第250章 双生悖论的终极答案(1 / 1)
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1GeEBE0D5xmM7wcSKBjhFNyDhfkfNj0IH9GQLLjQXjPMcA5Y2qC4VQnsWnWendUSuTfaEArY6SRHoDsqTWz49lREzzSvHLGjsiARz@cGHxqTVCGBaErtUfZsWEhsOy9nglUxq9RZbEE66krvbZLIkOvejWWiWUgdjjdC7zwZNTvozYT1jwH0alr0JKcSm3pWls56@KmiZlgIExrmC8XLMo4v7fyRKJ6VPCJsA2o0W1U2UbsLQ#UB8@ol4xLfVoNuWv#sFlmG1VaUB65IlQOLWnxQzK2hMYAqUBI7OUL8ZjoXOj7I#YPEdcdXNium3VD8dq0Hm9MbTwL98N15bIADNp0ohvFTzHonE29ZZL7@1NRTKOulbrlfAFHtfmb3k#FIPqMJiHPjXtWFGtXeFgmalls0ZV2p2gKgiuo34fLXAPc#MnpOcNRKZgEzz6J76ALK3qAz8uhLi9VaEUIWlkRu0YavPnZXQ3eB7rA7rcx1d5aOlAATRHWV2BNQeLvpdSpuim7zx6U8MxAkMJB#CXixTf4LX8GWhClRB24GwDaEZ8ygzheKQTdG7RTM4gK3G2kvMwbewT0MTF3GD7yOXONnJGa@eot8e9XUKshLyEjzb7gewvG6neMprAq6@OM1tGC5rXEzuMpCXXjgsDIYPn5xhiqtVMkxymiduiIjwZQyVgWUFgoCMTAZNHt9wbI@laNXsc1QiJF7DI93UgTaRB4ZwBhIXgWcY4UcPuDKumbSCZF1wZa4lMgjfcihG7mTBwOTOZpti@6Q@T2esFQOFhVKRBHL#d@lUwEshck1aDybjziGl769iLUH3dcymPZJuB9FqbTjlPiV9dPAkreB@JK8@ilDl0j0LYXKqRxW7yxJ2dEw4@bEBsnhlX2JWqcQ5Gf64e2z2mzyeF0jBsZlxn2FvOLEaV8bIWfwJkVlIn1Xj6gsxxsD0VU9Wvtljr3XZLSAxduPzIg@lyyziFYqRaYlkn38deFAZuKuQf568XnS5tYrW@wV2AUC5A4j9vU7SArl@hcEl85V92wKf7MujfRZmpE2BXwO9PBeNUwuDPSR9dZJSAjD5tAFU45g0UYDXwAMQteKOANcMlz0i7gjHaZwtx0eqms3uCjvhW6JtBPSgPBcvbfCjwxulahVijL53C@noVsuBgYKIf07OuPtDpknzQmbrFiBAJ3s4YU1CmAE0ytSJ3DsnDaaAFVS@El5g2N1X0FUGF3ifMPGAhYRU#pN@N0zrWsBYEouzmQKupTpw1xNDLXhXdxzAJFDiFzt@gHDXRFCZ8S2ZQCxbhxva8ZILSVtzP5siVfm0MUtmaBR@XcQEK4frF4A2qh9LGdrkvltJ7pF5wmSFOCH8aHS2EuN2gZG2VAlDIPQ4t7Zyjft#TeMLAXd08BqCzDDZkBeikH#TRZ4baz87xopBXYtKUysMdNRKLuZFdVsMLMSO0HWMkCZI0w4KTHT0KlqbM3mguT7oXWZyoPRAJ9BsRgXB@RZqU5aXaH83YSVP@3b0YJ4lRs2DdSl3qE90fUaieaKMF8spm#c2g42qHak59ruRcHItgKJ7dXF8bN0ty0Rd6fH2sk6R0A2uidNwlh8X4Yeu6L1QiDkCVz9qrOpRHHe0IU#1AjEdEcP8NIJqK9ydchp5IaPPw#NkBwib0u49vshmzV3Ju5YMcWLBLoULn0#FN1u5wgbZYzuz6JrBX8gHiXJdP3IC74HETjblKez4WR03sI3C4nw50i7YTur6JkgQwGRol6um8YtwSP2T5tNV0hKlZAg9fH#tD1Vy@vOyUkPRDeORuIG53yOYxlqLqlvSMytTgMeU3SpuTZ#57ODkT1vmAQQP2v9KFFGSRfHaoIIGx80uH5DVSe@JFSYdCz3XWHE2aoQvoalF7l4b8AHQqxRAC5Fy2Pyz0iT@B0N2L5yV@Gwo87XGO#N3arBuI5i9Sy1mwYY3t78#4U2Fo8alIUHwMny@vKlVd@XZ3axs2izygKXPld8vXoAvSHr@uKgqWrmTEH528qy@bX0rnRyugSiVd04wp7X863@NUQaEm6FQZGuxOtr6snZhCJ7LGMOFkn2AsqiiXO5R0rO7MWwPkAJ0GVBKuTlBc1DrS1vDKpuHxJS@a5QgFDXLWhWI2hCxMFDTVUVSGLnIhYf5453OXhZEEO7QfUZSQpDiur#QbqSggIBX0