请教各路大神一个自动调平锁紧的机构
如图所示,调节板要与安装件浮动,当安装件与调节板一起下降到台面3~5mm后(浮动结构有压缩),此时调节板与台面平行,有下压的力F1,抬起安装件时,调节板自动锁紧在安装件上,想请教大神中间的浮动和锁紧结构应该怎么做?第一次下压时锁紧,第二次下压的力F2小于F1时,锁紧结构不会松动。中间没有其他动力,就一个从上往下走的力。选个大点的弹簧做力F1,锁紧用棘轮结构data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAR4AAADnCAYAAADIIzmzAAAgAElEQVR4nOy9d5xk51nn+33DCRU6TsfJWcEaW2FkW5Ys44RlyQtr9sJefLExYcEsrM2uWVh2WeIl2HsB4/1gdsEsBhsHwJJlWzIGFCyNrOBRnJE0OXT3zHSazhVOet/7xzlV3RMkzYwmdet89ZmPenq6qk5Vd/36eZ/we4S11sZxxFx1hiQx5OTk5FxoJEAYhbno5OTkXDQy4Qku9XXk5OS8hpAAxiSX+jpycnJeQ0gAay/1ZeTk5LyWkJf6AnJycl575MKTk5Nz0cmFJycn56KTC09OTs5FJxeenJyci04uPDk5ORedXHhycnIuOrnw5OTkXHRy4cnJybno5MKTk5Nz0cmFJycn56KTC09OTs5FJxeenIvCI9scgkBc6svIuUzIhSfngnPffS4/+APt/Mmnipf6UnIuE3Lhybng7N2jAPC83H8lJ0Vf6gvIWfoMDaXCs3r1xTGcCwLBtm0OT253sr/D9uzjhWzdGuF5p97+hq0RfiaSq1abi3bdryVy4XmNYK1FiBNzLMYYpJTYzAmu8e8L/9643clfczbce48LwA1b43O+/lfikW0O99/v8sg257Qi81K3OVNuvyPgve8Nuf2OgLa2PHJ7tQhrrT0+OXapryPnAmGtRUqBEIIkMSRxjDHpG8eYJBMSAQIcrdGOA1iSxJwgMg2ROlvuvcfjQx9sZevWiH/8p6nz9Kzm+dIXfT79J0X27lXNz61enXDzLRGrVhl6egybNr204O3dqxkdPfV5DQ5KBgYUQf3UaGnr1gjPn//76tUJq1YZbr455JotcS5MZ0AuPEscJSVxkjA+NsbevfvZ8dxOho4MEschAGGQEMUx3V3tbFi/metuuJ5Vq1bQ1tZKnCSZcEmkFMRxctbi84M/0M4j2xz+5vMz3H7Hq18qEASC+/7F5Vvfcrn3Ho/p6VQcb74l4v3vD7j5lpBNm87/0ejeezy+9S2X+/7FPa1QLSSPjl6ZXHiWKNaCAA4fPsRTTz7D448/hjEWrSVKOQhBJiLpG6NeD5idrRCEAatWruCmm97Cm296Ex0d7URxGjEoJc/KnzsIBOvXLsP34YVdx88pudzI13z3EeeUY5TnWW6/I+RnP1Jj69borO/7XNm+3SGon/i5HTs0zz+vTxBDSEXommsSbtgasWVLTE9PvkYKcuFZslQqFb7zwMM8+eSTVKtVikUfrV0EHkKmkYcQAmsUiYmJ45AkSQiCOkEQUK9H9Pb28aEPfYANm9aTJGd/1Hpkm8MP/kA7t98R8Defnzmr2+7dq/id3y5x7z0nZn97egw33xJx++0Bt98RXpaVspeLjnp6DFu2xNywNX5Ni1EuPEuQ6akpvvSlr3DwwCFKpRKu61IoFBBCoJSD0vNvBmsNJjGEYY0giAjDOlEE9XqFarUOWD7ykZ/h9dduOWvx+dxfFfilj5f5779e4WO/WD3j233piz6/9PEyQSCaQnPzzdEFO0ZdSHbu0M1oaMcOfdqE9kIxgvmq2s23XLwo7mKTV7WWCI3qUxDU+cbX7+HwoQFaWsq4rkup1IKUEq0VjqPQOv3hl1IRxRFRGOG4DlobtK5Rr8+BKGISSbU2x//5y8/x73/+I2zcvPG01bGXYt++syujB4Hgv/3XEp/7qwIAH/6JGr/7e5XLMqo5U67ZEnPNlhOT29u3O+zcodm5U7Fzh2b7dof77nO57z73hK/r6TH87u/N8f4fWnoLN3PhWSI0xODh7zzKzp0vUCoVcRyXYqmM73sorXG1xvM9lFI4TvpDXqtVMb6lWq2iZILrCrQWiMocWImxIbOzVf7sz/4XP/uRn+GKK68442saGEijo1WrX/koMToq+dCPtbJ9u0NPj+FvvjBzUfM2F5OtW6NTntv27Q6DA5K9ezWDg5K9exTbtzv8u59uZefOKr/8K9VFLcAnkwvPEuLggYP8y788gO9rfN+jWCzj+R5aa1rKZVzPw/PcLEFsMcbS3t5BENZxXZd6rUatXsVSwBiDMRUct4DnJUxMTPKVr/w9//E/fYxSqXRGR669e9Ifr5crZ0N6tPqd3y4xOirZujXib74w85rLe6RiBDAf3dx3n8vP/HRrc9Tkv/965dJc3AUgF54lQr1W4957voWQAt8vUiyWcV2N57qUy2WKxSJaKzzXQ2mFlJIkSft4pBT4nkVrDUJg7RwUi8RxmnSOYxdrS+zbu4+nn3qat73tVpIz6OsZGJC0tdnTlpQHBhSf/pMCd93pN6tAS+FodT555ztDHn18gs/9VYHbb19ax61ceJYIhw8fZnh4HM9VeJ6PEALf8ymXSvi+j+s6FPwCnpcKj3Y01ljCMEQIQRRFGGOzRsOYJKlRKBSIogDfT6hWagihuP/+B3nb224FTt8N3WBgQBEEgi1bTj0u/cmninzyE8XmtPrNt0R89GNV3vnO8MK9QIuUnh7DL//K0ol0GuTCswRQSvLCCy8ShrMUiyWElBSLBZTj4BV8yi0llFS4nkeppUihUCDt8jFUqzWUVlTmKriuwRiDUhrtKFSkUUojhcXzHaIoYmjwCAcOHGbT5g1E0UvnYAZfIr/zyU+U+OQn0qPDR36uxs/8bC2fhXoNkgvPEmHv3oP4fgnPK+BojTEJBc9DSYVJDMVCiVKpSKFQxnE0WgviGMolB61rYMlEJ6JYKBAEdYQQaO2glIujE6SaY3JihgcfuJ+Nm9a/7PUMDKQVrYXl7507NJ/8RBHPs9z9jeklmzzOeWVyW4wlQBiEjAwfI0nSErnWDkqnVau0guWglEI7Cs9zKJdLlFtaaWsv4/sOjuOkRzClEELi+z5KKaQSeJ6P1hohFFiNEJKjR49Sr9df9poapfSFieW77kqbAT/ycxe30zjn8iMXniXA4cNDxLFh/tspEKQzWlKJTEgkWqcVLr/g4nkuvu/jF4tIqUiSBEc7aKWIkzRKmZ9WT+/VcTRaaWZnZ5iZnn7Za2qMNjSa4oJA8KUvppOVP/7hlxetnKVPftRa5AgBUxOTTdsKKSXGJFiboLUCC1EUo7PjV6OMLkgHQKMwBAxxYjDGIpVsVqvmrTBoJqCFhNnZGvVaiBSC09WfgkCw/Xua1auTZv7mTz5VbJbL85xOTi48S4DEJAhhkTJBSQnCkiQhWEgSQxDUcRxNHEdUqxXAIoTCmJgwjLKyuiVJYoIgmPfpMSYTsfS+jUkwSUKSmFSNXoJtmb9yo+X/3ns8PvmJIm1tlv/5p7MX6VXJuZzJhWeRYy30L+/FWoiiiFq9iuN5CKkIo5g4MjjaEEUR1WoNISTWVpFCkxhI4ojK3Fzas5OkXj1hGBDHEVIpKpVZgqBOGMYIAXESkyQxjqNOG+0AfPlL6ZHqHe8ICQLBJz+ZVrH+/LMzi27WKufCkAvPEqCrqxuExZiEOI4JgwDPdQhVQGJCwkggaqJ5hApDnc1rWYIgIIoi6vV6Fu2kE+pRFGfl8rTsXq/XQYAxlo72ZbS3t2OSBKnUCdcyPS249x63aVnxSx8vs3OH5potcd6nk9MkF54lQKlcZFlnJ1PT07hRQhiGxHFCvV5nenqWtras2U8KjDEE9fljkrW2GQ3FUczsXIV6PSROEqIwyqKdkCRJ80H1ekhffw+Fgt/06VnIXXf6BIHgRz9QZ8cOzZe+6NPWZvmLz56dLUbO0iYXniVAkhjWrFnDyBPfo+D7JElMtWIpFGOiOGBqytLa2o4xVZIkITEJruMShAFKqmaep1qtEUYBtVqdIDDMzVUIw4QwTHNGUWQoFotcf/21pJHQqTzySFrNeu97Q7Zsifnvv17h9juC/IiVcwK58CwRrrhyM0888SRzc3NIqTDmOIgioHA9g65O4fkFarUAv+CSxAZrLfUoJAzrVKt1EpMml4OgTq1aIYoCwjCiVqtmx6+IrmVdvO373kYUhaccsyBtEgS4+ZbUpOtsfHjOhO3bnbwHaAmQC88SYf369ZTLRWZm5qjValib2pymFKir1N5USk0YaayRWCsQIiGOE2q1GsYYwkBRrVYJgoAwDKhUKhgTp19Tr/HWt76FQsGnWjtVUKanBXv3KlavTs671/DoqOQ//HwL993n8su/Ul2S80uvJXLhWSL09vXypjdt5etf/wYAQlistRQKBilF0z3Q8xyiaH7S2VqZ5XBirLVUqrMEYUS1GlKtVonjODt6JXR3dfPWt91CtVY97WT6fLRz/iKSu+70uPdej7vuTLueN21KeP8P5Q2Ii51ceJYIQsB7bruNp558hqEjRxESoig9TlmbIISiUPCp17N1NkDD6N1aS71eTxPPQZ0wTJpRT61WoVYLmZ2d4fvefjMrV654STuMvXvTH6eNG19dPue++1y+dpd3gnG651k+8nO1JWeI9VolF54lQmrq1c5/+MWf53d+6/epVquYxDbL4kqpZqOgEKLZQNggDGOiKKYeBNSzY1etViWKEqIoQkoHay3GpM2DpxOfs7U6PZl77/H4tf9Wag6Yep7l/T8UXNbG7jnnRi48SwQhBGEU0tfXz4//+I/x+c9/gZmZGbR2CcOAYrFIrRagtcRxFFLqzHcnwRhLHAdEkSFJYqIoJEkMYRhSqQZ0drRSrweMjoxTrdYot5RPew2NHelnWsGanhbcf5/L/fefuJHh5lsiPvzhWi42S5hceJYQjVXDW2/cil/w+fKXv8qB/fspFFxmZ6fR2kVrSb2evsGNASkhjtMjllSCei3C2oS5uSpCwNo1K5BSMzIyxtjoKLVqjVKpmN5wAY39V21t9hRz8waNfVTf+pbHtm1OMyfU4J3vDPnox6pLertCTkouPEuI5q5zKbjhhusplUr8xq//FtPTs2jt4TgRrquJIpP58cxHE9ZaTJhQqwVMTEyyevUqXve6q7DWcOzYCEJIpqanmZqeprun65THbsxn9fYmfPITJQB27lRMT6fG5afbvtlYNfyOd4S8451hvnXzNUQuPEuMhpVFEIZ093TjeQXq9QiloF4LqMylTYRIUFJjDGgt8LwCUnps2LCc995+GyuW91OtVhgamsD3J3FdSbUaMDl5HKk2n/K4M1kSeGBANR0GF9KIhDZtirnmmmRR7sjKOX/kwrNEMSahWCjS1t7G9PQM5XIRb1knxqSVLt/3cRwHx3Hp6+tl0+bNbNiwjoLvc3xiipnpKWq1Co6T4DgOvu9RqdQYODzErbc61Ov1ExoIb78j5Jd/Zb63p7U1XVIHsPXGOM/V5JxALjxLFCkVUig2bdzAoYMHgdRZsLu7m+X9K+jp7aKtrY3W1lZ6+3poa29FIJienqZSqTAn0qOR67lox0NrDykFR48eRUrV9Opp4Hk2b+rLOWNy4VnCGJvQ09OVzmclIfV6QByHVGsVRkcTrE2tUY8fn8R1HUqlEuVymdnZWRzXQUofKWbQSoBIq18jo2PpUS0n51WQW58uUYQQCATdPd3UanWSxGYdzCdWnKRU2MQQBCEgIDN4l0rR2lLGdR1c18PRGqUU01NTTM9MI85ih3pOzsnkPz1LFCEExiQsW9aFX3Cp14NsO6ihVqs1o5ZqpYIVNL18dCYwSioQFtAIAb7fiu87zM7OcOzoCErJU45bryUWPve0O/y1+1qcC7nwLGGEELS3d9Dd1ZMdt5KskznGWpACjE3NwAAs877NrusgpUQpg+u6gMVxHGZnqwwcOnzaPM9SQQiYnZ3lwP4DqZVsRhLHTExMML3A6N5ay4svvMjU5BQmTjBJKu4mmf8451TyHM9SRghaWkt0d3czMTFBFMXUaiGdnYI4NkzNTNHluBiTUK9HlOIYx3EoFAp4no/rukjpIKVCKYO1kjiOOTywD8G7XnKL6GJHCMHx8Qm+/e37uPrqq5mbmmZsdIQHH3iIQ4cOs379On7sQx/IxkYs997zj7z7+99FqVRiYmKCsbHjtLWVsQZWr1nJmrVrL/VTuuzII54lTmtrK8uWtVGpzmFMghAQhjXAYo1YsEnCEEcRUqZbJoRMd6q3trZSLBYpFHy0dnAcxdGjY9TqtUv7xC4Q1lrGxybwfZ+pyQkqlTm+8Ddf4Ot3f4N169by0Y/9PJOTE0RRxNzcHFEY0d3by9T0DAW/yJvedCPPPTdOYtp417vfybp16y71U7osyYVnCSOEQArB8uVrsCYdjUiHRcX88coa4iihXg+xpNtEtaMRwuI6bnb8kijlUCy6KOUwNDTE3Mzsko14LIapqUnCMKJardLV1cW7v/9dfPvb/8QzzzzHW97yFnzPxySGkZEx9u7ew+z0DKNjY0RRDNZBkA7ULs3D6KsnF54ljhCCdevW0N7ehklSu4soConjGGMioojm3xvrbJRSuI6HVAolZXOvlpQarRSDg0OMjIxd9BxPIzne+BPHUZpLOc95lPa2Nnp6+igUCnR39zAzM8M3v3Evt932HkyS4Ps+URzR2taKMQk7djxPS0uZ9vY2nn3mWcbGj7B374s89ugTbH/iqfN6bUuFXHiWOIkxbNi4Fs8rEsUBYRhn/jyCej2gXp9tvnFrtQBrLY6jcb1026ijXUrFEqViGa0FQgjiOGZsbJTz/eu8UR1q2G80uqyTOCbJhFEKiUCCgSTbnioQza9Nb2tPuq/Tf3y6apQQglrdcu899zI5OcPBgwcRQrBp8yY+85k/Tw3VVLqpNUkMY2NzHD06zX333c9dd36TWq1OrVpjajJhYvI4lcrc+X2Rlgh5cnmJY62lr6+PUslneHiacjkmTrKhUAOQ5nmssZjEpMv6SNcVK61wXI12FK7nobWLX/Awk5bx8eMv5fd+zqS9R5AYSxzXmZ2pUqvVmZqcolKNqFUF9fphgjrMVmaZmpzihq038OY3vxlBKkhSpYKULiQEhAGb9jSlSmnRSr7kMSiOY779j9/EdX1a21p5+uln6Onppru7m82b17Fh43rGx8bZvWs3q9esYvjYAX7hFz5Ib28vy7p6uOmmrTz88BA3vmkL73rntan1SF7ZOoVceJY4JknwCkVWrlzJsWMjqQ9PHBBFkjBKLUSDIKQe1CmbMnEUYX0f7eg0wpCiWWZ3HI3ruiglGRgYwCQGsCj96n6MrLVUKwF/+If/QBxLtI6Zmx1nZGSco0fnGB8fII4D4hikTBDCo611GR3L1vDkUw/zpS8+hRBgshaBBnECWs3bfzSCm0ZqqlK1/H9/+GE6OsrNf1NK8b733cHk5CSTkxPcdttt3HXX17liWTvlciuFgs/o2Bhbt97A8PAIr3/DtXzr3n+kt7eXN7xhC/V6ACJqbmCNk2TJ5sJeDbnwLGGEECitsVg2b97MM08/m62piajVpmhp7U2PGtZiE5u9QQQmScCC7xVQSqOVRjsSrRWO46K1y8jICLVaDb/gnZdrNTamWj3E8PBx9u0bwSQgRExbm+Smm7awavUqupa1ccWVVxMnAUlsEBikSsv96XtbkBiBkukRLElAqUZckybJoRF9pF9bLDinXIvFMDExkX5kYoYGD3PN664kjmNmZ2d54fmd/KsfuINl3Z0U/ALHjh1ByBuyu00HZxuRYy46pycXniWOtZY4jli5aiVCChITE4YxZN491eocvp+KRz0ICMOQUrmE73t4vofvF3C0i1ICrV2MMbiuw8TEJNVqlVK59KqvUQhBS0uZ3/mdjwOCKEp3ec3NzTE1NcbIyDjTU5PMzEzz2GP7wR7FdWOkFLzxTW/kpptuwFrJabbtvNIDkyQJC9M8Qgjm5ub4+t3f4MqrrmBqaoaW1hYOHDzI6tWr2bVrN/V6lHZzex5xHFMqteA6LkJJZGIpFEQ+jf8K5MLzGiCOYtatW4sxENRDWspgkrRnxxjbPEqlnc0hJjseOE46LlEo+hQKRQqFIq7ronW6AmdycpK+/l6MOT9vMqU9hBC4rqBQtHR0llm5qo9rtqT/LoXEWojjiGqtSrVapVAoYKwFEuJzmF09XUTS09PNL3z05/B9HykVH/7wh9DaQQhBFEW84x3f10xSCyn48Z/4IOVyagcrteSDH3xvurvMnN6JMScXniWPEGmOplDwaW0tU61W00pREjM9NYXT3Y01UKlWKJQKCKGI4hjXdbE0enogidMh04LvUioVmJ2tMD5+HCEkxkQvuXnibGjch21c90l6Zmxa6ZJK0tLSQltb63kTvRMex1haW0+8b2MN1qRC09LagrXzotXX20sUx80q2bKuTqQUF+Talgp5Of01gBSSQqHAypUrSWJDHIfZcj+JNQmJgSROd6UnSZJVgMBxXDzPQ2VnGCkVFomULmEQMTR0BK0u7u8uKWXzDX8h39inu+90O8epgtjYId/49wt9bUuBXHheC2THpuXL+xASwjDBWkkUpRPr1cosxtjm/vR6PUAIge97uG4B13FxHIlSEtf1sDbtmRkbG83uPk+g5pwdl4XwnK6h6+T/v9xtX47T/uaxp97u5Gs408dfDDSihJbWFubm5rJJ9Yg4NqR9PAalZdMsPo7TLQ/acRDCZLdtw/M8tNY4rsT1HCYnp6lVq7nw5Jw1l4XwSClxtG6aTQlB+gO+4HNAs4s17VIFKdPQdmZ6hkrlRNvNJI4Jw4DxsbHm5+I4ZuDQAEEQZn41ZsE1CLRSzcc0ScL01HR6HFkC4gPQ39ePEOkIhJSKJEk3iEopiJOYMAyJ4wilNCYxKCmxVmU9PRIhJI6jcVQB1/U4fOgwk1NTS+o1yrk4XHLhsdZyYP9BnnrqGQ4ePMxdd97P2OhxHnzgO+zbt4/Dhw7zxGPf49jRYxT8AqVSmWKhiBQwNTWF57r88z/dx/bvPUW9lq7hFQJKpTIDh4b46le/hjEGpSRSCP76r/+afXv3EdQDtJ6vv85MzzI0dIQXX3yWRx55lP/9vz7Lp/7400xPTV3CV+f80tPTQ6HgZ8OPNaIoIE4SwjCkWklzPGmbi00n2aXE91PhkcpkoxYGKdPXbWZmmqmpKWQe8eScJZdceAA8z+Pxx55gZmaGZ595mtHRUb5+9zfTH3Ch8HyXQqHA4OAg99/3ADt27GTnzhc4Pj5BtVrNTKmgVqsRRSHVao2HH9rG0aNHKRY89u3dzzNPPcf+/Qfp61vO8PAwhw4eIgrTpOD4+HH+56f/lL179vLhH/8U9XoqXj/+4Q+iX2VX7uWCkJL+5X24jkscR+lQqDVIIYiimCCYBQTGJszNpfNFUkpaWlvwXJ+CV6S1tZ1isYTrOSglqNdDBgeGSEzenZtzdlxy4RFCUG4p8eijT9De3s5VV61Ca0mpVMZzPdasXckj2x5FKUV7Rzuvf/0W1qxZzebNm3Echz179jExMU4YBtzzzQd59LuPUywUOXr0GIcODzA8PMyzzz7H1NQUe/bsZXh4lIOHDjN05Gh6hLCWKIyYm6ty7XXXcfRojTe9+TrK5TJXXHEFheKpO6IWK8uWdaId3UweW5vuRTfG4jgSQ0JiDEmStvo3Zri0ljiug+M6aO2glKFYLCCEZXj4GMm5NNDkvKa55MJjjGFutsLq1SuoViu0trYRBBFJErFr127++A8/zabN61m2rJMXnn+RnTuf5wuf/yJPbn+Svbv3sWbtapYvX0GhUCCKZ5mbNXiex3PPPYcUAt8vsu3hbezcuZOjR47i+y5BvcZ9930HlRmdN6abpZRoLbE24dhwWrGx1i6Z3+Zaa664YnPWY2KIIkMUQRhZTJI2F9YqqcFXkqSVK6kkcZxGNNYolFL4vo9SDkmSsGfPPuI4b5TLOTsuufAIIZianKSzs4OpySksCbt376Hc0kK5XOYv/uJv6e3tJwhDNm3aSF9/L3v3DdDe3s6b3/JmPNdjcnKCrmXLmJuNMDYEoKtrGVdffRXLly+nu7ufzs5eNm/eTHt7B729vbS3ldO+C6WYq8yyadMGXDcdHVBKsXJlP88+8+ySMTVvNBK+4Q2vRwhFENQJwzphWEGKJO3+zfQ1jqJsXsuitaLcUsoSy40KWXq09Tyf/fsPMjs7e2mfXM6i45ILDwj6l/dx23vfw6rVq7BWsu3hR5FCUq3VuPXWmzmw/wAmMfi+x9Gjx/ipn/oAQgqeffY5RkZGmZiYZvWa1czMFJibTZ+S1pqhoREefPC7KG143TWbqVQrfOXvvs7u3Xu48Y03AqCk4MD+g3R0tDeTzVIorr76av7qr74AqFMaxhYza9auAVLnwTA0qVOetVSrVaanJhk/PsXx48c5duwYc3MVfK+Aox2KxQJaazxP4XseUqUCPTs7w+xM7jmTc3ZcUuExxmCNYWxsnOd37mR6aoagXufNb76e6elJdu/axWf/8n+yfftRpqaqTE1NEQQhrS0tHDp4iK/+wz9w+PBhSuUynZ0d9PYGtLTG1Go1fvYjP8Phw3vZsGElu3ftZ+PGDTz88MP89E99gFq1ynXXvYEgSG0hHn/8Ca66+iqKxQKQRgcbN25gZmaG/Xv3I08qvb8cjT4YIS6/HqAkMVx3feoRU6+HWJvuWB8aPMTDD2/jgQcf4sknn2D79qd44IGHuPtrd/Pggw8xcXwCAM9z8LwijtOF77n4fmoUPzwyclk+35zLl0sqPFJKECCV5C233Exffy+7du3h6tddw/GJSX7gB99HEAT86I/eSrGgOXDgEKOjo1SqVd79/e/k7e94Ozt37ORH/u2/YWp6ilqtzrJlHdRqNb79j//MDTdsZcOGDXz0o/+ehx/exoc+9EEmJ6d4y81v4a8/93kqlQqHDw9Qbmll+fL+prgYY2hvb+OHf/iH+dM//QeOHDl6xr0qURTxhc9/jbvuvIe5uQoyM4i5HN6UQggc7bBixXKstdRqVY4eHWZursrq1StYsby/OexoEkO1WmfPnj08+dSTDAwMkCSpeAkZ43kFHMcjimKOHT162qbMnJyX4pLXiqWUbNq0kaGBI3z+K3/LmrWriGNFR3snw8dGGBkeZXZuDqUVN930Jm7Yen22fuQ4JrG8/4fez8z0FJ/+9F/juWCRPB8AACAASURBVAW2br2earXG619/DZVqlYmJSVzP5dprr8XzPIaHh3nnu97Om296I0JInnryaf7t//1/0drWShSFdHSkUU+SJNx8y4109XTT1tZ6Rm8qay1aa95665v528//Pf/8z4/xkZ/7t7zhDVuAdDXM+RimfLWsWrWKY8eGkVLQ19dDqVTCcZwsuZ760yglcRyFlKnX8vT0NNaC4ygcJ0s8Zx3RA4OD+WxSzlkhrLX2+OTYK3/lBUZKQRRGCJFGQVhwXCfdaAkkJl1E13jjDg4Msnr1Koy1KCWpVCrEUUJHRztxZgBeq9UIg4De3j7CzNB894t7WLNuFcViCZMkWdSVRiVKSQ4fOszKVavmJ6Wz8YmzEYy0YVFx7ze/xWc/+znec9t7+MF//T76+npJkviEKtnFqphZa5FCsHPHbv7oj/8IKTSrV/cDAsdRgKBUWoaU6biE77tNIRJCoJRgWVd3Nhw6xOjoKMPDwwwNHeXaa1/Pf/6Vj9PS0nJRnkvO4ueyEZ6FEcXJ4wwNFr75pZTNNbynu5/G1wqRHQ9EuifqRNOn+Vmu8ykADbFSUjI8PMpXvvIN9uwZ46ab1vPe995GZ2dr0wPnYghP+loKHn/sMT7zp39BuVyiu7sLrdM96VprisUSvX29lIolwjBgaOgIrutSLhcAQbnUgnZcjDVU52bYs3c/I6NHGR2Zor+/m//6a79KT0/PBX8uOUuDSx/3Zyx8A6ZjD2J+uVz28UKSzKxqoRUB0LwNNAzN548E1p6457rhqbLw9ucjT9G4XmMtPb3d/MLP/wS/9msf4cD+Q/zGr3+CbQ8/gtbqrJLW50JjW4NSkh3P7eQv/+JzLFvWQU9PD1pLtHbTuS0h6erqYv269axYsZy1a9ey+YrNjI6OYAyUSi0ImX6t42i0dnGdFjy3QKHgMTI6wuTEZJ5gzjljLnmOZyENATg5CjhdVHAuX/NSnzubfz8bmveloKe3lV//zf/CQ9/Zxt9+8cs88MCT/PCP3MHGjasbCnhCAvt8XYdWisGBI3zqjz+NdlxaWtoRIkEpFyEsWhdpa2uho6ODKAyJI4GQgo72dtavT7dgKuWhVCrgruMQFzykijIhjwnqIRMTx3G0SxAG5+W6c5Y2l5XwLFUaIhJHCW99681cs+V13PPNh/jz//33bL6in9vveC+rV/cQRxETE1N093Sdt47p8fHjfObP/pwkienv70VKsyBv41AqeRibEMcxcRKfkM/q6+unVquhVOrAp5RGSomSGt/3cRwXSHNwoyNjJCa+KEfHnMXPZXPUWuoIIZAq3WDQ3t7KBz7wPn7lv/w0xiT86n/5Le786t0UCkV+6zd/lye3P5WuD34Vx5YkjpFCcuedX2Pf3j2sWLEcx3Fw3XnrEc9LO7XT3qOAJEvKx3FqkdHW3o7rucQxaJ1uc3CctOqltcLzXPxsS8PRI8fS9b05OWdAHvFcRE7IJQlDb18XH/vFn+X73vYMn/nMF/juIzu5/vrr+b3f/Twf/OAQ33/buyhmQ6pnE0lYa3Fch0MHD/P449tZtWo5juMhpUEIhZQKz/Pw/HT/d9rTE+C6VZRWzRxVrVoljhIcVyLFfL4NGh5KCiU9pJIMDA1iTILWKi+t57wiecRziWjkc4Ig4OprXse/+5kPsHZNO4cOHWPNmhIPPPAgv/+7n2Lg8BGUUmcc/TQS85W5Cn/52b8ijkKKxTJKNY5Y6WOnFqYWKcF1HWq1KtPT08zOVgnqYTaxPwdYlMwM0hydrRZO2xCEFCitkEJxZOgIldkq5329aM6SJBeeS0ijomaMZWxsjHvufZa5uTmuuHItu3dH7N27m//4i3/AY48+cdbDqo888hhPPfU0y7q6kBKkdDIDL0Gh0LD6SNDaQ0qB43pEUUIShSil0q0KFpys3K4ac2wydSIsFIr4fpEkiXEdl0qlyvGJCazN1/XmvDK58FxiGv1F73jH2/jqnZ/imi0b2P69p7juuh5mZlwGBl7gYx/9DT7zp59ndvblhzEbCenJiUnuuvMu+vv7aSn7QJqTUUpTbmlJu5GVQCkXpewJTYKu52GzXeNaa4SQTRsN3/cpFAoUi4XU/F1KioUCrqeIopiBwwNLaqA258KRC89lglSKUrnIT/30h/mDT/w2b3v7rdx442as7WRiQvIHv383/+kX/wf79u5pCsHpDOsd7fDYY49z/PgE3d29SKlwXR+wOI6TJYcFAoWjU4sLIdKFNoVCEc/zsJYsAS1wsmR0V1cnK1etwPW8rHFToXUR3/fQ2iNOIvbu3Zf38eScEbnwXEY03rNd3d285z238pu//Z/5h6/+Ee9+9+vxfcXXv/4sP/b//Cr/9O378Fwv68Se34YhhCCMQrZ/71k6Ozvwfd0UFikVvl/AJCZrsgQpNdpxsBZ8z8f3/SzySa1BPNfFcRz6+nvZ8vrX097Rhp/Z0KZRUwKkVS3X8Tg8cOC03eQ5OSeTC89lSlo9sqxdt4rP/Nnvc889/y8f/6V/RXt7L//1V/+S3/+9P2F4eIRGMjcVDMnBA4c5PHCIZcs607U1Kt2HVS63NEVKa5V2LjtOs4LVOGIZY0FYpBa4nkt7ezudnZ0kJkEKiaNdXMdF6zR68jyF1hopBcfHpxkdufTjNzmXP3k5/TJlPvFsSEzC+o0b+fgvreFHfuTtfPe7u7n7a/cyMTnBRz/2U/T19QPp3NmDDzyIwKB12nMjhMDzfISUWd5GZfkehUkStONSyky+kiShUpklCGO6u5ZRKpYQUhBnnsoLx1EKBR/P8/E8F9fVFAoF5ubmqFWrl+w1y1k85MJzmbNwRk1rh1WrV/OBdev5yZ98P3v27KZULAHpwOvI8Aj33HMvGzeuxfeLGBPj+4Vmv452Uk9pKTVCaIyJcB2J67okxrBv317iKKK3rx9jJWEYksQJSkqCIEArRbbZHGsscRKjlcL3PRzH4cjQUQYHB9mwacOlebFyFg258CwytHaw1lKtVli7bi3WzvfuPPTQw5TKRUqlFuI4xvfKuJ6Lyabz02NZlsORCVq7+H6Rqakpnn3uOUxi6O3tIY5DgnqVYiHt9QmjiBIgpKJYLlIo+ThTDr7nIkSpuf7Y813Gxseywdy8nyfnpclzPIsQIQRK62aHsJSSWq3G0089Q3tbC57npZ3FrtPsNHZdhdIK13WyqpVDS0sLU1PTPPTQw4yOjGY9OJYoSrI1xjZrcqxhkiSdTtcOjnbwCwWKhSKebykU0vJ6atA2QRyHl+7FyVkU5MKziJkfXxAcOHAwHTDt7gagXG7B9dKmP993shEHF2sVjuPi+2XK5RKDg0MMHB5Mj1VJumMsMREIQRRFRGE6hR5FqUGYUhKwaJUJmeNlc18FSsUiY6PjeWUr5xXJhWcJYK1laGAwa/IrUSgU0VqkpfNMnIxpNCuadC+9I1i5ciVvuPYaPN9DO5IkCQnCOnFkMElqVRaEQbZji6Zjo9Ya5aTbN+I4yDx/NFbAseGj1Ov1S/uC5Fz25MKzBJBSsmvXbjo7OwCapfF532SN6/pYaymVS/gFn67uZVxx5Wb6+lZQLJYRWIIwIknSkYcoqlOvp1FOHMdNF0etNS2tLZjEUq1VeP6FFxkZHUtFTUhmZytU5iqX7LXIWRzkwrPISYc2DXv27Mf3C2m/jrFIpXBdnXUup02ExaKH6/j4voeSmh07nqOjowVj4tTUy9DcCpqW0KPUKiM2VKtz6dI/YHBgiOPHx3n6qWeZm5vGJAAC15UEQcixY8MnOD3m5JxMLjyLGJsZ3T+/4wXA0NKamq0LIVBZGV5KRZIIpAStXSyGlStW8t3vPsZffvZzlEtl2tvbmJ2tY22CMZagXmtGPmlVK0RJzcz0NC+8sJuR0XRDRalUxBiQ0lIoeCjlYEzCkaFjKDVvofFKCNH02895jZALzyJHSsVD33kYx9G4rgtYlG5szdBoLbDWUCq14XvpcWtqaooXXnievXv3c3hgkFWrVhNFISBIkogojtJd8kIRRiFRFDE1PcOuF/cwOjKCVi6Odunp6aJWC4jjGGNiXNcnikJ27dqFlOoUP+lGdJZac4jmyEcYRlTmKjzz1LMMDR45YRQkZ2mS9/EsYqy1mCRhx87naW1tQWuNtUlWaRJI6ZAkhtbWFooFhyhJj1HPPfccw8PDVKsVHvrONvr6ewiCkCgKqFRcWlsToiiiVqvjuC5BEDA9M401gLAI0q5q3ytkQ6WmOSsmhGR4eJigHiAWLDOUMovChCCOImZn5gjCgOPHJziwfz/f/e6jOI7mJ37iJy/hK5pzsciFZxEjpWRw8AhCKNrbWzEmwcsMvhqmXa6r0VoTJRFSKBCS3t4+1qxZy549e3j++Rd429tuYXZuCmO6UEpiTIKQgnq9TrFUoFqtopQCYcFmYoJNmwkLHmEYYIxFO+mOrtnZCmNj4/T192Yl+ZBqtcbkxCSVao16rUYURWk3tNYMD48QRRFXXXUV6zeua24QyVm65MKzSGks6BscHCIIapTLbXiel45G6NT6QkpJoVjAWnWCL6DjaK7Y/Dp2797F8YnjvLhrV7pPK4iwxhJFEQKX1tZWlFQIRLM7uvn4WApegWKxSByHCGHxXA/X8ZianGTvnr0E9TpjY+OMj49jrKGl3EJjqFVKSaFQIIxCBgYGcR2fa6+7FsiPWK8FcuFZpFhrsQhGho9Sbinhug4mMfi+h1Rp42Cp4OM684buqaugQQrJ2nX9rFq1miNHjrJn925aW1uJE0OU1CmX++jt7cR1XYQ4KUmcfWjNfMQzOhpRrQZ0d/eyaXMqgIOD+xkfG2NZVxft7e0Ap20sHB87Tq0W0tOzjA0b1hOFEUrnP5ZLnfw7vIip1+scOzZKZ0cnQqY9NkpJjBV4rsZx3ebXJolAawEitVAVCG699a3cdefXEAhqtRqtbR7r1q7niiuuwPPSCtjLiYBSmvXrN9Ld3U9fXw+tra1onfr+WGzTIP6lOpmNMRw5MoQQlvXr1+F5XjMvlLO0yYVnkWJMQq1WZ3p6ho6OTpSUKOkghKXguRQKRSxpVSkxMUrNf6uNTQBJZ2cnGzdu5MDBA7R3tPPGN97Axk2bsoqSwHmFyCOOIzZs2ND08BEILLbZC6Sy/qGXIghCZudq+L5m/fr1WVk9F57XArnwLGLm5maZm5uhc1lnGqFYSxxbymWXxEgcnXZLKJl+m41NMIlFLxCUDRvXU6lWuOGGG+jt7SFJQKm01C2ERKQadAoCARYMZv74hW2maKSUaUL6ZZienqIyN0t/fw/r1q9tfv58b1PNufzIhWeRIoVkemoKx1H42YgEGIrFtKzeaKGRUhInUXYb1ShKYawBa+nvX05HRwctLS0kSZwNgXLGHX3iZFUSqQClRvEv348zOjpOkkCSWPbvP0hfby8dy9ool8qZflmMsSdsN81ZGuTCswgxxqAdzfjxcTyvA60lFij4bRQKLkKAUune9DhJEKQT5cYmqfOgiRFCEcUC1xWUy2XirNyeuh7GKOnRMP06G2wmGWeyC6yrq4MwkIxPHOYrX/4yLS1lXMehp6ePNWvXcPXrrmblyuUYa09pRsxZ3AhrrT0+mfvkLjaMMQwPj/B3X/4KHR1duJ6mpdyajSpIlJZgSIXnpOjFWrLkr8DYJGsIlBibYG1aFj8hkjkL7bHWNv2AzpQkSQiCgLHxcWZnZpicnMyiLxelNKtWrWT58j76+ntpaW2hVCpSLBab65TzJufFRy48ixiTGLZt+y6PPfooV1555YK95uk+rIaHTkN4kszWAkRm+mUwJrVDNSaBbJRBKycVnnNIsUgpm17P5/y8jCEIAur1gDCsU6sFzM7OEUUhYRjQ0dFBa1sr5VKJVatWsXzlckqlIo7j5nmhRUIuPIuYxijC//qzz1LwC/T0pCZgnu+mOaDpGbSTrhg+k/uy1qSiIcWpuZszRCnVFMDzTWMjxujoKLNzc0xNTlOrValWZ+no6OKHf+Tf0Nffd0EeO+f8kud4FiENywkpJUODx9i8eRO7XngRerpxtG52Gksps/xO1kBoDNYqpEzzJen+9vRjYyxKyywHtCCf8gr6k1besypUNsN1obA29Xbu6upixYqVgGX3nj1MTU7x7u9/Vy46i4i8VLDISAdDDUODQ0xPTbNjxw7+xyf/iBd3HaBSqTU3gIZhlCZ4MdkbVqCU4uTWnLQzuVF2T3emn/1FpaX19P4v/O8yJRVJHPPCiy8wPTXJ7XfcxsZNG/KJ9kVEHvEsQqIo4sD+g8zNzlEPaqxbt4ZqdZKDB/dTKFxJqVQmMRGC9IiVOgfO337hG9SYGCnTnVpCuueWVM4ingt1xDoZ7Ti8uOtFDh08wL/+ofezbv1akmxDas7iIBeeRUm6B11pRclp44733c7szCxBEHJ8YjJd4JeJjjUSFFhrssqVOaGxT0qNsQnaUc3O47PL71gwoJ2L86OktWZw8DDHx4/zvvf9AFdfdVUuOouQXHgWGUIIXM/D9wtMTU8hrMRiKLe00NaqsCSEYZD54yiENMSxRKm0czmJBUIbkgR01tl8QvK5EQydofYIkVa/XqlL+XwghODYsaMcOzbKu971Ll635ar8eLVIyX9NLEasxZgEa0AIi5IagcFiiKK0mbCRtxHIdDgUgRQKx8nE5iSdaMxlNYTklS/BZhPyFqnkBY84rLWMjIzz4osvorWit78793VexOTCsxgRAp0NfVqbZJ/KEsQqSUcj5ocOMoEwC24ukWL+W69OVqEzuYQF6nQutz+XxzMmTZAfPz7O33/lH3h+57MkSYw1JhegRUYuPIsckR2TGutnmkv+svGHRjldCtXsTLbWkJh4wb2c+5tWK31R8iuu69K/vIs3vOFaWlrKTE5O8k/ffoDvPPA4QRAA5OKziMiFZzFibVM4GoOYjdmohgjEcZyV0eetMZo3Zz5CkllT3tk9fjpyIYR41V3KZ4oQAiUkXV1dXHvtdfT19hGGId/73jbuvvsbzM3O5l3Li4hceBYZ1lq0o1FyvnSdJMlJJXLT7OFJhclkC/cyfxwr0z+cZVLYckJwpPSFP2IBeK6HsabZY1Qul3nDdddyxRVXUiyWODJ4hLvv/ibP73yhueM9j34ub3LhWYQIIUHMW4lqrU9w+mv85hfI5tCoQGCaR6wk27N19sLRyB2Jc4mUXgVxHKO0agqlVoq1a9dw9dWvo1RuYWZ6lke2Pcp3H3mcOEouSpUt59zJy+mLDGst1qRbJBa+ueI4znx45nta4iRGoFFKkJgki3jmXQGbR5MzDA6saCSs0yPdxUgqa6Wbq3OUPNHRUEpJb28PxUKBw4cPMTtX5ZlnnmFiYpK33HIT3d2dqTsiuanY5UYe8SwyhBCn9SVujCqky/XM/C6rrH9HCkVizILqlj3rnp0THk9dnN9ZlsYmU8XpLtRaS0trC1dceRXLl/fjeR5DQ0Pc9y/3c/DAIaydz4PlXD7kwrNIaPbNZBHPQsIwbH68MNnbaAxMK1vpQj2BJE5OEwGcgfg0Suha6YsykyWlbEZwKjOyPx3WWrRWrFq1iquuupJSyWdsdIxv/+M/s/172zFxegTNzcQuH3LhuYyZFxtIlSE7IklBoeghhCJJLK7rkiRJ8421cCFe47bWxqm7oE1wHfGSb+LTX0hmHmbnZ7IuVgRhjMmE7uWN4yF1a21ra+Oaa7bQ3d2FtbD9e0/ywIMPUa1Ws2n8i3LZOa9AnuO5jGm80cIwZG52DikVfsHDGosxMYjkhHGHRm4nfYPZzMbUZMbtqd2FkprEJIDiTLTHNu1P0//rbPr9QguP4zhN4zJ5FiKZVvQ0GzduZGxslMHBI+zetYfj4+PcsPUG1qxdfVGitZyXJ/8OXKY0ohchBMeOHuWP/+jTVKpVOto7UMqlr28tGzf1ZqVydUKFqek4aGLkggTwfFJZnvD5l8U2RAfAorJk74WkIZgAnuedQ4Uq7WtavmIFbW1tDAwMIoVkanKK5Sv6cuG5DMi/A5cpSkoOHDjI4MAQURRz7bXXYa1hfHyUajWgVEpntBoi0IhwGoZfSimE1UB6VJNZQtoYkx1bzvBCRJqEnq+YXZzq0Pwc1rmZiyklUUrTv7yfjZs2UiwWKZYKeXXrMiEXnssUC7S2tlKv14iihP7+XhDQ19+bVmqa2WBLHCfNiEeIdJ4pXaqX5nKMSXdfKakwJkFK9+UrWgsDmmzy3BhzwnzWhdx91ehJchznjHuNhJCEYYDrlejuaqOtrYVCoQhivucor2xdPuTCcxnT0dlBa2sbU1PTGGObZXEpBGEYNnebK5UeTYxJO5STZL6BLhUiiSXdJuF7/llVz6VIzdvrQR3f8+c/n1WczjeN65ZS4i5YwfxyBEHAoUNHmZ0dp69vOddseU/6nDOdaUSBZyuSaQf0Wd0k5wzJq1qXMVJKrrr6ymaVqrER1Nq0ktUQm4bQSCkzt8HUUTBO0ndNGj240BgibRTIXuJ9aEVqd2GxCJnNgmXNe0EQ8MT3nubrX7+PJ598hunp6fMaSZxwVDxDofB8D2PSrRQHDx5k4PDgCYKxcHj2TB7fWkEcHWHv7r/jice+yeRk5VyeSs7LkEc8lzlt7W2sWrWSwcGhLBrIBAEFwqYR0GlGF7TWTSN3rTUmsaizHHFIjzqaOInxPI9jw6P83VceYceOZ+nqKrBmTRdJErFlyxaKxcKrfq4Ln8fZ2qiuXLmC6elpkiTmqaeeZuWqFa8iiewixYNs3HgXX/iCS6F4JZ0dG1/FDH/OyeQRz2WOlIKVq1fieV7zc0mSHgFOXlsTRdEJzYRigeeOPosIQmT/NYRAK82BAwf59Kc/y+GBZ1ixQvDGN27mjW+6niuv2kzXsmUn+PucC42oxBhz1gsBsVAqlymVWhASjo8fZ2Bg4JwisTRBDzAKGPr7N9PR0X7W95Pz8uTCc5kTxwnt7W0sX9Gf5SkkzoKqVLp7PO3MdRynmRdJGwrjrAHv7MrRjSNWQwi2bXuE//N//hopqxQKCbV6nVKpyI1br2fNqrXUgzpxEr/yHb/S476KI5sUguXL+wFFGEa8sHMX1iw0P1tYKXvpxzdGAXvQ+gkOD3QShreyfHknJk/2nFdy4bnMafzmX76i/4QSuDExcQxCJid8vTFx84iV9vecgZXpSXYXAFKl+aJKpcLefXuxzAuL4ygOHBgiqCe88OLzPPfcc03xO1caItfIVZ0LbW2ttLe1IKRlZGSEoaEjCAFJHDM3W0Gr9PWYT8TP3/bE5PMwUXScsdEqrteK6168Tu3XCrnwLAKEELS2trJyxaqsTJ5uh9A6PW6l5e64afBurQVhsTZBO/qMfZRPwEI9qJMkCbMzs6f88+TkOI89/ig7dryA57W/aouMholZ48+5oLVi/YYNKOVgTMKT259mbq7Cgf2H+NrXvsFTTz3N5MQkruNmJXvTHKidL9tHCHaSJIZySy+9vd0Ym2+xON/kyeVFQKMkvnrNSkZHRwnCOghxYl5FpNsmBGmkYo06xdD9dLzUOpskSdA6HQb1/DS/1Fh/Y43A912khBtv3EpnZ8eren6N0rwQ4oRc1rlQKBTo7+9jdHSUqekpdr2wG2MMXcuWsW/fAQ7sP0RX9zLWrF5Dd08XxVJxgVOjQFBFiifRuh2TrGbNmt6mtUbO+SOX8UVCkhg6l3WyfGU/C9sHswAIKeS8rzI23T6hJMJmw6In/2ezxkMhm+ZeDURWa5dSUiqVeOstt9DW2k4YxoRhQmtrC+94x9u58catLFvW+aqe18LxiDPt23k5rLH09vTgeR5RFLNn7z5qtRrlcollyzopl0uMDI9y//0P8tWv3sXjj/7/7Z13dBznea+fb8pW7GJRiQ4QYO9Fkq1GSZGpLqs5kiXXWI50Y8d2cnOT3Djxje3Ejs5JThzbSSzLtmLJlqVYtqyoF1MSJVK9UOzoJFGJDiy2TvnuH7O7AEmQYoHAgnnOkX0ALGdnBpjfft9bfu9bDA0OTTpCkkSikfFxjba2CCUlEber/UPAXfGcJgghMEyDmpoq+vb3E4/HAVBVSTotUDUzJz4Sia6rh800ZTNIhiEZGBimsCjf2Z5JkWuRUCeNrFm1ahWFhRF27WoiEPAzr2EexSXF0zpe5kS2WAfj9XopKiykt7eXVDJBPB4nFAphmbazhcrLIxgI0N3TxcaNG2lqbuITn7gBj9cPjGKaccisHF0+HFzhOc0IBvMoLy+jpbkFoaqZDJSdKy50WiJUJ41zsOVOprhw37597NjRwYYN2/nYx1Zy0UUrMzUvGRERHFADk06nKS+vpKys4oC093SQFS6nCnt6HnQhBEVFxfTu78O0bEwzW2ApctXIhmniDwQo83jZt3cvvb37qZtbBzKOECqqGiQSCWVPclrOy2UCV3hOI7JB4rLyMjr2dZJMJwCnRiebyVIUp6ViopNLZl6j0dTUxIYNO9mxoxevd4zbbruR5cvnOrEgSfZ/phxZM7kZ9XjaDz7ouqZyVTwRfD4vFRVldHR05cbfHPK+gFBUdN3D8889z5f+9E9IJbqR0iSdriMcrgTOTOP4ybYph1jhzgCu8JxGZLvPw/khKirLaG1tz7UWZJ8NwwCv1ykAlNKxQu3p6ebxx1/gnXcSpNNpPvJRP9dfdysN8+qchzJnfeEI1gdteab7D9Tv92Nb9rT+NQohKCkupb9vP4lEdErxkFKgCJtgMEB7ezu9PfspKuymsLCMd98dRfcEMcw06hlso6Fp6gFNxpM9uz/U9/3Q38Fl2shuE2zTIpyfj8/nBFDBmRiqCAWvVwEpGBgYZPvOVlpb2hke7qGvz8br9XH99Qu55JILyM/Pn1gJiIn4jqbpmXaLmfmUz9ptkF31TNPbZlPklVXVdHd158oQwPGgnnidcLrYgZdeep2bbjr1p1MIAbYtT+gDIPshZpqZlbIQdHV3E8nP3IO2jAAAIABJREFUxx8I5F4npUQRgp6eXoqKClE1nVQqSX//AFWVFSAUkDbKMRapusJzCiMylg6WZSNtm1gsTmtLO6Njo6RSCexJ3smKEJimQio5xosvvcr77w9QW2szPh7DMFKUl/u57baLWLVqKQCWbeXS49lt1smwj8i6C4rJfmPHeRzbOjTuVFhQSGx8nHTKQNOdh2PC0sPZiGqaRllZBTt3bOGidUEqKo7/PD4sslsjj65nqsRP7HckJYyNjvLTn97HzX94I/Pmz+Ppp56jqrKC9ZevR2ZqlxRFEBtP8r1/fYiPrV+NplkMDo7wxONP8alP34qqqvh9Xs674NxjCoW5wnOKIqUklUoTHYsSjcbo7OgkFoth2yaKcuivzUibvPjSc+zY0U0kUkhDQzGDg+0Egz58Pg/XXHM1NTXVmZE3IpeQz/6/zLj2zWShnK7rTuYt4yF0IoyOjAEQDAbweD1I20bTdVLJNJWVVRiGwVh0DMN0YlgWaaQUCJxBgX6/n71799HV1UNFRUaYMsfOPvQng8m+R/FYjOdfeRvTTnHFletP+NixWIKeni6sTCW3tG0KCgtRhMDODHxMpdI89+yzfPGPr2FocIiq6kra29r47j99m6efeoZrP34tZeWlx1zr5ArPKYxpmrS17qG/vz+TkVEylcl2rgHUskAIC1VTqKqqZmxMIx6Po2kmxcURKioqOOecs8nLyztyP1XGKGwm0TQNW9ro0zAqp6Ojk3g8xqrVq2iYNze3tTIMp7M+Hovx7jtb0FQnliWlnYun25liyUikmJbWFlauHMe2BZadNcw/OcLjtJAoWIbNptde5flnn8fnK+La6y49oeNmnR0VRSGVTLNnTzuaqhKNjtPf30dzcwtb33+fyy6/DEVRWLBwPqqqsnnzq1RXV7FgwQLuv++XfOSj5/D++1spKLzQsV05BlzhOUURQhAMBlm1Zjm7dzTR3dMzaQuUfSBsVE1BU3W2bGniuedfo7JiKQsXzuG9917joosuZNmypTlPncP67yDxeX0zus3KTXyYhqy8aVqAxMz4Fvl8ExYd2flilukIUCKRBByRVYTEtERGWCR+v0ZLcwGWZRKJxBgZHUZT9VwcbabI1kf5vD7a2zu558cP0Nz8HnfceQcXXnhuro/uRAPBlmXj8epUV1dTXV3Nl758J6rqtOBUVVXi9/vo7OzG4/ESDoeoqKigurqacH6YSEEB8+c34PcH2LplB2vPXn1M7+0KzymOx+Nl2cqlFBUX0tjYTDqdxjQlquZsEfZ39bJhwzYsa5zrr7uC2rpC7v3Z01x33Y00NNSQTCWdtPFhPrEljiDNVDYDnPfKy8tzmjVP0E4DJvykp/KDzmb8vD4fukcnkUgipY0tJZaV9XR2grVerx/DtInHJZHIKDt3tiPOmbmVTs7gH8HI8AhPPrmJN9/YxPwFZ/F//+ZOAoEApmnmVmDH+/vKreCkxKN7GBocZo+2B0UR7NvXxcqVy/D7/Vi2TTKRoL+vnz3teykpKaatvZ1XX32NNWvXsGtXI/nh8AFCf7S4wnMaIISgoqqCvHAeLU2tjI2O09Pbxdat2+jv72f+/MWcddZ8QqEQ0Wicz3zmKidrlUwelTl71qd5plY7Xq83l8FSp0F4snFW58Gd+ho0Vc1l6yTZ6u2J2kApJaqmk05FkLIU04jT1zeY/eGJn+MHkN1WSQlPPbmBzZtexe8P8qUvf4EFC+Y7Xfa2PS2p/WxvXF9/P1L6qW+oR1UVfD4fv/zFg6xZsyr3PvXzGqibO5ef/PinXHjxBYyPj5OXF6Ciooy33nybSH4+q9asPOaCUld4ThNsy6k3WbZ8Kd///i94+OGHuOLyc7n++usy7QAWhmHh9/mwbGfAn1AUDpv9mPTtY3X7OxEURUHXdGc2mCVR1RNfUWS9cpwWkamPp+larjpbEQq2sDMBUZEZc6whRArLDvDaawWsW9dNOF+lv7+fcH7ohNPXB2OZJkqmmjqdNsgL5rFz5y6+9c2HCAYH+eIf38455yzHMNI5y9rpLtocGU5RVlbNnLJSkskEecEQqqrjneStbVvO0IDe/X28/95WOrs66OropqAgQmtrKw0N9cclzK7wnOJkVyGGafD+lq088tuXCeZJ7v7RvyPlOENDQwfUqEhkZpUzkbea8riZrvQTWbIfD0IIUCbG7EwH2VWdc6+mfggcz2oF25bOPHnbRlUFWRuhbOW3qik0NnpZvz6PkuK32bzpI1zz8fOxbWNazhWcD5HOzj78fj8lJRF6evbzzFO/5t13t3DjjetZf9n5hMJ5pNOpaS9ezG6zxqPj7Nmzi89+7hpM08z9tcTiMUbHRigocBwHNF0jOhbF5/cyMjLKsmUruPjii0kmEiQSKQLBINZxVLK7wnMKI6VEU1VaWlq4/75HSBsjXH3NtaxZs4xQOEg8Fmffvi469u2bGPYJ5MTmSH8LInt8bcYyNkIIPB6Ps+KQ09fxbduOn7QTRJ/6Naqioun6AWOAsjEecDKI0pZ4PDp9+8t4771+5syxee+97UTHlh9QVHfc52lZCEXl5Vfe4OH//j2f/6NrePnlXp5++nnOP28tX//br1JbV5Oz6fiwKqZVVaWjo5OVq1ZQWFjkiFHmvoxHoySTydxrDcOkcXcT8+fVI4TCRRdfgN/nZzw2zujoGE88/hTzFzTkijCPFiGllIPD/dN6YS4nTjYgfO+9D/Af/76Br3/9Oq674Vq8Hg+pdCq39BYC+vv62bZ1R64o8Igzs7LIyduPmUFRlEyA1Jq21Q44xYMtza0MZMYUr1m76pDXqKpC4+5mWlvaMhW7BqOj49i2jWkmMUwL25ZIadK4u5316/dz/fUxvv51m8uv+Cbnn7/ihEr2pJR4vV7uuftennjiOb72tTv43vcepro6wF/99VeZW19LOp2esdR9djzSwUmFocFB8vMjqJnfj23bDA0OkpeXR35+PslUKneOXq+X/r4BQuG8Y141uyueU5BkIsHbb2/j0UeeJRhS+c0j/0htbTngbLkm/5KlhOKSEs46Zy2tLa0M9A/mfjaVwdekH+YaBGciqOysdrxOEPcYZqEfDU5q3kIoaSzLPOzD69TuOIZfTnxn4rpty8rFfCKRPN54w2TpUosvfXkxjz++iaVLKwmFC44r1iKArq5efv7zh9mxvYUlSxbz858/wOrVNSxbtoqysjm59pWZWn16vZ4p41alpaWYk2xsVVWhdE4pUkoSyWRuhBI44lVYFMmYqB0brhHYKYYQ0NvTxxuvv8lnP3893/h/f5UTnSMRCoVYvnwZ8xc0HLWLn8fjmbFMlq7r0y44kMlk5S5BJRFPHPaaPLoHZdKDJg/e7mUWi36/n4EBg23bK6mseI+VK5p5eePLx3V+QsDOHbv4y//zd7z44mZiMZOOjk5SqRSmaVJYVIRtm9MePP4gnID6oe9pHuSdLSWZleDUzcPHIzpwBq54ppolDsc21O1gsp+O2RufLfD6MP5YpIT6eXX85V9/5ZjL0FVNo7aujkhBITu27SCRcB5CwYHePI5R2MxlspwAttNFb1rWMU+9OBKKomSuTUWgT5nWzaaqNU0Dkalazng8m6aJEAqKomKbFtK2Mr5FKrt3l5JMhli9ehOP/C7B5k11XHzJWUc0tp+82rJNm189+Ah//me/pKhIIRQaRVVVdL2Gb/y/v2DhooUYxvQFrU8nzjjhETgjfKUtUXUVpDNvSvfoB4jEVLO/LdP55JncaSulzKQUycwhd/6daZgTRurTzIl6/CbiMQzD2ZJZdjZtM/Hzmf50dbyb1eMatXM0KEJBCOc9jhRrcPyiFYSQxOJxp6NfVTBNA8uyc/dFSkleXh5Dg+NI+Yd4vR1cdtk4v7j/UcrK8pm/oP6I5yME9O3v54c/uJ9f/GIjfr9OdXUZHz33Cj5x0zmsWLWS7FTW2Woif8ZdtUTy2GNP8t8PPYmqKmzftp0f/uBHB7xGVRQ8useZzmBaGIaBAB599DH6+vqc48gJgXn417+lubkVgcA0TQYHBrnv5/djWWZuSsGpQm9PD02NzRim4cRwDorzSCSaps1YX1a2ONGyrRN2LTzcSsOybcBESo7YbGqZFmCClEjbdppEM0WEk3+Htm3h9XqJRofoHyhEiD8iGIjyqU+18srLv2ZocPCw76EIweZXXuOzn/kWv/zlBlaurOC7//QZ7rv/W3zzm19g5apVuRXzbBUdOMOEx7YsEvEELc2trFjZgKpo7NixkxUrl+D1eJG28wvv7e3lrTffpmNvB1u3bmff3k70TOl4Xl4IXdPRVJVkMsmrr75GY1MrhYWFbH1/O6rirHLq5jbg8wZmNB39QQwNDrLlvW1Ypp0zec8hnJnoB9uafthk7ValfWRROBpCoRCarmUExEH36IBE0zOjcaaohFYUp59tdGwUy3Yql1VVRdpgW4pjii8ECDvjzyHweQtIJBJ0d3ahqOfg9Z6L37+Pdeu6eebpJwHn722y77RtWTz4q0e4445v4/EWcNddf8TDv/kBt99+C2XlhU7KWnBAgHa2ckYJD0LQ1NQKQmHegnm0tbWzddtOCguLaGpqYtOmzXg9XnTdQyAYQPfoVFRWkJ+fx/ZtOxgYGKa1pY2XXtpIY2MzmqphpA1qqqqJx2PYtsVzzz5HV2cXYyPDtLe3cvfdP2V8PH6yL5vBgUGadjej607Hd7ZOR8oJ+1NwAqwzd15OJgvIdNcf/8Om6zqVVeU0NNRTXFKEqqnYlp0LfMrsFvgwHfi2baGpGrYtMi0DEiFAUTIVzMI5TrZz1bLHSaVSDAwOIKUP0/ojVG0Fc+d2U1zyKht+v+mQcoXR0VHGolH+9Xt/xwO/+gtuufVmVE0jkUzMeKHmqc4Zcydsy8Ln9fLWmztpax3HNAyEcLZVkUg+Pp+PmuoahodHSMQT+Hw+erp7GY9G2b59J0IIwvlBqqoricVi9PX14fP5sCyL4pJCnnziWWpqaxEoFJeUUFpWSmVlFR0d+wgEjr1JbjrIftKOjozS0txCLH6wAGaejIzuKGL6JjkcDaqiouvaIZmS4yEvFCQQDOLz+6iqrqSiooxAXtDZKtk2c+aU4fP5p4yPOSl8DcsyURWZ2R7bCOH0dtnSzk1TnYj9ga5pdHR0kk4nkbIETf+/KMolXHxRkoH+x9i2rfmAZEZ+foTbb/806y87n0Ag7LStZARntq9wDuaMEB7H5lLj9dfexOcXlJSUs39/H6+9+gZjYyO0trSzbetudu7YSV/ffjRdI5