第3章什么是冷漠?(3/6)

XTlSfDeRvf4jqDaaQSLYok4YvGGgJf2EJiJiSw3Xp9GKSVo+d9VYx+RkYEO7BMYV648B2fwNcUtMPM63HU5yzs5RwFWXqwlhvq50fm2MeChc8XE9Om224W4R7lvBKY3HA0f4ItS1mboud9z6mCmHZ4gjLboouCPhOCheq0/5pnWO7vOnfWnpf2lQTcRND4QqcHc85gL0SqiD6UyQuA3Ztg1W0yYXxqzfjbUu1wX5D9r+Cbbe7Gs46kYVN8VDpIK6QSaZHbBhUyGQN3ygwoECGw3AQwsjEinaw+Kugn1rkHsc6vfWQPGHbYs5FTFspcCG6/yYck8cvc0qVQRz/gBfJ57hc6HKEO8x6k0pvoa+jNir3XlysBTqpdeLz/OQBzTzjsISFFoCmHEwWuTAn3LAdCr6Yri1qrhbJepgcYhbBXIYwbOhhtJyIDLyHLF6AlVETNNIPWwtIGszkbT1f7M+rBmTlzwFxrK9hx0Zb3dPsOIq0coqTRbn8oieBoB0SxSFhTysc/OmTAJ1XTsja2WuaMhoR60iqsUna1H0QcMFATudmDoF+OymjOeL3ffMxvl0CJMR2Fk/0KkeifJaSEHXo1iHMTz94tUUgfpDCRp1nlp3I8Z71aLIJLTkI9fS3tdcNiFtR1RKrVn4jPiBUn9JalNmf38Ao4ud016E72VB+mP2UX/jo27du1UtGbLHAQCbAJSsbJ8t7SUuHkgOdZF6SmHO7CYfzwJunDY/WhyfN5U/EZG1UxPc7iiqo2HDfitqN6IUpsaYq3Lfcyw8nYIwcLCf191Dexy5KQeTKNqlXoi8Qg5ODJcM+nt87Hz4PEhxiKQdvUBBEhR9J00lZBdhRHXnASqSSyIasjMLuQGOqnl932XNA767RUdDgjEmOJ8u5270qqhnMHo9CziHwEyZm8kVEk2bs2cqE1byDEhQsG9jqqtvQY/CQKv0n4QGkVF8zvi8hRz14nQBoZVcrI/y+0/9JGo9IKOzs9tpw0s6tO+BhCIgMm4a7qBgbFsNHQGrFyj9DH9tn/lKHbUp2zJrcZODL5E44cGdZUpGSt7DZgm4UoLhU0AqArk2K/729/HPEEw+cFhB0sa9BCoJen6fG/TfKgupThBjvpatgrk1tF2Q35Bj/7C3JXX+KzHZqiuVwPgNlkLmuNImOZa9b4x/KytFrPe+tLHNT+t69nCxMtmz/g6k2+g4xBpNqep1+OZUWSHfpiAKlpOnPKXHEsu7dUtGl0/qy94IlPsttouplpOkhcXTZj2bqf5hrioRiPQqXQb9LhXGN8IrLTWIpouvZiSAgOjYXIuBtRnPXx93Hfi07PnKlyo6TTTS7/bhmPgd67ks3Ycu4ibJdjZLx0hBeJwKcBl8uroMcal1YgpRqb7FVEQihb0ktn+rpzaC3LZfxFH88bYCFgGMUa82GJG4vCq5+tgxDOicw0OI3yafkWCUoUTVMuTsptkeoJitll4sOwaKsG71xHhjol0nLPNg+eK0GkvHGOw4T0qLdTxl7SuYYLFHZvOTFw3pMd5xgEV7rJJPbAMtzT7S1GdYSKlauebGuEM+cNTyqKsGjSBy71jqoUJ7y6h8ajQWHuZ5OgivNzAvgTWvaFr+bDqlz1PAOwEtgQwGMiVL59RG47nkfiQw4V8F+KpEPUuwBiFRazFXKQ21wqA15/n1HKB/bySrKl8IsshB+nA0kAthI0ARZpasOktM8ySJHBLNiBj3BlB+SjZmPWTsOqbRo5/KWldPKLOmDd8D1uTmz3Ufer/mJuwZXRt4fvvHKVDPAbSS8Zx1YuP3CNclS8YZ80