怎么在T3里找不到低值易耗品科目?我公司买了一批办公桌椅,入低值易耗品
在用友畅捷通T3财务软件的用友T3总账系统模块中碰到如下 问题,怎么在T3里找不到低值易耗品科目?,详细问题描述如下:我公司买了一批办公桌椅,入低值易耗品,请问是哪个科目?
好的!谢谢老师!
第四个IPAD说不定就是你的,点这里!
您好,可以使用周转材料科目。
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6fhh0GXMk0FdU+WTQMgDwhfVrGg0sEnWasnxaL2Gyey99lc5HGBwAAAMgTEuPSiEbrkk7yEYkjKX8Y2HpasqrT0CcTAAAAAAAAgPFk4tOnT1eXl5dkhWcrSXpWMxoAAAAAAABA8Rj6momyMfHT7Wf0rn4sz6Sr7O0v+zOrYLSgvwENnplH+9F+tP8uwGNOQ6ZMN9Iuyt5+AAAAAIBxZiSTCb3SnbF6Er365wVMJDCRGBRf3+/VzhR1HAEAAABZ0Esc1L6ctpIG8UvrPwz0sX3pQZmk8yatXb9jYo2a51FOh3Nqrt28f2KtOzM1vLbCVpp1Kz5c5fPO7RvpJi1OzNGmvNV5zOmp/aebNHcrj/2lbywGmqK5eN1nJgpwTm/qGi/DYFj7BQAAAIoEx8Ok+0mJx+Ijab1OWKfTknTcojO5u7pH95Z2aGcnkKV7tLeq33q9Sns0T+uctz5PtNcwk430yIlPe1HkAoq4bGLPG+4b6Ro1Im3c6bX94Yvoumku1uh4o93pG/v1BtXkrXQ88agR7Uf95mr/Ia3MmslGDpF+Ln1d69reL3YsiM77zes4AQAAAEYBx0GJs0lxUftJmtH76IdByvaLrrO0mbc6nQWTh9Pz9P2jSHv0LT2hM/rSmTAc0e+H0zRfj956PVWlNztvqNrnK7ClwrpRnLZ2gfU0kjcOvjuIUiGnm3NBG4Mb43qdyrAsqOf2NxepdlwxeU360KjQwtOZjlZ9tUGVxodwwjCzTAdX2xS+Dzug+pzqdEwfC/CND/d16e+S1jbB2uPSAo8FbddjI4/jBAAAABgFNiYyOmZqbCyVstYmOqNtVmz+XSLngLc6nQWTO2+iyYLl/EswrbhHX/U5eRDkBEqFrc5bsblw2X2+ueT+a2oHbTx49SAylIzY9jdpkb9leL8Q6RGnH4PpwUO6H84lggnE/UBzTxhON99SQ/vmHO7vViw2Ly6tcdkLNVYAAACAjJB7S46Jktai7YKkOU/HUkZscXYrNn+U2HaJ7ksPQtcC7KPdLTqcfkzf8ATi/E/6PP11cL+3dr1mYleef+oBewJdJ9RlE9iuG8ppn28emalWqSD3uUMhrv08ETjeeHXzLUMvdNZZTNDsCtFGW31TkXNk4GrxIXnWx1VG70un7fgBAAAAyoC+t0yTZkSXOKrzmCLFU1e7fDIo15OJ82DSsKUfa2I+79EvVA/XU6zP09mWXaCdDrkocWKxea606KCABJOBH35eoPfLfU61Oo87XVF7gwqxZkLoZxCzj+77rjJ6XzrN6DTGDAAAAOBH4ixL2pjJflbyhquOLFnQmUzwRGJ1j2h+3a6JeELPxDD1DT2e/kx/DrAAW8Slu9A+PgHFhBddP3y9PPC3NjPLrwuzZoJJO5DZrvs3p63NIvvSWy0MxgwAAICy4IqDLpvAuiv2JsF+Uk6n84