@mariaeduardamarci2: Gente, já faz 30 min que eu passei o pano E TÁ MOLHADO AINDA ESSE CHÃO #SOCORRO #sul #umidade #tempo #elnino

M&M's

Open In TikTok:

Region: BR

Saturday 27 June 2026 19:02:00 GMT

208330

27031

421

1917

Music

Download

No Watermark .mp4 (0.47MB) No Watermark(HD) .mp4 (0.53MB) Watermark .mp4 (0MB) Music .mp3

Comments

Jeni :

NÃO ABRA AS JANELAS E NEM PORTAS, tem que ficar tudo fechado por que se não a umidade entra ainda mais em casa, liga ventilador e passa álcool no chão

2026-06-28 20:29:59

763

laís :

foi na casa de todos então? kkkkkkkkkkkkkkk

2026-06-28 23:44:08

1795

Juliane Brunetto :

Eu já passei álcool, vinagre, água quente, água benta e nadaaaaaaaa resolve 😫

2026-06-28 19:19:53

1042

Bru :

Gente oque vocês fazem pra resolver? Minhas paredes estão todas mofadas, até minha cortina

2026-06-28 13:18:35

288

ivy :

Ventilador+ álcool, aprende enquanto a gente ainda tá aqui

2026-06-28 18:40:47

45

Lucimara Cross :

E não abre a casa, se abrir é pior kkk 😅vai por mim, fiz isso hj! Que arrependimento, entrou muita luz mas também muita umidade

2026-06-28 20:47:41

53

Loboda 🇧🇷🇺🇦 :

E eu que fico escorregando pela casa pq tá impossível até de andar kkk

2026-06-27 20:08:15

221

???? :

tem que ligar o ventilador uns 10 minutos, eu faço assim

2026-06-27 20:21:34

60

Belle :

A minha n seca com álcool nem com água quente e nem com ventilador, n sei mais oq fazer 🥺

2026-06-29 01:45:00

7

heylena :

passei pano no banheiro ontem, hoje ainda ta molhado

2026-06-28 22:27:14

6

Ingrid Melo :

Me mudei pra região metropolitana de Curitiba faz alguns meses e tava achando que tinha algum vazamento no meu banheiro pq só tá vivendo molhado 😂

2026-06-29 11:52:13

11

Anna Luiza Consoli :

Água quente e álcool, não tem erro

2026-06-28 02:21:28

10

Amanda :

Inferno, to a ponto de me mudar pro nordeste

2026-06-28 22:52:15

14

tagarela :

Aqui em casa só resolve ligando o ar pra casa toda

2026-06-28 23:33:15

7

Ellen Caroline :

Não aguento mais as paredes úmidas e forro do banheiro mofado 😫

2026-06-28 21:48:05

8

Emilli Caprioli :

Gente única coisa que realmente resolve isso, além de passar pano seco é ligar o ar condicionado numa temperatura baixa!!!

2026-06-29 14:27:22

18

Helena :

enquanto isso no centro oeste o nariz ardendo de respirar o ar sem umidade 💔

2026-06-28 04:25:18

14

Bruna :

eu passo pano com agua quente + alcool na agua e seca rápido

2026-06-28 20:42:27

29

Aline :

mas gente, não tô entendendo! tô jogando álcool e seca rapidinho.

2026-06-29 01:02:27

5

anacpaduch :

Eu passei em um quarto só e desisti kkk ia ficar com a casa inteira molhada, que ódio

2026-06-27 19:47:19

8

clara :

passa álcool junto do pano, bjsssss 🤣🥰

2026-06-28 07:46:29

1

🪭itória :

minha casa simplesmente n pega sol pq é cheio de árvore ao redor e minha casa tá quase virando um lago de tão molhada q tá 😭💔

2026-06-29 11:39:53

1

To see more videos from user @mariaeduardamarci2, please go to the Tikwm homepage.