ycKFSjpJyODBlIcV1HhhQYf6hDOYHnGS4+PsV/9pnm43WPAlmNgpQAPhpoPZyJ9qFGLaQhc96FTM6lWQGgjRTYkFBUgzsgLpIygXis6bUA0k2uIPcu/SRu72VbFq9Bmk3/9j8c95QvJJyKnd4kSpWi3PM/TTZMsKNbk/sAvkjBCxO61ptGTcNvX3ogdBMp3MGKY0pVgqDgwgzL5TiuYI5qtH2TlrQsk9Z6mIAZh4x0sw5yQPEyQB6+LWGAfQu/7prADsTrALrBH/O8F2Kd6Bjhph9DNpSUaBP4vTKcj2s+gMpHXCvJ9rlRfnRnlibfbd1JoCEmeqgzNrko0Puip7ZHPN4Z9Lnm+1MSXqQKZ/GkqEhdwe8nsyQ1Ykh/bJfQuBzLoc3l4pIMVpNQAKa0u3orjEysWXuSiK/gVrTX9cxn0ffHNSPgKp3LFoC4Or6qpO5MlFL0z9YuhcUzCsJusq9ZkioXDiRy+QL5gCsngjaujsYRnYltHi9pycXN6O4NSug/1/b3iHW42YdO0SV0S9oYDlEdwy8RXcLVFIBxX9La/4Gaioo5uo5LMmiKpOZitPqoHQI+tumNAc1LGP6zNqUaChheI4unPWg6laku5CtIK21CBcfUNS8+AQqqc+NWJqrUug9OywxLb1R8W1psgReheZKOEFkbOQ4EXOdZXqYZdP6tf+gq2nwnam1irsZJRB+kiAZaejs7QT9EyS4AURGI2zIbRmlnMTc6wBH3o+FLwvKCGEDnSo5wZHHd/unHcx9u2lpf/HzOf8JtkTZPy0BagPQzQnwDeBXN76YZXzOW3SyX/h+B9DReHUCKWGo4fkoEFDOwlu4Nnw5SO6NLHg+jBHlyi3Q0L5xFskybYLbz/JZBh9cyr1FMqXY/t3ZWyB6SOuhNpqSjYWro3TA+SnqDyI1BdvRqrusQUD5itr8OYhet6bc7vKaMjWDKcQBa6xzjbBKCBhQqgYUsUHkEB3rTlmTkwlkqDsqeKL2evo7q0KIk1a85MwOEpJDBzwpk8FUlXIfb6d3aQmMFFYVmIM5BX2OpKv5PeJeziK037UyiWsmEpVCe94JfmQSBCo9K2AcQqz5j3McpNv6CIX0Q57urW41NmM2B6V+6u1TESOG+tEMXaJZv6jAjy0rXTgvvSx/C2E5f4A9lGPfAMpezvZw/8SOONj15FFQwdybhhM9smMFpnXWrVT9KAl/7KVVgSby+UBb5XgRnhgTaDr6uAtbPOMLZsxoIy157/dU5xz+hU72gpCHymAY5M37qp3EytFGJJdirXr2ScapF6kSUVLeFDRHBzxPeNz9Esbn9MlO7ITCwicLCsk5s7LDjW8Hafw4Yv/ODQYUzVjl3qlciLWy8cU54gfQp4ZdciXbwARhjXTu4hfEyWPa8X5FCHNLUDv6Xa0MoLVhhqLveniLDBBmmxYmrsrifCYdH6JfStAmyJX1priUwJptiwM6bCEbLOYmSGJbHCA5hbE1y3wdZ+dLR/L/EZcZXxMCr9BqAhODH+cL7aAShn2gtOm8BjMTo3NuO47Wk4THpYdrPstCYQ4Z9PxFRn+kEYv7qS4bbaGrBZgKU+usPzKEzU7HBsrzf3wQpiGPoptJdSe8jsh7syjIPFStDp2gLAPj0iDx//2hAI4cocfQHH5FI0Tg/n2r8ty8VmgQU3DLqViQhyuHgej6kFbLJ+fPRswHKZnUZp37Pe7dFOPE5FET34irN7NadhBzVAhSMcsDKTiOqlwo4PIWBGXkmkIAASx0gXcVv4OtFMDD94xS0IsKMG1eX6OiCpMhzIQt47JGkJNkIPQTG/QIXVHNtd1