bULes6TnonElNf03SUBCBbeIE1UaMWDeZZ/jWnFq3MBmn+1Sa7RsKuoSgodgBbXbAfZozLptH5vBVdCwAAAFAmXHHQZRNY79yXKLE+vSD7ywu2bVkx2XB+IxEwVaVnTw7pF3mu6ehX2vv8hL6VX37qAX0huPL6YjGDXChQRKq0HVxzvu4daW8Q/57TRjtIb/Pqhyo9rweTi3fhw0udn46tPw/XRXTeMXHzWFNnAXZlgaIffso9dvC6BrNrPCSNEZuf5A8AAACUAVecZXx2pnNvouJoFjE27nijQtolkhWTn+kz7a3evJhOL7R+9GKdHv+2Gtq3DunJ0gvqYy7RgU8ii1ReGiJ2ADTV7X2qN2qdvlFr1Gm/M8noZFB745hqUb+ZXXlI+weDPy41Cri+dvDKGAAAAABA9rjirCseazjfV8baLVJW/PIU53XdsqzTxMXFRXZTk4CTkxOqVG7eGiCVjbtoDPuJj04XjVar1dX+soH2d7df+rLt34zu474+77K7ygu+/TBxeaCYlH28gW7w+Yv2o/3d8TctOjbqWClpGz+tj6B9LHYfWeO6/rae9vhZ1anrp2GHAVcyTUW1TxYNAyAPSF+2/dv2cV+fd9ld5QWfnYnLAwAAAMYJiZVpRKN1SSf5iMSRlD8MbD0tWdVp6JMJAAAAAAAAwHgy8enTp6vLy0uywrOVJD2rGQ0AAAAAAACgeAx9zUTZmPjp9jN6Vz+WZ9JV9vaX/ZlVMFrQ34AGz8yj/Wg/2n8X4DGnIVOmG2kXZW8/AAAAAMA4M5LJhF7pzlg9iV798wImEphIaHz9uFc7k3ZMiF+v/kn4/OLsSQIAAAAMk15ijfbVsUokDeKX1n8Y6GP70oMySedNWrt+x8QayTvq6Gj3+r0TXSIvoegBXlthK826FR+u8nnn9o10kxYn5mhT3uo85vTU/tNNmruVx/7SN25eUteFs9z4MsgYyHoM+cZ03DoqzvMJAAAAMEwkRsXFQs4T0bqOVf3EraTjFp3J3dU9ure0Qzs7gSzdo73VXepMFx69CG0i6/M0Hfyb/76/19bJiU97UeQCirhsYs8b7hvpGjUibdzptf2dN1xHaaG5WKPjjXanb+zXG1RbvD2dcJUbB2y/Fp3PRVyflzGhRdslLYhdS5ydsbYkXaPzrAAAAADDguOMvu+MizvaT9KM3kc/DFK2X3Sdpc281eksmDycnqfr+cGjb+kJndEX+XbimnNqNvaI5utUnYpMPSIV1o3itLULrKeRvHHw3UGUCjndnAvaGNwY1+tUhmVBPbe/uUi144rJa9KHRoUWnobvta6+2qBK40P3txPOcvmD+7eI1l1pgfu1tut+ntTnZVyI+GyMtUuez8748nx2jctHCwAAAJA1No4yrOu4K2g7b6WstYnOaJsVm3+XyDngrU5nweTOmyolzg+OfqW9z0/oWR8zCTmBUmGr81ZsLlx2n28uuf+a2kEbD149iAwlI7b9TVqsEe2/X4j0iNOPdEwP6X44lyCauR9ox/Tx+nEmT7kcwv1bROuutEb7C8Pu97L/pONwvhafrVf6LQcAAABYJEZxHJW0Fm0XJM15Ov4yYouzW7H5o8S2S3RfehC6FmAf7W7R4fRj+qZrznBOzV8OaXr+e+rnASd7Al0n1GUT2K