking you could take this power up..." she yells out with a giggle. "Oooh... I can feel it... my mind's speeding up and getting sharper!"<<set $GINT +=1>><<endif>><<if $TS is "off">>The machine finishes powering up and fires a brilliant blue ray directly into your body, focusing on your head. Your mind tingles and you feel warm. It's difficult to be certain, but you're pretty sure that your mind is speeding up and becoming more powerful.<<set $BINT +=1>><<endif>><<endif>>\n<<if $lasertarget is "blueamulet">>The machine finishes powering up and fires a brilliant blue ray straight towards the amulet. It touches and the brilliant gemstone glimmers ever brighter, ready to impart power into whoever wears it; provided they're worthy.<<set $blueamuletcharges to 3>><<endif>><<endif>>\n\n<<if $crystalused is "green">><<if $lasertarget is "girlfriend">>The machine finishes powering up and fires a brilliant green ray into your girlfriend. She lets out a sigh a pleasure "Mmmm... I can feel myself becoming more... energetic, like I have more stamina to do things!" she announces with a grin.<<set $GE +=1>><<endif>><<if $lasertarget is "player">>The machine finishes powering up and fires a brilliant green ray towards you. <<if $TS is "on">>Before it can reach you however, your girlfriend gives you a playful shove, pushing you aside and standing right in the ray's trajectory herself! "Silly schmo! Thinking you could take this power up..." she yells out with a giggle. "More energy and stamina for me!!"<<set $GE +=1>><<endif>><<if $TS is "off">>Your body fills up with warmth, and you can tell that you have more energy and stamina. <<set $BE +=1>><<endif>><<endif>><<if $lasertarget is "greenamulet">>The machine finishes powering up and fires a brilliant green ray straight towards the amulet. It touches and the brilliant gemstone glimmers ever brighter, ready to impart power into whoever wears it; provided they're worthy.<<set $greenamuletcharges to 3>><<endif>><<endif>>\n\n<<if $crystalused is "rainbow">><<if $lasertarget is "girlfriend">>The machine finishes powering up and fires a brilliant rainbow ray into your girlfriend. She lets out a load moan of pleasure, not unlike an orgasm. "YES!" she exclaims. Right before your eyes, you can see every fiber of her being becoming even better. Her muscles grow, she becomes taller, and you can just tell that every other thing about her is improving as well. <<set $GS +=1; $GH +=1; $GINT +=1; $GE +=1; $GF +=1; $GRT +=1>><<endif>><<if $lasertarget is "player">>The machine finishes powering up and fires a brilliant rainbow ray into you.<<if $TS is "off">> The sensation is overwhelming. Every muscle on your body grows, and you become taller too. In fact, every possible facet of your being improves from exposure to this beam. <<set $BS +=1; $BH +=1; $BINT +=1; $BE +=1; $BF +=1; $BRT +=1>><<endif>><<if $TS is "on">> Before it can reach you however, your girlfriend pushes you aside and enters the trajectory of the beam herself. \n\n"YES!!!" she exclaims. "EVERYTHING ABOUT ME IS IMPROVING!" she yells out with a laugh. Right before your very eyes she becomes taller, and her muscles all grow. You can sense that she's improved internally as well. <<set $GS +=1; $GH +=1; $GINT +=1; $GE +=1; $GF +=1; $GRT +=1>> <<endif>><<if $lasertarget is "rainbowamulet">>The machine finishes powering up and fires a rainbow green ray straight towards the amulet. It touches and the brilliant gemstone glimmers ever brighter, ready to impart power into whoever wears it; provided they're worthy.<<set $rainbowamuletcharges to 3>><<endif>><<endif>><<endif>>\n\nAfter using the machine, you decide to return to the [[Living Room]]\n

As you hold this brilliantly illuminated flask in your hand, you can feel it literally quaking from the sheer potency of its contents. The liquid within is sheer gold, and glistens when even the smallest amount of light reaches it. You look at the label, it reads: "Become ULTRA! Guarenteed to improve you in every possible way - twice as much as a mega potion would! Careful, whoever consumes this WILL experience instant results!"\nThe label has a picture of a golden star.\n\nWho will drink this?\n\n[[Give it to my Girlfriend|gfultrapot]]\n[[Drink it Myself|playerultrapot]]\n\n[[Put it away|inventory]]\nReturn to the [[Living Room]]

Choose your background: (please note - these are NOT balanced. They are entirely for roleplaying purposes and can offer different dialogue and in-game experiences. This is also NOT meant to be some kind of social commentary. They are simply cliches to play as and offer slightly different experiences.)\n\n\n\nDefault - Just a regular joe. You're currently in between jobs, but you are in pretty good shape. This is the most "blank slate" choice, also the choice given at Quick Start.\n\nStarting Stats: Moderately high strength and endurance. Moderate flexibility, intelligence and reaction time.\nStarting Profession: Unemployed\nDegrees: High School Diploma\n\n\n\nConstruction Worker - An honest blue collared man. You work hard and enjoy the simple pleasures of life.\n\nStarting Stats: High strength and endurance. Moderate reaction time. Moderately low flexibility and intelligence.\nStarting Profession: Unskilled construction labor\nDegrees: High School Diploma\n\n\n\nSkilled Laborer - Perhaps you are a plumber, electrician or craftsman. Either way, you work a hands-on job that required specific training, but put in long hours laboring away.\n\nStarting Stats: Moderately high endurance and intelligence. Moderate strength and reaction time. Moderately low flexibility.\nStarting Profession: Electrician / Plumber / Craftsman\nDegrees: Vocational School\n\n\n\nPersonal Trainer, Uneducated - You may not have gone to college, but you know how to help someone get jacked! You also know the right ratios to calculate for macros to achieve any look or performance. \n\nStarting Stats: High strength, high endurance, high flexibility, moderate intelligence, high reaction time.\nStarting Professions: Personal Trainer and Novice Athlete\nDegrees: High School Diploma\n\n\n\nPersonal Trainer, Educated - You've spent four years of your life studying exercise nutrition. You're a great personal trainer, and a highly proficient nutritionist to boot. You've coached a few of your friends before, and they always claim to have been pushed to their limits every time.\n\nStarting Stats: Moderately high strength, high endurance, high flexibility, moderately high intelligence, moderately high reaction time.\nStarting Professions: Personal Trainer and Assistant Research Analyist.\nDegrees: Bachelor's in Exercise Nutrition\n\n\n\nArtist / Writer / Musician, Uneducated - You never received formal training, but you still create decent works of art. It's difficult to keep your spirits high as you plug away, but someday someone has to recognize your genius, right?\n\nStarting Stats: High creativity, moderately high intelligence, moderate reaction speed, moderately low strength, endurance and flexibility. \nStarting Profession: Freelance arist/writer/musician (very low popularity)\nDegrees: High School Diploma\n\n\n\nArist/ Writer / Musicion, Educated - You went to college to study and perfect your chosen art form. As a result, you're now employed by a reputable company, but your work isn't owned by you. Regardless, a steady paycheck offsets the risk of starving while hoping something catches fire and takes off. You do feel that being directed by corporate influences for so long has hampered your creativity slightly however.\n\nStarting Stats: Moderately high creativity, moderately high intelligence, moderate reaction speed, moderately low strength, endurance and flexibility.\nStarting Profession: Artist/Writer/Musician for a company\nDegrees: Bachelor's of Art/English/Composition\n\n\nAccountaint - You're extremely good at organizing numbers.\n\n\n\nProfessional Gamer, esports - Gaming is in your blood, and you're so good at it that you make money playing on a team. Sometimes you worry what will happen if the game becomes unpopular, or if you simply aren't good enough to keep up with the other players.\n\nStarting Stats: Very high reaction speed, moderate intelligence and creativity, very low strength, endurance and flexibility.\nStarting Profession: ProGamer \nEducation: High School Dropout\n\n\n\nProfessional Gamer, streamer, LP'er, etc - You game all day in front of an audience, either live or recorded. It's a strange career path, but you prefer it over a more traditional job. \n\nStarting Stats: Moderately high reaction time and creativity. Moderate intelligence. Very low strength, endurance and flexbility.\nStarting Profession: Online Personality (gaming)\nEducation: High School Dropout\n\n\n\n\nFailed NEET - This is the hardmode choice. It's basically True Schmo mode that can improve its stats.\n\n\nGary Stu - What CAN'T you do? You're one of the most naturally amazing men to ever grace the earth. Maybe a girlfriend with a great deal of potential can knock you down a few pegs...\n\nStarting Stats: Natural Limit everything\nStarting Profession: High Power Executive / Celebrity / Genius Market Trader\nDegrees: Drop Out / High School Diploma / Associate's Degree / Bachelor's / Master's / Doctorate \n\n\n

This potion's substance is somehow a spiraling combination of blue and white. You read the label: "Suffering from writer's block? Can't figure out how to spice up your painting? Fear not! This potion is guarenteed to help you make something cool!"\n\nWho will drink this potion?

What invention would you like to build?\n\n\n\n\nNevermind, return to the [[Living Room]]\n

<<display "gbod">>\n\nYou and your girlfriend take out a pair of yoga mats and turn on an instructional video.\n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Right as you begin your run, the collar on your girlfriend's neck begins to glow brightly. <<if $BF gt 0>> The next thing you know, you feel less limber, as if your tendons are stiffer, meanwhile your girlfriend's seems even looser!<<set $GF +=1; $BF -=1>><<endif>><<if $BF lt 1>>If you had any flexibility to lose, it would be going straight into your girlfriend!<<endif>><<endif>>\n\n<</nobr>>\n<<if $GF gte 1 and $GF lte 3>><<set $Gyoga to "begin">><<endif>><<if $GF gte 3 and $GF lte 6>><<set $Gyoga to"int">><<endif>><<if $GF gte 6 and $GF lte 9>><<set $Gyoga to "adv">><<endif>>\n<<if $Gyoga is "begin">><<set $yogaseed to 1>><<endif>><<if $Gyoga is "int">><<set $yogaseed to 4>><<endif>><<if $Gyoga is "adv">><<set $yogaseed to 7>><<endif>>\n<<if $yogaseed is 1>> Your girlfriend follows along with the Downward Dog pose. It's a very simple position. \n\n<<if $GF is 1>>Despite the simplicity of the move, your girlfriend squirms a bit, struggling slightly to maintain it.<<endif>><<if $GF is 2>>Your girlfriend quickly and easily slips into the position and maintains it.<<endif>><<if $GF gt 2>>Your girlfriend not only easily holds the position, but ends up pushing it a bit further to challenge herself a bit more.<<endif>>\n\n<<if $GS is 1 or $GS is 2>>Her body is somewhat unimpressive.<<endif>><<if $GS is 3 or $GS is 4>>Her rounded bottom wiggles slightly from the motion.<<endif>><<if $GS is 5 or $GS is 6>>Her jutting calves stick out fiercely from the motion.<<endif>><<if $GS is 7 or $GS is 8>>Her undeniably muscular bottom quivers ever so slightly from the movement.<<endif>><<if $GS is 9 or $GS is 10>>You can see the thick, powerful striation in her hamstrings from the motion.<<endif>><<if $GS is 11 or $GS is 12>>The powerful muscles in her abs and legs explode to life from the slight pressure placed them them.<<endif>><<if $gbod is "lwbb" or $gbod is "medbb">>Her body is like a pillar of muscle rippling from the motion.<<endif>><<if $gbod is "bigbb" or $gbod is "super">>Her massive, staggering musclebound body quivers ever so slightly from the motion, causing a chill to run down your spine.<<endif>>\n\n<<if $BF is 1>>While following the move itself is easy enough, you find yourself facing difficulty keeping your body in position.<<endif>><<if $BF is 2>>You find yourself easily getting into the position and holding it without any trouble.<<endif>><<if $BF gt 2>>As you slip into the position, it is almost trivially easy for you to hold it.<<endif>><<endif>><<if $yogaseed is 4>>Your girlfriend follows along with the crow position, a pose that's intermediate in difficulty.\n\n<<if $GF lt 3>>Your girlfriend tries to get into the pose, but fails.<<endif>><<if $GF is 3>>It's visibly difficult for her, but she manages to get into the position and hold onto it for a few moments.<<endif>><<if $GF is 4>>She slips into the position with relative ease and holds onto it without much trouble.<<endif>><<if $GF gt 4>>Your girlfriend effortlessly gets into the position and holds it without any difficulty. She even goes so far as to push herself a bit further to make it challenging.<<endif>>\n\n<<if $gbod is "weak">>Despite the physicality of the crow position, your girlfriend's body is unimpressive.<<endif>><<if $gbod is "toned">>The budding muscles in your girlfriend's arms spring to life as they prop her body up.<<endif>><<if $gbod is "muscled">>You can see your girlfriend's visible triceps bulge out as they lift her body into the air.<<endif>><<if $gbod is "fitness">>Her capped shoulders and meaty arms hoist her lithe, powerful body into the air.<<endif>><<if $gbod is "phys">>Her thick body props itself into the air, and you can see every striation in her powerful midsection spring to life as they hold her legs up.<<endif>><<if $gbod is "lwbb">>Her wide tapered frame expertly hoists her cobblestoned body.<<endif>><<if $gbod is "medbb" or $gbod is "bigbb">>It's impressive that a body as thick and powerful as hers is capable of such a graceful maneuver. Every engorged muscle on her frame juts out even further from the effort.<<endif>><<if $gbod is "huge" or $gbod is "super">>You feel a shiver run down your spine as you witness the mammoth muscles on your girlfriend's body spring to life as they perform the impressive feat of athleticism.<<endif>>\n\n<<if $BF lt 3>>You try to get into the position, but you find that you simply aren't limber enough to do it properly.<<endif>><<if $BF is 3>>You manage to get into and hold the position, but after a few moments you lose your balance and fall down.<<endif>><<if $BF is 4>>You get into the position without much trouble and hold it for a short while.<<endif>><<if $BF gt 4>>You're able to get into and hold the position without any difficulty at all.<<endif>><<endif>>\n\n<<if $yogaseed is 7>>Your girlfriend begins to follow along with the Plow position. It is a fairly advanced movement.\n\n<<if $GF lt 6>>Despite her best efforts, your girlfriend fails to get into the position at all.<<endif>><<if $GF is 6>>Your girlfriend initially has some difficulties, but she manages to slip into a mostly correct version of the move.<<endif>><<if $GF is 7>>Your girlfriend slips into the position with correct form and holds it without trouble.<<endif>><<if $GF gt 7>>Your girlfriend effortlessly slips into the advanced move, going so far as to move her legs in and out of the position in a controlled manner to make it more challenging for herself.<<endif>><<if $gbod is "weak">>Your girlfriend's body looks as unimpressive as ever as it slides into the position. Although, it is actually quite impressive that someone as out of shape as she is can get into the position at all.<<endif>><<if $gbod is "toned">>Your girlfriend's lithe body ripples slightly from slipping into the impressive position.<<endif>><<if $gbod is "muscled" or $gbod is "fitness">>Your girlfriend's muscular midsection springs to life, and the tendons in her legs similarly stand out to your attention.<<endif>><<if $gbod is "phys" or $gbod is "lwbb">>Your girlfriend's cobblestone abs burst forward and the hamstrings in her legs stretch out from the impressive position.<<endif>><<if $gbod is "medbb" or $gbod is "bigbb">>Your girlfriend's thick, muscular body takes on a new impressive appearance as the large muscles slide into the contortionist stance.<<endif>><<if $gbod is "huge" or $gbod is "super">>You feel a shiver run down your spine as you witness the muscular behemoth that is your girlfriend slide into such an advanced position.<<endif>>\n\n<<if $BF lt 6>>You try to get into the position, but you find that you simply aren't limber enough to do it properly.<<endif>><<if $BF is 6>>You manage to get into and hold the position, but after a few moments you lose your balance and fall down.<<endif>><<if $BF is 7>>You get into the position without much trouble and hold it for a short while.<<endif>><<if $BF gt 7>>You're able to get into and hold the position without any difficulty at all.<<endif>><<endif>>\n\n<<if $BS lt 14>><<set $BW +=1>><<endif>><<if $GS lt 10>><<set $GW +=1>><<endif>><<set $BEP +=1>><<set $GEP +=2>><<set $GFP +=4>><<set $BFP +=2>>\n\n\nAfter a grueling workout, you and your girlfriend relax for the rest of the day before eventually going to [[sleep]]

<<if $GS is 1>>You take a glance at your girlfriend. She is wearing a somewhat loosely fitting tank-top and pajama pants. Aside from a thin layer of baby fat she has an average body for a girl her age.<<endif>><<if $GS is 2>>Your girlfriend is still wearing her trademark tank-top and pajama pants. You aren't sure if it's your imagination, but her arms look a bit different, and the familiar tiny smudge of a double chin beneath her head has seemingly disappeared.<<endif>><<if $GS is 3>>You take a glance at your girlfriend. She's wearing her usual casual wear of a tank-top and pajama pants. You're not sure if it's the lighting, but it appears that her layer of baby fat has disappeared. It might just be a shadow, but you swear that there might be a slight bit of definition in her triceps and shoulders<<endif>><<if $GS is 4>>You look at your girlfriend. She is still wearing a tank-top with pajama bottoms. Her upper body has undeniably changed since you first met her however, as small biceps and triceps dance to life whenever she moves.<<endif>><<if $GS is 5>>You take a glance at your girlfriend. Her tank-top is looking extremely snug on her. There's no denying it, her arms are definitely defined, and her shoulders are slightly capped. To your surprise she is actually wearing boyshorts instead of pajama pants, displaying a pair of shockingly toned legs. <<endif>><<if $GS is 6>> You look at your girlfriend. While her muscles are still relatively small, they're absolutely brimming with feminine power in appearance. Her bare legs in particular have powerful slabs of muscle that are rock hard even when she isn't flexing at all.<<endif>><<if $GS is 7>>You were already looking at your girlfriend because it's hard to keep your eyes off of her! Filled with confidence, she's wearing a mere sports bra and athletic underwear. Her upper body, looks downright jacked for a girl. The skimpy outfits reveals a sharply defined four-pack, and her legs are absolutely brimming with power.<<endif>><<if $GS is 9 or $GS is 8>>Your girlfriend's powerful body commands attention from you at an nearly all hours of the day. If she were to prepare for a show with her current size, she'd measure somewhere between a fitness and physique competitor. A pair of visible serratus adorn her rigid and powerful six pack, and a pair of thick traps pop up from behind her relatively thin neck.<<endif>>\n<<if $GS is 10 or $GS is 11>>Lately it's hard to keep your attention away from your girlfriend. Her muscles are now on par with a large female physique competitor. Proud of her new body, and finding it difficult to fit into her old clothing, she's resorted to merely wearing lingerie around the house, which reveals her thickly defined six-pack. <<endif>> \n<<if $GS is 11 or $GS is 12>>Your girlfriend is an absolute powerhouse! She has the appearance of a female bodybuilder, yet her muscles somehow appear fuller and more menacing. Her large, throbbing biceps are nearing the size of softballs, and the armor-like pecs underneath her breasts cause them to perk up immensely. \n\nHer now-typical outfit of only lingerie reveals a fully sculpted six-pack with matching obliques, each with ridges that you could stick a quarter in. Her legs are the size of small tree trunks, and her calves are approaching the largest you've ever seen on a woman.<<endif>><<if $GS is 13 or $GS is 14>>You are beginning if wonder if your girlfriend is going to start competing in bodybuilding. Her frame is not only packed with muscles comparable to a Ms. Olympia winner, but they're visibly full and natural in such a way that they can only dream. \n\nAs she sits next to you on the couch, the indentation of her sheer weight draws you towards her hard, warm body. <<endif>><<if $GS is 15 or $GS is 16>>With a bit of preparation, your girlfriend could stand toe to toe with the vast majority of professional male bodybuilders. In fact, her muscles appear more lively and powerful, as a tiny veneer of feminine fluff covers them. They are smooth to touch and immensely hard underneath. \n\nYou aren't entirely sure why, but you are convinced that your girlfriend's body is comparable to the absolute limit you could push your own.<<endif>><<if $GS is 17 or $GS is 18>> Your girlfriend has the muscularity of a professional top-tier male bodybuilder, while still fully retaining the feminine features you fell in love with. She is a divine blend of power and beauty, and she turns bewildered heads everywhere she goes.<<endif>><<if $GS is 19 or $GS is 20>>Your girlfriend can only be possibly rivaled by the largest and strongest men alive in terms of sheer muscle.\n\nYou're also pretty positive that no matter how much you try naturally, you could never naturally achieve her level of musculature - a thought that is both upsetting and thrilling to you.\n<<endif>><<if $GS is 21 or $GS is 22>> Your girlfriend is now the most muscular human being you have ever seen in person - regardless of gender! Only the largest male bodybuilders in the world could hope to compare with her. <<endif>><<if $GS is 23 or $GS is 24>>Your girlfriend's physique looks like that of a male comic book hero's; but with a staggering feminine hourglass between her ample bosom and wide hips.\n\nYou can't help but feel that she'd be comparable to, or perhaps even emasculate, Superman if he were to appear in the flesh.<<endif>><<if $GS is 25 or $GS is 26>> There is no doubt in your mind, your girlfriend most likely possesses the largest and most impressive muscles on the entire planet. Even with the greatest steroids ever invented, you could never hope to compete with her on a physical level. Only with the help of magic or divine intervention could you reach her level of physical prowess.\n\nThe smallest movement causes bunches of muscles on her frame to tense up and swell to an even larger size, causing an almost uncontrollable chill of lust and, perhaps fear, to run down your spine.<<endif>><<if $GS is 27 or $GS is 28>>As you gaze upon your girlfriend, you wonder if she is even human. The sheer amount of muscular flesh on her body is surreal to behold. It's quite a wonder to imagine the network of tendons, neurons and veins all working in unison to provide your girlfriend the sheer amount of strength she posseses. Adding to this, a chill runs down your spine as you realize that every ounce of muscle on her frame is more efficient than yours, yielding to her far more power than you could ever fathom wielding.\n\nDespite this, she is distinctively feminine in her shape and form. If anything, she appears more of a goddess than ever before<<endif>><<if $GS is 29 or $GS is 30>>Your girlfriend's body is a testament to the human imagination. She's a childish power fantasy brought to life. Every fiber of her being is brimming with incomprehensible strength and vitality. Better yet, you know that she can continue to grow, continue to become stronger, and continue to soak in the essence of life itself into her massive form.<<endif>><<if $GS is 31 or $GS is 32>>Your girlfriend's body is a monolith of strength. A tower of power. A pillar of unbridled vitality. All you can think about lately is how overwhelmingly powerful your girlfriend is, and you wonder just how much further her ascension can go.<<endif>><<if $GS gt 32>>\nCalling your girlfriend huge would be an understatement. She possess more muscle and power than you ever imagined possible. What's even more incredible is despite possessing <<print $GS>> inch biceps, she's still fully functional - in fact, more functional than ever before.\n\nIt seems that your girlfriend's ascension to some kind of super human being is all but inevitable.<<endif>>\n\n<<if $gequip is "no">>Your girlfriend currently has no special equipment on.<<endif>><<if $gequip is "redamulet">>A red amulet adorns her neck. <<if $redamuletcharges is 3>>It shines brightly<<endif>><<if $redamuletcharges is 2>>It shines fairly brightly<<endif>><<if $redamuletcharges is 1>>It barely shines at all<<endif>><<if $redamuletcharges is 0>>It no longer shines whatsoever<<endif>><<endif>><<if $gequip is "greenamulet">>A green amulet adorns her neck. <<if $greenamuletcharges is 3>>It shines brightly<<endif>><<if $greenamuletcharges is 2>>It shines fairly brightly<<endif>><<if $greenamuletcharges is 1>>It barely shines at all<<endif>><<if $greenamuletcharges is 0>>It no longer shines whatsoever<<endif>><<endif>><<if $gequip is "blueamulet">>A blue amulet adorns her neck. <<if $blueamuletcharges is 3>>It shines brightly<<endif>><<if $blueamuletcharges is 2>>It shines fairly brightly<<endif>><<if $blueamuletcharges is 1>>It barely shines at all<<endif>><<if $blueamuletcharges is 0>>It no longer shines whatsoever<<endif>><<endif>><<if $gequip is "rainbowamulet">>A rainbow amulet adorns her neck. <<if $rainbowamuletcharges is 3>>It shines brightly<<endif>><<if $rainbowamuletcharges is 2>>It shines fairly brightly<<endif>><<if $rainbowamuletcharges is 1>>It barely shines at all<<endif>><<if $rainbowamuletcharges is 0>>It no longer shines whatsoever<<endif>><<endif>><<if $gequip is "nightmarecollar">>A sinister gothic looking collar adorns her neck. It sends a shiver up your spine just to glance at it<<endif>><<if $gequip is "wristweights">>A pair of wirst weights sit above her hands - a reminder that your girlfriend's muscles are constantly improving.<<endif>><<if $gequip is "ankletweights">>A pair of weights adorn your girlfriend's anklets - a reminder that your girlfriend's endurance is constantly improving.<<endif>>\n\n<<if $GH is 1>>Your girlfriend is 5'<<endif>><<if $GH is 2>>Your girlfriend is 5'2"<<endif>><<if $GH is 3>>Your girlfriend is 5'4"<<endif>><<if $GH is 4>>Your girlfriend is 5'6"<<endif>><<if $GH is 5>>Your girlfriend is 5'7"<<endif>><<if $GH is 6>>Your girlfriend is 5'8"<<endif>><<if $GH is 7>>Your girlfriend is 5'9"<<endif>><<if $GH is 8>>Your girlfriend is 5'10"<<endif>><<if $GH is 9>>Your girlfriend is 5'11"<<endif>><<if $GH is 10>>Your girlfriend is 6'<<endif>><<if $GH is 11>>Your girlfriend is 6' .5" tall<<endif>><<if $GH is 12>>Your girlfriend is 6'1" tall<<endif>><<if $GH is 13>>Your girlfriend is 6'1.5" tall<<endif>><<if $GH is 14>>Your girlfriend is 6'2" tall<<endif>><<if $GH is 15>>Your girlfriend is 6'2.5" tall<<endif>><<if $GH is 16>>Your girlfriend is 6'3" tall<<endif>><<if $GH is 17>>Your girlfriend is 6'3.5"<<endif>><<if $GH is 18>>Your girlfriend is 6'4" tall<<endif>><<if $GH is 19>>Your girlfriend is 6'4.5" tall!<<endif>><<if $GH is 20>>Your girlfriend is 6'5"<<endif>><<if $GH is 21>>Your girlfriend is 6'5.5"<<endif>><<if $GH is 22>>Your girlfriend is 6'6"<<endif>><<if $GH is 23>>Your girlfriend is 6'6.5" tall<<endif>><<if $GH is 24>>Your girlfriend is 6'7" tall<<endif>><<if $GH is 25>>Your girlfriend is 6'7.5" tall<<endif>><<if $GH is 26>>Your girlfriend is 6'8"<<endif>><<if $GH is 27>>Your girlfriend is 6'8.5" tall<<endif>><<if $GH is 28>>Your girlfriend is 6'9"<<endif>><<if $GH is 29>>Your girlfriend is 6'9.5"<<endif>><<if $GH is 30>>Your girlfriend is 6'10"<<endif>><<if $GH is 31>>Your girlfriend is 6'10.5"<<endif>><<if $GH is 32>>Your girlfriend is 6'11"\n<<endif>><<if $GH is 33>>Your girlfriend is 6'11.5" tall<<endif>><<if $GH is 34>>Your girlfriend is 7' tall<<endif>><<if $GH gt 34>> Your girlfriend is really really tall!<<endif>>\n\n<<back>>

