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Soesan :
@𝐋𝐥𝐑𝗜𝐊789 🫧⃟💗⃝🫧⃞💜⃝🫧 HOPE 🫧⃟💗⃝🫧⃞💜⃝🫧
2025-10-20 05:15:17
206
Alex :
@𝑮𝑺𝑶𝟕𝟖𝟗😹😹⚪⃝່ໍ😹😹⚪⃝່ໍ🤍DREAM MAKER 😹😹⚪⃝່ໍ😹😹⚪⃝່ໍ🤍L.恋:.̷̼͉̞̗̖͎͇̹̍̅͗͂̓̏͒̕.̶̨̗͚͖̣̥̪͕̽̐̕.̴̭̠͐͌̌͘͠ ̘̱̼͖̗.̸ ́̋̋͑̈͊͊̀̚͝ ̮͓̱̠͖̺̺̻̪͕.̴̭̠͐͌̌͘͠ ̘̱̼͖̗.̸ ́̋̋͑̈͊͊̀̚͝ ̨̮͓̱̠͖̺̺̻͚.̶̺̰̭̼̦͖̻̱̣̀̑̀̏.̸̢̛͙̟̼͇͙͈͑͛͆̓.̷̧̰͚̫͙͍̥̱͍͊̆̔͋̈̐̓͋̃͒̇̚.̶͉̹̗͚̄̆̈́͋͘͝.̷̯̹̻̫͓͉̩̑̈́͊̍͑͆̀͠.̶̡̢̞̖̘̕.̴ ̩̝͓̰̭̗͍͎̘̺͊́͆.̷̧̛͉͓͇̮̥̤̠̣̞̇͋͒̚͜.̷́̅ ͙͔̆̑̉̚͝.̵̛̭̮̼̜͕̀͂͌̀̀̑͒̽̓̚.̶̧͈͕̰̼̩͍̺̜̽͗̔̐̀͂̃͑̓͝ .̷̺͙̹̼̖̀ͅ.̷̠̅͐͗͑̒̎͑̀͌̈͆́.̸̩͖̯̪̥͑̄͜ͅ.̶̧̨̩̫͎̖͓̬̙͇̓́̐ͅ.̵̓͒ ̹͖̟̘̋͌̔̒͑̈́̓.̵̡͍̦̯̙̖͂̌̈́̀̽͘͜͝.̵͕̠̰̑̀.̶͇̹̠̜̰̪͓͎̱̝͚̟̍̾͛̅͘.̵̧̙̰̖̻͍̤̝͇̎̑͂.̵̪͎͗̽̕.̶̫̭͈͙̀̀̅͘͝͠.̸̡̼̩͕̱̰͉̝͑̾̒͐̄͂̆̈͗͛͆̕.̴̕ ̢͚͙̦̀ͅ.̶̛̼͎̣͉̻̲͔͐̈́̐͛̓̈́̾́̕̚ͅ.̸̉̔̓̏͂ ̐̽ ̨̱̥̻͕̦̒̅.̶̨̡̤̠̞̦̙͈̖̰̹̒̄̂̅̉͊̑̀ͅ.̷̡̗̱̻͓͔̭͕͔̀͗͊͋̓̎͜͝ͅ.̶̛̛̝͓̟͛̀͑̅̍̎̔̒͝.̸̢̥̯͔̫̭͔͋̅͜͝.̷̡̡̧̡̪̫̠̯̘̫̤͑́̑́ͅ.̷͍͎̑͑͌͘.̴͓͝.̴̛̀͒̈́͑̒͝ ̢̢͓.̷̦͔͔̲̼̭͇̰͍̝̈́̾̓͊̎̆̋̕͝.̸̢̤̋̃̓̉͗̏̾̃̌̚͘̕.̵̨͓̼͚̮͆͂̍.̴̨̢̩͕̝͚̱̙̹̠̝̀̎̑̕ͅ.̸̡̫̺̜͙̃͌̈͆͝͝.̵ ̭͕͙̻͍͍̞̗͒́͆̎͒͑̈͜.̴̨͎̱͖̤̩͎͚̗̭̖̦͆̆̍̈́.̵̧̘̰̬̫̙̤͔̫̥̱̌͂̔̇̾͊̈́́̒͒̋͜.̷͆̽͗̌ ͕͓̲̭̺͓͓.̸̢͇͈͎͉͓͕̬̲̆͂̓̃̅̑̽̍́̕̚͜͠.̵̧̢̥̥͙͖̻͍̍.̴̜̖̌̒̈́̀͐͗́́̔͐̀̓ .̴͚̯͕̏.̶̛̓́̉̐̈́̕ ̰̙̫̼͉̲͍͍̼͕̏̍.̵̢̖̘͖̹̪́̈͐̾̍̈́.̵̛͉̞̋͊̈́́̚͠ ͉̪͕̦͖̯̙̼.̵̘̙̍.̴̧͍̟̭̗̫͓̺̼̒.̸̟͎͕͑.̶̨̧̛̻̬̱̻̖͗̔.̸́̅ ̢̬̰̰͇͔̞̎̈́͂͂͗̾̏ͅ.̴̻͠ ̖̦͇̦̼̣ ̜̝̪.̵̨̰̈́͒͂̾̌͆̄̑̕͝ ͍.̵̡̛̯͇͚̰̬̰͊̉͐̾̽̀͜ͅ.̸̣̉̔͐̔̉̌̐͆͊͝͠ ̢̩̰̞̰ ̼.̶̀ ̨̣̠͉͈̙̯̤̤̖̖͑̓́͂̔̇͝͝ͅ.̵̈́͆̾̑̍̇͑̈́̚ ̣̱̱̰̓.̶̨̧̧̪̮͕̮̙̜̄͋̄́͋̈́͒͝.̴̟̉̽̍̅͠.̶̨̡͕̞͚͖͉̘̙̣̫̤͂̅̚.̵̰̼̎̂͌̏.̶̢̤̙̠̺̟͍̌͛̂͒̓͐̒̚.̷̡̹͇̘̺̺̥̱̜̝̉̽͗.̶͓̲̱͇͎̩̻͍͆͐̒͌̀̾̌͛̾̍͋͘.̷̂̄͆̈́̒̀͜.̴̾́̉̑ ̞̖̞͋̌́̉̓ .̴͙͖̗̘̲̤͖̂̽̒̎.̷̫̩͚͖̬̬̲̹͑̐̕͝.̷̢̡̡̧̭͕̙̬̝̱̭̈́́̋͜.̸̛̬̌̾̈́̔̋͌͂̅͠ ͙͔.̶͇̖̐̈́́̀́͜.̷̗̹̉̋̍͋̀̆͆̓͘͠ͅ.̶̨̩͚̪̠̺͖̬͛̓̒͌͐͌̀̓̐̑́̏.̸̾̔͑̓̓̔͘͝ ̤͉̗̬͙͚͓̭̰̞̝̒̈́.̸͚͒.̷̉͆ ̧͓̲͈̙̱̾̎͐̔͐͜ͅ.̵̎̍̔͠ ̨͓̩̺̬̠͇̣̆̂̃.̸̓͌̆́̄̇̄̾͘ ͖̦̻̃.̴̢̡̦͇̹̗̦̲́̈͝.̸͇͓̫̖̜̞̀̋̀͆̓͌̆̈͜͜.̵̬͓͑͛̐̓̈̈́.̴͊̋̉͠ ̢̝̣͍̦͚͇̘͉̘̋́̍.̴̛̹͔̗̣̱̀̄̆̓̔͗͊͋̆.̶̧̮̥͔̹̫͎͒.̷̡̡̜̒̄̃̅͋̀̏̇͊͜.̵̜̜̐̄̏̇̓.̶͕̄̎͐̓̔͘.̶̹̹͐̍.̸̡̥͠.̸̡̧͕͖̫̹̎̓.̷͈̲͍͎̯̮͍̙͉̄̏̈́̇̄͊́͠͝͝͝ ͜.̷̡̝̔̀̔̑ ͔̯͍̼̦̪͔̠̣.̴͔̼͌̇͛̃̂.̶̛͔͈͖̼͉̔́́̽͘͝͠.̶̜̖͈̱͚̠̺̋ͅ.̸̢̡̧̜̘̯̰͎̘̂̈.̴̛̬̟͉̌͌̅̈́̂͌̈́̚͜.̶͒̑̃̅͘ ̠́̚.̵͔̖͕̙̮̈́.̵͈̆̽ .̴̅̇̈́̈́͒́̏̓̕ ͈.̵̨̮̜̬͓̻̆͑̀́̾́͂̉̔͌̎͆.̴̻̬̜̥̞̺̥̃͊̉̀͠.̴͕͙̘͊̔͜.̷̡̰͚͕̟̔̀͆́̎̕͘ͅͅͅ.̶̉̔͝ ̢͈͇̼͔̘͇̝̯̮̦.̴̃̚ ̨̨̯͖͇͍͌͋͗̒.̶͎̃̃͌̎̔̏̀̄͛̈́͋.̸̛̛̒̈̆̈̈́́̆͆̚͝ ̧̠̣͕͕͔̦̮.̶̘͍̮̥̓.̶̺̐̌͊̂.̷̟̀.̴̧͎̪̥͎̜̜̠̟̓̏̓̑͂̏̏͐͜͠͝.̸̧͕̟̖̂̍͗͜͜ ̲̤̝.̸̞̇̒̏͘ ̧̹̩̜̟ͅ.̶͔̰̯̥͖̰͚̄̌̅.̴̝͍͈̩̘̌͑.̴͗͝͠ ̱̘̱̹̋̇̏͝͝ ͍̮͉.̶̧̢̥̥͈̜̓.̶̹͍̺̰̜̟̰͓̜̱̎͐́.̷͂ ̨̩͔̝͕̫̱̞̫̝.̸̖͖̟̹͍̰̟̲̟̫͑̂͊͐̽̈́̇͠.̶͇̙̎̏͘͝.#1
2025-11-17 05:08:51
51
akame.025 ⚫⚫ :
