迈达斯箍筋和弯起钢筋间距不一致时怎么输入普通钢筋数据?
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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABYgAAAE6CAMAAACLRkboAAAAAXNSR0IArs4c6QAAAJxQTFRFAAAA4uHhAOHhAgIEABYWFhYWDhAWFgAAAAIC4gAA////SkpKHiIrTAEBKAAA/wAA+AEBKQ4PuwAAU1la++HhFhAQJBgbGAEBKSosFaqqWU5QysrKOwEBcXFxDQ0R+Pf3CyEjvRkZ/0xMuK+v2dnZhQQE1AAA4RYWnZubiYmJSs3NxE1N/BYW6gAAzvLyExMTSR0f305OCQAA7enpHuhU0wAAIABJREFUeNrtnYtC27qyhp2mIcQJIQQWSSEpUAptT8sua/X93+34bl1GN+sypoz2XjQokn9pNPosZFnKMi6cnpxmg8N0NR2c10vYJzOasI+1sGs8oRAlkHPhCI+PXARiArFF5tmwsJp5hL1HXi/hVbq85FwEYgIxgZj6CjkXOReBmPoK9RVyLnIuci7qK9RXqK+Qc5FzEYipr1BfIeci5yIQU1+hvkJ9hZyLnItATH2F+go5FzkXgZj6CvUV6ivkXORcBGLqK9RXyLnIuQjE1Feor1BfIeci53pLIM6pr1BfIRCTc5FzgWSkETH1Feor5FzkXDQ1QX2F+go5FzkXOReBmPoK9RVyLnIuAjH1FeorCM6V5+Rc5FwEYgIx9ZU0zpWXoSNvx98+jpyLnItATCCmvpIExOzPBsHNN+Rc5FwEYgIx9ZWozlURt/qn/pT3I+MmjpyLnItATCCmvoIG4oxATM5FICYQU19J4lzM6DdrF9EzMxTkXORcBGICMfWVpCDmn9kRiMm53g2IZ5MZgZj6CiKIs37tBA9iWjVBzoUI4oaMBGLqK+8GxFnGLmIjEJNzEYgJxNRXEECcyauJ63/Iuci5CMQEYuorkfsKR91yrpiNojlicq53BOLl3ZJATH0FCcTcgJgbF9MLHeRcuCBe3h0/pwPxZZ5PlgRi6it4IM579hKIybnGAuKCjPntPhWIb0uHvyMQU19BBDEwWUHORc6FC+KKjPldIhCX1KcRMfWV8fQVAjE51xhAXJGxQGMaEC8rscvZbD8bHlYzpMxowvt3V2MvYXIucq635lwmDocFccXhu9sJBQoUKFBow62Jw0FB3I2HadBCgxYaEZNzkXPZjoeDgrgeD19GnWmhaTyaxiPnIud6W861NHM4IIjr8fAtvdBBfYVATM5FziVwuB6i2mQ+5cL0ZHrqFOp5icmsyrxyzOwjHCoznvDq3dXYS5ici5zrLTlX3gxRLTNnJ3xYnbiF8k2Oy9WkzrY/GR5WJ0iZ0YT3767GXsLkXORcb8m5lrfVEHVlmdl3RHy6vFuezmhETIMWGhGTc5FzMeHz8W7ZkNFmRBxipmWWM3PEuVPWnKbxYgjnNI1Hc8TkXGHNldfHcPEvCxnerMtp9zV6nkIgJuci5woM4v6YcCsQ0zaY1FcIxORc5FxBQVwNiDMCMfUV6ivkXORcyCDORgti6ivUVwjE5FzvAsSZC4gHl5r6CvUVAjE5FzmXBsT5yEHMzWLn4KPVnE8+/gbMpYpxNaS+8rZAnKvbMwfc1ntXeQJx1MzsmbFC3jzPg5vrLYJYza63BOJc13EJxG8OxJr2BL8hEI+6xrkaxHkcEDencSWocTAQZyYQ5+MHcXcDVHZc6itvCcS5GsTd5J/sogTikdY4V4M4z2OYqwFxPnIQ5zlTnd6jmVsI5//5W6BDewOE6kJ95Y1OTbDDhd4PIRC/XVO/oxFx3uaVemcsEPPwGiGIc7Y6zO0qB0CcJ7mvBAEx177doIr6ytsFMeOPudDEmeSiBOKRg7htJqY18yjmqins9EJHYhBXq+XKAhbV2d/teYbl8qf+lzb1uEHclTtn/hwa8xxxZ1YCMQhixiMFAMsuSiAeq3NxE01FXrF3jgDEOC90VCUUQcx8kJ5JvzkQM7eXjED8RkEM/Kv6o5bmiMcP4ubfMi/3p05Ic2nO5xjlm3UciMFBZP62QcxUhkD89kHMP14G/qglEL8lELO9Mwu5amJ5pz6XbmwgXhat04L4mB+5AbEBxMd8+UZA3M93vwEQV2YlEOtBnAlTEzmB2Ma5yh4+HhBnLYizOCC+qU/kHDgiXt4lOjy0kltO8tvP03qO+PIuv+tcPOdHx8DUxM1d/mc2ahBz3beLGjmIj3lpVgKxBsTcGoruKU9OIDY5V9nDj6MDMdc7w01NnF4OPHauI6Mmf2gQ306Kwe6xBvHkLs9z9QsdzGCkatSbMvnjmwAx983IQfwjr8xKIJZBDE8gMg9+eBclEIvOVfVwBYkxlq8B64jDgdjEYQOIKzKqrxAYxPuGvWV1li2HlSBmn3Xuv/6p0471zbpcBeJxr5qY5Oonx+/6hY4cfvu12ViLS0CrJuDQ9nDsGneNJa8yDLdqYmrisL7QDRnv0oD49211Tl71Qsd1jQDVXy7C3xPZ6q5JPWo65Kp6jLWv/NA1wrvf9Cc39nA2IYGYD/oejlBjaEm/4xsdSnOZOawtdE3GVCPiz4/1Uc6z2X62+tq00swq1Mmr1KuZR1gh5fXKvI8mfNQ3wts09f4ttvHf51ymHv53Odfl49JD+PrRwOGgIJ5+rxrmtlzL8aOeaKh/MYfHPy6pKViG25zMSiFOePzznpzrz52XrSYmDocE8fRHOx4uwqPTeLhO3qSmQUso4aOpEWhETM41VPjxPTnX0WI8rBH+YeRwQBBPq25/d9mPjTXzw+BQ+viGJy7HOI13NDUCbQxPzjVQ2NzD/yLnmh6/7j2EazLmA9e+OVfnshK7nfWPiPIflll/sKmprwQSPhobgUBMzjVQ+Mc7ci5LDiuFL/N+iJoAxPW8RLfXRKE82Ttk7VJTXwkkbG4EAjE5FzmXyVy2HFYK58wQNQGIl+Xgu3mjevmnaKUfd7YgPrKpqa8EEjY3AoGYnIucy2Cu6Q9LDiuF97f9EDUBiLPyVep205/99/y4twZxQeLjnkAcWnj2aGgEAjE5FzmX3lz2HFYLfz7eLZF2X1tNDXszybcNAnEMYQIxgZica7i5Cg6vgggTiKmvEIgJxORcg8zlwmECMfUVAjGBmJwrvHNNf9xeBxJODGLqKyPrK3+hqcm5yLnSONfn7y4cHt/hodRXqK8QiMm53rpzFRye4deY+gr1FQIxOdf7dS5XDhOIqa8QiMm5yLnCOpczhwnE1FcIxORc5FxBnevzoyuHCcTUVwjE5FzkXCGd6/Pj4+9x1DhuX6GdCtNsDP9XbgpJ22CSc0V2rtX37yusGqcE8RLeZvnWPhpMapswdByacPDCOLRK/AuS8N8l/Ia62N1d2j7LhoQgXja7x4unkdTRKziaC+AVyoQ2mVVxaML7gcJVXMgaQ0HRWHbCqmb2Et5jCa/eovB+LDVG82on4b0wHk4CEKQR8RLeIrmJFoWh1EVt4Px2mZceeSMIi9ayFa7iQtZYcdO0m7taGg9XDCRsY64owmg19hG2mSNOUmM0r3YSLs31+/Hxc1KAIM0R6zksCkOp95PLUzi/RWZlHJqwYC1b4TouYI2hANbYtp2UzewlbGGuOMJoNfYRtgBxkhqjebWbcGGu2e0wDg8GCBKImfLNF3M5mheGa3OcKi5rzqyOQxPmrWUr3MSFqzHcR49Tq8e8Tn3UT9hsrkjCaDX2ETaDOEmN0bzaUXi6mt1+/xxBuNprwtrUziBWbGWhaX22fAyI+2hOGDTjVyUOzZk1cWjCnLVshdu4YDUG++hXpeOYhR2mn5yEjeaKJYxWYx9hI4iT1BjNq12Fp/vBHNYLl6S0NnUCEHPl60HMRLPCrjg0ZtbFoQmz1nJ1nGA1du2jRmGH6Sc3YZO5ogmj1dhH2ATiJDVG82pn4evhHNYLF6S0NnUCEPPl60DMRjPCUK1XOhyaMmvj0IQZa9kK93GBagyFlc5xTMLa1vcSNpgrnjBajX2EDSBOUmM0r3YW9uGwXng22duaOgGIhfK1IOaie2Go1tdff2hwaMisj0MT7q1lK8zEhakxFMAa27aTvvW9hPXmiiiMVmMfYT2Ik9QYzaudhQsOa53LQ3h2a2tq+IvyIDqVze8up24gFsvXgJiP7koE1Xp2q8WhPrMhDk24s5atMBsXpMbgPfZW6zh6YUPrewlrzRVTGK3GPsJaECepMZpXOwuvvv74rHMuH+H93Xc7U8NfVEczK2ye5/nRCcRS+WoQC9FtiWAzftfiUJvZFIcm3FrLVpiLC1FjuI/qHUcrbLoLewnrzBVVGK3GPsI6ECepMZpXOwsXHJ7qnMtP2O+EjgK2KhKXX+U/Hu1BLJevArEY3Q7FYTN+1l9Wk9kYhybcWMtWmI8LUGNFH/2c2XjOkD7qJ6wxV1xhtBr7CGtAnKTGaF7tLLwv5w40zuUp/OgF4qWaxNVX+eTaFsRA+UoQS9GNMCD6+9GEQ01mcxyacG0tW2Ehzr/GUABrbNtO5lkpL2G1uSILo9XYR1gN4iQ1RvNqZ+GKwxrn8hS+9hgRV69LV7S9FN+D7r7KH1fcVx/rsPoohsvJpRT3++E3EH2vSH3/+HhvvKwqs00cmvDKQViK860xFMAa27YTFIIKr7CE79+i8Aqzxmhe7SxccFjrXL7CK0cQ58wX9WZBJW3vbotPObMzUP9V/ueW2TTo44dPH8Dwf//7P8/oT//73yerhKHjRiUcvDBQAEUcmo+ESRjXq52Fiwyfogp/+p/fiFgYE7Mj4nZM/HXff/Xxwz14G4bvqr9/QtH3irvK7b3Fbep+8O0MUXhlLQzE+dUYHivd3luMgO4Hj5U8hVdYwvdvUXiFV2M0r3YWXk6OWufyF175PazLbOaJv+67iI8fPkITU4pZppurG0gYSg2eICUnhDPbxaEJT1e2wkCcX42hxrc8rAsWNs8degvD5kogjFZjH2F4jjhJjdG82lm43wMCdq4AwjN/EGeXahLXY+L+OxjEyv3Wfs4B4Usg9dQOh3BmS9OiCU9thaE4rxpDjT+1PDQRFLbro37CUyzh07coDII4SY3RvNpZmNmLZxpLOASIZ/U8MTeJnOfMV+13ChArOXyzmFu1aTb9YYfD4HGjEg5eGKjxQRHLvmedjoSTCUMgTiKM5tXOwktmT7RowkFAPLnsR70lgfM63P1ZVl/lt3sdiNX7D88BEC+BHTunP75eW5pCzmxvRjzhqY2wojDDhaHGB0Xg5rs8HdyXPYWnWMKnb08YAHESYdvuFNyrnYVZh4KcK4xwGBDP+jedaxAXH47l7PCy/OrYL84DQKzZBx4AcREtlWh6/LqyvSVJmR1uZ2jCUl+BhFWFGSwMNT4oomg+q81IYghbnUv8V9XYQ3hq5VzBhW27U3CvdhbmOSw7VyBhBxCfcmF6Mm0/Ftfo4+vBcPvh9nHG5SpAXGVedZmL8p0CoYreLXZyNCPclOT4dQ/nt8isSGeVN5nwykJYVZjBwnwba0QUzSdlVjZzaOEVlvDJWxReYQjbdqfgXu0sXHJY51yhhDmIah0kO+HDqv80WXHf5Hn581ivIl5yX91/uK/+3bcRl5PLEyDU0ReLCyB6JaQ9TlaK/ObMynQnYxLeWwgrCzNQWGhjtYiy+VaW6YIL77GEV29ReI8gbN2dQnu1s/ANcxHIuYIJr0xm7762HBHXYV+EH/WY+GZfB3FEvJsX/7uZ3Oyk0EWvt2sg+oKN2s2Pk1cht3zZOZAZltfFoQlfG4U1hRki3AZDjaEACevTBRe+xhK+MKa1Et5ZCvcX9BG+Ti8M5YWEwcJAmdUinsLsRSDnCid8bT8i1s0RM+slqnBXhkn9yG5S/XInzBHPn59enm7ufi7q8HD1UP27XTxdPf28+lnHfeu+/bZ92twU0W26MummiDv8e9Veoos7q/N3l9y8Xn3rr9lEPrM6sjZ3wRsg7uxrG1llL+Nenh7FuDMmrol8ftpIIosinRwHC4M1thOWDF6ISIWBAiSsSCcLQ58qK8it7ykM1UQWfgGFxXTewmIQ2v3XQvGpas9e+JfqeoXwxlJYUUBbYTndoBo3BpO8egF0pwXg1VWc0MXg2oE1BpoJamMGIEWo/y3inq1EwBrbCW/PL0I8rBO/rQfB9Zj4z2X1iwDiw/n5+Zerx+t5Ha4n9afD+a+rL1c3TdzDuv32oUx9rNJd7OrI9ba8xGQ5Z0IdV+dvL7ne/rr61cTt9qCOHMdesBIu8vLCd0u26E3cjSquzFxFHvoCdkEdVwtfG2tsLcwbHBJmwk5naiiAwpyN5+rC+As3bdyay0m4/tQVepDwxU6dsGnPi+bXi0f+U5m3+lRf8M9SSicKnzkJA23cCF+bhIVPXsKsV7t2p8MT51x1g7l1pxujczXtuVSaunUuH+FDKfIvL3zYRAFxE+p54rtLYNXEoSzfl6uZcI0ChrdXXza7Ou5h3n77q0xdRBfpWuF1VcV/d6xgE3dgLzl/Lvn686wq9arXubr68gRov4gX/NKU55QXfrxmi97EvbJx8+c+rsxcRdb1fuLMVMfxwodeuHuwra6xtTBvcEgYamNIGAqgsOAjbGGuFR40UPjnQV4HYCtcf+oKPURYu7l7LfztwlL4wtS36nTWwkAb15curaUXFj55CR88utPhnHOuuljVBX9C3WmzUxTm1AyQn2sVVDrnUguba3wAhC+igjirx8R3RxDEV19+QSC++3K+WYse8KtIfX6+ZkFcVqeIXAvVLuN4EFfM3WxEEBc650pt5oK1sGDHojNfiF4ixs2ZOJaHV60wL6IUZhtfUWNb4V8SiCVhqI0hYRBLkLCCh2VhLkwgdhM+twIxLCzwcIiwCUtFumdbYSOID27CQBsLIFYKyxYcLuzTnQ68c3UgduhOm7XJuUxQYftiUOHIIN7X88Q5COLz828QiK9+bdoRMQviIsgj4iqOvXltqjhpRPzr/EUeEf/abAFtaUTcinB30iIpfwtfVHHSwLSN4zraeSPMtvT5VrqFt8LciFiqsZPwNwnEkrBqYCoKq8aHkrCqN58/2I2IrYWbdjeBGBYGBqauwiYsnZ+/bC7shM0grtrdWhhqY2BEDAqLI2If4YNtdzqXvfrwwjlXB2K4Oy0A4S0gLHanKu5lLUPlRQKxfT/eyCNiUTg2iO9+VGvYABB/+/br28N3aY64nIR/PpMm8J6ez7dl9HUP4vl2UdTwjO8X2835y3N9r5k1c1vr7fOX8+3iUE/xfK8jDy/bL01cNwl2WDx/eVgchAsuijY942pcCX/jZxfXZ8/nz09Xr/xEV+GzTVw9+ViRoCihMNJabzZFTQ5A3BnX+HCNC+EHQPiBFb6uany+fWBKXfr7ZiEJQ20MCYNYKsxfwP7VPEdcNJJYGFh4Yy+8qc0qglgQFqwAzRHPHIUXtbABS0W7b14t5ohLU//sv50FEQbaeCbOERc1Xvy80M4Rt5Z5HihcO9yZ3MbfvvMT0YVXb7f/Hti4w9PifPtUxxXmqi0DdafD+TPYnV4WB6NzVZ6+2MxFU7c15kC8sRIuACIIrxdyd4oO4v0xZ3yJWTVxNbm6+vFrKz603rCPr5lVEy+bTf3ptbPj4myxELpKFfdUm2fWPu3dvBTjXPERcBEJxJ0/reUL1vdCpgFLkVfhefumKKD4DH6zeDlnFgQ8lHfz+fZJFgHjDoumTXsQwzXePL+ahOsSnr+wJWwKs12bG78UtqBSke6wLW49DwvTogSoMCrhhZ1wVxMBxAZh6NNrLfxsXeN1ZsRS1cYH5VKE7tN2UzjcQx+nMruTMNjGM70w9KksTGnqhXWNAa9egN1JXJpRdKcXKe6FjassA9UOjjtsxEKrALI5m0vO1daYGRTB/dhGeL05SO0aH8Tc7wyIH65ns4vFWnoKvZ7v2F+6T+v689nirLNjkVJyTyauz7trr8k8MWV0+oRncsMUmSQ6lCJS3vV6J8XxwuXV54sd0KnmUFwrzIBYVWODMFTjujBzq8aHhGE6zDu7a5+oQ4XxFwZf2tULQ+tEGss4C+uxVLX73LxAZdF6OmiZocLgN/ySHEEYCqLPOAv7dKfD4sB5dWUZWETbxbTOpYiTnctHeL1ZSyJ4IC4LKIOAi+l/YaI7z1Tgy85lVQlFv1c04EDh4uoDMrMgDlhjRWEUPMyysFiSCxNKWHtAvFWNzZYJUGNbUytIHEpY61xSECzjLOzTndbMU7Aqs2ooEVpYAeLhwmvg0enbA/Fp65lRQCz6fVgQl1cfDYgVhcEBMW93ZBCbLZMQxAoS44BYsAwuiAeOawjEgUB80nhmHBALfh8YxMXVn0cDYrgwSCDm7I4NYqNlUoIYJjESiLOz7ctoQDxsXPMuQSx+5QZiVXVqz4wEYt7vQ4M4OwOevmCBGCwMFohZu6OD2GSZpCAGSYwFYs4y2CAeNK4hEAcDcdbM08cBMef3wUE8f5Z7FRqIocKggZixOz6IDZZJC2KIxGggnr9sz0YD4iHjGgJxOBAPnae3bATG78ODeCH3KjwQL850vEkM4t7uIwCx3jKJQZzpfSYtiBfADRMNxAPGNQTiCsT3zaHU/yz++Vj/4AIX8/vhNxBdXaFwBjkzdEEh7t4qYXF1lbCNiEG4v7pl5lUgYSihVBjojHcoLxRAYWPCPnSF8RJeuQtbNVOMGtuaWu8zPsIrd1P3hXEV9ulOBaogc8nNFFoYdC5DwnudMFeTJlynBvGnD3X49PNTEb61v7ZBjlFEH78dgaSfLONMCYuru13QSbi7+oc4Ik41FgtjZ36/dMqENpaJIhzbMt41GWqZ4Ca0tUx4r97AXl0U5tN4utPQmnxCGxFfTSaT77+GjojLMcI22oi4H4HEGBFL4xvMETEw2MIbEXeFGcOIWGuZ1CNivc8kHhH3hRnBiPifjwehmWhE7DRHXL9ZN2T52vB5eof5IXmNXKg5Yu0audRzxPNM+cpA+jnizu5jmCPWWib1HHGm9ZnEc8S9ZUYwR1wmPCjX/tMccZCHdXoQD5ind2kEaY1cSBAr18hhgFjJGwwQV4UZC4jNJE4IYrXPIIBYuGHiglggMYE4MYjd1x84NYK4Ri4oiFVr5FBArOINCojLwowGxEYSpwSx0mcwQMzfMJFBzJOYQJwaxMKOKOaZG74RDPND/Bo5w9wSXxPTVC3fqwyl5hvfVGjeWralrgpjmLjkG8owLSh4jk2pWd7oCg2VQz1HLKTWz4QC/qGeJ+ZNbZoxhRzE2dRMYcKY2jDpqTV1WZh7R1MzpXbqihy+oHledp7Y1Bd1pjYU2qMvjnaOOASIuTHCR/NzSz6z4QEn/y674UEoXxPT01Z+fGMoNd/4xkJz1rIudVkYwwNwvqEMD8oFz7EpdZ+4fygPFRoqh/qRv5BavzYA8g/lCgHe1KY1BJCDuJsasoyXqfX+oTe1aBkLUzOlduuKLIjBhJ/6tRO2fREytaHQHn1xbKsmwoKYJfHHT/dhR8Tcu+zBR8R92UcwIq4KM5YRMTPywx8Rq8fECCNi0DJYI+KyMK9jGRGzY2IaESOAmP0Lv7h2yDniGk/PkeaIWRKjzxErZkNx5ogzww57SeeITfPESeeIVT6DMkdsnEFPOUfMzRPTHLENiAO9WdfH9W9jfbgPt464u+lvziKsIxbGN7jriD+qR37p1xG3eTWWSbeO+KNhTJx0HbHOZ5KvI27Dq2aldbJ1xF0CYO0/rSNWgTjUm3V9XDtV9an8X/AXYx7kKcKAb+TUZR/Jq0Dq96UQXnBTWwbhBTd/ywSsiZtlorxZZ2OZZG/Wsb9U88T0Zp3TiNj3zTr+8W2sETH7Lvt9hIFpdfVxjIiBkR/eiFhjmfQjYs2YOP2IGLIM2oj4XvPXQvIRcTkmfqIRsescsfebdfwj/zhzxOwaufBzxG3ZRzFHDMz54c0R63bYSz5HrJsNTT5HDPkM2hxxtyXtGOaI63niJ5ojxnlYxyyDjQTi1tXigNjivJd0IA55dJw/lgYeHRcFxLGPjnMzte/RcSFBbHWPSgXibF2QmECMBuLKGaKBWHyxPsnRcTggDnh0XAAsDTs6Lg6IIx8d52hqz6PjgoLY5h6VDMQliQnEeCCulsFGA7HFTjTBj45DAnG4o+NCYGnQ0XGRQBz36DhXU/sdHRcWxBb3qHQgLkm8JRCjgbh0hnggNu9EE/zoOCwQBzs6LgiWhhwdFwvEUY+Ocza119FxgUFsvkclBHFB4mcCMR6IC2c4xgOxcSea4EfHoYE41NFxYbA04Oi4aCCOeXScu6l9jo4LDWLjPSoliLPD5olAjAfi7OzbWTwQl64WD8T6feQSgzjQ0XGBsOR+dFw8EEc8Om6AqT2OjgsOYtM9KimI59vFE4EYD8Qfj8b1