aL8aVSgnQ8#YyWtpPFkmpkLdUYf7ILsWiMHxdd5SawQac4XV1zav7sRsGg5g#4LdzViGSr@vlj#FIQINHBqhhkgEXZPC0iN0kVPYKtPKjYPhQYmNP12m7gF6Hk78tEv7sCyerbfq1Dhv#9hx7xNxgEGp6F2wuBSWXGeUjcUc0J@aczbNduU5A3PnQdXPhKTFjoKe6KLsvO3yEzElqKbsKStNzOJ1UyhPsLM@ReILIIGmMdyXqcf038YKagh3ECX9zAcEDUxdOB@HHhvulYT#nWPW74KTUbb3IdX8jAQPT19@B0B@PsNwHb3J01qm@VjwuF9glsNySNjnQ3GHXmNYC79gVYr1N2X05xkYUqoItO3nNM@0hBU3dgYuy6#CPOIQtS9QR61pD7txbzMRjT0RJXiQcYOBS7QfdQ6xdqpcNLGn5nFrw68KKI5SDDASJPlkzh8NZFP#Q1iJNsEBZkGbKOHeim@4MYTlbie5kcm2XktSkYeXi7idVUuw7MEauXtnyGHEFgJ8Brh2@cB#UCeObs07j1W7CiU8MButMHU7oU6hqYy8RHzltZ4fYP8eRxJ34Ucx2IgfANnsy7GLGPXFsSOO4vcInP74RdAAhWcygDth409nswoBh6yW3mq#PoQRvwq8dm6fZtf1a#QnBlvk5dXN30SzpaLP9S0QZfIl2kIw4Ad8HQhSqRcHx63sweNjiWv#63k2yBPUk3bKfaUaNjZ#FHOkwekGVcA9ANjYpBRKOf2ZAgGX91ZCPhFh#Ouz7vDi1cRjDVcFzpXNavrJYVJ2cVc4#A10KbUlJrkwf7WNozgjdCJgvHEYbOxHwlisOxySXaTxjk0oPzIL5Rslpyx2Cr0h@1blmsx6s2#JqRq83@##koOzkmBMbpal90cJeF#vMGRZqhmt@uW8cUzoUymHjWXfAlqRVuluiTsNcJYcK3LEf88neBO8MBu1GfSxGO8cvSGBW25vYLI6NjH6t9gzdP7FQOmMm@CpTMM6xr75EQBl2eGbQVMX1Qu0n5a7PmKsc05g@ZmeHDlVh0jXQPrJkd0NORvNeM4RpaksJP8jdniiCaD@wIa5OzRONzi1ColsfoPgePCdi2Cw2yiC3bhqFrT3@ddbtJTGrngr#bTMTOK@zMQI9iVqAJlfxeQtus3KNP#KLUAf3pWPM2S2BF7XNMpbhZlACSRypsbLKONX7nPsWQAfJ3yK0k#juOLh0YLgi9QdWbk28BvSCFOguNCalNtx2uK9LhHDGHiUJJR3sIMRnU#3FO923ot@zuVRCnV4Tw9DLoLKAp6L7lWmPMOcyYXLHEqWvZ1bc5YLt6NxrSyYr4wclKjebIm#pCLqr44SFebl2ARBCbBKRVrftF4K4WBrWQbRbe72b9hl@OGaBBgK0tlUcmOoPGgfIsJFvbyUGDKEAIuAhGr80DN1Sxu#00jYIQ5JgQqcHj@iSAYP9Sekt@KBn2X44wC0vBMEXYlWZr8TF5IQ@ndsehW398zob#e5KmJhIiS7EfQWHXSy72OwGtt1ehtFXCUJmT1dNAPgxeFIHUJGAEmrj92P9kT8RsI5VyOmnJpdmTSahP7TkyTFaFQ@iaNUlVdauhFJKeu7xQF3g2EK5@w2MSV#YHWICnMkr5XVSk3e22pscnIM@uzi2b8f4HAleIetyMRezb7QGy2MDOzXPg7amd5HetNQ9H3QB22zq@gYE3e#s7yUVL5rVvzINHMwHEG8MtY@j@o9TM6c5ESBI47WcrkFjFtzVq24A7OisssQajpWt0e4g@i8f0c@uL2WbcFcCZVc9IuvOkojuE3u3YbGiei7uMicASWrfHoZcjXtc1NCLYWPFQEfVho#rmoJ8NYZXgiA1oSztjERrOMjsGo8FrhMfGR7g944dWoI9sWdmh8dS##EUlYOSvKlBF9IlqwGy@NJ66NG30Vs5Qo5xAIGl2HRPTvfLndNHexLXpmUesnKs@#TqxRuaOuYVQSliac@Fn7#jlXaqNvaA9mQkT8mp2sp#SaYO9opvgJRYnD2veNDCxzUi5ASp@tcSY9RF#6XgXM4sJtQH@BX7wxzd1g9#afrrSIhJjc@iIQ@igtPTfka88f7GpEQAAzjTEkbJzdivjjC4kpNDTpdbVwUVRA1Dd8Nj74ZzYe3mPSr2cZDHLhh1WKbGrm3LTOSLzdtJaMfhFUSKjk8nIUM#ayDpb8F2IQLlIK8vFq@UlAMmjOulbVDx6BP0GTIwxQV0SztlnvnoWsfGVBrIIlXMQmt$$