@𝐑𝐀𝐌𝐄𝐓𝐎𝐓𝐎 🔥⃟🐉⃝ ⚡⃞🐉⃝🔥GOOD BLES BOSKUU🔥⃟🐉⃝ ⚡⃞🐉⃝🔥ິ - x² ให้ y = x + 78 - x² = x + 7 ดังนั้น x = 1 และ x = -2 V = β112 (9-x2)² - (x + 7) 2dx V = β12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4 - 19x2 - 14x + 32) dx19 V = x [ -x-12 y = x + 79 - x² = x + 7 ดังนั้น x = 1 และ = - - 2 x = = = = = =V = β12 (x4-18x²+81) - (x²+14x+49) dx V = pi/12 (x4 - 19x2 - 14x+32) dx 19 V = x [-x-12x3-7 y = x+79 - x² = x+7 ดังนั้น x= -2 V = β112 (9-x2)² - (x+7) 2dx V = pi12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4) x(x4 - 19x2 - 14x + 32) dx19 V = x [ -x-12 y = x + 79 - x² = x + 7 ดังนั้น x = 1 และ x = -2 V = β112 (9-x2)² - (x + 7) 2dx V = β12 (x4-18x²+81) - (x²+14x+49) dx V = pi/12 (x4 - 19x2 - 14x+32) dx 19 V = x [-x-12x3-7 y = x+79 - x² = x+7 ดังนั้น x = 1 และ x = -2 V = β112 (9-x2)² - (x+7) 2dx V = pi12 (x4-18x² + 81 x dx + 14x + 49) dx v = 12= pi / 12 (x4 - 19x2 - 14x + 32) dx19 V = x [ -x-12 y = x + 79 - x² = x + 7 ดังนั้น x = 1 และ x = -2 V = β112 (9-x2)² - (x + 7) 2dx V=β12 (x4-18x²+81)- (x²+14x+49) dx V=pi/12 (x4 - 19x2 - 14x+32) dx 19 V=x[-x-12x3-7 y=x+79 - x²=x+7 ดังนั้น x=1 และ x=-2 V=β112 (9-x2)²- (x+7)2dx V=pi12 (x4-18x²+81)- (x²+14x+49) dx V= pi/12 (x4 - 19x2 - 14x+ y= 79 x² = x 7 x x ดังนั้น x x x = 1 x x x = 2 x2 x2 x x2 x x v = x x x2 x x x x x x14x + 32) dx19 V = x [-x-12 y = x + 79 - x² = x + 7 ดังนั้น x = 1 และ x = -2 V = β112 (9-x2)² - (x + 7) 2dx V=β12 (x4-18x²+ 81)- (x²+14x+49) dx V=pi/12 (x4 - 19x2 - 14x+32) dx 19 V=x[-x-12x3-7 y=x+79 - x²=x+7 ดังนั้น x=1 และ x=-2 V=β112 (9-x2)² - (x+7)2dx V=pi12 (x4-18x²+81)- (x²+14x+49) dx V=pi/12 (x4 - 19x2 - 14x+32)//🔝
2025-12-04 11:59:32
11
mba.r.scp :
@SUGE789🟡⃝່ໍ🟡ືື🤍🟡⃝່ໍ🤍ື🟡⃝່ໍ🟡 ືCOOL. 🟡⃝່ໍ🟡ືື🤍🟡⃝່ໍ🤍ື🟡⃝່ໍ🟡ື🤍⃝່ໍ🟡ື🟡⃝່ໍ🟡🤍⃝່ໍ🟡 =x + 79 - x² = x + 7 Entonces x = 1 y x = -2 V = π112 (9-x2) ² - (x + 7) 2dx V = π12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4 - 19x2 - 14x + 32) dx19 V = x [-x-12 y = x + 79 - x² = x + 7 Entonces x = 1 y x = -2 V = π112 (9-x2) ² - (x + 7) 2dx