Bz6NUI6J4/FQcmREEGdWC/YSgXhuReJEIM50zZQaxHP5hokH4sx5S9qIIF4cnp8IxLYgDriOuL22cf2BVyOcWb7LPkxYdGRMEFst2EsF4syGxKlArGum5CCWb5iIINbfoxKDeL4WSUwgVoK4fLPu8VdQEH80rT/waoRTyz16BgqfKc97SQ9imwV7yUBsQ+JkINY0U3oQSzdMTBBr71GpQZyJJCYQ+4yI3exYXtt0jp0XiE/kc+xC8lB5JhkCiAMcHRcQS25Hx8UFcaSj4waaeuDRcVFArLtHJQexSGICsc8csTuITefY+YH4VDrHLigPVWeSYYDY/+i4kFhyOjouMojjHB031NTDjo6LA2K3I3Ejg7gk8X9jAXFehdPyx3sB8cLywfbAG5p4jl1YHirOJEMBsffRcUGx5HJ0XGwQRzk6brCpBx0dFwnETkfixgYxT2LkEXEB4Dx7uyB2niM2rT/wBrHNHj0ewkzZ0UFsWrCXFMQmEicFsaKZcEDM3TCxQexyJG50EHMkRgdxXoL4NHtHILZ7sD14ise8R4+PcF92fBAbFuylBbGBxGlBDDcTEojZGyY6iFX3KBQQsyQeBYhPTt/TiNjuwfbwuXbzGjkfYWiNHBaI9Qv2EoPY/lieBCCGLYMEYuaGiQ9ixT0KB8QMiccC4uw9gdjmwbbHQ0/jGjkvYWCNHBqIvY6OC44l26PjUoA4+NFxXtPxzkfHRQSx9XL7FCDuSUwgxgCxxYNtn9UnpjVyfsLyGjk8EOsW7CUHsY43yUEMNBMeiE9t71EpQGx7JG4SEHckJhCnXUdsWH8QBsSmNXKewtIaOUQQaxbspQexhsTpQSw3EyKITyzvUUlAnNktt08D4pbE2CDOxgtiizfrhoPY+GDbC8QL5xfrnYTFNXKYIFb/bFZ+AAAgAElEQVQv2EMAsd2xPIlALFsGEcSndveoNCDOrJbbJwJxQ2ICcboRMR9neLDtB+K564v17kfHjQXEg4+Oi4Ilm2N5UoE46NFx3ku2nY6Oiwxiq+X2qUCc7UoSjwPEefYe5oiFOP2DbU8Qu75Y73503GhAPPTouDhYsjiWJxmIQx4d5//ujMvRcbFBbLPcPhmIKxKjv1mXvVsQ6x9s+4LY8cX6AUfHjQbEA4+Oi4Ql87E86UAc8Oi4AC8xOhwdFx3EFsvt04G4JPGOQKwC8XY9n68XxQ8ucDHr7VqO3l3sgKRQ9tIZhDj7zEbh5up2eZ2FzxbbXvh6eKHda8yENi9bGG0AhU0JNcKwZc4MwtdxhKHAWUZf462lsK2pZeGz7dkA4Wt/YdAy2zPggkxmbY2huMPiMB+Yef385CHM1fh6eOZOmK1JVzs0EG8Wi8V2s13wgY/ZwNG2cc+bZ0W6gRfk4uqrO+YNITwozj7hYhE9ndcFObunFPaqce/L8dK9bF5whKHwstlYZvaJs0y4fYHaKYGwddz2/O8dETejp0gjYn5sFnxgut52V0cfEbOFQR8Rg2NirBExZxnsETE8JkYaEcN/uiCNiIvML9sdjYhx5oi1D7a954iF+coIZzR1V8eeIx52dFzEGVP96sGEc8Thjo4LtNGd5dFx8eeIM/54U9w54jJu273tTPsRI4BY+WA7CIjtX6wfJNxefQwgdj86LiaWtKsHE4M4zNFxoXYctVvhngbE+uX2iUG86N52JhBncc+ss1h/EBrE9ufYDRJurj4KEDsfHRcVS7rVg6lBHOTouGBbP1utcE8EYu1y+9Qgnu8aEhOIM/nNus1ZbBDze/SEBrHti/UDheurjwPErkfHxcWSZvVgchCHODou3B78NivcU4FYV5jkIM4aEr95EJ9yYXoybT8WtD1VBPGrAsRV5tV0V46IZ+UOflzYLXbQL0x0J8wlPVXHnW3OTgdnNgo3NTBdb6BwdfXCWoML7S4MtTFTGG0AhU0JzcJQ4AvDCa+iCiubKXaNbU0tNJNJeBVMGEqoLoyzYxb48uxOu+3Tf34M8OqLnTBbkzYUID61cpDT7IQPq/7TZHWiCOJX9x/uq3/3JxeLi/JDuas1G5po8Rc2egUl1cVtGQ3nzEbhugbG6w0Urq6+9yi0szDUxorGshM2JjQLQ4ErDJduH1dY2Uyxa2xrar6ZTBfchxOGEqoL49wjNt7d6eJ5+48fA7z64gqqiSYO5m3oEXFzp9Ddv8OMiHeLXiP8iLipQaQRcXX1sYyIzWPihCNivjDII+K6MCMZEQvNhDsiVhcGYURcj4mBvPmbGhFHWDVRz2kdos4Rww+2Q80RQ2vkws0RN1cfxxyxYnkUzhyxUBjcOeKmMOOYIxabCXWOWFOY9HPE9TK27X9S3uZMz3e8fE0mcZiN4c0PtkOC2OYcOw/hs8XraEDscHRcAizBqwdxQOx5dFzgA7MNK9yTglhRGBwQlyT+RwbxX7hqoqpU3h4cbQNijsSRQCw92A4KYotz7HyErdfIJQCx/bE8KcaHoGWQQOx3dFxgEBtWuKcFMVyY8kxjBBBXY2I+rt6S528EcU3h3BbELIljgbhxhkggNp9j5yM8fbVcI5cCxNZHxyX5Qx1aPYgFYq+j40KD2Prg1xQgBgtz2o5DE4O4J3ETl9fI+vtA3I6Gy592IGZIHA3EtTNImfMwIFacY5eHAfEKPnwmRwGxgjc5CoihY3kK58pxeKixTHIQK1a45ygghgqT56c5CohPLxoSM8fJ/ZVzxO3UtwOIexLHA3HlDDKI8zAghs+x66/uB+IpdPhMbef0IIZJLBUm0aMr2TIliHOcganaMulBDB8dJ1kmDYjlwuQliHMUEJ80Y+J6q+CsGTjadae39bDOHcQdiSOCmHuwHRzE4Iv1oUbEU+jwmRxpRAyTGGlEDBzLgwhicEyMBeIMvnvjgFgoTAm/kxwLxKc1icu4vJuaqHn8nldNcCSOCWL2wXY3P5RZL10xNb78Yj3zN48viOU1cs1fVBggBkgsFybZYi7RMtMV16ppp2phy+QoIAbu3rJlUoGYK0zejkPLHwggrueJ679Y8/5H9leCOM+dQNyQOCqImQfb3fwQs4jQ92wXsRPm+bxze28Qi2vk2kcMKCAGqioVJt2qWsEyU75V04IYsEyuxE1sEEv3KMAyyUDMFKYefuanNY0xQFyRuIjrHtP9fQ/rukF+7jQ10ZI4LoiFx7c5P0DwPmSL64SlFeah5oibsrOPOprhNg6I5apmSHPEkmW41UjpQSyQuHMxFBAL96gc+FMhHYi7wjS3gyJvNQxFAXFJ4l1dmOzvBHHehswVxEVDrWOD+JR9fMvM04cBMdsJ+dUjIUDMrpHrrp7nOCBWVBXpKE129SBv9/Qg5kjMuBgKiLl7VFcYJBA3hWk4XOfFGhFXJN7Ou2UkIwDx66wNgUDMdgcnEGdPi7XCHYKB+KR/fMvMU4UCcd8Ja2ebd1cPAeJ+jVz7F2ZlZRwQi1Vt/wZAATGzepAtDA6IGRKzLoYD4uxs+