[[MagnusMagneto]]\n[[My DA|http://magnusmagneto.deviantart.com/]]\n[[Support This Game!|http://www.patreon.com/magnuscyoa]]\n\n\n[[Release Notes For v 3|notes]]\n[[Coming up next for FMG Game|comingnext]]\n[[Special Thanks|thanks]]\n\nCurrent Cash: $<<print $cash>>

A bewildering flask in an almost otherworldly shaped container. You have equal difficulty comprehending the geometry of the glass and the color of its contents. You read the label: "Behold! A marvelous elixir that will allow you to imbue your strength into another human being! Simply drink this, then grab onto the person you wish to empower." The label has a cartoon image of two figures and an arrow from one pointing to the other.\n\nWho will drink the potion?\n\n[[Give it to my girlfriend|gftransferpot]]\n[[Drink it myself|playertransferpot]]\n[[Put it away|inventory]]

=-=Girlfriend FMG Life Sim Classic=-=\n\n\nYou are the spitting image of an average healthy, fit, adult male. Standing at the national median average of 5'10" you possess a fairly muscular and lean frame.\n\nYour girlfriend has recently moved into your impressively large apartment. She has shown a lot of desire to improve herself in virtually any way possible. Perhaps with a bit of prodding you can help unlock her potential?\n\n\nIt's just another day in your [[Living Room]]

Who will watch television?\n\n[[Just Me|playertv]]\n[[Just My Girlfriend|girltv]]\n[[Both of Us|bothtv]]\n\n

<<if $GS is 1 or $GS is 2>>Your girlfriend turns her attention to you. "Do you think I should start getting into better shape?" she asks. It's obvious this question has been bothering her for a while.\n\nYou decide to not respond - sometimes the winning move is to not play at all!\n<<if $TS is "on">>\n"Well, let's be honest, a weakling like you would probably love to see his girlfriend grow into an amazon. Maybe I ought to indulge you?" she says with wink.<<endif>>\n<<if $BS is 1 or $BS is 2>>"No offense babe, but I really think you need some meat on your bones. Maybe you should work out with me?" <<endif>><<if $BS is 5 or $BS is 6>>"You've been slacking a bit yourself." She pokes your soft belly and it yields to her touch. "Maybe we can get in shape together?"<<endif>><<if $BS is 7 or $BS is 8>>"You're in such great shape, and I just want to things to be fair, you know?" she gives your arm a loving squeeze.<<endif>><<if $BS gt 8>> "You're just so friggan jacked!" she swoons before squeezing your arm, unable to make it budge at all. She blushes from the action. "I hate being so flabby next to you." <<endif>><<endif>><<if $GS is 3 or $GS is 4>>Your girlfriend turns her attention to you. "I think I'm starting to see some results!" she says with glee. The small amount of definition in her arms shows that she must be right. <<endif>>\n<<if $GS is 5 or $GS is 6>>Your girlfriend turns her attention to you. "Check it out!" she says with a big smile before performing a double bicep shot causing her small defined arms to spring to life. "I hope you like these babies, 'cause I sure do!" she gives you a playful wink before putting her arms back down.<<endif>><<if $GS is 7 or $GS is 8>>"Mmm... Being in shape feels so good! I just want to keep getting stronger!" she says with a yawn, stretching herself out and confidently placing her arm around you. You are surprised by how firm her casual grip is.<<endif>><<if $GS is 9 or $GS is 10>>"It seems like I'm getting stronger all the time! In fact, my muscles are bigger than that of most of the guys I know! We should do some physical activity so I can get even more impressive."<<endif>><<if $GS is 11 or $GS is 12>>"You know babe, I have to admit, I'm not sure if I like the look of my muscles, or the power behind them more." She flexes her large, well defined arms for emphasis. "One thing I do know for sure though, I want to make them even bigger and stronger!"<<endif>><<if $GS is 13 or $GS is 14>>"I don't think I've ever met a guy nearly as jacked as I am." your girlfriend says contentedly. <<if $BS is 13 or $BS is 14>> "Other than you of course." she adds with a wink<<endif>><<endif>><<if $GS is 15 or $GS is 16>>"Remember back when you used to be the strong one between us?" she says with a smirk. <<if $TS is "on">> "Just kidding. I've always been stronger that you could ever hope to be! And almost every day I get even better!<<else>> "I have to admit, I really, really like being the one with the power around here.<<endif>><<endif>><<if $GS is 17 or $GS is 18>>"Lately I feel like 'another day, another inch' is a fitting statement for my biceps." she says before flexing them for show.<<endif>><<if $GS is 19 or $GS is 20>>"Being so powerful is downright amazing! I just wish I could figure out how to get even MORE! Nothing challenges me anymore." she says with a pout.<<endif>>\n\n<<back>>\n

This invention look like a futuristic helmet. Theoretically, it will detect precisely how powerful a mind inside of it is.\n\n[[Let's use it!|BrainRead2]]\n\nNevermind, return to the [[Living Room]]

Today at work you earned: <<print $pcashearned>>. You used to have <<print $cash>>, but now you have <<set $cash += $pcashearned>><<print $cash>>.\n\n<<if $pjob is "office">><<if $BofficeINT lt 4>>Working at the office challenged your mind in new ways. You feel as if you helped develop your intellect further.<<set $BIP +=2>><<set $BofficeINT +=1>><<endif>><<if $BofficeINT gte 4>>While working at the office stimulates ones mind, you feel as if you've learned everything you can from working there.<<endif>>\n\nUnfortunately, while the office pays pretty well, you were mostly confined to your cubicle all day. <<set $BA +=1>><<endif>>\n\nLet's see what your girlfriend did while you were busy:\n\n<<if $gfact is "weights">>Your girlfriend pumped iron. <<if $GS lt $BS>>"Maybe if you keep sitting in that cubicle while I lift weights I can catch up to you!" she announces with a wink.<<endif>><<if $GS is $BS>>"Mmm... I have a feeling that today may be the day that tips the muscle scales in my favor!" she announces with a wink.<<endif>><<if $GS gt $BS>>"More muscle gains for me while you grind out the money gains! I like this arrangement!" she declares before flexing her arms for you.<<endif>><<set $GW +=4>><<endif>><<nobr>>\n\n<</nobr>><<if $gfact is "yoga">>Your girlfriend practiced her yoga skills. "Getting more flexible all the time!" she declares with a grin.<<if $GS lt 8>> "I also think that I'm getting more toned too from holding all of those weird positions"<<set $GW +=2>><<endif>><<set $GFP +=4>><<endif>><<nobr>>\n\n<</nobr>><<if $gfact is "gym">>Your girlfriend went to the gym! <<if $GS gte 25>>"It's always nice to pump up my giga guns, but I'm afraid the gym just doesn't challenge me anymore." she declares with a pout.<<endif>><<if $GS lt 25>>"Got in a great workout today at the gym!" she says with a grin on her face.<<if $GS lt $BS>> "Hopefully I can catch up to you soon!"<<endif>><<if $GS is $BS>> "I've got a feeling that today will be the day that I finally surpass you in gains!" she flexes her arms with a grin.<<endif>> <<if $GS gt $BS>>"I love it when my man goes off and makes money for me while I pump up to even bigger sizes! I can just keep getting stronger and stronger!" she declares, pumping her arms a few times.<<endif>><<set $GW +=4>><<endif>><<endif>><<nobr>>\n\n<</nobr>><<if $gfact is "nfbook">>Your girlfriend read some non-fiction books! <<set $GA +=1>> <<if $GFnonficINT gte 4>>"It was a nice reading session, but I'm afraid my brain isn't really challenged from this kind of activity anymore."<<endif>><<if $GnonficINT lt 4>>"It was a great mental workout! I think my mind is getting sharper from exposure to this kind of stuff!" she explains. <<if $GINT lt $BINT>>"I hope I can catch up to you in terms of intelligence soon!"<<endif>><<if $GINT is $BINT>>"Just a matter of time until my brains are better than yours!" she adds with a wink.<<endif>><<if $GINT gt $BINT>>"I think the disparity in our mental abilities is growing, and to be honest... I like it." she grins slyly.<<endif>><<set $GIP +=4; $GnonficINT +=1>><<endif>><<endif>><<nobr>>\n\n<</nobr>><<if $gfact is "fictionbook">>Your girlfriend read some fiction books! <<set $GA +=1>> <<if $GFficINT gte 4>>"It was a nice reading session, but I'm afraid my brain isn't really challenged from this kind of activity anymore."<<endif>><<if $GficINT lt 4>><<set $GIP +=4; $GficINT +=1>><<endif>>"It was a great mental workout! I think my mind is getting sharper from exposure to this kind of stuff!" she explains. <<if $GINT lt $BINT>>"I hope I can catch up to you in terms of intelligence soon!"<<endif>><<if $GINT is $BINT>>"Just a matter of time until my brains are better than yours!" she adds with a wink.<<endif>><<if $GINT gt $BINT>>"I think the disparity in our mental abilities is growing, and to be honest... I like it." she grins slyly.<<endif>><<endif>><<nobr>>\n\n<</nobr>><<if $gfact is "games">>Your girlfriend played video games all day! <<set $GA +=1>><<if $GsgameINT lt 2>> "This may sound strange, but I think my mind's getting sharper from playing that game!" <<set $Gsgameint +=1; set $GIP +=4>><<endif>><<if $GRT lte 20>>"I think my reaction speeds are getting better!"<<set $GRP +=4>><<endif>><<endif>><<nobr>>\n\n<<if $gfact is "running">>Your girlfriend went running! "Always nice to get the blood pumping." she explains with a grin.<<set $runitemseed to either (1, 2, 3, 4, 5, 6, 7, 8, 9, 10)>><<if $runitemseed gte 1 and $runitemseed lte 4>><<set $runpotseed to either (1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12)>>\n"Look at this thing I found while I was out." she says, handing you a : <<if $runpotseed is 1>>A Mighty Muscles Potion!<<set $mpc +=1>><<endif>><<if $runpotseed is 2>>A Meekly Muscles Potion! <<set $wpc +=1>><<endif>><<if $runpotseed is 3>>A Feisty Flexibility Potion! <<set $fpc +=1>><<endif>><<if $runpotseed is 4>>An Everlasting Endurance Potion! <<set $epc +=1>><<endif>><<if $runpotseed is 5>>A Haughty Heights Potion! <<set $hpc +=1>><<endif>><<if $runpotseed is 6>>A Sullen Shrinking Potion!<<set $shrpc +=1>><<endif>><<if $runpotseed is 7>>A Terrifying Transfer Potion!<<set $trpc +=1>><<endif>><<if $runpotseed is 8>>A Mega Potion! <<set $megpc +=1>><<endif>><<if $runpotseed is 9>>An Ultra Potion!!<<set $ultpc +=1>><<endif>><<if $runpotseed is 10>>An Awful Atrophy Potion!<<set $atpc +=1>><<endif>><<if $runpotseed is 11>>An Intense Intellect Potion!<<set $intpc +=1>><<endif>><<if $runpotseed is 12>>A Radical Reaction Potion!<<set $rtpc +1>><<endif>><<endif>><<set $GEP +=4>><<endif>><</nobr>>\n<<if $gact is "calis">>Your girlfriend performed calisthenics! <<if $GS gte 10>>"It was a good workout, but I'm afraid that bodyweight exercises just don't challenge me anymore." she explains with a frown.<<endif>><<if $GS lt 10>>"It was a good workout, I could really feel the burn! Who says you need weights to get buff?" she asks with a grin. <<if $GS lt $BS>>"Hopefully with enough workouts I can catch up to you!"<<endif>><<if $GS is $BS>>"I think I'm about to surpass you in the muscle department!" she announced with a playful flex.<<endif>><<if $GS gt $BS>>"Bigger guns for me, and a bigger wallet for us courtesy of you! Maybe that money can go towards making me even better!?" she asks, flexing her arms, pumping them a few times.<<endif>><<set $GW +=4>><<endif>><<endif>>\n\nAfter a long day, you finally decide it's time to go to [[sleep]]

Your girlfriend giddily grabs the potion, uncorks it, and brings the opening to her lips. With a few gulps, she chugs the entirety of its contents down. "Mmmm...." she cooes. "I can feel it working. My mind... it's speeding up. I bet I can learn things more quickly, and process information faster." she explains with a toothy grin.\n\n<<set $GINT +=1>>\n<<set $intpc -=1>>\n\nReturn to the [[Living Room]]\n

<<if $pjob is "office">>Today you went to work at the office. \n<<set $Bofficepoints += 2>>\n\n<<if $Bofficeskill is 1 or $Bofficeskill is 2>>You're very new to the place. Despite being given very easy tasks, you had a lot of difficulty getting them all finished due to your inexperience. Regardless, you're hopeful that you'll pick up on what to do soon, and maybe earn more money as a result!<<endif>><<if $Bofficeskill is 3 or $Bofficeskill is 4>>You're getting the hang of things at this job, and starting to earn more money as a result. It's kind of strange that an office job is paying you a daily wage based directly off of your skill level, but it's a living.<<endif>><<if $Bofficeskill is 5 or $Bofficeskill is 6>>You're getting really good at what you do. People come to rely on you for various tasks, and you're starting to earn a fair amount of money.<<endif>><<if $Bofficeskill is 7 or $Bofficeskill is 8>>You're something of a pro around the office, and take home a nice chunk of change!<<endif>><<if $Bofficeskill is 9 or $Bofficeskill is 10>>You're an office legend! Nobody could hope to match your productivity today! In fact, you've become so good at this, that you can't think of a way to improve at all!<<endif>>\n\n<<if $BINT is 1 or $BINT is 2>>Your mind just isn't quite as clear as most of your coworkers and you have difficulty with some tasks as a result. You know that your relatively low intelligence is holding you back a bit.<<endif>><<if $BINT is 3 or $BINT is 4>>Your intelligence is fairly average, so you don't feel as if it is giving you an advantage nor a disadvantange to your productivity and earnings.<<endif>><<if $BINT is 5 or $BINT is 6>>You're definitely a bit above the curve in terms of smarts around the office. As a result, you can get a bit more done compared to those who are a little slower with equal experience to you.<<endif>><<if $BINT is 7 or $BINT is 8>>You're pretty darn bright compared to everyone else, and as a result your output is a lot higher than most others. You're confident that you're earning a nice chunk of change extra due to your smarts.<<endif>><<if $BINT gte 9>>You're easily the smartest person at the office. As a result, you're able to output a lot more than those of the same level of experience. You're confident that your powerful mind is giving you a large edge over the competition, resulting it more money earned.<<endif>>\n<<nobr>><<set $pcashearned to ($Bofficeskill * 10) + 40>>\n\n<<if $BINT lte 10>><<set $pcashearned += ($BINT * 5)>><<endif>><<if $BINT gte 10>><<set $pcashearned += 50>><<endif>>\n\n<</nobr>><<endif>><<if $pjob is "construction">>Today you went to work at the construction site.\n<<set $Bconstructpoints +=2>>\n<<if $Bconstructskill is 1 or $Bconstructskill is 2>>Despite your job seeming pretty simple on paper, you quickly realize there's a lot more nuance to what's going on than you initially anticipated. You're hopeful that with some experience you'll start getting better at things on the site.<<endif>><<if $Bconstructskill is 3 or $Bconstructskill is 4>>There's still a lot to learn in terms of doing things efficiently around the site, but you're certain that you're getting better. As a result, your productivity is up compared to when you started, and you'll likely be taking home a little extra money.<<endif>><<if $Bconstructskill is 5 or $Bconstructskill is 6>>You're becoming one of the better workers on the site, the kind of guy that everyone else relies on to get things done. Your productivity is getting up there with the pros and you're earning more money than ever.<<endif>><<if $Bconstructskill is 7 or $Bconstructskill is 8>>You're easily one of the best workers on the site. The bosses are relieved to see you walk in as they know a lot will get done that day. Your fairly generous takehome wage compared to when you started is evident of this.<<endif>>\n<<if $Bconstructskill is 9 or $Bconstructskill is 10>>You're one of, if not the best worker at the construction site. You have a tremendous amount of output per hour worked compared to everyone else. Your considerable wage compared to them shows this off. In fact, you've become so good at this, that you can't think of a way to improve any further in it!<<endif>><<if $BE is 1 or $BE is 2>>\n\nYou feel as if you're winded all the time from working, and it's seriously impacting your ability to perform. Either your body will need to adjust to this job, or you'll need to start running if you want to seriously make a living from this line of work.<<endif>><<if $BE is 3 or $BE is 4>>\n\nThe work is tough on your body, but you can mostly get through the day. Still, if you were fitter, you're positive you could be more productive and make more money.<<endif>><<if $BE is 5 or $BE is 6>>\n\nYour fitness isn't much of a problem as you're able to get all of your work done, but you still have a feeling that if you had more energy you could make even more cash at the site.<<endif>><<if $BE is 7 or $BE is 8>>\n\nYou're one of the fittest workers at the site, but there are still a couple of moments where you have to stop to take a breather.<<endif>><<if $BE gte 9>>\n\nYou're a machine. You never have to stop working, and as a result, you're positive that becoming even fitter won't increase your salary any further.<<endif>><<set $pcashearned to ($Bconstructskill * 7) + 40>><<if $BE lte 10>><<set $pcashearned += ($BE * 5)>><<endif>><<if $BE gte 10>><<set $pcashearned += 50>><<endif>><<endif>>\n\nAfter a long day of work, you decide to [[head home|playwork4]]

You decide to spend the rest of your evening reading fictional literature.\n\n<<if $BficINT lt 4>>As you immerse yourself in the book, you feel as if your mind is actually being engaged and challenged in the process.<<set $BIP +=2>><<set $BficINT +=1>><<endif>><<if $BficINT gte 4>>While you enjoy your time reading the book, you can't help but feel as if your mind isn't truly being challenged by it.<<endif>>\n<<set $GA +=1>><<set $BA +=1>>\nAfter a long day you eventually go to [[sleep]]

What's your name? <<textarea "$pname" "Brian">>\nWhat's your girlfriend's name? <<textarea "$hername" "your girlfriend">>\n\n[[Advanced Setup]]\n\n---Scenario Select---\n\n[[FMG Game Classic|Living Room]]\n[[(Show Classic Scenario Intro)|CSintro]]\n[[True Schmo Scenario|TSstart]]\n\n[img[fmg sim game logo 3]]\n\n\n\n\n\n\n \n\n\n\n\n\n\n\n\n\n\n

<<set $runitemseed to either (1, 2, 3, 4, 5, 6, 7, 8, 9, 10)>>You go for a run by yourself, pushing yourself to your limit.\n<<if $runitemseed gte 1 and $runitemseed lte 4>><<set $runpotseed to either (1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12)>>\nWhile you are running, you find a strange object on the ground!\n\n<<if $runpotseed is 1>>A Mighty Muscles Potion!<<set $mpc +=1>><<endif>><<if $runpotseed is 2>>A Meekly Muscles Potion! <<set $wpc +=1>><<endif>><<if $runpotseed is 3>>A Feisty Flexibility Potion! <<set $fpc +=1>><<endif>><<if $runpotseed is 4>>An Everlasting Endurance Potion! <<set $epc +=1>><<endif>><<if $runpotseed is 5>>A Haughty Heights Potion! <<set $hpc +=1>><<endif>><<if $runpotseed is 6>>A Sullen Shrinking Potion!<<set $shrpc +=1>><<endif>><<if $runpotseed is 7>>A Terrifying Transfer Potion!<<set $trpc +=1>><<endif>><<if $runpotseed is 8>>A Mega Potion! <<set $megpc +=1>><<endif>><<if $runpotseed is 9>>An Ultra Potion!!<<set $ultpc +=1>><<endif>><<if $runpotseed is 10>>An Awful Atrophy Potion!<<set $atpc +=1>><<endif>><<if $runpotseed is 11>>An Intense Intellect Potion!<<set $intpc +=1>><<endif>><<if $runpotseed is 12>>A Radical Reaction Potion!<<set $rtpc +1>><<endif>><<endif>>\n<<set $BEP +=2; $GA +=1>>\nAfter finishing, you wash yourself up and go to [[sleep][$BEP +=2]]

You decide to spend the rest of your night reading.\n\nWhat will you read?\n\n<<if $fictionbooksowned is "true">>[[Fiction|bfiction]]<<endif>>\n<<if $nfbooksowned is "true">>[[Non-Fiction|bnonfic]]<<endif>>\n\n<<back>>

<<if $chamberuser is "girlfriend">><<if $GS gt 20>>Your can sense that <<print $hername>> is eager to push her tremendous body to new limits and obtain ever greater strength.\n\n"Are you as psyched as I am to watch me use this thing?" she asks with a grin before stepping inside. <<endif>><<if $GS lt 20>>You can sense that <<print $hername>> is eager to push her body with the machine. \n\n"This should be fun!" she says with a grin before stepping inside.<<endif>>\n\nThe door closes behind her, and the machine whirrs to life. A few moments later, you hear a series of feminine grunts and groans. Inside, <<print $hername>> is struggling to merely stand up. You see her trying to move, desperately pushing with everything she has.\n\nThis process goes on for a few minutes until finally the machine starts to power down. <<print $hername>> steps out, and to your surprise, all of her muscles are larger! <<set $GS +=1>>\n\n"Nice!" she exclaims with a grin before flexing her arms for you.\n\nSatisfied, you return to the [[Living Room]]<<endif>><<if $chamberuser is "player">>\n\nYou step into the chamber and the door closes behind you. A few moments later, the device begins its process, and you can feel the atmosphere around you growing heavier. Simply standing still is becoming a challenge.\n\nEvery second feels like an hour due to the excruciating experience of being in this chamber. Before long however, the entire thing powers down and the door opens, letting you emerge.\n\n<<if $BS gte 20>>Even with this amazing device, you can't gain anymore muscle.<<endif>><<if $BS lt 20>>All of your muscles have grown! <<set $BS +=1>><<endif>>\n\nReturn to the [[Living Room]]<<endif>>

"This here..." Peter starts to say, pointing at the blueprints, "is the plans to create a gravity chamber. That is to say, an enclosed area with a far greater field of gravity than what's naturally on Earth. If you were to get such a thing to work, it could challenge almost anyone's body."\n\nIt costs $1500\n\n<<if $cash lt 1500>>You can't afford to buy this!\n\nGo <<back>><<endif>>\n\n<<if $cash gte 1500>>Will you buy it?\n\n[[Yes|Peter's Parts and Plans][$cash -= 1500; $gravitychamberplanbought = "true"]]\n[[No|Peter's Parts and Plans]]\n<<endif>>\n

That's not the password for the debug room!\n\nMaybe if your girlfriend becomes smart enough she'll tell you what it is?\n\ngo <<back>>\n\nReturn to the [[Living Room]]