Other Videos

PRIME LEVEL 09? NOVO POTE DE DIMAS PRIME E COMO VAI FUNCIONAR! #FreeFire #garenafreefire #freefirebrasil #ff #ob55

PRIME LEVEL 09? NOVO POTE DE DIMAS PRIME E COMO VAI FUNCIONAR! #FreeFire #garenafreefire #freefirebrasil #ff #ob55

siapa sangka ustadz Adam punya sisi lain gini #BahayaJadiMunafik #MunafiknyaIndo #Filmmunafik #MunafikMelawanIblis #AryaSaloka

siapa sangka ustadz Adam punya sisi lain gini #BahayaJadiMunafik #MunafiknyaIndo #Filmmunafik #MunafikMelawanIblis #AryaSaloka

Graham’s Number Graham’s number is one of the most famous extremely large numbers in mathematics. It is so enormous that it cannot be written completely in ordinary decimal notation, even if every particle in the observable universe were used to represent a digit. Despite its incredible size, Graham’s number is finite. It is not infinity. Where Did It Come From? Graham’s number is named after mathematician Ronald Graham. It appeared as an upper bound in a problem from Ramsey theory, a field of mathematics that studies patterns that must appear when systems become sufficiently large. The original problem involved coloring connections between points in a very high-dimensional mathematical structure. How Is It Defined? Graham’s number uses Knuth’s up-arrow notation, which allows mathematicians to describe extremely large operations. For example: 3 ↑ 3 = 3³ = 27 With two arrows: 3 ↑↑ 3 = 3^(3³) = 3²⁷ Three arrows make a number enormously larger: 3 ↑↑↑ 3 Four arrows make it even more enormous: 3 ↑↑↑↑ 3 Graham’s number starts with: g₁ = 3 ↑↑↑↑ 3 Then the next number is defined using an unbelievable number of arrows: g₂ = 3 ↑↑↑...↑ 3 where the number of arrows is g₁. The process continues: g₃, g₄, g₅, ... until: g₆₄ Finally: Graham’s number = g₆₄ How Big Is It? Graham’s number is vastly larger than familiar huge numbers. A googol is: 10¹⁰⁰ A googolplex is: 10^(10¹⁰⁰) Even a googolplex is far too large to write out physically. However, a googolplex is still unbelievably tiny compared with Graham’s number. The first number in Graham’s sequence, g₁, is already far beyond physical representation. Then the sequence continues for 64 stages, with each stage making the next one incomprehensibly larger. Is It Infinite? No. This is one of the most important facts about Graham’s number. It is a specific finite integer. Every digit has a definite value, even though we cannot practically write all of them down. Infinity is different: infinity is not an ordinary finite number. Can We Find Its Digits? We cannot write the entire decimal expansion, but mathematicians can calculate some of its properties. For example, the final ten decimal digits of Graham’s number are: 2464195387 So Graham’s number is enormous, but mathematicians can still study parts of it without calculating the entire number. Is Graham’s Number the Biggest Number? No. There is no largest number. If you have any number, you can always add 1 to make a larger one. There are also mathematically defined numbers that are vastly larger than Graham’s number. One famous example is TREE(3), which grows enormously faster than Graham’s number. Why Is Graham’s Number Famous? Graham’s number became famous because it showed how mathematics can precisely describe numbers far beyond anything that could physically exist in our universe. It is a perfect example of the difference between mathematical possibility and physical possibility. We cannot store or write the whole number, but we can define it exactly and prove things about it. Quick Facts - Name: Graham’s number - Symbol: Usually G - Type: Finite integer - Named after: Ronald Graham - Area: Ramsey theory / combinatorics - Notation: Knuth’s up-arrow notation - Sequence: g₁ through g₆₄ - Much larger than: A googol and a googolplex - Infinite? No - Largest possible number? No - Even larger famous number: TREE(3) Graham’s number is therefore not simply “a very big number.” It is an example of how quickly mathematical operations can grow beyond anything we can physically imagine. #rickandmorty #edit #rick #prime