9K+P8YvaEIAcXPDrAdpRV6752ORQFyQ+GXNTKthg/j8+6QMj7d/7uxBXNox7wZC0tRE/68biAsSH2KDuBkTzzvz9+0Q4vzv+urNTX8x764eBMTNGrmc4XBdEQwQ81VtBjd5jgNi3jJToXclBnFLYsHFcEDc3qNybn0AzoiYK0wFYhfHDA3ibP2ynWftc2ZsEK83F+VgeP998mPvDOIMfn0u7/91BHFB4m1sELePb3NxeigIiDs8lT1vEfJhXdavkeum+tAe1olVBQqTeAucFn5FMVbTDG3VBE9ixsXmSCPi7ui4vFuswNkmLYjbG2bxf3wQt5MTDktYY4J4XVz8++S74r1QFYirh54ZvFiYCa4gzp42h6hzxO2D7WYNYXgQM8OhCCCeM4MtdBBn2sKk3ousK0xtLqxVE/y8Te9ieCDuVrg3f7tgrZrgb5jVOuIMF8SL3VYc92GCWINhjakjgbi4Za5jg7h5fCtyOBCI24FiFgXE/dVHAGJtYZJvCtkWZoo/IpYtgwni7h4FTZ2nBnF/w8zxQTz/TyQxIoiPGgybH9ZBUxNeIN4+Pa9jg7h9ltxNrgQFcT9QXPRzpsFALE5AooJYV5j0u/P2Y2Ilh5MfHde5GCaIhSUuuCDuny3g7L7G5xVJjATi6eq4Oeo2q0r3Zl1f7p7E0UDcP77Ngr3iPJcnT8PtNcHG8VOzuCDWFAZhm/S2MFPMdcSSZTKsV5zle5TMYQQQD90IMQqIRRKjgLicGz4Co2QLEDfrseFNh5lVnENAnHUkjgfi5vEt75bBQMwsKIgA4vrqtn/YRQaxujAY51VUhZnmOdLua3yNeSfABXE/QMdcR8wVZiQgFkiMAOL6Ed16EIjzPkAj4v6JwCAQZ8zsRCwQw7ulhQKx/JZ/SBAbT8JJCWJlYVAODioLg7YfsVhj7h07ZBDzk9bIIIY3QkQCMU/i5CBuV0oMBHHWLV/LQRC3N95hIP5PInF4EIO7pQUDsfSWf1AQm07CSQpiVWFwTnCrz1odB4hdjo6LDmLVtvUoIAY3QsQCMUfi1CDeFxjelwuILwaOiDPNhhLMM+thIJZJHAHEwG5pAUEs7kQTFsSGk3DSglhRGKSjNJmzVtFB7HB0XHwQK0iMA2JgI0Q8ELMkTg3iu8ntY/VG3ffzi0Eg7jZPyiNMTbQkjjhHDO2WFhTEwk40gUFsf45dAhDDhcE607g/axUfxPZHxyUAMUxiJBBLGyFigpghcWoQd/tLvPpt+hPlYV1D4l1sEIueGRbE/Dl2oUGsOAkHB8RgYdAOl3+TR8elADFoGSwQux+JGxHEPYlpY3ix3CWJY4NY8MzAIObOsQsOYvgkHCQQQ4VBA3F31uoYQKy9YaYGMURiNBCfnjkeiRsTxAVuahITiKVyl7MTsUFsfrDtA2J2ZUZ4EIMn4WCBGCgMHohXmjHxSI6OQwIxQGI8EJ9YDiWSgLgk8Y5ADJa7IPE2NohdVoINaPz+6hFADJ1jhwZizYK99CCeqkk8kqPjsEAskxgRxKd2Q4k0IG5ITCDOoD8XXtaxQeywEmxI43dXjwFi+Rw7RBCrF+whgFg9TzyOo+PwQCxZBhPEdkOJRCAWH0v9JSDOPR/WVWG3eN7FBrH9SrBBjd9ePQqIxTVyqCBWLtjDALGSxKM4Og4TxKJlUEFsNZRIBWLhsdSbB3FzTFLuengoUJdyB6AdUJ08JIitH98Oa/zm6nFALKyRwwWxasEeCohVJB7D0XG4IBYsgwtim6FEMhDzj6VCgrg5LLV90S3RmXVZpn7pzhHEi11DYs6OObyh9FAQ264EG9j4A7c4sQMxv0YOGcSKBXs4IFaQeI5/dBw2iHnLIIPYYiiRDsTcY6mgI+LqFJD0IM6CgXguP8w8VW0oPRjElivBhjb+sC1OLEHMrZHDBjG8YA8JxDCJsQam4A0TCcScZbBBzByqhw9i9rFUYBBXhxqdZulA3L/eHATEzQI/1o62B8k7YMnq8e3gxh+0xYktiE27FyUFMbhgDwvEIInRZgigGyYWiFnLoIPYOJRICWLmsVQEELeHQ721VRPtDkAFiZno3HZLdBcs2Ty+Hd74Q7Y4sQaxYfeitCCGFuyhgRgiMd5U7bPuhb/EIGYsgw/i9lC9UYC4fywVB8TZ2wVx9fphH523A+KgILZ5fOvR+AO2OLEHsX73osQgBhbs4YE4s9thLxEPta9eJwZxb5kRgNhyI8Q0IO4eSxGIpV8KEncPM/PM+awrOyyZH9/6NL77FicOINbuXpQaxPKCPUQQZ1Y77KXioY7EqUHcWWYMILbbCDERiOf/iSQmEDMbhjYPM5klGeWRcAFBbH5869P47lucuIBYt3tRchBLC/YwQWy1w14yHmpInBzEbWFGAWKrZkoF4kwkcQgQZ38FiAsSVw8zm6Vx9f6b2TwPCmLjSjAvEDtvceIEYs3uRelBLC7YQwWxzQ576XioJnF6EDeFGQeIbZopGYjF7dAJxP0vu5dte9hnftIcDhJ2aiIzPr71A7HrFiduIFbvXoQAYmHBHi6ILXbYS8hDJYkRQNyc8DcOEFs0UzoQCyQOB+I8e+sgnteTE2V9qhc6Qq+aqOP0K8E8Qey4xYkjiM1HxyUEMb9gDxnEYzw6bhwg5k/4QwaxuZkSgpgncZA367LRgni7ngNhvWCi112aInpb/ZLPd3le/JMLSaHsQNzuYqdLWD6xU2Y25DULV1cfkHl3bSPMlN2hxmAjWOXVtl5RmC6zsZlDCrPmagPbqlGFtTVufFl2MUF4aym8dRSGwtn2rHeuFMJMnFTjojDavIfFwc5crsJQut3T8wGs8fUQ4QLEJbkucrkmXe3QQLxZQGG72TK/bZjo7ctL9VWe1/8JSaHs6jhVwufN87ALWsWVVw96QS6uL7tLjRc2wT3dsz5HPGEoMK2aVngB+LLkYop0ttfzSviySSysi3vZvDjndRaxjdsu+pZNIbw9fysj4uK3bXk3yvNqTBxlRLyWBiwhR8TVcCjaiJgZbOGPiOsx8UhGxOwwFH1ErBgT44yIi8I8vY5lRMyOidFHxOyY2H9ELAiPa0TsNkdcfppvt/9lsdYRmx/f+s4RNxNhkeaI2Wk29Dli3Wxo8jlirjBjPToOZY7YxTLR54iNhUk5R8zNE7/7jeGlw0MrEp+2m1nEAbH68W0IEJt3S/MBsfbouNQgPj1DOjoOAvHoj45DA3F3wt8YQKxtptQg7khMIJaiSxIH4eGQlWBhhG23OBkEYt3RcclBfIJ0dBwI4rEfHYcH4pWdZdKAWNdMyUHckphALEeXJA58Qge8+CoaiE27pfmBWHN0XHoQn+IcHQeDeORHxyGCeGplmUQg1jRTehBnWUViAjEQXZD4n9ggVpxjF2oobrfFyUAQq4+OQwAxztFxChCP++g4TBBbWSYViNWFwQBxRWICsThH3I6JY4MYPscu2JyI1RYnQ0GsPDoOA8QoR8epQDzqo+NQQWxjmWQgVhYGBcQliQnEEIh7EkcEMfj4NtzktM0WJ4NBrDo6DgXEGEfHKUE85qPjcEFsYZl0IFYVBgfEBYkPBGIIxKcX26f/YoMYenwb8CmhxRYnw0GsODoOB8QIR8epQTzio+OQQWy2TEIQKwqDBOLsabElEEMgPtnVJI4KYuDxbcjlGuYtTjxADB8dhwTi9EfHaUA83qPjsEEMHx2HBGK4mbBAnD1tDgRisDo1ieOCWH58G3TdnHGLEx8Qg0fHYYE4+dFxOhCP9ug4dBCbLJMUxGBh0EBcdKf1+waxsjq754LEkUEsPb4Nu4BZtVtaEBBDR8ehgTj10XFaEI/16Dh8EENHx6GBGGomPBBvnzoSE4j56pQkjg1i8fFt4DdJ4DVygUAMHB2HB+LER8fpQTzSo+NGAGK9ZRKDGCgMHogX847EBGKhOgWJd7FBLDy+Df1KH7hGLhSI5aPjEEGc9ug4A4jHeXTcGEA8tyJxIhDLhcEEcdaSmOaIxeoUJN7GBjH/+Db4u9W259gNa3zx6DhMECc9Os4E4lEeHTcKEGc2JE4FYqkwqCAuSHwgEIPV2T0vdrFBzD2+Db/JheU5dgMbXzg6DhXEKY+OM4J4jEfHjQPENiROBmKxMLggbkg8BhBP+XDSfSpoO1UE8asCltW/q+lusYMycNH9L2x0K7x+efpPvDZ0VS7uBIrUxJ1tzgbnNQsXrmaTeTVMuL66a6mhNjal09aYq2oK4ZUxIV+YSDW2NbW5mSIJQ86ltkwQYagfq9PxhSnwNQ3SF0+GdqfD8L7Ik4utSRMKEE+tusQ0W/Fh33+a7FeKIH31oc18vbiGMnDR/S9sdHvF6+3z07VwbeiqXNweitTFbRevg/OahV+rq5syDxWuru6aGWpjUzptjbmqIghDCbnCpBSGgrGZYglDNVZaJoiwo1fzPrPx6ccButPTkO4ECm/kdAWIV1bttBrdiHi3WD+zY+IoI+Ldor8thx8RNzf9SCPi+uojGRHz4xvkEbF65IcyMDU1U8IRsXlMnHBEzBcGe0Rcj4lHMCIe2RxxGVeSOOocMfv4Ns5GyKotTvzniJurj2OOWJgnxp0jhpfUIT4zMzRTujlitWUQ5oiFwiDPEdelOdDDOtCOLIljgXjw+gM7YcUWJ2FAXF59NCA2LNhLC2KYN1jPzPTNlBbEBhKnBTFTmBGAuCjNK4EYtCND4mggHrr+wFLYeI6dD4it18glWUOQ5Og4SxC/56Pj9CC2P24wAYj7wowBxOWYmEAM2rEgcXQQ184Q7Ywm0zl2XiA+tVwjl2YxV4qj42xBPKqj407PUh4dZwBxZnvcYAoQd4UZBYinzXpiArFkx47EEUFcOUO8w/IM59j5gfhEcwxY+t15ExwdZw3iMR0dp22m5CDOLI8bTALitjDjAPGqGRMTiCU7tiSOCeJqEi/eqaX6c+w8QXyqPgYMYZv0+EfH2YN4REfHaZspPYgzu+MG04C4KcxIQDytSUwglu3YkDgqiIesP3AQ1m6L4wti9TFgGOdVRD86zgHE4zk6TttMCCC2O24wEYjrwowFxPU8MYEYsON68RQdxAPWH7gI67bF8QaxzRq5ZCCOfnScC4hHc3SctpkwQGx13GAqEFeFGQ2IKxITiCE7ViSODGL39QdOwpptcfxBbLFGLh2IYx8d5wTisRwdp20mFBDbHDeYDMRlYcYD4pLEBGLQjiWJY4PYef2Bm7B6W5wAIDavkUsI4shHx7mBeCRHx2mbCQfEFscNpgNxWZjxgNihO70zEJck/vjh/uM/i38+ioGJ4zNrElaJOZEi4r4wP5CuCnx1gOvdsyJ8nZuEzdWlwvB9xanQWS98ttjalZoNukJDgSk07zlCOrEw0qXv4drBicV0K01q4IKM3fX+AZWD9Y+u1FCwNHVtmYCmBh2ETbxSm1ogscarLU3Nltq1K55tW3x9NDiIqS+au6La1N0Rf+WSU2eANF8U0JVErv8SEJck/vDpw6dvnz6IgYnjM2sSVok5kSrq+O0op6sCXxjwekwkX+c2YX11qTA8iJ0KzaY+bo5WpYYCVGhluqYcnOeICYXCKC8NmRBKDJoaSg0l7O2u9w/oyrx/aIKtqSvLhDQ15CC2puZJHMDUTKmdu2K3yPODodS2fVHTFZWm5o74cwdIk24DiPwtIC5IfPYx8oi4GT1FGhHzY+LQI+KP/2y5ETfqiFgsDOqImLE7/oi4tsxIRsQf+dkJ3BFx8Qd9c6jeGEbE1ZJTGhGDMzIHi6UB3nNLLusP3IXhbXFCzBEb18ilnCOOe3Sc4xwxZ3fsOeJER8fZzRHD88RIc8QliD2OxA08R2zfnd7bHHFD4uggdll/MEAY3BYnFIjnSY+OM3XSaEfHDQAx/tFx2mZCBLH+uMHEIF4PPxI3AojtutN7BHFBYvEcu/AgHvbA1H2LkxggTnp0nLGTxjo6bgiI0Y+O0zYTJoi1PpMaxFmILWmDgbgalLFhvV3PxcDE7S52xc/3AOKCxM/RQWzco8dPGFgjFw7EKY+OM3fSSEfHDQIx9tFx2mZCBbHOZ5KDOMSWtOFAnL1ePSzq8FB92nSf1HGz9wBi0/Y5YRrQJOInLG/+EhDEQq/CBbGaNwggtthhLx2ILUicDsQan0kP4gBb0gYE8Wxy3Yx2r8tP1ej3WhlXjoivJ28RxAPsqN8+J1ADGkQ8haXNX0KCmO9VyCBW8gYDxOYd9hKC2EzihCBW+wwCiP23pA0K4hkLOkNcKTx7LyBeWD7m9WtA5wem7lucxAIx16uwQaziDQqIjTvspQSxkcQpQaz0GQwQe29JSyBOAuL5weoxr2cDuj4wdd/iJBqIUx0dZ9dJIxwdNxjEmEfHaZsJHcQqn0EBcVmY+rmX6vnYwuKZmTkdeL3dNSssTkMsLKYmik+HzUESOfxdc8Rl3MHmMa/vndRm/cFwYX6NXGAQJzo6zrKThj86bjiIEY+O0zYTPogVPoMD4uxss+jCL/nTdrPVfNsHJl0fNpbXqz7WD+G6T1XCB/MDPEh4ex4VxPu7fXIQiySOAmKb9QcewtwaudAgTnN0nG0nDX50nAeI8Y6O0zbTCEAMWwYJxLPHi3ZUe/F4MZc+/QLiuk+2I2LF9a6thPVDcYQRMQqIbR7z+s8tmdcf+Aiza+SCgzjJ0XHWnTT00XE+IEY7Ok7bTGMAMegzWCCezNrM11fXEoUKHkpxfTpbYcX1WnPphfU1RpgjxgGxxWPeAJP8xvUHXsLMGrnwIE5xdJx9Jw18dJwXiLGOjtM20yhADPkMgfgtgPjm7s9SA+Lt4XBYA+VmolkQd9GMHeUrVHGHNffOy7pUOhyEP0u2XRwzKa+4oEJYJWIWXmsq3cY9L87avNe6QnPCvBX4UnPCddmhCzJBtJYFlgBhMCFQGI0wFJTCehDDbsd4tZVlRPPbYMkkDKWTLKN3LqVp1jYg1qbrfWahFpa7E+