Meme of the Day
This topic has been locked
On 2023-02-03 at 20:43:15
POV: YOUR GOING TO BRAZIL
DUDE THIS IS SO FUNNY IT MADE ME LAUGH!!!
ITS IMPOSSIBLE TO NOT LAUGH!!
Not really, I have seen this too many time so its not funny anymore I think
1
On 2023-02-04 at 00:25:40
https://imgflip.com/i/79w6i8
https://imgflip.com/i/79w6uv
https://imgflip.com/i/79w74s
https://imgflip.com/i/79w7cu
https://imgflip.com/i/79w7jw
https://imgflip.com/i/79w7y3
https://imgflip.com/i/79w83d
https://imgflip.com/i/79w88u
https://imgflip.com/i/79w8rh
https://imgflip.com/i/79wa1e
My meme aren’t funny I know, but I’m trying to make good memes
https://imgflip.com/i/79w6uv
https://imgflip.com/i/79w74s
https://imgflip.com/i/79w7cu
https://imgflip.com/i/79w7jw
https://imgflip.com/i/79w7y3
https://imgflip.com/i/79w83d
https://imgflip.com/i/79w88u
https://imgflip.com/i/79w8rh
https://imgflip.com/i/79wa1e
My meme aren’t funny I know, but I’m trying to make good memes
On 2023-02-04 at 00:39:57
5
4
On 2023-02-04 at 00:41:13
hey i was gonna do a meme like that
3
1
On 2023-02-04 at 10:40:40
YOU NEED TO SEE MAGALOR HERE VVVVVV
1
On 2023-02-04 at 10:47:34
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[/url]
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On 2023-02-04 at 11:17:23
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[/url]
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On 2023-02-04 at 11:21:14
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[/url]
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[/img]
4
On 2023-02-04 at 15:46:42
When you think you've found the solution
3
2
On 2023-02-04 at 15:48:09
When you think you've found the solution
So the answer is: 2 spiral galaxies? Interesting
3
On 2023-02-04 at 16:15:48
When you think you've found the solution
So the answer is: 2 spiral galaxies? Interesting
Tu as reconnus l'acteur?
3
On 2023-02-04 at 16:18:09
When you think you've found the solution
So the answer is: 2 spiral galaxies? Interesting
Tu as reconnus l'acteur?
Non mais je vois pas le rapport entre ce que tu virns de dire et le topoc
On 2023-02-04 at 16:23:50
When you think you've found the solution
So the answer is: 2 spiral galaxies? Interesting
Tu as reconnus l'acteur?
Non mais je vois pas le rapport entre ce que tu virns de dire et le topoc
Moi, non plus.
https://www.google.fr/search?q=louis+de+funès&ei=T3jeY_rTF7e0kdUPpeiRqA0&ved=0ahUKEwi6t6X6lfz8AhU3WqQEHSV0BNUQ4dUDCA8&uact=5&oq=louis+de+funès&gs_lcp=Cgxnd3Mtd2l6LXNlcnAQA0oECEEYAEoECEYYAFAAWOkEYOUGaABwAXgAgAEAiAEAkgEAmAEAoAEBwAEB&sclient=gws-wiz-serp
2
On 2023-02-04 at 16:37:16
When you think you've found the solution
So the answer is: 2 spiral galaxies? Interesting
Tu as reconnus l'acteur?
Non mais je vois pas le rapport entre ce que tu virns de dire et le topoc
Moi, non plus.
https://www.google.fr/search?q=louis+de+funès&ei=T3jeY_rTF7e0kdUPpeiRqA0&ved=0ahUKEwi6t6X6lfz8AhU3WqQEHSV0BNUQ4dUDCA8&uact=5&oq=louis+de+funès&gs_lcp=Cgxnd3Mtd2l6LXNlcnAQA0oECEEYAEoECEYYAFAAWOkEYOUGaABwAXgAgAEAiAEAkgEAmAEAoAEBwAEB&sclient=gws-wiz-serp
Je crois qie tu nas pas compris que tu partais HS.. je casse la chaine, et merci pour l'info
1
1
2
On 2023-02-04 at 17:55:42
My reaction to the addition of Riverside Park in Quick Mode
3
On 2023-02-04 at 20:09:00
4
On 2023-02-04 at 20:37:49
1