<<if $TS is "on">>Silly schmo, you have nothing to transfer! Guess you'll have to hang onto this potion until Magnus adds an item shop you can sell it at someday!<<endif>>\n<<if $TS is "off">><<set $trpc -=1>>You aren't so sure if this is a good idea by any stretch of the imagination, but the claims made by the label on this bottle are too fantastical for you to not try it out.\n\nAs you uncork the flask, you notice it has a strange scent to it that you've never experienced. Before you can change your mind, you bring it to your lips and start drinking - it has a flavor equally strange to its scent.\n<<if $BS lt 1>>\nFor better or for worse, the potion has no affect on you. You simply do not have enough developed strength to transfer it to anyone else.\n\n[[inventory]]\n[[Living Room]]<<endif>>\n<<if $BS gt 0>>A few moments pass, and you feel as if your very being is in a state of flux. You move over to your girlfriend, and place your hands on her. Immediately, you can sense the very fiber of your being shifting. Your very muscles deteriorate, while you notice your girlfriend's growing! "Ooooh..." she cooes with a huge grin. "That feels amazing!"<<set $BS -=1>><<set $GS +=1>><<if $BS gt 0>> \n\nWill you give her even more of your muscle?\n[[Yes|transferpot2]]\n[[No|transferpotno]]<<endif>>\n\n<<if $BS is 0>>For better or for worse, the potion has run its course, you simply are out of muscle to transfer!\n\n"Well babe, that was fun! Thanks for the power up!" she grins, flexing her newly minted biceps a few times, reveling in how they move. \n\n[[inventory]]\n[[Living Room]]<<endif>><<endif>><<endif>>

"Even fiction books can help enrich the mind! Reading these will surely expand your horizons and help you think in new ways."\n\nThe books cost $150\n\n<<if $cash lt 150>>You can't afford this!\n\nGo <<back>><<endif>>\n\n<<if $cash gte 150>>Will you buy this?\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 150; $fictionbooksowned = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>>\n\n

office work:\n\n<<set $pcashearned to ($Bofficeskill * 10) + 40>><<if $Bint lte 10>><<set $pcashearned += ($Bint * 5)>><<endif>><<if $Bint gte 10>><<set $pcashearned += 50>><<endif>>\n\n<<set $cash += $pcashearned>>\n\n(girl variation)\n<<set $gcashearned to ($Gofficeskill * 10) + 40>><<if $GINT lte 10>><<set $gcashearned += ($GINT * 5)>><<endif>><<if $Gint gte 10>><<set $gcashearned += 50>><<endif>>\n\n<<set $cash += $gcashearned>>\n\n\n\nconstruction work:\n\n<<set $pcashearned to ($Bconstructskill * 7) + 40>><<if $BE lte 10>><<set $pcashearned += ($BE * 5)>><<endif>><<if $BE gte 10>><<set $pcashearned += 50>><<endif>>\n\n<<set $cash += $pcashearned>>\n\n\n(girl variation)\n\n\n<<set $gcashearned to ($Gconstructskill * 7) + 40>><<if $GE lte 10>><<set $gcashearned += ($GE * 5)>><<endif>><<if $GE gte 10>><<set $gcashearned += 50>><<endif>>\n\n<<set $cash += $gcashearned>>

<<set $runitemseed to either (1, 2, 3, 4, 5, 6, 7, 8, 9, 10)>>\n<<if visited () is 1>> "Running together? Well that does sound like a good way to get into shape. <<if $TS is "on">>Though, for some reason I get the feeling you just want to watch me get fitter and fitter while you stay the same" <<print $hername>> teases with a smirk.<<endif>>"<<endif>><<if visited () neq 1>>"Running again? Sounds good!" <<print $hername>> seems eager to further improve her fitness.<<endif>>\n\nAfter slipping on some athletic clothing, the two of you head outside. <<if $GS is 1 or $GS is 2>> <<print $hername>>'s fairly weak and somewhat gangly body fits loosely in her shorts and tank-top.<<endif>><<if $GS is 3 or $GS is 4>><<print $hername>>'s sharply toned legs and arms look nice in the revealing clothing.<<endif>><<if $GS is 5 or $GS is 6>>Your girlfriend fills out her booty shorts quite convincingly.<<endif>><<if $GS is 7 or $GS is 8>>You lick your lips in anticipation of watching <<print $hername>>'s tight, muscular body running in her skimpy outfit.<<endif>><<if $GS is 9 or $GS is 10>>With her undeniable V-taper, washboard abs and powerful, round butt, you can't wait to watch <<print $hername>>'s body in motion.<<endif>><<if $GS gte 10 and $GS lte 14>>With her undeniable V-taper, washboard abs and powerful, round butt, you can't wait to watch <<print $hername>>'s body in motion.<<endif>><<if $GS gt 14>><<print $hername>>'s massive, throbbing muscles ripple without any effort on her part. The smallest twitch causes her muscles to react, and you just know that watching her run will be a spectacle in itself.<<endif>>\n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Right as you begin your run, the collar on your girlfriend's neck begins to glow brightly. <<if $BE gt 0>> The next thing you know, you feel slightly winded, as if you have less energy, meanwhile your girlfriend's seems even more energetic!<<set $GE +=1; $BE -=1>><<endif>><<if $BE lt 1>>If you had any stamina to lose, it would be going straight into your girlfriend!<<endif>><<endif>>\n\n<</nobr>>\n<<set $CED to ($BE - $GE)>>\n<<if $GE is $BE>>The two of you are completely evenly paced as you run. Your girlfriend seems visibly happy that she is able to fully keep up with you. On the return trip home, she remarks "Wouldn't it be awesome if the next time we run together, I'm able to run further than you?" <<print $hername>> muses with a wink.<<endif>><<if $CED is 1 or $CED is 2>>To your surprise, your girlfriend is able to maintain the same pace as you without too much difficulty. After a while however, you notice she starts to slow down a bit. You find yourself also slowing down slightly so <<print $hername>> doesn't fall too far behind.<<endif>><<if $CED is 3 or $CED is 4>>Your girlfriend struggles to keep up, but she soldiers through the run - though at the end she has to resort to walking.<<endif>><<if $CED gt 4>>After a while, <<print $hername>> finds herself exhausted. She insists that you go on without her and takes a break to catch her breath while you finish the rest of your route.<<endif>><<if $CED is -1 or $CED is -2>>For the majority of your run you and your girlfriend maintain the same pace. After a couple miles, you find yourself becoming somewhat winded. Glancing over, you notice that <<print $hername>> is still going strong. \n\n"Try to keep up!" she teases before picking up the pace slightly. You try to match her speed, but ultimately fall behind. At least you get a nice view of her from behind!<<endif>><<if $CED is -3 or $CED is -4>>It doesn't take too long before it becomes apparent to you that your girlfriend is outpacing you! \n\n"Come on slowpoke!" she taunts, kicking up her speed. Try as you might, there's no catching up to her at all. You can hear here giggling as she intentionally wags her butt while keeping pace. "Hope you enjoy the view!" <<print $hername>> calls out.<<endif>><<if $CED lt -4>>After a short while it becomes apparent that you are holding <<print $hername>> back! Eventually you find yourself running out of stamina while she keeps going and going. Not wanting to hold her back, you tell her to go ahead and meet up with you on the return trip. You sit down and catch your breath, your mind transfixed on how much fitter your girlfriend got, wondering just how far her improvements can go!<<endif>>\n\n<<if $runitemseed gte 1 and $runitemseed lte 4>><<set $runpotseed to either (1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12)>>\nWhile you are running, you find a strange object on the ground!\n\n<<if $runpotseed is 1>>A Mighty Muscles Potion!<<set $mpc +=1>><<endif>><<if $runpotseed is 2>>A Meekly Muscles Potion! <<set $wpc +=1>><<endif>><<if $runpotseed is 3>>A Feisty Flexibility Potion! <<set $fpc +=1>><<endif>><<if $runpotseed is 4>>An Everlasting Endurance Potion! <<set $epc +=1>><<endif>><<if $runpotseed is 5>>A Haughty Heights Potion! <<set $hpc +=1>><<endif>><<if $runpotseed is 6>>A Sullen Shrinking Potion!<<set $shrpc +=1>><<endif>><<if $runpotseed is 7>>A Terrifying Transfer Potion!<<set $trpc +=1>><<endif>><<if $runpotseed is 8>>A Mega Potion! <<set $megpc +=1>><<endif>><<if $runpotseed is 9>>An Ultra Potion!!<<set $ultpc +=1>><<endif>><<if $runpotseed is 10>>An Awful Atrophy Potion!<<set $atpc +=1>><<endif>><<if $runpotseed is 11>>An Intense Intellect Potion!<<set $intpc +=1>><<endif>><<if $runpotseed is 12>>A Radical Reaction Potion!<<set $rtpc +1>><<endif>><<endif>>\n\nAfter an exhausting workout, you and <<print $hername>> return to your apartment, where you hang around for a bit before going to <<set $GFP +=1>><<if $GS lt 20>><<set $GW += 1>> <<endif>>[[sleep][$GEP+=4; $BEP+=2]]

Who will be playing Video Games?\n\n[[Just me|pgames]]\n[[Just her|gfgames]]\n[[Both of us (co-op game)|gamescoop]]\n/%[[Both of us (versus game)|gamesversus]]%/\n\n<<back>>\n

What do you want to talk to her about?\n\n[[Talk to her about her muscles|strtalk]]\n[[Talk to her about her height|hgttalk]]\n[[Talk to her about her intelligence|talkintelligence]]\n[[Ask her how much she can lift|howstrong]]\n[[Ask her how far she can run|howrun]]\n\n\n<<back>>

Coming up next:\n\nVersion 3.1 focusing on:\n\n- Random events. For instance, you'll be able to go outside and various things may (or may not) happen!\n- More equipment. Possibly clothing. \n- Scheduled events. Every day there will be a chance of one of these events occuring. Maybe an arm-wrestling tournament? Or a bazaar will sell special items?\n- Dominance stat. This will change your girlfriend's personality and her dialogue. Want her to be domineering and power hungry? Then amp this stat up! Want to keep her sweet and teasing? Then keep it low! (There will be ways to do so)\n- New items!\n- More descriptions for various things here and there \n\n<<back>>

A brilliant bright red potion that reminds you of a police siren. You look at the label, it reads: "Think fast! This potion will help you react to things quicker!"\n\nWho will drink this potion?\n\n[[Me|playerreactpot]]\n[[My Girlfriend|girlreactpot]]\n\nNobody, return to [[inventory]]

It's a large metallic device with a slot to place a focusing crystal into at the top. Theoretically, it will take the magical contents of whatever crystal is placed inside and imbue them into a target.\n\nYou currently have the following focusing crystals:\n\nRed Focusing Crystals: <<print $redfocuscrystals>> <<if $redfocuscrystals gt 0>> [[Use crystal|FocusLaser2][$crystalused = "red"; $redfocuscrystals -=1]]<<endif>>\nBlue Focusing Crystals: <<print $bluefocuscrystals>> <<if $bluefocuscrystals gt 0>> [[Use crystal|FocusLaser2][$crystalused = "blue"; $bluefocuscrystals -=1]]<<endif>>\nGreen Focusing Crystals: <<print $greenfocuscrystals>> <<if $greenfocuscrystals gt 0>> [[Use crystal|FocusLaser2][$crystalused = "green"; $greenfocuscrystals -=1]]<<endif>>\nRainbow Focusing Crystals: <<print $rainbowfocuscrystals>> <<if $rainbowfocuscrystals gt 0>> [[Use crystal|FocusLaser2][$crystalused = "rainbow"; $rainbowfocuscrystals -=1]]<<endif>>\n\nNevermind, return to the [[Living Room]]

=-=True Schmo Scenario=-=\n\nYou are cursed and blessed!\n\nThe bad: You're the shortest, weakest, slowest and least athletic man you've ever encountered in your life! Worse yet, no matter what you do, it seems completely impossible to improve yourself in any aspect!\n\n\nThe good: Somehow, you not only managed to get a girlfriend, but she seems to love the idea of being taller, stronger, faster and more athletic than you! Better yet, you think that with a bit of gentle coaxing you can encourage her to improve even further!\n\n\n[[Play True Schmo Mode|Living Room][$TS = "on"]]

<<if $FGDP is "off">> Before she even finishes reading the label, she shoves the flask back in your hand. "Really!? Jerk." she says before walking off with a huff.<<endif>><<if $FGDP is "on">> Your girlfriend uncorks the bottle and drinks its contents. "Feel... kind of... lazy." she says. "Why did you make me drink that?" she asks with a pout.<<set $GA +=1>><<endif>>\n\n[[inventory]]\n[[Living Room]]

You and your girlfriend read non-fictional books together.\n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Suddenly, the collar on your girlfriend's neck begins to glow brightly. <<if $BINT gt 0>> The next thing you know, your mind starts to slow down, while your girlfriend's speeds up!<<set $GINT +=1; $BINT -1>><<endif>><<if $BINT lt 1>>If you had any intelligence to lose, it would be going straight into your girlfriend!\n<<endif>><<endif>>\n\n<</nobr>>\n<<set $CID to ($BINT - $GINT)>>\n<<if $CID is -1 or $CID is 0>>You both read books of similar content and at a comparable speed. <<endif>><<if $CID is 1>>You both read books of similar content and at a comparable speed.<<endif>><<if $CID is 2 or $CID is 3>>Your girlfriend's book looks a little less impressive, and you can tell she isn't following her material quite as well as you are.<<endif>><<if $CID is 4 or $CID is 5>>Your girlfriend's book is markedly less impressive than yours, and you can tell that you are reading far faster and with more efficiency than she is<<endif>><<if $CID gt 5>>Your girlfriend looks like a simpleton \nnext to you!<<endif>><<if $CID is -2 or $CID is -3>>You glance over at your girlfriend's book and can't help but feel like it's material you'd have a lot of difficulty with. Despite this, she seems to be reading it quite efficiently.<<endif>><<if $CID is -4 or $CID is -5>>Your girlfriend's book is downright imposing and makes yours look simple in comparison. You are surprised at how much more effective her study habits seem to be in comparison to yours<<endif>>\n\n<<if $GnonficINT lt 4>>During your reading session, your girlfriend mentions something: "You know babe, I'm pretty sure that all this reading is actually making me smarter." she says with a playful giggle. <<set $GIP +=4>><<set $GnonficINT +=1>><<endif>><<if $BnonficINT lt 4>>As you read the book, you can't help but feel as if your mind is growing sharper as you're challenged by the words in front of you<<set $BIP +=2>><<set $BnonficINT +=1>><<endif>>\n<<set $BA +=1; $GA +=1>>\nAfter a long day, you eventually go to [[sleep]]

Who will be performing yoga?\n\n[[Just me|pyoga]]\n[[Just her|gyoga]]\n[[Both of us|byoga]]\n\n<<back>>

You've decided for now that you've given your girlfriend enough of your muscles.\n\nShe can sense that you're holding back, but is still extremely pleased with your donation. "Thanks for the power up babe!" she says with a grin, flexing her arms a few times for emphasis.\n\n[[inventory]]\n[[Living Room]]

A popular reality television show\nA lauded television drama series\nA documentary\nA dumb action movie\nA comedy film\nA romantic comedy\nA critically acclaimed film

True Shmoe Mode is <<print $TS>>\n\nGirlfriend Height Growth is <<print $GHG>>\nPlayer Height Growth is <<print $PHG>>\n\nGirlfriend Height Growth (Endurance) is <<print $GEHG>>\nPlayer Height Growth (Endurance) is <<print $PEHG>>\n\nGirlfriend Muscle Atrophy is <<print $GMA>>\nPlayer Muscle Atrophy is <<print $PMA>>\n\nGirlfriend Height Atrophy (muscle based) is <<print $GHA>>\nPlayer Height Atrophy (muscle based) is <<print $PHA>>\n\nGirlfriend Endurance Atrophy is <<print $GEA>>\nPlayer Endurance Atrophy is <<print $PEA>>\n\nForce Girlfriend to Drink Detrimental Potions is <<print $FGPD>>\n\n<<back>>

Your girlfriend goes off and reads fictional literature by herself.\n\n<<if $GficINT lt 4>>After her reading session, she mentions to you that she swears that her mind is getting sharper from exposure to the text<<set $GIP +=4>><<set $GficINT +=1>><<endif>>\n<<set $GA +=1; $BA +=1>>\nAfter a long day you go to [[sleep]]

You and your girlfriend take turns putting the helmet on and letting it perform its functions. \n\nAfter a short while, it finishes computing the calculations and spits out the following information:\n\n\n<<print $pname>>'s Mental Stats:\n\nIntelligence Power Level: <<print $BINT * 39>>\nReaction Speed Strength (higher is better): <<print $BRT * 18>>\n\n<<print $hername>>'s mental stats:\n\nIntelligence Power Level: <<print $GINT * 39>>\nReaction Speed Strength (higher is better): <<print $GRT * 18>>\n\n\nReturn to the [[Living Room]]

You and your girlfriend approach the gravity chamber. It's a small, metallic, cylindrical room that's self contained within itself. \n\n<<if $batteries lt 1>>"We don't have any batteries to power the machine." your girlfriend explains. "Peter's Parts should have some we can buy."\n\nReturn to the [[Living Room]]<<endif>><<if $batteries gte 1>>\n\nOnly one person can use the Gravity Chamber at a time. \n\n<<if $GS lt 20>>"To be honest babe, I'm pretty sure that if I just lift weights I can still make improvements, could save out on using a mega battery. Either the gym or some weights here would work. Still, I can use it for a workout if you think that's a good idea.<<endif>>\n\n<<if $BS lt 18>>You have a feeling that you could simply lift weights at the gym to become stronger if you wanted to.<<endif>>\n\n[[My Girlfriend Will Use the Gravity Chamber|Gchamber2][$chamberuser = "girlfriend"]]\n[[I Will Use the Gravity Chamber|Gchamber2][$chamberuser = "player"]]\n\nNevermind, return to the [[Living Room]]<<endif>>

You push your body to its limits, and feel a definite 'pump' coming on! \n\nAfter a grueling workout, you decide it's time to go to [[sleep][$BW+=2; $GA +=1]]

<<set $CSD to ($BS - $GS)>><<if visited() is 1>><<if $GS is 1>>"Wh...what? You want to squeeze my muscles, <<print $pname>>?" <<print $hername>> looks at you with disbelief.<<endif>><<if $GS is 2 or $GS is 3>><<print $hername>> cocks an eyebrow at your request. "I guess I have been working out a bit...<<endif>><<if $GS gt 3>>"About time you asked, <<print $pname>>!" <<print $hername>> says with a wink<<endif>><<endif>>\n\n<<if $GS is 1>>Unsure of herself <<endif>><<print $hername>> flexes her arm and you place your hand on it. <<if $GS gte 1 and $GS lte 4>>Your hand easily encompasses close to the entirety of her small limb.<<endif>><<if $GS gte 4 and $GS lte 8>>You barely manage to wrap your hand around the majority of the small ball of muscle<<endif>><<if $GS gte 8 and $GS lte 11>>Your fingers encompass a little over half of the muscle<<endif>><<if $GS gte 11 and $GS lte 14>>Your fingers fail to even encompass half of the bicep!<<endif>><<if $GS gte 14 and $GS lte 17>>Your hand is beginning to look somewhat small compared to the massive bicep it's next to!<<endif>><<if $GS is 18 or $GS is 19>>Her massive bicep makes your hand look diminutive in comparison!<<endif>><<if $GS gte 20>>You have trouble wrapping your fingers around her arm enough to even contemplate squeezing it at all!<<endif>>\n\nAfter getting a grip, you start to clamp your fingers down.\n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Right as you begin your, the collar on your girlfriend's neck begins to glow brightly. <<if $BS gt 0>> The next thing you know, all of your muscles on your body begin to shrink, while your girlfriend's grow!<<set $GS +=1; $BS -=1>><<set $CSD to ($BS - $GS)>><<endif>><<if $BS lt 1>>If you had any muscle to lose, it would be going straight into your girlfriend!<<endif>><<endif>>\n\n<</nobr>>\n <<if $CSD is 0>><<if $GS lt 3>>Despite <<print $hername>>'s arm not being very impressive, you still only cause it to give in slightly to your grip. After a while, she lets out a small yelp, telling you to stop.<<endif>><<if $GS is 3 or $GS is 4>><<print $hername>>'s arm is impressively hard, but with some effort you still manage to make it budge slightly. She shoots you a glare, indicating that she views enduring this as a challenge. Eventually however, the pain forces her to give. \n\n"Alright hot shot! You beat me... for now!<<endif>><<if $GS is 5 or $GS is 6>><<print $hername>>'s arm is like a rock, but you're strong enough to match! You manage to cause the limb to give in to your grip. \n\n"I guess it's cool that you can keep up, <<print $pname>>." <<print $hername>> mentions with a wink.<<endif>><<if $GS gt 6>><<print $hername>>'s bicep is possibly the hardest muscle you've ever felt... other than your own that is! Somehow you're able to match this behemoth of a woman, and you're even able to put a dent in her arm!\n\n"Enjoy this little victory while you can, <<print $pname>>!" <<print $hername>> taunts.<<endif>><<endif>><<if $CSD is 1 or $CSD is 2>><<if $GS is 1 or $GS is 2>>Unsurprisingly, your girlfriend's small arm quickly yields to your grip.\n\n"Ouch!" she yells out prompting you to stop.<<endif>><<if $GS is 3 or $GS is 4>>Despite <<print $hername>>'s arm being impressive in shape and density, you're able to quickly and decisively force the limb to yield to your grip.\n\n"Grr..." <<print $hername>> is visibly upset that you were able to do this so easily!<<endif>><<if $GS is 5 or $GS is 6>>Even the rock-hard muscles your girlfriend wields are no match for your strength. You quickly force them to budge underneath your grip.\n\n"Damn babe. I really need to hit the gym ASAP!" <<print $hername>> blurts out.<<endif>><<if $GS gt 6>><<print $hername>>'s bicep is possibly the hardest muscle you've ever felt... other than your own that is! Somehow you're able to match this behemoth of a woman, and you're even able to put a dent in her arm!\n\n"Enjoy this little victory while you can, <<print $pname>>!" <<print $hername>> taunts.<<endif>><<endif>><<if $CSD gt 2>><<if $GS is 1 or $GS is 2>>Your fingers immediately crush <<print $hername>>'s small arm. "What the hell!" she yells out, prompting you to draw your hand away. "Was this really necessary?" she asks, shooting you a dirty look.<<endif>><<if $GS is 3 or $GS is 4>>Your fingers quickly squeeze through the resistance of your girlfriend's hard muscles. \n\n"Yikes!" she blurts out. "I can't believe you're so strong... <<print $pname>>" her face turns a tinge red.<<endif>><<if $GS gt 4>>Even the powerful, rock hard arms <<print $hername>> possess are no match for your strength. You quickly compress her bicep.\n\n"God damn..." she says, clearly impressed. "You know this means I'm going to have to work out twice as hard now right?" she winks.<<endif>><<endif>><<if $CSD is -1 or $CSD is -2>><<if $GS is 1 or $GS is 2>>Despite <<print $hername>>'s arms being fairly small and unimpressive, you find that you can barely make them budge. Only by digging in with all of your strength are you able to move it at all.\n\n"Wow babe, I didn't know you were so weak!" she giggles "I bet you'd like it if I got even stronger, huh?"<<endif>><<if $GS is 3 or $GS is 4>>Your girlfriend's arms are tough and manage to hold up despite your efforts. Only with a great deal of effort are you able to budge them.\n\n"Damn babe, looks like I really am getting stronger!" she excitedly shouts. "And you might be getting weaker, <<print $pname>>." she adds with a wink.<<endif>><<if $GS is 5 or $GS is 6>><<print $hername>>'s biceps are like warm, powerful rocks, and they perform like that too. Despite your best efforts, you are only able to make her slightly budge.\n\n"That's it?" she asks with a wink. "Just wait until I get even stronger, <<print $pname>>!" she laughs lightly, imagining what's to come!<<endif>><<if $GS gt 6>>Your girlfriend's monolithic biceps are as impenetrable as you'd expect them to be. With a great deal of effort, you manage to make them budge a little.\n\nShe laughs at your effort. "Well babe, guess I need to get EVEN STRONGER to make sure you can't move them that much next time!"<<endif>><<endif>><<if $CSD lt -2>><<if $GS is 3 or $GS is 4>>While <<print $hername>>'s arms are pretty hard, you're unable to make them budge even a tiny amount! You squeeze and squeeze, but they're just too strong!\n\n"Wow babe. You can't move these things at all, and I've still got so much room to grow!" she playfully laughs, visibly full of joy from the recent turn of events.<<endif>><<if $GS is 5 or $GS is 6>>Your girlfriend's rock hard arms don't move in the slightest, even from your absolute best efforts. \n\n"Damn straight." <<print $hername>> notes with a smirk. "God, I just love feeling you try so hard to dent my muscles, <<print $pname>>!"<<endif>><<if $GS gt 6>>As your fingers clamp down, you realize that you'd probably have better luck trying to squeeze a ball of steel. Before long, your fingers tremble, and you have to let go before you develop a cramp.\n\n"God, we could do this all day!" <<print $hername>> gloats with a massive grin. "I think it's about time you start worshipping this thing, <<print $pname>>!"<<endif>><<endif>>\n<<if $GS lt 20>><<set $GW +=1>><<endif>>\n[[Living Room]]

