第二十一章 实践是检验真理的唯一标准 二(3/4)

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gN+pvY1yay/rwUyYOlPLONuzRhabESZLbGd7eJNcOUqxskpySREJfGn2deEMNNvrGlXCeSs1LGhC8nvaA++vAQIvZch+WYOwQ+daPwK5uRL4iDxs2Bjisc0sJkqfwv50LDNrgs9DnftJ/2OwLrVrZx/OHBGKW+Uq2hDo0U/ptABtCRFTZ2oAQTJfvVQ/2lBt6eCKXOD2GtApkDeejGbEZnLuSornKJ2DuBTI9GxwUmX5YHkT1Ctm4zcaXmTev6NmyQSMI+0waya7GUV0ghdgCXEswEDSw4LMrlkA6Cfs3Lplrs0W2nDuwPHaNVatrGBK+RS/aYR3jaR51Ozwobi5mC2vzmClJss/ZWFFYpQ6ua+EZfJuvA1erK57IrKKW1a3BMEagGFATPS8Il0wASgFUZm6M3ejDmImKIu06Ny0neDlDA/Oe9tsxXC/PV6jb8sV0X9ytfbxjtep8FPCW6pDZgGuWgW8QTC/e0UK1bl0enCKxEWYzB40CTZMHYtlzUU/5Nt9CO2RUctk/eldIQnXVSXbJoAqNElxx6rmVZ86vRpWffzi88TLw2SFt6OonRZgKf2+3ZMndqR1WkkC0KQTf6H+DP9bTrLfXfvpYEZCxfwGjXjUuY6KoHaD6CHJVIK3OD33StojBqo3L1BdLA7ee+06vJMiyAXVuE6ErH9OUwJ3stFFYRYem7QZpfNf082BIdsK2cY2sptb9LY0vzv6CqzJS8YA/7gZN1QqTwJMlPenu/YV48UPslVuPpsF4ZK3dx6rLE2wDeL3cCF26Y2jt566FdFWVVTraSDk06/aoYfvS4528U3hpTHS7RB5ImPojLzlLuqSYuQyHhe32BIEGC4Iyo+1oyZHVR2YNp8zNpM8Xy0dFNVCX/uExtrROGy6AervSEjmsE7W0BehhmZbIxrYmZNghtRXWp40KOgQAXdFG2mLKXeXLJhSiqklpkIsVjQ/MxesvSr3DadRVne+6MkULkfvDsnWC/lAWEpDrAd+ahrOodxmtPNZ2UVlKAhpU+B4EvBq8tevizjx5C2AVPh3XMH8FdB+HyHZFXPTDty87CI9IhFjwqSIFDxob6a3fveHgKz7pVou5I4cpUuov3ms9R4/gveJCMeDqXF4YiI3pyA8WhOzhO8FzGpiYHw9nc9vbVae9BaOJqjsyEtcyOebocfoiYs6eX4qzE4DdPBi0LbRYahvY9YLRpzpsL7HBcHEfWE05nj+ivkpJKlumLGmD86/KjiFUhN2sGot+Rz7Zp7eT3dWNlXh0Lnata+zmm7L4BclU/+MxQ5nBbqC5zCIvTFkSnSEQAM/hzylNK8hsq1HHvF2ObOiujrouykVEkJ6ZDUiFEF9DWXD5ONp/wfYags3A3piz6/REQj7EA7cnlFWLwAGgMO4+lKPh76P64c9nzUZkrROMiVFGMM7GhDAuJeHrgyFfq2DVFyajf1TjJ0t5qpqrhr2MW9uxVVISm5XLvXajqvqPOZni5eKybYHNHR3w1aH5WzcDdgUIrbPpyiBoNyUeiYqMWM1lq3Dni1ADJ4zh5gnvEEVisZydSICRkBTUrd02czIit+xy2yPhIZF6aHo6dcToIsMACIVm2TkcwV743V6Ht4rAjV38IfFNdVKtel0Ud4szc3/GO9guaaZSbZGm6Icl1DWOyZliuAG2aiLNvVF63sHRIlNeTL8msqw1u3U9ebzTpBFh2uwMYXEKeDe9hNQCaFld97zRgBvTdpTfebrNTQyT+dnpXuU2EdO3Jto/FMuH/DAPsjR+tOWSJkHpGBf1DxF2VqyR+fBm5BI/uLfNr38kdmmwMUTg6FjggWoAvocBdcV1lZUO/qaXtgVcBbEvomnw/o/xnv3y/qcUiYt2