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@rotanamusic: حصريًا .. كواليس أغنية ⁧‫#القمر‬⁩ 🎶 ‏من ألبوم ⁧‫#الصقر23‬⁩ 😍🙌 ‏جديد الموسيقار ⁧‫#رابح_صقر‬⁩ 🤩 @Rabeh Saqer | رابح صقر #tiktokmusic #fyp #newmusic

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Thursday 14 December 2023 07:04:37 GMT
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anas.1513
الفنان انس عبد اللطيف :
يالبيه رابح يالبيه روتانا
2023-12-14 07:42:42
11
sas8049128145576
[الوافي] :
شسم الاغنيه
2023-12-19 23:50:05
3
meed618
🦩 :
ي ربوححي والله انت القمر 🤍🤍🤍
2023-12-20 06:52:40
13
fahad_althomali
فهد الثمالي ehsasharf :
لانه انتقى الكلمة بنفسه ولانه انتقى اللحن بنفسه وغنى على مزاجه وطلع لون رابح ومزاج رابح 👍 وهذا رابح الاصلي
2023-12-16 20:05:51
7
saud5am3
Saud :
ابدع في الألبوم الجديد الصراحه
2023-12-20 19:17:44
2
mnaldosry
ترند | مصمم عدسـات :
مسفهل ابوصقر 🦅🦅🤍🤍
2023-12-14 07:51:21
1
tf..72
مـــْـزاج• :
بالله من يطلع الاغنيه من راسي
2024-04-17 13:07:28
0
abdulrahman190.0
رابحي 🦅🤍، :
قوة قوة 😭🦅🤍
2023-12-19 00:01:17
1
re_fo0o
Refoo :
عطيتك كل شي فيني حتى تشتاق لسنيني افهميني ياضنيني رجعي شوق الي فيني
2023-12-20 22:50:57
1
always.fahad
Fahad :
رابح كان اداء مميز لسنه ٢٣ الان احنا ٢٥ نبي الجديد خلاص انتظرنا كثير 😂
2025-01-27 16:42:41
0
tucobabr
Tuco Salamanca :
أغنية جايه من بداية الألفيه 🎵 🦅💛💙
2023-12-20 19:47:21
1
s._190
صمــت الــنــار :
هلا يخفى القمر ..الله عليك ياربوحي🥰
2025-05-09 22:11:39
0
kh8_mm
Kh8_MM :
العبقري ♥️♥️🤍🤍
2023-12-21 00:24:18
1
ro7.33r
dark-80 :
جعلني قوتشي
2023-12-21 20:11:52
1
user4484466811281
أمـيرm :
اسم الاغنيه لو سمحت🥺
2023-12-21 15:58:11
0
a.ar13
الدوسري | 🦌 :
ملحن وموسيقار ومايسترو وفنان للتاريخ الصقر🦅
2023-12-19 00:51:22
1
web899
أنور :
إبداع
2023-12-14 13:08:47
0
9.6666
. :
ررررررررررررررابح ياراااااااابح 🔥🔥🔥
2023-12-24 00:57:53
1
sarasetsoff
sarasetsoff :
شكل الاغنيه قوووووووية 😍 للابد متميز رابح وماله مثيل
2023-12-26 21:57:48
0
fr_fatima
ام فـهـد🪫. :
اطلق مسيقى
2023-12-28 21:04:01
0
aboood_77007
AB :
رونالدو ورابح الشغف عندهم ما يوقف 😂👌🏼
2024-01-26 09:11:11
0
samisalih1987
ابو ميساء :
لاتفرطون في رابح هذا الفنان مبدع لاخر حدود
2024-01-27 06:55:22
0
talalanbar
طلال العنبري :
يسعدك ربي ويطول فعمرك أقوا ملحن
2026-06-29 01:29:58
0
fadlboumeribet
Valverde :
الحان رابح صقر دائما مميزه حيطلع ترند
2023-12-31 12:04:49
0
siiirii09
SALEM :
مسفهل الصقر ❤️❤️
2023-12-14 13:49:05
0
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Graham’s Number — The Beginning of an Impossible Journey Graham’s Number is one of the most famous enormous numbers in mathematics. It comes from a problem in Ramsey theory and became widely known because of its unbelievably large size. But before reaching Graham’s Number, we can start with something much simpler. Mathematics often begins with small numbers and simple operations. We can start with the number 3 and use Knuth’s up-arrow notation. For example: 3 ↑ 1 = 3 This is because one up-arrow represents exponentiation, and any number raised to the first power remains the same. Now consider: 3 ↑ 2 = 3² = 9 So we have already gone from 3 to 9. If we want to continue building our calculation, we can add another value: 3 ↑ 2 + 11 First, calculate the up-arrow: 3 ↑ 2 = 9 Then add 11: 9 + 11 = 20 Therefore: 3 ↑ 2 + 11 = 20 ✅ This small calculation is obviously nowhere near Graham’s Number. However, it gives us an idea of how mathematical notation can represent operations that become increasingly powerful. With one up-arrow: 3 ↑ 3 = 27 With two up-arrows: 3 ↑↑ 3 the operation becomes vastly larger. With three: 3 ↑↑↑ 3 the number becomes unimaginably huge. And with four: 3 ↑↑↑↑ 3 we are already dealing with a number far beyond anything that could realistically be written out in ordinary decimal notation. Graham’s Number takes this concept to an extraordinary level. It begins with: G₁ = 3 ↑↑↑↑ 3 Then the next number uses an enormous number of arrows determined by the previous number: G₂ = 3 ↑^(G₁) 3 Then: G₃ = 3 ↑^(G₂) 3 The process continues again and again until: G₆₄ And finally: Graham’s Number = G₆₄ The fascinating thing is that Graham’s Number is not simply a random gigantic number. It was connected to an actual mathematical problem, which is why it became so famous. Even though we cannot practically write out all of its decimal digits, mathematical