长虹yh 发表于 2023-3-6 13:25:08

如何选择液压泵,求指点

产品1液压缸推力:1500kg    下行速度:0.12m/min
液压缸尺寸:缸径D=50mm (无杆腔有效面积19.63cm2)
                活塞杆直径d=28mm (有杆腔有效面积13.47cm2)
产品2液压缸推力:2500kg    下行速度:0.12m/min
液压缸尺寸:缸径D=50mm (无杆腔有效面积19.63cm2)
                活塞杆直径d=28mm (有杆腔有效面积13.47cm2)
问:用同一个液压站 ,这个液压泵,是用变量泵好还是定量泵好?压力如何调节?

lovesxl8 发表于 2023-3-6 15:17:33

按你这个运行速度只要很小的排量就够了,选个定量泵,两路电磁阀,加一个电磁溢流阀,这个系统可能要加小流量调速阀,不然速度难控制

长虹yh 发表于 2023-3-10 07:50:46

lovesxl8 发表于 2023-3-6 15:17
按你这个运行速度只要很小的排量就够了,选个定量泵,两路电磁阀,加一个电磁溢流阀,这个系统可能要加小流 ...

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If+Un4dgDan/sCqgvQXX3t+cf4jI2QfxfO+uKja8xV+lz542r3zZWbfaKvyxZX+9xsNO0wj312dPXnGMcufdt9kD/kP9qtRQ2+vknTlbRdfXreMfepbczNPu1Ll16udn1e176v77rGXKXPZYur3TdXbvaJvi5bXO1zs9G0wzz22dHVn2Mcu/Rt90H+kD/kn/hNlZJkfQuDqzC52tsJPfZnl16u9hD9+vouZOw+Mi5bXO2+OXKzT/R12eJqn5uNph3msc+Orv4c49ilb7sP8of8IX/IvzcGXIXU1d4uQLbPuRVVly2udptNZltu9oluLltc7aY9tuPcbDTtMI9tuoe25WZjqN5aDvKH/HsXfg2i2H3fpOlK2q6+WP1SyKe2MTf7tI9cerna9Xld+76+6xpzlT6XLa5231y52Sf6umxxtc/NRtMO89hnR1d/jnHs0rfdB/lD/pA/K//eGHAVUld7uwDZPudWVF22uNptNpltudknurlscbWb9tiOc7PRtMM8tuke2pabjaF6aznIH/LvXfg1iGL3fZOmK2m7+mL1SyGf2sbc7NM+cunlatfnde37+q5rzFX6XLa42n1z5Waf6OuyxdU+NxtNO8xjnx1d/TnGsUvfdt+syL+tfN/PZvDN477j5XBelx1dfTnoHqpDlx1dfaHj5yDnssPVPrXOLr1c7VPr22d+ly2u9j5zTH2OyxZX+9T6xs5v2mEex45TkjzkH7jyF8DkvJk/VtQGaClg77Kjq6/tj5w/u+xwtU9ti0svV/vU+vaZ32WLq73PHFOf47KlaW/9CI605bq5/GjaZx675Gtoh/wDyF/A0v4JSP1TkNnsjZ8pbgO3FLB32dHV1/ZHzp9ddrjap7bFpZerfWp9+8zvssXV3meOqc9x2SLt2de+1s+023xp2mce22RraYP8A8lffvvZ/AlIAVCOmw24T7xtU5196lSjr61/Lm1dSdvVNxf7RE+XHa72qW1z6eVqn1rfPvO7bHG195lj6nPEFqkRG7fdvu8ZIOnLfeu68ym+NWNlHk/t9ynnh/xDyT/iZ39zShRJ5vM++anm6n0OFy9dvutK8FIS2mWHq33K4tEuqqYuuepr6hh67LKlaZ/JokB07dokt2SFL7VCFgtdsmP2rRojfb7oLHdpte76WPfXuIf8DVC4AGACxyWj20U2p9tkcjXf6CO3xua+VfzVRgwGNRbH2Lv0crWPoVPqOVy2SHtOub5qfutaIftVx1r5/I5ct8XXFSMta/abx7q/xj3kPwD55/QVQUkrf0la2WyJWkpCu+xwtdt8MWabSy9X+5i6pZqryxbpK2HLbeXfdZfPFteuGIm82W8e28aqpQ3yH4L8I74iGANoF935QnX2I484iXMMHYac4+Kbnq2+4/VvUmeffnj2NroKk6t9SL+GjO3Sy9UeMmZuMmKL6/vw3HTtq09j4yOPqIue9yLrxXXfcfueF4sfn7zZbx731a+E8yD/iclfgDjkVuLK3/TXxvE71Ll/8B/Vgc9/obkFKysGs39ux64Vj9ght1Jln1PhcenVtPN9+GywOObKPwS/Lly5zvXJm/3msWu8Gtoh/4CiGgOWWNmhvzPU3+Ot/B1cps8LaPuy+J4yhY8c33XG4GrMwuXSS9qHxvaYmC4OZxasDm6jA9s2vLpwZZOVNp+82W8eu8aroR3yn5j8h34+gJX/sHdWpJAMsbWLT64Fq0uvIfwyxZhjroqnsE/mHMNG112tNtbls+gUc6fLJ2/2m8e2uWtpg/wDQBYDlqFkVwFkKX/n7/JBSd/5O20MwKnr3CHbY/A+pB5Dji02yqpYLqSHnGfKscewMQYrMbLiN5+82W8eT+nzqeeG/AOKagxYhpJdBSgxOq0yz5Tnlm5jrvblqldKLGLjkSQXPTF+jJGVWPvkzX7zOCVO5jYW5A/5J0nsqYFfekLnal+ueqXEIzZC/inxlMtYkD/kD/lfkaa4DZnUuRJQrnqljAU2psmPGD/GyEqsffJmv3mcEidzGwvyh/whf8i/NwZqKKTYCPnPjdhD9IX8A8g/5oG5oWRDgumSidHJNUbO7Tzwl6Y494lxLcTIA3+rY0ywEurHRvb0w83LuyS/fdj0jW3i1Dz2jVtyP+Qv5N/xMpKYP5UbSlbA2neL0anvHFOe53vJTynJKz6O+dOnsezOVa9V7TcxPcafwZnzTXE8ho0xc2hZeXmXvMRL8rzLL1re9cNE0i91Xo+RYy6titnY8yF/z8tI9IsvQl4oMpRsyNwumRidXGPk3K7tk/0ePSNeKBKbNFPIS9ES+2Q/xfyuOXPVy6VvSLvY1H5BkRNnlpfl7MHhjPrHsDF2jhj5TlmjHpSI2RBct2WqJ39xiIDBtcWsnIeSdekW0h6jU8h4ucm4Vv4X3PWK3df9tkE/x8/id8h/9VvPIbHXq0jBkPhdf3atKnPLiT76jGFjzBxaNtXKX/tE1/sccykEmyllIP+Ah71ivjMfSnaVoMfotMo8U51r+87/whfeBfkHYHvVmElRLa2QauK58IUvbe6yiI2yqpQL6VX9lev5Y9gYM0cjm/A7f9PvMnZpmDXtCz2G/AMKZAxYhpINDahNrtGp47kG6Z/7JgVbP7shRVq+J1xTSunVW4h9Nt/l0tbEkNv+vck3JP5aprlrpFSDIblwNrGlZUrbaxvFrqEwL2OHkm6MrOgbIx8jO5QvchgX8q+E/NvfYUoSFrU99p2eXADo7/6C7TO+D8whKW065FqwctXL9KHoGIt/jSHZC6Zizw/GXi55OEIOxGAlRlZiHSMfI2viqLRjyL8C8tfJIaAvddMrF9nHPuegzxXf5JrguRasXPUy49joGHHnS/AgZK+/49f4kL2MVfJm+i31cQxWYmRFzxj5GNnUPshpPMi/EvLPCXRD6NJO6JjnHHSxl/0QuqUYs21fijFTjJGrXqZtsfEVm8zv+Odgo2lvrscxfoyRFXtj5GNkc/VlCr0gf8g/W8KLAXg7odufu8aaw8OBMfZ02Zq6L1e9TDvPkP+j6tt+9m0q9IUxcttebJNx5mCjaW+uxzF+jJGNjVHs2Ln6c1W9IH/IvxzyN27tSsHXDwBKsru2uTwcmGvBmlIvV0zb7foBvgP3PxD8whgTOxpLMu6qBbfm82OwEiMrPo2Rj5EtOV6QP+RfREGThN7zUFbgQ1r6wa7gB7RGeDDKVnByLVhT6bUv3gEPzulYNw/xdcm3sTNRzG04mHNbDFZiZMUnMfIxsnP2t093yB/yL4L8dQGQxJZNr9Zkr9ts+7k8HCi6m7eifYk9Vv9UejXzGnd6bLHVbYIBuTCMeWGMufLX44zl01LnaWJmfJ3SZWeMrIwTIx8j26Xj3Psgf8i/GPI3kzEmwWMeDowZ19Rn1eOp5vXpPZVeMfOK7NmRL4zJ8ULLF4vc+2NjFhODIcfO3a999YP8If/qyX8OhSNGx77FoM95U+kVM2+MrPggVr6P32o8J8avMbKxMYsdu9RYQf6QP+QfcUt9qsIx1by+wjeVXjHzxsjGEonPP/R/4/cYYuIQIxsbs9ixS40h5A/5Q/6Qf28MTFVIY+aNkY0lklKJYQi7YuIQIxsbs9ixh/BFDmNC/pB/78KfA4BdOsQk+FCyLt36tMfo2Gf8vudMpVfMvDGy4odY+b6+q+28GL/GyMbGLHbsUuME+UP+kP/AK38pNqtu+q8XZJycilFTSAOfug/1QYh9zbwZPDkeoisyZ2795xKzGD1Kjl2V5L+xeZNaW24o2YcEN0Z+KNkQPZH5xveLQ8UhZlyJx8VHr2ywtr64d7UfUsr0b82lkO55v0LX38/7+hZbam35YOMzH5Y3Nm9pZGWfUlbGihnbNzf9Zk7mETPieyYmVZK/FOT1rYNBRUaSN0Z+KFmKyDeKSIgvhopDzLi72Fkcai40hShX3UJsH1tmVZv0+VKU1xcXBeVlTBxiZHdjFlEfxvb3XOeLiUOMbGzMYseeq799ekP+Qbf9wy8WYoAVI+sLJP17Lw5ifDuUrMQkZuzaYxjjq6FkidnePEqJyVxiFqNHSvtzGwvyh/y9t01zA22IPjEJPpSs6BkzdohdJcvE+GooWWIG+ZecY6ZtkD/kD/lHfA0UQzoQSRyRxPh2KFliFhczk0x8x7nELEYPn01z7of8IX/IH/LPAgMxRXkoWSnmMWPPufiPrXuMX2NkY2MWO/bYfhprPsgf8s+i8KcGfEyCDyUbW5RS+2Bu4w0Vh5hxiRkr/7nlTV99IX/IH/Jn5Z8FBmJIeihZyB/y70umczsP8of8syj8qRNnKHKIGRciiSOSGN8OJUvM4mIWk7e5xCxGjxj75iYL+UP+kD8r/ywwEFOUh5KF/CH/uZF4X32LJf/rjx5Tru3I5k3q4OKQkr1Lxmy/ZvMWdeHiIiV7s912HCMbo0ffAJd6ns33ZluMb2NiFiMr+oTqUWqcTLvM+NiOQ30l58bEIUaWmK1G/ra46rah4huLhxg9TPyWdlwk+QsYlsul2l7sqJNb2/u2uxf3qo3lhpK9rX9f22JLPbB8UJ1cbPnlI2RD9BAbxBaxqTTw9bXHF1+JX4hvd+McETPBQDAWAvSoJb7EbDVS7ZsrY57ni/FgOSk1PiIvQ/SoIS+LJX8J3vHNE9aVesyVnwA6ZuUQIxuih9ggtogeYyZyznOJL7riK/0hvhU52WJiFiMbokct8RVfELOyLwB8MR4qJ2NzOESPGvKyWPKXVZ2AwkZiMd8Xyvkx8qllxYYuW2z2ld4W4pPUcdA+jRk3BDshtui557wPsTPGt0PJErP+Fyi+GE8ZMzN3QvTw2WKON9djyD/zB/5qAGFs8oT4JCTB9bxDycr4vrFDbNF6znkfYqfPV6b9Q8kSM8hfMBCCVxOPczyG/CF/692RnMEckphDkUPMuOJDn3yILTnHIlS3EDt9vjLnGkqWmEH+goEQvJp4nOMx5A/5Q/4T/qlfDUUmtJgORegx44quPvlaYhZLaD6/+PxqzhcjGxKz2LF9tpjjzfW4SvLf2LxCrak19YRXfmcQ8YmcyMt5vkBfcNfljazsfbIhetQAQp+f2v0hPpkyZqa+Pj1CbDHHm+txiJ0+X5m2p84zc2yfHiG2mOPVcuzzy5QxM2MQoofPFnO8uR5XRf5PvuqGhpAvuvMM+Z/38W9Rlx6+umnTfTqQu58PX61Ebu3ra0rOk/7dPuOugW5rA0u363HN80P0qAGEpm9Cjl0+2fX1xDHbtSFAD5ctu2MYGJtzm8vOXGIWo4fLljnHJ4XuLr9o36aujXpcqeGr1Gib7S5bbLJzbauG/OWJ+X/4s7+orrj6xmYFLyv5teVZDZlLm/SJjATSlJXPIqdX/m3ZtrwJcJ+sXvm79JCxawCh2Bmz2XySU8xEl5e8/FWNTT7s2GyJ8cVcZG125hKzWD1stswlDkPqafOL6duUtdEcV2zy5Zkpb+oh50quSr/pG5stZn8Jx9WQ/w+/+rXqSw+dVD/x+jepS25+mlpfHGguAi47fG3TJn0iI0E1ZaVfSFrk5Tw535Rtyzdjbx0Ml+3QQ8auAYSxiWTzSS4xk9XIL7/3V9V//M9/qI7ceIsXOzZbYv0xB3mbnbnELFYPmy1ziMHQOtr8Yvo2ZW00x+1bo+W5AslRyVXJ2d07CZXU3WrI/7LD1zXE/cX7H1BHX/Qctb51sHmw55nH71DSJqQuMpIgpqz064dP5Ly2bFtejx0jK+Pb9JCxbQk1dBLnPr7NJznF7OnPfK76/BfuV3/n7/2YFzs2W3L3fx/9bHbmErNYPWy29PFJaefY/GL6NmVtNMftW6Ol7kqOSq5KzprxsNli9pdwXA35S7Cuuv6o+uSnfl+95f1va8hfrkTf8e5fadqkzwyolpV+fcUq58n5bdn22Ae2DjZzhMjKRUiXHjWA0PR7yLHLJ7nETArTB379N9S//NCH1Xc940iDNRd2XLaE+GFOMi47c4lZjB4uW+YUjyF0dflF+1ZyIGVt1OP2qdFSdzWq54YAACAASURBVCU3JUclVyVnTZ+4bDFl5n5cFflLsGSF/28/80l1YPsc9dTbblR/9Cd3N222QIrsH3/6nkZO5D927yecsubY5+wcCpb16VEDCG2+72rr8kkOMRPdX/GqH1Wf+7//m7ryud/bYM2FnS5bunwwt74uO3OJWageXbbMLS4p9e3yi/hW6m7K2ii6h8ZM26n1kLoruSk5Krmq+/W+yxYtM/d9deT/fc97kfr09t3qnJ1z1Q3Pf1bz/b202QIp7fL9vsiJvJznkpXz9djnnX5csKxPjxpAaPN9V1uXT3KImej+nDt+QD10ckvdeOJYJ3a6bOnywdz6uuzMJWahenTZMre4pNS3yy9D1EbRPTRm2k6th9RdyU3JUclV3a/3XbZombnvqyN/+X5IftXp0Klzm+/+5SlPabMFUtqlX76rEnk5z5RVa2t7ztNjP+6Rx++TbY+vZX161ADCtm98n7t84otZe2wdB1fMzBhrWV/MZI5QPbpsaes6589ddob6Stuv40DM4v5KRvtvqL0vxlI/XTEzddLxdeVZOye7arQ5rhz7xtbyXbZombnvqyN/88qPlX9exSM0mboSs+9KIOXdGrGDlf9ebM0hZqHY6bIlFMMlynX5Rdfd1HkWGjPtb60HK/8jqjryN7/zke/85Tt9adPgMPft75PkOyuXrJynx5bvtUJl9Xf+Lj26EsrUtabjLp/kEDOJRfs7fxceumwpKaZdduYSs1A9umwpKWaxtnT5ZYjaKPqFxkzbovXgO//KyF8/HcrT/ntXZTox5rJ3FRkd3z5P/6Z8Cpmn/ffjK/eYxWDHZctc8mcoPV1+0b7laf/9eTFULELGrWblb/5dqP57U9ff15uy8h0Rf+efF2htRSanmPF3/vvxknPMYrFjsyWk2JYuY/OL6Vtdd2Uf+r6UIWs0f+cf+WrVOQDYBkLzjVD67/Yl+CFv+NPkL+fJbaOkb/h77GVDNj3E1zZb5hCDIXW0+cSMr/hyqpi13/Dn08Nmy5C+m2psm525xCxWD5stU/k1p3ltfjF9q+tuTB0dskbL2Lzhr7ALABsI5YlQ/W5/XZBlL8kj7+D/mbe+bff9zqas9JvybVnpN+X7ytr0kDabLdJe82bziRkD8U3fOMTEV+Zxyet3+/v0sNlSYmxtduYSs1g9bLaUGLNYm2x+MX3rywWXrC3PTFnpX2Xsu3i3fzmEYgOhAES/u9kEiga47rN9bsu3ZbvGjpE1x9F6uGzR/TXuXT4xfT1lzMyY+PRw2WKOUcKxy85cYhajh8uWEuK0ig0uv2jf+nJB5nbJmn1aRy0rn1cdW4+p9y5bdH8J+2q+8zeD1QDlsR/UMdtdx/qHfeQ8l4xub4NQt9v2IbI1gNDmm662EJ8MGrMI7PhiHGJLly/m0hdiJzGb9wLMF2NfLphYbmQj8iw1dny2mLrO9bhK8tc/6bj26N6X9LiC2Pz879fXlJznktHteuwQ2ZBkqAGE2neh+xCfxMTs/Ndc2vxks+x9OkiRMX8O2ifvi3GILb455tAfYicxK5v8Y/JM19GoGq3Wml/R9OWDLyfl/BC8+ubJvb9O8v/By5oCfuiPH6cuvvlwc8tIAGHdbj6sRE5AeMFLLrfLGOeaALeOZ8iGXK3WAMLYJPH65PDV6tw/+KZBYnbBY9iR8b3YOXrl7k/6ChZsdnptKeT5Dq+dxMyKDxtmcm3zxTimNkqtlYvB0Bot+XjWV89Skp/U3bCLyDrJ/64zwPpf33lh84tr8gtPXZvICRDPfnj9G3KLA2pteZZaXxz4RtvWwUZmn6xr/MfGcBGDJLkvoXItBEPqFeKTv/6TT9ofM0ccvu3nNhpZ2e/BgSXGZ586cGbcRwwsOMZtxvLEOMSWIX051tghdhKzsKI9Vsxi5/HFWJP/vjyz5I/UWqmj+2q0JSclz85+5Iy85OeeHLaMLTVbanftdbdK8hdQ+64Off161S57n6yvvyvJfAnVdW6pfaE+8fnd1z9GjENtmXssQ+30xcTXT8ymu4AIibEvfr7+MeIruRZiy9xzsljy317sqOObJ5ogSiBTb0c2b1IHF4eU7FOPbY4nNogt0jZ3sKXSX3wxdHxljjFiXEt8idl0pJwq73zjjBHjMXJS7KghL4sl/+Vy2RCE/D3oEJv8QtXGcqP59b4hxtdjCsmJLQJIX/LV0i++GDq+4v8xYlxLfIlZHeQ/dF6OkZOS+zXkZZHkLyQoxWbIbawrUG1DLcQeaqf2y5D7MWMcavec5YaMlR6bmE17kaHjMNR+zPiKDXPON5/uxZK/z/BV++W7KXmwRParjsX50xYsl/+JcZ5xccVL2onZ/GLWFc92H/FNF1/Iv+efUgHCdCBsJ3gun4nx/GJMzOYXs5h8J77p4gv5Q/7cuXBggEKTrtDEFPhVZInZ/GIWE2/imy6+kL+j8PsACQjTgdDn66n6ifH8YkzM5hezmPwmvuniC/lD/qz8HRig0KQrNDEFfhVZYja/mMXEm/imiy/k7yj8PkACwnQg9Pl6qn5iPL8YE7P5xSwmv4lvuvhC/pA/K38HBig06QpNTIFfRZaYzS9mMfEmvuniC/k7Cr8PkIAwHQh9vp6qnxjPL8bEbH4xi8lv4psuvpA/5M/K34EBCk26QhNT4FeRJWbzi1lMvIlvuvhC/o7C7wMkIEwHQp+vp+pvYrw4pDY2b1IXHz2W7Rbqn5xtSKWbxGp9cYiXb/Wsa6FYmkqOupuu7kL+PZNEiszacqMhhqkSgXnTJYLNl1JoJMbri3vV+tZ2ftvi3kY/0dOmv9mWvS2p/BvhE9M/HA+bS6n8S91NFyfIvyf5y0pFCEH2qYDNOOmAncqXqVakQ4wTs8ptVkwzuIuRyk+p4s84eeWk4IO6myYmkD/kz8VLTwxMTQwNoQf+vkSM7NR2MX+a4l6iHyH/dNiA/HsWfkCYDoQlFqkxbIoh9BjZMXRnDvKnDwaou+lwA/lD/qz8e2KgT/FKeU4MocfIptSRsdIVa3wpv9rIbf9UOID8exZ+QEhRS5WEfceJIfQY2b76cB45MTQGqLvpMAb5Q/6s/HtiYOhC5xs/htBjZH3z0p+uAOPLOF9C/nH+6sIX5N+z8APCdCDsAih9bj/HEHqMLD53+xzfTOsb6m46/0P+kD8r/54YmJoIYgg9RnZqu5g/XYEvzZeQfzpsQP49Cz8gTAfC0grUWPbEEHqM7Fj6Mw85FIsB6m46zED+kD8r/54YiC1csfLXHz2murZrNm9RFy4uUrLvkpO+UNlYHZFPV4zxpd+XkL/fR6E4gvx7Fn5AmA6EoWCtSU4Ie7lcqu3Fjjq5tW3fFlvqgeWD6uRiy95vnueRlXlkPpm3Jj9j67zymLqbLl6QP+RPse+JgSGJQ0hYCPn45gnnqj50NR+y8pd5ZD7IP11xHRIftY4N+afDJ+Tfs/ADwnQgrLWQddktJCwr/i4yjvke3ycbMl+XvvSRD2NggLqbDmeQP+TPyr8nBoYsdiFk7CN0Uz+fbMh85ngcpyvC+DLcl5B/uK98uIL8exZ+QJgOhD6Q1tgfQsY+Qjf95pMNmc8cj2PwPwUGqLvpcAf5Q/6s/HtiYMjiF0LGPkI39fPJhsxnjsdxuiKML8N9CfmH+8qHK8i/Z+EHhOlA6ANpjf0hZPyEV36nWlNramPzCu8F3AV3Xd7Iyt7mz5D5bOfRRh6MiQHqbjq8Qf6Qv5UMxkxo5tqf0C4yfvJVN5yJ1+Gr1Xkf/xa19vU1ddGdZ8h/t8/AtG5rk79u1753zaf72e+PET4Z3yeQfzqfQ/5GoYxJZkCYDoQxfq9F1kbG8vT/P/zZX1RXXH1jcwGwtjxrd+UvbdInMtpHprxJ/jZZ23x6HPZgPRcMUHfTYRHyh/x3ySKXBEePI82f+LX/1O+HX/1a9aWHTqqfeP2b1GWHr21u968vDqhLbn5a0yZ9IqP9Z8qLzPrWQacs5J+uqGr/s0/vU8g/nU8hf8h/lywoVukSa1Vf2sj4ssPXNST/xfsfUM88fofSD/EdfdFzlLSduSi4bjeeprzICPm7ZG3zrWoD5+eDp1JiAfmnwxTkD/nvkkUpBaIEO1xkfNX1R9UnP/X76h3v/pVmFS+E/pb3v61pk7627VpeZA50yLrma4/H53TFF1/G+xLyj/eZC2eQP+S/jzBcYKE9XeL5fNlFxrLC/+NP36OeetuN6sD2Oepj936iWfW7xhT5f/uZT6pzdg45Zbvmc41L+3h4wNdnfA35p8Mc5A/5Q/49MTBkQe4i4+973oua7/5veP6z1Dk756pPb9+tpM2lj/SJzHmnH+eU7ZrPNS7t6QoxvgzzJeQf5qcQPEH+PQs/IEwHwhCg1ibTRcbyfb88DCjf3x86da66e3Fv8wyA9pFaW9tzISDyIvO4Rx6/T1af0zWflmEP5qfGAHU3HQYhf8h/D