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

"Eh.. heh. That." Allison says, clearly unnerved from simply talking about the item in question. "I'll say this," she starts, looking directly at you, "It's extremely powerful and very potent... but you may be terrified by what happens. Your friend on the other hand... she may enjoy it immensely."\n\nThe collar costs $10,000\n\n<<if $cash lt 10000>>You don't have enough to buy this!\n\nGo <<back>><<endif>>\n<<if $cash gte 10000>>Will you buy this?\n\n[[Yes|Allison's Appealing Apparel][$cash -= 10000; $nightmarecollarbought = "true"]]\n[[No|Allison's Appealing Apparel]]<<endif>>

Your girlfriend starts reading the label of the flask and a grin forms on her face. "So, you really want to see me get taller?" she asks, cocking an eyebrow. "Bet you can't wait to see my legs get even longer!" she teases before opening the flask and drinking its contents.\n\nA few moments after she finishes, you notice her body visibly quaking slightly before right before your eyes she grows taller!\n\n<<set $GH +=1>><<set $hpc -=1>>\n\n[[Living Room]]\n[[inventory]]

Who will be working today?\n\n[[Just me|playerwork1]]\n[[Just my girlfriend|gfwork]]\n[[Both of us|bothwork]]\n\nNevermind, return to the [[Living Room]]

Bio Reader Built is <<print $bioreaderbuilt>>[[Build Bio Reader|upgradetest][$bioreaderbuilt = "true"]] [[Unbuild Bio Reader|upgradetest][$bioreaderbuilt = "false"]]\n\nBrain Blaster is <<print $brainblasterbuilt>>[[Build Brain Blaster|upgradetest][$brainblasterbuilt = "true"]] [[Unbuild Brain Blaster|upgradetest][$brainblasterbuilt = "false"]]\n\nGravity Chamber is <<print $gravitychamberbuilt>>[[Gravity Chamber|upgradetest][$gravitychamberbuilt = "true"]] [[Unbuild Gravity Chamber|upgradetest][$gravitychamberbuilt = "false"]]\n\nBrain Reader is <<print $brainreaderbuilt>>[[Build Brain Reader|upgradetest][$brainreaderbuilt = "true"]] [[Unbuild Brain Reader|upgradetest][$brainreaderbuilt = "false"]]\n\nFocusing Laser is <<print $focusinglaserbuilt>>[[Build Focusing Laser|upgradetest][$focusinglaserbuilt = "true"]] [[Unbuild Focusing Laser|upgradetest][$focusinglaserbuilt = "false"]]\n\nDevil's Machine is <<print $devilmachinebuilt>>[[Build Devil's Machine|upgradetest][$devilmachinebuilt = "true"]] [[Unbuild Devil's Machine|upgradetest][$devilmachinebuilt = "false"]]\n\n<<back>>\n[[Living Room]]\n\n\n

Currently you are equipped with: <<if $Bequip is "none">>Nothing at all!<<endif>>\n\nCurrently your girlfriend is equipped with: <<if $Gequip is "none">>Nothing at all!"<<endif>>\n\n<<back>>

A popular reality television show\nA lauded television drama series\nA documentary\nA dumb action movie\nA comedy film\nA romantic comedy\nA critically acclaimed film

<<set $CSD to ($BS - $GS)>>You and <<print $hername>> begin pulling. <<if $BS is $GS>>The two of you seem to be perfectly evenly matched. Neither can gain an advantage over the other. It's a long, drawn out match,<<if $BE gt $GE>>and eventually you slowly start to bring her down. <<print $hername>> tries to hold out, but you inevitably win the match. "Grr! Close one!" she growls playfully. "Guess you've just got more endurance than me, <<print $pname>>. Time to hit the weights so I can win next time!"<<endif>><<if $GE gt $BE>> and eventually <<print $hername>> slowly starts to bring you down. You try to hold out, but you inevitably lose. "Close match <<print $pname>>!" she yells out. "I guess I just have more endurance than you!"<<endif>> <<if $GE is $BE>>but neither of you are able to win, eventually leading to a tie!<<endif>><<endif>><<if $CSD is 1 or $CSD is 2>>You are surprised by the speed and force that your girlfriend pulls with. <<print $hername>> manages to move your arm a few inches, but eventually you stabilize. You dig in and with a great deal of effort manage to regain some ground. After a few moments, your greater strength inevitably brings her down, leading to victory. <<print $hername>> pouts slightly. "So close! I bet after I work out some more we can have a real match!"<<endif>><<if $CSD is 3 or $CSD is 4>> <<print $hername>>'s pull is surprisingly strong, but she barely manages to budge your arm. Convincingly, you begin to bring her arm down, and within moments her hand reaches the table. "Alright, guess I have some work to do before I can give you a proper challenge, <<print $pname>>." she says with a sigh.<<endif>><<if $CSD gt 4>>She is incapable of budging your arm whatsoever. After a few moments of languishing in your triumph, you eventually bring her down gently. "Whatever, hot-shot. Hope you proved your point" she says with a sigh before getting up and leaving the table.<<endif>><<if $CSD is -1 or $CSD is -2>><<print $hername>>'s power catches you offguard, and she quickly pulls you down a few inches. You stabilize and try to hold your ground. With a burst of adrenaline, you manage to reset the match back to its starting spot, but your girlfriend quickly regains her composure, halting your advance. After keeping you in place for a few moments, she slowly starts bringing you down, eventually closing out a victory.\n\n<<if $TS is "off">>"Yes! I'm finally stronger!" <<print $hername>> yells out with a huge grin.<<endif>> "You better start working out or I'm just going to increase the gap even more, <<print $pname>>!" <<if $TS is "on">> "Nah, who're we kidding. You can't get stronger no matter how much you try! We both know muscle is hotter on me anyways." <<print $hername>> teases with a wink<<endif>><<endif>><<if $CSD is -3 or $CSD is -4>>You immediately push as hard as you can, but you can barely budge your girlfriend's arm at all! Worse yet, her arm pumps up even further, making yours look downright puny! She smirks confidently before revving up her efforts slightly before putting your arm down! "We should do this more often, <<print $pname>>." she gloats. <<if $TS is "on">>"Just think about it, I get to continue showcasing just how much stronger than you I am! A win-win for both of us." she smiles<<endif>><<endif>>\n<<if $CSD is -5 or $CSD is -6>>You immediately push as hard as you can, but you can barely budge your girlfriend's arm at all! Worse yet, her arm pumps up even further, making yours look downright puny! She smirks confidently before revving up her efforts slightly before putting your arm down! "We should do this more often, <<print $pname>>." she gloats.<<if $TS is "on">>"Just think about it, I get to continue showcasing just how much stronger than you I am! A win-win for both of us." she smiles<<endif>><<endif>><<if $CSD lt -6>>As you pull against her arm, it quickly becomes apparent that you aren't budging her whatsoever. <<print $hername>> laughs lightly at your efforts, relishing in the sheer amount of physical dominance she has in this situation. <<if $CSD lt -7>>"Go ahead and use both of your arms if you want, <<print $pname>>." she offers. Eager to prove yourself, you accept, grabbing on with both hands. You pull with your entire upper body, but you still can't seem to budge her whatsoever!.<<endif>> After toying with you for long enough, <<print $hername>> finally brings you down to the table. "Looks like there's no longer a sliver of a doubt who the boss around here is!" she triumphantly claims.<<if $TS is "on">> "Not that there ever was."<<endif>><<endif>>\n\nBoth you and your girlfriend feel as though you had a quasi workout from the match.\n<<if $BS lt 10>><<set $BW +=1>><<endif>><<set $BEP +=1>><<set $GEP +=2>><<if $GS lt 10>><<set $GW +=1>><<endif>>\nGo to [[sleep]]

<<if $fictionbooksowned is "false" and $nfbooksowned is "false">>You don't own any books! Better head to Ulric's when you have some cash!<<endif>>\n\n<<if $fictionbooksowned is "true" or $nfbooksowned is "true">>Who will be reading?\n\n\n[[Both of us|bothread]]\n[[Just Me|pread]]\n[[My girlfriend|gread]]\n<<endif>>\n<<back>>

A shining flask, almost magical in appearance. The label reads: "Drink to immediately become better! Guaranteed to improve you in every possible way! Note - will not bring you past your natural limits!" There's an image of a cheerful smiley face on it.\n\nWho will drink it?\n\n[[Give it to my girlfriend|gfmegpot]]\n[[Drink it myself|pmegpot]]\n\n[[Put it away|inventory]]\n\n\nReturn to the [[Living Room]]

You head into the home gym, unroll a yoga mat and follow along with an instructional video. It's a surprisingly grueling workout, but you eventually finish.\n\n<<set $BFP += 2>><<set $BEP +=1>><<if $BS lt 14>><<set $BW +=1>><<endif>><<set $GA +=1>>\n\nExhausted, the day eventually comes to an end and you go to [[sleep]]

You uncork the vial and get a whiff of a questionable scent. Shrugging your shoulders, you bring it to your lips and begin drinking the contents. It tastes bad, but you manage to get the entirety of the liquid down.\n\nA few moments pass and <<if $BH gt 0>>your perspective begins to shift as you shrink! <<set $BH -=1>><<endif>><<if $BH is 0>>You're already too short to shrink anymore!<<endif>>\n<<set $shrpc -=1>>\n[[inventory]]\n[[Return to the Living Room|Living Room]]

A short, stout flask with a sickly looking label on it. It reads: "Too tall to fit through the door? Embarrassed to walk in heels around your husband? Fear not, drink this and your stature will wash away!\n\nWho will drink it?\n\n[[Give it to your girlfriend|gfshrinkpot]]\n[[Drink it yourself|playershrinkpot]]\n[[Put it away|inventory]]

A popular reality television show\nA lauded television drama series\nA documentary\nA dumb action movie\nA comedy film\nA romantic comedy\nA critically acclaimed film

<<if $amuletbuy is "rainbow">>\n\n"Oooh... the rainbow amulet." Allison says with a glimmer in her eyes. "Now THIS is quite the item. It's said that if someone worthy wears any of these amulets for an extended period of time, they'll become greater. Rainbow in particular represents a unison of all types of power.\n\nIt's a rare piece, and appropriately priced as such."\n\nThe Rainbow Amulet costs $2,000\n\n<<if $cash lt 2000>>You don't have enough to buy this!\n\nGo <<back>><<endif>>\n<<if $cash gte 2000>>Will you buy this?\n\n[[Yes|Allison's Appealing Apparel][$cash -= 2000; $rainbowamuletowned = "true"]]\n[[No|Allison's Appealing Apparel]]<<endif>><<endif>><<if $amuletbuy is "red">>\n\n"A red amulet." Allison says. "Red is often referred to as the color of strength. It's said that if someone who is worthy wears this for an extended period of time, they'll become greater."\n\nThe Red Amulet costs $800\n\n<<if $cash lt 800>>You don't have enough to buy this!\n\nGo <<back>><<endif>>\n<<if $cash gte 800>>Will you buy this?\n\n[[Yes|Allison's Appealing Apparel][$cash -= 800; $redamuletowned = "true"]]\n[[No|Allison's Appealing Apparel]]<<endif>><<endif>><<if $amuletbuy is "blue">>\n\n"A blue amulet." Allison says. "Blue is often referred to as the color of intelligence. It's said that if someone who is worthy wears this for an extended period of time, they'll become greater."\n\nThe Blue Amulet costs $800\n\n<<if $cash lt 800>>You don't have enough to buy this!\n\nGo <<back>><<endif>>\n<<if $cash gte 800>>Will you buy this?\n\n[[Yes|Allison's Appealing Apparel][$cash -= 800; $blueamuletowned = "true"]]\n[[No|Allison's Appealing Apparel]]<<endif>><<endif>><<if $amuletbuy is "green">>\n\n"A green amulet." Allison says. "Green is often referred to as the color of endurance. It's said that if someone who is worthy wears this for an extended period of time, they'll become greater."\n\nThe Green Amulet costs $500\n\n<<if $cash lt 500>>You don't have enough to buy this!\n\nGo <<back>><<endif>>\n<<if $cash gte 500>>Will you buy this?\n\n[[Yes|Allison's Appealing Apparel][$cash -= 500; $greenamuletowned = "true"]]\n[[No|Allison's Appealing Apparel]]<<endif>><<endif>>

<<set $GSD to ($GS - $BS)>><<if $GS is 1>> <<print $hername>> shoots you an inquisitive look. "You're saying I should go work out alone, <<print $pname>>?"\n\nRealizing how insulting that could sound, you offer to coach her and watch. Fortunately, she doesn't seem too offended by the idea and accepts. \n\n<<print $hername>> struggles to lift even the smallest of weights.\n<<if $GS gt $BS>> <br>"You know, <<print $pname>>, I really wonder if you can even lift THIS..." she says holding out a 5 pound dumbbell. You meekly walk over and grab onto it, but it's a struggle to hold upright. Your girlfriend lets out a giggle. "It's okay babe, I still think you're cute." she says before taking the weight back.\n\nAfter finishing her workout, you decide it's time to <<endif>> <<endif>> \n<<if $GS is 2 or $GS is 3>> "That's not a bad idea actually." <<print $hername>> says before flexing her arms, causing a small yet visible rise from the action. "I'd like to see what happens if I keep going, and it sounds like you would too, <<print $pname>>!"\n<<if $BS lt $GS>> "No offense, but maybe you should be joining me... unless you like the idea of having a girlfriend that's stronger than you." she adds with a wink.<<endif>>\n<<if $BS is $GS>>"You know <<print $pname>>, I might end up stronger than you soon!"<<endif>><<endif>><<if $GS is 4>> "I have to admit that I was already considering doing that today." <<print $hername>> says with a grin. \n<<if $GSD is 1>> "I have to wonder though, aren't you worried that I'm going to get way stronger than you, <<print $pname>>?"<<endif>>\n<<if $GSD gt 1>> "If we keep at this pace, I'm going to make you look downright wimpy, <<print $pname>>!" <<print $hername>> teases with a playful giggle.<<endif>>\n<<if $BS is $GS>> "Maybe I'll finally be the stronger one around here!"<<endif>><<endif>>\n<<if $GS is 5 or $GS is 6>> "Sounds like a great plan! I can't wait to pump these bad boys up!" <<print $hername>> says before continuously flexing and unflexing her arms, causing the powerful balls of muscle to dance on command\n<<if $BS lt 4>> "The gap between our strength is just going to keep growing <<print $pname>>! Something tells me you kind of want this to happen..."<<endif>>\n<<if $GSD is 1 or $GSD is 2>> "At this rate you're going to have to do some work to catch up to me, <<print $pname>>... if you even want to that is." <<print $hername>> teases <<endif>>\n<<if $BS is $GS>> "Don't slack too much <<print $pname>>, otherwise there might be a new boss around here!" <<print $hername>> adds with a wink. <<endif>>\n<<if $GSD is -1 or $GSD is -2>> "Maybe I'll be catching up to you in strength sooner than I thought, <<print $pname>>!" <<endif>><<endif>>\n<<if $GS is 7 or $GS is 8>> "I like the way you think, <<print $pname>>. I can't wait to get even STRONGER!" <<print $hername>> exclaims before flexing a pair of baseball sized biceps.<<endif>>\n<<if $GS is 9 or $GS is 10>> "Do you think it's possible for a girl to get even bigger than I am now from working out?<<endif>>\n<<if $GS is 11 or $GS is 12>> "I'm becoming the biggest and strongest woman I've ever seen!" <<print $hername>> exclaims with a grin. <<endif>>\n<<if $GS is 13 or $GS is 14>> "I'm starting to get bigger than the biggest guys I've seen!" <<endif>>\n<<if $GS is 15 or $GS is 16>>"Another day, another inch on these biceps! Nothing can stop me!" <<print $hername>> proudly proclaims <<endif>>\n<<if $GS gt 16>>"I think it's safe to say that your girlfriend is something of a superhuman, <<print $pname>>!" <<print $hername>> says with a playful wink<<endif>>\n\n<<if $GS gt 1>>You preoccupy yourself for the rest of the day while she pushes her body.<<endif>>\n\n<<if $GS lt 20>> Go to [[sleep][$GW+=4, $BA+=1]] <<endif>>\n<<if $GS gte 20>> "As much as I would love to get even STRONGER, I'm afraid the weights we currently have can't even challenge me anymore!"\n<<back>>\n<<endif>>

Ulric notices you eying the game system and grins before saying: "I'm sure you think it's kind of strange, seeing a video game console in a store that's all about improving yourself... but there are some benefits. Playing this will help speed up your reaction time, and might also lead to improved cognitive performance in some aspects. Just don't get addicted or anything!"\n\nThis costs $450\n\n<<if $cash lt 450>>You can't afford this!\n\nGo <<back>><<endif>>\n\n<<if $cash gte 450>>Will you buy this?\n\n[[Yes|Ulric's Ubermen Utopia][$cash -= 450; $videogameconsoleowned = "true"]]\n[[No|Ulric's Ubermen Utopia]]<<endif>>

<<set $CSD to ($BS - $GS)>>You and <<print $hername>> decide to work on biceps today. The two of you search your extensive dumbbell rack for the appropriate weights for the job.\n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Suddenly, the collar on your girlfriend's neck begins to glow brightly. <<if $BS gt 0>> The next thing you know, all of your muscles on your body begin to shrink, while your girlfriend's grow!<<set $GS +=1; $BS -=1>><<set $CSD to ($BS - $GS)>><<endif>><<if $BS lt 1>>If you had any muscle to lose, it would be going straight into your girlfriend!<<endif>><<endif>>\n\n<</nobr>>\nYou glance over and notice that <<if $GS is 0>>she grabs the <<print $girlcurl>> pound dumbbells, causing her weak, flaccid arms to jiggle slightly.<<endif>><<if $GS is 1>>she grabs the <<print $girlcurl>> pound dumbbells, causing her small, weak arms to barely move.<<endif>><<if $GS is 2>>she grabs the <<print $girlcurl>> pound dumbbells, causing her thin arms to stiffen slightly.<<endif>><<if $GS is 3>>she grabs the <<print $girlcurl>> pound dumbbells, causing a small mound of muscle to rise.<<endif>><<if $GS is 4>>she grabs the 20 pound dumbbells, causing her toned arms to bulge slightly..<<endif>><<if $GS is 5>>she grabs the <<print $girlcurl>> pound dumbbells, causing her sizable arms to protrude proudly.<<endif>><<if $GS is 6>>she grabs the <<print $girlcurl>> pound dumbbells, causing a fairly impressive pair of biceps to spring to life.<<endif>><<if $GS is 7>>she grabs the <<print $girlcurl>> pound dumbbells, causing her rounded, defined arms to pop out.<<endif>><<if $GS is 8>>she grabs the <<print $girlcurl>> pound dumbbells, causing some meaty, powerful biceps to bulge.<<endif>><<if $GS is 9>>she grabs the <<print $girlcurl>> pound dumbbells, causing her feminine, powerful muscles to ripple in response.<<endif>><<if $GS is 10>>she grabs the <<print $girlcurl>> pound dumbbells, causing her thick, bulging arms to spring to life.<<endif>><<if $GS is 11>>she grabs the <<print $girlcurl>> pound dumbbells, causing her proud, powerful arms to pulsate.<<endif>><<if $GS is 12>>she grabs the <<print $girlcurl>> pound dumbbells, causing her arms to quake.<<endif>><<if $GS is 13>>she grabs the <<print $girlcurl>> pound dumbbells, causing her large, thick and throbbing arms to peak.<<endif>><<if $GS is 14>>she grabs the <<print $girlcurl>> pound dumbbells, causing her seemingly unstoppable arms to tense even further.<<endif>><<if $GS is 15>>she grabs the <<print $girlcurl>> pound dumbbells, causing her huge, proud arms to radiate power.<<endif>><<if $GS is 16>>she grabs the <<print $girlcurl>> pound dumbbells, causing a mind bogglingly large muscle to burst forward.<<endif>><<if $GS is 17>>she grabs the <<print $girlcurl>> pound dumbbells, causing a pair of the most powerful arms you've ever seen to spring to life.<<endif>><<if $GS is 18>>she grabs the <<print $girlcurl>> pound dumbbells, causing her outrageously huge arms to dominate your vision.<<endif>><<if $GS is 19>>she grabs the <<print $girlcurl>> pound dumbbells, leading to her massive, cannonball like arms to hoist the weight upward.<<endif>><<if $GS is 20>>she grabs the <<print $girlcurl>> pound dumbbells, and you perform a double-take, unsure if what you're witnessing is even real!<<endif>> She performs a few repetitions and her muscles swell up somewhat.\n\nFollowing suit, you move over to the weight rack and grab <<if $BS is 0>>a pair of <<print $boycurl>> pound dumbbells.<<endif>><<if $BS is 1>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 2>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 3>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 4>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 5>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 6>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 7>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 8>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 9>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 10>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 11>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 12>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 13>>a pair of <<print $boycurl>> pound dumbbells<<endif>><<if $BS is 14>>a pair of <<print $boycurl>> pound dumbbells<<endif>> and complete a full set of repetitions yourself.\n\nYour girlfriend glances over while you're both working out.\n\n<<if $CSD gt 4>> "Ugh, I have so much work to do! I can't believe you lift so much more than me, <<print $pname>>." <<print $hername>> says, pouting slightly.<<endif>><<if $CSD is 3 or $CSD is 4>>"I'm catching up to you, <<print $pname>>... kind of!" <<print $hername>> announces with a grin on her face.<<endif>><<if $CSD is 1 or $CSD is 2>>"Ooh, getting closer and closer to catching up to you!" <<print $hername>> cheerfully exclaims<<endif>><<if $GS is $BS>>"Check it out! We lift the same amount of weight! Awesome!" <<print $hername>> is grinning widely<<endif>><<if $CSD is -1 or $CSD is -2>>"Looks like I've pulled ahead of you in strength, <<print $pname>>! Can't want to keep pushing myself" <<print $hername>> flashes you a mischievous smile<<endif>><<if $CSD is -3 or $CSD is -4>>\n"The difference between our strength is getting more and more noticeable. Hope you enjoy it as much as I do!" <<print $hername>> winks with a her trademark playful grin.<<endif>><<if $CSD lt -4>>"It seems like I just keep getting more and more powerful each day, <<print $pname>>. Honestly babe, being this much bigger and buffer than you kind of turns me on..." <<print $hername>> says while blushing.<<endif>><<if $CSD lt -7>>"God, I'm so friggan strong! You should just start worshipping me, <<print $pname>>\n!" <<print $hername>> lets out a playful giggle.<<endif>>\n<<set $GW +=4>><<set $BW +=2>><<set $GEP +=1>><<set $GFP +=1>><<set $BEP +=1>><<set $BFP +=1>>\n\nYou and your girlfriend finish up a full body workout, pushing each important muscle group to its limit. \n\nEventually, after a grueling workout session and some evening festivities, you go to [[sleep]]

<<set $answer = prompt ("What's the Debug Room Password?")>>\n\n<<if ($answer is "banana")>> <<goto "test room">> \n<<else>> <<goto "passwordwrong">> <<endif>>

<<if $cash lt 25>>You're too broke to go to the gym! Better head back to the [[Living Room]]<<endif>><<if $cash gte 25>>It'll cost you 25 dollars to work out at the gym. <<if $BS gte 18>>At your current strength level, it won't really do you any good.<<endif>><<if $BS lt 18>>You still have room for improvement, and the weights here can give you a good challenge.<<endif>>\n\nWill you work out?\n\n[[Yes|playergym][$cash -= 25]]\nNo, I'll head back to the [[Living Room]]<<endif>>

A curious little device that you strap onto your arm. It injects a needle into your bloodstream and instantly records precisely how physically fit you are.\n\n[[Let's use it!|BioRead2]]\n\nNevermind, return to the [[Living Room]]