@𝐋𝐈𝐑𝐈𝐊𝟕𝟖𝟗 ♛ 🌸⃟⃝⃟⃞⃝⃟⃝⃟🦋⃟⃝⃟⃞⃝⃟⃝⃟💖⃟⃝⃟⃞⃝⃟⃝⃟✨⃟⃝⃟⃞⃝⃟⃝⃟🌸 BEAUTY 🌸⃟⃝⃟⃞⃝⃟⃝⃟🦋⃟⃝⃟⃞⃝⃟⃝⃟💖⃟⃝⃟⃞⃝⃟⃝⃟✨⃟⃝⃟⃞⃝⃟⃝⃟ ✨⃟⃝⃟⃞⃝⃟⃝⃟ ✨⃟⃝⃟⃞⃝⃟⃝⃟ :.̷͔̱̰̪͈͎͍̲̪̩̮̀̒͛̅͋̋͆̀͘͝.̶̡̛̛̥̻̖͚̯̫̓̏͒̄̅̕͘.̸̢̡͖̤͔͇͇͍̖̒̔͂̑̑̎̈́́͘.̶̟̠̻͈̮̝̖̟̺̠̀͌̀̇̏̍͝.̵̡̨̡̲̜̤͎̯̟̎̇͌̇͛̓̐.̶̠͍̞̤͍͓͚̜͎̘̩͗̒̈̀̿̇͆̈́̀͝.̷̡̦͚̤͚͖͔̖̙̲̑͊͊̓͛͊̓͝.̶̡͎̩͈̝̳͖͚̲͑̀͑̈́̈́̍͐͂̔͘͝.̵̯̻̩̙̠̮͓̞̙͂͆̀̀͋̏̈́͗̚͠.̸̱̦̟͓͖͉̙̤͉̫̇́̇́͒̽̿͐͌͘̚.̴̛̠̮̪͔͛̃̅̎̅͆͗̿́͘.̶̡̹͓̻̲̼̞̩̤̻̇͛̓̽̆̈́́̓́̇̚.̷̛͔͔̞̞͎̲̝̲̗͕͊̋̓̈́͛̀͑̈́̀̾.̸̛̛̯̟͔͖͕̙̘̜̯̘͆͆͌̄̿͆͘.̷̝͉͈̳̯̠͕̯̈́̓͑̃̾̓̿̄͝.̸̡̨̮͕̘̙̯̫̦͛̎̐͛̀͊͂̀͑̔͝.̴̨̛͎̝̮̖͉̙̫͗̓̅͂̀͋̎̕̚.̴̡̙͙͓̱̥̯͎̀̈́̋̎̒̀̍̕̕͝.̶̯̭̘̦͍̝̓̀̔̿̍̍́̄͛͊͘.̵̟̤̞̪͔̳͗̿̎̓͆͐̕͝.̸̯̼̞̳̦̈́͊̀̓͛̋̇̾̕͝.̷̬̖͉̼̭̿̓̆͊̍̔͂̽̀͘.̵̛̱̝͈̰̦̠̘̘̠̈́̎̀͗͋̎͗͑.̸͇͔̰̰̜̼͑̔͋̐͊̅̐̋͗̄̓.̴̗̙̞͖̹̮̮͊͋̈́̀͗̏̀͌̋̔.̶̡̲̫̭̲̜̲̐̅̅͊̈́̿̽͝.̷̡̦͓̫̇͋͊̀͘͝.̶̝̘͕͈͌̓̇̅͑̏͑͝.̵̠̘̫͉̠̜͍̳͑̏̍͑̿͋͘.̶̘̩̙̙̮̭̲̬͂̿́̎͛̚͝͠͝.̸͖̳̟̟̤̻̼̝͛͆͗͆͂͑͝͠.̵͕̯͕̠̎̋̑̔͌̽̔̇̕.̷͉̲͙̳͈̈́̀̒͛́̏̅͠͝͝.̵̱͖̰̤̩̯̍͐͌̎̾̏͗̕͘͠.̸̲̮͇̮͒͆͒̾͂͂̑̚.̷͍̯̳͎͔̗͊̾̏̋̔͐͌͊͘͘.̵͎̩͎̘͓̹̙͌̐͆͂͒̓̈́̕͝͠.̶̨͍͙̞̖́͗͒̇̀̍̋͛͌̎̚.̵̥̳̞͎͓̑͑̀̋̓̔̓͗̓.̸̡͓̖̮̤̠͎̓̾̿̇͌́̈́̾̕̚͘.̵̛̘̰͍̥̙̟͒̈́̎̐͆͑̈́͋̈́.̸̨̝̞̭̳͍̬̈́̇̔̐̓́̚.̷̠̦͓̜̙̠͆̇̅͌͛̋͆̍͆͠.̵̲̲̞̞̜̟͉͈̑̿͂̿̄͆͘͠.̸̛͖̯̜̙̖̈́̎̋͑͐͗͒͝.̶̗͎̦̲̲̤̇͌̽̑̒̈́̓̚͝͠.̴̡̳̰̘̮̘̠̋͑͆͋̔̕͝.̸̱̮̞͇̜͑́̑̑̍͊͛͛̚͠.̸͖̼͔̠̗͊̐͐͋͛̋̅̔̀͘͝.̴̝̦̝̟̟̫̯̍̓̓̈́͒͊̍̕.̵̰͍̳͚̝̀̍̒͐͐͌̐̚͝.̶̮̯̠̯͚̄̍͆͑̓̓̓̕.̷̤̲̰͔̱̟̎̎̈́͊̑̿͠͝.̶̨͓̲̫̠͈͐̈́̈́͊̍͂̈́̽͝.̸̦̠͓̤̻̼̏́̇̋̕͝͝.̶͓͖̠͓̝̻̈́͋͒͂͒͑͋͘͘͠.̵̛͕͓̠̹̜̙͊͛͋͊͑̍̀͘͘͝.̷̡̜̙̝̗̋̅̅̏͆͐͒͒͋͒.̸͎͖̞͙͋͆̍̈́̑̎̿͑̑͘͠.̵̢̰̝̝̮̅͂̋̀͌̀̅͗͛͝.̸͇̫̮̼͑̈́͊̓͂͗̈́͗̋̈́͘.̷̠̮̟̖̗͔̳̔̈̇͐͐͒́͒̀͘̕.̵͕̥̝̠̖̝̓̄̓̐͒̓́͘̕.
2025-11-23 02:12:49
128
olivia🐻 :
@𝐆𝐒𝐎𝟕𝟖𝟗 ♛ 🪽⃟💗⃝🪽⃞💙⃝🪽 HOPE 🪽⃟💗⃝🪽⃞💙⃝🪽 💗 💙 💗 💙 💗 :.̷͔̱̰̪͈͎͍̲̪̩̮̀̒͛̅͋̋͆̀͘͝.̶̡̛̛̥̻̖͚̯̫̓̏͒̄̅̕͘.̸̢̡͖̤͔͇͇͍̖̒̔͂̑̑̎̈́́͘.̶̟̠̻͈̮̝̖̟̺̠̀͌̀̇̏̍͝.̵̡̨̡̲̜̤͎̯̟̎̇͌̇͛̓̐.̶̠͍̞̤͍͓͚̜͎̘̩͗̒̈̀̿̇͆̈́̀͝.̷̡̦͚̤͚͖͔̖̙̲̑͊͊̓͛͊̓͝.̶̡͎̩͈̝̳͖͚̲͑̀͑̈́̈́̍͐͂̔͘͝.̵̯̻̩̙̠̮͓̞̙͂͆̀̀͋̏̈́͗̚͠.̸̱̦̟͓͖͉̙̤͉̫̇́̇́͒̽̿͐͌͘̚.̴̛̠̮̪͔͛̃̅̎̅͆͗̿́͘.̶̡̹͓̻̲̼̞̩̤̻̇͛̓̽̆̈́́̓́̇̚.̷̛͔͔̞̞͎̲̝̲̗͕͊̋̓̈́͛̀͑̈́̀̾.̸̛̛̯̟͔͖͕̙̘̜̯̘͆͆͌̄̿͆͘.̷̝͉͈̳̯̠͕̯̈́̓͑̃̾̓̿̄͝.̸̡̨̮͕̘̙̯̫̦͛̎̐͛̀͊͂̀͑̔͝.̴̨̛͎̝̮̖͉̙̫͗̓̅͂̀͋̎̕̚.̴̡̙͙͓̱̥̯͎̀̈́̋̎̒̀̍̕̕͝.̶̯̭̘̦͍̝̓̀̔̿̍̍́̄͛͊͘.̵̟̤̞̪͔̳͗̿̎̓͆͐̕͝.̸̯̼̞̳̦̈́͊̀̓͛̋̇̾̕͝.̷̬̖͉̼̭̿̓̆͊̍̔͂̽̀͘.̵̛̱̝͈̰̦̠̘̘̠̈́̎̀͗͋̎͗͑.̸͇͔̰̰̜̼͑̔͋̐͊̅̐̋͗̄̓.̴̗̙̞͖̹̮̮͊͋̈́̀͗̏̀͌̋̔.̶̡̲̫̭̲̜̲̐̅̅͊̈́̿̽͝.̷̡̦͓̫̇͋͊̀͘͝.̶̝̘͕͈͌̓̇̅͑̏͑͝.̵̠̘̫͉̠̜͍̳͑̏̍͑̿͋͘.̶̘̩̙̙̮̭̲̬͂̿́̎͛̚͝͠͝.̸͖̳̟̟̤̻̼̝͛͆͗͆͂͑͝͠.̵͕̯͕̠̎̋̑̔͌̽̔̇̕.̷͉̲͙̳͈̈́̀̒͛́̏̅͠͝͝.̵̱͖̰̤̩̯̍͐͌̎̾̏͗̕͘͠.̸̲̮͇̮͒͆͒̾͂͂̑̚.̷͍̯̳͎͔̗͊̾̏̋̔͐͌͊͘͘.̵͎̩͎̘͓̹̙͌̐͆͂͒̓̈́̕͝͠.̶̨͍͙̞̖́͗͒̇̀̍̋͛͌̎̚.̵̥̳̞͎͓̑͑̀̋̓̔̓͗̓.̸̡͓̖̮̤̠͎̓̾̿̇͌́̈́̾̕̚͘.̵̛̘̰͍̥̙̟͒̈́̎̐͆͑̈́͋̈́.̸̨̝̞̭̳͍̬̈́̇̔̐̓́̚.̷̠̦͓̜̙̠͆̇̅͌͛̋͆̍͆͠.̵̲̲̞̞̜̟͉͈̑̿͂̿̄͆͘͠.̸̛͖̯̜̙̖̈́̎̋͑͐͗͒͝.̶̗͎̦̲̲̤̇͌̽̑̒̈́̓̚͝͠.̴̡̳̰̘̮̘̠̋͑͆͋̔̕͝.̸̱̮̞͇̜͑́̑̑̍͊͛͛̚͠.̸͖̼͔̠̗͊̐͐͋͛̋̅̔̀͘͝.̴̝̦̝̟̟̫̯̍̓̓̈́͒͊̍̕.̵̰͍̳͚̝̀̍̒͐͐͌̐̚͝.̶̮̯̠̯͚̄̍͆͑̓̓̓̕.̷̤̲̰͔̱̟̎̎̈́͊̑̿͠͝.̶̨͓̲̫̠͈͐̈́̈́͊̍͂̈́̽͝.̸̦̠͓̤̻̼̏́̇̋̕͝͝.̶͓͖̠͓̝̻̈́͋͒͂͒͑͋͘͘͠.̵̛͕͓̠̹̜̙͊͛͋͊͑̍̀͘͘͝.̷̡̜̙̝̗̋̅̅̏͆͐͒͒͋͒.̸͎͖̞͙͋͆̍̈́̑̎̿͑̑͘͠.̵̢̰̝̝̮̅͂̋̀͌̀̅͗͛͝.̸͇̫̮̼͑̈́͊̓͂͗̈́͗̋̈́͘.̷̠̮̟̖̗͔̳̔̈̇͐͐͒́͒̀͘̕.̵͕̥̝̠̖̝̓̄̓̐͒̓́͘̕.