SXxy9/+RBtbXtZsmQJVTWVeL0+fD4vluV0Kvf29rBt23a6u7tJJmO8+cabGXtQBS1jH6CIiTnmM40QgmQiwfZtOxmLRp3GSzGRdVNVxbE1FU4/k+PnM7NVytl094kInmlZFBcX575WVJWi4iLmz6+nuKiIdDrN0mWLOe/8j5CfHz5gZjo49yNtpJw4U7Y1QhVI6Wz91EyLiaIqOa22bQuvz0MsFsM0DRRVIEQNUpbj9ca4/vqdNDfex8jw6MT7CTLV07YrOB/AGSE8IIjHEwwND7F48Qq8Xh+LlyyitraG5cuXs2zZEgqLwuheD7W1tcwpK2XHjl2sW3cBRcVFxOMxRoZH8eg64XCY4WGIxQShUIg/vuOL1NXVEgyGWLhoAal0ko593XR399HZ2ZmrIj5ZeDxe1qxdxUc+cg5Lly6mrs65vvxI2DGCR8G2nMZIPZOFm4nz1VQNoToZxqPpkD8ctm1TWlqC/6BVpW07Zf4lc0qYN68BTdeprqli+YplB7QaZIO4iUSC6FgcQbYiF5zVjoLMDj2UZOxTna81TaN/YIBUKp0RTguhXIpQCvH7U6xcOcBLL/4+V4iZFRtXcD6YMyKdLgR4dJ3zzj+XluYBp25DUSmvLCcvFEL36Gze9CorVqxAURVGhkdBwAXrzmXjixv50X8+z513fpGiokJ03YPXa+Px2Oi6Tk9PLxteeB3bcvp5AoE8auoqSaXj1NTU4PV6T6o1pqIq+Px+fH4/+ZFwLuaRTCYwDYNYLM7oaJRYLEYqkcQ0zRMO8n4Quqajamouo3Yiqx2P7mHOnJJD7m827a0oCvkF+UCmZ2uKVgxVVYnHkiSTycxxZC7+JRSZER7n++l02qnpsS00zYNp5vZgznsSxrL+DE39AvPnN9PVpfPkEyVcd8PFJ/Xv4HTjjBAeAEVTUS0fQpgIxdl3+30+FKEwNDzMwkWLuOTSi1AVlZc3buKNN96koCDCZVesp79/kJdffoVbb7uZtJEiGBQEAxpdXV28/tobLF0yj1g8TmnpHFpbWkkl06TTJqlUKhfUPBWYqEZ1vIeFEEQKIpSVOyl/27ZJxJOMjIwQG48RT8QxTRPTMKe1JECoTiZrcvbpeJBSEgwF0A8z2vho5kEJkSmBGBwilbLQNOc+qRlPGsu0UJTJPj7ZmE0m+4Th3LtJ2StFWY5h/RBd/QsuvXQHv/vdr3h/SwnLVyzJmYq5AnRkzhjhcbCRUsmJQSDgp7GxmRc2vEB19XySiSRen5crrrqM9Zdfiq7pxONxSktLOfucOnRd5777HqC7M8rqNaspKS7i5ltu5uWNG2lqaiGZTDIWjTI+Pk5RUSF9+/sxzVOz8nRybYqiCGwbdF1Dz88jFM7LxF4k4+MxRkZG6OzomhbxUVUVVVFzhluarh3XQITs1iU/Px/lCF3nR0M6naK/rw9dn2T8hURRnPnxpmU7sbBJaSqnvsdG4nMqm4VA5sTERBGrseWVKOJJLr+ikJde+j2VlWWUlBYzbTN6zmDOKOHRNcGcOUHOO68OAJ/fz3nnf5SVq5bT2rwnFwR2Kmk1bMtieHiYi/9gHfn5+ZimwfJlSzhrbZDS0hLAqVaura3F7w8QDoU4++xzqaktzzzMkk99+taTdbkfyGRXOzjQbc+Z3qnktmemuXdatmCaqjm1NPLERtZkEwahUN4JGwD27x8gFo8hIBNcFplUesa3WhFYIrvlYlKhY/brQ0/AlgqCO1DE6/h9MSoru3n8sSf43Oc/k/O4dlc9h8e1xZiCyZaY2a/h1F5CT66GFQJsC4aGhgjn56Fp+pTnnV3htLW109XRdcLCoygKXo8XVVMxTfOIhYpjo2MgIBwOT/lz07Corq2kuKT4uAPiiiLo6+unpamV2Hgc0zIwLRNN1RgYGERKgWE4Y6BTKQPblsTj41iWjWmm6e3to27uXL7y1T9B16ea7S5Avomq3I4QYbZsqaW759N87GNXgpg5D+vTEffOTMHBn7DOtmXmLAuOhcmzzJ24Sordu1r5znd+zDf+7vv09fYfkl6ejJFOEx2NTks1s0f35DJZhzMDsmyb7u5u4okY9Q0Nh2SrwFlxeH06BYWRE0vDGxYd+zpzjZjOVEyFVDoNgBDOmKCpuq9t2+nxKy4uxufzTXl8KW2EsgbL/jIQZfXqHajKBnbtaprxwYinG67wnMZk+8T8Pj+2afPeu1v47nd/yBWX/ynvb9nFV756K5XVlTl3uYNRVYWxsTEnSH6UD0mu89q2ncB0xnZV13RnAWBLp0H3IAsMoQiEorJ3z15C4TBXXX0V5RVzqK6uyk0TnfwepXMK8GSCyscr+D09PcRj8ZwlatYSo6S4mOUrllFWVo5tWximgZR2rhfMtp1rSiTS1M+tQ4jDi4iUKpIvYNl/gJRDnHvuu7S0bGR8PJaJTbniMxVnVIxnNjC5UhYJoyNxNryzkSeffIsnn3gZTYPPfvYy/uIvbyccDn9grCE2Hp+y+fJge5FsbYozt8qL1+PF6/eiaRrdXT2ZXqeMoc1B7RGWbTE+Os7g4BB1dbWsXrMqZ2gWCPqprCynq7MnJ6Rej5dIpPiEYjuWadK/3wkhpNMGqXQSVdFQNaeCORDwU1tbQ3RsjIGhAUxpZTJXoCgqYBOJhCkpPfxWbyKrpgFXA5sIhfawauWjPP1klKuv/QqBwMzZj5xOuMJzmiAzHdWKqmJbkp07dvHOO80899zL7No1QHd3PytWzuN///kfcsG6NQT8/pyt5VTiIwQYaYPh4eGJJsfMlsyZMeVB13U8Xg+6rhEM5uH1esgL5eHN9F8JxWmwHBwYygVgJeSsLxyLEYWB/YPExsdZvWYlc+vrDoiVSQmRgkIS8SSDQ0MIKQhH8tE9R2dmdjii47FcZs+WFqqiOZXFwtnudezrJhYbR2KjazqWZWGnbWzbafy0LIu8UIiGhvoDzPSnRiBZj2V3oSrfpr5+N15vjDdfr+TCdTd9aN7JpzPuHTkNyAqDz+enva2dn/3sQbq799Da2kssFqOnBy64YB7/9v2/obqmIucKN9nY/ODjCeGMVRkddWaOe71eQqEQeXlO82wgECAQDBII+NFUHcs2sawDLUBEpj1D92ikUwbyoOC7aZjsaWlHVTUuvmQdBYUFmamfB8ZThIDSshISySSxaJxwOA9Hwo4/ppaIx0kbaWzbxkiDqjqC6PE4diiJdIK9e/cyOjpCXiiMrquTDN4U0kaa+vp6QqEw8UT8yD4/Ujr1Pnwey/ofVHUblZXt7NkDzU17WbSk4biv40zFFZ5TnOyc6/a2Nh745WP09g7h9SYwTQ+RSABVDfCVr67jzjtvoKi4CMv64GyKM/5WYpom8+Y3kJ+fj1AUvB4dTdedVLNQsGwby7KxrAk/4IOP7RQrBkklRwCcymEBqVSKPe17KSqKcOG6i/B4dUzTOiC9P/l8dN1DRWU5oyOjueLH47lX2cyelE5qP0UaXZeomuYEv4Uz+jeVStHc3MjoaIyzzz4HpFPX4wTpFdKpNCtXriCVTn7guThV1BqgAkuQsgsh+lm75kHe2zKOosw7YXO3Mw1XeE4HpCSVTDF3bgl9fSMgHFsPWxrccef1XHrpH+RWH8fywIbCIULhUKa+ZSKmIyXYOCuTo6kOzqbhs02WfX39dHd1sXrNapYuXYLIbPdy89IPg9/vJxgMHFdsJ3v86NgYhmGh647NqaI4opbtoZJSEgqHePzxJ9m2rZELLvgouq5gGM6APU3TiUajFBUVMW/evKMScsjeHxMp/xbLPhtV+WdGxm5g2fIbXNGZAjerdYqTTZO3tg3xve89yooV1RmTKrjrrr/jyqsudzqnlWObNjk5OyWZqBQ+3H+Hw7Yl/oA/tynq7OikpbmVy69Yz+o1K1E19ai9eJyVw1Gd/pQMDgxy553/yMsvbcoEiCccEA3TwLIsPLqHzo4u8vKC3HjTddTX15Otcsyu6IaHo5x11lkUFhUc8zlI6QVxHab1MKWlnyMYnLpOabbjrnhOUYSAeDzOO++8yxOPP01eMI977vk6j/7Po9TNrebvv/XpzIyqDwp8HpnpKHITQkHTNcKRMINDQ9zyyZsoLS0lbRgz0g0vJWx5bxvf+uZPqJtbyBVXfQyP10t//wDJZCJ3jclEingiSTwep6GhAVVViMfj2JmKZSNtMDYWZeHC+Vxw4XmHzJw6GrKrKkUtz52by6G4wnOKoWS6rjv3dXP33b/CMMa44cbrWLlyOYZp8snAzcybNw+v13vco0WmEyklAb+fyqoKioqLqKqqQNN0zIwJ1oeNbVo89fTTfOcf/5vKyhK+8Y2v4c0U/FVWlTMyPEw6UzAosbEtG1VRSNkSISzAyRYibGzbJhAIcMstN+EP+E+oBudUrnI/FXBbJk4BJmplBNHoOA/96iF+/vNX+fKfXsEtt3wCVVNysReXSbEsKbj33t/y7W89RF6ej18//DcsWbr4gNd2d3Wzp30v8UQcy3QM5+OxOIlkAkURGIZFOp0mlUrh9XpZf9ml1M2tO0lXNntwVzwnkcnd49GxBC++uIGXN75PVXWEhx/+DhWV