<<if $GS gt $BS>><<set $GSD to ($GS - $BS)>><<endif>><<if $BS gt $GS>><<set $BSD to ($BS - $GS)>><<endif>><<print $hername>> thinks about your suggestion for a moment. <<if $GS is 1 or $GS is 2>> She looks somewhat confused. "Me? Arm wrestle? I'm not so sure about this..." <<if $BS is 0>>She makes a realization. "Then again, you're so weak now that even I'd have a chance of winning!"<<endif>><<endif>><<if $GS is 3 or $GS is 4>> "Hmm... I mean, I've only worked out like, two or three times? Not too sure I could really provide much of a challenge..." <<if $BS is 0>> <<print $hername>> pauses for a moment. "Aw, who're we kidding. I'll kick your butt! I bet that's what you really want, isn't it?" she winks<<endif>><<if $BS gte 1 and $BS lte 4>> <<print $hername>> pauses for a moment "Actually, it might be pretty close."<<endif>><<endif>><<if $GS is 5 or $GS is 6>>"Noticed I'm getting kind of buff?" <<print $hername>> smirks before quickly flexing her small, hard biceps.<<if $BS is 0>> "I bet you just want to feel my new strength. I mean, there's no way you could ever beat me!"<<endif>><<if $GSD gt 2>> "In fact, I bet I'm already stronger than you!"<<endif>><<if $BS is 5>> "You know, I really wonder if you're still stronger than me..."<<endif>><<if $BSD gt 0 and $BSD lte 4>> "I don't think I'm still quite ready to take you down, but it could be worth a shot!"<<endif>> <<if $BSD gt 4>> "I mean, it's probably still not going to be a contest at all..."<<endif>><<endif>><<if $GS is 7 or $GS is 8>>"Hmm, might be fun to try these babies out!" <<print $hername>> says before flexing her sizably large biceps.<<if $BS is 0>> "We both know that's what you really want. To watch my thick muscles in action!"<<endif>><<if $BS is 1 or $BS is 2>>"In fact, I'm kind of surprised you even challenged me in the first place!<<endif>><<if $GSD is 1 or $GSD is 2>> "It should be a pretty close match."<<endif>><<if $BSD gt 2>> "Though I'm probably STILL not ready to beat you yet..." she frowns slightly<<endif>><<endif>><<if $GS is 9 or $GS is 10>>"That sounds like a great way to spend some time! I just love working my growing muscles out!" she gloats before flexing her large biceps. <<if $BS is 0>> "And I bet you just love losing over and over, don't you?" <<endif>><<if $GSD gt 3>>"Honestly babe, do you really think you can win?"<<endif>><<if $GSD is 2 or $GSD is 3>>"I think I'm actually a good deal stronger than you now, <<print $pname>>, so it should be extra fun!<<endif>><<if $GSD is 1>>"Maybe I've finally caught up to your studly self!"<<endif>><<if $BSD gte 0>>"Pushing my guns against your cannons will definitely help grow them faster!<<endif>><<endif>><<if $GS is 11 or $GS is 12>>"Lately my muscles have rivaled that of the biggest guys I know. Should be fun to put them to the test against yours!" <<print $hername>> grins <<if $BS is 0>> "Just kidding. It won't be a test at all." She gives a playful wink <<endif>><<if $GSD gt 3>>"Though I really wonder if it'll be that much of a contest, honestly."<<endif>><<if $GSD is 1 or $GSD is 2>>"After all, you just happen to be one of the biggest guys I know!"<<endif>><<endif>><<if $GS gte 13>>Your girlfriend shoots you a confident smirk. "Do you really think you can win? Well, it should be a good workout to help me get even STRONGER!" <<print $hername>> laughs like a cartoon villain, clearly hamming it up for comedic effect. <<if $BS is 0>> "Of course, we both know you'd do anything you can to watch me get even stronger!"<<endif>><<endif>>\n\n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Suddenly, the collar on your girlfriend's neck begins to glow brightly. <<if $BS gt 0>> The next thing you know, all of your muscles on your body begin to shrink, while your girlfriend's grow!<<set $GS +=1; $BS -=1>><<set $CSD to ($BS - $GS)>><<endif>><<if $BS lt 1>>If you had any muscle to lose, it would be going straight into your girlfriend!<<endif>><<endif>>\n\n<</nobr>>\n\n\nGo to the [[Kitchen Table|awt]]

<<if $TS is "on">>At last, a remedy for your chronic short stature! As you uncork the vial with trembling fingers, your girlfriend comes over and grabs it right out of your hand!\n\nBefore you can protest, she brings it to her lips and chugs the entirety of its contents in a few moments flat. \n\n"Mmm... tastes good! A silly schmo like you doesn't deserve something like this." she explains with a wicked grin.\n\nA few moments pass and you notice her entire body quivering slightly. Right before your eyes she grows taller! "Awesome!" she exclaims with a huge grin.<<set $GH +=1>><<endif>><<if $TS is "off">>You bring the vial to your lips and begin to drink its contents. The flavor of the potion is quite agreeable, and in a few seconds flat you finish its contents.\n\nA few moments pass, and you feel an undeniable energy welling from within your body... you start growing taller! Awesome! <<set $BH +=1>><<endif>><<set $hpc -=1>>\n\n[[inventory]]\n[[Living Room]]

\nYou approach your girlfriend and hand her the muscle potion. "What's this?" she asks examining the puzzling bottle. "Instant muscle and strength?" she says reading the label off.\n\n<<if $GS lt $BS>>\n"Thanks babe!" she says with a grin. "Hope this is real, then maybe I can be as strong as you!"<<endif>>\n<<if $BS is $GS>>\nShe cocks an eyebrow. "You know babe, if this works, then I'll be the boss around here!" she says, shooting you a playful grin.<<endif>>\n<<if $GS gt $BS>>\nHer eyes light up. "You REALLY want to see me become a goddess, huh?" she says with an almost evil cackle.<<endif>>\n\nShe uncorks the bottle and chugs it down with alarming speed. A few moments later she lets out a refreshed 'ahhh'. "Mmm... that tasted good." she muses. "Hey... I feel kind of funny..."\n\nSuddenly, every muscle on your girlfriend's body begins to grow!\n\n"YES!" she yells out. "AWESOME!" She flexes her arms, reveling in their new size.\n<<set $mpc -=1>><<set $GS +=1>>\nReturn to the [[Living Room]]\n[[inventory]]\n\n

Who will be pumping iron tonight?\n<<if $$weightsowned is "false">>You don't own any weights! Time to visit Ulric's, or hit the gym!\n\n[[Both of us will go to the gym]] (costs $40)\n[[I will go to the gym alone]] (costs $25)\n[[She will go to the gym alone]] (costs $25<<endif>><<if $weightsowned is "true">><<if $GS gte 20>>Your girlfriend's too strong to benefit from lifting weights!<<endif>><<if $BS gte 18>>You're too strong to benefit from lifting weights!<<endif>><<if $GS lt 20 and $BS lt 18>>\n[[Both of us|bwo]]<<endif>>\n<<if $BS lt 18>>[[Just me|pwo]]<<endif>>\n<<if $GS lt 20>>[[Just her|gwo]]<<endif>><<endif>>\n\n\nReturn to the [[Living Room]]

<<set $CID to ($BINT - $GINT)>>You and <<print $hername>>decide to play chess tonight.\n\n<<if $Gchessvictory gt $Bchessvictory>>A wicked smirk meets her face. "Ready to lose again, <<print $pname>>?" she asks with a playful wink.<<endif>><<if $Bchessvictory gt $Gchessvictory>><<if $Gchessvictory gt 0>>"Alright, this time I'm going to win again!"<<endif>><<if $Gchessvictory is 0>><<if $GINT gt $BINT>>A look of strange confidence meets her face. "Alright, I'm going to get you this time, <<print $hername>>!" she exclaims.<<endif>><<if $BINT gt $GINT>>She looks at you with a strange glance. "I dunno... I guess I'll play again." she responds, looking fairly dejected.<<endif>><<if $BINT is $GINT>>"Okay, it'll be good to try again." she says.<<endif>><<endif>><<endif>><<if $Gchessvictory is $Bchessvictory>><<if $Bchessvictory gt 0>>"Alright, this time we'll finally settle who's better at chess, <<print $hername>>!"<<endif>><<if $Bchessvictory is 0>>"Hmm... Chess eh? Well, we've never tried that before. Let's do it!"<<endif>><<endif>>\n\nYou and <<print $hername>> setup the chess table. After things are ready, you sit down from across one another and stare at the game pieces. You flip a coin to determine who will go first: <<set $coinflipseed to either (1,2)>><<if $coinflipseed is 1>>it lands on heads - you win the flip!<<endif>><<if $coinflipseed is 2>>it lands on tails - you lose the flip!<<endif>>\n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Suddenly, the collar on your girlfriend's neck begins to glow brightly. <<if $BINT gt 0>> The next thing you know, your mind starts to slow down, while your girlfriend's speeds up!<<set $GINT +=1; $BINT -1>><<endif>><<if $BINT lt 1>>If you had any intelligence to lose, it would be going straight into your girlfriend!\n<<endif>><<endif>>\n\n<</nobr>>\n<<if $coinflipseed is 1>>You take your first move.<<endif>><<if $coinflipseed is 2>><<print $hername>> takes her first move.<<endif>><<if $gequip is "nightmarecollar">> Before things can pick up, the collar on your girlfriend's neck comes to life. You feel as if your minds growing hazier, and you girlfriend purrs with pleasure.<<set $GINT +=1; $BINT -=1>><<set $CID to ($BINT - $GINT)>><<endif>> The game proceeds. <<if $CID gt 2>>As things unfold, you feel extremely confident that are in full control of the match. Your girlfriend's moves are quite predictable, and you are able to counter almost everything with ease.\n\nAs the minutes pass, your dominance over the game grows. Within a few more moves, \n<<endif>><<if $CID is 1 or $CID is 2>>You feel fairly comfortable that you have a bit of an edge in this match. Your girlfriend makes a few moves that surprise you, but for the most part things seem to be in the bag.<<endif>><<if $CID is 0>>The match is neck and neck. Every motion is like a step in an elaborate mental tango. You both seem equally surprised at each play made, and are each struggling to gain dominance in the game.<<endif>><<if $CID is -1 or $CID is -2>>As the match continues, you can't help but feel as if your girlfriend may just be a step ahead. She makes a variety of plays that catch you off-guard, though you are able to mount a challenge for her. Still, things aren't looking good for you.\n\nThe match continues, pieces are taken, and there is a significant back and forth. Eventually however, <<print $hername>> declares "Checkmate!", and with a quick examination, you find that her claim is legitimate.\n\n<<if $GS gt $BS>>"Not only are my guns mightier than yours, <<print $hername>>, but my mind is too!" <<print $hername>> exclaims, flexing her arms triumphantly.<<endif>><<if $BS gt $GS>>"Aww, don't look so glum babe, you're still stronger than me physically. For now at least." <<print $hername>> winks<<endif>><<set $Gchessvictory +=1>>\n\n<<endif>><<if $CID lt -2>>Very quickly it becomes clear that this may be a hopeless endeavor. Everything you do is deftly countered by the perfect follow up. At every turn you feel helplessly outclassed. Worse yet, as the game goes on, you can sense that <<print $hername>> is dissecting your meager strategies and improving her own in the process; widening the gap between you further and further.\n\nBefore long you hear her cheer "Checkmate!" you double check the board, and find that her claim is true.\n\n<<if $GS gt $BS>>"Not only are my guns mightier than yours, <<print $hername>>, but my mind is too!" <<print $hername>> exclaims, flexing her arms joyously.<<endif>><<if $BS gt $GS>>"Aww, don't look so glum babe, you're still stronger than me physically. For now at least." she winks<<endif>><<if $BchessINT lt 4>>You feel as if your mind has become sharper from this battle of wits.<<set $BIP +=2; $BchessINT +=1>><<endif>><<if $GchessINT lt 4>> "I think my mind is getting sharper from all this chess!" <<print $hername>> declares with a grin.<<set $GIP +=2; $GchessINT +=1>><<endif>><<set $Gchessvictory +=1>><<endif>>\n\nAfter a long night of playing chess, you and <<print $hername>> decide to go to <<set $BA +=1; $GA +=1>>[[sleep]]

"Measure my biceps?" <<print $hername>> thinks it over for a moment. "Well, alrighty." \n\nYou find a nearby measuring tape and bring it over to her.\n\n<<if $GS is 1>> You easily wrap the entirety of the tape around her small limb. <<print $hername>> glances down and reads the number off "9 and a half inches." she says with a sigh. "I should start working out, huh?" <<endif>><<if $GS is 2>>You easily wrap the entirety of the tape around her small limb. <<print $hername>> glances down and reads the number off "10 inches." <<endif>><<if $GS is 3>>You easily wrap the entirety of the tape around her small limb. <<print $hername>> glances down and reads the number off "10 and a half inches." <<endif>><<if $GS is 4>>You easily wrap the entirety of the tape around her small limb. <<print $hername>> glances down and reads the number off "11 inches. Hey, not bad for a girl, huh?" she grins widely.<<endif>><<if $GS is 5>>You easily wrap the entirety of the tape around her sharply defined arm. <<print $hername>> glances down and reads the number off "11 and a half inches. Nice!" <<endif>><<if $GS is 6>>You have a bit of difficulty getting the entirety of the tape around her fairly sizable limb. <<print $hername>> looks down and reads the number off "12 inches! Hell yeah!" <<endif>><<if $GS is 7>>You have a bit of difficulty getting the entirety of the tape around her fairly sizable limb. <<print $hername>> looks down and reads the number off "12 and a half inches! Awesome!" <<endif>><<if $GS is 8>> You have a bit of difficulty getting the entirety of the tape around her fairly sizable limb. <<print $hername>> looks down and reads the number off "13 inches! Now we're getting somewhere!" <<endif>><<if $GS is 9>> You have a bit of difficulty getting the entirety of the tape around her fairly sizable limb. <<print $hername>> looks down and reads the number off "13 and a half inches! Awesome!" <<endif>><<if $GS is 10>> You have a significant difficulty getting the tape around fairly sizable limb. With enough finagling you succeed however. <<print $hername>> looks down and reads the number off "14 inches!" <<endif>><<if $GS is 11>> You have a significant difficulty getting the tape around fairly sizable limb. With enough finagling you succeed however. <<print $hername>> looks down and reads the number off "Fourteen and a half! Getting stronger all the time!"<<endif>><<if $GS is 12>> You have a significant difficulty getting the tape around fairly sizable limb. With enough finagling you succeed however. <<print $hername>> looks down and reads the number off "Fatty Fifteens!" She giggles from her own silly pun.<<endif>><<if $GS is 13>> You have a significant difficulty getting the tape around fairly sizable limb. With enough finagling you succeed however. <<print $hername>> looks down and reads the number off "Fifteen and a half! Nothing can stop me!" <<endif>><<if $GS is 14>> You have a significant difficulty getting the tape around fairly sizable limb. With enough finagling you succeed however. <<print $hername>> looks down and reads the number off "Sixteen friggan inches! Look at that thing!" she proudly boasts<<endif>><<if $GS is 15>>You have a some difficulty getting the tape around fairly sizable limb. Eventually <<print $hername>> reaches over to help you out. She looks down and reads the number off "Sixteen and a half inches!" <<endif>>\n<<if $GS is 16>>After struggling a bit to get the tape around your girlfriend's large arm, <<print $hername>> looks down and reads the number out loud "17 inches!"<<endif>><<if $GS is 17>>\nGetting the tape around <<print $hername>>'s thoroughly impressive arm is tough, but the look on her face after proudly reading off "17 and a half inches!" makes the effort well worth it.<<endif>><<if $GS is 18>><<print $hername>>'s bicep is like a softball it's so large. It's expertly defined, as if she were a bodybuilder her whole life. With some struggle, you manage to get the tape around her limb. "EXTREME EIGHTEENS!" <<print $hername>> yells out with childlike glee and a glimmer in her yes.<<endif>>\n<<if $GS is 19>>You have a good deal of difficulty getting the tape around <<print $hername>>'s fairly sizable limb. Eventually she reaches over to help you out. She looks down and reads the number off "Nineteen inches of pure.." she flexes her arm again causing it to ripple "Power! YES!" <<endif>><<if $GS is 20>>You have a good deal of difficulty getting the tape around <<print $hername>>'s fairly sizable limb. Eventually she reaches over to help you out. She looks down and reads the number off "TWENTY INCHES!!" she yells out joyously. <<endif>><<if $GS is 21>>You have a severe amount of difficulty getting the tape around <<print $hername>>'s fairly sizable limb. Your fingers quiver slightly from the sheer presence of her massive arms. Eventually she reaches over to help you out. She looks down and reads the number off "21." she simply states with a knowing smirk. <<endif>><<if $GS is 22>>You have a severe amount of difficulty getting the tape around <<print $hername>>'s fairly sizable limb. Your fingers quiver slightly from the sheer presence of her massive arms. Eventually she reaches over to help you out. She looks down and reads the number off "22." she simply states with a knowing smirk <<endif>><<if $GS gt 22>>You have an immense amount of difficulty getting the tape around <<print $hername>>'s fairly sizable limb. Your fingers quiver slightly from the sheer presence of her massive arms. Eventually she reaches over to help you out. She looks down and reads the number off "<<print $GS>>." she simply states with a knowing smirk <<endif>>\n\n\nReturn to the [[Living Room]]

<<if $BS is 0>> You are incredibly frail and weak. Even the most mundane of tasks in extremely taxing for your body, and a strong gut of wind might blow you over!<<endif>><<if $BS is 1 or $BS is 2>> There is very little muscle on your frame. In fact, your lack of muscle definition makes you appear simultaneously frail and flabby.<<endif>><<if $BS is 3 or $BS is 4>>You are a fairly thin male with below average sized arms and legs. Your stomach is somewhat soft and smooth. <<endif>><<if $BS is 5 or $BS is 6>>You're not quite in as great shape as you used to be. Still, you're about average for a man. <<endif>><<if $BS is 7 or $BS is 8>> You are a male with an above average level of fitness. Your arms and legs are moderately muscular, and you have a flat, firm stomach.<<endif>><<if $BS is 9 or $BS is 10>>You are a very fit male. Your arms and legs are noticeably large and well defined, and your stomach has the beginnings of an impressive six-pack.<<endif>><<if $BS is 11 or $BS is 12>>You are close to the apex of your physical potential. Your arms and legs are significantly larger and more powerful than the average man's, and you're rocking a respectable 8-pack. <<endif>><<if $BS gte 13>> You are at your natural physical peak! You have the appearance of a male bodybuilder, and whenever you are in public people are always catching looks. <<endif>>\n\n<<if $BH is 1>>Your are 5'<<endif>><<if $BH is 2>>You are 5'2"<<endif>><<if $BH is 3>>Your are 5'4"<<endif>><<if $BH is 4>>You are 5'6"<<endif>><<if $BH is 5>>You are 5'7"<<endif>><<if $BH is 6>>You are 5'8"<<endif>><<if $BH is 7>>You are 5'9"<<endif>><<if $BH is 8>>You are 5'10"<<endif>><<if $BH is 9>>You are 5'11"<<endif>><<if $BH is 10>>You are 6'<<endif>><<if $BH is 11>>You are 6' .5" tall<<endif>><<if $BH is 12>>You are 6'1" tall<<endif>><<if $BH is 13>>You are 6'1.5" tall<<endif>><<if $BH is 14>>You are 6'2" tall<<endif>><<if $BH is 15>>You are 6'2.5" tall<<endif>><<if $BH is 16>> You are 6'3" tall<<endif>><<if $BH is 17>>You are 6'3.5"<<endif>><<if $BH is 18>>You are 6'4" tall<<endif>><<if $BH is 19>>You are 6'4.5" tall!<<endif>><<if $BH is 20>>You are 6'5"<<endif>><<if $BH is 21>>You are 6'5.5"<<endif>><<if $BH is 22>>You are 6'6"<<endif>><<if $BH is 23>>You are 6'6.5" tall<<endif>><<if $BH is 24>>You are 6'7" tall<<endif>><<if $BH is 25>>You are 6'7.5" tall<<endif>><<if $BH is 26>>You are 6'8"<<endif>><<if $BH is 27>>You are 6'8.5" tall<<endif>><<if $BH is 28>>You are 6'9"<<endif>><<if $BH is 29>>You are 6'9.5"<<endif>><<if $BH is 30>>You are 6'10"<<endif>><<if $BH is 31>>You are 6'10.5"<<endif>><<if $BH is 32>>You are 6'11"\n<<endif>><<if $BH is 33>>You are 6'11.5" tall<<endif>><<if $BH is 34>>You are 7' tall<<endif>><<if $BH gt 34>> You are really really tall!<<endif>>\n\n<<back>>

<<if $TS is "on">>Right as your fingers touch the cork, your girlfriend snatches the potion out of your hand!\n\n"Silly schmo!" she yells out before opening the flask and downing the entirety of its contents herself.\n\nA few moments pass and she lets out a refreshed ahh. "I feel like I have even more energy! Awesome!" she giggles.<<set $GE +=1>><<endif>>\n<<if $TS is "off">>To your surprise, after uncorking the bottle, the green liquid within smells quite good. You bring the bottle to your lips and start to drink. It tastes great, and a few moments later you finish the contents.\n\nYou feel a small amount of energy welling within you, and you're confident that you have more stamina now!<<set $BE +=1>><<endif>>\n\n<<set $epc -=1>>\nReturn to [[inventory]]\nReturn to the [[Living Room]]

<<if $GS is 1>> She shrugs her shoulders and lets out a sigh. "I really don't know. Kind of a weird question don't you think? I have trouble bringing the groceries into the house, so I guess that's a good indicator.\n<<if $BS is 0>> "Guess I'm stronger than you though." she says with a snicker.<<endif>>\n<<if $BS is 1>> "Though, by the looks of it, you're just as weak as I am."<<endif>>\n<<if $BS gt 1>> "Not as strong as you." she adds.<<endif>><<endif>>\n<<if $GS gt 1>>"How about we go work out together and you can find out?" she gives you a playful wink<<endif>>\n<<back>>

You and your girlfriend read fictional books together.\n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Suddenly, the collar on your girlfriend's neck begins to glow brightly. <<if $BINT gt 0>> The next thing you know, your mind starts to slow down, while your girlfriend's speeds up!<<set $GINT +=1; $BINT -1>><<endif>><<if $BINT lt 1>>If you had any intelligence to lose, it would be going straight into your girlfriend!\n<<endif>><<endif>>\n\n<</nobr>>\n<<set $CID to ($BINT - $GINT)>>\n<<if $CID is -1 or $CID is 0>>You both read books of similar content and at a comparable speed. <<endif>><<if $CID is 1>>You both read books of similar content and at a comparable speed.<<endif>><<if $CID is 2 or $CID is 3>>Your girlfriend's book looks a little less impressive, and you can tell she isn't following her material quite as well as you are.<<endif>><<if $CID is 4 or $CID is 5>>Your girlfriend's book is markedly less impressive than yours, and you can tell that you are reading far faster and with more efficiency than she is<<endif>><<if $CID gt 5>>Your girlfriend looks like a simpleton \nnext to you!<<endif>><<if $CID is -2 or $CID is -3>>You glance over at your girlfriend's book and can't help but feel like it's material you'd have a lot of difficulty with. Despite this, she seems to be reading it quite efficiently.<<endif>><<if $CID is -4 or $CID is -5>>Your girlfriend's book is downright imposing and makes yours look simple in comparison. You are surprised at how much more effective her study habits seem to be in comparison to yours<<endif>>\n\n<<if $GficINT lt 4>>During your reading session, your girlfriend mentions something: "You know babe, I'm pretty sure that all this reading is actually making me smarter." she says with a playful giggle. <<set $GIP +=4>><<set $GficINT +=1>><<endif>>\n\n<<if $BficINT lt 4>>As you read the book, you can't help but feel as if your mind is growing sharper as you're challenged by the words in front of you<<endif>><<set $BIP +=2>><<set $BficINT +=1>>\n<<set $BA +=1>><<set $GA +=1>>\nAfter a long day, you eventually go to [[sleep]]

Your girlfriend plays video games alone while you do something else entirely.\n\nAfter her session she says <<if $GsgameINT gte 2>>"playing games is fun, but I don't think they're challenging my mind anymore. I suppose there's always reaction speed to have improved!<<endif>><<if $GsgameINT lt 2>>"This may sound strange but I think my mind is actually getting sharper from playing that game, like new things are being challenged up there!" <<set $GIP +=4; $GsgameINT +=1>><<endif>>\n<<set $GA +=1; $BA +=1>>\nEventually you decide it's time to go to [[sleep]]

The store is a small, quaint abode decorated with all manner of clothing. You can't help but feel that there's an almost supernatural sensation emanating throughout every facet of the place. Behind the counter is an attractive woman who you would wager is middle aged, though looks extremely well-preserved. \n\nThe following items are for sale:\n\n<<if $nightmarecollarbought is "false">>[[A mysterious gothic looking black collar with a bright red gemstone in the center]] $10,000<<endif>>\n\n<<if $weekday is "sunday" or $weekday is "wednesday">><<if $rainbowamuletowned is "false">>\n[[Rainbow Amulet|Buy Amulet][$amuletbuy = "rainbow"]]<<endif>><<endif>>\n\n<<if $weekday is "monday" or $weekday is "saturday">><<if $redamuletowned is "false">>[[Red Amulet|Buy Amulet][$amuletbuy = "red"]]<<endif>><<endif>>\n\n<<if $weekday is "tuesday" or $weekday is "friday">><<if $blueamuletowned is "false">>[[Blue Amulet|Buy Amulet][$amuletbuy = "blue"]]\n<<endif>><<endif>>\n\n<<if $weekday is "thursday" or $weekday is "wednesday">><<if $greenamuletowned is "false">>[[Green Amulet|Buy Amulet][$amuletbuy = "green"]]<<endif>><<endif>>\n\n\n/%<<if $sportsbrabought is "false">>[[A sports bra and athletic shorts]] - $75 <<endif>>\n<<if $sundressbought is "false">>[[A classy sun dress]] - $150<<endif>>\n<<if $businesssuitgirlbought is "false">>[[A powerful looking business suit for women]] - $1000<<endif>>\n<<if $businesssuitmalebought is "false">>[[A powerful looking business suit for men]] - $1000<<endif>>\n<<if $constructiongirlbought is "false">>[[A hard hat, short cut top, and daisy dukes for women]] $100 <<endif>>\n<<if $constructionmalebought is "false">>[[A hard hat, t-shirt, and jeans for men]] $100<<endif>>%/\n\n\n\nGo home to the [[Living Room]]

