This quote was added by
weiahe

The Banach-Tarski paradox is a theorem in set-theoretic geometry, which states the following: Given a solid ball in 3 dimensional space, there exists a decomposition of the ball into a finite number of disjoint subsets, which can then be put back together in a different way to yield two identical copies of the original ball.
3.0 out of 5
based on 47 ratings.

Name | WPM | Accuracy |
---|---|---|

jiggalee | 136.25 | 97.0% |

venerated | 128.52 | 98.2% |

mrlazav | 126.38 | 97.9% |

feuv | 119.11 | 96.2% |

seantype2510 | 118.16 | 98.8% |

lirich90 | 117.09 | 99.4% |

zhengfeilong | 114.66 | 97.0% |

jackey2baccey | 112.58 | 98.5% |

penguino_beano | 112.35 | 93.1% |

rhun | 111.75 | 99.7% |

Name | WPM | Accuracy |
---|---|---|

ekg.anthony | 52.07 | 94.8% |

stevendiao | 70.23 | 90.8% |

donoshea | 76.07 | 91.3% |

geageorgia | 76.25 | 95.1% |

cristalyn | 21.24 | 87.3% |

msorscher | 58.51 | 92.4% |

clickclackm00 | 60.29 | 86.3% |

sennen | 50.27 | 99.1% |