2025-11-11 10:53:06
93
💧TOBRUT. FC💧 :
@KLUB KAYA꧂ 🖤💚✳️🔰❇️💱⚔️GACOR⚔️💱❇️🔰✳️🖤💚ᬊ᭄꧂. 😍̸̨̮͓̱̠͖̺̺̻͚̿́̋̋͑̈͊͊̀̊̚͝.̶̺̰̭̼̦͖̻̱̣̀̑̀̏.̸̢̛͙̟̼͇͙͈͑͛͆̓.̷̧̰͚̫͙͍̥̱͍͊̆̔͋̈̐̓͋̃͒̇̚.̶͉̹̗͚̄̆̈́͋͘͝.̷̯̹̻̫͓͉̩̑̈́͊̍͑͆̀͠.̶̡̢̞̖̘̕.̴̩̝͓̰̭̗͍͎̘̺̊͊́͆.̷̧̛͉͓͇̮̥̤̠̣̞̇͋͒̚͜.̷͙͔́̅̿̆̑̉̚͝.̵̛̭̮̼̜͕̀͂͌̀̀̑͒̽̓̚.̶̧͈͕̰̼̩͍̺̜̳̽͗̔̐̀͂̃͑̓͝.̷̺͙̹̼̖̀ͅ.̷̠̅͐͗͑̒̎͑̀͌̈͆́.̸̩͖̯̪̥͑̄͜ͅ.̶̧̨̩̫͎̖͓̬̙͇̓́̐ͅ.̵̹͖̟̘̓͒̿̋͌̔̒͑̈́̓.̵̡͍̦̯̙̖͂̌̈́̀̽͘͜͝.̵͕̠̰̑̀.̶͇̹̠̜̰̪͓͎̱̝͚̟̍̾͛̅͘.̵̧̙̰̖̻͍̤̝͇̎̑͂.̵̪͎͗̽̕.̶̫̭͈͙̀̀̅͘͝͠.̸̡̼̩͕̱̰͉̝͑̾̒͐̄͂̆̈͗͛͆̕.̴̢͚͙̦̿̊̀̕ͅ.̶̛̼͎̣͉̻̲͔͐̈́̐͛̓̈́̾́̕̚ͅ.̸̨̱̥̻͕̦̉̔̓̏͂̊̐̽̊̒̅.̶̨̡̤̠̞̦̙͈̖̰̹̒̄̂̅̉͊̑̀ͅ.̷̡̗̱̻͓͔̭͕͔̀͗͊͋̓̎͜͝ͅ.̶̛̛̝͓̟͛̀͑̅̍̎̔̒͝.̸̢̥̯͔̫̭͔͋̅͜͝.̷̡̡̧̡̪̫̠̯̘̫̤͑́̑́ͅ.̷͍͎̑͑͌͘.̴͓͝.̴̢̢̛͓̀͒̈́͑̒̊͝.̷̦͔͔̲̼̭͇̰͍̝̈́̾̓͊̎̆̋̕͝.̸̢̤̋̃̓̉͗̏̾̃̌̚͘̕.̵̨͓̼͚̮͆͂̍.̴̨̢̩͕̝͚̱̙̹̠̝̀̎̑̕ͅ.̸̡̫̺̜͙̃͌̈͆͝͝.̵̭͕͙̻͍͍̞̗̿͒́͆̎͒͑̈͜.̴̨͎̱͖̤̩͎͚̗̭̖̦͆̆̍̈́.̵̧̘̰̬̫̙̤͔̫̥̱̌͂̔̇̾͊̈́́̒͒̋͜.̷̳͕͓̲̭̺͓͓͆̽͗̌.̸̢͇͈͎͉͓͕̬̲̆͂̓̃̅̑̽̍́̕̚͜͠.̵̧̢̥̥͙͖̻͍̍.̴̜̖̳̌̒̈́̀͐͗́́̔͐̀̓.̴͚̯͕̏.̶̛̰̙̫̼͉̲͍͍̼͕̓́̉̐̈́̊̏̍̕.̵̢̖̘͖̹̪́̈͐̾̍̈́.̵̛͉̞̳͉̪͕̦͖̯̙̼̋͊̈́́̚͠.̵̘̙̍.̴̧͍̟̭̗̫͓̺̼̒.̸̟͎͕͑.̶̨̧̛̻̬̱̻̖͗̔.̸̢̬̰̰͇͔̞́̅̊̎̈́͂͂͗̾̏ͅ.̴̻̳̖̦͇̦̼̣̳̜̝̪͠.̵̨̰̳͍̈́͒͂̾̌͆̄̑̕͝.̵̡̛̯͇͚̰̬̰͊̉͐̾̽̀͜ͅ.̸̢̣̳̩̰̞̰̳̼̉̔͐̔̉̌̐͆͊͝͠.̶̨̣̠͉͈̙̯̤̤̖̖̀̊͑̓́͂̔̇͝͝ͅ.̵̣̱̱̰̈́͆̾̑̍̇͑̈́̊̓̚.̶̨̧̧̪̮͕̮̙̜̄͋̄́͋̈́͒͝.̴̟̉̽̍̅͠.̶̨̡͕̞͚͖͉̘̙̣̫̤͂̅̚.̵̰̼̎̂͌̏.̶̢̤̙̠̺̟͍̌͛̂͒̓͐̒̚.̷̡̹͇̘̺̺̥̱̜̝̉̽͗
2025-10-10 07:09:52
112
Aosmszktb9l.789 :
@𝑴𝑨𝑪𝑨𝑵𝑯𝑶𝑲𝑰𝟳𝟴𝟵_🧡🧡ິ🎃ິ🐹🐹🧡ິ🎃🐹🐹🧡ິ🎃🐹🐹🧡ິ🧡ິ🎃ິິ🐹🐹🧡 . . . . . 恋:.̷̼͉̞̗̖͎͇̹̍̅͗͂̓̏͒̕.̶̨̗͚͖̣̥̪͕̽̐̕.̴̭̠̳̘̱̼͖̗͐͌̌͘͠.̸̨̮͓̱̠͖̺̺̻͚̿́̋̋͑̈͊͊̀̊̚͝.̶̺̰̭̼̦͖̻̱̣̀̑̀̏.̸̢̛͙̟̼͇͙͈͑͛͆̓.̷̧̰͚̫͙͍̥̱͍͊̆̔͋̈̐̓͋̃͒̇̚.̶͉̹̗͚̄̆̈́͋͘͝.̷̯̹̻̫͓͉̩̑̈́͊̍͑͆̀͠.̶̡̢̞̖̘̕.̴̩̝͓̰̭̗͍͎̘̺̊͊́͆.̷̧̛͉͓͇̮̥̤̠̣̞̇͋͒̚͜.̷͙͔́̅̿̆̑̉̚͝.̵̛̭̮̼̜͕̀͂͌̀̀̑͒̽̓̚.̶̧͈͕̰̼̩͍̺̜̳̽͗̔̐̀͂̃͑̓͝.̷̺͙̹̼̖̀ͅ.̷̠̅͐͗͑̒̎͑̀͌̈͆́.̸̩͖̯̪̥͑̄͜ͅ.̶̧̨̩̫͎̖͓̬̙͇̓́̐ͅ.̵̹͖̟̘̓͒̿̋͌̔̒͑̈́̓.̵̡͍̦̯̙̖͂̌̈́̀̽͘͜͝.̵͕̠̰̑̀.̶͇̹̠̜̰̪͓͎̱̝͚̟̍̾͛̅͘.̵̧̙̰̖̻͍̤̝͇̎̑͂.̵̪͎͗̽̕.̶̫̭͈͙̀̀̅͘͝͠.̸̡̼̩͕̱̰͉̝͑̾̒͐̄͂̆̈͗͛͆̕.̴̢͚͙̦̿̊̀̕ͅ.̶̛̼͎̣͉̻̲͔͐̈́̐͛̓̈́̾́̕̚ͅ.̸̨̱̥̻͕̦̉̔̓̏͂̊̐̽̊̒̅.̶̨̡̤̠̞̦̙͈̖̰̹̒̄̂̅̉͊̑̀ͅ.̷̡̗̱̻͓͔̭͕͔̀͗͊͋̓̎͜͝ͅ.̶̛̛̝͓̟͛̀͑̅̍̎̔̒͝.̸̢̥̯͔̫̭͔͋̅͜͝.̷̡̡̧̡̪̫̠̯̘̫̤͑́̑́ͅ.̷͍͎̑͑͌͘.̴͓͝.̴̢̢̛͓̀͒̈́͑̒̊͝.̷̦͔͔̲̼̭͇̰͍̝̈́̾̓͊̎̆̋̕͝.̸̢̤̋̃̓̉͗̏̾̃̌̚͘̕.̵̨͓̼͚̮͆͂̍.̴̨̢̩͕̝͚̱̙̹̠̝̀̎̑̕ͅ.̸̡̫̺̜͙̃͌̈͆͝͝.̵̭͕͙̻͍͍̞̗̿͒́͆̎͒͑̈͜.̴̨͎̱͖̤̩͎͚̗̭̖̦͆̆̍̈́.̵̧̘̰̬̫̙̤͔̫̥̱̌͂̔̇̾͊̈́́̒͒̋͜.̷̳͕͓̲̭̺͓͓͆̽͗̌.̸̢͇͈͎͉͓͕̬̲̆͂̓̃̅̑̽̍́̕̚͜͠.̵̧̢̥̥͙͖̻͍̍.̴̜̖̳̌̒̈́̀͐͗́́̔͐̀̓.̴͚̯͕̏.̶̛̰̙̫̼͉̲͍͍̼͕̓́̉̐̈́̊̏̍̕.̵̢̖̘͖̹̪́̈͐̾̍̈́.̵̛͉̞̳͉̪͕̦͖̯̙̼̋͊̈́́̚͠.̵̘̙̍.̴̧͍̟̭̗̫͓̺̼̒.̸̟͎͕͑.̶̨̧̛̻̬̱̻̖͗̔.̸̢̬̰̰͇͔̞́̅̊̎̈́͂͂͗̾̏ͅ.̴̻̳̖̦͇̦̼̣̳̜̝̪͠.̵̨̰̳͍̈́͒͂̾̌͆̄̑̕͝.̵̡̛̯͇͚̰̬̰͊̉͐̾̽̀͜ͅ.̸̢̣̳̩̰̞̰̳̼̉̔͐̔̉̌̐͆͊͝͠.̶̨̣̠͉͈̙̯̤̤̖̖̀̊͑̓́͂̔̇͝͝ͅ.̵̣̱̱̰̈́͆̾̑̍̇͑̈́̊̓̚.̶̨̧̧̪̮͕̮̙̜̄͋̄́͋̈́͒͝.̴̟̉̽̍̅͠.̶̨̡͕̞͚͖͉̘̙̣̫̤͂̅̚.̵̰̼̎̂͌̏.̶̢̤̙̠̺̟͍̌͛̂͒̓͐̒̚.̷̡̹͇̘̺̺̥̱̜̝̉̽͗.̶͓̲̱͇͎̩̻͍͆͐̒͌̀̾̌͛̾̍͋͘.̷̂̄͆̈́̒̀͜.̴̞̖̞̳̾́̉̑̿͋̌́̉̓.̴͙͖̗̘̲̤͖̂̽̒̎.̷̫̩͚͖̬̬̲̹͑̐̕͝.̷̢̡̡̧̭͕̙̬̝̱̭̈́́̋͜.̸̛̬̳͙͔̌̾̈́̔̋͌͂̅͠.̶͇̖̐̈́́̀́͜.̷̗̹̉̋̍͋̀̆͆̓͘͠ͅ.̶̨̩͚̪̠̺͖̬͛̓̒͌͐͌̀̓̐̑́̏.̸̤͉̗̬͙͚͓̭̰̞̝̾̔͑̓̓̔̊̒̈́͘͝.̸͚͒.̷̧͓̲͈̙̱̉͆̿̾̎͐̔͐͜ͅ.̵̨͓̩̺̬̠͇̣̎̍̔̿̆̂̃͠.̸͖̦̻̓͌̆́̄̇̄̾̊̊̃͘.̴̢̡̦͇̹̗̦̲́̈͝.̸͇͓̫̖̜̞̀̋̀͆̓͌̆̈͜͜.̵̬͓͑͛̐̓̈̈́.̴̢̝̣͍̦͚͇̘͉̘͊̋̉̊̋́̍͠.̴̛̹͔̗̣̱̀̄̆̓̔͗͊͋̆.̶̧̮̥͔̹̫͎͒.̷̡̡̜̒̄̃̅͋̀̏̇͊͜.̵̜̜̐̄̏̇̓.̶͕̄̎͐̓̔͘.̶̹̹͐̍.̸̡̥͠.̸̡̧͕͖̫̹̎̓.̷͈̲͍͎̯̮͍̙͉̳̄̏̈́̇̄͊́͜͠͝͝͝.̷̡̝̳͔̯͍̼̦̪͔̠̣̔̀̔̑.̴͔̼͌̇͛̃̂.̶̛͔͈͖̼͉̔́́̽͘͝͠.̶̜̖͈̱͚̠̺̋ͅ.̸̢̡̧̜̘̯̰͎̘̂̈.̴̛̬̟͉̌͌̅̈́̂͌̈́̚͜.̶̠͒̑̃̅̿́͘̚.̵͔̖͕̙̮̈́.̵͈̳̆̽.̴͈̅̇̈́̈́͒́̏̓̊̕.̵̨̮̜̬͓̻̆͑̀́̾́͂̉̔͌̎͆.̴̻̬̜̥̞̺̥̃͊̉̀͠.̴͕͙̘͊̔͜.̷̡̰͚͕̟̔̀͆́̎̕͘ͅͅͅ.̶̢̳͈͇̼͔̘͇̝̯̮̦̉̔͝.̴̨̨̯͖͇͍̃̿͌͋͗̒̚.̶͎̃̃͌̎̔̏̀̄͛̈́͋.̸̧̛̛̳̠̣͕͕͔̦̮̒̈̆̈̈́́̆͆̚͝.̶̘͍̮̥̓.̶̺̐̌͊̂.̷̟̀.̴̧͎̪̥͎̜̜̠̟̓̏̓̑͂̏̏͐͜͠͝.̸̧͕̟̖̳̲̤̝̂̍͗͜͜.̸̧̞̳̹̩̜̟̇̒̏͘ͅ.̶͔̰̯̥͖̰͚̄̌̅.̴̝͍͈̩̘̌͑.̴̱̘̱̹̳͍̮͉͗̊̋̇̏͝͠͝͝.̶̧̢̥̥͈̜̓.̶̹͍̺̰̜̟̰͓̜̱̎͐́.̷̨̩͔̝͕̫̱̞̫̝͂̿.̸̖͖̟̹͍̰̟̲̟̫͑̂͊͐̽̈́̇͠.̶͇̙̎̏͘͝.̸̨̨̯̥̯̳̜̊͒̄͒̄̚͠.̶̲̟͗͠.̴͔̫̦͐̑̑͑̿̔̐̽͝.̶̠͔͚̮̺͙̞̫̙̄̑̀̎ͅͅ.̵̢̡̙̼͓͖̻͖̹̞̯͆́͜.̵̢̹̘͒̎̈̏̓̋̀͗ͅ.̸̡̗͕̭̬̲͙̙̭̩̊̋̋̊͗̋͆̑͊͘͠.̴̻̬̥͚̦̀͊̎͗͒͝ͅ.̷̄͋́͋right.̴̢͓͉͔͓̗̦̬́͗̋̏͜.̴͂̾͆̎:.̴̢̧͖̖͇̩͚̬͂̾͆̎.̶̮̤̯̊🍩72723