fQwBvidsGeLhDTvMIKHlmGziYjyi+IQQLEwrqoPi4MQx65E6Bxy5vXR4Am7YTvKz2QAD7KNB+G+fVnrl/eMBZ4a3TGKpalEGyo8taqCYQXupztuJP0Wb/xBT3B12udssyp5UoOynEv7OBEDwsqFvttKqycZJG3FBfFuyjhuKN8+rQh7R0nHjkc+uZ7r4BhShTQuq7Xke6/Qgxl2osj3yQVka0gxF5+zx2aamQ4NGB5MxasRw7s0aIJGISvP1hDADPzdgWzaeahi74s4DKLW43LY4i9Q2F8ECYWdAT7uzfE8E83EfONB9T8JMaty8JTlsaDgfkfyVFMx6H64ba7uVM1IEBFrU55Km4K+78uP+4+TAq2qn14X66gRjnHDeBjtxIOXZYEB3J52yi113S8T1cpyo5COazZDSXF+VHZaMrs2FM7TMOke/7oWscjT82pHqdZeuyYspwrB34mlK7frophzNU+jLikL8CMs4GpLenHnodRN6lUYA92Dw+EC2uyKxRY5clFK1oGMJJO/8+b+8qNEfMuiv/t52wOlEZr4jGd0YN3fwSVlyjo6O+vwODC5TiVnaTzr01Kr7n8mI58MJJvkBZUfsA/mtwbiQqTgVfZxgMUjLfajD2ZFyn6D+AV7IlygRISXpf6mfZcLiRULRo9GktQt4c3+UtAMvmzCX8yAWjtPLZSPgZYpagfgqGKdssDbZ6k1WyDsRb0bBf414RprMVTuDDGWL+2NBLPhZYTigf1cA/tliOQDACRoJNX493FHnTNIOVHFIG7opLliw0r7ytKFrQ2aBC9i6qdRBFNkOHMEZPauI5PX95B+KCY6+NOrjdqv9EBb2H4wgv3Oa5rq+G1x8u/6f+ShoE6tILGWcGG20Ix/Gg2JXUlWy/KzOju19sVbrwNnEoxTVCGT1olUoRkkRnWl5b2g+HAr1M51oCumpYgD7M/tameT0bUhXXSU0xpBTka4EhwumEoBiSYZ7sXZDiBNDNCG8gFzkEVkvHJJetbcXQqDMUKdTBVGn45GSP+eBA8ksHJGirz4ZTNvL5Paj2lrJZ9/Z8ZCfQN720ikEhXNsRVtZrnQlHy+27FSY9U2URPKYHFt++G0IebAHLh7PV7I5EAgaohAwNnT41tnOHl2uru2R9cleQOVURyAt/CFTsw6OzKf73JEEnqPsACI0OZyCHLo1bMSVDj0/PddpczNuXlH2z4JI1qX2e8Yz0u2qS8ftV1xflP9nGGaE0Bn08QQvPV2g+sOgvUJtykpAa9xMtRhGSlSU7EHPieGYsKPA8LZgLy0o0lcneXbRB1/n8k2Pg9SNrv5wwAFtmwHudmNRJ9wSs+ExxGKqxncSyO8mal7fFGPWOSjAsxSQkIDDFuVXSzPPad5wNAbycWo4MUsdgfoyQuVYarfwWO49ydYLcNQy71jOa7uDv/fSYv1OCn0upra48BdKqU6jguruMs244yeZPtN3ELiJxlnPr2OubMJf6wVopR9zYHLFniJAudDSSLtBbodlUzLz8Jdx7XpcxD59mC5HmJDI+LeyvqFJcaQLioMFC91HYxpFlKvYsUwtjgTAXgouFscSPHK3VdWR7fFwOF9j+7fJD2zjCFj/tZEAMQ0eQWKaX6SKQwvqaqifKuTyLizk6OOvW/BU9iNgg9HAgsMALMNZ/VQvASsbqw+I1W4wlURF3V79LC8Iuc2Je6sBakVk6gbnAJ7K3PPorA7/H0SXCoK/EpNxOsT88Hqyd1Fl8HS8scU3amyrMrr1WqUZDYwvRoWMY67agJ/S1Y0VYEQBL+XHsXrOnNoxBE/VUD+tW42F/fzcCXW6