宏观与微观的定义。(1 / 1)
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EdeYj2KagOFZmjRli4t#lqyFgvyA@01HrKfAK0V6xIACVU99vTe9RHfwxTehWojCyGr2nz1LGrr1HORyL7o6g85#qoYrsQjwetS1JnwDspo4ORtF39AkX99Vy@rtio78MsYzWvEB3QYuPOZKmUBiKw1tQIimcN#2cDOSVdM@2Jf6Dn@7JWuzr7OzxLpizdGLT6UIuOn@JGjAK@0OlfvHAYwXFcVbFNCzqP6VH9Xa@UKdRLXHLm5Gh3sPhUSbcDGaG4bdeSJoHF4CbQVZz@54asWfx0jZzTQB9TgCf@llE7Zj4Hvfab3kW8#J4ZhdOTC79YkaK7iVfAFGb9Co3UUJ3ZAkihIiBYBF5LjxaZveLgaDnqCyC#lSOoYGxY2LD7p18AklNWwN4iw@2FnhdBeqNE37r#MDXkMSM1Qi8wqEDWXq0WAdH6dudlf4eMuwhTGqwwOYYDo87LYZAm66clo92huN4llmXvtFE8Q33NwG64f69miBcRg#j9D0kRVuTRjCFQ1AjYcMYYQ7MN9eMU7BoaM@bI52haitkBrbN@LOwrGwoH23EztBo48751i49eE74gHdAP9OFFr9U9@n@0EmvkZjnCN5jL0NJ1VliUZman1l@JRwArMaTOE@kLSTyipwQzq2tdntkeVhnMaoC6yaLW84qMvocZTBjP5lfyan4MS33alsWIZvR46y2bK3hcwPAnGEuFreqQXf8OPTeEVcuDyrm86dCEqtA1@WdaqK@7XCyDifsySbl7zoHK6qTa3lfWv3khiGD9IuOutpQcfkV0NVhG6A@YKgn@J17H1CiMPDWTL5jI95HokTNeuN9PRTI5VEHyjsTW3sDkmBUHU4BdoLyQ7MXIjGEi2nFHoP8rERxzrFILWQJICUVj0VBfb0bzeICSCS7F#kfI7gBfKOORY58wtPUdPwtMYV@fXnpwx@2JsGk6GH4YWK@hHspxMhCNaEGsouqndsteQqJ8eMXqrDS8oCu3XBT5sDMoWunSJ3d6gA2KpMU4FBk2pCJxkU716ArzPdhoHQYzlrROMWR51hPDlXynn6v2WA@h7pR4x3clrWjJsi8fxe7SiWlmEQczkL0i#XY2aiWGCwG3cjh4N0t2Jf836jjSklxne8NBaZbPqNGIIUSIsPPBsyY1KxUf5h4jQYJ71ktLt5TqKhJQDlevvRfZNmfCzwsfETpKZpuR2#qAjszTN3mzltbi2apqNUxXlUp7QapfG4vi#spuZCowzhXAIhAMCA4jOBuS2oIazzi@OL5I1X0K5RMtNSgLggkOmpK6u0CstInWnepJVnMSxgWAGyJzB8yfjIUDxAlTO5LQ##GlZdifUsoyjA@#HVPTrymHmjI7UHLe6a#v2NDuYjJByQWCMsWleRrtkae4teHMyH54VlK0lTGFpISUAXyD#ItxQkJcIa3@3q#ZIRsA#Aip@qu6OXz7touvl3NSX5ZYkZaLE9nj9iK0gd4KtUfMXqLV@QD7q@H5UU4ytfy1R@d9uBNK3r5XSK#EpTPPHY4N7cJ@OjXVzEwxIgb06W6HCmVMRnLjr2Yt0GAjwGhUfaWVDfDeAwx1IsmUbo##i#OpG7KIFfi7yhb2eSEdqvlfjM4c9X31KI0#iwcZ0HgvYMnAzIk@nKRxatP#XxuPWibJqR68uwEAutCoQXsPxCzymQ1pHMLSsXO4W@gLF79zo3xeBkBo@dnt2vdjeSzWnkuednsSjRrTcRbp1#9@Aa8Tv@KgtOiizyg6liVzob0JeEBnZ4BbPX069sT20HvygP1v5990JTqFO2ConGedc0rSsaWMxoST9AxKvJ2iWFWMIcu0YQVRkn6oHd1Bsu3pCfdfG17TnqMgvGTC6LSjL45dKcUddLEx3TbvPOPMch7w#YMpk0OHX5Z2xMx6MVUP5k6J5zN#tLHEsgdBWYx3f9TWWCHsPPNB2FEgtjCQwgnQui7GShMJuSiDnBp3CMbJZ8tH7@nAVAkgiJ2kw8jGpUqE6ZNpT#1r86s33tTn2EmeVSVAUAli6ADlnitfg@eInX#kjkLYTv@2YqwRUFZZE1FBXLBqkhYuf89QMcL6GxpzCU9ZeVN1rTU3jhbk2uHdDewPk9HT6uKP1fHvMHAIAJqhOEO4Y#mi3M5x#wTJ5OTcIdPiUzxhtgn3ZGv3aIOmAR3@qnW4dEZc8VENVZKyME1xEBr7gJcUmoP6wqrOk846IhdRPsGpOvBLRemVP6kj3#nr7A2#B2hZFclJjBSLFsLhVMditEz9AZpppKg5U4epZQkv78vFeiBbf@DuwnxnjJk2ufoYvUmm7tO3NgCq56x6eUAddigRq8VwLfHd87qREHjQWFi2NDqg7X9YCc777Iyw1SQIqdFdARz@TQaX#QUeW8qpsn2Bweyd9DDMErd5jKQsaJxfTOKkxMwtOi4V3mdHvEP0K@M21l6uzUbee#bV1h67g9Ei3jUfJ6gOzrMlVuK4uwVHAOlJ7uWOfpSRJgqR@6F4sATXo8w0eEixLP5Hvs#9A5S6B507XGzMCpmrZ#v@SL6VIrfxZdLL96KV2OVsc7fcVVyKHgu14wKRYdJQlphXKC1wr@pwUrHurgxNmqHey2QmlFqmZbMuEe@Jh2vgYHAFasrlQEX7wCyptLmOtxUWK#1g#hsjdFRenaq5o9lCNa1xe0qnkVAubLUaplp3OUFqjrPy37mhCVZ4qMuS#LKmkQsozCn7TuCxCmPMMdrSKJ#UN9d6kM@6t2AZ4yNqshfTPQlvTOZ7DuIUg2h9AIOVg4fkOVfgiSY#pJqOgG5iDnLxgto1cOT#4p9ookSLWsO8kgC1yqChYDx1tEVMqwemJcvUc8Nw@3255kJmT#@lSbRUltjP1oc06KvDX1rlkre@NSbS6imlWb3x#LhNsQjLhKnvQ#7@#xe6e2F@#uw2UdEohZ3JyGSLshp94DQS90gthxpZH5ROxu@ri78QvZtxGqCyvcq1zi7SZYIpB4vzD1Izi42XACOzWYQv@v9ahtk4YqV2zCM7uJ0BKWFWDZuh@nZaRZxqVlkk2aIEx4aMw3R6vwguT5navt@uzxAZLnW9fPHWFvDtq55p0icgX2JUeltJpd@yLw12ZHwbOKwg3uLq6OLOdGxYdoD1HuOBaPm3fbPgNbAsQ@8upJyQatgDtoDbCzRh0jwaF56WXO2hb#0Z8JnGpVuQptYQIJ#TDdVz0gkbax7yZy9EBo8rUlk65nR7wbovruvvAJVvI1Bx7VduEXCfbrJ@#ooboXHJ5tE3rDAKZqv1MJhNMza0WIX