2025-10-27 07:38:31
34
yessi😍 :
@𝐋𝐈𝐑𝐈𝐊𝟕𝟖𝟗❁ 💠⃟🍃⃝🌀⃞🔮⃟ tetaplah kuat 💠⃟🍃⃝🌀⃞🔮⃟ 💠⃟🍃⃝🌀⃞🔮⃟ 💠⃟🍃⃝🌀⃞🔮⃟ 💠⃟🍃⃝🌀⃞🔮⃟ 💠⃟:.̷̼͉̞̗̖͎͇̹̍̅͗͂̓̏͒̕.̶̨̗͚͖̣̥̪͕̽̐̕.̴̭̠̳̘̱̼͖̗͐͌̌͘͠.̸̨̮͓̱̠͖̺̺̻͚̿́̋̋͑̈͊͊̀̊̚͝.̶̺̰̭̼̦͖̻̱̣̀̑̀̏.̸̢̛͙̟̼͇͙͈͑͛͆̓.̷̧̰͚̫͙͍̥̱͍͊̆̔͋̈̐̓͋̃͒̇̚.̶͉̹̗͚̄̆̈́͋͘͝.̷̯̹̻̫͓͉̩̑̈́͊̍͑͆̀͠.̶̡̢̞̖̘̕.̴̩̝͓̰̭̗͍͎̘̺̊͊́͆.̷̧̛͉͓͇̮̥̤̠̣̞̇͋͒̚͜.̷͙͔́̅̿̆̑̉̚͝.̵̛̭̮̼̜͕̀͂͌̀̀̑͒̽̓̚.̶̧͈͕̰̼̩͍̺̜̳̽͗̔̐̀͂̃͑̓͝.̷̺͙̹̼̖̀ͅ.̷̠̅͐͗͑̒̎͑̀͌̈͆́.̸̩͖̯̪̥͑̄͜ͅ.̶̧̨̩̫͎̖͓̬̙͇̓́̐ͅ.̵̹͖̟̘̓͒̿̋͌̔̒͑̈́̓.̵̡͍̦̯̙̖͂̌̈́̀̽͘͜͝.̵͕̠̰̑̀.̶͇̹̠̜̰̪͓͎̱̝͚̟̍̾͛̅͘.̵̧̙̰̖̻͍̤̝͇̎̑͂.̵̪͎͗̽̕.̶̫̭͈͙̀̀̅͘͝͠.̸̡̼̩͕̱̰͉̝͑̾̒͐̄͂̆̈͗͛͆̕.̴̢͚͙̦̿̊̀̕ͅ.̶̛̼͎̣͉̻̲͔͐̈́̐͛̓̈́̾́̕̚ͅ.̸̨̱̥̻͕̦̉̔̓̏͂̊̐̽̊̒̅.̶̨̡̤̠̞̦̙͈̖̰̹̒̄̂̅̉͊̑̀ͅ.̷̡̗̱̻͓͔̭͕͔̀͗͊͋̓̎͜͝ͅ.̶̛̛̝͓̟͛̀͑̅̍̎̔̒͝.̸̢̥̯͔̫̭͔͋̅͜͝.̷̡̡̧̡̪̫̠̯̘̫̤͑́̑́ͅ.̷͍͎̑͑͌͘.̴͓͝.̴̢̢̛͓̀͒̈́͑̒̊͝.̷̦͔͔̲̼̭͇̰͍̝̈́̾̓͊̎̆̋̕͝.̸̢̤̋̃̓̉͗̏̾̃̌̚͘̕.̵̨͓̼͚̮͆͂̍.̴̨̢̩͕̝͚̱̙̹̠̝̀̎̑̕ͅ.̸̡̫̺̜͙̃͌̈͆͝͝.̵̭͕͙̻͍͍̞̗̿͒́͆̎͒͑̈͜.̴̨͎̱͖̤̩͎͚̗̭̖̦͆̆̍̈́.̵̧̘̰̬̫̙̤͔̫̥̱̌͂̔̇̾͊̈́́̒͒̋͜.̷̳͕͓̲̭̺͓͓͆̽͗̌.̸̢͇͈͎͉͓͕̬̲̆͂̓̃̅̑̽̍́̕̚͜͠.̵̧̢̥̥͙͖̻͍̍.̴̜̖̳̌̒̈́̀͐͗́́̔͐̀̓.̴͚̯͕̏.̶̛̰̙̫̼͉̲͍͍̼͕̓́̉̐̈́̊̏̍̕.̵̢̖̘͖̹̪́̈͐̾̍̈́.̵̛͉̞̳͉̪͕̦͖̯̙̼̋͊̈́́̚͠.̵̘̙̍.̴̧͍̟̭̗̫͓̺̼̒.̸̟͎͕͑.̶̨̧̛̻̬̱̻̖͗̔.̸̢̬̰̰͇͔̞́̅̊̎̈́͂͂͗̾̏ͅ.̴̻̳̖̦͇̦̼̣̳̜̝̪͠.̵̨̰̳͍̈́͒͂̾̌͆̄̑̕͝.̵̡̛̯͇͚̰̬̰͊̉͐̾̽̀͜ͅ.̸̢̣̳̩̰̞̰̳̼̉̔͐̔̉̌̐͆͊͝͠.̶̨̣̠͉͈̙̯̤̤̖̖̀̊͑̓́͂̔̇͝͝ͅ.̵̣̱̱̰̈́͆̾̑̍̇͑̈́̊̓̚.̶̨̧̧̪̮͕̮̙̜̄͋̄́͋̈́͒͝.̴̟̉̽̍̅͠.̶̨̡͕̞͚͖͉̘̙̣̫̤͂̅̚.̵̰̼̎̂͌̏.̶̢̤̙̠̺̟͍̌͛̂͒̓͐̒̚.̷̡̹͇̘̺̺̥̱̜̝̉̽͗.̶͓̲̱͇͎̩̻͍͆͐̒͌̀̾̌͛̾̍͋͘.̷̂̄͆̈́̒̀͜.̴̞̖̞̳̾́̉̑̿͋̌́̉̓.̴͙͖̗̘̲̤͖̂̽̒̎.̷̫̩͚͖̬̬̲̹͑̐̕͝.̷̢̡̡̧̭͕̙̬̝̱̭̈́́̋͜.̸̛̬̳͙͔̌̾̈́̔̋͌͂̅͠.̶͇̖̐̈́́̀́͜.̷̗̹̉̋̍͋̀̆͆̓͘͠ͅ.̶̨̩͚̪̠̺͖̬͛̓̒͌͐͌̀̓̐̑́̏.̸̤͉̗̬͙͚͓̭̰̞̝̾̔͑̓̓̔̊̒̈́͘͝.̸͚͒.̷̧͓̲͈̙̱̉͆̿̾̎͐̔͐͜ͅ.̵̨͓̩̺̬̠͇̣̎̍̔̿̆̂̃͠.̸͖̦̻̓͌̆́̄̇̄̾̊̊̃͘.̴̢̡̦͇̹̗̦̲́̈͝.̸͇͓̫̖̜̞̀̋̀͆̓͌̆̈͜͜.̵̬͓͑͛̐̓̈̈́.̴̢̝̣͍̦͚͇̘͉̘͊̋̉̊̋́̍͠.̴̛̹͔̗̣̱̀̄̆̓̔͗͊͋̆.̶̧̮̥͔̹̫͎͒.̷̡̡̜̒̄̃̅͋̀̏̇͊͜.̵̜̜̐̄̏̇̓.̶͕̄̎͐̓̔͘.̶̹̹͐̍.̸̡̥͠.̸̡̧͕͖̫̹̎̓.̷͈̲͍͎̯̮͍̙͉̳̄̏̈́̇̄͊́͜͠͝͝͝.̷̡̝̳͔̯͍̼̦̪͔̠̣̔̀̔̑.̴͔̼͌̇͛̃̂.̶̛͔͈͖̼͉̔́́̽͘͝͠.̶̜̖͈̱͚̠̺̋ͅ.̸̢̡̧̜̘̯̰͎̘̂̈.̴̛̬̟͉̌͌̅̈́̂͌̈́̚͜.̶̠͒̑̃̅̿́͘̚.̵͔̖͕̙̮̈́.̵͈̳̆̽.̴͈̅̇̈́̈́͒́̏̓̊̕.̵̨̮̜̬͓̻̆͑̀́̾́͂̉̔͌̎͆.̴̻̬̜̥̞̺̥̃͊̉̀͠.̴͕͙̘͊̔͜.̷̡̰͚͕̟̔̀͆́̎̕͘ͅͅͅ.̶̢̳͈͇̼͔̘͇̝̯̮̦̉̔͝.̴̨̨̯͖͇͍̃̿͌͋͗̒̚.̶͎̃̃͌̎̔̏̀̄͛̈́͋.̸̧̛̛̳̠̣͕͕͔̦̮̒̈̆̈̈́́̆͆̚͝.̶̘͍̮̥̓.̶̺̐̌͊̂.̷̟̀.̴̧͎̪̥͎̜̜̠̟̓̏̓̑͂̏̏͐͜͠͝.̸̧͕̟̖̳̲̤̝̂̍͗͜͜.̸̧̞̳̹̩̜̟̇̒̏͘ͅ.̶͔̰̯̥͖̰͚̄̌̅.̴̝͍͈̩̘̌͑.̴̱̘̱̹̳͍̮͉͗̊̋̇̏͝͠͝͝.̶̧̢̥̥͈̜̓.̶̹͍̺̰̜̟̰͓̜̱̎͐́.̷̨̩͔̝͕̫̱̞̫̝͂̿.̸̖͖̟̹͍̰̟̲̟̫͑̂͊͐̽̈́̇͠.̶͇̙̎̏͘͝.̸̨̨̯̥̯̳̜̊͒̄͒̄̚͠.̶̲̟͗͠.̴͔̫̦͐̑̑͑̿̔̐̽͝.̶̠͔͚̮̺͙̞̫̙̄̑̀̎ͅͅ.̵̢̡̙̼͓͖̻͖̹̞̯͆́͜.̵̢̹̘͒̎̈̏̓̋̀͗ͅ.̸̡̗͕̭̬̲͙̙̭̩̊̋̋̊͗̋͆̑͊͘͠.̴̻̬̥͚̦̀͊̎͗͒͝ͅ.̷̄͋́͋right.̴̢͓͉͔͓̗̦̬́͗̋̏͜.̴love
2025-12-06 16:10:20
59
Qwc :
@𝐆𝐒𝐎𝟕𝟖𝟗 ♛ 🪽⃟💗⃝🪽⃞💙⃝🪽 FAITH 🪽⃟💗⃝🪽⃞💙⃝🪽 💗 💙 💗 💙 💗 :.̷͔̱̰̪͈͎͍̲̪̩̮̀̒͛̅͋̋͆̀͘͝.̶̡̛̛̥̻̖͚̯̫̓̏͒̄̅̕͘.̸̢̡͖̤͔͇͇͍̖̒̔͂̑̑̎̈́́͘.̶̟̠̻͈̮̝̖̟̺̠̀͌̀̇̏̍͝.̵̡̨̡̲̜̤͎̯̟̎̇͌̇͛̓̐.̶̠͍̞̤͍͓͚̜͎̘̩͗̒̈̀̿̇͆̈́̀͝.̷̡̦͚̤͚͖͔̖̙̲̑͊͊̓͛͊̓͝.̶̡͎̩͈̝̳͖͚̲͑̀͑̈́̈́̍͐͂̔͘͝.̵̯̻̩̙̠̮͓̞̙͂͆̀̀͋̏̈́͗̚͠.̸̱̦̟͓͖͉̙̤͉̫̇́̇́͒̽̿͐͌͘̚.̴̛̠̮̪͔͛̃̅̎̅͆͗̿́͘.̶̡̹͓̻̲̼̞̩̤̻̇͛̓̽̆̈́́̓́̇̚.̷̛͔͔̞̞͎̲̝̲̗͕͊̋̓̈́͛̀͑̈́̀̾.̸̛̛̯̟͔͖͕̙̘̜̯̘͆͆͌̄̿͆͘.̷̝͉͈̳̯̠͕̯̈́̓͑̃̾̓̿̄͝.̸̡̨̮͕̘̙̯̫̦͛̎̐͛̀͊͂̀͑̔͝.̴̨̛͎̝̮̖͉̙̫͗̓̅͂̀͋̎̕̚.̴̡̙͙͓̱̥̯͎̀̈́̋̎̒̀̍̕̕͝.̶̯̭̘̦͍̝̓̀̔̿̍̍́̄͛͊͘.̵̟̤̞̪͔̳͗̿̎̓͆͐̕͝.̸̯̼̞̳̦̈́͊̀̓͛̋̇̾̕͝.̷̬̖͉̼̭̿̓̆͊̍̔͂̽̀͘.̵̛̱̝͈̰̦̠̘̘̠̈́̎̀͗͋̎͗͑.̸͇͔̰̰̜̼͑̔͋̐͊̅̐̋͗̄̓.̴̗̙̞͖̹̮̮͊͋̈́̀͗̏̀͌̋̔.̶̡̲̫̭̲̜̲̐̅̅͊̈́̿̽͝.̷̡̦͓̫̇͋͊̀͘͝.̶̝̘͕͈͌̓̇̅͑̏͑͝.̵̠̘̫͉̠̜͍̳͑̏̍͑̿͋͘.̶̘̩̙̙̮̭̲̬͂̿́̎͛̚͝͠͝.