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@abdooedit: what a passion from chadi 🦁🔥🇲🇦 #footballedit #morocco #marocaine🇲🇦 #defending #dimamaghrib

ABDO EDIT ✔️
ABDO EDIT ✔️
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Region: MA
Saturday 20 June 2026 02:07:50 GMT
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Comments

user9120912912
￴ ￴ ￴ ￴ ￴  ￴ ￴ ￴ ￴ ￴ ￴ ￴￴ :
imagine him with aguerd
2026-06-20 05:05:57
490
haali0ab
LimaAbz :
He's in full warrior mode
2026-06-20 13:43:21
0
marouane_manss
mar :
Chadi riad X Aguerd 🤯
2026-06-20 02:50:10
491
bizarreprint
BIZARRE PRINTS :
السيد بدا تيدخل فجو المونديال
2026-06-20 02:44:16
828
pixar877
Pixy :
He saved our a$$ 😂😂😂
2026-06-20 06:27:45
158
angelyouzarsife
YOU$$EF :
مشروع مدافع كبير إنشاءالله
2026-06-20 10:50:09
86
nr.rd7
NR. AR :
His birthday was yesterday. He said the best gift you guys can give me is the 3 points. During the game he was like do guys hate me this much 😩😩😩
2026-06-20 08:18:54
37
aziz1977m
Aziz :
Rahimi il fait quoi dans l equipe.je ne peux plus de lui
2026-06-20 12:24:08
19
user62710334997568
abdlatif :
هد دري تبارك الله هو لعدنا في الدفاع
2026-06-20 08:03:50
82
ismailgoat11
•.·★  𝓘𝓼𝓶𝓪𝓲𝓵  ★·.• :
ديوف ملي كيشد كورة كيبدا قلبي يضرب 😂
2026-06-20 12:59:39
8
emily.morocco
👑🇲🇦🌻𝐄𝐌𝐈𝐋𝐘🌻🇲🇦👑 :
اداء غير مقنع. بزاف الفرص. ضاعوا. بزاف أخطاء. تركيز. صفر. دياز. عصبنا. ديوب. مره. نقولوا. معانا مره. ضدنا اداء غير مقنع. باقي. نتلاقاو. مع فرق. كبيرة. مع هاد أداء. الله يستر
2026-06-20 09:56:25
35
rachid.tazi8
rachid tazi :
المشكل هو عدم تركيز امام مرمى الخصم وضياع الأهداف سهلة لتسجيل سنعاني امام منتخبات كبيرة
2026-06-20 11:02:58
10
uchda_zgz_esp
Moor_🇪🇦_🇲🇦_موري :
لوكان ماشي هو لوكان تقبونا في اخر دقيقة 🥺
2026-06-20 09:54:06
19
atlas1659
Ibrahim :
رجل المبارات
2026-06-20 02:17:02
57
gofast4ever
Gofast2024 :
Hé played good Masha Allah , Diop and diaz ( without) his assist played bad in my opinion . But we won that’s the Good News
2026-06-20 07:40:51
1
ayoub.ouhamd
AYOUB OUHAMD :
واحد سأل كيجيني فراسي واش برشلونة ندم علاش باعتو شي جواب
2026-06-20 03:23:10
21
abdotiff7
Abdo Tiff :
yes it's u man 🔥🇲🇦
2026-06-20 02:49:31
87
marionette377
saaad11408 :
Diop c'est vraiment le point faible de la défense
2026-06-20 12:04:53
16
leyl24_02
leyl24_02 :
he is so underrated 😭
2026-06-20 02:19:58
65
jaquezzberm
mahitoxx :
bro is so underrated
2026-06-20 02:33:22
48
najlae509
najlae2c3 :
كانت غادي ماركا جاب الله حيدها
2026-06-20 02:58:38
20
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وصلو الكلام دلوقتي كامله خش اسمع 🎵❤️🔥#عمر_حفظي #اوشا_الصغير #وصلو_الكلام @اوشــا الــصــغــيــر🫅🏼🎙♥️ #تريندات #تريندات_تيك_توك
وصلو الكلام دلوقتي كامله خش اسمع 🎵❤️🔥#عمر_حفظي #اوشا_الصغير #وصلو_الكلام @اوشــا الــصــغــيــر🫅🏼🎙♥️ #تريندات #تريندات_تيك_توك
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Já foi Messi e Cristiano Ronaldo,lógico que tmb ia ter do Ney ne!😂🇧🇷🔟 #fyp #foryou #foryoupage #neymar #futbol
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The Graham number is a finite but extremely large number that originated in the context of Ramsey theory, a branch of combinatorics. It is named after the American mathematician Ronald Graham, who in the early 1970s introduced this construction in the context of work on Ramsey theory. ‎rbc.ru ‎begemot.ai ‎Number Scale: ‎An unimaginable number of times greater than other well-known large numbers, such as googol, googolplex. ‎The entire observable universe is too small to contain the ordinary decimal notation of the Graham number (it is assumed that the notation of each digit occupies at least the Planck volume). ‎To save this number digitally without using Knuth arrows and other alternative notations, there will not be enough memory on all computers in the world. ‎ ‎ru.wikipedia.org* ‎skillbox.ru ‎Definition ‎Graham's number is the upper bound for solving a certain problem in Ramsey theory. For example, Graham formulated the question: at what minimum value N of a two-color k-dimensional cube, each such coloring necessarily contains a single-color complete subgraph with four vertices, each of which lies in the same plane. ‎yandex.ru ‎habr.com ‎Important: the Graham number is not an exact solution to the problem, but acts as an upper limit. Further research in Ramsey's theory gave mathematicians larger numbers than even the Graham number. ‎habr.com ‎Notation ‎To write Graham's number, Knuth's arrow notation is used - a system of compact recording of extremely large numbers. The system was proposed by the American mathematician and computer scientist Donald Knuth in 1976. ‎rbc.ru ‎science.mail.ru ‎In simplified form, the Graham number is defined as G = G (64), where the sequence G (n) grows very rapidly due to the repeated use of Knuth arrows (that is, operations of higher orders than the usual exponent). ‎rbc.ru ‎Features of recording: ‎One arrow - exponential, two arrows - tetration (mathematical tower of degrees), three arrows - repeated iterative exponential, etc. ‎pikabu.ru ‎habr.com ‎There may be several levels of nesting in the Graham number entry. For example, there may be 64 levels in the entry, where the number 64 denotes the number of nesting layers, 4 denotes the number of arrows in the lowest layer, and the second line says that the number 3 will frame the arrows, and the number of arrows at each next level will be equal to the number calculated at the level below. ‎dzen.ru ‎Application ‎The Graham number says that some problem in principle has a solution, and this solution can be found. For example, if you solve the problem with hypercubes, then dimensions greater than the Graham number are not taken. ‎habr.com ‎neolurk.org ‎However: the problem Graham was trying to solve was actually just one specific example of the application of Ramsey's theory. Further research into this theory gave mathematicians larger numbers than even Graham's number. ‎habr.com ‎Popularization ‎Graham's number became known to the general public after science popularizer Martin Gardner described it in a column in Scientific American magazine in November 1977. ‎rbc.ru ‎ru.wikipedia.org* ‎In 1980, the number entered the Guinness Book of Records as
The Graham number is a finite but extremely large number that originated in the context of Ramsey theory, a branch of combinatorics. It is named after the American mathematician Ronald Graham, who in the early 1970s introduced this construction in the context of work on Ramsey theory. ‎rbc.ru ‎begemot.ai ‎Number Scale: ‎An unimaginable number of times greater than other well-known large numbers, such as googol, googolplex. ‎The entire observable universe is too small to contain the ordinary decimal notation of the Graham number (it is assumed that the notation of each digit occupies at least the Planck volume). ‎To save this number digitally without using Knuth arrows and other alternative notations, there will not be enough memory on all computers in the world. ‎ ‎ru.wikipedia.org* ‎skillbox.ru ‎Definition ‎Graham's number is the upper bound for solving a certain problem in Ramsey theory. For example, Graham formulated the question: at what minimum value N of a two-color k-dimensional cube, each such coloring necessarily contains a single-color complete subgraph with four vertices, each of which lies in the same plane. ‎yandex.ru ‎habr.com ‎Important: the Graham number is not an exact solution to the problem, but acts as an upper limit. Further research in Ramsey's theory gave mathematicians larger numbers than even the Graham number. ‎habr.com ‎Notation ‎To write Graham's number, Knuth's arrow notation is used - a system of compact recording of extremely large numbers. The system was proposed by the American mathematician and computer scientist Donald Knuth in 1976. ‎rbc.ru ‎science.mail.ru ‎In simplified form, the Graham number is defined as G = G (64), where the sequence G (n) grows very rapidly due to the repeated use of Knuth arrows (that is, operations of higher orders than the usual exponent). ‎rbc.ru ‎Features of recording: ‎One arrow - exponential, two arrows - tetration (mathematical tower of degrees), three arrows - repeated iterative exponential, etc. ‎pikabu.ru ‎habr.com ‎There may be several levels of nesting in the Graham number entry. For example, there may be 64 levels in the entry, where the number 64 denotes the number of nesting layers, 4 denotes the number of arrows in the lowest layer, and the second line says that the number 3 will frame the arrows, and the number of arrows at each next level will be equal to the number calculated at the level below. ‎dzen.ru ‎Application ‎The Graham number says that some problem in principle has a solution, and this solution can be found. For example, if you solve the problem with hypercubes, then dimensions greater than the Graham number are not taken. ‎habr.com ‎neolurk.org ‎However: the problem Graham was trying to solve was actually just one specific example of the application of Ramsey's theory. Further research into this theory gave mathematicians larger numbers than even Graham's number. ‎habr.com ‎Popularization ‎Graham's number became known to the general public after science popularizer Martin Gardner described it in a column in Scientific American magazine in November 1977. ‎rbc.ru ‎ru.wikipedia.org* ‎In 1980, the number entered the Guinness Book of Records as "the largest number ever used in a mathematical proof." However, in fact, the number was never used in proofs. ‎ru.wikipedia.org* ‎nplus1.ru --------------- #fyp #viral #kurd #rasty_lak #foryou

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