RLEaQ32nmmuX2V/lcPUoV5z8UyjiW6QZFMYWkC6NVmznLeL5vWJdW1InC5Vu0XaTzU7OEYgKGqjSuyW5NiuBNVm9cJ5WP8WkdG+lWPXFXk8rDM/E5Q2NohfkYqQlRzx+QDumXa5E1lZuNbgeGWC/1GhUSxK43jX21vymMXy9mqgWPDfjT6i2B6JzidC6SjP/vjs7p0voKsipLwSrKm7AobUDXPun5o/lnoxZiFfbwqPplHgr7F5V8iFoMvhDfpuX2XOQPVAM9uU4M8zZNpE2cdtyPuLrowIazie7T8lVirRYHEalQpS7TOgtfjo0baLoa3diW20ljdW3ANPoWU9jxAgcogQlhX8JXoNLhah9FxASYxQa+oF3Yji+5evmI2632SvBBYI3J8Lfk70gM080rJuExYXahHWKO2Bo1bx0zzBbUbQUtT4TF25A0Bx8WNhNCymNNnNaT+zliAVUDNtBb5kM4K6ils+au0tQ8tSZuKakYHMz7XV23phV+chC71nLrXHQflkUWbP0WuGvfSpvr5ffAQOH1ERdyJz456L33SEGQOojaFqX+yhXOwfGNTFRJLQnWF7sO+dtZ9YaQwF5ybWvSPa4aZ5vWBcGPBahQ6zsgdGVMYqnA3bmav0tX8Zx/6FomdMbkMAOg1aE5mU/jG2ekP+/Moii62aKaGcj4Bjx3mI9N9XfSwx2gTTj0UhOr5DWFmxOBcwKJ7VktXd/yh8Z9VmCBqJY9s1aMUwk9Hm1J0pm6jKk092GQjza8ey3YNix8VeDh5Pc+tpMHjAjyn6lBzKsuU/PBLeCV+pI6Uw9F2UixGFCed3Cwf0BS2YWCxpn8yQadRAeyVpzLknUxEfiiqW8iK10ikXycVT8Jgp6ztw2xMjnoacV8LEqLhptMO7EOuyNOZ3zS3rZDgtY5K7FmbSrel1RbBwzzAB6YaG5cAO4h9E1VTKaIhua81OEzsMyWuasj8kbLjKvv5FHaoQ2DoK2v+gaJVlgs8W2fSLvOXnJERvxqoNc/G2zmE2bwrrIY2ux6192HUbxHtFQhgi3M+GiWt747HJmU59ZS/W6V+6T0uGJaP3caxfq+EBLsc6wm5ZhO2f6Kd4DBA36yF8rU+ZYII0la8O4pNSg2DmBFpzxclN94vVAr5fYrHqiqWyvl3pHFi4HG0lz52pg/NMhobUNqDda6aoTfVxRk/egeK35IwQxPpA0XQKQz1Fa1LWt5EA7NEnT7OPC1QbKHsDas0mrRwNnJ48+pL+zytjEUOAgXIWVEXHOuEynQLlJaKUoqeTaKBVlgeFIJJI6ulQcIJNRb3VHlpmy2dc49e1oY7ZSV7oQhFjWcm30x3m3JF1hYBOZ/ZpibLGQXlgdo6nsAcH+iLRByD3Fn7Oj3x4eOkz8niJsWT3At5IC3k491zL5+jBmfX2btlcFRTntMc+fxgLj17O3ygqAXRWHaLKHCc+24KZaGJgpxb6UkkF21BnmXADIpOLn/ixuTH+8Zuy+k7OlSLfs7IxjAcbXK6MjktSrQghHmJqNs0uOU7HMfO5Me8v1FA6cCcq9Qdg6g5vD+BY4ECdhweR6yrWZg3DZklSGo2WnGpxSTzoi19ZYDWas5hZHBTMUnqbqAI1oqz3pBaL+2HM6ZJ4x7VgFrVzb0jrT2sZUuWg7docwVe13MCJVsuVYhsKTJhhJEeR717aN0PlIDMy9ywyxZRESzgzxSsQPoMhTC9bAbcFjkE1WDyZthoxSNCCofQvxLBpunPSOxoF/AB6MTo/cCgX8SafPIIuctCmPYMPTtriiRTfdt8zorVCbRTk06lqCf4V9TMXzsua09Nb6ugwCotlVMoWtYwlC7I3KEBjMAKGPJ9Mt+ehbKSsRjA2JNLpAHAdj0UREORdWbh1/hUUjhoB27H2Ow6ebaQfklm6DUMO4qyQdlPNVd56y50qJPq9qvnY4hNUNc49b