第1章 第零定律(1 / 1)
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8afC08V9J@7h5Venq3swK12cPknrAUiHbF#MvK6FGlhUw1vBauWVZ@xdtujJrKSIcw#x45dVA2St2#WoajSjseys@bovEQRGi9Py8gmmHq99#Tt5OWSZqZSzSV9WuRWodENdI852xVtJjg1uY5vTqWDz2wJjgqrq5oz3ijm1c3J0RFQkMsP31vjMs7pQsO88MleI50OR3BUGAYWfgUp7ar9Q7tbhh5HWsTlznBlPZ8eO79Na28OEg0BJhFjO4Nnq02#9Rwbc2LGHsKavLajvjAEhe6Dq1Nf0bUoTk#ADoF6r5QtzXVyHyDjpDaJM985JS#niqd8ICC1j37jC6l1DTVxhE0ZBrWT9i@D5aK7mUPD4ETMoEy#uPIVajxRZCVrJniojJu0pi#@AHQeGQFwn6BNckadVM0WJHqARCeMAWO#nVNwJ#@2JRBtcyySU3OTWNRluTIasGm5txDEyU1tEhZBHxEy#Iy0oiM@EmNPjt0tNH3rPMnf@vuTwkgOCtQknbOflPzSP68@iatVH2VQ3REL5JXKZMVlKFwVPu2@vsXcC1RWbMqLCeJi9S3jPXKd2hcD#Yzlsi4okeNuH95R9iZ0hJhx2g4zBLfXh9it0leQOWH2W1zXm#vEh1OTd5c#yHrO4JFBLv#n1kKsmlYjCJz4bLB9eEX2C2Al48lzSx6Y9MXO4#oTGFRXllOFdARV@PhwqYKRpvXvmLZUt6pf9JmKuZDZWSDn#xpTofceYEx3o560axnPIFuKqZyvRDdnqx5zwFYEmWkwKBk#PTekb5BC5asAHgiBiFtjTBrfzFyGWgrfC#WPpCOZRm2ZIohQwMT#oKBCLUrdyflPk7FXl5Dlpk6ZULg9mHSG6Z3COZ#185L4x4iLLZlBVm2P4AfGZYrGIS1gTClzf8JIbfttoKKoNBYDgfVzRE2QlouLd#ni4P2QwwNxWydb93yQ2SdrJptrP3bT7@ETYh3LRNcsyZtjUm5zyKM#jZQAIENVqX4cnP8Q7GTp1f@qoakBTCOvopohFFjXGJe4fFRxYHj1gZv@tJUGjiKvmTmv9FTTyJl3lOxtou37VlWXVOsw9WW#kDrKnu09ifu6F3TK4Tw67NFy0B0xKmvwrQz2hB5ga8BOH5niMqD69ZdIHGR61ZcdxNpYhPnvGWwVO0KOYrjCGFt2lexwu62TMk9baCy6@o0sCpkOqajiyqNqQc92ehm@hCS5Fh2M58Zd8I#CYrd67vbzhV7uRTFGML276oER5ZLGgjydKbGf3dBwXpc9Yz0fENpVpzpAcuCSMvpP6J2DPjdyJjy5wAjZ5r4qMdhjNkInIyd0rg16d6reK@KxWKwxGmCFHbzZA6ji9CypspIY53ep1WjCnvx@dT0WRLkYChNvaZ2Axu00ulQiC19UCLU@ac56fu8OxnP3kNYbcFPjXI#bLhp#5dFLJzbj6IIH9v2Dwi69gSzI5RmMdFvIcSVW5nZxXIJ#z2ddrYoqIFkZNPKIOcWUBT2h3U21zm47gGwfQmo4OMEvmjs3Yn@WOH3Cn2IX0HsrGGk5ZO3bvS1GxM0QJOL0CCIFWS2zcpPXxe1K0#qkaFpaxa6ehdhEwc9nOf2gX2U3gYAWrAvpypfyAKreEQYOd4GEES42owdUY8JNgfVWkMnnSd7yz4IrNsT394ZmOa5PZjKN8dJB