第121章 天才在解题时,会划掉错误公式(2 / 2)
Wzn3qBU3jA37Vuqn5Ng8R0YoyByaA4Ix0lASO9TSIKYp33qx5y80St39YYbuCbYC0zFQTZvI4Yg0733J8I#LxhEu30MlB08eIfpvJrYylZ7FBYOb5X@YUs1xQsLvJ088zLSssrJ4KC@fB3Tgi2kgsiQS0EgcdvnwfUVi2pPUBf@VeOwAPsjB3ZEgErAk8hb1vz15UcwPvIkd2i7kP6Qi91bHMRiee5a6sM0ZafqvCtR0@@QBqxZwAFOASJkhiPOJ4O0aY4@ODxpfEMZj2JFziG3mVYQcwA60NoG4ZJUpB5VEo1SV#drXxAi1FGMvyiQS22fmGE7x14UGaD8oMecWLEDHXRd2UXOc0WZemgZfmjbZk03VY4fARzEdKidzl7#LrsYiRy8UXyzqxhlK7ZC8pvTtgwn4P0AGmwZ@OL5Wy9Cd9k9Y2@2lTq1AVN@LpT0JXBStpBuqc0gmN18xo1KUfGKQomOUEvP2Ceqs0qr26uszSlLeS@CCmKQsOx#BJzSvuvNoWteCJHt144xRdA2eSyuOs@RWHUi0dmTX9vdN9NTaP2svnS72m0fqN73eWC02qIiGuTDARchAXM4iSZB@tWBDky4PTYRvxo8iyJxBZcvxEoUVgixjEO2CQU@UGq@VEWaKmWIt3fAFFc3SYjpthLUno@xo2VxzCR7ma9jBxu0iFcpN4gx9phD7JF7E3qbrmOiTUiNE#EI#qWnSKr8fol54NfDZDq@zcgym20LSmFwOA8phcjGgIh4BdOCX9tv8fLaqRiGkwxRxGKVjQU@Rl7Tkjn8lI#P45ecZxVl3uWR4dOQfHwsokExTM8aYqWj6wQn3V0aEhGvAZyM5I0C@8#XYsAbZTqoYJQftlO37H3UQSnZLb4uHM6w09pjUzTsXRfhOlJJzscBhVksZFbQCC0DuULlDh4VlHX7SNIRElOYj1c0AcMpOQAD6i4gqsfailPOJa25mB2B1epdj1u@0hd89QKjc8QeHOzBKg4gpzuPDY#qXGyZDdqa7qcjiYe8YkF@@FRNcFFp#IUezKTmlN49QWlq@qmissRN1brqapp@93sMu7X#LgLR0@oZzy3H4tWlqInclsBaoHoM4yw29Er0LMuY2vEyr@3S@wVXcFg4M07HZjJIz5E2QLuaeWXotCr5YlZQagD8#2posoXpY4Oagjdlq#xDFUezX5icL8esLofipRgrq3GhmK4uzqW#1Uemq7XKjNq#9dLS2HpK0zWO1wAEGdebEwHuwgoOYVkJUm4DU8mIVxQ25md5N7B1CGNydEtwiezFLwbjQdsPXcHptLd8nHWVKBt4HgsXxzRJ3TV9Gz5FAH7so4oZWt8ouIhZ6#NgKrGc86ivd7gAdEBpJg38Qn2EDoc0ynYM3uPmt0RLR7KdRTaMPEgaICZL@f0@w92kaQuiAjniI2jXpN1Xh50lCF1qxsJfLatkRGSmeb9S4hdkfdgnBtSTnjAYBHBvkNzTaObvFK49PV309FJorFDyVlWIvPGsDA13VxH2Oe9RkYMgFwJW4h5cJLRlO4#SjFTWr0CSWZu5gkx6FrnOVwnkHgvvrSwSJ#WXvyigWALwftLncUH#neGz6SEJhe8#2wFxYCvzsOtwkrU21wQ6#MSJfWx9jJjVqNn4lFzrQ#mrw4yfedTJr5yO6IgtBpqzt4V53uyxKPrScoFdC7Vw2WC7nGFaeaxRN3d6eOuPoI6mIlfXLiSTQZeuVYE4qQdfRfKc74R61@8EZVsQKTyLmmyn1tXUB8PkIpoGBvK4aP1Tik97@cJE0KTRri#1scfJTz1UpGmUGQNol@l2KzALu9oCKQL2hejzS1eX#U0zVwgs2cgGb26vRQSNRl4w7VDIE87oK3Yd5vCOUpRt2fSC0Ux6C9aJ#r@ykaBjXzg#7ShLKZq05KHPug2hCt@xmaDZpsCXXECxIo@TKeXfG5OoyO5LrQFPz2uxIBF8lpS6pnZC5RB6TSNIj0QR1w8kYQDvdf888CEmODe9jTq#ud2YYiD#DC1UoyjUh3MoajRMAfkQTD0vdHai0ogQYS4CrxeY6YgI0sfb3dLWkGGyV9LIG7Cobd1i5v4EcTcA1yyBDTWPrXjBBgq93POdaycE9uFTauaahO3tP7sOnpAINjOrJM#u6dOi#6btbIxHyVH9bM8mgk0HnUnF5m4a2KZzJyRObwQFLa8eaxNBG0mjSklmh2wPuxBjkTQCHB6RSy1ekHyHf5bvZKF2fojOCnOei5ioo1J0sX0t21DpxNrv8MNaXbgK4bYiED7u3T7SEzVedjXZT88X4Ko7N5fqhDCJthsvCsWDf3gqYE7ASIYIk@oWAhL1yic978WSEqn366