Graham’s Number Graham’s number is one of the most famous extremely large numbers in mathematics. It is so enormous that it cannot be written completely in ordinary decimal notation, even if every particle in the observable universe were used to represent a digit. Despite its incredible size, Graham’s number is finite. It is not infinity. Where Did It Come From? Graham’s number is named after mathematician Ronald Graham. It appeared as an upper bound in a problem from Ramsey theory, a field of mathematics that studies patterns that must appear when systems become sufficiently large. The original problem involved coloring connections between points in a very high-dimensional mathematical structure. How Is It Defined? Graham’s number uses Knuth’s up-arrow notation, which allows mathematicians to describe extremely large operations. For example: 3 ↑ 3 = 3³ = 27 With two arrows: 3 ↑↑ 3 = 3^(3³) = 3²⁷ Three arrows make a number enormously larger: 3 ↑↑↑ 3 Four arrows make it even more enormous: 3 ↑↑↑↑ 3 Graham’s number starts with: g₁ = 3 ↑↑↑↑ 3 Then the next number is defined using an unbelievable number of arrows: g₂ = 3 ↑↑↑...↑ 3 where the number of arrows is g₁. The process continues: g₃, g₄, g₅, ... until: g₆₄ Finally: Graham’s number = g₆₄ How Big Is It? Graham’s number is vastly larger than familiar huge numbers. A googol is: 10¹⁰⁰ A googolplex is: 10^(10¹⁰⁰) Even a googolplex is far too large to write out physically. However, a googolplex is still unbelievably tiny compared with Graham’s number. The first number in Graham’s sequence, g₁, is already far beyond physical representation. Then the sequence continues for 64 stages, with each stage making the next one incomprehensibly larger. Is It Infinite? No. This is one of the most important facts about Graham’s number. It is a specific finite integer. Every digit has a definite value, even though we cannot practically write all of them down. Infinity is different: infinity is not an ordinary finite number. Can We Find Its Digits? We cannot write the entire decimal expansion, but mathematicians can calculate some of its properties. For example, the final ten decimal digits of Graham’s number are: 2464195387 So Graham’s number is enormous, but mathematicians can still study parts of it without calculating the entire number. Is Graham’s Number the Biggest Number? No. There is no largest number. If you have any number, you can always add 1 to make a larger one. There are also mathematically defined numbers that are vastly larger than Graham’s number. One famous example is TREE(3), which grows enormously faster than Graham’s number. Why Is Graham’s Number Famous? Graham’s number became famous because it showed how mathematics can precisely describe numbers far beyond anything that could physically exist in our universe. It is a perfect example of the difference between mathematical possibility and physical possibility. We cannot store or write the whole number, but we can define it exactly and prove things about it. Quick Facts - Name: Graham’s number - Symbol: Usually G - Type: Finite integer - Named after: Ronald Graham - Area: Ramsey theory / combinatorics - Notation: Knuth’s up-arrow notation - Sequence: g₁ through g₆₄ - Much larger than: A googol and a googolplex - Infinite? No - Largest possible number? No - Even larger famous number: TREE(3) Graham’s number is therefore not simply “a very big number.” It is an example of how quickly mathematical operations can grow beyond anything we can physically imagine. #rickandmorty #edit #rick #prime

@Master Driver Brasil #masterdrivebrasilcy #caminhao #motorista #realityshow #camioneirosdobrasil

@Master Driver Brasil #masterdrivebrasilcy #caminhao #motorista #realityshow #camioneirosdobrasil