V = π12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4 - 19x2 - 14x + 32) dx 19 V = x [-x-12x3-7 y = x + 79 - x² = x + 7 Entonces x = 1 y x = -2 V = π112 (9-x2) ² - (x + 7) 2dx V = π12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4 - 19x2 - 14x + 32 9 - x² y = x + 79 - x² = x + 7 Entonces x = 1 y x = -2 V = π112 (9-x2) ² - (x + 7) 2dx V = π12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (X4 - 19x2 - 14x + 32) dx19 V = x [-x-12 y = x + 79 - x² = x + 7 Entonces x = 1 y x = -2 V = π112 (9-x2) ² - (x + 7) 2dx
V = π12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4 - 19x2 - 14x + 32) dx 19 V = x [-x-12x3-7 y = x + 79 - x² = x + 7 Entonces x = 1 y x = -2 V = π112 (9-x2) ² - (x + 7) 2dx V = π12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4 - 19x2 - 14x + 32) como saben 9 - x² produce y = x + 79 - x² = x + 7 Entonces x = 1 y x = -2 V = π112 (9-x2) ² - (x + 7) 2dx V = π12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4 - 19x2 - 14x + 32) dx19 V = x [-x-12 y = x + 79 - x² = x + 7 Entonces x = 1 y x = -2 V = π112 (9-x2) ² - (x + 7) 2dx
V = π12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4 - 19x2 - 14x + 32) dx 19 V = x [-x-12x3-7 y = x + 79 - x² = x + 7 Entonces x = 1 y x = -2 V = π112 (9-x2) ² - (x + 7) 2dx V = π12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4 - 19x2 - 14x + y = x + 79 - x² = x + 7 Entonces x = 1 y x = -2 V = π112 (9-x2) ² - (x + 7) 2dx V = π12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4 - 19x2 - 14X + 32) dx19 V = x [-x-12 y = x + 79 - x² = x + 7 Entonces xrevengeance = 1 y x = -2 V = π112 (9-x2) ² - (x + 7) 2dx
V = π12 (x4-18x² + 81) - (x² + 14xj + 49) dx V = pi / 12 (x4 -
2025-12-04 07:17:37
71
ceyyi uwu :
@KLUBKAYA777☚_💙⃟🪐⃝💙⃞🪐⃝ MISI GALAKSI 💙⃟🪐⃝💙⃞🪐⃝
💙⃟🪐⃝💙⃞🪐⃝
💙⃟🪐⃝💙⃞🪐⃝
💙⃟🪐⃝💙⃞🪐⃝
💙⃟:.̷͔̱̰̪͈͎͍̲̪̩̮̀̒͛̅͋̋͆̀͘͝.̶̡̛̛̥̻̖͚̯̫̓̏͒̄̅̕͘.̸̢̡͖̤͔͇͇͍̖̒̔͂̑̑̎̈́́͘.̶̟̠̻͈̮̝̖̟̺̠̀͌̀̇̏̍͝.̵̡̨̡̲̜̤͎̯̟̎̇͌̇͛̓̐.̶̠͍̞̤͍͓͚̜͎̘̩͗̒̈̀̿̇͆̈́̀͝.̷̡̦͚̤͚͖͔̖̙̲̑͊͊̓͛͊̓͝.̶̡͎̩͈̝̳͖͚̲͑̀͑̈́̈́̍͐͂̔͘͝.̵̯̻̩̙̠̮͓̞̙͂͆̀̀͋̏̈́͗̚͠.̸̱̦̟͓͖͉̙̤͉̫̇́̇́͒̽̿͐͌͘̚.̴̛̠̮̪͔͛̃̅̎̅͆͗̿́͘.̶̡̹͓̻̲̼̞̩̤̻̇͛̓̽̆̈́́̓́̇̚.̷̛͔͔̞̞͎̲̝̲̗͕͊̋̓̈́͛̀͑̈́̀̾.̸̛̛̯̟͔͖͕̙̘̜̯̘͆͆͌̄̿͆͘.̷̝͉͈̳̯̠͕̯̈́̓͑̃̾̓̿̄͝.̸̡̨̮͕̘̙̯̫̦͛̎̐͛̀͊͂̀͑̔͝.̴̨̛͎̝̮̖͉̙̫͗̓̅͂̀͋̎̕̚.̴̡̙͙͓̱̥̯͎̀̈́̋̎̒̀̍̕̕͝.̶̯̭̘̦͍̝̓̀̔̿̍̍́̄͛͊͘.̵̟̤̞̪͔̳͗̿̎̓͆͐̕͝.̸̯̼̞̳̦̈́͊̀̓͛̋̇̾̕͝.̷̬̖͉̼̭̿̓̆͊̍̔͂̽̀͘.̵̛̱̝͈̰̦̠̘̘̠̈́̎̀͗͋̎͗͑.̸͇͔̰̰̜̼͑̔͋̐͊̅̐̋͗̄̓.̴̗̙̞͖̹̮̮͊͋̈́̀͗̏̀͌̋̔.̶̡̲̫̭̲̜̲̐̅̅͊̈́̿̽͝.̷̡̦͓̫̇͋͊̀͘͝.̶̝̘͕͈͌̓̇̅͑̏͑͝.̵̠̘̫͉̠̜͍̳͑̏̍͑̿͋͘.̶̘̩̙̙̮̭̲̬͂̿́̎͛̚͝͠͝.̸͖̳̟̟̤̻̼̝͛͆͗͆͂͑͝͠.̵͕̯͕̠̎̋̑̔͌̽̔̇̕.̷͉̲͙̳͈̈́̀̒͛́̏̅͠͝͝.̵̱͖̰̤̩̯̍͐͌̎̾̏͗̕͘͠.̸̲̮͇̮͒͆͒̾͂͂̑̚.̷͍̯̳͎͔̗͊̾̏̋̔͐͌͊͘͘.̵͎̩͎̘͓̹̙͌̐͆͂͒̓̈́̕͝͠.̶̨͍͙̞̖́͗͒̇̀̍̋͛͌̎̚.̵̥̳̞͎͓̑͑̀̋̓̔̓͗̓.̸̡͓̖̮̤̠͎̓̾̿̇͌́̈́̾̕̚͘.̵̛̘̰͍̥̙̟͒̈́̎̐͆͑̈́͋̈́.̸̨̝̞̭̳͍̬̈́̇̔̐̓́̚.̷̠̦͓̜̙̠͆̇̅͌͛̋͆̍͆͠.̵̲̲̞̞̜̟͉͈̑̿͂̿̄͆͘͠.̸̛͖̯̜̙̖̈́̎̋͑͐͗͒͝.̶̗͎̦̲̲̤̇͌̽̑̒̈́̓̚͝͠.̴̡̳̰̘̮̘̠̋͑͆͋̔̕͝.̸̱̮̞͇̜͑́̑̑̍͊͛͛̚͠.̸͖̼͔̠̗͊̐͐͋͛̋̅̔̀͘͝.̴̝̦̝̟̟̫̯̍̓̓̈́͒͊̍̕.̵̰͍̳͚̝̀̍̒͐͐͌̐̚͝.̶̮̯̠̯͚̄̍͆͑̓̓̓̕.̷̤̲̰͔̱̟̎̎̈́͊̑̿͠͝.̶̨͓̲̫̠͈͐̈́̈́͊̍͂̈́̽͝.̸̦̠͓̤̻̼̏́̇̋̕͝͝.̶͓͖̠͓̝̻̈́͋͒͂͒͑͋͘͘͠.̵̛͕͓̠̹̜̙͊͛͋͊͑̍̀͘͘͝.̷̡̜̙̝̗̋̅̅̏͆͐͒͒͋͒.̸͎͖̞͙͋͆̍̈́̑̎̿͑̑͘͠.̵̢̰̝̝̮̅͂̋̀͌̀̅͗͛͝.̸͇̫̮̼͑̈́͊̓͂͗̈́͗̋̈́͘.̷̠̮̟̖̗͔̳̔̈̇͐͐͒́͒̀͘̕.̵͕̥̝̠̖̝̓̄̓̐͒̓́͘̕.....
2025-12-03 06:13:53
17
selly :
@𝙎𝙐𝙂𝙀𝟕𝟖𝟗🌸✈️🚀🛩️🛬🛫HAPPY ALWAYS BROTHER✈️🚀🛩️🛬🛫🌸
2025-12-02 16:26:12
15
girhhphq6nk :
@Suge789_ ❤💙☄️Very Nicee ☄️💙 ❤
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2025-12-03 15:18:30
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rathoitq5m 22 :
@𝗠𝗔𝗖𝗔𝗡𝗛𝗢𝗞𝗜𝟳𝟴𝟵🥇ິ🎭ິ⃞💛ິ💙ິ🥇ິ🎭ິ⃞💛ິ💙ິ sukses terus 𝙗𝙤𝙨𝙨𝙠𝙪 💙ິ💛ິ⃞🎭ິ🥇ິ💙ິ💛ິ⃞🎭ິ🥇ິ²²
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.恋:.̷̼͉̞̗̖͎͇̹̍̅͗͂̓̏͒̕.̶̨̗͚͖̣̥̪͕̽̐̕.̴̭̠̳̘̱̼͖̗͐͌̌͘͠.̸̨̮͓̱̠͖̺̺̻͚̿́̋̋͑̈͊͊̀̊̚͝.̶̺̰̭̼̦͖̻̱̣̀̑̀̏.̸̢̛͙̟̼͇͙͈͑͛͆̓.̷̧̰͚̫͙͍̥̱͍͊̆̔͋̈̐̓͋̃͒̇̚.̶͉̹̗͚̄̆̈́͋͘͝.̷̯̹̻̫͓͉̩̑̈́͊̍͑͆̀͠.̶̡̢̞̖̘̕.̴̩̝͓̰̭̗͍͎̘̺̊͊́͆.̷̧̛͉͓͇̮̥̤̠̣̞̇͋͒̚͜.̷͙͔́̅̿̆̑̉̚͝.̵̛̭̮̼̜͕̀͂͌̀̀̑͒̽̓̚.̶̧͈͕̰̼̩͍̺̜̳̽͗̔̐̀͂̃͑̓͝.̷̺͙̹̼̖̀ͅ.̷̠̅͐͗͑̒̎͑̀͌̈͆́.̸̩͖̯̪̥͑̄͜ͅ.̶̧̨̩̫͎̖͓̬̙͇̓́̐ͅ.̵̹͖̟̘̓͒̿̋͌̔̒͑̈́̓.̵̡͍̦̯̙̖͂̌̈́̀̽͘͜͝.̵͕̠̰̑̀.̶͇̹̠̜̰̪͓͎̱̝͚̟̍̾͛̅͘.̵̧̙̰̖̻͍̤̝͇̎̑͂.̵̪͎͗̽̕.̶̫̭͈͙̀̀̅͘͝͠.̸̡̼̩͕̱̰͉̝͑̾̒͐̄͂̆̈͗͛͆̕.̴̢͚͙̦̿̊̀̕ͅ.̶̛̼͎̣͉̻̲͔͐̈́̐͛̓̈́̾́̕̚ͅ.̸̨̱̥̻͕̦̉̔̓̏͂̊̐̽̊̒̅.̶̨̡̤̠̞̦̙͈̖̰̹̒̄̂̅̉͊̑̀ͅ.̷̡̗̱̻͓͔̭͕͔̀͗͊͋̓̎͜͝ͅ.̶̛̛̝͓̟͛̀͑̅̍̎̔̒͝.̸̢̥̯͔̫̭͔͋̅͜͝.̷̡̡̧̡̪̫̠̯̘̫̤͑́̑́ͅ.̷͍͎̑͑͌͘.̴͓͝.̴̢̢̛͓̀͒̈́͑̒̊͝.̷̦͔͔̲̼̭͇̰͍̝̈́̾̓͊̎̆̋̕͝.̸̢̤̋̃̓̉͗̏̾̃̌̚͘̕.̵̨͓̼͚̮͆͂̍.̴̨̢̩͕̝͚̱̙̹̠̝̀̎̑̕ͅ.̸̡̫̺̜͙̃͌̈͆͝͝.̵̭͕͙̻͍͍̞̗̿͒́͆̎͒͑̈͜.̴̨͎̱͖̤̩͎͚̗̭̖̦͆̆̍̈́.̵̧̘̰̬̫̙̤͔̫̥̱̌͂̔̇̾͊̈́́̒͒̋͜.̷̳͕͓̲̭̺͓͓͆̽͗̌.̸̢͇͈͎͉͓͕̬̲̆͂̓̃̅̑̽̍́̕̚͜͠.̵̧̢̥̥͙͖̻͍̍.̴̜̖̳̌̒̈́̀͐͗́́̔͐̀̓.̴͚̯͕̏.̶̛̰̙̫̼͉̲͍͍̼͕̓́̉̐̈́̊̏̍̕.̵̢̖̘͖̹̪́̈͐̾̍̈́.̵̛͉̞̳͉̪͕̦͖̯̙̼̋͊̈́́̚͠.̵̘̙̍.̴̧͍̟̭̗̫͓̺̼̒.̸̟͎͕͑.̶̨̧̛̻̬̱̻̖͗̔.̸̢̬̰̰͇͔̞́̅̊̎̈́͂͂͗̾̏ͅ.̴̻̳̖̦͇̦̼̣̳̜̝̪͠.