4bymmfbx6ZqVZJ7onLSFz7Tzff0vHGK6pGelr6LXeX6IGrcQ1itml/Sdux4EL8XX5xZTlPxlXScThfxOrarmGb1MsnAAAAQFboeJQmzYgucUnnMUWKVa52+WRQricT58012jqcpvm6+abi/C/02+dpetw9w+gJuShxYrF5rrTooICcbtIPPy/Q++Uep1r9lssJPGh1P3YNYj24dZrRaVf/t/5ZI+NOxGUTsUi9pI66rjoNAAAA3BUcvyQmuWKZCx37RPKGq44sWdCZTPBEYpWXRKy/ub0m4vxP+nzr24rekQsjNwxWd6F9fAKKCS+efvh6uedvbfotd5fwYNV9ldPWZpEBrrdamF76P5fx+bvypI4WtotY3QoAAABwl0jMFPHZBNZ1/OK09XGh455O5w2pW9Z1nIydSAQc/X5IdO+r5HUVAKSGF1gTNWrRYJ7lX2Vq0cpskOZfbbJrJK7XUCSUyyH2g4lx2TQ6n7eia0mLLs9wWhNXFynrQuy8dYnG2rVubQAAAEBWcBzT4rMJrOv4xGJ9ekH2lxds27JisvMjTZ6JBK+X+HJG9OTb/n4OVtAXgiuvLxYzyIUCRaRK28E15+vekfYG8e8ybbSD9DavhKjS83owSXgXThA6PwFbfx5Yk8rlD1ffdtk0Nj/J36I/IPR4s+g8EbGLuMqKXQtjdcHatW5tAAAAQJbYGCb47IyNSTY+9ROv4o43KqRdIlkx+Zk+095q94vpbt5Ld05/fo6SA8InUW5CGGmI2AHQVLf3qd6odfpGrVGn/ZxOFvKIHlt6vNlxpvNEfLqg99krg5QFAAAA+oHjjo1/SfGI831lrN0iZcUvTZlRoeuWZZ0mLi4uMo3uJycnVKnc/Pq/VDbpJoL9xEeni0ar1epqf9lA+/3td/XruPERNw5sXpIuxO2TScoX2C+JNPVh0h4T3Kbs4w10g89ftB/tv2l/mjgl+OKVpG2csj6C9rHYfWSN6/rbetrjZ1Wnrp+GHQZcyTQV1T5ZNAyAvOHq13HjI24c2LwkXYjbJ5OUL7BfkmisronLAwAAAPpBx6Mk0Whd0kk+InEk5Q8DW09LVnUa+mQCAAAAAAAAMJ5MfPr06ery8pKs8GwlSc9qRgMAAAAAAAAoHkNfM1E2Jn66/Yze1Y/lmXSVvf1lf2YVjBb0N6DBM/NoP9qP9t8FeMxpyJTpRtpF2dsPAAAAADDOjGQyoVe6M1ZPolf/vICJBCYSPnrp0/32/7Tl2M8nAAAAwLjQS1zTvjouiqRB/NL6DwN9bF96UCbpvElr1++YWKPmeZTDHO2q90+YvB7gtRW20qxb8eEqn3du30g3aXFijjblrc5jTk/tP92kuVt57C99YzHQbjjdnLvuM678vNFd11Bc9kGw+5L9+ewWWQOlBQAAABgXOP5xbPPFQcbGSknruNhPjEw6btGZ3F3do3tLO7SzE8jSPdpb3aXwnXVHtLt1SE+ivPV5Unm9Iyc+7UWRCyjisok9b7hvpGvUiLRxp9f2d95wHaWF5mKNjjfanb6xX29QbfFmutD+o0X1/bDfhLJNeX+l3U1d/SK4+ri1iQh6H3qfLjsAAABQJjhe6lio46fFFzP1PvphkLL9oussbeatTmfB5OH0PH3/KNIefUtP6Iy+8DcQR79TMJWgb6O8qeqzm7w+kArrRnHa2gXW00jeOPjuIEqFhH9FD26M63Uqw7KgntvfXKTaccXkNelDo0ILT2c6WvXVBlUaH6JvH07pY+D/YLajFJKkwWv7t9atWNhm9y9jDQAAACgbrhjoipWMtvNWylqb6Iy2WbH5d4mcA97qdBZM7ryp0lSkdNGZWBzS79FXEefNX+hw+jF943T2IydQKmx13orNhcvu880l919TO2jjwasHkaFkxLa/SYs1ov33C5EecfqRjukh3Q/nEkQz9wPtmD52HoNq0x8top9/kMFZjEfHpI9L39W6tmvYZseNFou2Wz+ddqH9k3wBAACAvCOxTN9nanHdf0qa8yT+CmKLs1ux+aPEtkt0X3oQuhZgH+1uqQnDI3qxs0S0Fa6ZWP3tMa37Jh4x2BPoOqEum8B23VBO+3zzyEy1SnJPXEbi2n+6+ZaON1719ohSZ6JBtPA+7DPtDaKV2XyvmWB0H5e0lTisn8/f5aNtLiTfJQAAAEAR0XEsTZoRXW6ydR6TxY33qHC1yyeDcj2ZOG+u0dbhNM3XZcJwRLsvt+hsfj1cT/HsT1p92d+aCbkocWKxea606KCAnG7SDz8v0PvlHqdaM8t0cHVAUmxm+TXVqUEf8j6bCOD+KoM2qe/68vU+fGgf3sbty0qcHQAAABh3OOZx7IyLnxYdL0XyhquOLFnQmUzwRGJ1j2h+/Q1V5auH8y90Rk/omRjMY0+9IheGxaW70D4+AcWEF10/fL2cwbc2s/SgQItR9OD1DWbWdd+2flbXsI3Lah/RXcg40sdjfHYAAACgKOhYKHHQZRNY13GP09bHhY6XOp03pG5Z13HSOZFwMkVfT0dJAAaCF1gTNWrRYJ7lX3Nq0cpskOZfbepaIxFg11B0wWsoirEg2w5gqwsuXftZXaNtvjQAAABQBiRWivhsAusyyRCxPr0g+8sLtm1ZMdnwTSSmvqHH04f0i7xc4uhX2vt88+tOvaAvBFdeXyxmkAsFikiVtoNrzte9I+0N4t9z2mgH6W1eQVGl5/VgcvEufHap89Ox9efh2ormYtBvbtZI8E/INioLFP3wU26R/q77vcuWJcPYJwAAAFAkfLEwLkbK/Ylg71OtnoY8xGRpl0hWTH6mz7S3Ki+mC2W38yjTFFXfLNG9vdXQvnUWTDpeUB9ziQ58Elmk8tIQsQOgqW7vU71R6/SNWqNO+51JRieD2hvHVIv6TSfvIIvHpYaL9HcRny0r0u5Xxh+LxmcHAAAAigTHQVeMi4uPrvgnZazdImXFL02ZUaHrlmWdJi4uLjK9izk5OaFK5eYhdqlsmpsa8dHpotFqtbraXzbQ/u72+/pymj5ufVhnfOXi9ukq69o/6z47yB9lH2+gG3z+ov1of3f8TYsv5qWJi/o42sdi95E1rutv62mPn1Wdun4adhhwJdNUVPtk0TAA8oCvL/c6JhjW48ol5bn2pxE9yQ8AAADIOxy70opG65JO8hGJIyl/GNh6WrKq09AnEwAAAAAAAIDxZOLTp09Xl5eXZIVnK0l6VjMaAAAAAAAAQPEY+pqJsjHx0+1n9K5+LM+kq+ztL/szq2C0oL8BDZ6ZR/vRfrT/LsBjTkOmTDfSLsrefgAAAACAcWYkkwm90p2xehK9+ucFTCQwkXCRtj+zn09cWLvW05YRfHYhq3JJ/gAAAEBW9BJztC+nraRB/NL6DwN9bF96UCbpvElr1++YWCN5R12Ho93rd0+8XGuSzuoFXlthK826FR+u8nnn9o10kxYn5mhT3uo85vTU/tNNmruVx/7SN25eUhe+tK6733SE35ydQ1x1jbNbZG2SFh+c59tPHFLGV9Zldx2L9bj6AQAAAHeFxChfrGM4T0TrXE7im06nJem4RWdyd3WP7i3t0M5OIEv3aG91lzrvrONJxtYhPYny1h//RqsDTiiYtBdFLqCIyyb2vOG+ka5RI9LGnV7b33nDdZQW+M3WxxvtTt/YrzeoJpOF6vZ1n+mIvD37VfRSu5wh9dRpLdqeBbIfGRt6nNjxwrqth89HYF0kja5hm92X65gAAABAluj4kxR3tJ+kGRvDemWQsv2i6yxt5q1OZ8Hk4fQ8fS+vtX70LT2hM/rCM4bzP+mzypuqPqMnn3+jv/Q5m5AK60Zx2toF1tNI3jj47iBKhZxuzgVtDG6M6/Xglnf86bn9zUWqHfN0QNOkD40KLTwN32tdfRVMGBofbr6duOaUNn9YIdp4T8s5fwU291U7aGUMDAPZrx4n9liuYyf5sG4lzu5Dt5239twAAAAAWeCKtb64o+28lbLWJjqjbVZs/l0i54C3Op0FkztvqjQVKcl8pj97nEzICZQKW523YnPhsvt8c8n919QO2njw6kFkKBmx7W/SYo1o//1CpEecfqRjekj3ZYIwcz/QjumjfUSq+Y5WWnV6nfOZhO7fkra6D+0f55uU78KWSdIFbZc8l02jbZy2H2DyOQAAAABkgcQjfZ+pxXX/KWnOc8WpJLsVmz9KbLtE96UHoWsB9tHuFh1OP6ZveHYx9TVNf96jXzvPPAUc/U6HUbIX7Al0nVCXTWC7biinfb55ZKZapZz/0XyoxLX/dPMtHW+8ov4eUDqlzbcNqvRdfrToPq63cX1Z8l1i8dnjEH9dTvajxWLztK7tgh2znLYfXkUb1wAAAPKNjkdp0ozoHJNcccnGrjzjapdPBuV6MnHeXKOtw2mar0ffVExV6c3SEzrcihZg//41zU93XHtGLkqcWGyeKy06KCCnm/TDzwv0vt9vFU7/mn5u3TwKVQS4v8qg5a2v/+r+LRJnt+g8X9qH+GjRuPKsTUTI4oMKAAAAGAUcv+QmW8eyOHTsE8kbrjqyZEFnMsETidU9ovn1N1TVzzw9ehEuzGZ58U1gmKav0z8T1YVcGLmxsLoL7eMTUEx40fXD18v9f2vT/oNalQUqylyCByz3Vz2ARXfh6+M+u0bn+9KMHFvXQXy0aKxd61YAAACAu0TirYjPJrCu4xenrY8LHfd0Om9I3bKu46R3ImE5/wv99vkefdXnZAKAG3iBNVGjFg3mWf41pxatzAZp/tUmu0bCrqEIaPIOHt4vzCNketD60qNGjq3rIB+uWlyI3fqKAAAAAHcNxzctPpvAuo1n1qcXZH95wbYtKyYbvolE5/0TN++dOPp1jz4/+Zbkh596QV8Irry+WMwgFwoUkSptB9ecr3tH5Odd20F6m1dAVOl5PZhcvAt/v6nz07H152ptxCl9PCaqPy/CaonbZDmAfcg465Xra6LEIvu2PlYHAAAA7hpfzI2LxTaW2bjWT5wbRexPQtolkhWTn+kz7a1G6yIi2eVF11NVqs/Tdd7W2Tytv+hnKhHCJ1FuQhhpiNgB0FS396neqHX6Rq1Rp/3OJENo0x/2xRQFQfq9jAMfMi7s2PDZGbbJmLL7jzuea18+XPsGAAAA8orERU1SLON8Xxlrt0hZ8UtTZlToumVZp4mLi4tM7wxOTk6oUrl5a4BUNukGhP3ER6eLRqvV6mp/2UD7b7c/rj+7xof1F91nt2mGdR9p98HIfnz2OFxl2OY7jrWBZMo+3kA3+PxF+9H+m/aniVOCjj86HvnilvURtI/F7iNrXNff1tMeP6s6df007DDgSqapqPbJomEA5IW4/uwaHz49zs+V5xON1m0e4yrDiD1OLGKLywMAAACyQGJRGtFoXdJJPiJxJOUPA1tPS1Z1GvpkAgAAAAAAADCeTHz69Onq8vKSrPBsJUnPakYDAAAAAAAAKB5DXzNRNiZ+uv2M3tWP5Zl0lb39ZX9mFYwW9DegwTPzaD/aj/bfBXjMaciU6UbaRdnbDwAAAAAwzoxkMqFXujNWT6JX/7yAiQQmEklw3/b17zh7r2WyRh8nzTGtz6jqCQAAAAi9xB4b56ykQfzS+g8DfWxfelAm6WhXvWPi5iV1IUe0e523G2j9wWsrbKVZt+LDVT7v3L6RbtLixBxtyludx5ye2n+6SXO38thf+sZioCmai9d9ZqIA5/Smrrcl7dqjfsqkQe/XJ1ngGsP2ODYfAAAAyAqOMa5YpLHxSNI67up0WpKOW3Qm17aIlnZ2aIdl6R7trd5MGo52t+hsfr2Tt/TkkLY6b7PrDznxaS+KXEARl03secN9I12jRqSNO722v/OG6ygtNBdrdLzR7vSN/XqDaosynQj2VWtQfT/sN+0NopVZM9nIGdLHRbQtLb36a+LGjOxX799lE3xjzh7D5Sf74jy9b9dxAAAAgKyQuMPw1hWjBF9s0vvoh0HK9ouus7SZtzqdBZNvdl7Q9XutH31LT+iMvnS+nTii3w+n6fE3U2HW9/M0ffh7399OSIV1ozht7QLraSRvHHx3EKVCTjfngjYGN8b1OpVhWVDP7W8uUu24YvKa9KFRoYWnMx2t+mqDKo0P4YSh+SGYlNTpefRC7Jnl14F2TB9z+u0E928rcXZG69oehy2jdSbL8WKPI/u1W4uUk3wpa+0AAABAVug4JejYo9F23kpZaxOd0TYrNv8ukXPAW53Ogq41E+fNX+iQ7tFXPH84/xJMK6I0M/VVoMlEIz1yAqXCVuet2Fy47D7fXHL/NbWDNh68ehAZSkZs+/lbBqL99wuRHnH6MZgePKT74VwimDHcD7RowlB9HkweGvQh+iridPMtNSoLFM07cgf3b93Xk9KMzUuDLZO2XD/0ehwZ3+Jrdd6KDQAAAMgCHWskrcUVeyTNeRKjBLHF2a3Y/FFi2yW6Lz0I4WTivElrL1/S6h7R/Lr6piID7Al0nVCXTWC7biinfb55ZKZapZze546EuPbzROB44xVFXzKkpErbV/tEtXAAzP68QO2D5dyeYxmoSf2bJS3i30uZrOhn7HEZXc7qjMsGAAAA9IuOK2nSjOgSY3Uecxdxt19c7fLJoISTiakqvdnZofV56lozkRVyUeLEYvNcadFBATndpB+CicD75V6nAeH