̸͖̳̟̟̤̻̼̝͛͆͗͆͂͑͝͠.̵͕̯͕̠̎̋̑̔͌̽̔̇̕.̷͉̲͙̳͈̈́̀̒͛́̏̅͠͝͝.̵̱͖̰̤̩̯̍͐͌̎̾̏͗̕͘͠.̸̲̮͇̮͒͆͒̾͂͂̑̚.̷͍̯̳͎͔̗͊̾̏̋̔͐͌͊͘͘.̵͎̩͎̘͓̹̙͌̐͆͂͒̓̈́̕͝͠.̶̨͍͙̞̖́͗͒̇̀̍̋͛͌̎̚.̵̥̳̞͎͓̑͑̀̋̓̔̓͗̓.̸̡͓̖̮̤̠͎̓̾̿̇͌́̈́̾̕̚͘.̵̛̘̰͍̥̙̟͒̈́̎̐͆͑̈́͋̈́.̸̨̝̞̭̳͍̬̈́̇̔̐̓́̚.̷̠̦͓̜̙̠͆̇̅͌͛̋͆̍͆͠.̵̲̲̞̞̜̟͉͈̑̿͂̿̄͆͘͠.̸̛͖̯̜̙̖̈́̎̋͑͐͗͒͝.̶̗͎̦̲̲̤̇͌̽̑̒̈́̓̚͝͠.̴̡̳̰̘̮̘̠̋͑͆͋̔̕͝.̸̱̮̞͇̜͑́̑̑̍͊͛͛̚͠.̸͖̼͔̠̗͊̐͐͋͛̋̅̔̀͘͝.̴̝̦̝̟̟̫̯̍̓̓̈́͒͊̍̕.̵̰͍̳͚̝̀̍̒͐͐͌̐̚͝.̶̮̯̠̯͚̄̍͆͑̓̓̓̕.̷̤̲̰͔̱̟̎̎̈́͊̑̿͠͝.̶̨͓̲̫̠͈͐̈́̈́͊̍͂̈́̽͝.̸̦̠͓̤̻̼̏́̇̋̕͝͝.̶͓͖̠͓̝̻̈́͋͒͂͒͑͋͘͘͠.̵̛͕͓̠̹̜̙͊͛͋͊͑̍̀͘͘͝.̷̡̜̙̝̗̋̅̅̏͆͐͒͒͋͒.̸͎͖̞͙͋͆̍̈́̑̎̿͑̑͘͠.̵̢̰̝̝̮̅͂̋̀͌̀̅͗͛͝.̸͇̫̮̼͑̈́͊̓͂͗̈́͗̋̈́͘.̷̠̮̟̖̗͔̳̔̈̇͐͐͒́͒̀͘̕.̵͕̥̝̠̖̝̓̄̓̐͒̓́͘̕.
2025-11-11 11:40:07
57
rehena🍊 :
@🅛🅘🅡🅘🅚𝟕𝟖𝟗_💙⃟🔥⃝💙⃞🔥⃝ energi tetap hidup 💙⃟🔥⃝💙⃞🔥⃝ 💙⃟🔥⃝💙⃞🔥⃝ 💙⃟🔥⃝💙⃞🔥⃝ 💙⃟🔥⃝💙⃞🔥⃝ 💙⃟:.̷̼͉̞̗̖͎͇̹̍̅͗͂̓̏͒̕.̶̨̗͚͖̣̥̪͕̽̐̕.̴̭̠̳̘̱̼͖̗͐͌̌͘͠.̸̨̮͓̱̠͖̺̺̻͚̿́̋̋͑̈͊͊̀̊̚͝.̶̺̰̭̼̦͖̻̱̣̀̑̀̏.̸̢̛͙̟̼͇͙͈͑͛͆̓.̷̧̰͚̫͙͍̥̱͍͊̆̔͋̈̐̓͋̃͒̇̚.̶͉̹̗͚̄̆̈́͋͘͝.̷̯̹̻̫͓͉̩̑̈́͊̍͑͆̀͠.̶̡̢̞̖̘̕.̴̩̝͓̰̭̗͍͎̘̺̊͊́͆.̷̧̛͉͓͇̮̥̤̠̣̞̇͋͒̚͜.̷͙͔́̅̿̆̑̉̚͝.̵̛̭̮̼̜͕̀͂͌̀̀̑͒̽̓̚.̶̧͈͕̰̼̩͍̺̜̳̽͗̔̐̀͂̃͑̓͝.̷̺͙̹̼̖̀ͅ.̷̠̅͐͗͑̒̎͑̀͌̈͆́.̸̩͖̯̪̥͑̄͜ͅ.̶̧̨̩̫͎̖͓̬̙͇̓́̐ͅ.̵̹͖̟̘̓͒̿̋͌̔̒͑̈́̓.̵̡͍̦̯̙̖͂̌̈́̀̽͘͜͝.̵͕̠̰̑̀.̶͇̹̠̜̰̪͓͎̱̝͚̟̍̾͛̅͘.̵̧̙̰̖̻͍̤̝͇̎̑͂.̵̪͎͗̽̕.̶̫̭͈͙̀̀̅͘͝͠.̸̡̼̩͕̱̰͉̝͑̾̒͐̄͂̆̈͗͛͆̕.̴̢͚͙̦̿̊̀̕ͅ.̶̛̼͎̣͉̻̲͔͐̈́̐͛̓̈́̾́̕̚ͅ.̸̨̱̥̻͕̦̉̔̓̏͂̊̐̽̊̒̅.̶̨̡̤̠̞̦̙͈̖̰̹̒̄̂̅̉͊̑̀ͅ.̷̡̗̱̻͓͔̭͕͔̀͗͊͋̓̎͜͝ͅ.̶̛̛̝͓̟͛̀͑̅̍̎̔̒͝.̸̢̥̯͔̫̭͔͋̅͜͝.̷̡̡̧̡̪̫̠̯̘̫̤͑́̑́ͅ.̷͍͎̑͑͌͘.̴͓͝.̴̢̢̛͓̀͒̈́͑̒̊͝.̷̦͔͔̲̼̭͇̰͍̝̈́̾̓͊̎̆̋̕͝.̸̢̤̋̃̓̉͗̏̾̃̌̚͘̕.̵̨͓̼͚̮͆͂̍.̴̨̢̩͕̝͚̱̙̹̠̝̀̎̑̕ͅ.̸̡̫̺̜͙̃͌̈͆͝͝.̵̭͕͙̻͍͍̞̗̿͒́͆̎͒͑̈͜.̴̨͎̱͖̤̩͎͚̗̭̖̦͆̆̍̈́.̵̧̘̰̬̫̙̤͔̫̥̱̌͂̔̇̾͊̈́́̒͒̋͜.̷̳͕͓̲̭̺͓͓͆̽͗̌.̸̢͇͈͎͉͓͕̬̲̆͂̓̃̅̑̽̍́̕̚͜͠.̵̧̢̥̥͙͖̻͍̍.̴̜̖̳̌̒̈́̀͐͗́́̔͐̀̓.̴͚̯͕̏.̶̛̰̙̫̼͉̲͍͍̼͕̓́̉̐̈́̊̏̍̕.̵̢̖̘͖̹̪́̈͐̾̍̈́.̵̛͉̞̳͉̪͕̦͖̯̙̼̋͊̈́́̚͠.̵̘̙̍.̴̧͍̟̭̗̫͓̺̼̒.̸̟͎͕͑.̶̨̧̛̻̬̱̻̖͗̔.̸̢̬̰̰͇͔̞́̅̊̎̈́͂͂͗̾̏ͅ.̴̻̳̖̦͇̦̼̣̳̜̝̪͠.̵̨̰̳͍̈́͒͂̾̌͆̄̑̕͝.̵̡̛̯͇͚̰̬̰͊̉͐̾̽̀͜ͅ.̸̢̣̳̩̰̞̰̳̼̉̔͐̔̉̌̐͆͊͝͠.̶̨̣̠͉͈̙̯̤̤̖̖̀̊͑̓́͂̔̇͝͝ͅ.̵̣̱̱̰̈́͆̾̑̍̇͑̈́̊̓̚.̶̨̧̧̪̮͕̮̙̜̄͋̄́͋̈́͒͝.̴̟̉̽̍̅͠.̶̨̡͕̞͚͖͉̘̙̣̫̤͂̅̚.̵̰̼̎̂͌̏.̶̢̤̙̠̺̟͍̌͛̂͒̓͐̒̚.̷̡̹͇̘̺̺̥̱̜̝̉̽͗.̶͓̲̱͇͎̩̻͍͆͐̒͌̀̾̌͛̾̍͋͘.̷̂̄͆̈́̒̀͜.̴̞̖̞̳̾́̉̑̿͋̌́̉̓.̴͙͖̗̘̲̤͖̂̽̒̎.̷̫̩͚͖̬̬̲̹͑̐̕͝.̷̢̡̡̧̭͕̙̬̝̱̭̈́́̋͜.̸̛̬̳͙͔̌̾̈́̔̋͌͂̅͠.̶͇̖̐̈́́̀́͜.̷̗̹̉̋̍͋̀̆͆̓͘͠ͅ.̶̨̩͚̪̠̺͖̬͛̓̒͌͐͌̀̓̐̑́̏.̸̤͉̗̬͙͚͓̭̰̞̝̾̔͑̓̓̔̊̒̈́͘͝.̸͚͒.̷̧͓̲͈̙̱̉͆̿̾̎͐̔͐͜ͅ.̵̨͓̩̺̬̠͇̣̎̍̔̿̆̂̃͠.̸͖̦̻̓͌̆́̄̇̄̾̊̊̃͘.̴̢̡̦͇̹̗̦̲́̈͝.̸͇͓̫̖̜̞̀̋̀͆̓͌̆̈͜͜.̵̬͓͑͛̐̓̈̈́.̴̢̝̣͍̦͚͇̘͉̘͊̋̉̊̋́̍͠.̴̛̹͔̗̣̱̀̄̆̓̔͗͊͋̆.̶̧̮̥͔̹̫͎͒.̷̡̡̜̒̄̃̅͋̀̏̇͊͜.̵̜̜̐̄̏̇̓.̶͕̄̎͐̓̔͘.̶̹̹͐̍.̸̡̥͠.̸̡̧͕͖̫̹̎̓.̷͈̲͍͎̯̮͍̙͉̳̄̏̈́̇̄͊́͜͠͝͝͝.̷̡̝̳͔̯͍̼̦̪͔̠̣̔̀̔̑.̴͔̼͌̇͛̃̂.̶̛͔͈͖̼͉̔́́̽͘͝͠.̶̜̖͈̱͚̠̺̋ͅ.̸̢̡̧̜̘̯̰͎̘̂̈.̴̛̬̟͉̌͌̅̈́̂͌̈́̚͜.̶̠͒̑̃̅̿́͘̚.̵͔̖͕̙̮̈́.̵͈̳̆̽.̴͈̅̇̈́̈́͒́̏̓̊̕.̵̨̮̜̬͓̻̆͑̀́̾́͂̉̔͌̎͆.̴̻̬̜̥̞̺̥̃͊̉̀͠.̴͕͙̘͊̔͜.̷̡̰͚͕̟̔̀͆́̎̕͘ͅͅͅ.̶̢̳͈͇̼͔̘͇̝̯̮̦̉̔͝.̴̨̨̯͖͇͍̃̿͌͋͗̒̚.̶͎̃̃͌̎̔̏̀̄͛̈́͋.̸̧̛̛̳̠̣͕͕͔̦̮̒̈̆̈̈́́̆͆̚͝.̶̘͍̮̥̓.̶̺̐̌͊̂.̷̟̀.̴̧͎̪̥͎̜̜̠̟̓̏̓̑͂̏̏͐͜͠͝.̸̧͕̟̖̳̲̤̝̂̍͗͜͜.̸̧̞̳̹̩̜̟̇̒̏͘ͅ.̶͔̰̯̥͖̰͚̄̌̅.̴̝͍͈̩̘̌͑.̴̱̘̱̹̳͍̮͉͗̊̋̇̏͝͠͝͝.̶̧̢̥̥͈̜̓.̶̹͍̺̰̜̟̰͓̜̱̎͐́.̷̨̩͔̝͕̫̱̞̫̝͂̿.̸̖͖̟̹͍̰̟̲̟̫͑̂͊͐̽̈́̇͠.̶͇̙̎̏͘͝.̸̨̨̯̥̯̳̜̊͒̄͒̄̚͠.̶̲̟͗͠.̴͔̫̦͐̑̑͑̿̔̐̽͝.̶̠͔͚̮̺͙̞̫̙̄̑̀̎ͅͅ.̵̢̡̙̼͓͖̻͖̹̞̯͆́͜.̵̢̹̘͒̎̈̏̓̋̀͗ͅ.̸̡̗͕̭̬̲͙̙̭̩̊̋̋̊͗̋͆̑͊͘͠.̴̻̬̥͚̦̀͊̎͗͒͝ͅ.̷̄͋́͋right.̴̢͓͉͔͓̗̦̬́͗̋̏͜.̴love
2025-12-06 15:43:58
44
Kuntibogel 002 :
