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@cutiepiegoogie: ga kesel lagi gara2 pulpennya ilang kalo belinya semurah ini😍🤣 #pulpen #pulpengel #pulpenmurah

𝚌𝚞𝚝𝚒𝚎𝚙𝚒𝚎𝚐𝚘𝚐𝚒𝚎🧸ྀི
𝚌𝚞𝚝𝚒𝚎𝚙𝚒𝚎𝚐𝚘𝚐𝚒𝚎🧸ྀི
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Monday 29 June 2026 09:51:05 GMT
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➡️ (10:62 )
➡️ (10:62 ) "Indeed, the friends of Allah will have no fear, nor will they grieve." ترجمہ: خبردار! بے شک اللہ کے (نیک بندوں) پر نہ کوئی خوف ہوگا اور نہ وہ غمگین ہوں گے۔ 📌N. M. Rashid's poem "Zindagi Se Darte Ho?" conveys a powerful message against fear, passivity, and intellectual stagnation. Through a series of challenging questions, the poet urges people—especially the youth—to stop fearing life, change, and the unknown. He emphasizes that human beings possess the ability to think, speak, and shape their own future. Instead of remaining trapped in hesitation and outdated limitations, individuals should embrace truth, awareness, and progress with courage and confidence. The poem inspires people to break free from fear, trust in their own potential, and become a source of light and positive transformation in society. Ultimately, it is a call to face life boldly and to welcome new possibilities rather than retreat from them. . . . . . #fypシ゚viral #deen #returnbacktoAllah #unfreezemyacount #explorepage
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Graham’s number is one of the most famous extremely large numbers in mathematics, created by mathematician Ronald Graham while studying a problem in the field of Ramsey theory. Unlike numbers that are invented simply to be as large as possible, Graham’s number arose as a legitimate upper bound in a mathematical proof, making it an important part of mathematical history. It is so unimaginably large that it cannot be written in ordinary decimal notation because there is not enough space, time, or matter in the observable universe to record all of its digits. Even numbers that are already considered enormous, such as a googol (10^{100}) and a googolplex (10^{10^{100}}), are insignificant compared with Graham’s number. It is defined using Knuth’s up-arrow notation, a system designed to represent numbers far larger than repeated exponentiation can express, with each stage of its definition growing incomprehensibly faster than the one before it. Although its size is beyond human comprehension, Graham’s number#hero #ai #actor #🍵🌊🌊 #tcc
Graham’s number is one of the most famous extremely large numbers in mathematics, created by mathematician Ronald Graham while studying a problem in the field of Ramsey theory. Unlike numbers that are invented simply to be as large as possible, Graham’s number arose as a legitimate upper bound in a mathematical proof, making it an important part of mathematical history. It is so unimaginably large that it cannot be written in ordinary decimal notation because there is not enough space, time, or matter in the observable universe to record all of its digits. Even numbers that are already considered enormous, such as a googol (10^{100}) and a googolplex (10^{10^{100}}), are insignificant compared with Graham’s number. It is defined using Knuth’s up-arrow notation, a system designed to represent numbers far larger than repeated exponentiation can express, with each stage of its definition growing incomprehensibly faster than the one before it. Although its size is beyond human comprehension, Graham’s number#hero #ai #actor #🍵🌊🌊 #tcc
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#ادعيه_اذكار_تسبيح_دعاء_استغفار

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