été posée à plusieurs reprises : pourquoi garder ses cheveux ainsi ? Pourquoi cette texture, cette forme, sans chercher à les entretenir selon les standards de beauté habituels ? Certains les ont même qualifiés de « désordonnés » ou les ont comparés à ceux d’un fou. Mais pour Houngbedji_337, ce choix n’est pas une négligence. C’est une histoire d’identité, de mémoire et de racines. Il explique garder ses cheveux ainsi pour se sentir proche de ses ancêtres et de ses origines africaines, notamment dahoméennes. Pour lui, c’est également une manière personnelle de rendre hommage à celles et ceux qui ont vécu l’esclavage, qui en ont été victimes, et de contribuer à préserver leur mémoire. Le 10 juillet dernier, ses cheveux ont atteint 10 années. Il dit avoir choisi de répondre aujourd’hui parce qu’après une année passée en Occident, il affirme avoir constaté que certaines représentations héritées de l’histoire de l’esclavage et de la colonisation continuent, selon lui, d’influencer le regard porté sur les Africains noirs, parfois sous des formes plus modernes et plus subtiles. Son message dépasse donc largement une simple coiffure. Il pose une question plus profonde : comment conserver son identité lorsqu'une société impose parfois ses propres normes de beauté, de comportement ou d'apparence ? Et il ouvre également un débat sur la mémoire historique. Il demande notamment pourquoi la communauté internationale ne consacrerait pas davantage d’espace à une journée dédiée à la décolonisation, à la liberté retrouvée, à la mémoire des victimes de l'esclavage et aux conséquences du colonialisme. Sur ce point, il faut toutefois préciser qu'une évolution existe déjà : l'ONU a proclamé en 2025 le 14 décembre comme Journée internationale contre le colonialisme sous toutes ses formes et dans toutes ses manifestations. La question de la mémoire et de la décolonisation reste donc bien présente au niveau international. Au fond, son choix nous rappelle une chose : ce que certains considèrent comme « désordre » peut parfois représenter, pour celui qui le porte, une histoire, une identité et une mémoire. #Houngbedji337 🖤 #IdentitéAfricaine 🌍 #Mémoire 🕊️ #Dahomey 👑 #Décolonisation ✊🏾

été posée à plusieurs reprises : pourquoi garder ses cheveux ainsi ? Pourquoi cette texture, cette forme, sans chercher à les entretenir selon les standards de beauté habituels ? Certains les ont même qualifiés de « désordonnés » ou les ont comparés à ceux d’un fou. Mais pour Houngbedji_337, ce choix n’est pas une négligence. C’est une histoire d’identité, de mémoire et de racines. Il explique garder ses cheveux ainsi pour se sentir proche de ses ancêtres et de ses origines africaines, notamment dahoméennes. Pour lui, c’est également une manière personnelle de rendre hommage à celles et ceux qui ont vécu l’esclavage, qui en ont été victimes, et de contribuer à préserver leur mémoire. Le 10 juillet dernier, ses cheveux ont atteint 10 années. Il dit avoir choisi de répondre aujourd’hui parce qu’après une année passée en Occident, il affirme avoir constaté que certaines représentations héritées de l’histoire de l’esclavage et de la colonisation continuent, selon lui, d’influencer le regard porté sur les Africains noirs, parfois sous des formes plus modernes et plus subtiles. Son message dépasse donc largement une simple coiffure. Il pose une question plus profonde : comment conserver son identité lorsqu'une société impose parfois ses propres normes de beauté, de comportement ou d'apparence ? Et il ouvre également un débat sur la mémoire historique. Il demande notamment pourquoi la communauté internationale ne consacrerait pas davantage d’espace à une journée dédiée à la décolonisation, à la liberté retrouvée, à la mémoire des victimes de l'esclavage et aux conséquences du colonialisme. Sur ce point, il faut toutefois préciser qu'une évolution existe déjà : l'ONU a proclamé en 2025 le 14 décembre comme Journée internationale contre le colonialisme sous toutes ses formes et dans toutes ses manifestations. La question de la mémoire et de la décolonisation reste donc bien présente au niveau international. Au fond, son choix nous rappelle une chose : ce que certains considèrent comme « désordre » peut parfois représenter, pour celui qui le porte, une histoire, une identité et une mémoire. #Houngbedji337 🖤 #IdentitéAfricaine 🌍 #Mémoire 🕊️ #Dahomey 👑 #Décolonisation ✊🏾

💔😭#fyppppppppppppppppppppppp #foryoupage #foryoupageofficiall #foryou #vairal_video

💔😭#fyppppppppppppppppppppppp #foryoupage #foryoupageofficiall #foryou #vairal_video

About

Robot
API

Legal

Privacy Policy