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What's the Luckiest Turn Possible in Pokemon?

70K views · Apr 25, 2024 · Gaming

Comments · 406

  • @KingTheLuck · 2 years ago · pinned

    Thanks RAID for sponsoring this video! Don't forget to click the link in the description to download and play!

    86

  • @TheHazmat347 · 2 years ago

    average AI turn in the Battle Tower

    1.4K

  • @stangomango2015 · 2 years ago

    Doing some quick napkin math, you are more likely to encounter 19 shiny Pokémon (full 1/8192 odds) in a row than this event happen in a single turn

    621

  • @azuquirtle · 2 years ago

    Zero doesn’t feel like a real word anymore

    650

  • @breezyvgc · 2 years ago (edited)

    Yea this is unlikely to happen but you know what's even less likely to happen? Chi-Yu landing a heat wave

    529

  • @abtinbarzin8369 · 2 years ago

    For those of us who didn&apos;t want to bother counting all of those zeroes at the end (to be fair, yes, you&apos;re valid here lol), the odds written down are 3*10^-76. That is, a decimal point, followed by 75 zeroes, followed by a three.<br>Statisticians and STEM majors be quaking in our boots rn.

    197

  • @Portobello-Mushroom · 2 years ago

    And I thought getting hit, crit, and confused by hurricane causing my mon to hit itself was unlucky

    270

  • @Felipovisk · 2 years ago

    Remember kids, keep on gambling

    242

  • @freshIight · 2 years ago

    That exact play was actually made!! What are the odds?!<br>A small YouTuber named &quot;Dream&quot; made this play iIrc

    181

  • @swirbl · 2 years ago

    Something he forgot about are high rolls and low rolls.<br><br>If this really is the luckiest turn in pokemon, he would need to get the highest roll on every hit and opponent would need to get the lowest roll on every hit

    147

  • @columnfellow6955 · 2 years ago

    This is the stupidest video idea I&apos;ve heard in a while. I&apos;m fucking hooked, and need to know the answer.

    149

  • @ajktulm · 2 years ago (edited)

    Why did you mention damage ranges in the beginning but not use them in the calculation? That&apos;s another juicy ((1/16)^10)^2 chance we could add<br>edit: for clarity, the ^2 is because of lucky support&apos;s instruct. The damage range of the opposing smeagle doesn&apos;t matter, as every hit is focus banded anyway

    145

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