̵̨̰̳͍̈́͒͂̾̌͆̄̑̕͝.̵̡̛̯͇͚̰̬̰͊̉͐̾̽̀͜ͅ.̸̢̣̳̩̰̞̰̳̼̉̔͐̔̉̌̐͆͊͝͠.̶̨̣̠͉͈̙̯̤̤̖̖̀̊͑̓́͂̔̇͝͝ͅ.̵̣̱̱̰̈́͆̾̑̍̇͑̈́̊̓̚.̶̨̧̧̪̮͕̮̙̜̄͋̄́͋̈́͒͝.̴̟̉̽̍̅͠.̶̨̡͕̞͚͖͉̘̙̣̫̤͂̅̚.̵̰̼̎̂͌̏.̶̢̤̙̠̺̟͍̌͛̂͒̓͐̒̚.̷̡̹͇̘̺̺̥̱̜̝̉̽͗.̶͓̲̱͇͎̩̻͍͆͐̒͌̀̾̌͛̾̍͋͘.̷̂̄͆̈́̒̀͜.̴̞̖̞̳̾́̉̑̿͋̌́̉̓.̴͙͖̗̘̲̤͖̂̽̒̎.̷̫̩͚͖̬̬̲̹͑̐̕͝.̷̢̡̡̧̭͕̙̬̝̱̭̈́́̋͜.̸̛̬̳͙͔̌̾̈́̔̋͌͂̅͠.̶͇̖̐̈́́̀́͜.̷̗̹̉̋̍͋̀̆͆̓͘͠ͅ.̶̨̩͚̪̠̺͖̬͛̓̒͌͐͌̀̓̐̑́̏.̸̤͉̗̬͙͚͓̭̰̞̝̾̔͑̓̓̔̊̒̈́͘͝.̸͚͒.̷̧͓̲͈̙̱̉͆̿̾̎͐̔͐͜ͅ.̵̨͓̩̺̬̠͇̣̎̍̔̿̆̂̃͠.̸͖̦̻̓͌̆́̄̇̄̾̊̊̃͘.̴̢̡̦͇̹̗̦̲́̈͝.̸͇͓̫̖̜̞̀̋̀͆̓͌̆̈͜͜.̵̬͓͑͛̐̓̈̈́.̴̢̝̣͍̦͚͇̘͉̘͊̋̉̊̋́̍͠.̴̛̹͔̗̣̱̀̄̆̓̔͗͊͋̆.̶̧̮̥͔̹̫͎͒.̷̡̡̜̒̄̃̅͋̀̏̇͊͜.̵̜̜̐̄̏̇̓.̶͕̄̎͐̓̔͘.̶̹̹͐̍.̸̡̥͠.̸̡̧͕͖̫̹̎̓.̷͈̲͍͎̯̮͍̙͉̳̄̏̈́̇̄͊́͜͠͝͝͝.̷̡̝̳͔̯͍̼̦̪͔̠̣̔̀̔̑.̴͔̼͌̇͛̃̂.̶̛͔͈͖̼͉̔́́̽͘͝͠.̶̜̖͈̱͚̠̺̋ͅ.̸̢̡̧̜̘̯̰͎̘̂̈.̴̛̬̟͉̌͌̅̈́̂͌̈́̚͜.̶̠͒̑̃̅̿́͘̚.̵͔̖͕̙̮̈́.̵͈̳̆̽.̴͈̅̇̈́̈́͒́̏̓̊̕.̵̨̮̜̬͓̻̆͑̀́̾́͂̉̔͌̎͆.̴̻̬̜̥̞̺̥̃͊̉̀͠.̴͕͙̘͊̔͜.̷̡̰͚͕̟̔̀͆́̎̕͘ͅͅͅ.̶̢̳͈͇̼͔̘͇̝̯̮̦̉̔͝.̴̨̨̯͖͇͍̃̿͌͋͗̒̚.̶͎̃̃͌̎̔̏̀̄͛̈́͋.̸̧̛̛̳̠̣͕͕͔̦̮̒̈̆̈̈́́̆͆̚͝.̶̘͍̮̥̓.̶̺̐̌͊̂.̷̟̀.̴̧͎̪̥͎̜̜̠̟̓̏̓̑͂̏̏͐͜͠͝.̸̧͕̟̖̳̲̤̝̂̍͗͜͜.̸̧̞̳̹̩̜̟̇̒̏͘ͅ.̶͔̰̯̥͖̰͚̄̌̅.̴̝͍͈̩̘̌͑.̴̱̘̱̹̳͍̮͉͗̊̋̇̏͝͠͝͝.̶̧̢̥̥͈̜̓.̶̹͍̺̰̜̟̰͓̜̱̎͐́.̷̨̩͔̝͕̫̱̞̫̝͂̿.̸̖͖̟̹͍̰̟̲̟̫͑̂͊͐̽̈́̇͠.̶͇̙̎̏͘͝.̸̨̨̯̥̯̳̜̊͒̄͒̄̚͠.̶̲̟͗͠.̴͔̫̦͐̑̑͑̿̔̐̽͝.̶̠͔͚̮̺͙̞̫̙̄̑̀̎ͅͅ.̵̢̡̙̼͓͖̻͖̹̞̯͆́͜.̵̢̹̘͒̎̈̏̓̋̀͗ͅ.̸̡̗͕̭̬̲͙̙̭̩̊̋̋̊͗̋͆̑͊͘͠
@RAMETOTO꧂◕Bahagia Selalu Bossku.👑✨💫👑✨💫👑✨💫👑✨💫👑✨💫👑✨💫👑✨💫👑✨💫👑✨💫👑✨💫👑✨💫👑✨💫
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恋:.̷̼͉̞̗̖͎͇̹̍̅͗͂̓̏͒̕.̶̨̗͚͖̣̥̪͕̽̐̕.̴̭̠̳̘̱̼͖̗͐͌̌͘͠.̸̨̮͓̱̠͖̺̺̻͚̿́̋̋͑̈͊͊̀̊̚͝.̶̺̰̭̼̦͖̻̱̣̀̑̀̏.̸̢̛͙̟̼͇͙͈͑͛͆̓.̷̧̰͚̫͙͍̥̱͍͊̆̔͋̈̐̓͋̃͒̇̚.̶͉̹̗͚̄̆̈́͋͘͝.̷̯̹̻̫͓͉̩̑̈́͊̍͑͆̀͠.̶̡̢̞̖̘̕.̴̩̝͓̰̭̗͍͎̘̺̊͊́͆.̷̧̛͉͓͇̮̥̤̠̣̞̇͋͒̚͜.̷͙͔́̅̿̆̑̉̚͝.̵̛̭̮̼̜͕̀͂͌̀̀̑͒̽̓̚.̶̧͈͕̰̼̩͍̺̜̳̽͗̔̐̀͂̃͑̓͝.̷̺͙̹̼̖̀ͅ.̷̠̅͐͗͑̒̎͑̀͌̈͆́.̸̩͖̯̪̥͑̄͜ͅ.̶̧̨̩̫͎̖͓̬̙͇̓́̐ͅ.̵̹͖̟̘̓͒̿̋͌̔̒͑̈́̓.̵̡͍̦̯̙̖͂̌̈́̀̽͘͜͝.̵͕̠̰̑̀.̶͇̹̠̜̰̪͓͎̱̝͚̟̍̾͛̅͘.̵̧̙̰̖̻͍̤̝͇̎̑͂.̵̪͎͗̽̕.̶̫̭͈͙̀̀̅͘͝͠.̸̡̼̩͕̱̰͉̝͑̾̒͐̄͂̆̈͗͛͆̕.̴̢͚͙̦̿̊̀̕ͅ.̶̛̼͎̣͉̻̲͔͐̈́̐͛̓̈́̾́̕̚ͅ.̸̨̱̥̻͕̦̉̔̓̏͂̊̐̽̊̒̅.̶̨̡̤̠̞̦̙͈̖̰̹̒̄̂̅̉͊̑̀ͅ.̷̡̗̱̻͓͔̭͕͔̀͗͊͋̓̎͜͝ͅ.̶̛̛̝͓̟͛̀͑̅̍̎̔̒͝.̸̢̥̯͔̫̭͔͋̅͜͝.̷̡̡̧̡̪̫̠̯̘̫̤͑́̑́ͅ.̷͍͎̑͑͌͘.̴͓͝.̴̢̢̛͓̀͒̈́͑̒̊͝.̷̦͔͔̲̼̭͇̰͍̝̈́̾̓͊̎̆̋̕͝.̸̢̤̋̃̓̉͗̏̾̃̌̚͘̕.̵̨͓̼͚̮͆͂̍.̴̨̢̩͕̝͚̱̙̹̠̝̀̎̑̕ͅ.̸̡̫̺̜͙̃͌̈͆͝͝.̵̭͕͙̻͍͍̞̗̿͒́͆̎͒͑̈͜.̴̨͎̱͖̤̩͎͚̗̭̖̦͆̆̍̈́.̵̧̘̰̬̫̙̤͔̫̥̱̌͂̔̇̾͊̈́́̒͒̋͜.̷̳͕͓̲̭̺͓͓͆̽͗̌.̸̢͇͈͎͉͓͕̬̲̆͂̓̃̅̑̽̍́̕̚͜͠.̵̧̢̥̥͙͖̻͍̍.̴̜̖̳̌̒̈́̀͐͗́́̔͐̀̓.̴͚̯͕̏.̶̛̰̙̫̼͉̲͍͍̼͕̓́̉̐̈́̊̏̍̕.̵̢̖̘͖̹̪́̈͐̾̍̈́.