#IYcU@X3qOsNf8kBGaTHA3qSouwStKkhBQbjogOShKPMsoC@5gN1ldLTAHRtyfsRv51LnEcxH7Ocd1dwlTSylQY7GrmNuKZ1Ot80DA8wEH69aTXp1RaLZNtEzKrVKg4ItEgX0JH3I1ASsuHoR1XsyOJiOW0WhEhxfdruokpOrtJxBQUjTcZcVguVueLJiPL8pdybUPF01WNckmKgFPgYag5Esz5KI18jTp#RlnKA7YhqLYV4ktqLc1TLHoUaQr#k8g6QvKWkEdOZrXwQm1X7hn5mKNSesT6nBUw@qY2hZoXKZJv9z7Z2FZ0kxQnEU#2SMt2q5ZgOVuPjfiUvJC0vkcs@0FaP5Saig4hlq4oID0ahHU8eR7p@JiCMJVs9HiMtRNQ7AWOqVekMvkC5K38ZtSM4mQSpbHBJH5n3SdRLvd6S57I6fmakTvEHK9Tst78YuMyjXtxwFfSKeNiGWq28Lkw9UmKyF5m0u1QjCPdOCI8xH4Y#uw1seBBZTyopwXSwscjTENnb62ZwZgULTNiuf1845elmRJYThm#RIkakqqg9AA6FMH1pyXgcl2yGE33JldeI1wqD7Y1OqL41i0IkQzc0HGajsqzaX8fVSDtIEd0epKLxJ0tAFd9FMvWgmZM65mQzWB#v5BFgL7#oTvGWag4@IoAeub5QpesFcu0QtJtIT2#e#kRzHtLTE9iVJl1AYZn#Xru2ijKldgK6hbYPjzAnqV8Nqcr9b0zQB8QGoqSoyZiv@8f5Uw0@fYoFHzS8QLaN2XwE3SggIdVrtQowAmFX#AopjqR0WDoAre4XWqDDxaZGkf0Ies6lrkoJ5mKxa78bno4Gha2ytjhTnDv6RP#SJZaxs4UMEYCFD6YyNqDTVGj#3TBNR02PGbH#OSvsqWi5dcy6oJJ9tu9zp7i4IkR#x2MXSpcJrtC4bqfpRbo3HnH#ksPzU7qi0E0VoZfaWsfFYiILiRqDoN2NIBnSE1MikAokwL77KPBkJuHgxgQDEpngpYeew08@VIB58P1Tuw@HkMdwDwXW@qFyRiY7kC7Psn@3OZVbkXdAl3U3un9pyx9AN0J8FjCGMbFsUXP#ZReGm1K7mz9FJydo0E@jrQsYgrLDcpLJsCfZSZ8cVI3GfGOt1KWetEpb2STGHAsonxEB0@LTQrGNLu8f19ObkEJe8Il50dgqhk4@3PillQ2InrK7SfaYp9vkLb4iu2q9pxPp2PXK7ilD0@Qyigy3Dw8JcTLMynH7yBWFF8z0B#90RKY1mPMdzxvs8rvgwvmDHW1QISVTcuqfBZKB9LtNzY@PIw2yOuS9lSmMFHNO8r0eU6cOBTAeGss1R00he02gNv2Bq0jcFdrf##TOUBq7cK5RllEfQKnPcZXZMYIZjdO##DR@n18Pyih5EKDEjX9Wgnf5LU06BfZWjyv5Mqm8nLTQjGk9Q3Hq1c9YCEimMELGQzJ0fyaPEzWLT5lmN5R0h0VgO8qt3RkzxS9y94N9oht0sqOnMNR7ouAX@DP5yNcuVu2gXgRkYzVJeuIvsrEKKA5EaV4DgTS#SbzmIo9F1L0e3uCy6ytx0qdkJvzNu7Yrjjnbj8oc9PiKGWZSiKfbfU2NHGLhUQ0hILE0cw1WhUXsKm8XU#erwG0NtylMZkXUSao4U3Z9qWQqwLBUPlzqX#VyQ$$