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12 days of ur profile alive [ATTACH] With pokedex number 12, the caterpillar finally became...
12 days of ur profile alive With pokedex number 12, the caterpillar finally became Butterfree 🤙- Tryhardy
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No more math this time Sike whats 9+21
No more math this time Sike whats 9+21- Tryhardy
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11 days of ur profile alive and looks like Caterpie evolved to Metapod with him being 011 in the...
11 days of ur profile alive and looks like Caterpie evolved to Metapod with him being 011 in the pokedex entry 🤣- Tryhardy
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I bet u know that caterpie is also based off of a real worm then? lol
I bet u know that caterpie is also based off of a real worm then? lol- Tryhardy
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Shoot its actually the 9th day but u know what I dont care 🤣
Shoot its actually the 9th day but u know what I dont care 🤣- Tryhardy
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Day 10 keeping your profile alive, today with pokedex entry 010, we have caterpie [ATTACH]
Day 10 keeping your profile alive, today with pokedex entry 010, we have caterpie- Tryhardy
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If we use 7x and take away 5 = 58, find x to know the number of days I am keeping ur profile alive
If we use 7x and take away 5 = 58, find x to know the number of days I am keeping ur profile alive- Tryhardy
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The number of days I am keeping your profile alive is the greatest common factor of 121 and 33
The number of days I am keeping your profile alive is the greatest common factor of 121 and 33- Tryhardy
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It’s a trick question lol, the right answer is actually 1 day. If 2nd planet’s distance is 4r...
It’s a trick question lol, the right answer is actually 1 day. If 2nd planet’s distance is 4r, ure wrong. Got u 😂- Tryhardy
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An exoplanet named kepler x orbits its host star at an average distance of r and takes exactly 1...
An exoplanet named kepler x orbits its host star at an average distance of r and takes exactly 1 earth day to complete one full orbit. A newly discovered neighboring planet in the same system orbits at an average distance of r.. so how many earth days does it take for this neighboring planet to...- Tryhardy
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If we use ln(e^12)+2 * e^(i * pi), the answer is the number of days I am keeping your profile alive
If we use ln(e^12)+2 * e^(i * pi), the answer is the number of days I am keeping your profile alive- Tryhardy
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If we add 5 and 4, the total is the number of days I am now keeping your profile alive
If we add 5 and 4, the total is the number of days I am now keeping your profile alive- Tryhardy
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