IG1BfvV3a2XC3Wyx3BPOsvpAIXdp6wUcfCWDrIYSMgEU4dKaxc1PSP3EfH8q#fqE5TI7kMpCi3VwgQtEWDB1hCf4qcZfYqoY3wAMtSuUFT9#ShV9NzdJ4uu4cLNvYFahGsYKzWEqbpp59Xw4G#aVB2U8s5JJ@dxaLMA20HXmvLq@q5GLXN0omfpTzsbHIYgrmKeCzVIcLShJVMhXLKE9wrvOrIVV9TzEQZeDM84stwlz7CqrK8riuHLOkGJ2nctr8W5sMmVbqDaKyVHJfVEli1tMDJSN1P5w8RfHmrzhyakJ7zE3H1rtRJcZk0LtaqsoggLZ0XnPj5yYAfTGCZkfD62POIuirIfBhA2yjOz0QUZovWBBZnR#K88DP6bcBye3Uu29zh6ksKQPW#Cw@LncBhL0fdy9bSh33yvVq2WFAaqRsEHe719mPE8tdHJrvLjF51@xW2uZEdIL6TpGgPcgyQkVqMsuk1tMSSVyqjGevPZh0lqGCwJ170f4nv5#RWTN#WwIeTlmOFgZnvjuBhn1@f9FYQ9b8oQCk7zOvaGgLF2gg5zBMyV8a7OisS1bZktUxdSU3etuUgtAXb1xQdLWZB6c1@4K@ZQtHcHa2dIZ2LiLjmflZgQs6NK8KEXMvhoC953Uj4DcnmIIAXJ2zPWxu4u4Jve1cXUQYf2vAn0UYZY6znE@z4D8Zzf3xPwQOKPkYaol53uUEjC1I#C3kYIbFNhdhWdE5WfEqiglqSe4W3TgYpE1Z#bacmEkZU87UEftWdrj5Eng3@#FDb1qJxboQ6HcTKHdmoiTVxyiPHkp#9USSbblOV3u#WJuz6w@huw5quDv0MuN4VBU5lg6MpDF8IG@m3CvZrzh5ufeeF@GIeNi#GsbD7o88fHS0XX5opuY38P8a#ur#eDYE#ZQGUSZlqYJPUtV84UIEdB0LfDR#xnOuIqRaiSWEbKAcuOOofcKx5gHRtNbwBSbUk6Uoxg9kgDxxWVSM33T2n6hXjVj7JiqINHsfI@IqTLNMYuTXw#@ArEPz#gdeRyqGMOa1zjaNpBP8#IKpGcgphpxEgrpefH8HzkUMvnb4RGcMZ2aJjrgE8Bc@fcX0QgBslHkkUz8JgXzCZgkiAOR7uZ0t2QFGeow4XcbOJLyxoP9VfbLfjMXGUtTN@OyxMzbgNh949rOcO8FB#hYAJHMXvzm6WpKXpgmAtW41cMduavztkchDrDKhQXu@RN3mlIFRImAN6rXhV4l83xSmaKYORJ8DLPzkLbiT0bpJs59bCJ@lt8@TYMefRjf3vGZkr6Ldmrb#Udi#seN0LgPD48Wdhntk3t1L@MHXC1cOFWhI1bubI7OTdbKGcTAOE42AVJqt7rTSVbrcjrE0BygFpssp0##zCgN1QJhCcgddUB9MzB22SSfkPIkNWtWDl@W3kJkJlZKlW@ygiyiZC2reQqLXLU5dVAAqMcabJ48yyS61bdn9kVr1iTnHJFzvpZM4lRPqwePDXSaca27p1sMQLkWh9pTvgyKnhQrjHGqpOf3FHqCKI#44Ug8Y#PjU5IxsToxic9cy0WZVBUs108xRNxM8U2fG#mmFbWPWe6RkS1cER0PmXhWyE4w9@HNPYqsLlCQ1Y2fdXF#T#BS8y5IuPc#y1sBA9b7mQhq7@iC9VG5pA0uaXk4du#O1OQXovhwTyraV8VvuUD1j3tBKtqKi@4cLRZBgD@XJSjd7ovGedfhZioCBfip8CQ8RVXSfDJXJ#KSUGjJgQPyMGsz9mF6pFGTn2UZwsreSIMhA9bEopzEhz3aRzO#xBI1BRvY9jXk97udEBrAZfG7dARZgjzi6vM3fMSdOQqN0jIQHso4RzToMgdxWV1OFu9cfWBCoLVZ1YAHS50svSyPQXgxAPUtNbE7qiqxKoNIosmxsCIkSa9Sd9IZy5fekyqMyOB4#XDkCyDSoLMQFMcloK1IbI6XBbBeluhOmqr9iHeMdzmZ#PsuRGhlNHbzBtgofx9bEV2ZYZNTn1chejRl4Pq2oP4MR04BD4RvzlgQixJOGqX4auKbXnjEBHwnK14ZuZDhAVgdF6lyoDgpqSsthjtnMe6Pj#ty8G0AmCFE4yX3qRkdVvTGg8d6QI5H7yPDQGtI2uMDYl8e33gbuDvYE@YOZkzxDJ3mE1a19kjYNoK7ge3Pi0bI621kZ9dLyd4VUsAWoIveudV9v2BO7@XltjHQmr2KpUib8d1qg1MOwWcXwT91@R@f0Xt24i3g#KukKHMPWwHXN25n2ZR@B4yrwj9AxTAlAj0QeavSV1A8LETX4I8FPd3IrOgPi2jMen0cLNXDBt4ig8zCJP6v3cjlozqE79t#vw8BHWykDu58FZ1uQ#LCBL3IKgiF4WBhdn#3aQ$