@𝗚𝗜𝗢𝗞𝟭𝟲𝟴◕꧂◕Happy Teruss Bosskuuu🌅ິ⛄☁💥ິ🌫🤍ິ🌅ິ🌪☁💥ິ🌪🤍ິ🌫🌅ິ🌫💥ິ⛄🌪 恋:.̷̼͉̞̗̖͎͇̹̍̅͗͂̓̏͒̕.̶̨̗͚͖̣̥̪͕̽̐̕.̴̭̠̳̘̱̼͖̗͐͌̌͘͠.̸̨̮͓̱̠͖̺̺̻͚̿́̋̋͑̈͊͊̀̊̚͝.̶̺̰̭̼̦͖̻̱̣̀̑̀̏.̸̢̛͙̟̼͇͙͈͑͛͆̓.̷̧̰͚̫͙͍̥̱͍͊̆̔͋̈̐̓͋̃͒̇̚.̶͉̹̗͚̄̆̈́͋͘͝.̷̯̹̻̫͓͉̩̑̈́͊̍͑͆̀͠.̶̡̢̞̖̘̕.̴̩̝͓̰̭̗͍͎̘̺̊͊́͆.̷̧̛͉͓͇̮̥̤̠̣̞̇͋͒̚͜.̷͙͔́̅̿̆̑̉̚͝.̵̛̭̮̼̜͕̀͂͌̀̀̑͒̽̓̚.̶̧͈͕̰̼̩͍̺̜̳̽͗̔̐̀͂̃͑̓͝.̷̺͙̹̼̖̀ͅ.̷̠̅͐͗͑̒̎͑̀͌̈͆́.̸̩͖̯̪̥͑̄͜ͅ.̶̧̨̩̫͎̖͓̬̙͇̓́̐ͅ.̵̹͖̟̘̓͒̿̋͌̔̒͑̈́̓.̵̡͍̦̯̙̖͂̌̈́̀̽͘͜͝.̵͕̠̰̑̀.̶͇̹̠̜̰̪͓͎̱̝͚̟̍̾͛̅͘.̵̧̙̰̖̻͍̤̝͇̎̑͂.̵̪͎͗̽̕.̶̫̭͈͙̀̀̅͘͝͠.̸̡̼̩͕̱̰͉̝͑̾̒͐̄͂̆̈͗͛͆̕.̴̢͚͙̦̿̊̀̕ͅ.̶̛̼͎̣͉̻̲͔͐̈́̐͛̓̈́̾́̕̚ͅ.̸̨̱̥̻͕̦̉̔̓̏͂̊̐̽̊̒̅.̶̨̡̤̠̞̦̙͈̖̰̹̒̄̂̅̉͊̑̀ͅ.̷̡̗̱̻͓͔̭͕͔̀͗͊͋̓̎͜͝ͅ.̶̛̛̝͓̟͛̀͑̅̍̎̔̒͝.̸̢̥̯͔̫̭͔͋̅͜͝.̷̡̡̧̡̪̫̠̯̘̫̤͑́̑́ͅ.̷͍͎̑͑͌͘.̴͓͝.̴̢̢̛͓̀͒̈́͑̒̊͝.̷̦͔͔̲̼̭͇̰͍̝̈́̾̓͊̎̆̋̕͝.̸̢̤̋̃̓̉͗̏̾̃̌̚͘̕.̵̨͓̼͚̮͆͂̍.̴̨̢̩͕̝͚̱̙̹̠̝̀̎̑̕ͅ.̸̡̫̺̜͙̃͌̈͆͝͝.̵̭͕͙̻͍͍̞̗̿͒́͆̎͒͑̈͜.̴̨͎̱͖̤̩͎͚̗̭̖̦͆̆̍̈́.̵̧̘̰̬̫̙̤͔̫̥̱̌͂̔̇̾͊̈́́̒͒̋͜.̷̳͕͓̲̭̺͓͓͆̽͗̌.̸̢͇͈͎͉͓͕̬̲̆͂̓̃̅̑̽̍́̕̚͜͠.̵̧̢̥̥͙͖̻͍̍.̴̜̖̳̌̒̈́̀͐͗́́̔͐̀̓.̴͚̯͕̏.̶̛̰̙̫̼͉̲͍͍̼͕̓́̉̐̈́̊̏̍̕.̵̢̖̘͖̹̪́̈͐̾̍̈́.̵̛͉̞̳͉̪͕̦͖̯̙̼̋͊̈́́̚͠.̵̘̙̍.̴̧͍̟̭̗̫͓̺̼̒.̸̟͎͕͑.̶̨̧̛̻̬̱̻̖͗̔.̸̢̬̰̰͇͔̞́̅̊̎̈́͂͂͗̾̏ͅ.̴̻̳̖̦͇̦̼̣̳̜̝̪͠.̵̨̰̳͍̈́͒͂̾̌͆̄̑̕͝.̵̡̛̯͇͚̰̬̰͊̉͐̾̽̀͜ͅ.̸̢̣̳̩̰̞̰̳̼̉̔͐̔̉̌̐͆͊͝͠.̶̨̣̠͉͈̙̯̤̤̖̖̀̊͑̓́͂̔̇͝͝ͅ.̵̣̱̱̰̈́͆̾̑̍̇͑̈́̊̓̚.̶̨̧̧̪̮͕̮̙̜̄͋̄́͋̈́͒͝.̴̟̉̽̍̅͠.̶̨̡͕̞͚͖͉̘̙̣̫̤͂̅̚.̵̰̼̎̂͌̏.̶̢̤̙̠̺̟͍̌͛̂͒̓͐̒̚.̷̡̹͇̘̺̺̥̱̜̝̉̽͗.̶͓̲̱͇͎̩̻͍͆͐̒͌̀̾̌͛̾̍͋͘.̷̂̄͆̈́̒̀͜.̴̞̖̞̳̾́̉̑̿͋̌́̉̓.̴͙͖̗̘̲̤͖̂̽̒̎.̷̫̩͚͖̬̬̲̹͑̐̕͝.̷̢̡̡̧̭͕̙̬̝̱̭̈́́̋͜.̸̛̬̳͙͔̌̾̈́̔̋͌͂̅͠.̶͇̖̐̈́́̀́͜.̷̗̹̉̋̍͋̀̆͆̓͘͠ͅ.̶̨̩͚̪̠̺͖̬͛̓̒͌͐͌̀̓̐̑́̏.̸̤͉̗̬͙͚͓̭̰̞̝̾̔͑̓̓̔̊̒̈́͘͝.̸͚͒.̷̧͓̲͈̙̱̉͆̿̾̎͐̔͐͜ͅ.̵̨͓̩̺̬̠͇̣̎̍̔̿̆̂̃͠.̸͖̦̻̓͌̆́̄̇̄̾̊̊̃͘.̴̢̡̦͇̹̗̦̲́̈͝.̸͇͓̫̖̜̞̀̋̀͆̓͌̆̈͜͜.̵̬͓͑͛̐̓̈̈́.̴̢̝̣͍̦͚͇̘͉̘͊̋̉̊̋́̍͠.̴̛̹͔̗̣̱̀̄̆̓̔͗͊͋̆.̶̧̮̥͔̹̫͎͒.̷̡̡̜̒̄̃̅͋̀̏̇͊͜.̵̜̜̐̄̏̇̓.̶͕̄̎͐̓̔͘.̶̹̹͐̍.̸̡̥͠.̸̡̧͕͖̫̹̎̓.̷͈̲͍͎̯̮͍̙͉̳̄̏̈́̇̄͊́͜͠͝͝͝.̷̡̝̳͔̯͍̼̦̪͔̠̣̔̀̔̑.̴͔̼͌̇͛̃̂.̶̛͔͈͖̼͉̔́́̽͘͝͠.̶̜̖͈̱͚̠̺̋ͅ.̸̢̡̧̜̘̯̰͎̘̂̈.̴̛̬̟͉̌͌̅̈́̂͌̈́̚͜.̶̠͒̑̃̅̿́͘̚.̵͔̖͕̙̮̈́.̵͈̳̆̽.̴͈̅̇̈́̈́͒́̏̓̊̕.̵̨̮̜̬͓̻̆͑̀́̾́͂̉̔͌̎͆.̴̻̬̜̥̞̺̥̃͊̉̀͠.̴͕͙̘͊̔͜.̷̡̰͚͕̟̔̀͆́̎̕͘ͅͅͅ.̶̢̳͈͇̼͔̘͇̝̯̮̦̉̔͝.̴̨̨̯͖͇͍̃̿͌͋͗̒̚.̶͎̃̃͌̎̔̏̀̄͛̈́͋.̸̧̛̛̳̠̣͕͕͔̦̮̒̈̆̈̈́́̆͆̚͝.̶̘͍̮̥̓.̶̺̐̌͊̂.̷̟̀.̴̧͎̪̥͎̜̜̠̟̓̏̓̑͂̏̏͐͜͠͝.̸̧͕̟̖̳̲̤̝̂̍͗͜͜.̸̧̞̳̹̩̜̟̇̒̏͘ͅ.̶͔̰̯̥͖̰͚̄̌̅.̴̝͍͈̩̘̌͑.̴̱̘̱̹̳͍̮͉͗̊̋̇̏͝͠͝͝.̶̧̢̥̥͈̜̓.̶̹͍̺̰̜̟̰͓̜̱̎͐́.̷̨̩͔̝͕̫̱̞̫̝͂̿.̸̖͖̟̹͍̰̟̲̟̫͑̂͊͐̽̈́̇͠.̶͇̙̎̏͘͝.̸̨̨̯̥̯̳̜̊͒̄͒̄̚͠.̶̲̟͗͠.̴͔̫̦͐̑̑͑̿̔̐̽͝.̶̠͔͚̮̺͙̞̫̙̄̑̀̎ͅͅ.̵̢̡̙̼͓͖̻͖̹̞̯͆́͜.̵̢̹̘͒̎̈̏̓̋̀͗ͅ.̸̡̗͕̭̬̲͙̙̭̩̊̋̋̊͗̋͆̑͊͘͠.̴̻̀͊̎͗͒͝😈
2025-10-20 09:21:50
214
ฟห🐭 :
@𝗟𝗜𝗥𝟏𝗞𝟳𝟴𝟵 ✨⃟🌸⃝✨⃞💫⃝✨love✨⃟🌸⃝✨⃞💫⃝✨ 🤍⃝ :.̷͔̱̰̪͈͎͍̲̪̩̮̀̒͛̅͋̋͆̀͘͝.̶̡̛̛̥̻̖͚̯̫̓̏͒̄̅̕͘.̸̢̡͖̤͔͇͇͍̖̒̔͂̑̑̎̈́́͘.̶̟̠̻͈̮̝̖̟̺̠̀͌̀̇̏̍͝.̵̡̨̡̲̜̤͎̯̟̎̇͌̇͛̓̐.̶̠͍̞̤͍͓͚̜͎̘̩͗̒̈̀̿̇͆̈́̀͝.̷̡̦͚̤͚͖͔̖̙̲̑͊͊̓͛͊̓͝.̶̡͎̩͈̝̳͖͚̲͑̀͑̈́̈́̍͐͂̔͘͝.̵̯̻̩̙̠̮͓̞̙͂͆̀̀͋̏̈́͗̚͠.̸̱̦̟͓͖͉̙̤͉̫̇́̇́͒̽̿͐͌͘̚.̴̛̠̮̪͔͛̃̅̎̅͆͗̿́͘.̶̡̹͓̻̲̼̞̩̤̻̇͛̓̽̆̈́́̓́̇̚.̷̛͔͔̞̞͎̲̝̲̗͕͊̋̓̈́͛̀͑̈́̀̾.̸̛̛̯̟͔͖͕̙̘̜̯̘͆͆͌̄̿͆͘.̷̝͉͈̳̯̠͕̯̈́̓͑̃̾̓̿̄͝.̸̡̨̮͕̘̙̯̫̦͛̎̐͛̀͊͂̀͑̔͝.̴̨̛͎̝̮̖͉̙̫͗̓̅͂̀͋̎̕̚.̴̡̙͙͓̱̥̯͎̀̈́̋̎̒̀̍̕̕͝.̶̯̭̘̦͍̝̓̀̔̿̍̍́̄͛͊͘.̵̟̤̞̪͔̳͗̿̎̓͆͐̕͝.̸̯̼̞̳̦̈́͊̀̓͛̋̇̾̕͝.̷̬̖͉̼̭̿̓̆͊̍̔͂̽̀͘.̵̛̱̝͈̰̦̠̘̘̠̈́̎̀͗͋̎͗͑.̸͇͔̰̰̜̼͑̔͋̐͊̅̐̋͗̄̓.̴̗̙̞͖̹̮̮͊͋̈́̀͗̏̀͌̋̔.̶̡̲̫̭̲̜̲̐̅̅͊̈́̿̽͝.̷̡̦͓̫̇͋͊̀͘͝.̶̝̘͕͈͌̓̇̅͑̏͑͝.̵̠̘̫͉̠̜͍̳͑̏̍͑̿͋͘.̶̘̩̙̙̮̭̲̬͂̿́̎͛̚͝͠͝.̸͖̳̟̟̤̻̼̝͛͆͗͆͂͑͝͠.̵͕̯͕̠̎̋̑̔͌̽̔̇̕.̷͉̲͙̳͈̈́̀̒͛́̏̅͠͝͝.̵̱͖̰̤̩̯̍͐͌̎̾̏͗̕͘͠.̸̲̮͇̮͒͆͒̾͂͂̑̚.̷͍̯̳͎͔̗͊̾̏̋̔͐͌͊͘͘.̵͎̩͎̘͓̹̙͌̐͆͂͒̓̈́̕͝͠.̶̨͍͙̞̖́͗͒̇̀̍̋͛͌̎̚.̵̥̳̞͎͓̑͑̀̋̓̔̓͗̓.̸̡͓̖̮̤̠͎̓̾̿̇͌́̈́̾̕̚͘.̵̛̘̰͍̥̙̟͒̈́̎̐͆͑̈́͋̈́.̸̨̝̞̭̳͍̬̈́̇̔̐̓́̚.̷̠̦͓̜̙̠͆̇̅͌͛̋͆̍͆͠.̵̲̲̞̞̜̟͉͈̑̿͂̿̄͆͘͠.̸̛͖̯̜̙̖̈́̎̋͑͐͗͒͝.̶̗͎̦̲̲̤̇͌̽̑̒̈́̓̚͝͠.̴̡̳̰̘̮̘̠̋͑͆͋̔̕͝.̸̱̮̞͇̜͑́̑̑̍͊͛͛̚͠.̸͖̼͔̠̗͊̐͐͋͛̋̅̔̀͘͝.̴̝̦̝̟̟̫̯̍̓̓̈́͒͊̍̕.̵̰͍̳͚̝̀̍̒͐͐͌̐̚͝.̶̮̯̠̯͚̄̍͆͑̓̓̓̕.̷̤̲̰͔̱̟̎̎̈́͊̑̿͠͝.̶̨͓̲̫̠͈͐̈́̈́͊̍͂̈́̽͝.̸̦̠͓̤̻̼̏́̇̋̕͝͝.̶͓͖̠͓̝̻̈́͋͒͂͒͑͋͘͘͠.̵̛͕͓̠̹̜̙͊͛͋͊͑̍̀͘͘͝.̷̡̜̙̝̗̋̅̅̏͆͐͒͒͋͒.̸͎͖̞͙͋͆̍̈́̑̎̿͑̑͘͠.̵̢̰̝̝̮̅͂̋̀͌̀̅͗͛͝.̸͇̫̮̼͑̈́͊̓͂͗̈́͗̋̈́͘.̷̠̮̟̖̗͔̳̔̈̇͐͐͒́͒̀͘̕.̵͕̥̝̠̖̝̓̄̓̐͒̓́͘̕.
2025-11-01 11:52:11