it4gyByau7P+ibuAtmauLHa5OOnSE4yHGPLsJr4HoHYWpCK8xd8OzsIE1NSOniTU0c8zz/ulSC+HBeBqnh52Xs5iD3nzJeeKmmjxPSFZfl3nmp4oQ5819A3IOsrRWGRB6shNfGSs+3v4qkL8ysfxFeVHHn/Ws7rBXYUgsGr8teRn0Tni5An16qdDMjiCFhKKz5Gr8ahKFvZyphLYjXsH+xXv1qEBaexRTpfl1duNZYDWLeq/WW+dXFqU1jEO5BDHQn6a+08qlSbWrV86v+U5Vu8yA8lOLy1o+ptnLcAhBhhH91anXcvws2sop7eeBL9K0sjF64v+CGE7ES5vOKNXky1jjew7q8DLdf9SB+Av31/GUHRm923AC/jxPTHbh3Xp6qap9Va0eam9L1pOLh045bbfJL1tYKz8S82wN3vacmThbeGiu9Pq+gW96bd/vmmoc+rtOp47aHOq4B8XN1AzgAIH7qG61cR3NeY4Rdb8N86tfb1OmujSB+7nu9FksHvsYzgzBUwJksXNdYC+ID7F+sV9tYpl+d9FSle7Ws8WZn6meCV89UwmwBO3NBpjHUuLPWWl/A5iFZI1yYuhFmnoIJz6+ahNzzq8YKa2582McJ6RYH4Hq8cBX5/GQpvNAJM3k3B1Vc8dcpI7x5UtWuHxHX5jfXONqI+EdF4rsbNYivvpzL+/ZU0dIcSh1djXg4shSRa9HrirgDt6z6Vxm32LBzS2VkqTMXEkraWmFJBBIu4kBhQ6ULwN41wtN9c80Sum2NZ3zcgY2bt1YQSs0KV2mruGY8l0lr0fsV6HWNry6MIIaEFVhia2wrLKYDhU0ghvyLB7GdcL1en0nnUmNldxK8Wil8EISVpjEId9aCupMI4l64a2NGTS5hKXzh1Y9NwoKIQXizNpm6ibtQCRfmAoU1/biq8cFU43hzxNPvFYknSyWIv1z9lG7AVfSXJpo5p7mKflmLY4cvV/9y1Vkvqjieh0+V1JPIw1qeB2evzQlvYGE270MlAgj/e4CFVZXuQXzVCHcgLkfJbY1bnfWiiuNB/NwK863PCrcuVggDjx3EV4GqGj+aQQwJK7DE1thWWA1iRtgE4i9XN5udCcQWwjWIK+HHV7sa39iNiIt2MoK49vReWAdinTA3Iha7EwTirotZgPjL1fH8Amh3cz8+70W6620A4carLyThn6DwzmTqRvhCVWMWxKyw0tQQQA5AjSOBeF+E1WNF4j+X+yqIIN6en/+8uulG8M30dWntf6+OxYcydGvw1uWsyvcndoB/ODw9l2mX3eC+nGXfLurLsn+pvTZx3AzBtz6uS/hQxh2FufbaZvwTpE0tDIlwcRuNMPtnyaKpNPenSg1ddmpivf129aup8XUX9wDELTqR/u+hF064ecWnFH68Nk1NVDX+eXdjfnQFCEOhLsxx7igMzRD0Td7C+gEAAA+9SURBVNIKXxuERVMLTwl74X+1wk06hxobhHnnMgmf8cJK05iEr2FhKFR/lK/Pqm53Y56aqNuY/+O90lB0J7E9+7j6emV//ykICyIG4aPO1HXt6rgbvsYL1rka4Q0gApi6jvvJd0WgxgGnJnLm27syfL3L60Fx9Rs0R1yUsH15pZnm3j5vXjY3Vz9L8G64l2DKiFdhDvzl5exnd4kywdnmbLF5LuLYZxffzuprcg80njabhRj3unmp4haCMBR3JosAwouNLLyQRZ43z1Lc4unqWxPXZt9uirimxn3cKxDX1pi94BlXu/oVn+fCCse7n6ZHUnWNb/kLLqB3lc5kE4IJzzbPG6EwFsJQulZ4IdVYIWwqYC/8pBVu0hXt/vBoFi5SWhVw0TqX8SlhcUFGWGmaUhissRjFC4PhV52uqHGfTvmwrhAunEu83vZFioOEhTi1cFk75oKN8DMkLJkfFina/V874Y0oArXx8/b85ae5xpEe1tWD4P3Xep74CI2Iq8nzn5MbcS59fVjPb77X09n9WynNo4TX7r7y1E6gHyevfYLiCusiz82EH7xV1yzjmEFLFwel4yLlvJVII8zFxRG+NgtLcT7C0jBNIQIOigFhbbrwwtdYwhdvSriOMjkXeMH1briwfXfagXFJ+rFa+Npd+GAjfD2ZRXyh43rSkFj1sG5zU88hi9Pcy2o6e3M2Z6ZaygTfl41w/3RmeqxWZqy5Kyz5qekuTqyOKp1N3kZ4WGYXYXHSExJWFmaoMNT4oAgUIGFVuuDC2jniv7LGA4WrKBvnCl5j2+4U3Ku9hUVzBROeRQVxtmxmJxQP6/59mdelFh/d7er58e1cmPN+nSxr4V0/c1/Xh5kU1xhDqo6DIaW8LiT2EZbI4uI6g4WhxnfppTadNIqwDYj/rhoPFQZvW0lqbNudgnu1r7BkrlDCviDe3y35a5TQreGb311OZ493ihHxun660pR6XXGVWep2qCbmf3YgnjcJitS1cD1Zvmzqs2oS/Ds3GEOqjoMhpbyV8NDMDsISWSBhVWEGC0OND4ooep9NJ40ibAPiv6vGQ4XB21aSGtt2p+Be7SssmSuQsCeIP9/mkyUE4uKr4udxNrm8YzjMgDg7vGzqiYmq1IfNpp2maEhcPb/qI+ZP9TzGcnJ52iTockx/fL2uEhyZK8DGuDzNBhtSzlsJD83sIDy1EVYUZrgw1PigCNz7Lk+zoVzyFJ5iCZ++NWHwtpWkxrbdKbhX+wpP4wh7grh8j3lyyYO4mYoov8p/PM6Oec9hFsTZfD2vC1z92K13fPF3r9+X/06Yu9K8TtAlKnKcXtYJpj9uZ12CIdM3Q+Nq4cgitsLBCwM1PijiMhtKwmMSBm9bSWqM5tXjFPYEcb08jS9wMyXcLF3j7yosiPvCdSXki7qc/DxO9tJMyyWTaHpZJ5h+b8pgIDGX2dFoYN5OeEhmS+GprTAU51VjqPHBGkMOcjm8l3oJT7GET9+iMMjSJDVG82of4WksYU8QL5vJYP67CsT1V/njby2ItSS+uVoCJD5hE02bBJ/tSHx6Mvz2Bef9bEdiH+HpylYYiPOrMdT4n+16KSxs10u9hGFzJRBGq7GPMHzbSlJjNK/2EIadK4CwD4hnRbisx72Xszq03/Zf5bd75quPn+4/lmH1sQuXk8vmR/dbG37/nBQkZtI2CbhETYL7x9t76QpcwircA3EfLePgvJ3wkMx2cStrYSDOr8ZQAGsMJANFoBBYeIUlfP8WhVdg1iQ1RvNqD+GVnci9q/DKEcQ588WkDLf1mPh2MsmL39pvma+q79qvPn6Qw//97/+aH91v7Hd8RJ2AjfvU/PLpf//7JF1BzBwjrhOOKWIrHLwwUABFPqiaNmA6Eo4hDGZNUmM0rx6f8Kf/+Y2IhTExOyLuxsSTZf9Vd1/5aDEm/v3wu/jD6cfXvX5M3CS4f3w0j4nvre+b9nk74SGZbeJWDsJSnG+N4YHa473FaOnj4PGSl/AKS/j+LQqvFFmT1BjNqwcLr+xE7l2FV/4vdCyBXda4r3Jg1nMqTacA88Tl7mvLksQraaaFmyduEvx+/P7ZME/czGwPmuZR5+2Eh2Q2x9XWshUW4vxrDAWwxuBDhEFziF7CanNFFkarsY9wZS0wa5Iao3n1QGG1c3kKh3jFuXliB6VqxsR3ehCrSFxtg1mR+JoTBkhcJZjdmkjclHqQITV5O+EhmY1xjbVshfm4ADWGAlhjyEEG9VIvYY254gqj1dhHWHPbSlJjNK8eJqxxLk/hR38Q1yQ+wk5kMyJWkbjej7gk8e01JyyT+LYl8VRL4rbUQwypy9sJD8lsimutZSvMxYWosQIPUyvPGdJLvYR15ooqjFZjH2HdbStJjdG8epCwzrn8hAOMiCsS34I3z9nkEpq1mMIvCookbjaGr0g844QBEter8W5/aEnclXqAIbV5O+EhmQ1xnbVshdm4IDWG8fBjauU5A3qpl7DWXDGF0WrsI6y9bSWpMZpXDxHWOpeP8P7u+9QfxJl4SGgP4tnybpmZQQySuD2ho/itX9HXz7RwJG4SXH/VkpiZ2XY2pD5vJzwksz5OeP3FQpiJC1NjKIA1hhzEvZd6CevNFVEYrcY+wvrbVpIao3n1AGG9c3kIz25tTW37hQhifV/Rkrg7KoklMTPTwtanXXy9+nrUkJid2XY1pCFvJzwkszZOfP3FQriPC1RjKIA1hhzEuZd6CRvMFU8YrcY+wobbVpIao3m1u7DBuYYLzyZ7W1NHBjFA4v7MuorEv6WZFoHEVYK9jsTczLajIU159zoS+wiz1rIV7uJC1RgKWtcxCet6qZewyVzRhNFq7CNsum0lqTGaVzsLm5xrsHBBSmtTRwaxTOIexBWJ67eluZkWnsSPRhLzM9tuhjTm1ZHYR5izlqvrBKuxKx6Mwppe6iVsNFcsYbQa+wgbb1tJaozm1a7CRucaKlyS0trU7iC26StqEt/0IC6jHx8/SzMtHInrBNl+oiSxMLPtZEhz3k54SGZ1HG8tW+EmLlyNQTxMlK5jFlb3Ui9hs7kiCaPV2EfYfNtKUmM0r3YUNjvXQOFqyGpt6sggNuzFVpNYmGmBSXx5CpNYKLWTIS3y7qENWr2FoddfLITruIA1hvFwaecgTr3US9jCXHGE0WrsI2xx20pSYzSvdhO2cK7gAEEAsQ2JxZkWNtHvhsTLyWUGkjjkWVeKzZ8zj8x2Z9bZCldxIWsMt9ilnYO49FIvYRtzRRFGq7GPsM1tK0mN0bzaSTjkmXXWAEEAcUviZje3y25bt/q3m9vH69mKi7rkEq3KBEUAr1B+ZjPLCvo4m7xLIM5beD9QuIoLWWMogDWu2sJCBArewnss4dVbFBastXxcItUYzaudhPcYAOFMnQbEDYnvJnW4bbZua397/DN5nEy4qNviv/73NsEtdAU2Yco4NOHghZlMhqcLfkESjnHBP3d/kGr8JrtYGhE2JAJxTWLlTWN/+32lvasUCXS3ndVsePDJ65V5jyW8epPC+3dX46DOBY6JyblG41zZKRemJ9PTwaEAsfrL8jgk1W+np+UeHJrkhgQ+pfarsY/wCkv45E0Kr95djcM6l9ijyLlG5VzZCR9WJx5hr/uyGMMqfyuyfv0+0yQvEtxqEviU2qvGq1jWiim8epPC+3dX48DOJfYocq4xOVeW7r6iHRNP97c/pto7+LU6AY2IadBCI2KjtYAxcZ4X/8/LD+RcyCPiRHPE4Lo1Tnglbo8hrgO5VibwKbVXjX0ym6wVTRitxlGd6++rcXjnkldW5Xl9PHuek3ONqsZxq6MhcSFsJLEyAYGY+gqB2MJaMImzGsbkXO8GxBoSl8LSS9mi36gSEIiprxCIbawlkbgGMY2I3xmI1SSuhIeSmEBMfYVAbGUtsUcRiN8niJUkroUHkphATH2FQGxnLaFH5fWsBIH4vYFYReJGWNqoSCIxlIBATH2FQGxpLb5HEYjfK4gVJG6F95NLE4nlBOpSd0+F698IxNRX3juI+R5FIH63IIZJ3AmvxC3jpLUTQAITiGs/ywnE1FcIxFyPavoGgfgdghgkMbsx/GWmJTGQ4FJZ6uphRHvXJxBTXyEQcz2KQPyOQQyRmNsY/sZEYkMCEcQ0NUF9hUAMdhgC8XsGcbYUdiTmtyK9ETfvFPdiMybo9/gkEFNfIRBDJK56SPFX4iyv/sn7bkPO9W5A3G9NDG7WKW3e6Zyg2+OzfRhBIKa+QiAGO2Audhtyrr8CxLlVWvtdPfPhW4ISiKmvEIgtOyCNiN/jiDhZA7ZzYARi6isEYnIuAjGBmPoKgZici5yLQEwgpr5CICbnIhCjgDjrtluldcTUVwjE5FwE4kzxVkURF6kB8/aFjvoVu5z6CvUVAjE517sHcZ4YxNRXqK8QiMm5CMTyTAE8bKW+Qn2FQEzORc6VpDr9cJh9r5JATH2FQEzORc6VEMQdivOewzQ1QX2FQEzORc4VsjqzycxqTNwzWQ9iw/Wor1BfIRCTcxGIHUHMkribpCAQU18hEJNzkXOlB3G3W3uztoxA/Bb7Sh5OmJmzcjZX7iqc54NKbShiTs5FIB4TiJd3Sx2JG/q2S4otQLy82xOIRwliF6IVeXMdiPPhIM71sXluDWL5m77GhntFTiAmEI8JxJd5rt6ovRsHs/5sAPEyz28/E4jHCWKnsaWQOgdBnCvNpRJTxPf3eTGButh2IM61txImSjB1bhqgkHMRiEOB+Lb0ewWJFR1XD+LLMteRQDzGGqtJnMMgzpXQy/tJK3cQ55Bi3odTexDnGhDnutwaEPcFUQJfJ0wgJhA7V+eydrg7Szc3g/hWcz0CMXaNVRMKea4eEecgxNlV5ZC58hy6KrOJCMS29htbEOf9UbPt5bsaG8bs0D0pFwM4byJ/S85FIPaszrJ2qckyVIkuLa5HIE5eY2G+1OqPfwbEAHpUmMt1IM71IO4+AHPEzNNiodgcJGUQ57Bczr+tJIFYVlJSmkBMIPasTsvhy5lrUByyYcNhAjEeiJUc0YFYm0ERPxXGquy37SHdUM5cMSJuSiANVPP+PM1mVqMHcdas9gErkLO5JK7rQQwajEBMIB5anYbDd7eTQOHWanxNIEYAsWE8l0OPvXoQg/NTwFC7i1GAOGNBDE8MZNwcMVtguej9Pn3dd4oa66cgcg7EOQhiwRQEYgJxqOpcDh4PK0bEl3bzHARiVBDD2NWBGLqyAGJxPrWbmpAY2P6nmKHNQBBnDCJz7TCVrzE0hlYTmsM9NElcJyAQE4hDXnXo/LBSeGl5PQIxDogz9Wi0I40E4lz9xDbLOXRxOJsyI1WRdUoQd4w+5d/G6PIA8wUZP0nc1pgDvjyIznKrh3UAiGlqgkBchP8HQnhEaDpfOTgAAAAASUVORK5CYII=请问各位大神箍筋和弯起钢筋间距不一致的时候怎么输入普通钢筋?另外箍筋的面积是算一个截面还是两个截面?
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