1pP2FapZ33BIqmFPrU7bIKmnhSTjjhjbI2QlCpWb2wUy6xLP3AKkSZnCthYRNAY6hM6MPX9MCRT60YmSss/Z7b1fnF8CY0cpU1iR+i81PcQic15PaovVbpjR56uxaXtkIp1ZKa0aFE4tpR6rk0M3DiEcO95N0h8tE9aXbmYI1x9XNXDE4DopUpnKbQmJtrqsFwnzUYzXYjg3wDoUESuj14uPm9wE0G2P1uJpUv6GJKFakAE5bqjhQuc8pQrz30ddfGFH27oiJz5PEE094/Hgb8H81tUh4iRQt3pdiqErd+2ERyh/CKT/kqPDXQM/aFE+5s1xJqVBijx0CKMJNGLN9NQidK5YA/ggQrmi1XCoed5Czno+1KOWVGLe6gAoU/4f9+a1gTpZv+3q7Xmva9Of4bQD7akPc1w1F511z6ECfy6e4QeFtkl+oyOGMMW2swN0nVEwryloCPMszbJERan5myB2iBo4dbKg4aD9/DgV4yRQqlguswSZaVsyyM4T57E9eQp297WdgGRzR3D9j9LO+lR2K8o2iXOgk1qNwl8OMmymnWL8AsPhLn+Ca2J+i6ELA3f5kD8rUAKLIHFVsd2Fp2NtkXR8FA0WnnCS1O7+MRvCzs9ly8uUxSCPrZEx6138l4TynzdrN9Ag7WEA0lj8/ksBT4FgofQ7eMfE3+9rek1LqVcqcJfVXObUdXfyHROF0NFs8+sqNWqm4JcxBmXuh3R/DiVUP+6VTe6ZlVxbXZcx37K7qD71+9s8ri+ouqeyJ4f3WjGTL1dbjrMjAdSTzElQHZxUOcBR2OcYE8rLWZHsr/kgHRGiKRZK4vOXgCj3sFuPzHIKvpEXv2jOkAy0wfI70aQEQzrapkbNc7alOIdqFZZJpPtNgvw9WRECnj+hTOgVATeotJZR4dR0saaiaQBHGU0JHZIde2ZJUwWCOmsWhlyGfHcSZAKCkYOK9gpRlTjZZfUcwyCvfGk4Sef0y0JQzbgGVF3RqKUy2+/e5OoeIBD2QrfQd5QJVyAVUovB2gEL6EUFKtk4zBicEsc2Zm6p5k7KASX5D6D5/v97JEBEw41hOnlrBXDG0t/x5PgcCYJ9SvrBNCfEwibMSBTtLQd0+4RJCeC4xiEjH48ZZ1VRnMmHSW1a5AKOKsdkLe+OoodwBeBMMTOKW+Z9diRLXujVeVRI8rr1BRBCIlO+Cj5eOyVWAIJhVAzDER+0QQt+jVwQ5r/oV+8Z6de/cImne7cpngzxf7cCp2rXiMfzJwb1sy0a0QawJGhYErOwZMgmiNW7T6HbWzbdJy7/68k0JSzLtbfCaXMqqP8sWV6kY7/apM/tB/wPWr/yHZfdksf6MJstjVcfjWfB9zHqBarSjbO7tANR4tS3j1FXxaxGDm9T4zvigxOUhqT50kEoRZypAPjzX2auAuBBROSmQk8ZXd6ORjq9ixO+b8Xbyv5YnzCCFa03EXkaPIUritTLMoFh6Bo1BsbpFznsHksoaokwaWV7HFYSFfRtLj2MnMAgmhyTNWzcktG+NyD+a1StKdNun4SkvMbh5GscGluxlwDU4+tSHeeMriyhiBW+czUwoIml97NS7MatL/8yw5YDETERNTcOqvO5h3awKiibNbKIt20oMRjdmgn8wkytGePOEjoBKlRGbEmlM8iMsQzhsrpYiBkTYfW2CsrUtKu7igS8b0DOwKg/DwztnI/mWUATznqRsmV+Hz/TA8d2tXfh3RF2cfSaPh7uDVNbI2Q2ZBPKr8nkhqEq8QCRxuF9lop7KhVDiO3Xl61P4Q6cLKieb18jSERyT5QE98sKVy+9dBVGcgOwYaqQdRVyE24vxbjFiJbNqlAAnn9w6AaHU7TnDQbq+7JNMyIzRaFBuXHs0CMPFaz8HHk1cNfQGAbqg==
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