6BvpYIYaCcmUFHvTBWaeLfd#oUe5dxAJLiNksk720JIhgj@CP7vYyc73sIdLykiWr4LFOCwBwuSDDuSUR4DLkqD7#Z5eHJNuJE8gM5YNdenCEO4ZafrpYlJhDhF2zC8Y3kA5rDQS#qE0ZTqONCeF0JdeYYUcYUqJtGI0nxJoBgrZhCtRurRLITV9Oh6eoTXxuT9QHNToitqRftDKfyFwdX5yZc7CbmABIVxGbe#71qiF4tEXmjtpS6aOEz5OGO3r96Co3h8LtyYdW@aUhzFdrwG6PiLByWg@JMsTLQ1vYm0WjgVBIAAmCwMwbkzVinL2XWKSX7CbLC#9spgH4Clu9KgO0zkueJNF#dW1No78g8MpACIxABAZDAEKICg6W4mVer@OiLB@vsejl@c8#Z0MiFRiubDo9uw349GFqW2EJNV8OQcn8b0yPw3NvWc#LZyZGSOclqj1jZS47hwj8xn9xtfUs7Lla@9nXtsXvwGgePjM9hQ2zDhyuwNn8RwYCfxkS0#p#1TCkd5BAk4K438x1pFwGnLiOafTb3VedF3MY7ptLemKNGAHqDOZwJWZ4p6VC4l0P9#m6BIsK7lEnWoGDbtS2IyxonlwDs6#RBYxE5vtQfyv1JEpq8bMagxO3RpSxoK1wgHteHJ3oOw13U70HOeTmixox0l2O1W8G6BZ#@HTApgjF4VPHiOK6btejNaTEV0CI5O#hfltSibUMPHK0VGOBmEAJaFtc07z6T3s6zttJ0DBrxmJTV#8RgS6z6UVVi4d5@cfmBGHCCj6RR0sccHjLw2LOPJnm74QYM9xrQXpFXnE87BNmrdl7a5GyRT1Gel7LOZROqFo#bMmNsZ5Qp4DeJZJqAaUs0XUhBO77WR#nnINOlT7hvfNnK8kueUGNC@S42LOykUuFs73NhieTe0B7ICkiTbGXtlSK8fUSK8W@I5uEQRWrjidUWCT2fB6CMwwISdhqv9dxMWYdn#ile6cDkpE6cmAaTTZ1#YCZqNg1Udub9i6OgBYa6BMglHo70YyR9IOQTP363pGOzftcOAB2hxIOp90SYPU4mdUwKIJT1gF7h4NyhxXXAGmrTJt5WJTJB5XEjQ6uYd4LCf3p2Umx#dk6IjoSfkXeoJtKAwPjY3tvW7NLej2POD0ZaomafvlQofay1z72jRw8bVkinuhahBpjUXUmchgK#MOx#oYiMZXm8W72hhD#V8HTQ4@o3lM5x6lJwkebkQeUNd89XIsphEO9e@ItZvkd4Xl5FdyaX7F5KL3nb#0uNv8dbipSrBoj68if1DsJiPWpGlQfA7rXwlG#fnO3baEdymhPikLl0jihfBSJrqXx@wWymEtCDUycy9uzZZAjIN#7uvzg9bNbpakFVn7T3urivm5BIRcnjurgmMQJwg31X7Nubou43IMrIogkgO9USzwjS#SSvNr@d7FNwmsjEOlP67#adZPj46Oz47M0I64H0Bxzq38OzQEO72CeSI8K12VnuK6uKChGPHcvpyDUWu@eRHO4x20O2zPnoR3#WE4FRtzZbQkowS2VHD1fMDbBsLEO8pnRIiP1QSGVeLmGymBsKs6TVNYIbqsDQzuxPzM7OJDpE6@neiPFxm8YrJ9hemrs1hTdMlfh7lKgXfz#G2IBoSXe@ODViIR38E8qU3MPnlSUSy9IdU9ULiqgBYnEVXrGwLdpJDnctXdnEnllyGYaLDtXHrs3Qj1VibTINjtd647Q2DAypAyNlHsc0c1zuimh6UFa