5dhSusHJSWRFp7urm3t/dj8PPvg2Ph9857ufZvGShYcE2MvKy1AUhba2dqJjUYQA08yYtCOwpSSYF6Bubi0LFy6kprb6JF7d7MEVnpOEbduZ/ijJO29v46c/+R80Lc2d/+tTLFzYgKI66Wx3uT6BbVl4vT62b2/irrv+lc6OFiIRyWc+czPXXrs+IzoH/htFcUbw5kfy6djbydDgYKY/yyY/kk99fR2hvDC6V3emYbhd5TOCu9U6CWS3Tb09/Tz861/zzrvNfO5zH+fKK68kmUxk0sBuwjFLLtYiBdu37eaf/+W/0LUofn+QUGg+f/+tL6BrjvfP4bajjtCraOqBLQypdMoxgT+FxhTNBtwVzwwjpaRv/wgvvLCJN17fSk1NkH/5l79lTlkpyWQC4fr1HoIQgkQ8wW9/8xibN+1mbl0ETStk184hvvZnV+DRRaZW6PDHUBQlY3eRzFoN5L6vaW4/1UzjCs8MIgRYps3dP7obTSvla3/2GapryhFoTqHah+yFfDoipSQRj3PXXfeQTo+yYGEhQsDmza/xD//wbRYtqjvqDNpMj252OTzuVmuGsW2bjn2dzJvfQCqVch+GIyClRFNVtry7lRdfeouiwnzS5ijtbSOcc84KbrjxClKppCvYpyFuIGGGURSFufV1rugcBUIIDNNkwaL5VNcUEsrXicc85EcKuOyKi0gmXdE5XXGF5ySQnTDpis6Ryfou/+d//ARN06iprua1117iT79yKx6PNuUoG5fTA3erxZGbKydG2roiMVNku8wty+KJx54gbZh88tY/JJ1KY5omPn8eimK7BZWnMe6KBzANg7bWtoyfDCSTaZqbWtFUNbcykVISHRtjZHgENdOPYxgGHfs6Tvbpn1FkhV7XNB595HFUzcPNt3wCKR3PoEAwgBCu6JzuzGrhcTxpDLq7u9nw+xdJJOOYhsnY2Aj33/cAiqKSTqWwLQtN1XjmmQ28+MJGFEVFURSee/Z57rrrgVN2ttbpRtYBUdd17vnxz5FIrrrqsgmHRLdt5IxhVqfTDSPN9m07icdiDA0NseXdraiZIrNkMsGuXbtJp9JU11QxOtJLb2/cvZdWAAAJeUlEQVQ3N950Pc88/RxLli7imaef5ZprrmR/Tx+V1ZXAsXviuDhk/XQs0+TRJ54mHA5w8ydvwrLc6u0zkVm74rFtG03VSMRjNDU3MTwyTGtrK6FQiMbGXcTjCbZt3UoimcLn8zIwOEhsPM7w4BBrz1pNS3Mrn//85zjr7LU89dQztDTvIZlInuzLOi2Z3LP2yCOPYtuSmz5xY67D2xWeM49ZKzwAAoFl2axZs4aFCxeAgJ7uHiIFhSxcNI/Fi5fQ1tpKMJjHSy++RjJp8+BDv6VxdxOGkaawqIji4mLOP/9c/uovv0dba1tuhIrL0eOsdnT+62f3E4+lufbaq4/Z2Mzl9GLWbrWEENjY+Hw+Usk0RtrAtiwsyyY6Ns7oSJJoNArCJpFMUFBYQX4kjKLYGGaatrY9pNIGwaCfXbsaeerpHxNPpLCluzU4WpzslUDaNk889Rh+f5BP3vYJTNNEnIDRu8upz6xd8eSW96rKG2+8wcaNr5CIp5k3r4Gh4WHefHMbjz3+BHV1cxFCcNttV1JfX83I8DB1dXNRVJWSkmIadzdRXV1FIpkEZsb86kxCCJ1Hf/c/pJIprrv+akzDyM3wcjlzmbUrHkVRkAKqq6vweDyUlpZQUJjPkqWLeeaZZ5g/v4SlSxZSUV5Bb08vd//oJ6QNDUVxpjMEg37GRse46uor2b9/P5qmMMVcPJcjoOs6P73nv7BML7ffcZMbmJ9FzMoVT3a1ExsfZ0/7Hi6+5CLWrF3D2rPW8oPv/yfnnXcuJSUlXHDhOn7zm0eQNnz03HM579zlLFlcz/z587AtSWVVNdFolD179rJr5253XvYxsnnTZvwBD3d+6dZcKt1ldjBrVzyqqpJIJFixchm9vftRFQVVUbnhpmtJJVP09/Uzd24dt3/x8wQCAUrmFPP2m2+zc+du0oZBQ0M9L2z4PW++kcfIyDCVlVUsWbpkynHALlNTXV3DqtUrMU3T9R+aZczalomsMVS2AjmVTJMfycc0TUzTYGhwiLLyMkzTylUup9MpEvEURcUF2LZkeGiIZCKFrmuEI/l4PJ6TfVlHRbYlAQ6cMjF5IN6R/t10iYQzC2xaDuVymjFrP2YURcl47zqxhmBeMDcqRtN0yivKMU0rF+gUQuD3+3OiIwSUlJRQXVNFWUU5Xu/pITrgZPTGxsZ49513c9+TUmIaJvv27iWdSh9SFiClRFo2e9v35VpGcsfDKUPY074n9/3xaJSmxiZnbtdh1CX77f29++nvn30ffrOZWSs8MPFpLyWHPBxZ0cmSHfubHSkjJRim6fxnGKfFJ7ezWhG8snETvT29fP/ffuDUMplmZkWX5uWNm+jp7kEClmli2zZ79+zFtizShsljjz2Brnty98syTSzb5q233mb7tp3ExmOYpsHoWJRNr2wmEY8THYvmzmFkZITtW7fzzlvv8cTjT3HP3T/mpz+9l9c2v4Ft2W6sZ5Ywa2M8B3NwNmWq7MrRvOZUJSsUqqLx/PO/Z926dYyNxXnhhRfx+XzO2GLLQgiFVDrNpldeZXBggIqKCgAKCgpQhIJhWFiWxcjwCJGCCL09/exu3E1bWzuRSAHtbXvYu3cfhYWF9PcPsnt3M6FQHoGgH4/Hw6ubXmfHzl1cc82VPPtsK3f88SX09PRw5VVXYFrmaXVPXY6fWb3imU1kDebfeftdvvTlP2HN2tUEAn4uXHcBK1euoL2tHYmNpmsoisK5H/0I11xzNStWrmDV6pXs3rWb9vY9jI9HGRkZ5aGHHqazo4uKqnIS8TimkWZkeJiWlhYUFTq7OrFsi/b2doaHR3O+xoqi0tAwl9WrV+H1eqitq+Xtt99BSnelM5twVzyzBEVR6Nvfx+7GJjweD7F4nEQiSVtrG+PjMYSwAYFlGoBk+46daJrKPT++l0996hZUTae2rprCwkKKigohM0pGIEAIamtr8Xh8jI2Nsn9/jAULF6AqKl6vl6bGRs4+Zy2KItA0FY/uyZwTgCQej7srnVmGu+KZJUgpKS8v48YbP44/4KOkpAhN0yktLaGiogxwMnyqpmHbkrPPXksinmT+gvnUN9Rz3nkfJTo2TqQgDMDoqI1hqIDENAxsKejr62NkZJR02mlB6e7upq+vH0VxPt90zYPEprS0BADLclpW5swpobGxya2BmkW4wjOLsGybvr4BHnrw4Uww3GJwcJjf/OZ3hMMhDCOde/hHRkbo6uris5+9lSeffJrduxrZ17GP6qoqAJJJD7YtsW2boqIi3n2nnd27d1M6p4Qrr7qcXbsa2bz5TeLxBJdcsg4yW6nenl4iBfm5c/L6vCxevJS33noHJqX5Xc5sXOGZJWS3MjU11Wi6SiQSwefzURCJoGsaS5Yuori4BMMwUVWV3/72d1i2RW9vL6Ulxfzwh/9Ob28fc+udueJlZRKPR+LxeAiHwxQV6Sxfvhy/P0h/fz9CwCV/cD7j46P0D/Tnsn6jo2PMmTMnd15SShYtXkjj7r2MjsZm/L64nBxc4Zll7NnTjm3bCEVgmiYPPPA0+/b1sXDhIqqqqpC2xLYtli1bSk11NeXlZXzsskuZP38xwUAR1dXVtLS0o6oqgYCP5uYmDMNg3vy51NXVUlVVyfDwKNdd/3E8upePf/zjvL/lfdLpNA/+6r+pqa0mFAoBILCxLYvq6ioqK2v4l3++n0Q8fpLvkMtM4AaXZxnh/HxuvfUWomNRli1bzsWXrCUQOI/x2DibNr3K4NAwNTXV+Pw+BALTstm1Yydnn7OKNWvW0NzcxH/8+/1cd91VFBcXIxRBVVUV0fFxQqEwpaXFrFmzira2djxeL4sWLWLe/Hr69vcTDoe4cN35CEVgWSYLF81xypeF5LZPXcPAYByfP3Cyb5HLDDBrWyZmO6lUinQ6TTgUQpKZYZVOk0gmyM+POJ44QmQKBw3ygnnOWB5FkIgnUTUFXddzHeXRsSiBgD8358ow0sRjCcJhZ3XjFC+qOEkwZ9uXSCTx+by5rwXgRnhmB67wzEJs20ZRFBTFqcaGDx7jk60ozlZzH9xnJQS5Y+WE5AN6sVwbjNmLu9WahWTFIysU8MFV2Ac3hh4sKFl/5ImfT0yEcMXF5WBc4XGZFo6nncQVpNmLm9VycXGZcVzhcXFxmXFc4XFxcZlxXOFxcXGZcVzhcXFxmXFc4XFxcZlxXOFxcXGZcVzhcXFxmXFc4XFxcZlxXOFxcXGZcVzhcXFxmXFc4XFxcZlx/j+ffkgBiao0CAAAAABJRU5ErkJggg== a526308686 发表于 2023-5-31 14:53
选个大点的弹簧做力F1,锁紧用棘轮结构
棘轮做不了无极锁紧,如果要做到无极锁紧有什么好的机构呢
你说的安装件和调平件是多大的工件?
天空挑战者 发表于 2023-6-9 11:37
你说的安装件和调平件是多大的工件?
200*100左右的板子
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