̵̛͉̞̳͉̪͕̦͖̯̙̼̋͊̈́́̚͠.̵̘̙̍.̴̧͍̟̭̗̫͓̺̼̒.̸̟͎͕͑.̶̨̧̛̻̬̱̻̖͗̔.̸̢̬̰̰͇͔̞́̅̊̎̈́͂͂͗̾̏ͅ.̴̻̳̖̦͇̦̼̣̳̜̝̪͠.̵̨̰̳͍̈́͒͂̾̌͆̄̑̕͝.̵̡̛̯͇͚̰̬̰͊̉͐̾̽̀͜ͅ.̸̢̣̳̩̰̞̰̳̼̉̔͐̔̉̌̐͆͊͝͠.̶̨̣̠͉͈̙̯̤̤̖̖̀̊͑̓́͂̔̇͝͝ͅ.̵̣̱̱̰̈́͆̾̑̍̇͑̈́̊̓̚.̶̨̧̧̪̮͕̮̙̜̄͋̄́͋̈́͒͝.̴̟̉̽̍̅͠.̶̨̡͕̞͚͖͉̘̙̣̫̤͂̅̚.̵̰̼̎̂͌̏.̶̢̤̙̠̺̟͍̌͛̂͒̓͐̒̚.̷̡̹͇̘̺̺̥̱̜̝̉̽͗.̶͓̲̱͇͎̩̻͍͆͐̒͌̀̾̌͛̾̍͋͘.̷̂̄͆̈́̒̀͜.̴̞̖̞̳̾́̉̑̿͋̌́̉̓.̴͙͖̗̘̲̤͖̂̽̒̎.̷̫̩͚͖̬̬̲̹͑̐̕͝.̷̢̡̡̧̭͕̙̬̝̱̭̈́́̋͜.̸̛̬̳͙͔̌̾̈́̔̋͌͂̅͠.̶͇̖̐̈́́̀́͜.̷̗̹̉̋̍͋̀̆͆̓͘͠ͅ.̶̨̩͚̪̠̺͖̬͛̓̒͌͐͌̀̓̐̑́̏.̸̤͉̗̬͙͚͓̭̰̞̝̾̔͑̓̓̔̊̒̈́͘͝.̸͚͒.̷̧͓̲͈̙̱̉͆̿̾̎͐̔͐͜ͅ.̵̨͓̩̺̬̠͇̣̎̍̔̿̆̂̃͠.̸͖̦̻̓͌̆́̄̇̄̾̊̊̃͘.̴̢̡̦͇̹̗̦̲́̈͝.̸͇͓̫̖̜̞̀̋̀͆̓͌̆̈͜͜.̵̬͓͑͛̐̓̈̈́.̴̢̝̣͍̦͚͇̘͉̘͊̋̉̊̋́̍͠.̴̛̹͔̗̣̱̀̄̆̓̔͗͊͋̆.̶̧̮̥͔̹̫͎͒.̷̡̡̜̒̄̃̅͋̀̏̇͊͜.̵̜̜̐̄̏̇̓.̶͕̄̎͐̓̔͘.̶̹̹͐̍.̸̡̥͠.̸̡̧͕͖̫̹̎̓.̷͈̲͍͎̯̮͍̙͉̳̄̏̈́̇̄͊́͜͠͝͝͝.̷̡̝̳͔̯͍̼̦̪͔̠̣̔̀̔̑.̴͔̼͌̇͛̃̂.̶̛͔͈͖̼͉̔́́̽͘͝͠.̶̜̖͈̱͚̠̺̋ͅ.̸̢̡̧̜̘̯̰͎̘̂̈.̴̛̬̟͉̌͌̅̈́̂͌̈́̚͜.̶̠͒̑̃̅̿́͘̚.̵͔̖͕̙̮̈́.̵͈̳̆̽.̴͈̅̇̈́̈́͒́̏̓̊̕.̵̨̮̜̬͓̻̆͑̀́̾́͂̉̔͌̎͆.̴̻̬̜̥̞̺̥̃͊̉̀͠.̴͕͙̘͊̔͜.̷̡̰͚͕̟̔̀͆́̎̕͘ͅͅͅ.̶̢̳͈͇̼͔̘͇̝̯̮̦̉̔͝.̴̨̨̯͖͇͍̃̿͌͋͗̒̚.̶͎̃̃͌̎̔̏̀̄͛̈́͋.̸̧̛̛̳̠̣͕͕͔̦̮̒̈̆̈̈́́̆͆̚͝.̶̘͍̮̥̓.̶̺̐̌͊̂.̷̟̀.̴̧͎̪̥͎̜̜̠̟̓̏̓̑͂̏̏͐͜͠͝.̸̧͕̟̖̳̲̤̝̂̍͗͜͜.̸̧̞̳̹̩̜̟̇̒̏͘ͅ.̶͔̰̯̥͖̰͚̄̌̅.̴̝͍͈̩̘̌͑.̴̱̘̱̹̳͍̮͉͗̊̋̇̏͝͠͝͝.̶̧̢̥̥͈̜̓.̶̹͍̺̰̜̟̰͓̜̱̎͐́.̷̨̩͔̝͕̫̱̞̫̝͂̿.̸̖͖̟̹͍̰̟̲̟̫͑̂͊͐̽̈́̇͠.̶͇̙̎̏͘͝.̸̨̨̯̥̯̳̜̊͒̄͒̄̚͠.̶̲̟͗͠.̴͔̫̦͐̑̑͑̿̔̐̽͝.̶̠͔͚̮̺͙̞̫̙̄̑̀̎ͅͅ.̵̢̡̙̼͓͖̻͖̹̞̯͆́͜.̵̢̹̘͒̎̈̏̓̋̀͗ͅ.̸̡̗͕̭̬̲͙̙̭̩̊̋̋̊͗̋͆̑͊͘͠.̴̻̬̥͚̦̀͊̎͗͒͝ͅ.̷̄͋́͋right.̴̢͓͉͔͓̗̦̬́͗̋̏͜.̴͂̾͆̎:.̴̢̧͖̖͇̩͚̬͂̾͆̎
2025-12-01 05:08:35
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acim.hosim04 :
@🅚🅔🅝🅐🅗🅞🅚🅘 💜ີ💕ີ⃟💥💜ີ⃞💕💥 GACOR BANGET💥💜ີ⃞💕💥💕ີ⃝💜ີ
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9 - x² ให้ y = x + 79 - x² = x + 7 ดังนั้น x = 1 และ x = -2 V = β112 (9-x2)² - (x + 7) 2dx V = β12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4 - 19x2 - 14x + 32) dx19 V = x [ -x-12 y = x + 79 - x² = x + 7 ดังนั้น x = 1 และ = - - 2 x = = = = = =V = β12 (x4-18x²+81) - (x²+14x+49) dx V = pi/12 (x4 - 19x2 - 14x+32) dx 19 V = x [-x-12x3-7 y = x+79 - x² = x+7 ดังนั้น x= -2 V = β112 (9-x2)² - (x+7) 2dx V = pi12 (x4-18x² + 81) - (x² + 14x + 49) dx V = pi / 12 (x4) x(x4 - 19x2 - 14x + 32) dx19 V = x [ -x-12 y = x + 79 - x² = x + 7 ดังนั้น x = 1 และ x = -2 V = β112 (9-x2)² - (x + 7) 2dx V = β12 (x4-18x²+81) - (x²+14x+49) dx V = pi/12 (x4 - 19x2 - 14x+32) dx 19 V = x [-x-12x3-7 y = x+79 - x² = x+7 ดังนั้น x = 1x = -2 V = β112 (9-x2)² - (x+7) 2dx V = pi12 (x4-18x² + 81 x dx + 14x + 49) dx v = 12= pi / 12 (x4 - 19x2 - 14x + 32) dx19 V = x [ -x-12 y = x + 79 - x² = x + 7 ดังนั้น x = 1 และ x = -2 V = β112 (9-x2)² - (x + 7) 2dx V=β12 (x4-18x²+81)- (x²+14x+49) dx V=pi/12 (x4 - 19x2 - 14x+32) dx 19 V=x[-x-12x3-7 y=x+79 - x²=x+7 ดังนั้น x=1 และ x=-2 V=β112 (9-x2)²- (x+7)2dx V=pi12 (x4-18x²+81)- (x²+14x+49) dx V= pi/12 (x4 - 19x2 - 14x+ y= 79 x² = x 7 x x ดังนั้น= v = x14x + 32) dx19 V = x [-x-12 y = x + 79 - x² = x + 7 ดังนั้น x = 1 และ x = -2 V = β112 (9-x2)² - (x + 7) 2dx V=β12 (x4-18x²+ 81)- (x²+14x+49) dx V=pi/12 (x4 - 19x2 - 14x+32) dx 19 V=x[-x-12x3-7 y=x+79 - x²=x+7 ดังนั้น x=1 และ x=-2 V=β112 (9-x2)² - (x+7)2dx V=pi12 (x4-18x²+81)- (x²+14x+49) dx V=pi/12 (x4 - 19x2 - 14x+32)🔝02
2025-12-01 10:52:56
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จูจูบอททีวี :
@𝗟𝗜𝗥𝗜𝗞𝟳𝟴𝟵☚_💛⃟⭐⃝💛⃞⭐⃝ BINTANG BERSINAR 💛⃟⭐⃝💛⃞⭐⃝💛⃟⭐⃝💛⃞⭐⃝
💛⃟⭐⃝💛⃞⭐⃝💛⃟⭐⃝
💛⃞⭐⃝💛⃟:.̷͔̱̰̪͈͎͍̲̪̩̮̀̒͛̅͋̋͆̀͘͝.̶̡̛̛̥̻̖͚̯̫̓̏͒̄̅̕͘.̸̢̡͖̤͔͇͇͍̖̒̔͂̑̑̎̈́́͘.̶̟̠̻͈̮̝̖̟̺̠̀͌̀̇̏̍͝.̵̡̨̡̲̜̤͎̯̟̎̇͌̇͛̓̐.̶̠͍̞̤͍͓͚̜͎̘̩͗̒̈̀̿̇͆̈́̀͝.̷̡̦͚̤͚͖͔̖̙̲̑͊͊̓͛͊̓͝.̶̡͎̩͈̝̳͖͚̲͑̀͑̈́̈́̍͐͂̔͘͝.̵̯̻̩̙̠̮͓̞̙͂͆̀̀͋̏̈́͗̚͠.̸̱̦̟͓͖͉̙̤͉̫̇́̇́͒̽̿͐͌͘̚.̴̛̠̮̪͔͛̃̅̎̅͆͗̿́͘.̶̡̹͓̻̲̼̞̩̤̻̇͛̓̽̆̈́́̓́̇̚.̷̛͔͔̞̞͎̲̝̲̗͕͊̋̓̈́͛̀͑̈́̀̾.̸̛̛̯̟͔͖͕̙̘̜̯̘͆͆͌̄̿͆͘.̷̝͉͈̳̯̠͕̯̈́̓͑̃̾̓̿̄͝.̸̡̨̮͕̘̙̯̫̦͛̎̐͛̀͊͂̀͑̔͝.̴̨̛͎̝̮̖͉̙̫͗̓̅͂̀͋̎̕̚.̴̡̙͙͓̱̥̯͎̀̈́̋̎̒̀̍̕̕͝.̶̯̭̘̦͍̝̓̀̔̿̍̍́̄͛͊͘.̵̟̤̞̪͔̳͗̿̎̓͆͐̕͝.̸̯̼̞̳̦̈́͊̀̓͛̋̇̾̕͝.̷̬̖͉̼̭̿̓̆͊̍̔͂̽̀͘.̵̛̱̝͈̰̦̠̘̘̠̈́̎̀͗͋̎͗͑.̸͇͔̰̰̜̼͑̔͋̐͊̅̐̋͗̄̓.̴̗̙̞͖̹̮̮͊͋̈́̀͗̏̀͌̋̔.̶̡̲̫̭̲̜̲̐̅̅͊̈́̿̽͝.̷̡̦͓̫̇͋͊̀͘͝.̶̝̘͕͈͌̓̇̅͑̏͑͝.̵̠̘̫͉̠̜͍̳͑̏̍͑̿͋͘.̶̘̩̙̙̮̭̲̬͂̿́̎͛̚͝͠͝.̸͖̳̟̟̤̻̼̝͛͆͗͆͂͑͝͠.̵͕̯͕̠̎̋̑̔͌̽̔̇̕.̷͉̲͙̳͈̈́̀̒͛́̏̅͠͝͝.̵̱͖̰̤̩̯̍͐͌̎̾̏͗̕͘͠.̸̲̮͇̮͒͆͒̾͂͂̑̚.̷͍̯̳͎͔̗͊̾̏̋̔͐͌͊͘͘.̵͎̩͎̘͓̹̙͌̐͆͂͒̓̈́̕͝͠.̶̨͍͙̞̖́͗͒̇̀̍̋͛͌̎̚.̵̥̳̞͎͓̑͑̀̋̓̔̓͗̓.̸̡͓̖̮̤̠͎̓̾̿̇͌́̈́̾̕̚͘.̵̛̘̰͍̥̙̟͒̈́̎̐͆͑̈́͋̈́.̸̨̝̞̭̳͍̬̈́̇̔̐̓́̚.̷̠̦͓̜̙̠͆̇̅͌͛̋͆̍͆͠.̵̲̲̞̞̜̟͉͈̑̿͂̿̄͆͘͠.̸̛͖̯̜̙̖̈́̎̋͑͐͗͒͝.̶̗͎̦̲̲̤̇͌̽̑̒̈́̓̚͝͠.̴̡̳̰̘̮̘̠̋͑͆͋̔̕͝.̸̱̮̞͇̜͑́̑̑̍͊͛͛̚͠.̸͖̼͔̠̗͊̐͐͋͛̋̅̔̀͘͝.̴̝̦̝̟̟̫̯̍̓̓̈́͒͊̍̕.̵̰͍̳͚̝̀̍̒͐͐͌̐̚͝.̶̮̯̠̯͚̄̍͆͑̓̓̓̕.̷̤̲̰͔̱̟̎̎̈́͊̑̿͠͝.̶̨͓̲̫̠͈͐̈́̈́͊̍͂̈́̽͝.̸̦̠͓̤̻̼̏́̇̋̕͝͝.̶͓͖̠͓̝̻̈́͋͒͂͒͑͋͘͘͠.̵̛͕͓̠̹̜̙͊͛͋͊͑̍̀͘͘͝.̷̡̜̙̝̗̋̅̅̏͆͐͒͒͋͒.̸͎͖̞͙͋͆̍̈́̑̎̿͑̑͘͠.̵̢̰̝̝̮̅͂̋̀͌̀̅͗͛͝.̸͇̫̮̼͑̈́͊̓͂͗̈́͗̋̈́͘.̷̠̮̟̖̗͔̳̔̈̇͐͐͒́͒̀͘̕.̵͕̥̝̠̖̝̓̄̓̐͒̓́͘̕.....