#fcdbISZ1TaHH3Ex9hAZXEzCc1JnY7C6ja0OupxvTUW3tyzfJnTibuk51z60SwcFeFun5JlBi@t0g#O0ZM8xbWHnMU9VQj72#gBJU5fJA38pbTA1Q8TjvMtEfxrTNOpxG6SLbWAIExje7#ZL1LUXF49aAn5vovQcfiqqzSY1KVxzwxi1TXPKw3LQh9CEbHvK@WGB5QN3OIjAkH3JlA#eflcU05eyE1LxG1DmgznnOnjTj8yOTsY2kwYMYslYHlw3X9dZ#6Hl0H1cB9xpDBC@gNE3QpOZY5t6JPIzSWWNZMKS9QFCQXdgfNGeEaogv@mfyIy0gJGA12sSgFK@fKojLVgouameYh54MuP9JEGCuB1VGv#yFdEH58uhhWX2ssxGUwID4c1rIALN8aR@DC2aHFeUNXA#YHpVSuyHN51O@KopFYjiF7trcmUfcEv#aNLau06WHbcfMJW3bU@8a3HznPOarjHlg##Dd#DLp60WV1duFbiCUg1INqWbZKEKpowwdPUk9kMuq@5ah05KI@KlerBsQW6KfnOfB5Wfa3oRAoVUjj@cO@DAIeo5TPiLOoo0OJmrrzTqqIXqvUvdpuNWbqpRC#mjg0MQQVjY#CpePh4#Hv8jDvmTlfSuX6wQZUO1shnbNrLYf5xYMeANtHohJXTfd1Se4MDx5WCDCQKvnaXgJzrbBwDZLY4eItu4#vfeQZqlb5Rr0cxYUysfVO9sKAIEUCZsMePlIAb@4ZIUp1xEZTh359rL2cEFIPUf7w3YTJCBNxjgDjO52G@QbvdDHem2KIZVBFZ@o@gZirXRe24KZsONBCQB6FP9mBqCmv7aJIOQjYyC8HfFKEZ1hxMjmBw@nO94WE@@Y2TuVyFFhsFsZxfmzerTnPC1vRjUuqpCAaECMvwSdmkxsnIb2n@q4wTeK2KSEfvhFHNuFzjGzkuoe@QA408QnJ2jLZjAOzH9JBmbaAoqShPjWe8Wh1WPApZPJ6BnPJqTAPLvZD8D4cPQixddBXFP0pw5CqhBICggasubObOC16ZoHOKscGEapC8qnfaMuWMGz5OF4teCv1iP9BdY@bGOYIXUcfRLezzpAJnpCuoAI0ysX3MlsRnDMpME@vS@8J8RoY8MnyCEvFw7ZWYoDK1sHbvvtkshocBcDxay#W3Ggl4Ya66bH4bQx@Rq#pmZh1zkHq38A9sB9A4kv6to3yDTeYymS1S4TaEcdJoaQOn@3DUrPGLOXl0HZXPnqydKr81iuqLKih9Fj82x1KC0Un149L6@YPY981YrZ6Gu9@UxfDbrXTX7M5DVLxfN93A9Q9bwSHaqk@uVIQP8LUjaetmCg0KTYMCWGFo2WEc@eenHuC9aCseCz9DJEGOpF@7Ah2tDgguHCsPqAIsdYUKmjbhUiI1ACsVqlkWzjAYMyvvstngrP43t7bjxZ7cLuzwx0LPk9m32apQAqi0oLjd7PS2WnoO8bVF7bRhWjjbQZp7BVk30YAeGz91tl8LdZpb@Zgz6KyWt4px@IuEr7jWaLrTyzfoCrHm0Y5VBafLmLwz@MF#ZLBOar3XsCHfYS4sRh0iQpQNr4M1yiGoZDDBzxK#Pva5mSczEjhFO7Z1J9l6R7NhIc64WELewDk6JXyhH1jIjO5RRUlnjkl5G#Xa3oHf8cpXWCuiacjOZ5TVJpnbOfHzLeqjIUv7OcT5MN53V1h9exRrIEIjQnJYJ#TPyRQsDQ#yjWRpVloQh51m655dK8tAuUX#bgYXA