What muscle group would you like to compare?\n\n[[Compare Biceps|comparebi]]\n[[Compare Abs|compareabs]]\n[[Compare Legs|comparelegs]]\n[[Compare Height|compareheight]]\n[[Measure Biceps|measurebi]]\n\n\n\n<<back>>\n

Your girlfriend pushes herself with calisthenics while you mess around.\n\nAfter her workout she says to you:\n\n<<if $GS lt 10>>"That was great and my body was really challenged! I bet I can build up some muscles if I were to keep doing this!" <<set $GW +=2>><<endif>><<if $GS gte 10>>"That was fun, but, I'm just too strong to be challenged by this kind of thing!" she flexes her sizable arms to show off a bit.<<endif>>\n\nAfter a long day you decide to go to [[sleep][$BA +=1]]

Your girlfriend looks at you somewhat incredulously. "You want me to read? Are you trying to say I'm stupid or something?" Fortunately, before she can dwell on that thought for too long, her demeanor shifts. "I suppose it wouldn't hurt. Have you recommendations?"\n\n<<if $fictionbooksowned is "true">>[[Fiction|gffiction]]<<endif>>\n<<if $nfbooksowned is "true">>[[Non-Fiction|gfnonfic]]<<endif>>\n\n<<back>>

<<if $FGDP is "off">> You hand the potion to your girlfriend. She looks at it and scrunches up her face. "Get shorter? No way!" she says before shoving the flask back into your hands.<<endif>><<if $FGDP is "on">> You hand the potion to your girlfriend. Without looking at it, she uncorks it and drinks the contents. Right before your very eyes she becomes shorter! <<set $GH -=1>><<endif>>\n\n[[inventory]]

<<if $GS gt $BS>><<set $GSD to ($GS - $BS)>><<endif>><<if $BS gt $GS>><<set $BSD to ($BS - $GS)>><<endif>><<if $GS is $BS>><<set $BSD to 0>><<set $GSD to 0>><<endif>><<if $GS is 1 or $GS is 2>><<set $gbod to "weak">><<endif>><<if $GS is 3 or $GS is 4>><<set $gbod to "toned">><<endif>><<if $GS is 5 or $GS is 6>><<set $gbod to "muscled">><<endif>><<if $GS is 7 or $GS is 8>><<set $gbod to "fitness">><<endif>><<if $GS is 9 or $GS is 10>><<set $gbod to "phys">><<endif>><<if $GS is 11 or $GS is 12>><<set $gbod to "lwbb">><<endif>><<if $GS is 13 or $GS is 14>><<set $gbod to "medbb">><<endif>><<if $GS is 15 or $GS is 16>><<set $gbod to "bigbb">><<endif>><<if $GS is 17 or $GS is 18>><<set $gbod to "huge">><<endif>><<if $GS is 19 or $GS is 20>><<set $gbod to "super">><<endif>>The focus on this workout ended up being the bench press. \n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Suddenly, the collar on your girlfriend's neck begins to glow brightly. <<if $BS gt 0>> The next thing you know, all of your muscles on your body begin to shrink, while your girlfriend's grow!<<set $GS +=1; $BS -=1>><<set $CSD to ($BS - $GS)>><<endif>><<if $BS lt 1>>If you had any muscle to lose, it would be going straight into your girlfriend!\n<<endif>><<endif>>\n\n<</nobr>>\nYou started off, piling <<if $BS is 0>>no weight onto the bar at all.<<endif>><<if $BS is 1>>no weight onto the bar at all.<<endif>><<if $BS is 2>>10 pounds onto the 50 pound bar.<<endif>><<if $BS is 3>>30 pounds onto the 50 pound bar.<<endif>><<if $BS is 4>>50 pounds onto the 50 pound bar.<<endif>><<if $BS is 5>>75 pounds onto the 50 pound bar.<<endif>><<if $BS is 6>>100 pounds onto the 50 pound bar.<<endif>><<if $BS is 7>>125 pounds onto the 50 pound bar.<<endif>><<if $BS is 8>>150 pounds onto the 50 pound bar.<<endif>><<if $BS is 9>>175 pounds onto the 50 pound bar.<<endif>><<if $BS is 10>>200 pounds onto the 50 pound bar.<<endif>><<if $BS is 11>>225 pounds onto the 50 pound bar.<<endif>><<if $BS is 12>>250 pounds onto the 50 pound bar.<<endif>><<if $BS is 13>>300 pounds onto the 50 pound bar.<<endif>><<if $BS is 14>>350 pounds onto the 50 pound bar.<<endif>>\n\n<<if $BS is 0>>You're so weak, you can't even properly bench the 50 pound bar!<<endif>><<if $BS gt 0>>You push the weight multiple times, feeling your chest begin to burn from the effort.<<endif>> Eventually you finish a couple of sets before letting your girlfriend get on.\n\n<<print $hername>> ends up <<if $GS is 1>>adding no weight to the bar at all.\n<<endif>><<if $GS is 2>>adding enough weight to equal 60 pounds combined with the bar. <<endif>><<if $GS is 3>>adding enough weight to equal 80 pounds combined with the bar. <<endif>><<if $GS is 4>>adding enough weight to equal 100 pounds combined with the bar. <<endif>><<if $GS is 5>>adding enough weight to equal 125 pounds combined with the bar. <<endif>><<if $GS is 6>>adding enough weight to equal 150 pounds combined with the bar. <<endif>><<if $GS is 7>>adding enough weight to equal 175 pounds combined with the bar. <<endif>><<if $GS is 8>>adding enough weight to equal 200 pounds combined with the bar. <<endif>><<if $GS is 9>>adding enough weight to equal 225 pounds combined with the bar. <<endif>><<if $GS is 10>>adding enough weight to equal 250 pounds combined with the bar. <<endif>><<if $GS is 11>>adding enough weight to equal 275 pounds combined with the bar. <<endif>><<if $GS is 12>>adding enough weight to equal 300 pounds combined with the bar. <<endif>><<if $GS is 13>>adding enough weight to equal 350 pounds combined with the bar. <<endif>><<if $GS is 14>>adding enough weight to equal 400 pounds combined with the bar. <<endif>><<if $GS is 15>>adding enough weight to equal 450 pounds combined with the bar. <<endif>><<if $GS is 16>>adding enough weight to equal 500 pounds combined with the bar. <<endif>><<if $GS is 17>>adding enough weight to equal 550 pounds combined with the bar. <<endif>><<if $GS is 18>>adding enough weight to equal 600 pounds combined with the bar. <<endif>><<if $GS is 19>>adding enough weight to equal 675 pounds combined with the bar. <<endif>><<if $GS is 20>>adding enough weight to equal 750 pounds combined with the bar. <<endif>>\n\nAfter sliding under the weight, she grips the bar <<if $gbod is "weak">>and barely manages to finish a few repetitions.<<endif>><<if $gbod is "toned">>and completes each repetition with good form, breathing new life into her small pecs.<<endif>><<if $gbod is "muscled">>and cranks out repetition after repetition, causing her small, hard pecs to bulge out.<<endif>><<if $gbod is "fitness">>and performs rep after rep, causing her pec-line to deepen under the strain.<<endif>><<if $gbod is "phys">>and her large pecs ripple and pulsate as the muscles are punished from the sizable weight they're pushing.<<endif>><<if $gbod is "lwbb" or $gbod is "medbb">>and her large, armor-like pecs bulge to life as they quiver.<<endif>><<if $gbod is "bigbb" or $gbod is "huge">>and the striations in massive slabs of sheer power known as her pecs become more apparent as the huge muscles push the immense weight.<<endif>><<if $gbod is "super">>and you feel a chill run down your spine as you witness the massive, throbbing, powerful pecs larger than you could ever hope to achieve grow engorged from the effort of lifting a nearly unreal amount of weight.<<endif>>\n\nEventually, <<print $hername>> finishes her workout and sits up, looking visibly pumped from the effort. \n\n<<if $GS is $BS>>"I lifted just as much as you did, <<print $pname>>!" <<print $hername>> announces, beaming proudly.<<endif>><<if $GSD is 1 or $GSD is 2>>"Did you see that! I'm stronger than you now, <<print $pname>>! Awesome!" <<print $hername>> appears as happy as a child on Christmas morning, grinning madly.<<endif>><<if $GSD is 3 or $GSD is 4>>"I'm starting to make you look weak, <<print $pname>>! I love it!" <<print $hername>> teases with a wink.<<endif>><<if $GSD is 5 or $GSD is 6>><<print $hername>> says "Stronger all the time! I wonder just how big and powerful I can get!"<<endif>><<if $GSD gt 6>>"I think it's about time you started worshipping these monster pecs of mine, <<print $pname>>!" <<print $hername>> bounces her pecs a few time, flaunting her control over the powerful muscles.<<endif>><<if $BSD is 1 or $BSD is 2>>"Wow, I'm nearly as strong as you are, <<print $pname>>!" <<print $hername>> says with a grin.<<endif>><<if $BSD is 3 or $BSD is 4>>"Wow, mister beefcake, looks like I've still got some work to do if I want to catch up!" <<print $hername>> notes.<<endif>><<if $BSD is 5 or $BSD is 6>>"Daaamn, mister hunk over here. I gotta get more bench sessions in so I can start to catch up to you, <<print $pname>>." <<print $hername>> licks her lips with arousal.<<endif>><<if $BSD gt 6>>"Holy sh- I can't believe you're so strong babe. You're making me look weak over here!" <<print $hername>> blushes from the statement.<<endif>>\n<<set $GW +=4>><<set $BW +=2>><<set $GEP +=2>><<set $BEP +=1>><<set $GFP +=1>>\nYou and your girlfriend work out the rest of your body before going to [[sleep]]\n\n

With a large grin on her face, your girlfriend grabs the potion and uncorks it before bringing it to her lips and chugging the contents. "I... feel like I can respond to things more quickly. I bet I'll be better at video games than ever before!" she happily declares.\n\n<<set $GRT +=1>>\n<<set $rtpc -=1>>\n\nReturn to your [[inventory]]\nReturn to the [[Living Room]]

<<if $build is "bioreader">>Despite the device being fairly fantastical in nature, these plans seem relatively simple.\n\nIt will cost $250 in parts to construct this device.\n\n<<if $cash lt 250>>You currently don't have enough money to afford the parts for this machine!<<back>><<endif>><<if $cash gte 250>>\n\n<<if $BINT lt 10>>You aren't intelligent enough to build this on your own. <<back>><<endif>><<if $BINT gte 10>>You're fairly positive that you're intelligent enough to build the machine alone, if you'd like. [[Build Machine Myself|build2][$build = "bioreader"; $cash -=250; $builder = "player"]]<<endif>><<if $GINT lt 10>>\n\n"Err... this looks pretty complicated. I don't think I can build it alone." <<print $hername>> says. <<back>><<endif>><<if $GINT gte 10>>\n\n"I can build this." Your girlfriend offers, looking at the blueprints. \n[[Let Girlfriend Build Machine Herself|build2][$build = "bioreader"; $cash -=250; $builder = "girlfriend"]]<<endif>><<if ($GINT + $BINT) gte 15>>\n\nWith your combined knowledge, you and your girlfriend can build the invention together, if you'd like. \n[[Build Machine Together|build2][$build = "bioreader"; $cash -=250; $builder = "both"]]<<endif>>\n\nNevermind, go <<back>><<endif>><<endif>><<if $build is "brainreader">>Despite the device being fairly fantastical in nature, these plans seem relatively simple.\n\nIt will cost $250 in parts to construct this device.\n\n<<if $cash lt 250>>You currently don't have enough money to afford the parts for this machine!<<back>><<endif>><<if $cash gte 250>>\n\n<<if $BINT lt 10>>You aren't intelligent enough to build this on your own. <<back>><<endif>><<if $BINT gte 10>>You're fairly positive that you're intelligent enough to build the machine alone, if you'd like. [[Build Machine Myself|build2][$build = "brainreader"; $cash -=250; $builder = "player"]]<<endif>><<if $GINT gte 10>>\n\n"I can build this." Your girlfriend offers, looking at the blueprints. \n[[Let Girlfriend Build Machine Herself|build2][$build = "brainreader"; $cash -=250; $builder = "girlfriend"]]<<endif>><<if $GINT lt 10>>\n\n"Err... this looks pretty complicated. I don't think I can build it alone." <<back>><<print $hername>> says.<<endif>><<if ($GINT + $BINT) gte 15>>\n\nWith your combined knowledge, you and your girlfriend can build the invention together, if you'd like. \n[[Build Machine Together|build2][$build = "brainreader"; $cash -=250; $builder = "both"]]<<endif>>\n\nNevermind, go <<back>><<endif>><<endif>><<if $build is "focusinglaser">>This device looks fairly involved. A fair deal of brainpower will be required to put it together.\n\nIt will cost $400 in parts to construct this device.\n\n<<if $cash lt 400>>You currently don't have enough money to afford the parts for this machine!<<back>><<endif>><<if $cash gte 400>>\n\n<<if $BINT lt 15>>You aren't intelligent enough to build this on your own. <<back>><<endif>><<if $BINT gte 15>>You're fairly positive that you're intelligent enough to build the machine alone, if you'd like. [[Build Machine Myself|build2][$build = "focusinglaser"; $cash -=300; $builder = "player"]]<<endif>><<if $GINT gte 15>>\n\n"I can build this." Your girlfriend offers, looking at the blueprints. \n[[Let Girlfriend Build Machine Herself|build2][$build = "focusinglaser"; $cash -=400; $builder = "girlfriend"]]<<endif>><<if $GINT lt 15>>\n\n"Err... this looks pretty complicated. I don't think I can build it alone." <<print $hername>> says. <<back>><<endif>><<if ($GINT + $BINT) gte 22>>\n\nWith your combined knowledge, you and your girlfriend can build the invention together, if you'd like. \n[[Build Machine Together|build2][$build = "focusinglaser"; $cash -=400; $builder = "both"]]<<endif>><<endif>><<endif>><<if $build is "brainblaster">>This device promises to empower even the sharpest of minds, so it'll require some serious brainpower to construct!\n\nIt will cost $500 in parts to construct this device.\n\n<<if $cash lt 500>>You currently don't have enough money to afford the parts for this machine!<<back>><<endif>><<if $cash gte 500>>\n\n<<if $BINT lt 20>>You aren't intelligent enough to build this on your own. <<back>><<endif>><<if $BINT gte 20>>You're fairly positive that you're intelligent enough to build the machine alone, if you'd like. [[Build Machine Myself|build2][$build = "brainblaster"; $cash -=500; $builder = "player"]]<<endif>><<if $GINT lt 20>>\n\n"Err... this looks pretty complicated. I don't think I can build it alone." <<back>><<print $hername>> says.<<endif>><<if $GINT gte 20>>\n\n"I can build this." Your girlfriend offers, looking at the blueprints. \n[[Let Girlfriend Build Machine Herself|build2][$build = "brainblaster"; $cash -=500; $builder = "girlfriend"]]<<endif>><<if ($GINT + $BINT) gte 28>>\n\nWith your combined knowledge, you and your girlfriend can build the invention together, if you'd like. \n[[Build Machine Together|build2][$build = "brainblaster"; $cash -=500; $builder = "both"]]<<endif>>\n\nNevermind, go <<back>><<endif>><<endif>><<if $build is "gravitychamber">>This machine involves creating a device that's like something out of a science fiction movie! Some serious brainpower will be required.\n\nIt will cost $500 in parts to construct this device.\n\n<<if $cash lt 500>>You currently don't have enough money to afford the parts for this machine!<<back>><<endif>><<if $cash gte 500>>\n\n<<if $BINT lt 20>>You aren't intelligent enough to build this on your own. <<back>><<endif>><<if $BINT gte 20>>You're fairly positive that you're intelligent enough to build the machine alone, if you'd like. [[Build Machine Myself|build2][$build = "gravitychamber"; $cash -=500; $builder = "player"]]<<endif>><<if $GINT lt 20>>\n\n"Err... this looks pretty complicated. I don't think I can build it alone." <<back>><<print $hername>> says.<<endif>><<if $GINT gte 20>>\n\n"I can build this." Your girlfriend offers, looking at the blueprints. \n[[Let Girlfriend Build Machine Herself|build2][$build = "gravitychamber"; $cash -=500; $builder = "girlfriend"]]<<endif>><<if ($GINT + $BINT) gte 28>>\n\nWith your combined knowledge, you and your girlfriend can build the invention together, if you'd like. \n[[Build Machine Together|build2][$build = "gravitychamber"; $cash -=500; $builder = "both"]]<<endif>>\n\nNevermind, go <<back>><<endif>><<endif>><<if $build is "devilmachine">>This machine seems like something concocted from a nightmare. You wonder if it's safe for something like it to exist. Either way, some serious brainpower will be required to build it.\n\nIt will cost $750 in parts to construct this device.\n\n<<if $cash lt 750>>You currently don't have enough money to afford the parts for this machine!<<back>><<endif>><<if $cash gte 750>>\n\n<<if $BINT lt 25>>You aren't intelligent enough to build this on your own. <<back>><<endif>><<if $BINT gte 25>>You're fairly positive that you're intelligent enough to build the machine alone, if you'd like. [[Build Machine Myself|build2][$build = "devilmachine"; $cash -=750; $builder = "player"]]<<endif>><<if $GINT lt 25>>\n\n"Err... this looks pretty complicated. I don't think I can build it alone." <<back>><<print $hername>> says.<<endif>><<if $GINT gte 25>>\n\n"I can build this." Your girlfriend offers, looking at the blueprints. \n[[Let Girlfriend Build Machine Herself|build2][$build = "devilmachine"; $cash -=750; $builder = "girlfriend"]]<<endif>><<if ($GINT + $BINT) gte 40>>\n\nWith your combined knowledge, you and your girlfriend can build the invention together, if you'd like. \n[[Build Machine Together|build2][$build = "devilmachine"; $cash -=750; $builder = "both"]]<<endif>>\n\nNevermind, go <<back>><<endif>><<endif>>\n\n\n

\nYour inventory currently contains:\n\n<<if $batteries gt 0>> <<print $batteries>> X Mega Batteries<<endif>>\n<<if $mpc gt 0>>[[Mighty Muscles Potion|musclepot]] x <<print $mpc>><<endif>>\n<<if $wpc gt 0>>[[Meekly Muscles Potion|weakpot]] x <<print $wpc>><<endif>>\n<<if $fpc gt 0>>[[Feisty Flexibility Potion|flexipot]] x <<print $fpc>><<endif>>\n<<if $epc gt 0>>[[Everlasting Endurance Potion|endpot]] x <<print $epc>><<endif>>\n<<if $hpc gt 0>>[[Haughty Heights Potion|heightpot]] x <<print $hpc>><<endif>>\n<<if $shrpc gt 0>>[[Sullen Shrinking Potion|shrinkpot]] x <<print $shrpc>><<endif>>\n<<if $trpc gt 0>>[[Terrifying Transfer Potion|transferpot]] x <<print $trpc>><<endif>>\n<<if $megpc gt 0>> [[Mega Potion!|megapot]] x <<print $megpc>><<endif>>\n<<if $ultpc gt 0>> [[Ultra Potion!!|ultrapot]] x <<print $ultpc>><<endif>>\n<<if $atpc gt 0>> [[Awful Atrophy Potion|atroppot]] x <<print $atpc>><<endif>>\n<<if $intpc gt 0>> [[Intense Intellect Potion|intpotion]] x <<print $intpc>><<endif>>\n<<if $rtpc gt 0>> [[Radical Reaction Potion|reactpot]] x <<print $rtpc>><<endif>>\n\n<<if $redfocuscrystals gt 0>><<print $redfocuscrystals>> x Red Focusing Crystals<<endif>>\n<<if $bluefocuscrystals gt 0>><<print $bluefocuscrystals>> x Blue Focusing Crystals<<endif>>\n<<if $greenfocuscrystals gt 0>><<print $greenfocuscrystals>> x Green Focusing Crystals<<endif>>\n<<if $rainbowfocuscrystals gt 0>><<print $rainbowfocuscrystals>> x Rainbow Focusing Crystals<<endif>>\n\n\n[[Living Room]]

Your girlfriend bounds off to perform some yoga exercises while you loaf around.\n\n<<set $GFP += 4>><<set $GEP +=2>><<if $GS lt 20>><<set $GW +=2>><<endif>><<set $BA +=1>>\n\nEventually the day comes to an end and you go to [[sleep]]

<<if $pjob is "office">>Today you went to work at the office. \n<<set $Bofficepoints += 2>>\n\n<<if $Bofficeskill is 1 or $Bofficeskill is 2>>You're very new to the place. Despite being given very easy tasks, you had a lot of difficulty getting them all finished due to your inexperience. Regardless, you're hopeful that you'll pick up on what to do soon, and maybe earn more money as a result!<<endif>><<if $Bofficeskill is 3 or $Bofficeskill is 4>>You're getting the hang of things at this job, and starting to earn more money as a result. It's kind of strange that an office job is paying you a daily wage based directly off of your skill level, but it's a living.<<endif>><<if $Bofficeskill is 5 or $Bofficeskill is 6>>You're getting really good at what you do. People come to rely on you for various tasks, and you're starting to earn a fair amount of money.<<endif>><<if $Bofficeskill is 7 or $Bofficeskill is 8>>You're something of a pro around the office, and take home a nice chunk of change!<<endif>><<if $Bofficeskill is 9 or $Bofficeskill is 10>>You're an office legend! Nobody could hope to match your productivity today! In fact, you've become so good at this, that you're not sure how you could possibly improve at it!<<endif>>\n\n<<if $BINT is 1 or $BINT is 2>>Your mind just isn't quite as clear as most of your coworkers and you have difficulty with some tasks as a result. You know that your relatively low intelligence is holding you back a bit.<<endif>><<if $BINT is 3 or $BINT is 4>>Your intelligence is fairly average, so you don't feel as if it is giving you an advantage nor a disadvantange to your productivity and earnings.<<endif>><<if $BINT is 5 or $BINT is 6>>You're definitely a bit above the curve in terms of smarts around the office. As a result, you can get a bit more done compared to those who are a little slower with equal experience to you.<<endif>><<if $BINT is 7 or $BINT is 8>>You're pretty darn bright compared to everyone else, and as a result your output is a lot higher than most others. You're confident that you're earning a nice chunk of change extra due to your smarts.<<endif>><<if $BINT gte 9>>You're easily the smartest person at the office. As a result, you're able to output a lot more than those of the same level of experience. You're confident that your powerful mind is giving you a large edge over the competition, resulting it more money earned.<<endif>>\n<<nobr>><<set $pcashearned to ($Bofficeskill * 10) + 40>>\n\n<<if $BINT lte 10>><<set $pcashearned += ($BINT * 5)>><<endif>><<if $BINT gte 10>><<set $pcashearned += 50>><<endif>>\n\n<</nobr>><<endif>><<if $pjob is "construction">>Today you went to work at the construction site.\n<<set $Bconstructpoints +=2>>\n<<if $Bconstructskill is 1 or $Bconstructskill is 2>>Despite your job seeming pretty simple on paper, you quickly realize there's a lot more nuance to what's going on than you initially anticipated. You're hopeful that with some experience you'll start getting better at things on the site.<<endif>><<if $Bconstructskill is 3 or $Bconstructskill is 4>>There's still a lot to learn in terms of doing things efficiently around the site, but you're certain that you're getting better. As a result, your productivity is up compared to when you started, and you'll likely be taking home a little extra money.<<endif>><<if $Bconstructskill is 5 or $Bconstructskill is 6>>You're becoming one of the better workers on the site, the kind of guy that everyone else relies on to get things done. Your productivity is getting up there with the pros and you're earning more money than ever.<<endif>><<if $Bconstructskill is 7 or $Bconstructskill is 8>>You're easily one of the best workers on the site. The bosses are relieved to see you walk in as they know a lot will get done that day. Your fairly generous takehome wage compared to when you started is evident of this.<<endif>>\n<<if $Bconstructskill is 9 or $Bconstructskill is 10>>You're one of, if not the best worker at the construction site. You have a tremendous amount of output per hour worked compared to everyone else. Your considerable wage compared to them shows this off. In fact, you're so good at this that you aren't sure if you can improve further at it!<<endif>><<if $BE is 1 or $BE is 2>>\n\nYou feel as if you're winded all the time from working, and it's seriously impacting your ability to perform. Either your body will need to adjust to this job, or you'll need to start running if you want to seriously make a living from this line of work.<<endif>><<if $BE is 3 or $BE is 4>>\n\nThe work is tough on your body, but you can mostly get through the day. Still, if you were fitter, you're positive you could be more productive and make more money.<<endif>><<if $BE is 5 or $BE is 6>>\n\nYour fitness isn't much of a problem as you're able to get all of your work done, but you still have a feeling that if you had more energy you could make even more cash at the site.<<endif>><<if $BE is 7 or $BE is 8>>\n\nYou're one of the fittest workers at the site, but there are still a couple of moments where you have to stop to take a breather.<<endif>><<if $BE gte 9>>\n\nYou're a machine. You never have to stop working, and as a result, you're positive that becoming even fitter won't increase your salary any further.<<endif>><<set $pcashearned to ($Bconstructskill * 7) + 40>><<if $BE lte 10>><<set $pcashearned += ($BE * 5)>><<endif>><<if $BE gte 10>><<set $pcashearned += 50>><<endif>><<endif>>\n\nAfter a long day of work, you decide to [[head home|bothwork5]]