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恋:.̷̼͉̞̗̖͎͇̹̍̅͗͂̓̏͒̕.̶̨̗͚͖̣̥̪͕̽̐̕.̴̭̠̳̘̱̼͖̗͐͌̌͘͠.̸̨̮͓̱̠͖̺̺̻͚̿́̋̋͑̈͊͊̀̊̚͝.̶̺̰̭̼̦͖̻̱̣̀̑̀̏.̸̢̛͙̟̼͇͙͈͑͛͆̓.̷̧̰͚̫͙͍̥̱͍͊̆̔͋̈̐̓͋̃͒̇̚.̶͉̹̗͚̄̆̈́͋͘͝.̷̯̹̻̫͓͉̩̑̈́͊̍͑͆̀͠.̶̡̢̞̖̘̕.̴̩̝͓̰̭̗͍͎̘̺̊͊́͆.̷̧̛͉͓͇̮̥̤̠̣̞̇͋͒̚͜.̷͙͔́̅̿̆̑̉̚͝.̵̛̭̮̼̜͕̀͂͌̀̀̑͒̽̓̚.̶̧͈͕̰̼̩͍̺̜̳̽͗̔̐̀͂̃͑̓͝.̷̺͙̹̼̖̀ͅ.̷̠̅͐͗͑̒̎͑̀͌̈͆́.̸̩͖̯̪̥͑̄͜ͅ.̶̧̨̩̫͎̖͓̬̙͇̓́̐ͅ.̵̹͖̟̘̓͒̿̋͌̔̒͑̈́̓.̵̡͍̦̯̙̖͂̌̈́̀̽͘͜͝.̵͕̠̰̑̀.̶͇̹̠̜̰̪͓͎̱̝͚̟̍̾͛̅͘.̵̧̙̰̖̻͍̤̝͇̎̑͂.̵̪͎͗̽̕.̶̫̭͈͙̀̀̅͘͝͠.̸̡̼̩͕̱̰͉̝͑̾̒͐̄͂̆̈͗͛͆̕.̴̢͚͙̦̿̊̀̕ͅ.̶̛̼͎̣͉̻̲͔͐̈́̐͛̓̈́̾́̕̚ͅ.̸̨̱̥̻͕̦̉̔̓̏͂̊̐̽̊̒̅.̶̨̡̤̠̞̦̙͈̖̰̹̒̄̂̅̉͊̑̀ͅ.̷̡̗̱̻͓͔̭͕͔̀͗͊͋̓̎͜͝ͅ.̶̛̛̝͓̟͛̀͑̅̍̎̔̒͝.̸̢̥̯͔̫̭͔͋̅͜͝.̷̡̡̧̡̪̫̠̯̘̫̤͑́̑́ͅ.̷͍͎̑͑͌͘.̴͓͝.̴̢̢̛͓̀͒̈́͑̒̊͝.̷̦͔͔̲̼̭͇̰͍̝̈́̾̓͊̎̆̋̕͝.̸̢̤̋̃̓̉͗̏̾̃̌̚͘̕.̵̨͓̼͚̮͆͂̍.̴̨̢̩͕̝͚̱̙̹̠̝̀̎̑̕ͅ.̸̡̫̺̜͙̃͌̈͆͝͝.̵̭͕͙̻͍͍̞̗̿͒́͆̎͒͑̈͜.̴̨͎̱͖̤̩͎͚̗̭̖̦͆̆̍̈́.̵̧̘̰̬̫̙̤͔̫̥̱̌͂̔̇̾͊̈́́̒͒̋͜.̷̳͕͓̲̭̺͓͓͆̽͗̌.̸̢͇͈͎͉͓͕̬̲̆͂̓̃̅̑̽̍́̕̚͜͠.̵̧̢̥̥͙͖̻͍̍.̶̢̤̙̠̺̟͍̌͛̂͒̓͐̒̚.̷̡̹͇̘̺̺̥̱̜̝̉̽͗.̶͓̲̱͇͎̩̻͍͆͐̒͌̀̾̌͛̾̍͋͘.̷̂̄͆̈́̒̀͜.̴̞̖̞̳̾́̉̑̿͋̌́̉̓.̴͙͖̗̘̲̤͖̂̽̒̎.̷̫̩͚͖̬̬̲̹͑̐̕͝.̷̢̡̡̧̭͕̙̬̝̱̭̈́́̋͜.̸̛̬̳͙͔̌̾̈́̔̋͌͂̅͠.̶͇̖̐̈́́̀́͜.̷̗̹̉̋̍͋̀̆͆̓͘͠ͅ.̶̨̩͚̪̠̺͖̬͛̓̒͌͐͌̀̓̐̑́̏.̸̤͉̗̬͙͚͓̭̰̞̝̾̔͑̓̓̔̊̒̈́͘͝.̸͚͒.̷̧͓̲͈̙̱̉͆̿̾̎͐̔͐͜ͅ.̵̨͓̩̺̬̠͇̣̎̍̔̿̆̂̃͠.̸͖̦̻̓͌̆́̄̇̄̾̊̊̃͘.̴̢̡̦͇̹̗̦̲́̈͝.̸͇͓̫̖̜̞̀̋̀͆̓͌̆̈͜͜.̵̬͓͑͛̐̓̈̈́.̴̢̝̣͍̦͚͇̘͉̘͊̋̉̊̋́̍͠.̴̛̹͔̗̣̱̀̄̆̓̔͗͊͋̆.̶̧̮̥͔̹̫͎͒.̷̡̡̜̒̄̃̅͋̀̏̇͊͜.̵̜̜̐̄̏̇̓.̶͕̄̎͐̓̔͘.̶̹̹͐̍.̸̡̥͠.̸̡̧͕͖̫̹̎̓.̷͈̲͍͎̯̮͍̙͉̳̄̏̈́̇̄͊́͜͠͝͝͝.̷̡̝̳͔̯͍̼̦̪͔̠̣̔̀̔̑.̴͔̼͌̇͛̃̂.̶̛͔͈͖̼͉̔́́̽͘͝͠.̶̜̖͈̱͚̠̺̋ͅ.̸̢̡̧̜̘̯̰͎̘̂̈.̴̛̬̟͉̌͌̅̈́̂͌̈́̚͜.̶̠͒̑̃̅̿́͘̚.̵͔̖͕̙̮̈́.̵͈̳̆̽.̴͈̅̇̈́̈́͒́̏̓̊̕.̵̨̮̜̬͓̻̆͑̀́̾́͂̉̔͌̎͆.̴̻̬̜̥̞̺̥̃͊̉̀͠.̴͕͙̘͊̔͜.̷̡̰͚͕̟̔̀͆́̎̕͘ͅͅͅ.̶̢̳͈͇̼͔̘͇̝̯̮̦̉̔͝.̴̨̨̯͖͇͍̃̿͌͋͗̒̚.̶͎̃̃͌̎̔̏̀̄͛̈́͋.̸̧̛̛̳̠̣͕͕͔̦̮̒̈̆̈̈́́̆͆̚͝.̶̘͍̮̥̓.̶̺̐̌͊̂.̷̟̀.̴̧͎̪̥͎̜̜̠̟̓̏̓̑͂̏̏͐͜͠͝.̸̧͕̟̖̳̲̤̝̂̍͗͜͜.̸̧̞̳̹̩̜̟̇̒̏͘ͅ.̶͔̰̯̥͖̰͚̄̌̅.̴̝͍͈̩̘̌͑.̴̱̘̱̹̳͍̮͉͗̊̋̇̏͝͠͝͝.̶̧̢̥̥͈̜̓.̶̹͍̺̰̜̟̰͓̜̱̎͐́.̷̨̩͔̝͕̫̱̞̫̝͂̿.̸̖͖̟̹͍̰̟̲̟̫͑̂͊͐̽̈́̇͠.̶͇̙̎̏͘͝.̸̨̨̯̥̯̳̜̊͒̄͒̄̚͠.̶̲̟͗͠.̴͔̫̦͐̑̑͑̿̔̐̽͝.̶̠͔͚̮̺͙̞̫̙̄̑̀̎ͅͅ.̵̢̡̙̼͓͖̻͖̹̞̯͆́͜.̵̢̹̘͒̎̈̏̓̋̀͗ͅ.̸̡̗͕̭̬̲͙̙̭̩̊̋̋̊͗̋͆̑͊͘͠.̴̻̬̥͚̦̀͊̎͗͒͝ͅ22
@RAMETOTO_🖤🤍❤️THE BEST OF MAHJONG🖤🤍❤