1FMndzMfya5u8iYlX+6Agje5uVLyD9dvCB/yB/y74mBIYmji/zb3/nL9/nS5tLH/M7fJds1n2tc2tMVYnwZ5kvIP8xPIXiC/HsWfkCYDoQhQK1NxkXG+ul9nvYHf7XlhNhL3U2He8gf8neuGGssLrnYbCN/8+/2+Tv/dEUwl5ijhz+mkL/fR6E4gvwhf8i/JwZCk6yPnI38zTf2yRv+9Et+eMNfuoLYJ1acM57/If90vob8exZ+QJgOhBTP/b60kb/5rn7xmSZ/2cv7+n/mrW9zvtvfJ2ubj7jsjws+mdYn1N10/of8IX9W/j0xMCQRuMjY/DU+k9BFF7NP66bbfLKu+fQ47NMVXXzZ35eQf3/ftXEH+fcs/IAwHQjboOSz/Yd92n7Z2LxCyQ/7CLG3+9qf2+Tf7of8wXMbEzl+pu6mwynkD/l7iSPHIlC6TiFkvNb8oO9a8+t+Pn+YP+lrkw2Zz3YebemKMb70+xLy9/soFEeQP+QP+ffEQGiS9ZHzkfElV16tDt53rlp7FPLv41/OSUciY/oS8k8XN8i/Z+EHhOlAOGbxmMtcPvIXO771ly9Qa19fUxf80GXNrX+5te/azn/Npc19ArkDYPNByHy282gjD8bEAHU3Hd4gf8jfSgZjJjRz7U/oEDJ+wssuawj97FMHlPy0b7MtDqi15VnNswC7bVsH1dkPr0P+PXMdfO7H51Q+gfzTxQLy71kQAGE6EE5VSHKeV8h/e7Gjjm+eUHLs2q7ZvEWZ21V3/Q118NQhJXuzXR+7xpF5ZD7pz9kv6FZ33lF308Uf8of8KfY9MTAkEQkJL5fLhpDl7/tDN/n1vo3lRvPrfaHniJwQv8wH+acrrkPio9axIf90+IT8exZ+QJgOhLUWMp/drlV6V/uRzZvUwcUhJfsuOVefTyf6wf2UGKDupsMf5A/5s/LviYEpi6Brbt/f87vOoz1dUcWXw/kS8k/nW8i/Z+EHhOlASLFM50vIP50vwWV+vqTuposJ5A/5s/LviYEcyQHyT1ccc4xv7TpB/unwDfn3LPyAMB0Iay9oKe2H/MFlSjzlNhZ1Nx2+IX/In5V/TwzkVhhFH8g/XXHMMb616wT5p8M35N+z8APCdCCsvaCltB/yB5cp8ZTbWNTddPiG/CF/Vv49MZBbYRR9IP90xTHH+NauE+SfDt+Qf8/CDwjTgbD2gpbSfsgfXKbEU25jUXfT4Rvyh/xZ+ffEQG6FUfSB/NMVxxzjW7tOkH86fEP+PQs/IEwHwtoLWkr7IX9wmRJPuY1F3U2Hb8gf8mfl3xMDuRVG0Wdj8xa1tnyw2eeoHzqlK941+hLyT4cfyL9n4QeE6UBYYxEbymZwCS6HwlYO44LvdPiG/CF/Vv49MZBDMWzrQHFMVxzbvuXz9L4F3+liAPn3LPyAMB0IKarpfAku0/kSXObnS/CdLiaQP+TPyr8nBnIkB4pjuuKYY3xr1wl8p8M35N+z8APCdCCsvaCltB9cgsuUeMptLPCdDt+QP+TPyr8nBnIrjKIPxTFdccwxvrXrBL7T4Rvy71n4AWE6ENZe0FLaDy7BZUo85TYW+E6Hb8gf8mfl3xMDuRVG0YfimK445hjf2nUC3+nwDfn3LPyAMB0Iay9oKe0Hl+AyJZ5yGwt8p8M35A/5s/LviYHcCqPoQ3FMVxxzjG/tOoHvdPiG/HsWfkCYDoS1F7SU9oNLcJkST7mNBb7T4Rvyh/xZ+ffEQG6FUfShOKYrjjnGt3adwHc6fEP+PQs/IEwHwtoLWkr7wSW4TImn3MYC3+nwDflD/qz8e2Igt8Io+lAc0xXHHONbu07gOx2+If+ehR8QpgNh7QUtpf3gElymxFNuY4HvdPiG/CF/Vv49MZBbYRR9pDiefeqU2rjtduJaUFxzxNoUOkH+kP/kha0B4WJHbWyeaAqufGbDB1NjQPC4tlyq8z75KfXE2zazx2QMgUztW+afPr8F3+uLnQbXMdhBdv9FAyv/nqsDKQRSZAWI61vbbPggGwzIyl+wKftssbm4V60tN9TFR68MupAXOZFfX9ybr03kwPCxWew02Jb6C6HvJ/QYn0D+PclfnMxKYPqVADHYG4O5rPw3Nm9S64tDUeQv8nIeMd8b8xr9EUNyyNovEiD/FcgfUNlBhV+m84sQwRy+85eV/PrWwTjyj5AHg9NhEN/Pw/eQP+TP7bOCMCDkL7f6ZZ9zEYb850EQOWMI3VbDEORfUOEnGVZLhhL8B/mDgRJwjA3D4xjyh/yzXiFSBOKKAOQf5y/whb9qxQDkD/lD/gVhAPKHzGolM+yOwz7kX1DhB/xx4C/RX5A/GCgR19iUHteQP+TPyr8gDED+6YskxINPS8QA5F9Q4S8RoNgUV3gh/zh/gS/8VSsGIH/In5V/QRjIifyvP3pMubZrNm9RFy4uUrJ3yZjtofK1FnLs5iImFgOQf0GFPzb4yJdXMHIhfyHu5XKpthc76uTW9v5tsaUeWD6oTi629vf1kJd5ZD6ZF1yXh2timj6mkD/kT7EsCAM5kb8Q8vHNE9aVfehKXq/+ffIyj8wH+acnCYi3TJ9C/gUVfpK0zCSNiWtO5C8rfhcZp37Dn8zTNV+MD5Elj2rAAOQP+bPyLwgDkD+3/WsgLmxc/QIN8i+o8JMQqyfE3H0I+UP+c8cw+o9TxyB/yJ+Vf0EYgPwhf8hzHPKcu58h/4IK/9zBiP6rF625kP8Fd12u1tSakn1I3J/wsssa+Y3NK6zyfOe/OnZC4oBMOX6G/CF/azElyeeZ5KWS/7f+8gVq7etr6qLvf4oVr5D/PPFKnZkubpA/5G8tpiTldEm5iu9zJ/8nX3VDg7eQlb+WveTKq9XB+85Va4+uKb3y133aV5D/PPGq48d+/PhB/pA/5F8QBnImf/lTvF9653vV4Wuf3tzuN2/7v/xVf7/5Uz1NAqastK0tz9q97S/n/9K73rtHHvIfnzx0rNjP0/eQf0GFnyScZxKmjFvO5P+Sl79K/ennv9gQ93c944ha3zqo5O/9b7zp2erez9ynfv7t71J6RW/KSpus+NcXB5ScJxcQMo7IaN9B/mBfY4F9GBYgf8h/t4CSNGFJk7Ofcib/7/ruaxvCllX97a9+8S75/2//+1vUPfd+ds8LgUzZF/ztlzUXCXKxsPmqFzUrfiF+kdGxgPznj10dS/bjxBLyh/x3CyhJN07SDennnMlf7H7K025U/+yf/wv1gd/+P9WBrYPqyceuU5/4vX/XrPpNMjdlP/ihDzcrfpGX8+R8Gcf0I+Q/f+ya8eR4+HhC/pD/niJK0g2fdEP6OHfyF9tl1f6fH/hDdXBxSF1zxy3q/gceVC/4Wz9kxaHIfv4L96sjmzc18nKeebtf+xLynzdudRzZjxdHyB/ytxZdknC8JEzp6zmQ/7Oec6e6e3GvOnTqXHX0Rc9pbuM/8/gduzhUa2u7xyIrXxOInMjLeaas9h3kP0+86vixHz9+kD/kv1toScDxEzC1z0sgf9MnkP/8MWnGk+N84gn5Q/6Qf0EYmAP5c9s/HwKAjOuNBeRfUOEnketNZB373MmfB/7AqMYq+2mxAPlD/qz8C8JAzuRv/vme7U/9rnv6s3axaMqaf+on58kzAHL3wPzrAL7zn5ZIIPL5+R/yL6jwk4DzS8DUMcuZ/IWwm5f8vPO9zZ/uBb3k553vbV78Iy8DEnle8gPGU+dMreNB/pD/7mqr1iQoye6cyb95Ze+7zrzeV5O57MX/1tf7PiYr/aY8r/flAqCknJ3KFsgf8of8C8JAzuQvRU6/vtckc1fx07LS35Y3+6Sf2/5cELhwRLsdG5B/QYUfkNtBXpNfcid/HYs2met2116/21/Os8lA/mDfhgva3LiA/CF/azEladxJk7Nv5kL+IT/pa/pZfgFQ/uuf9DX75Bjynyde23Hk83hxhPwhf8i/IAyUSP6XXHm1OnjfuWrtUcgfchyPHEv3NeRfUOEvHazY5y98cyP/819zafN9vtzO79r+2q+dr9a+vqYu+v6nWC9WWfn7sUH+4CMTA5A/5G8tpiZIOJ5P0Zgb+Z/98HrzJ3zyZ3zNtjig1pZnqfXFgT3tZz+yzm1/ahW1KiEGIP+EzoQk50OSpcYqJ/LfXuyo45snmu/jZWXe3q7ZvEW1t6vu+hvq4KlDSvbtPvncHkN/lnlkPvlcamyxi/qSEgOQP+RPsSwIAzmR/3K5bAhZ/r4/dJNf7dtYbjS/3hd6jsgJ8ct8kD8EmZIgSx4L8i+o8JcMVGwLK+q5kL/ES6/KY/ZHNm9SBxeHlOxjztOy4CQMJ/gJP0H+kD8r/4IwkBP59yGY2L//7zMH50B8YOCIgvwLKvwAmqIG+YMB6gAYCMEA5A/5s/IvCAOQP4U/pPAjA04g/4IKPwlNQkP+YIA6AAZCMAD5Q/6s/AvCAORP4Q8p/MiAE8i/oMJPQpPQkD8YoA6AgRAMQP6QPyv/gjAA+VP4Qwo/MuAE8i+o8JPQJDTkDwaoA2AgBAOQP+TPyr8gDED+FP6Qwo8MOIH8Cyr8JDQJDfmDAeoAGAjBAOQP+bPyLwgDcyf/jc1b1NryQSX7kAKGDEQHBvphAPIvqPCTBP2SoCS/zZ38565/SVjClrLrCeQP+bPCKggDcyfPuesPYZZNmCXFF/IvqPCXBExs6VdE506epv7XX35MmZvGhNnWPnbJ6Hb2/XCF38rzG+QP+bPyLwgDJnnOsWBr/a+54YRanrVU2+s76uSB7WbT9ujPtn1bRs6XceQiQfexL4/IiGl8TCH/ggo/CRCfAKX5TJOn7Odom9ZfyF+I+/ilJ3ZX/9qe9mrf/NyWkfNlHMif3NDYYH8GC5A/5D9LkiCB7cVck2cJ5C8r+1VJW85PMQ54s+MNv8zXL5A/5A/5F4QByH9vMYb89/oDssYfGgOQf0GFXweVfb0JDvnvjT3kv9cf1Ab8oTEA+UP+rPwLwkAp5D/Xry10YWUPyeaOAci/oMKfO9jQb/iCCPkP72NwjI9LwADkD/mz8i8IA6WQvzztn+JBPW77Q9QlEPUQNkD+BRX+IQDCmPMqnpD/3nhB/nv9QT7jD40ByB/yZ+VfEAYg/73FHfLf6w9d+NnjF8i/oMJPQpPQtZH/9UePqa7tuLws6JwdJfsuOXKH3KkNA5A/5M/KvyAMlET+8lret3/He9RTnnKjFaNC5svlUm0vdtTJrW3rtn3PjlpuLJXsbTJyrowhY9VW/LG37gseyL+gwk8y153MEv9SyF/seN4lL1X//ZwvqI9880etb/oTwhbyPr7ZvarvWvHLuTIG5E/u1FY/IX/InxVPQRgoifylGMt39kL+chEgFwNmgRbCltX8KsSdYgxTJ465iJgLBiD/ggr/XECHnsMVyNLIX7Ait/3ffP4v7PllP2kX4r57saOObJ5o7niI7SHbxuYJpbcrX/ZKdfep0ytdQIDn4fCMb4fzLeQP+e9ZTZFswyXbGL4tkfxdfhPy31gu1cHFjlrf2g7bFjtqTak929lKQf7UwerqIOQP6KsDvYtMSmivgfzl5T/yFUCflb+s+NeWS3Xg/gfV4//1R9Slb3+n+tjDj0D+1MHq6iDkD+irA30JJO+yoQbyl68A5BkA+fO9vt/5X/K0M39BwHf+877T5coD2v1xhfwhf8i/IAzUQP7yDIA8BPi73/5xtXU/D/xBdH6iw0f7fQT5F1T4Afh+gNfmkyLIf7HTPJAntrg2eff/Fx7/JXXy7f9jpVv2zcp/saOuiXxo0KZXbVjD3nnXG8gf8mflXxAGSiB/+U5+PeAhvqO/8/+oh5602sN68nf+DymlNk6dDntg0PZgoTxEuFw2FyoQ4rwJsab4Qf4FFf6agIut9iJbAvkL8cuDebbVtdkmf+Inf+onq/e+eOjz0KCpgxyLrqKzHPfVg/PseMYvw/kF8of8KVgFYUAISP7sba5EFKN/iof1UowRozNkNhyZ4ds430L+BRV+wB8H/hL9NXciitE/BXGnGCNG5xIxh03zrDuQP+TPyr8gDMydiGL0T0HcKcaI0RminCdRlhg3yL+gwl8iQLEprljOnYhi9E9B3CnGiNEZPMfhGX8N5y/IH/Jn5V8QBuZORDH6pyDuFGPE6AyZDUdm+DbOt5B/QYUf8MeBv0R/zZ2IYvQX4nb9pO/33Hxr81cAItO1pfhJ3xidS8QcNs2z7kD+kD8r/4IwMHciitFfSH25XDYXAPKaX71J21e+8hV1+uGH1db2Yrdd95t7uXgQeRmrL4nF6Nx3Ds6bJ8HmHDfIv6DCnzPQ0G2c4jV3IorV37aqv/MHXqI+8Ou/0ZD+fZ/7r+pNb/l5dey5d3beAVgFn7E6rzIX546TRzX4GfKH/HuveGpIkLnZOHciSqn/kRtvUT/2U29Q99z7WfXglx5S//hX369uuXUzOd5T6jw3vKHvfC9GIH/IP3kxpCBMVxDmTkRD6H/1DTerN7z5rc1XAHKLfxV8yp0G+drA/JrApbNNdpW5OXe6vCrR95A/J4szFgAAIABJREFU5L9SMSwxKeZsU0NEga/HFdmQLcQfIeOEyKR8Ve4QK38boYtdtrcq2mRDfIkMJD8GBiB/yB/yLwgDQkShP4wjhNW5Bf5gzRRzdhVHubUvt/jlVr/c8pdb/3Ih0HVOaJ+N0CF/yDoUPznJQf4FFf6cgIUu0xVEIaMUW+gqvCG/Ce42uDAmt/blKX+51S+3/F1yfdrlTwNlfNnr8yH/6bCuY8A+PgaQP+S/W8RIoPgEKtlnLlJr2xwq1z5vqM+s/MHxUNgqaVzIH/KH/MGAFQOhpB4qN3bhHOo7//aLha7ZPKEuXOwo2cvXAnpL8QKhsX3GfPVcOEH+FH5r4acI1FMEXLEOJfVQOdc8Q7enftpfbvvLBcDuy4IWO+qB5VKdNNu2thsZkZWLgaFtZHzyNRYDkD/kT2ECA1YMhJJ6qFxscVpVfoiVv+ikV/ah+1Xt4HyIfQgMQP4UfmvhHwJsjDmvIhZK6qFyY8VfvvN/z/t+bZCn/ceygXnmlStzjBfkD/lD/mDAioFQUg+VG6tAyu343/6d31UnXvyD6oqrb7TaNpYuzAOJ54oByJ/CT3EEA1YMhJJ6qNyYRfCyw9dabRpTB+aC+HPGAORP4adIggErBkJJPVQu50KIbhB1bRiA/Cn81sJfWyJg7/7iH0rqoXL4eL+P8Qk+mQoDkD/kD/mDASsGQkk9VG6qIse8ECwY2I8ByJ/Cby38JMv+ZKnNJ6GkHipXm/+wlxzKGQOQP+QP+YMBKwZCST1ULudCiG4QdW0YgPwp/NbCX1siYO/+4h9K6qFy+Hi/j/EJPpkKA5A/5A/5gwErBkJJPVRuqiLHvBAsGNiPAcifwm8t/CTL/mSpzSehpB4qV5v/sJccyhkDkD/kD/kXgoGQd83LL8355LTMkc0T6uBiR8nePEf36zabXFtGy+q9r1/L5Vw80Q1ynzMGIP9CCv+cQYjuqxdRIcv2r8390enT6myllOz1L9CJjD6+e7GjNpZLJXvdtnPqtJJ/sv/EqTPny173y94cQz635cwxZPyPnn54z/m2MaTtdX/+F2pNqUZWfjWPX8RbHRfkFj50YQDyh/xZ+ReAASH/9u/Mf9c/+oWGTGWvV9Lmitu2Yn/RXa9oSFf2tn4ZxxxDPrflzDGe+N5fVef9tz9V1zznzl0dbGN851t+rtH10AMPqutuvrWZQ+wRWVfxoh1iAwP9MQD5F1D4SYD+CZC772RF/Mzjd+whQPksq2Kz/fue9+J9K+Vv/q1/2RCq7G122r6rF2KXsWVv6w8ZxxzjkiPfq879/X+vvuX/+GfqksPXWfU4/0de1+h51le/qi668wcaGSF90UPs0nPa7JY+aRc/aTn25eYDsU0XW8gf8qdoZooB+XGaf/4v/lWz6R+qkf1vffBD6k8//4Vmr9v/0c//kvqrv/or9b23HG/iecnTblQHPv/FhlRlL5/bhdNG7pq4bSv/9vnyWUj6ms0T6sLFTrPXq3p9ASEyT7x1U62f3FJPeOWP7NNB+uVWv2yP/+3fUZc+9oM8YofYI3aJjMtuaW/7SOTZ8AEY6MYA5E+hoFBmjAG9qtWrfP35rpe/qlntyufLr7xe/Zc/+hP1Z1/+8p7b5GvLpVpbPqpkbyuEXeQv39u3nwmwjSEr7pOLHfWAPEvw2LMD+gJC9vqcv/66n1brDz6knviMMxcnul0+n336YbX26KNqw7jDIRcRYo/YJfbZ7JYxdLvs9Zjsu4s+/sE/ggHIP+PCT5KSpObK9slX3bC7yjWPbzr2N5vv+xc7p/aQ/8bmCbUuD/UZJGxiqov8ZeUvBGxu5rn62OzXxzbyv+TK69U3fejD6nG/+7HduxByN0I+S7v06zFlL2OJPfK9v9inV/em3eaxvgNijsEx+QMG3BiA/CH/PUWXZHEny1S+0atbc7Uvuuj2X3zHu5sVsqzChTS1njZy132yt/XbiNs8J+TYNcbFT39W81XEt7/pLY2OspevJKS9Pa7YIfbIyl/sk2O9utd2t/3RHoPP+WGZmOQTE8gf8t9XeEnQ8RNUr5pt+++5+Vb1rz/y2+qL9z/Q7OWzyMn+wx/5N+r06YfVu97zvmaVLO06fjZy132yt/W7iNs8z3fcNcYFd71CrW9tq/P/3mubvXy2jSd2yKpf7BL7xE7Tbps/bL4z/WGbh7bxsY7P8/A55A/5W4svCTpeggpByQNyQnbNd+jyPXprk/4zf39/ak/fzqlTTfup0w/ve9rfRu5mXG39XcRtntt13DnG4WvVX3v/P1X/y1/8f81eP+DXHk/7ROzqslv80vaV/iz+lH4uAMbDcjuOfM7X95A/5A/5T4wBISchKiFNOW5vT3/mc9Sffv6L6lV//yf29WlZOVfGkM+64NrIXffJ3tbfSdyBfuocI4L8u3widoo/xC/iH+0Hc2/ziWk/x/kSE7EZPjaQf2BBA4zDg7FWHwthyWpV9i4ffPBDH1bvfM/7nP22MWzkbo5v6+8k7sBc6Roj5ra/zyfiD/GLaZN5bPOJ2c8xOV0zBiD/wIJWM0iwfdgiGUJSr/vpN6o/+A//SV3meFGObQwbuZuxtP01gCbu1E/7y7x9HvgTu0yd9bH4QfwhftFt7b3NJ20ZPg+Lbfybr38hf8jfWTxJ3HESN4Skbtt8vnro5Ja66vqj1njZxugi/4tvevbuy3XkPQDyWeKtyT/13/n3+VO/rpW/+EH8IX5x4dTmE5cs7eNgHT/n42fIH/J3Fk8SdZxEDSEpH9nZxugi/0uuvlGtf+mh5gJA9vJZ4q3JP+Ub/mTcPi/56SJ/38WQzGnzCZgeB9P4OX8/Q/6QP+Q/MQZCSMp3m9s2Rhf5X/rd16rzPv7JhvxlL5+lYGvyl33n+YbP2nLmGDJmn9f72uwxCcX3NYjI+sYwx+M4f7IiRmljBPkbRQxwpQUX/gzzZyhJdT3gZhujTcrteHzru9/XkL/sdZ9J3L7z9TltOXOMVX7Yp2vl73sAUnSz+UTrzD4Mm/ipXD9B/pD/buEn0adJdCEp35+1iUzXn7YJ4cr39LIXWdnaP7Wr2/X+sjf8TEP+stdtcrtf/jbedttfy7T37XnMMVw/6dsew/aTvm179Dkhf/oosuKL9p8/gvFpMI7f8/M75A/5Q/4TY0CISghXiEpWu65t8dhLa2z9cq78M8do/zBP+7x/9fAjDfnLXvcJ4Z55qc5pdfep0+oipZq97rftP3HqtDpbKSV76TfH2Fgu1UdPP7w7vu183fa6P/+LRh/5bLNHy8le/CX+MNvaxzKGyIl/IZ/8yIeYTBsTyH/iwk8CTJsAufhfr2pX2Zur/hTjtH+q1zVme+Uvcil0STGG6JJLjNGDXM8JA5A/5E9xBANWDLS/y3cVrlA51/m0Q4pgYHwMQP4UfmvhJxnHT8bcfB5K6qFyudmHPmC8ZgxA/pA/5A8GrBgIJfVQuZoLLbZzoZEbBiB/Cr+18OcGVPQZv3i2SV2+P5eH6trfo7fldKxc8rqf/fgxxef4XGMA8of8IX8wYMVAm9RdZN6W08XFJa/72UNEYGA6DED+FH5r4Scpp0vKXHzfJnUXmbfltP4ued3PHoyBgekwAPlD/pA/GLBioE3q8qd38nfzsjeLdltO90H+0xV2HQP2xMCFAcifwr+nkLuAQnt9RaRN6i4yb8tprLjkdT/7+jBFzPOJOeQP+UP+YMCKgTapC5nLW/PaL99xvQxI5ERezqPo51P0iQWxEAxA/hR+CjMYsGLARv5y218Ifc+rdBc76oHlUp1stfN6XUiGC418MQD5U/ithZ+kzTdpx4pNm/xlXlnFx25j6cs8YBYMhGMA8of8IX8wYMWAjfwpruHFFV/hq5wxAPlT+K2FP2fQots4RRXyH8fP4Bk/T4EByB/yh/zBgBUDkD+kNAUpMec4uIP8KfzWwk8CjpOAOfsZ8gcDOeMT3VbDJ+QP+UP+YMCKAch/teIKOeG/nDEA+VP4rYU/Z9Ci2zhFFfIfx8/gGT9PgQHIH/KH/MGAFQOQP6Q0BSkx5zi4g/wp/NbCTwKOk4A5+xnyBwM54xPdVsMn5A/5Q/5gwIoByH+14go54b+cMQD5U/ithT9n0KLbOEUV8h/Hz+AZP0+BAcgf8of8wYAVA5A/pDQFKTHnOLiD/Cn81sJPAo6TgDn7GfIHAznjE91WwyfkD/lD/mDAigHIf7XiCjnhv5wxAPlT+K2FP2fQots4RRXyH8fP4Bk/T4EByB/yh/zBgBUDkD+kNAUpMec4uIP8KfzWwk8CjpOAOfsZ8gcDOeMT3VbDJ+QP+UP+YMCKAch/teIKOeG/nDEA+VP4rYU/Z9Ci2zhFFfIfx8/gGT9PgQHIH/KH/MGAFQOQP6Q0BSkx5zi4g/wp/NbCTwKOk4A5+xnyBwM54xPdVsMn5A/5Q/5gwIoByH+14go54b+cMQD5U/ithT9n0KLbOEUV8h/Hz+AZP0+BAcgf8of8wYAVA5A/pDQFKTHnOLiD/Cn81sJPAo6TgDn7GfIHAznjE91WwyfkD/lD/mDAigHIf7XiCjnhv5wxAPlT+K2FP2fQots4RRXyH8fP4Bk/T4EByB/yh/zBgBUDkD+kNAUpMec4uIP8KfzWwk8CjpOAOfsZ8gcDOeMT3VbDJ+QP+UP+YMCKAch/teIKOeG/nDEA+VP4rYU/Z9Ci2zhFFfIfx8/gGT9PgQHIH/KH/MGAFQOQP6Q0BSkx5zi4g/wp/NbCTwKOk4A5+xnyBwM54xPdVsMn5A/5Q/5gwIoByH+14go54b+cMQD5U/ithT9n0KLbOEUV8h/Hz+AZP0+BAcgf8of8wYAVA5A/pDQFKTHnOLiD/Cn81sJPAo6TgDn7GfIHAznjE91WwyfkD/lD/mDAigHIf7XiCjnhv5wxAPlT+K2FP2fQots4RRXyH8fP4Bk/T4EByB/yh/zBgBUDkD+kNAUpMec4uIP8KfzWwk8CjpOAOfsZ8gcDOeMT3VbDJ+QP+UP+YMCKAch/teIKOeG/nDEA+VP4rYU/Z9DOWbfrLz+mzE3bYraZx65+3T7kHvKHvIbEF2NPiy/IH/KH/EfCgJD68qyl2l7fUScPbDebLoD6c3vf7pdzZQwZS/cNtYf8py3OQ8WVcYmrYADyH6nwk3AknBC2kPfxS0/srv41LszVvnnc7pdzZQzIHzxpbLAHC30wAPlD/oOvIPsAs8RzhLBlZb8KcacYI9S3rPwhlVCsIDc/rED+kD/kPxIGUhB3ijFCCzXkP7+CHhpb5Igt5D9S4SfZSLYUxJ1ijFAsQv5gNhQryM0PK5A/5M/KHwxYMQD5z6+gQ8LELBQDkD+F31r4QwGE3LjFhpX/uP4G3/i7VAxA/pA/5D8SBlIQd4oxQosZK3+ILxQryM0PK5D/SIWf5JhfcqSOWQriTjFGqF2QP5gNxQpy88MK5A/5s/IfCQMpiDvFGKGFGvKfX0EPjS1yxBbyH6nwk2zlJ9v1R4+pru34DSfU9jk7SvZdcl1YedkTf4Q3/JGzXLCDgZUxAPkDopVB1EVWtfQJmS+XS7W92FEnt7at2/Y9O2q5sVSyt8nIuTKGjGXzm6z6//s5X1BvPv8XrP22c1ZpY+Vf/gXrKvjg3HnjA/KH/EchktILhRC2kPfxze5VfdeKX86VMWzk/5Sn3Kg+8s0fbTY5HsOfkP+8i/sYGGGO+WIE8of8RyGS0ouEELas5neJ+7uvVZdcfaO6+KZnB/t33xgGNmW1L6t+Wf2P5UvIf76FfSyMMM98MQL5GwUWIM8XyFPHToj7Yw8/oi5/w8+ob333+9R5H/+kWv/SQ2ptuVQbmyeUEKlvO7J5Qt3tWPnLbwI875KXjkb84k/In3yYOq+YfzgMQv6Q/6iEUmoyC/mvKbV/Wy7V+mJHrW9te7eDix210fGd/9i+g/yHK7xjx5L5iGUbA5A/5A/5J8DAECv/H954bfMrgO2kHesz5A9hjIU15hkfa5B/gsIPcMcHbm4+3/d9/Yrf+Wvil/1UtkL+4Hoq7DHv8NiD/CH/ycilpATfR/49cKXH+PGnvrFZ8U9J/BIbyH/4AlxSDmDLvPAC+fco0oB8XiAPiZcQ3SrbNZsn1EnHw3oh84uMkP8Xf/PLavvc0+rlT31jkD6hDxP2sU3GlucV5NxQG5ArLzeIaZkxhfwh/+oLu5CbPJUf+mCe7eG9jVOn1UNKNX/n37dYCvk/9CSlvv83v+x9OFDr0Ogd8DChlo/Zn33qdPMAo1wE9LWJ88okDuI6/7hC/pB/9YVdyF+If5VVdNef6YUWSiF/+VM/GSt0pb6Kzr45WPnPv8CHYg+5+mIN+UP+kL+Q/9b2Sre39ff1su9bSFOM0Xdu23nNRdGKfrGNS1t9REPM84s55A/59yarUhI6BcmlIO4UY6SMSQq/pNSHsfIjEGIy35hA/pA/5M/K34oByH++hR1SJnY+DED+kL+18PuAU1J/CpJLsWpPMUbKuKTwS0p9GAtCAwPpMAD5Q/6QPyt/KwYg/3SFFtLCl7lhAPKH/K2FPzegDqlPCpKTVXvMT/p+z823Nn/XL+fpresnfYe03zV2Cr+4xqYdMgQD02IA8of8If9EK//lctlcAMhP+7q2re2FOv3ww+orX/mKEnlTTi4epE0uBnIojJD/tMU5BwygQ7kYgPwh/yyIZsoik4rk9Aretj/23DvVm97y8+q+z/3XhvA/8Ou/oe78gZfsrvrNc6b0hTl3Kr+YY3JcLpkQ23nFFvKH/CH/BCt/V+G75dZN9Y9/9f3qwS89pO6597Pqx37qDerIjbfMwueQ/7yKuQuDtBNHGwYgf8h/FkRkA29sm6yu5Ta77M1zXSTnkjfP9R3LbXy51f+GN79VXX3DzXvm9Z07db/LL1PrxfyQGRhYHQOQP+Q/K0JaJeldZO4iOZd8jA6s/FcvUjH+RhZ/g4EwDED+kD/k77jtn4L8dSGSW/1yy19u/ctXAPJVgFwY6P4c966Lohx1Raewgo+f8JPGAOQP+WdNQBqoKfYuMneRnPzpndy2l32K+WUMufUvXwHIVwEydqpxhxjH5Zch5mJMSAkMjIsByB/yz5qAUhaEWPJ3yffRiZX/uIWtT4w4hxjVhAHIH/KvivxtL+K5ZvOEunCxo2QvhK+3FC/dkVv7v/JPPjCrp/2feuR71A1Hn62e/sKXqkM7p9SR21+gpK2mwoitXAiUjgHIH/KvpqgLqcutdrkAMF+uc3Kxox6QF+602lO8dEfm+7Mvf1n95m99UD3/xT+orrzuaLb+FsL/qX/wZvWxj/+e+uL9D6gvfPn/VSeVUvc98kjTJn0iU3pRxD6IvwYMQP6Qf1XFXK/qY/arFILvfcZx9Zof+yn14Y/8m2b1Lw/7yfGrf/QnlfStMnaqcy+/8nr1Q3/nNeruez6jPvPZz6lffMe71d99zeuatxAqpdRf/uVfNncvpE9kRFbOiZ3/kqtuiD4ndg7kIW4wEIYByB/ypyCPhAFZ9d/+/L+lfuld71V/cvc9zd2HqQuVkLis6OVOyNvf8Z5mZX/Z4WvVf/mjPxHe3/1372fva/pERmTlnJgLgG9/81vV2qOPqvWtbfA2Et6mxhbzh5HwVH6C/ElEivEEGHhyJqtgWcULmb/2J/6BMnUS1n/00Uebr0lkL/+kSImMyMo5cm5I4Tr/Na9Ta0qps776VXX+j/x40Dkh4yKTN7kQn7zjA/lPUPhJiryTopb4yPf3chtfVvMm8Yv98rBje9N+EVk5R84NeQZAiF+2b/rgh9Qlh6+D/Kk5YCADDED+GQRBF1X2XBSMiQG5dS/f44cQeFsvOUfOfcvPvX33ryOsz1HcfKu66KP/l1r7+tfVVS95uVO2PT6fyQUwMCwGIH/In6vwCjEgf7onT/XLCl6+448ttHKOnCsPA8oLi+RrAOu2vVAP/s//qR76sy/b+x87L3Z+5IclBvxbvn8h/woLP4ldfmL7Yiwrd/lzvhfe9Ypo4tdjy7ny1wvHb3+Bc0V/zfNfrC7c3lZXv+yVThm5Y6DHZA82wcA4GID8IX8Kb4UYeMZttzcr8WPP/f7e8ZdzZbUvY7kK9sbxO5on/GXvkqF9nGKPn/GziQHIv8LCbwKA4zoLQirylxchPe+FL3Wu6ln514kv6kr+cYf8IX9WZBViINVt/6997Wv735hofv/Pd/7kV4X5NYeLH8gfYFKcKsRAqgf+PvX7/14dfdbfdK78r7/5VvXk9/9T9aT/8J/Utbfd7pSbQ7FEx/xXs8QoPEaQf4WFnwQJT5CSfZXiT/1kDJ+P5Pv+A/c/oL7j9W/i7/ypN168+PBEf5r6BfmTjCRjpRiQW/+ul/x0FdjYl/xcevjahvjXHzqpzn/1a8FbpXjrwhR9aQg9xo+QP4lIMa4YA/r1vj/646/f95Y/WyHp83pfGeeSq29U3/bWt/Fu/4qxZsMTbeOTvvY55E8yQv4VY8D1wz66QOi9vNRH7hTIi33kz/t+8vVvivphHxmHX/WbrtDrOLInBhoDkH/FhV+DgH3dBUEuAOQOgHwFIK/sFYKXF/jI3/HLJsfS9pn7Pqc+fc+9vX/SF5zVjTPin1f8IX/In5U/GGgwICt7eYBPXvsrb/+7e7GjNpZL9Ydfeqhpk9W+yFDE8yrixIN49MEA5E/hp5iDgT0YkD8DFJJ/+gtfqg7tnFJHbn+BkrY+BYZzICYwkCcGIH8KP0UdDFgxcPHRY80DerKngOdZwIkLcemLAcifwk9hBwNWDED+EEtfYuG8/LED+VP4rYWf5M0/eYeOEeQPBobGGONPhzHIH/KH/MGAFQOQ/3SFGVLE90NjAPKn8FsL/9DAY/z8ixvkn3+MyCNi1BcDkD/kD/mDASsGIH+IpS+xcF7+2IH8KfzWwk/y5p+8Q8cI8gcDQ2OM8afDGOQP+UP+YMCKAch/usIMKeL7oTEA+VP4rYV/aOAxfv7FDfLPP0bkETHqiwHIH/KH/MGAFQOQP8TSl1g4L3/sQP4UfmvhJ3nzT96hYwT5g4GhMcb402EM8of8IX8wYMUA5D9dYYYU8f3QGID8KfzWwj808Bg//+IG+ecfI/KIGPXFAOQP+UP+YMCKAcgfYulLLJyXP3Ygfwq/tfCTvPkn79AxgvzBwNAYY/zpMAb5Q/6QPxiwYuC5L3ul+ppSSvYU6emKNL7H90NgAPKn8FPYwcA+DBy+9unqjz99j/q9f/cHzV4+D1GAGBNiAwPTYADyp/BT1MHAPgz8yj/5gLr3M/ep59zxgmYvnynS0xRp/I7fh8AA5E/hp6iDgX0YWC6XaueRR9QDj+3l8xAFiDEhNjAwDQYgfwo/RR0M7MPA9UePqWs2T6gLFzvNXj5TpKcp0vgdvw+BAcifwk9RBwNWDPC0P6QzBOkwZh64gvwp/NbCT4LmkaBTxgHyBwNT4o+5h8Uf5A/5Q/5gwIoByH/Y4gu54d8pMQD5U/ithX9KUDJ3HkUR8s8jDuQDcRgCA5A/5A/5gwErBiB/SGcI0mHMPHAF+VP4rYWfBM0jQaeMA+QPBqbEH3MPiz/IH/KH/MGAFQOQ/7DFF3LDv1NiAPKn8FsL/5SgZO48iuJLfvqN6klKKdkTkzxiQhyIQyoMQP6QP4UdDOzDwA+/+rXq5Na2es/7fq3Zy+dURYdxIDAwMD0GIH8KP0UdDOzBgCZ+TfjtzxTu6Qs3MSAGq2IA8qfw7yn8qwKK8+ddlFxE72on3vOON/GrN36QP+QP+YOBBgM+gvf1QyT1Egmxn1/sIX8KP+QPBlQosYfKQQbzIwNiVlfMIH8KP+RfOQZiCT1WHlKpi1SI9zziDflXXvhJ1Hkk6lBx6kvkfc9r28G7BOrGXxsPfB4PD5A/5M/Kv1IMrErgq54vhR7yH6/YQ6z42sQA5F9p4TdBwHF9RSEFcQtuVh0H8q8Pe9SbPGIO+UP+rPwrw8CqhN0u3quMB/nnQQTtmPK5/LhA/pUVfpK6/KTuivGPv/KNavvkjpL99Zcf27Pp89rt5meXjDmulgnZQ/514zEEI8gMgxHIH/Jn5V8RBtTXlPofP/vn6uSB7X2bLrK2Pt3WJSPjyvhaJmQP+Q9T2EN8j0zdvof8Kyr8JHvdyS7xN1fo5opejjU+2u3mZ5eMOa6WCdlD/mAyBCfIpMcJ5A/57xZ9Eix9guXo01W+o7fZs8p4kH8dmLPhhrZpYw/5Q/6Qf4UYWIWwzaK96jiQ/7QEYMaS47piAflXWPhJ8rqS3BXvVYl71fNFL8gfLLrwSfuw2ID8IX9W/hVjoC+B9z2vXdAh/2ELfNvffMbfGgOQf8WFX4OAfd0FIZbIY+W78AX51429LmzQNyw2IH/In5U/GAh+U19K4pfiDvkPW+AhUPzrwgDkT+GH/MFAgwEfsfv6XUWmqx3yh5y68EHfcPiA/Cn8kD8Y2MWAi+Bd7asWZ8h/uOK+amw4v+zYQP4U/t3CT7KXneyh8W0Tfftz6DghcpA/mAvBCTLpcQL5Q/6QPxjYhwFN+O9536+pk1vbzTMBQxRgyD99UR8iToxZXpwgfwr/vsJPoued6NcfPdYQsuyHjJVcACyXy8GIX3RPRf5j+WRIfzN23nlXWnwgf8h/UAIpLWFysKckooP8IbwccqpGHSB/yB/ynxkGIP/9hFmST2okImzej+mhfQL5z6zwDw0Ixh8/CWN9XhLRsfLPH2+x+ER+HjGF/CF/Vv4zwwDkv7+4luQTyHN/fPFJep9A/jMr/CRB+iSYm09LIjpW/uB5bvlXir6QP+TPyn9mGID89xNmST4phVywYz9Oc/IJ5D+zwp8TeNBlmuQuiehY+U+DIXIXv0P+kD8r/5lhAPLfX7hL8gnEvD+++CS9TyD/mRV+kiB9EszNpyURHSt/8Dy3/CtFX8gf8mflPzMMQP77CbMkn5RCLtixH6c5+QTyn1nhzwk86DJNcpdEdKz8p8EQuYvfIX8aGoS5AAACS0lEQVTIn5X/zDAA+e8v3CX5BGLeH198kt4nkP/MCj9JkD4J5ubTkoiOlT94nlv+laIv5A/5s/KfGQYg//2EWZJPSiEX7NiP05x8AvnPrPDnBB50mSa5SyI6Vv7TYIjcxe+QP+TPyn9mGBDy317sqOObJ5Qcz3k7snlCHVzsKNmvYof4QnwiY0BsEBsY8GMA8p9Z4QfUflCX7iMhuOVy2ZDdya1tNeft7sWO2lgulexXsUOIX3wC+ZMfped/Kvsgf8ifldIMMbDKKrnkc1MVRsbhIqJ0DED+Myz8pYMS+yi8YAAMgIFhMQD5Q/6s/MEAGAADYKAyDED+lQWcq+lhr6bxL/4FA2BgDhiA/CF/rvjBABgAA2CgMgxA/pUFfA5XpOjIygkMgAEwMCwGIH/Inyt+MAAGwAAYqAwDkH9lAedqetirafyLf8EAGJgDBiB/yJ8rfjAABsAAGKgMA5B/ZQGfwxUpOrJyAgNgAAwMiwHIH/Lnih8MgAEwAAYqwwDkX1nAuZoe9moa/+JfMAAG5oAByB/y54ofDIABMAAGKsMA5F9ZwOdwRYqOrJzAABgAA8NiAPKH/LniBwNgAAyAgcowAPlXFnCupoe9msa/+BcMgIE5YADyh/y54gcDYAAMgIHKMAD5VxbwOVyRoiMrJzAABsDAsBiA/CF/rvjBABgAA2CgMgxA/pUFnKvpYa+m8S/+BQNgYA4YgPwhf674wQAYAANgoDIMQP6VBXwOV6ToyMoJDIABMDAsBiB/yJ8rfjAABsAAGKgMA/8/jySSw5p3HtgAAAAASUVORK5CYII=这样的回路图可不可以,请赐教
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查看完整版本: 如何选择液压泵,求指点