And what job did your girlfriend do today?\n\n[[Office Job|bothwork3][$gwork = "office"]]\n[[Construction Job|bothwork3][$gwork = "construction"]]\n\nActually, I changed my mind about working today. Return to the [[Living Room]]

<<nobr>><<if $GS is 0>><<set $girlcurl to 2>><<endif>>\n<<if $GS is 1>><<set $girlcurl to 5>><<set $girlsquat to 60>><<set $girlbench to 40>><<set $girldl to 60>><<endif>>\n\n<<if $GS is 2>><<set $girlcurl to 10>><<set $girlsquat to 90>>\n<<set $girlbench to 60>><<set $girldl to 90>><<endif>>\n\n<<if $GS is 3>><<set $girlcurl to 15>><<set $girlsquat to 120>><<set $girlbench to 80>><<set $girldl to 130>><<endif>>\n\n<<if $GS is 4>><<set $girlcurl to 20>><<set $girlsquat to 150>><<set $girlbench to 100>><<set $girldl to 170>><<endif>>\n\n<<if $GS is 5>><<set $girlcurl to 25>><<set $girlsquat to 180>><<set $girlbench to 125>><<set $girldl to 210>><<endif>>\n\n<<if $GS is 6>><<set $girlcurl to 30>><<set $girlsquat to 220>><<set $girlbench to 150>><<set $girldl to 260>><<endif>>\n\n<<if $GS is 7>><<set $girlcurl to 35>><<set $girlsquat to 260>><<set $girlbench to 175>><<set $girldl to 310>><<endif>>\n\n<<if $GS is 8>><<set $girlcurl to 40>><<set $girlsquat to 300>><<set $girlbench to 200>><<set $girldl to 360>><<endif>>\n\n<<if $GS is 9>><<set $girlcurl to 45>><<set $girlsquat to 340>><<set $girlbench to 225>><<set $girldl to 420>><<endif>>\n\n<<if $GS is 10>><<set $girlcurl to 50>><<set $girlsquat to 380>><<set $girlbench to 250>><<set $girldl to 480>><<endif>>\n\n<<if $GS is 11>><<set $girlcurl to 60>><<set $girlsquat to 420>><<set $girlbench to 275>><<set $girldl to 520>><<endif>>\n\n<<if $GS is 12>><<set $girlcurl to 70>><<set $girlsquat to 470>><<set $girlbench to 300>><<set $girldl to 580>><<endif>>\n\n<<if $GS is 13>><<set $girlcurl to 80>><<set $girlsquat to 520>><<set $girlbench to 350>><<set $girldl to 640>><<endif>>\n\n<<if $GS is 14>><<set $girlcurl to 90>><<set $girlsquat to 580>><<set $girlbench to 400>><<set $girldl to 700>><<endif>>\n\n<<if $GS is 15>><<set $girlcurl to 100>><<set $girlsquat to 640>><<set $girlbench to 450>><<set $girldl to 760>><<endif>>\n\n<<if $GS is 16>><<set $girlcurl to 110>><<set $girlsquat to 700>><<set $girlbench to 500>><<set $girldl to 840>><<endif>>\n\n<<if $GS is 17>><<set $girlcurl to 120>><<set $girlsquat to 770>><<set $girlbench to 550>><<set $girldl to 920>><<endif>>\n\n<<if $GS is 18>><<set $girlcurl to 130>><<set $girlsquat to 840>><<set $girlbench to 600>><<set $girldl to 1000>><<endif>>\n\n<<if $GS is 19>><<set $girlcurl to 140>><<set $girlsquat to 920>><<set $girlbench to 675>><<set $girldl to 1100>><<endif>>\n\n<<if $GS is 20>><<set $girlcurl to 150>><<set $girlsquat to 1000>><<set $girlbench to 750>><<set $girldl to 1200>><<endif>>\n\n<<if $GS is 21>><<set $girlcurl to 160>><<set $girlsquat to 1100>><<set $girlbench to 825>><<set $girldl to 1300>><<endif>>\n\n<<if $GS is 22>><<set $girlcurl to 170>><<set $girlsquat to 1200>><<set $girlbench to 900>><<set $girldl to 1420>><<endif>>\n\n<<if $GS is 23>><<set $girlcurl to 180>><<set $girlsquat to 1300>><<set $girlbench to 975>><<set $girldl to 1540>><<endif>>\n\n<<if $GS is 24>><<set $girlcurl to 200>><<set $girlsquat to 1400>><<set $girlbench to 1050>><<set $girldl to 1660>><<endif>>\n\n<<if $GS gt 24>><<set $girlcurl to ($GS * 20) - 280>><<set $girlsquat to ($GS * 100) - 1000>><<set $girlbench to ($GS * 75) - 750>><<set $girldl to ($GS * 120) - 1220>><<endif>>\n\n<<if $GE is 1>><<set $girlmiles to 0.5>><<endif>>\n<<if $GE is 2>><<set $girlmiles to 1>><<endif>>\n<<if $GE is 3>><<set $girlmiles to 2>><<endif>>\n<<if $GE is 4>><<set $girlmiles to 3>><<endif>>\n<<if $GE is 5>><<set $girlmiles to 4>><<endif>>\n<<if $GE is 6>><<set $girlmiles to 6>><<endif>>\n<<if $GE is 7>><<set $girlmiles to 8>><<endif>>\n<<if $GE is 8>><<set $girlmiles to 10>><<endif>>\n<<if $GE is 9>><<set $girlmiles to 12>><<endif>>\n<<if $GE is 10>><<set $girlmiles to 15>><<endif>>\n<<if $GE is 11>><<set $girlmiles to 18>><<endif>>\n<<if $GE is 12>><<set $girlmiles to 21>><<endif>>\n<<if $GE is 13>><<set $girlmiles to 25>><<endif>>\n<<if $GE is 14>><<set $girlmiles to 29>><<endif>>\n<<if $GE is 15>><<set $girlmiles to 33>><<endif>>\n<<if $GE is 16>><<set $girlmiles to 38>><<endif>>\n<<if $GE is 17>><<set $girlmiles to 43>><<endif>>\n<<if $GE is 18>><<set $girlmiles to 48>><<endif>>\n<<if $GE is 19>><<set $girlmiles to 54>><<endif>>\n<<if $GE is 20>><<set $girlmiles to 60>><<endif>>\n<<if $GE is 21>><<set $girlmiles to 66>><<endif>>\n<<if $GE is 22>><<set $girlmiles to 73>><<endif>>\n<<if $GE is 23>><<set $girlmiles to 80>><<endif>>\n<<if $GE is 24>><<set $girlmiles to 88>><<endif>>\n<<if $GE is 25>><<set $girlmiles to 97>><<endif>>\n<<if $GE gt 25>><<set $girlmiles to ($GE * 10) - 142>><<endif>>\n<<if $GS is 0>><<set $girlbi to 9>> <<endif>>\n<<if $GS is 1>><<set $girlbi to 9.5>> <<endif>>\n<<if $GS is 2>><<set $girlbi to 10>> <<endif>>\n<<if $GS is 3>><<set $girlbi to 10.5>> <<endif>>\n<<if $GS is 4>><<set $girlbi to 11>> <<endif>>\n<<if $GS is 5>><<set $girlbi to 11.5>> <<endif>>\n<<if $GS is 6>><<set $girlbi to 12>> <<endif>>\n<<if $GS is 7>><<set $girlbi to 12.5>> <<endif>>\n<<if $GS is 8>><<set $girlbi to 13>> <<endif>>\n<<if $GS is 9>><<set $girlbi to 13.5>> <<endif>>\n<<if $GS is 10>><<set $girlbi to 14>> <<endif>>\n<<if $GS is 11>><<set $girlbi to 14.5>> <<endif>>\n<<if $GS is 12>><<set $girlbi to 15>> <<endif>>\n<<if $GS is 13>><<set $girlbi to 15.5>> <<endif>>\n<<if $GS is 14>><<set $girlbi to 16>> <<endif>>\n<<if $GS is 15>><<set $girlbi to 16.5>><<endif>>\n<<if $GS is 16>><<set $girlbi to 17>> <<endif>>\n<<if $GS is 17>><<set $girlbi to 17.5>> <<endif>>\n<<if $GS is 18>><<set $girlbi to 18>> <<endif>>\n<<if $GS is 19>><<set $girlbi to 19>> <<endif>>\n<<if $GS is 20>><<set $girlbi to 20>> <<endif>>\n<<if $GS gt 20>><<set $girlbi to $GS>><<endif>>\n<<if $GS is 0>><<set $girlcalves to 9>> <<endif>>\n<<if $GS is 1>><<set $girlcalves to 9.5>> <<endif>>\n<<if $GS is 2>><<set $girlcalves to 10>> <<endif>>\n<<if $GS is 3>><<set $girlcalves to 10.5>> <<endif>>\n<<if $GS is 4>><<set $girlcalves to 11>> <<endif>>\n<<if $GS is 5>><<set $girlcalves to 11.5>> <<endif>>\n<<if $GS is 6>><<set $girlcalves to 12>> <<endif>>\n<<if $GS is 7>><<set $girlcalves to 12.5>> <<endif>>\n<<if $GS is 8>><<set $girlcalves to 13>> <<endif>>\n<<if $GS is 9>><<set $girlcalves to 13.5>> <<endif>>\n<<if $GS is 10>><<set $girlcalves to 14>> <<endif>>\n<<if $GS is 11>><<set $girlcalves to 14.5>> <<endif>>\n<<if $GS is 12>><<set $girlcalves to 15.5>> <<endif>>\n<<if $GS is 13>><<set $girlcalves to 16>> <<endif>>\n<<if $GS is 14>><<set $girlcalves to 16.5>> <<endif>>\n<<if $GS is 15>><<set $girlcalves to 17>><<endif>>\n<<if $GS is 16>><<set $girlcalves to 17.5>> <<endif>>\n<<if $GS is 17>><<set $girlcalves to 18>> <<endif>>\n<<if $GS is 18>><<set $girlcalves to 18.5>> <<endif>>\n<<if $GS is 19>><<set $girlcalves to 19>> <<endif>>\n<<if $GS is 20>><<set $girlcalves to 20>> <<endif>>\n<<if $GS gt 20>><<set $girlcalves to $GS>><<endif>>\n<</nobr>>

"This machine will attach to your arm, and a mere few moments later, will read out precisely how strong and healthy you are. Not too sure how useful it is, but might be fun."\n\nThis costs $400\n\n<<if $cash lt 400>>You don't have enough money to buy this!\n\nGo <<back>><<endif>>\n<<if $cash gte 400>>Will you buy it?\n\n[[Yes|Peter's Parts and Plans][$cash -=400; $bioreaderplanbought = "true"]]\n[[No|Peter's Parts and Plans]]<<endif>>

At home you catch up with your girlfriend. She gives you a report on what happened:\n\n<<if $gwork is "construction">><<set $Gconstructpoints +=4>><<if $Gconstructskill is 1 or $Gconstructskill is 2>>"I had the hardest time at the construction site. Job's really hard! Hopefully I'll get better at it..."<<endif>><<if $Gconstructskill is 3 or $Gconstructskill is 4>>"I think I'm getting a bit better at construction! Earning some more money too!"<<endif>><<if $Gconstructskill is 5 or $Gconstructskill is 6>>"I'm a regular working Joe now! Err, Jane!" she giggles. "A lot of the guys have come to view me as just as capable as them! Secretly I know I'm more capable then some..."<<endif>><<if $Gconstructskill is 7 or $Gconstructskill is 8>>"Getting better and better at my job babe! I'm one of the best workers they've ever seen! Making lots of money gains too." she says, grinning wildly.<<endif>><<if $Gconstructskill is 9 or $Gconstructskill is 10>>"I'm becoming something of a legend at the construction site! Anytime they need something done, they try to get me on the job. Almost everyone looks up to me for my productivity!<<endif>><<if $Gconstructskill is 11 or $Gconstructskill is 12>>"I'm by far the best employee at the site. If there's construction work to be done, I'm your gal! Plus, starting to really reel in the cash!"<<endif>><<if $Gconstructskill gt 12>>"I'm a damn beast at work babe! Everyone wishes they could match me in productivity. I keep getting better and better at construction; I'm a living legend among the boys!<<endif>><<set $gcashearned to ($Gconstructskill * 7) + 20>><<if $GE lte 10>><<set $gcashearned += ($GE * 5)>><<endif>><<if $GE gte 10>><<set $gcashearned += 50>><<endif>>\n<<if $GS lt 10>>"I think working at the construction site is building up my body!"<<set $GW += 4>><<endif>><<set $GEP +=2>><<endif>><<if $gwork is "office">><<set $Gofficepoints +=4>><<if $Gofficeskill is 1 or $Gofficeskill is 2>>"Today was rough babe. I'm kind of at a loss what to do and just follow people around. Hopefully I'll start getting the hang of things though."<<endif>><<if $Gofficeskill is 3 or $Gofficeskill is 4>>"Starting to kind of get the hang of things at the office. Hoping to continue getting better at productivity and completing my daily tasks."<<endif>><<if $Gofficeskill is 5 or $Gofficeskill is 6>>"I'm a like a regular office Jane now! I know how to do everything, and I'm pretty decent. Hoping to push myself and become even better at my job!"<<endif>><<if $Gofficeskill is 7 or $Gofficeskill is 8>>"I'm getting really great at working at the office babe! My productivity is in the upper echelons, and almost everyone gives me a ton of respect. Starting to earn some real money too!"<<endif>><<if $Gofficeskill is 9 or $Gofficeskill is 10>>"I'm one of the best employees at the office! Nobody questions me anymore, and whenever there's a tricky task, I'm one of the first ones they consult!"<<endif>><<if $Gofficeskill is 11 or $Gofficeskill is 12>>"I'm easily the best employee at the office! Everyone looks up to me, yet I keep improving... I wonder just how amazing at my job I can get?"<<endif>><<if $Gofficeskill is 13 or $Gofficeskill is 14>>"I'm a legend at the office! You should see me babe, I'm always on fire, kicking clerical ass!"<<endif>><<if $Gofficeskill gt 14>>"I'm by far the greatest office employee ever! I'm sure it sounds pretty silly, but I'm like a rockstar at work!"<<endif>>\n<<set $GA +=1>><<if $GofficeINT lt 2>>"I feel like working at the office is helping make my mind a bit sharper."<<set $GIP +=4; $GofficeINT +=1>><<endif>><<set $gcashearned to ($Gofficeskill * 10) + 20>><<if $GINT lte 10>><<set $gcashearned += ($GINT * 5)>><<endif>><<if $Gint gte 10>><<set $gcashearned += 50>><<endif>><<endif>>\n\n\nToday at work you earned: <<print $pcashearned>>. You used to have <<print $cash>>, but now you have: $<<set $cash += $pcashearned>><<print $cash>>\n\nYour girlfriend earned: <<print $gcashearned>>. Adding that to the total, you now have: <<set $cash += $gcashearned>>$<<print $cash>>\n\nAfter a long day of work, you decide to go to [[sleep]]\n

Your girlfriend reads the label and cocks an eyebrow. "Really? You want to take MY muscles? You're such a jerk! Why don't you drink it instead?" \n\n\n[[Accept and drink it yourself|playertransferpot]]\n[[Shake your head and put the potion away|inventory]]

<<if $BS gt $GS>><<set $BSD to ($BS - $GS)>><<endif>><<if $GS gt $GS>><<set $GSD to ($GS - $BS)>><<endif>>You sit down across from your girlfriend at the kitchen table and lock hands. The motion <<if $GS is 1 or $GS is 2>>causes almost no change in your girlfriend's arm<<endif>><<if $GS is 3 or $GS is 4>>causes her small arm to visibly bunch and tense up<<endif>><<if $GS is 5 or $GS is 6>>causes a small bicep to pop up<<endif>><<if $GS is 7 or $GS is 8>>causes a sizable bicep to stick out<<endif>><<if $GS is 9 or $GS is 10>>causes a large, proud bicep to spring to life<<endif>><<if $GS is 11 or $GS is 12>>causes a bicep comparable to a softball to emerge and pulsate with power<<endif>><<if $GS is 13 or $GS is 14>>causes a massive muscle that could easily belong to a male bodybuilder to emerge<<endif>><<if $GS is 15 or $GS is 16>>causes a muscle larger than almost anyone's you've ever seen to pulsate with power<<endif>><<if $GS gt 16>>has barely any effect on the most menacing slab of muscular power you've ever seen<<endif>>. Her grip <<if $GS is 1 or $GS is 2>>is weak and unimpressive.<<if $BS is 0>>but still crushes you slightly<<endif>><<endif>><<if $GS is 3 or $GS is 4>>is tighter than you initially gave her credit for<<endif>><<if $GS is 4 or $GS is 5>>is quite firm for a woman's<<endif>><<if $GS is 6 or $GS is 7>>is just as firm as any respectable adult man's you've met<<endif>><<if $GS is 8 or $GS is 9>>puts most men's to shame<<endif>><<if $GS gte 10 and $GS lte 15>>causes you to wince slightly from the sheer pressure<<endif>><<if $GS gt 15>>is fairly painful, and you can tell she is holding back considerably<<endif>>\n\n<<if $GS is $BS>>You can tell that this will be a close match<<endif>><<if $BSD is 1 or $BSD is 2>> You feel like you have the advantage, but it'll be a close match.<<endif>><<if $BSD is 3 or $BSD is 4>>You feel like you should probably win this match.<<endif>><<if $BSD is 5 or $BSD is 6>>You feel like you should probably win this match.<<endif>><<if $BSD gt 6>>You both can sense that you have a massive advantage in this match.<<endif>><<if $GSD is 1 or $GSD is 2>>You have a feeling that your <<print $hername>> has the advantage. It should still be a close match though.<<endif>><<if $GSD is 3 or $GSD is 4>>You feel like your girlfriend will probably win this match.<<if $TS is "on">> "I bet you're excited to lose this, <<print $pname>>." she says with a snicker<<endif>><<endif>><<if $GSD is 5 or $GSD is 6>>You feel like your girlfriend will probably win this match.<<if $TS is "on">> "I bet you're excited to lose this." she says with a snicker<<endif>><<endif>><<if $GSD gt 6>>You can both sense that your girlfriend has a massive advantage in this match<<if $TS is "on">> "I can't wait to revel in how much stronger than you I am!"<<endif>><<endif>>\n\nAfter a short countdown, you start to [[push|awt2]]\n\n

\n/%Your girlfriend is currently wearing <<print "gclothes">>%/\nYour girlfriend is currently equipped with: <<print $gequip>> <<if $gequip is "nothing">> other than her regular clothing<<endif>> \n\n/%If you'd like to change her clothing, click on the available outfits:\n\n[[Sports Bra and Gym Shorts|Change Equipment][$gclothes = "sports bra"]]\n[[A Tank Top|Change Equipment][$gclothes = "tank top"]]%/\n\nThe following equipment is available for your girlfriend:\n\n<<if $redamuletowned is "true">> \n[[A Mysterious Red Amulet|Change Equipment][$gequip = "redamulet"]]<<endif>><<if $blueamuletowned is "true">>\n[[A Mysterious Blue Amulet|Change Equipment][$gequip = "blueamulet"]]<<endif>><<if $greenamuletowned is "true">>\n[[A Mysterious Green Amulet|Change Equipment][$gequip = "greenamulet"]]<<endif>><<if $rainbowamuletowned is "true">>\n[[A Mysterious Rainbow Amulet|Change Equipment][$gequip = "rainbowamulet"]]<<endif>><<if $nightmarecollarbought is "true">>\n[[A Terrifying Gothic Looking Collar|Change Equipment][$gequip = "nightmarecollar"]]<<endif>>\n\nYou are currently equipped with: <<print $bequip>>\n<<if $bequip is "nothing">>nothing other than your regular clothing<<endif>>\n\nThe following equipment is available for you:\n\n((Equipment for the player coming next update!))\n\n/%<<if $boywristweightsowned is "true">>[[A Pair of Wrist Weights|Change Equipment][$bequip = "wristweights"]]<<endif>>\n<<if $boyankleweightsowned is "false">>[[A Pair of Ankle Weights|Change Equipment][$bequip ="ankleweights"]]<<endif>>\n\n<<if $girlwristweightsowned is "true">>[[A Pair of Wrist Weights|Change Equipment][$gequip = "wristweights"]]<<endif>>\n<<if $girlankleweightsowned is "false">>[[A Pair of Ankle Weights|Change Equipment][$gequip = "ankleweights"]]<<endif>>%/\nReturn to the [[Living Room]]

A sturdy flask made from thick glass. It has a green liquid that looks strangely inviting. You read the contents of its label: "Endless Energy! Drink this to improve your cardiovascular fitness and have more stamina for every task in your daily life!" There is an image of a large heart on the label.\n\nWho will drink this?\n\n[[Give it to my girlfriend|gfendpot]]\n[[Drink it myself|playerendpot]]\n[[Put it away|inventory]]

Doomed to linger here until one day Magnus decides to get on his butt and implement these things; alternatively, destined to never be added due to being difficult / time consuming for him to pull off.\n\ncut stuff:\n\n[[Watch Television]]\n\ntransfer potions for other stats: [[htrsfpot]][[endtsrfpot]][[flxtsrfpot]][[intrnsfrpot]][[reatrsfpot]]\n\n[[ab punching]]\n\n[[deadliftworkout ]]\n\n[[creationpot]]\n[[bothabs]]\n\n[[Player Backgrounds]]\n\n[[Go Outside]]\n\n[[Worship Her]]

This invention is essentially a helmet that looks like something out of an old science fiction movie. It has lots of strange lights and attachments with various functions.\n\nUsing the machine will consume one mega battery.\n\nYou have <<print $batteries>> batteries.\n\n<<if $batteries lt 1>>You currently don't have enough batteries to use the machine! Time to go shopping.<<endif>><<if $batteries gt 0>>Who will use the machine?\n\n[[Me|BrainBlast2][$blaster = "player"; $batteries -=1]]\n[[My Girlfriend|BrainBlast2][$blaster = "girlfriend"; $batteries -=1]]<<endif>>\n\nNevermind, return to the [[Living Room]]

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The store is a large, industrial looking building, which is curiously comprised of steel painted black. As you enter, there is metal music sung in a foreign music blaring from the speakers. A wide assortment of various objects are scattered across the room, ranging from free weights, to books, to clothing.\n\nAt the counter is a large Germanic man with thick facial hair. "Welcome to Ulric's." he greets. "Here, in exchange for some measly mortal money, you can achieve your true potential!"\n\nThe following items are for sale:\n\nToday's Potion: \n<<if $dailypotionbought is "true">> You already bought today's potion!<<endif>> <<if $dailypotionbought is "false">>\n<<if $shoppotionseed is 1>>A Mighty Muscles Potion! - $100 [[Buy Potion]]<<endif>><<if $shoppotionseed is 2>>A Meekly Muscles Potion - $100 [[Buy Potion]]<<endif>><<if $shoppotionseed is 3>>A Feisty Flexibility Potion! - $50 [[Buy Potion]]<<endif>><<if $shoppotionseed is 4>>An Everlasting Endurance Potion!- $50 [[Buy Potion]]<<endif>><<if $shoppotionseed is 5>>A Haughty Heights Potion! - $50 [[Buy Potion]]<<endif>><<if $shoppotionseed is 6>>A Sullen Shrinking Potion! - $50 [[Buy Potion]]<<endif>><<if $shoppotionseed is 7>>A Terrifying Transfer Potion - $250 [[Buy Potion]]<<endif>><<if $shoppotionseed is 8>>A Mega Potion!! - $300 [[Buy Potion]]<<endif>><<if $shoppotionseed is 9>>An Ultra Potion!!! - $500 [[Buy Potion]]<<endif>><<if $shoppotionseed is 10>>An Awful Atrophy Potion! - $25 [[Buy Potion]]<<endif>><<if $shoppotionseed is 11>>An Intense Intellect Potion! - $100 [[Buy Potion]]<<endif>><<if $shoppotionseed is 12>>A Radical Reaction Potion! - $50 [[Buy Potion]]<<endif>><<endif>> \n\nApartment Upgrades:\n<<if $weightsowned is "false">>[[An assortment of weights going up to the Olympic standard for working out|A fully decked out home gym]] - $750<<endif>>\n<<if $fictionbooksowned is "false">>[[A collection of fictional books|Some very thick and cryptic looking fiction books]] - $150<<endif>>\n<<if $nfbooksowned is "false">>[[A collection of non-fiction books|A collection of high-end college textbooks]] - $250<<endif>>\n<<if $chesssetowned is "false">>[[A moderately nice chess set]] - $50<<endif>>\n<<if $videogameconsoleowned is "false">>[[A modern video game console with a couple of games bundled in]] - $450<<endif>>\n\nEquipment:\n\n\nFinished shopping - return to the [[Living Room]]