notation allows us to define it precisely. So the journey can begin with something as simple as: 3 ↑ 2 + 11 = 20 and eventually lead to: G₁ → G₂ → G₃ → ... → G₆₄ The difference between 20 and Graham’s Number is almost impossible to comprehend. Twenty can be written with just two digits. Graham’s Number requires a mathematical definition using an enormous recursive construction. And that is what makes huge numbers so fascinating: sometimes the challenge is not calculating every digit, but finding a way to describe a number that is far beyond ordinary notation. From 20 to Graham’s Number — mathematics has no shortage of ways to go far beyond imagination. #creatorsearchinsights #larb #GrahamNumber #tccthailand #ศาลท้าวมหาพรหม
Graham’s Number — The Beginning of an Impossible Journey Graham’s Number is one of the most famous enormous numbers in mathematics. It comes from a problem in Ramsey theory and became widely known because of its unbelievably large size. But before reaching Graham’s Number, we can start with something much simpler. Mathematics often begins with small numbers and simple operations. We can start with the number 3 and use Knuth’s up-arrow notation. For example: 3 ↑ 1 = 3 This is because one up-arrow represents exponentiation, and any number raised to the first power remains the same. Now consider: 3 ↑ 2 = 3² = 9 So we have already gone from 3 to 9. If we want to continue building our calculation, we can add another value: 3 ↑ 2 + 11 First, calculate the up-arrow: 3 ↑ 2 = 9 Then add 11: 9 + 11 = 20 Therefore: 3 ↑ 2 + 11 = 20 ✅ This small calculation is obviously nowhere near Graham’s Number. However, it gives us an idea of how mathematical notation can represent operations that become increasingly powerful. With one up-arrow: 3 ↑ 3 = 27 With two up-arrows: 3 ↑↑ 3 the operation becomes vastly larger. With three: 3 ↑↑↑ 3 the number becomes unimaginably huge. And with four: 3 ↑↑↑↑ 3 we are already dealing with a number far beyond anything that could realistically be written out in ordinary decimal notation. Graham’s Number takes this concept to an extraordinary level. It begins with: G₁ = 3 ↑↑↑↑ 3 Then the next number uses an enormous number of arrows determined by the previous number: G₂ = 3 ↑^(G₁) 3 Then: G₃ = 3 ↑^(G₂) 3 The process continues again and again until: G₆₄ And finally: Graham’s Number = G₆₄ The fascinating thing is that Graham’s Number is not simply a random gigantic number. It was connected to an actual mathematical problem, which is why it became so famous. Even though we cannot practically write out all of its decimal digits, mathematical notation allows us to define it precisely. So the journey can begin with something as simple as: 3 ↑ 2 + 11 = 20 and eventually lead to: G₁ → G₂ → G₃ → ... → G₆₄ The difference between 20 and Graham’s Number is almost impossible to comprehend. Twenty can be written with just two digits. Graham’s Number requires a mathematical definition using an enormous recursive construction. And that is what makes huge numbers so fascinating: sometimes the challenge is not calculating every digit, but finding a way to describe a number that is far beyond ordinary notation. From 20 to Graham’s Number — mathematics has no shortage of ways to go far beyond imagination. #creatorsearchinsights #larb #GrahamNumber #tccthailand #ศาลท้าวมหาพรหม
گفتگوی استاد قنبر با دختر عایشه #استاد_قنبر_اهل_تشیعُ #کربلایی_قنبر #غلام_قنبر #مناظر #qanbar_team @غلام قنبر (رَضی الله عنه) @«میثم تَمّار»🥷
گفتگوی استاد قنبر با دختر عایشه #استاد_قنبر_اهل_تشیعُ #کربلایی_قنبر #غلام_قنبر #مناظر #qanbar_team @غلام قنبر (رَضی الله عنه) @«میثم تَمّار»🥷
Semua Aib Pejabat Dibongkar Di Film Ini Woi😭😭 #bapakpalingjujur #jadibapakjujur #politik #pemerintah #rekomendasifilm
Semua Aib Pejabat Dibongkar Di Film Ini Woi😭😭 #bapakpalingjujur #jadibapakjujur #politik #pemerintah #rekomendasifilm
ആളുകൾക്കല്ല, ഓർമ്മകൾക്കാണ് ഭംഗി...❤️🍃🙏
ആളുകൾക്കല്ല, ഓർമ്മകൾക്കാണ് ഭംഗി...❤️🍃🙏
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New Black Tech Spider-Man Web Shooter Glove, Popular Kids Toy Gift, OEM custom available from source factory, DM for wholesale prices!🕷️📦 #kidstoys #bulkorder #factorydirect #toyoem

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