39
:
Mat tulung mat kerjo 12 jam gur gaji 900k piye iki🤣🗿
2025-10-07 07:23:16
47
頹衙浳♎ :
@🅻🅸🆁🅸🅺𝟕𝟖𝟗♛🌀⃟⃝⃟⃞⃝⃟⃝⃟♊⃟⃝⃟⃞⃝⃟⃝⃟✨⃟⃝⃟⃞⃝⃟⃝⃟🌀 maknanya dalam 🌀⃟⃝⃟⃞⃝⃟⃝⃟♊⃟⃝⃟⃞⃝⃟⃝⃟✨⃟⃝⃟⃞⃝⃟⃝⃟🌀 x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37 8 - x² y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (X4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) como saben 8 - x² produce y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16X + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces xrevengeance = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16xj + 64) dx V = pi / 16 (x4
2025-12-27 05:39:19
442
㊆㊇㊈㊉♌ :
@𝐋𝐈𝐑𝐈𝐊𝟕𝟖𝟗❁ 🌀⃟💠⃝🌺⃞ terus maju 🌀⃟💠⃝🌺⃞ x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37 8 - x² y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (X4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) como saben 8 - x² produce y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16X + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces xrevengeance = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16xj + 64) dx V = pi / 16 (x4
2025-12-27 05:39:08
443
㊔㊕㊖㊗♈ :
@🅻🅸🆁🅸🅺𝟕𝟖𝟗♛🔥⃟⃝⃟⃞⃝⃟⃝⃟♐⃟⃝⃟⃞⃝⃟⃝⃟💫⃟⃝⃟⃞⃝⃟⃝⃟🔥 yang paham pasti tau 🔥⃟⃝⃟⃞⃝⃟⃝⃟♐⃟⃝⃟⃞⃝⃟⃝⃟💫⃟⃝⃟⃞⃝⃟⃝⃟🔥 x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37 8 - x² y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (X4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) como saben 8 - x² produce y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16X + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces xrevengeance = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16xj + 64) dx V = pi / 16 (x4
2025-12-27 05:39:16
369
Insial B :
@𝗟𝗜𝗥𝗜𝗞𝟳𝟴𝟵【ツ】🔮⃟⃝⃟⃞⃝⃟⃝⃟♋⃟⃝⃟⃞⃝⃟⃝⃟💠⃟⃝⃟⃞⃝⃟⃝⃟🔮 selaras dengan semesta 🔮⃟⃝⃟⃞⃝⃟⃝⃟♋⃟⃝⃟⃞⃝⃟⃝⃟💠⃟⃝⃟⃞⃝⃟⃝⃟🔮 x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37 8 - x² y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (X4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) como saben 8 - x² produce y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16X + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces xrevengeance = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16xj + 64) dx V = pi / 16 (x4
2025-12-22 02:03:00
633
🍀 :
50 ngkas mad menowo dadi iki🗿😭
2025-10-07 15:01:41
5
Rexa velly :
@𝐆𝐢𝐨𝐤𝟏𝟔𝟖𝐬𝐥𝐨𝐭⃟✨🖤🎀🖤 SUPERWIN🖤🎀🖤. . . . . . 恋:. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . aksjs7
2025-12-12 10:04:05
1
Ganiaa Anandaa_ :
@𝗦𝗨𝗚𝗘𝟳𝟴𝟵 ◕꧂◕꧂🧿🌠🔮⃞ 🧿⃟🔮💙🌠 🧿⃟🔮💙🌠🧿⃟🔮💙🌠⃟🧿🔮 🔮⃟🧿💙🌠🔮💙🧿🔮✴️TERNIKMAT BOSKU✴️💙🧿🔮💙🌠
2025-12-11 12:14:32
1
Ganiaa Anandaa_ :
@𝙎𝙐𝙂𝙀𝟕𝟖𝟗🌈❤️💛🌊ື🖤⃝💛ື🌊ື🖤⃝💛ື🌊always number one🌊ື🖤⃝💛ື🌊ື🖤⃝💛ື🌊ື💛❤7 - 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 = 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)//🔝💯💯
2025-12-11 12:28:22
1
㊐㊑㊒㊓⛎ :
@🅻🅸🆁🅸🅺𝟕𝟖𝟗♛🌊⃟⃝⃟⃞⃝⃟⃝⃟♒⃟⃝⃟⃞⃝⃟⃝⃟⭐⃟⃝⃟⃞⃝⃟⃝⃟🌊 fakta yang bicara 🌊⃟⃝⃟⃞⃝⃟⃝⃟♒⃟⃝⃟⃞⃝⃟⃝⃟⭐⃟⃝⃟⃞⃝⃟⃝⃟🌊 x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37 8 - x² y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (X4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) como saben 8 - x² produce y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16X + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces xrevengeance = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16xj + 64) dx V = pi / 16 (x4