What job did you girlfriend work today?\n\n[[She worked construction|gfwork2][$gwork = "construction"]]\n[[She worked at the office|gfwork2][$gwork = "office"]]\n\nActually, she didn't go to work today. Return to the [[Living Room]]

<<if $GS is 1 or $GS is 2>><<set $gbod to "weak">><<endif>><<if $GS is 3 or $GS is 4>><<set $gbod to "toned">><<endif>><<if $GS is 5 or $GS is 6>><<set $gbod to "muscled">><<endif>><<if $GS is 7 or $GS is 8>><<set $gbod to "fitness">><<endif>><<if $GS is 9 or $GS is 10>><<set $gbod to "phys">><<endif>><<if $GS is 11 or $GS is 12>><<set $gbod to "lwbb">><<endif>><<if $GS is 13 or $GS is 14>><<set $gbod to "medbb">><<endif>><<if $GS is 15 or $GS is 16>><<set $gbod to "bigbb">><<endif>><<if $GS is 17 or $GS is 18>><<set $gbod to "huge">><<endif>><<if $GS is 19 or $GS is 20>><<set $gbod to "super">><<endif>>

<<if $GS is 1>>Your girlfriend is surprised that you want her to lift weights with you. Fortunately, she isn't offended by the notion, and together you head into your home gym. \n\nLike a curious child, she follows along all of your exercises - although she's lifting far less weight than you. Even the 5 pound dumbbell is a struggle for her to curl consistently. <<if $BS is 1>>\n\nYour girlfriend realizes that you're actually using the same dumbbells. "really?" she asks cocking an eyebrow.<<endif>><<if $TS is "on">>\n\nI wonder..." she says out loud. "Can you even lift THIS?" she asks before handing you the punitive dumbbell. You have difficulty moving it at all. Your girlfriend laughs lightly at you. "Now I'm motivated to get even stronger!" she says with a grin before taking the dumbbell back.<<endif>>\nAfter a long and grueling workout, and other evening activities you decide to go to [[sleep][$GW +=2; $BW +=2]]\n<<endif>> <<if $GS is 2 or $GS is 3>> Your girlfriend is joyous that you asked her to lift weights with you. She giddily starts the workout you showed her last time. \n\nTo your surprise, she seems to be having little trouble with the weights that challenged her last time. You suggest she increases the resistence and she eagerly does so. <<if $TS is "on">>\n"Of course you'd suggest that." she says. "After all, you just want to watch me grow and grow!" she says with a wink.<<endif>> <<if $BS is 1>> \n"Wow... I'm already stronger than you." Your girlfriend notes, somewhat confused.<<endif>> <<if $BS is $GS>>\n"Hey, we're lifting the same amount of weight now!" your girlfriend exclaims giddily. <<endif>><<if $BS is 3>> "I'm almost as strong as you now!" she announced with joy.<<endif>>\nAfter a long and grueling workout, and other evening activities you decide to go to [[sleep][$GW +=2; $BW +=2]]\n<<endif>><<if $GS is 3>>\n"About time you asked!" Your girlfriend says with a smile before grabbing your hand with surprising force and leading you to the weight room.\n\nBefore you can catch your bearings, she's already hard at work. "Strange, these seemed so heavy last time..." she says, tossing aside a pair of 10 pound dumbbells.\n\nYou gulp and turn your attention to your own workout instead.\n\nAfter a long and grueling workout, and other evening activities you decide to go to [[sleep][$GW +=2; $BW +=2]]\n<<endif>><<if $GS is 4>>\nEven though you were thinking about it, your girlfriend is actually the one who asked YOU if you wanted to lift weights! \n\nThings start off typically enough until you glance over and notice that she's curling a good amount of weight! Surprisingly large balls of power bunch up as she pushes her arms to their limits.\n\nYou try to take your mind off of the situation at hand by focusing on your lower-body workout. After powering out a set of squats, you notice her strolling over. "Mind if I... 'work in' as they say?" she winks before slipping underneath the squat rack.\n\n"Err don't you want to change the wei-" you start to utter before you cut yourself short - <<if $GS is $BS>>your girlfriend is squatting the same amount of weight that you can!<<endif>><<if $BS is 3>>"Wow, you're right. This is kind of light. Slap more on!" she yells out<<endif>><<if $TS is "on">> "Just kidding." she says with a grin. She backs out and starts piling weights onto the empty bar you were using.<<endif>><<if $BS is 1 or $BS is 2>> "This is REALLY light!" she yells out with a laugh. "Going to need, like, double the resistence!"<<endif>><<if $BS is 5 or $BS is 6>>"Oof! You're right. This is really heavy!" she admits, still forcing herself to finish the repetition. To your surprise, she still manages to complete it<<endif>><<if $BS is 7>> "Ah! This is too much!" she yells out before you move in and take over. She looks visibly distraught. "Alright, guess I'll put in more work before acting so cocky." <<endif>>\nAfter a long and grueling workout, and other evening activities you decide to go to [[sleep][$GW +=2; $BW +=2]]\n<<endif>><<if $GS is 5>>\n"Hell yeah!" She yells out at your suggestion. "Time to get even STRONGER!" she exclaims before flexing her arms, causing two miniature softballs of musculature to pop up.\n\nYou have a sinking feeling that her statement applies primarily to herself given recent events. As you start performing bicep curls, she confidently strolls next to you and grabs the same weight dumbbells you have <<if $BS is $GS>>and cranks out sets of her own. Eventually, you end your set at seven reptitions, but she keeps going! A knot forms in your stomach as you realize that your girlfriend is stronger than you!<<endif>><<if $BS is 4>>"Wow, these are kind of light." she says before tossing them aside and grabbing even larger dumbbells!<<endif>><<if $BS lt 4>>"Just messing with you babe. It'd take way more than that to challenge me." she says before picking up some appropriately sized weights<<endif>><<if $BS is 6 or $BS is 7>> your girlfriend struggles to curl the weights, but pushes herself to persevere. She manages to finish a couple reps before putting them down. <<endif>> After a long and grueling workout, and other evening activities you decide to go to [[sleep][$GW +=2; $BW +=2]]\n<<endif>><<if $GS is 6>> Your girlfriend was already hard at work improving her body! As you walk into the weight room, you notice her thick, powerful frame moving more weight than you ever thought was possible for a woman!\n\nYou focus on your own workout and try to not concern yourself with her ever growing power.\n\nAfter a long and grueling workout, and other evening activities you decide to go to [[sleep][$GW +=2; $BW +=2]]\n\n<<endif>><<if $GS is 7>>"Aren't you kind of worried?" Your girlfriend asks you.\n"About what?" you respond.\n"That if I get any stronger I'll be truly unstoppable!" she exclaims with a huge grin.\n\nUnsure of how to respond, the two of you make your way to the home gym. Once there, she starts benching <<if $GS gt $BS>>more weight than you could ever imagine her benching<<endif>><<if $GS is $BS>>as much weight as you do!<<endif>>\n\nAfter pushing herself to the limit, she sits up. Every muscle on her body is engorged, but her chest in particular is especially menacing. <<if $GS is $BS>>"I hope you're enjoying this moment babe, cause I guarentee you very soon I'm going to be even bigger and stronger than you are!"<<endif>><<if $GS gt $BS>>"I bet you just can't wait to see me get even bigger. Just a matter of time until I'm the strongest person alive!"<<endif>>\n\nAfter a long and grueling workout, and other evening activities you decide to go to [[sleep][$GW +=2; $BW +=2]]<<endif>><<if $GS is 8 or $GS is 9>>"You, work out with me? Well I guess it'll be fun to have a cheerleader." she says with a smirk.\n\nYou follow your hulking girlfriend into the weight room where she pushes her body to its limit. She makes weights you could never dream of lifting look like nothing, and it's difficult to focus on your workout at all.\nAfter a long and grueling workout, and other evening activities you decide to go to [[sleep][$GW +=2; $BW +=2]]\n<<endif>>\n<<if $GS is 10>>"I would love to workout babe, but I'm afraid our gym equipment doesn't challenge me anymore!"\n<<back>>\n<<endif>>\n\n\n\n

<<print $hername>> is <<if $GS lt $BS>>weaker than you.<<endif>><<if $GS is $BS>>just as strong as you.<<endif>><<if $GS gt $BS>>stronger than you!<<endif>>\n\n<<print $hername>> is <<if $GINT lt $BINT>>less intelligent than you.<<endif>><<if $GINT is $BINT>>just as intelligent as you.<<endif>><<if $GINT gt $BINT>>smarter than you are!<<endif>>\n\n<<print $hername>> is <<if $GH lt $BH>>shorter than you.<<endif>><<if $GH is $BH>>the same height as you.<<endif>><<if $GH gt $BH>>taller than you!<<endif>>\n\n<<print $hername>> is <<if $GE lt $BE>>less endurance than you.<<endif>><<if $GE is $BE>>the same amount of endurance as you<<endif>><<if $GE gt $BE>>more endurance than you!<<endif>>\n\n<<print $hername>> is <<if $GF lt $BF>>less flexible than you.<<endif>><<if $GF is $BF>>just as flexible as you.<<endif>> <<if $GF gt $BF>>more flexible than you!<<endif>>\n\n<<print $hername>> has <<if $GRT lt $BRT>>slower reaction times than you.<<endif>><<if $GRT is $BRT>>the same reaction speed as you.<<endif>><<if $GRT gt $BRT>>faster reaction speed than you!<<endif>>\n\n\n<<if $TS is "on">>What did you expect, you silly shchmo!?<<endif>>\n\n<<back>>

<<if $crystalbuy is "red">>"Ah, a red focusing crystal, eh? It's said that the color red is associated with strength. This thing can be used with a couple different machines, but is probably useless without them.\n\nThere's a pretty limited supply, so every time you buy one, the price will go up - keep that in mind.\n\nThe current price is <<print $RFCprice>>\n\n<<if $cash lt $RFCprice>>You currently don't have enough to buy the crystal. Go <<back>><<endif>>\n\n<<if $cash gte $RFCprice>>Will you buy it?\n\n[[Yes|Peter's Parts and Plans][$cash -= $RFCprice; $RFCbought +=1; $redfocuscrystals +=1]]\n[[No|Peter's Parts and Plans]]<<endif>><<endif>><<nobr>>\n\n\n<</nobr>><<if $crystalbuy is "blue">>"Ah, a blue focusing crystal, eh? It's said that the color red is associated with intelligence. This thing can be used with a couple different machines, but is probably useless without them.\n\nThere's a pretty limited supply, so every time you buy one, the price will go up - keep that in mind.\n\nThe current price is <<print $BFCprice>>\n\n<<if $cash lt $BFCprice>>You currently don't have enough to buy the crystal. Go <<back>><<endif>>\n\n<<if $cash gte $BFCprice>>Will you buy it?\n\n[[Yes|Peter's Parts and Plans][$cash -= $BFCprice; $BFCbought +=1; $bluefocuscrystals +=1]]\n[[No|Peter's Parts and Plans]]<<endif>><<endif>><<nobr>>\n\n\n<</nobr>><<if $crystalbuy is "green">>"Ah, a green focusing crystal, eh? It's said that the color red is associated with endurance. This thing can be used with a couple different machines, but is probably useless without them.\n\nThere's a pretty limited supply, so every time you buy one, the price will go up - keep that in mind.\n\nThe current price is <<print $GFCprice>>\n\n<<if $cash lt $GFCprice>>You currently don't have enough to buy the crystal. Go <<back>><<endif>>\n\n<<if $cash gte $GFCprice>>Will you buy it?\n\n[[Yes|Peter's Parts and Plans][$cash -= $GFCprice; $GFCbought +=1; $greenfocuscrystals +=1]]\n[[No|Peter's Parts and Plans]]<<endif>><<endif>><<nobr>>\n\n\n<</nobr>><<if $crystalbuy is "rainbow">>"Ah, a rainbow focusing crystal, eh? These are very rare and powerful. It is said that the collection of all these colors represents, well, everything at once. This thing can be used with a couple different machines, but is probably useless without them.\n\nThere's a pretty limited supply, so every time you buy one, the price will go up - keep that in mind.\n\nThe current price is <<print $RainFCprice>>\n\n<<if $cash lt $RainFCprice>>You currently don't have enough to buy the crystal. Go <<back>><<endif>>\n\n<<if $cash gte $RainFCprice>>Will you buy it?\n\n[[Yes|Peter's Parts and Plans][$cash -= $RainFCprice; $RainFCbought +=1; $rainbowfocuscrystals +=1]]\n[[No|Peter's Parts and Plans]]<<endif>><<endif>>

You decide that you'll have a debate with <<print $hername>>. Kind of a strange way to spend your time, but it could be interesting!\n\n<<if $GDwin gt 0>><<if $GDwin gt $BDwin>>"Ready for me to school you in another debate?" <<print $hername>> asks with a knowing smirk<<endif>><<endif>><<if $BDwin gt 0>><<if $BDwin gt $GDwin>><<if $GDwin is 0>>"Again?" <<print $hername>> asks, looking somewhat despondent. "Well... alright."<<endif>>"Well... you're pretty good at this, but maybe I'll finally start kicking your ass!" <<print $hername>> exclaims with a grin<<endif>><<endif>>\n\nYou and <<print $hername>> talk a bit before eventually settling on a topic. \n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Suddenly, the collar on your girlfriend's neck begins to glow brightly. <<if $BINT gt 0>> The next thing you know, your mind starts to slow down, while your girlfriend's speeds up!<<set $GINT +=1; $BINT -1>><<endif>><<if $BINT lt 1>>If you had any intelligence to lose, it would be going straight into your girlfriend!\n<<endif>><<endif>>\n\n<</nobr>><<set $CID to ($BINT - $GINT)>>\nYou start to argue your points against one another. <<if $CID gt 4>>Right from the get go, you get the feeling that you have a far greater grasp of the discussion than <<print $hername>> does. You continue to state fact after fact, while she squirms around, unsure of how to respond. Before long it's agreed that you win.<<set $BDwin +=1>><<endif>><<if $CID is 3 or $CID is 4>>From an early point it's apparent that you're clearly in control of the debate. Every argument <<print $hername>> brings up is deftly countered by a point of your own, and she has difficulty finding any flaws in the things you say. Before long, it's agreed that you win.<<set $BDwin +=1>><<endif>><<if $CID is 1 or $CID is 2>>The debate is close. With every point you bring up, <<print $hername>> has something to counter with; the opposite is true for everything she raises as well. Despite this, you clearly have a slight edge over her, and after a while of grinding her down, it's agreed that you're the winner.<<set $BDwin +=1>><<endif>><<if $CID is 0>>The debate is extremely close. Whenever anyone brings up a point, the other has a counter ready. Nothing goes fully uncontested, and holes are found in every argument. After a long while, you mutually agree that the debate was a tie.<<endif>><<if $CID is -1 or $CID is -2>>The debate is close. With every point you bring up, <<print $hername>> has something to counter with; the opposite is true for everything she raises as well. Despite this, she clearly has a slight edge over you. After a while of being ground down, you concede that she has won the debate.<<set $GDwin +=1>><<endif>><<if $CID is -3 or $CID is -4>>From an early point, it's apparent that <<print $hername>> is clearly in control of the debate. Every argument you bring up is deftly countered by a point of her own, and you have difficulty finding any flaws in the things she says. Before long, you give up, conceding that she wins.<<set $GDwin +=1>><<endif>><<if $CID lt -4>>Right from the get go, you feel entirely overwhelmed. <<print $hername>> has such a greater grasp on the topic that it feels almost meaningless to try and argue with her. Everything you say is immediately shut down with hard logic, and you find yourself agreeing with the statements she makes. Before long, you give up, conceding that she wins.<<set $GDwin +=1>><<endif>>\n\n<<if $GdebateINT lt 4>>After the debate, <<print $hername>> looks at you and says "You know babe, I think my mind is getting sharper from this!"<<set $GIP +=4; $GdebateINT +=1>><<endif>><<if $GdebateINT gte 4>>After the debate, your girlfriend looks at you and says "That was fun, but I'm afraid that it doesn't really challenge my mind anymore."<<endif>>\n\n<<if $BdebateINT lt 4>>You feel as if having that debate has sharpened your mind and broadened your mental horizons. <<set $BIP +=2; $BdebateINT +=1>><<endif>><<if $BdebateINT gte 4>>Despite the debate being entertaining in its own right, you feel that your mind is no longer challenged by this activity.<<endif>>\n\nAfter a long day, you and your girlfriend decide to go to <<set $BA +=1; $GA +=1>>[[sleep]]

<<display "Girl Stats">><<display "Boy Stats">>You and <<print $hername>> decide to focus on squatting for today's workout.\n<<nobr>>\n\n<<if $gequip is "nightmarecollar">>Suddenly, the collar on your girlfriend's neck begins to glow brightly. <<if $BS gt 0>> The next thing you know, all of your muscles on your body begin to shrink, while your girlfriend's grow!<<set $GS +=1; $BS -=1>><<set $CSD to ($BS - $GS)>><<endif>><<if $BS lt 1>>If you had any muscle to lose, it would be going straight into your girlfriend!\n<<endif>><<endif>>\n\n<</nobr>>\nShe starts off by loading onto the squat rack a total of <<if $GS is 1>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 2>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 3>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 4>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 5>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 6>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 7>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 8>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 9>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 10>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 11>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 12>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 13>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 14>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 15>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 16>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 17>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 18>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 19>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 20>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 21>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 22>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 23>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 24>><<print $girlsquat>> pounds including the bar.<<endif>><<if $GS is 25>><<print $girlsquat>> pounds including the bar.<<endif>>\n\n<<print $hername>> slips underneath the bar<<if $GS is 1 or $GS is 2>> and her slight frame looks like it'll buckle over from the light weight. She performs a few repetitions with questionable form and great difficulty, but powers through multiple sets. Her thin legs appear slightly enlarged from the pump.<<endif>><<if $GS is 3 or $GS is 4>> and with some self assurance places the weight on her toned upper body. With good form, she cranks out some solid repetitions, eventually completing multiple sets. The small muscles in her legs bulge out from the effort.<<endif>><<if $GS is 5 or $GS is 6>> and without issue she puts the weight onto her back and starts performing repetitions. Her visible quads bulge out, and you can start to see the outline of her hamstrings.<<endif>><<if $GS gte 7 and $GS lte 11>> and with a visible eagerness, places the weight on her shoulders and begisn cranking out repetitions. Her thick, powerful legs fill out ever so slightly as they become visibly pumped up from the exercise.<<endif>><<if $GS lte 16 and $GS gte 12>> and with perfect form, she mounts the weight and performs slow, meaningful repetitions. Her thick, trunk like legs explode further as they proudly move the weight, hoping for further hypertrophy.<<endif>><<if $GS is 16 or $GS is 17>> and with perfect form, she mounts the weight and performs slow, meaningful repetitions. Her thick, trunk like legs explode further as they proudly move the weight, hoping for further hypertrophy.<<endif>><<if $GS is 18 or $GS is 19>> and as she slips underneath the oversized bar of weight, you feel a shiver run down your spine as you realize that it's the weight that looks small next to your girlfriend's tremendous frame. With every motion, he unreal muscles bunch up and swell up to inhuman dimensions, eager to grow ever larger and more powerful.<<endif>>\n\nYou proceed to squat a total of <<if $BS is 0>>only the bar.<<endif>><<if $BS is 1>><<print $boysquat>> pounds.<<endif>><<if $BS is 2>><<print $boysquat>> pounds.<<endif>><<if $BS is 3>><<print $boysquat>> pounds.<<endif>><<if $BS is 4>><<print $boysquat>> pounds.<<endif>><<if $BS is 5>><<print $boysquat>> pounds.<<endif>><<if $BS is 6>><<print $boysquat>> pounds.<<endif>><<if $BS is 7>><<print $boysquat>> pounds.<<endif>><<if $BS is 8>><<print $boysquat>> pounds.<<endif>><<if $BS is 9>><<print $boysquat>> pounds.<<endif>><<if $BS is 10>><<print $boysquat>> pounds.<<endif>><<if $BS is 11>><<print $boysquat>> pounds.<<endif>><<if $BS is 12>><<print $boysquat>> pounds.<<endif>><<if $BS is 13>><<print $boysquat>> pounds.<<endif>><<if $BS is 14>><<print $boysquat>> pounds.<<endif>>\n<<set $GW +=4>><<set $BW +=2>><<set $GEP +=1>><<set $GFP +=2>><<set $BFP +=1>>\n\nAfter this, you and your girlfriend complete the remainder of your full body workout before going to [[sleep]]

Toggle Girlfriend Muscle Atrophy (girlfriend's muscles atrophy with inactivity)\nGirlfriend Strength Atrophy On <<radiobutton "$GMA" "on">>\nGirlfriend Strength Atrophy Off <<radiobutton "$GMA" "off">>\n(off by default)\n\nToggle Girlfriend Endurance Atrophy (girlfriend's endurance diminishes with inactivity)\nGirlfriend Endurance Atrophy On <<radiobutton "$GEA" "on">>\nGirlfriend Endurance Atrophy Off <<radiobutton "$GEA" "off">>\n(off by default)\n\nToggle Player Muscle Atrophy (player's muscles atrophy with inactivity)\nPlayer Atrophy On <<radiobutton "$PMA" "on">>\nPlayer Atrophy Off <<radiobutton "$PMA" "off">>\n(on by default)\n\n\nToggle Player Endurance Atrophy (player's endurance diminishes from inactivity)\nPlayer Endurance Atrophy On <<radiobutton "$PEA" "on">>\nPlayer Endurance Atrophy Off <<radiobutton "$PEA" "off">>\n(on by default)\n\nToggle Player Height Atrophy (player's height decreases when his muscles atrophy)\nPlayer Height Atrophy On <<radiobutton "$PHA" "on">>\nPlayer Height Atrophy Off <<radiobutton "$PHA" "off">>\n(off by default)\n\n\nToggle Girlfriend Height Atrophy (girlfriend's height decreases when she atrophies)\nGirlfriend Height Atrophy On <<radiobutton "$GHA" "on">>\nGirlfriend Height Atrophy Off <<radiobutton "$GHA" "off">>\n(off by default)\n\n\n\n[[Return to Advanced Setup|Advanced Setup]]\n\n\n

What kind of competition will you propose?\n\n[[Arm Wrestle With Her|aw1]]\n[[Squeeze Her Biceps|squeeze]]<<if $chesssetowned is "true">>\n[[Chess]]<<endif>>\n[[A Verbal Debate|Debate]]\n\n\n<<back>>

Home sweet home!\n\nYour apartment is spacious, but somewhat bare, mostly consisting of your living room, bedroom and kitchen.\n\n<<nobr>>\n<<if $itemreceivedapt is "false">>What's this? You see something on the nightstand:<<set $aptitemseed to either (1, 2, 3, 4, 5)>>\n<<if $aptitemseed is 1>>A Terrifying Transfer Potion! <<set $trpc +=1>><<endif>>\n<<if $aptitemseed is 2>>An Ultra Potion!!<<set $ultpc +=1>><<endif>>\n<<if $aptitemseed is 3>>A mysterious Red Pendant! <<set $redamuletowned to "true">><<endif>>\n<<if $aptitemseed is 4>>A mysterious Blue Pendant!<<set $blueamuletowned to "true">><<endif>>\n<<if $aptitemseed is 5>>A mysterious Green Pendant!<<set $greenamuletowned to "true">><<endif>><<set $itemreceivedapt to "true">><<endif>>\n<<endnobr>>\n\n\n[[Living Room]]

<<if $blaster is "player">>You put the helmet on your head and start up the process. It whirs to life and you immediately feel a bizarre sensation ringing throughout your mind. The feeling makes you tingle all over, and is slightly painful. You power through however.\n\nA couple minutes later, the cycle finishes, and the device turns off. Almost immediately you feel as if your mind is sharper, clearer, and a bit more powerful.<<set $BINT +=1>><<endif>><<if $blast is "girlfriend">>Your girlfriend puts the helmet onto her head and starts up the process. The helmet whirs to life and she lets out a soft moan from the sensation she's feeling. \n\nA few minutes later, the cycle finishes, and the device turns off. "Mmm... this may sound crazy babe, but I swear that my mind is already stronger than ever!" she declares with a grin.<<endif>>\n\nAfter finishing up, you decide to return to the [[Living Room]]

A rainbow colored liquid in a spiral-shaped glass. You look at the label, it reads: "Power up your brain! Guarenteed to help with analytical and critical thinking, as well as enhance your memory and capability to learn!"\n\nWho will drink this potion?\n\n[[Me|playerintpot]]\n[[My Girlfriend|girlintpot]]\n\nNobody, return to [[inventory]]\n\n

"Ooooh, a focusing laser! Now this bad boy will let you use those focusing crystals I have for sale. Can beam the energy right into an inanimate object, or if you're feeling bold, a living person."\n\nThis costs $600\n\n<<if $cash lt 600>>You don't have enough to buy this!\n\nGo <<back>><<endif>>\n\n<<if $cash gte 600>>Will you buy it?\n\n[[Yes|Peter's Parts and Plans][$cash -=600; $energyfocuserplanbought = "true"]]\n[[No|Peter's Parts and Plans]]\n\n<<endif>>