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.恋:.̷̼͉̞̗̖͎͇̹̍̅͗͂̓̏͒̕.̶̨̗͚͖̣̥̪͕̽̐̕.̴̭̠̳̘̱̼͖̗͐͌̌͘͠.̸̨̮͓̱̠͖̺̺̻͚̿́̋̋͑̈͊͊̀̊̚͝.̶̺̰̭̼̦͖̻̱̣̀̑̀̏.̸̢̛͙̟̼͇͙͈͑͛͆̓.̷̧̰͚̫͙͍̥̱͍͊̆̔͋̈̐̓͋̃͒̇̚.̶͉̹̗͚̄̆̈́͋͘͝.̷̯̹̻̫͓͉̩̑̈́͊̍͑͆̀͠.̶̡̢̞̖̘̕.̴̩̝͓̰̭̗͍͎̘̺̊͊́͆.̷̧̛͉͓͇̮̥̤̠̣̞̇͋͒̚͜.̷͙͔́̅̿̆̑̉̚͝.̵̛̭̮̼̜͕̀͂͌̀̀̑͒̽̓̚.̶̧͈͕̰̼̩͍̺̜̳̽͗̔̐̀͂̃͑̓͝.̷̺͙̹̼̖̀ͅ.̷̠̅͐͗͑̒̎͑̀͌̈͆́.̸̩͖̯̪̥͑̄͜ͅ.̶̧̨̩̫͎̖͓̬̙͇̓́̐ͅ.̵̹͖̟̘̓͒̿̋͌̔̒͑̈́̓.̵̡͍̦̯̙̖͂̌̈́̀̽͘͜͝.̵͕̠̰̑̀.̶͇̹̠̜̰̪͓͎̱̝͚̟̍̾͛̅͘.̵̧̙̰̖̻͍̤̝͇̎̑͂.̵̪͎͗̽̕.̶̫̭͈͙̀̀̅͘͝͠.̸̡̼̩͕̱̰͉̝͑̾̒͐̄͂̆̈͗͛͆̕.̴̢͚͙̦̿̊̀̕ͅ.̶̛̼͎̣͉̻̲͔͐̈́̐͛̓̈́̾́̕̚ͅ.̸̨̱̥̻͕̦̉̔̓̏͂̊̐̽̊̒̅.̶̨̡̤̠̞̦̙͈̖̰̹̒̄̂̅̉͊̑̀ͅ.̷̡̗̱̻͓͔̭͕͔̀͗͊͋̓̎͜͝ͅ.̶̛̛̝͓̟͛̀͑̅̍̎̔̒͝.̸̢̥̯͔̫̭͔͋̅͜͝.̷̡̡̧̡̪̫̠̯̘̫̤͑́̑́ͅ.̷͍͎̑͑͌͘.̴͓͝.̴̢̢̛͓̀͒̈́͑̒̊͝.̷̦͔͔̲̼̭͇̰͍̝̈́̾̓͊̎̆̋̕͝.̸̢̤̋̃̓̉͗̏̾̃̌̚͘̕.̵̨͓̼͚̮͆͂̍.̴̨̢̩͕̝͚̱̙̹̠̝̀̎̑̕ͅ.̸̡̫̺̜͙̃͌̈͆͝͝.̵̭͕͙̻͍͍̞̗̿͒́͆̎͒͑̈͜.̴̨͎̱͖̤̩͎͚̗̭̖̦͆̆̍̈́.̵̧̘̰̬̫̙̤͔̫̥̱̌͂̔̇̾͊̈́́̒͒̋͜.̷̳͕͓̲̭̺͓͓͆̽͗̌.̸̢͇͈͎͉͓͕̬̲̆͂̓̃̅̑̽̍́̕̚͜͠.̵̧̢̥̥͙͖̻͍̍.̴̜̖̳̌̒̈́̀͐͗́́̔͐̀̓.̴͚̯͕̏.̶̛̰̙̫̼͉̲͍͍̼͕̓́̉̐̈́̊̏̍̕.̵̢̖̘͖̹̪́̈͐̾̍̈́.̵̛͉̞̳͉̪͕̦͖̯̙̼̋͊̈́́̚͠.̵̘̙̍.̴̧͍̟̭̗̫͓̺̼̒.̸̟͎͕͑.̶̨̧̛̻̬̱̻̖͗̔.̸̢̬̰̰͇͔̞́̅̊̎̈́͂͂͗̾̏ͅ.̴̻̳̖̦͇̦̼̣̳̜̝̪͠.̵̨̰̳͍̈́͒͂̾̌͆̄̑̕͝.̵̡̛̯͇͚̰̬̰͊̉͐̾̽̀͜ͅ.̸̢̣̳̩̰̞̰̳̼̉̔͐̔̉̌̐͆͊͝͠.̶̨̣̠͉͈̙̯̤̤̖̖̀̊͑̓́͂̔̇͝͝ͅ.̵̣̱̱̰̈́͆̾̑̍̇͑̈́̊̓̚.̶̨̧̧̪̮͕̮̙̜̄͋̄́͋̈́͒͝.̴̟̉̽̍̅͠.̶̨̡͕̞͚͖͉̘̙̣̫̤͂̅̚.̵̰̼̎̂͌̏.̶̢̤̙̠̺̟͍̌͛̂͒̓͐̒̚.̷̡̹͇̘̺̺̥̱̜̝̉̽͗.̶͓̲̱͇͎̩̻͍͆͐̒͌̀̾̌͛̾̍͋͘.̷̂̄͆̈́̒̀͜.̴̞̖̞̳̾́̉̑̿͋̌́̉̓.̴͙͖̗̘̲̤͖̂̽̒̎.̷̫̩͚͖̬̬̲̹͑̐̕͝.̷̢̡̡̧̭͕̙̬̝̱̭̈́́̋͜.̸̛̬̳͙͔̌̾̈́̔̋͌͂̅͠.̶͇̖̐̈́́̀́͜.̷̗̹̉̋̍͋̀̆͆̓͘͠ͅ.̶̨̩͚̪̠̺͖̬͛̓̒͌͐͌̀̓̐̑́̏.̸̤͉̗̬͙͚͓̭̰̞̝̾̔͑̓̓̔̊̒̈́͘͝.̸͚͒.̷̧͓̲͈̙̱̉͆̿̾̎͐̔͐͜ͅ.̵̨͓̩̺̬̠͇̣̎̍̔̿̆̂̃͠.̸͖̦̻̓͌̆́̄̇̄̾̊̊̃͘.̴̢̡̦͇̹̗̦̲́̈͝.̸͇͓̫̖̜̞̀̋̀͆̓͌̆̈͜͜.̵̬͓͑͛̐̓̈̈́.̴̢̝̣͍̦͚͇̘͉̘͊̋̉̊̋́̍͠.̴̛̹͔̗̣̱̀̄̆̓̔͗͊͋̆.̶̧̮̥͔̹̫͎͒.̷̡̡̜̒̄̃̅͋̀̏̇͊͜.̵̜̜̐̄̏̇̓.̶͕̄̎͐̓̔͘.̶̹̹͐̍.̸̡̥͠.̸̡̧͕͖̫̹̎̓.̷͈̲͍͎̯̮͍̙͉̳̄̏̈́̇̄͊́͜͠͝͝͝.̷̡̝̳͔̯͍̼̦̪͔̠̣̔̀̔̑.̴͔̼͌̇͛̃̂.̶̛͔͈͖̼͉̔́́̽͘͝͠.̶̜̖͈̱͚̠̺̋ͅ.̸̢̡̧̜̘̯̰͎̘̂̈.̴̛̬̟͉̌͌̅̈́̂͌̈́̚͜.̶̠͒̑̃̅̿́͘̚.̵͔̖͕̙̮̈́.̵͈̳̆̽.̴͈̅̇̈́̈́͒́̏̓̊̕.̵̨̮̜̬͓̻̆͑̀́̾́͂̉̔͌̎͆.̴̻̬̜̥̞̺̥̃͊̉̀͠.̴͕͙̘͊̔͜.̷̡̰͚͕̟̔̀͆́̎̕͘ͅͅͅ.̶̢̳͈͇̼͔̘͇̝̯̮̦̉̔͝.̴̨̨̯͖͇͍̃̿͌͋͗̒̚.̶͎̃̃͌̎̔̏̀̄͛̈́͋.̸̧̛̛̳̠̣͕͕͔̦̮̒̈̆̈̈́́̆͆̚͝.̶̘͍̮̥̓.̶̺̐̌͊̂.̷̟̀.̴̧͎̪̥͎̜̜̠̟̓̏̓̑͂̏̏͐͜͠͝.̸̧͕̟̖̳̲̤̝̂̍͗͜͜.̸̧̞̳̹̩̜̟̇̒̏͘ͅ.̶͔̰̯̥͖̰͚̄̌̅.̴̝͍͈̩̘̌͑.̴̱̘̱̹̳͍̮͉͗̊̋̇̏͝͠͝͝.̶̧̢̥̥͈̜̓.̶̹͍̺̰̜̟̰͓̜̱̎͐́.̷̨̩͔̝͕̫̱̞̫̝͂̿.̸̖͖̟̹͍̰̟̲̟̫͑̂͊͐̽̈́̇͠.̶͇̙̎̏͘͝.̸̨̨̯̥̯̳̜̊͒̄͒̄̚͠.̶̲̟͗͠.̴͔̫̦͐̑̑͑̿̔̐̽͝.̶̠͔͚̮̺͙̞̫̙̄̑̀̎ͅͅ.̵̢̡̙̼͓͖̻͖̹̞̯͆́͜.̵̢̹̘͒̎̈̏̓̋̀͗ͅ.̸̡̗͕̭̬̲͙̙̭̩̊̋̋̊͗̋͆̑͊͘͠.̴̻̬̥͚̦̀͊̎͗͒͝ͅ.̷̄͋́͋.̴̢͓͉͔͓̗̦̬́͗̋̏͜.̴͂̾͆̎:.̴̢̧͖̖͇̩͚̬͂̾͆̎.̶̮̤̯͖̦̫̊ͅͅ.̴̫̓̀̄́