2025-12-27 05:39:16
1
㊐㊑㊒㊓⛎ :
@𝐋𝐈𝐑𝐈𝐊𝟕𝟖𝟗❁ 🌸⃟💠⃝🌀⃞ tetaplah bersinar 🌸⃟💠⃝🌀⃞ x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37 8 - x² y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (X4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) como saben 8 - x² produce y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + 37) dx 17 V = x [-x-16x3-8 y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16x + y = x + 31 - x² = x + 8 Entonces x = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16x + 64) dx V = pi / 16 (x4 - 17x2 - 16X + 37) dx17 V = x [-x-16 y = x + 31 - x² = x + 8 Entonces xrevengeance = 3 y x = -14 V = π116 (8-x2) ² - (x + 8) 2dx V = π16 (x4-16x² + 64) - (x² + 16xj + 64) dx V = pi / 16 (x4
2025-12-27 05:39:05
1
Reni 😈 :
@𝗟𝟏𝗥𝗜𝗞𝟳𝟴𝟵-※_🎯⃟❤⃝🎯⃞🤍⃝🎯 TEAR DROP 🎯⃟❤⃝🎯⃞🤍⃝🎯 🎯⃟❤⃝🎯⃞🤍⃝🎯 🎯⃟❤⃝🎯⃞🤍⃝🎯 🎯⃟❤⃝🎯⃞🤍⃝🎯 🎯⃟❤⃝🎯⃞🤍⃝🎯 恋:.̷̼͉̞̗̖͎͇̹̍̅͗͂̓̏͒̕.̶̨̗͚͖̣̥̪͕̽̐̕.̴̭̠̳̘̱̼͖̗͐͌̌͘͠.̸̨̮͓̱̠͖̺̺̻͚̿́̋̋͑̈͊͊̀̊̚͝.̶̺̰̭̼̦͖̻̱̣̀̑̀̏.̸̢̛͙̟̼͇͙͈͑͛͆̓.̷̧̰͚̫͙͍̥̱͍͊̆̔͋̈̐̓͋̃͒̇̚.̶͉̹̗͚̄̆̈́͋͘͝.̷̯̹̻̫͓͉̩̑̈́͊̍͑͆̀͠.̶̡̢̞̖̘̕.̴̩̝͓̰̭̗͍͎̘̺̊͊́͆.̷̧̛͉͓͇̮̥̤̠̣̞̇͋͒̚͜.̷͙͔́̅̿̆̑̉̚͝.̵̛̭̮̼̜͕̀͂͌̀̀̑͒̽̓̚.̶̧͈͕̰̼̩͍̺̜̳̽͗̔̐̀͂̃͑̓͝.̷̺͙̹̼̖̀ͅ.̷̠̅͐͗͑̒̎͑̀͌̈͆́.̸̩͖̯̪̥͑̄͜ͅ.̶̧̨̩̫͎̖͓̬̙͇̓́̐ͅ.̵̹͖̟̘̓͒̿̋͌̔̒͑̈́̓.̵̡͍̦̯̙̖͂̌̈́̀̽͘͜͝.̵͕̠̰̑̀.̶͇̹̠̜̰̪͓͎̱̝͚̟̍̾͛̅͘.̵̧̙̰̖̻͍̤̝͇̎̑͂.̵̪͎͗̽̕.̶̫̭͈͙̀̀̅͘͝͠.̸̡̼̩͕̱̰͉̝͑̾̒͐̄͂̆̈͗͛͆̕.̴̢͚͙̦̿̊̀̕ͅ.̶̛̼͎̣͉̻̲͔͐̈́̐͛̓̈́̾́̕̚ͅ.̸̨̱̥̻͕̦̉̔̓̏͂̊̐̽̊̒̅.̶̨̡̤̠̞̦̙͈̖̰̹̒̄̂̅̉͊̑̀ͅ.̷̡̗̱̻͓͔̭͕͔̀͗͊͋̓̎͜͝ͅ.̶̛̛̝͓̟͛̀͑̅̍̎̔̒͝.̸̢̥̯͔̫̭͔͋̅͜͝.̷̡̡̧̡̪̫̠̯̘̫̤͑́̑́ͅ.̷͍͎̑͑͌͘.̴͓͝.̴̢̢̛͓̀͒̈́͑̒̊͝.̷̦͔͔̲̼̭͇̰͍̝̈́̾̓͊̎̆̋̕͝.̸̢̤̋̃̓̉͗̏̾̃̌̚͘̕.̵̨͓̼͚̮͆͂̍.̴̨̢̩͕̝͚̱̙̹̠̝̀̎̑̕ͅ.̸̡̫̺̜͙̃͌̈͆͝͝.̵̭͕͙̻͍͍̞̗̿͒́͆̎͒͑̈͜.̴̨͎̱͖̤̩͎͚̗̭̖̦͆̆̍̈́.̵̧̘̰̬̫̙̤͔̫̥̱̌͂̔̇̾͊̈́́̒͒̋͜.̷̳͕͓̲̭̺͓͓͆̽͗̌.̸̢͇͈͎͉͓͕̬̲̆͂̓̃̅̑̽̍́̕̚͜͠.̵̧̢̥̥͙͖̻͍̍.̴̜̖̳̌̒̈́̀͐͗́́̔͐̀̓.̴͚̯͕̏.̶̛̰̙̫̼͉̲͍͍̼͕̓́̉̐̈́̊̏̍̕.̵̢̖̘͖̹̪́̈͐̾̍̈́.̵̛͉̞̳͉̪͕̦͖̯̙̼̋͊̈́́̚͠.̵̘̙̍.̴̧͍̟̭̗̫͓̺̼̒.̸̟͎͕͑.̶̨̧̛̻̬̱̻̖͗̔.̸̢̬̰̰͇͔̞́̅̊̎̈́͂͂͗̾̏ͅ.̴̻̳̖̦͇̦̼̣̳̜̝̪͠.̵̨̰̳͍̈́͒͂̾̌͆̄̑̕͝.̵̡̛̯͇͚̰̬̰͊̉͐̾̽̀͜ͅ.̸̢̣̳̩̰̞̰̳̼̉̔͐̔̉̌̐͆͊͝͠.̶̨̣̠͉͈̙̯̤̤̖̖̀̊͑̓́͂̔̇͝͝ͅ.̵̣̱̱̰̈́͆̾̑̍̇͑̈́̊̓̚.̶̨̧̧̪̮͕̮̙̜̄͋̄́͋̈́͒͝.̴̟̉̽̍̅͠.̶̨̡͕̞͚͖͉̘̙̣̫̤͂̅̚.̵̰̼̎̂͌̏.̶̢̤̙̠̺̟͍̌͛̂͒̓͐̒̚.̷̡̹͇̘̺̺̥̱̜̝̉̽͗.̶͓̲̱͇͎̩̻͍͆͐̒͌̀̾̌͛̾̍͋͘.̷̂̄͆̈́̒̀͜.̴̞̖̞̳̾́̉̑̿͋̌́̉̓.̴͙͖̗̘̲̤͖̂̽̒̎.̷̫̩͚͖̬̬̲̹͑̐̕͝.̷̢̡̡̧̭͕̙̬̝̱̭̈́́̋͜.̸̛̬̳͙͔̌̾̈́̔̋͌͂̅͠.̶͇̖̐̈́́̀́͜.̷̗̹̉̋̍͋̀̆͆̓͘͠ͅ.̶̨̩͚̪̠̺͖̬͛̓̒͌͐͌̀̓̐̑́̏.̸̤͉̗̬͙͚͓̭̰̞̝̾̔͑̓̓̔̊̒̈́͘͝.̸͚͒.̷̧͓̲͈̙̱̉͆̿̾̎͐̔͐͜ͅ.̵̨͓̩̺̬̠͇̣̎̍̔̿̆̂̃͠.̸͖̦̻̓͌̆́̄̇̄̾̊̊̃͘.̴̢̡̦͇̹̗̦̲́̈͝.̸͇͓̫̖̜̞̀̋̀͆̓͌̆̈͜͜.̵̬͓͑͛̐̓̈̈́.̴̢̝̣͍̦͚͇̘͉̘͊̋̉̊̋́̍͠.̴̛̹͔̗̣̱̀̄̆̓̔͗͊͋̆.̶̧̮̥͔̹̫͎͒.̷̡̡̜̒̄̃̅͋̀̏̇͊͜.̵̜̜̐̄̏̇̓.̶͕̄̎͐̓̔͘.̶̹̹͐̍.̸̡̥͠.̸̡̧͕͖̫̹̎̓.̷͈̲͍͎̯̮͍̙͉̳̄̏̈́̇̄͊́͜͠͝͝͝.̷̡̝̳͔̯͍̼̦̪͔̠̣̔̀̔̑.̴͔̼͌̇͛̃̂.̶̛͔͈͖̼͉̔́́̽͘͝͠.̶̜̖͈̱͚̠̺̋ͅ.̸̢̡̧̜̘̯̰͎̘̂̈.̴̛̬̟͉̌͌̅̈́̂͌̈́̚͜.̶̠͒̑̃̅̿́͘̚.̵͔̖͕̙̮̈́.̵͈̳̆̽.̴͈̅̇̈́̈́͒́̏̓̊̕.̵̨̮̜̬͓̻̆͑̀́̾́͂̉̔͌̎͆.̴̻̬̜̥̞̺̥̃͊̉̀͠.̴͕͙̘͊̔͜.̷̡̰͚͕̟̔̀͆́̎̕͘ͅͅͅ.̶̢̳͈͇̼͔̘͇̝̯̮̦̉̔͝.̴̨̨̯͖͇͍̃̿͌͋͗̒̚.̶͎̃̃͌̎̔̏̀̄͛̈́͋.̸̧̛̛̳̠̣͕͕͔̦̮̒̈̆̈̈́́̆͆̚͝.̶̘͍̮̥̓.̶̺̐̌͊̂.̷̟̀.̴̧͎̪̥͎̜̜̠̟̓̏̓̑͂̏̏͐͜͠͝.̸̧͕̟̖̳̲̤̝̂̍͗͜͜.̸̧̞̳̹̩̜̟̇̒̏͘ͅ.̶͔̰̯̥͖̰͚̄̌̅.̴̝͍͈̩̘̌͑.̴̱̘̱̹̳͍̮͉͗̊̋̇̏͝͠͝͝.̶̧̢̥̥͈̜̓.̶̹͍̺̰̜̟̰͓̜̱̎͐́.̷̨̩͔̝͕̫̱̞̫̝͂̿.̸̖͖̟̹͍̰̟̲̟̫͑̂͊͐̽̈́̇͠.̶͇̙̎̏͘͝.̸̨̨̯̥̯̳̜̊͒̄͒̄̚͠.̶̲̟͗͠.̴͔̫̦͐̑̑͑̿̔̐̽͝.̶̠͔͚̮̺͙̞̫̙̄̑̀̎ͅͅ.̵̢̡̙̼͓͖̻͖̹̞̯͆́͜.̵̢̹̘͒̎̈̏̓̋̀͗ͅ.̸̡̗͕̭̬̲͙̙̭̩̊̋̋̊͗̋͆̑͊͘͠.̴̻̬̥͚̦̀͊̎͗͒͝ͅ.̷̄͋́͋right.̴̢͓͉͔͓̗̦̬́͗̋̏͜.̴͂̾͆̎:.̴̢̧͖̖͇̩͚͂̾͆̎
2025-12-06 15:38:42
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