vGlcooQLiGGNCUN3XvOpNFWIlbxOkovhaVmJf8QAecxxFOLJNYk9H4ROzdkDLzNyLQ8TnR/3cbrN74nsCQ7bnqFNAlYjvaCjUNzA632GjtdAnAHZjZwkrEnRyqzjKxjdRuPPS9E7qzCj0us0L2+H1FZit6SMspR2ofBCCY3VmLLBcLmRceFrVxAAE6sA41PglMcN6ZIduxJRs58hVkkZ6bAX0Dmh6N5/wMVxXUaqqzW1XrGGWOqejM4qBCCNxhrO1k4wIA/7pkPQWMGa/MY3UOZlWxzPM56fhT3JuOZxHrtwol1AJhn51izqQG133sTgj1MYm1lROl/DuWs8MZKwG5cDCKMMTh/ZUrFVlmR0N6vtKF17Gtrwf2Ii38dLk3OkTaEDm75ymmOsBx78pdHzslZqLlR7f6YcTpxx5ZenmqdIb7tzEeXHoUdNUOKMaNTR0k9CVSVaNV9QN+5TXChpfHgp7n5RX2DeodoaaxZx52sn6oYRV+7h601tWh4gw8Ig4f3Oluzajv0fBsweOOFiSu5rOjmL++JmLnD+a1h0CvcK/HD0/qeOF6c29SXfXjza7tw/yy6Dq0w0HVBNceiJYBM0NoDEcdNnJzJYkhO9OrNSvz145YF+ANJPkDdAU103sCGzzIOr49JlTP0ixbxSWrXLPMxZ8u6RCMh/tpdkIyG37DVeFoLVCBTz23Wl5W4KNTY6akOY5m1vmNdAJBKKjcEX0tw0tvae6UJCkkA1Ab+LleMAxAtP7bcep7j6ICtm9yI70aMB/3WMyOn0dhevwuAkeJlXOIUoerhUeFJlqnFU4bCocfjz52ZrEGeYQMQRQMDfDOi6FTrUS8wnA8hW1DxL0Y06WY1uwUG9Nv8kKMz7DIXang7PQtEeqlXaUhvRwieI0b1+JH1xc5+nt2Thu3Wr9ikIqmByaWiF317VlsJGF5ejmhB/hoFpvcc9jT7iiJQ99D5x1dtv5iQQECbnRgbfve3KCa6QjHrkrv8C02tbkToPxAfdg4h55BPNfATuW0SB8+7u+zKaR3TCFhks9it68PcHg7v72NBHWiJgGthhjJDHYlWDdpFpYMogCRl01ZZD9SCd5fJS6jwd5pp4CE+IQJIwozOMrhx3QqnBz96Gnh/hT/tEkzUd/4TLO1gXXLzBFooz9mHVzUNC3eW5y5YWbFGVFta5MZKwdjG8dKpsjgvRSCHA8u6knNq23idYY8iE6h8sWlAY2//l/XIA6uD8McMFDffpqfKTslE6TmGWPAT0TBmzo0zuXKiUH/zAyLZAcuBPA52djIxxkVvE7zIv/j3gXzpUhV67HTsrRPaKOggO4zwNgQJECI9lHUGeWRs1F/9aEHfW+MAsu8U6iGhyXiIUgueQxgGeFyraY/ScCnZDuwf+1femYrTUmt0uaNugfDjXxLv9mDPcear4G2KfwTtOcXM8clY1XgFhbTMOMjBpvonDwnGN1nvn4zS6bkbj/U0xf5oDgaGff3++GPI7i+yC9nmXOhE4jT4mEu3O25azdHFLyyjR/r2AWQAEBu4w3IyRV9bBdSiE0GsPQ7w2pttjWHhF8Pbt6dg+EZBTrsjmUjU+qs6lpNF4VsG3iBIgPSRzeeE9xNKD333FMTYmdSbSXBm7jMHS9pFMY5/AMqC8/d7HLVEK2IY3IxhStuMSNB7aiJwuh1FciGtTcekCEZqcfu9d0F542ZTZ3VRQ7H95pN0ZdzoI1eGTiQeDGNgOdacXhwHHeGXmtBfpwVQgVUyGBdCoqkk0s=

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