6C1lPcfX6D5q1C7RzhB2o3GftwLU+GtvnGfH3lRkVum5JdZH6xwkAAABw13A8khibNjbpWCaSN1x1ZMmCrsecpqrP1JqJbJELIzcdVnehfXwCigkvun74uo9vFDqPQNXptUxCzGNPecM1aK1NRNC69PG89HdX3QS2x9VR2iA+VgcAAACyRGKWjl0um8C6jkmctj4udCzT6bwhdcu6jv73TNg1EnYNBQB9wwusiRrRo0oTs/xrTi1amQ3S/KtNeo0EY9dQdDFLD3K8st0OWq1bm2D1PGHrZj94AQAAgLwgMUvHLpdNYL1zX6LE+vSC7C8v2LZlxaR+f0RnAfb0Ywp/wOkRffvkM+39GuYe/bpHn59829d6Cn0huPL6YjGDXChQRHjdgxrM7Q3i33PaaAfpbV5BUaXn9WBy8S78uqHz07H15+HaipmntFBp0Ft5uUTzHa20bn7dKa+4Bq2MhX6x+xx0f/0gx0s6ts4TX95KG0ZdbwAAAOVA4ozFZ2c4Jum4ZGNUPzEr7nijQtolkhWT6/NntBW9mG517x4tvamSfPnw6MUSPTnc6uRtHT6hpRf9L82WGwepvDRE7ABoqtv7VG/UOn2j1qjTfmeSwczQ8sE+PVyZDftO7TiYhGz3uIh79Nj+ziJjYRTIMYdB2rbYdttzAgAAAGSNxBmNjkUuXHFJyli7RcqKX5oyo0LXLcs6TVxcXGR6R3NyckKVys1zJ1LZuIvGsJ/46HTRaLVaXe0vG2h/d/vtYNX9WufZ/h43blzl9JixZW2e9UuDlBFkP3p/jOwzyebC7gskU/bxBrrB5y/aj/b7428cNmaJLmkbn6yPoH0sdh9Z47r+tp72+FnVyb9mIiO4kmkqqn2yaBgAeUD6v4jGZ2d8dsZVzqbj8gTxSyMWsdk8l7/L5iKNDwAAAJAGiT1pRKN1SSf5iMSRlD8MbD0tWdVp6JMJAAAAAAAAwHgy8enTp6vLy0uywrOVJD2rGQ0AAAAAAACgeAx9zUTZmPjp9jN6Vz+WZ9JV9vaX/ZlVMFrQ34AGz8yj/Wg/2n8X4DGnIVOmG2kXZW8/AAAAAMA4M5LJhF7pzlg9iV798wImEphICNyHk0RjdcFn1/RaNm6faY4HAAAAFIFeYpr25bSVNIhfWv9hoI/tSw/KJB3tdt4jEcoaNeWN110c0a43LxleW2ErzboVH67yeef2jXSTFifmSN61Nu701P7TTZrznpu481ascyrrjFySJ4o21gAAAIAkOLZxvI2LcZwnonUdq/uJ20nHLTqTa1tESzs7tMOydI/2Vm/eiB3CE4ktOoy0fpETn/aiyAUUcdnEnjfcN9I1akTauNNr+ztvuI7S3cSVK/Y5jeu7kqe3IlofFLsP0Xk8ZrF/AAAAIA9wTNP3nXExTvtJmtH76IdByvaLrrO0mbc6nQWTb3Ze0PV7rR99S0/ojL5E30CcN9foZTCROHvyhKZDU99IhXWjOG3tAutpJG8cfHcQpUJON+eCNtbouF6nMiwL6rn9zUWqHVdu5cWVK/I55f4ufV6nNdKv9damRRdkX65927TA+9B2vU+7fwAAAKCI2PjG6PinsXFRylqb6Iy2WbH5d4mcA97qdBZ0rZk4b/5Ch3SPvpqKDF89o/WdHXrz/deRoXfkBEqFrc5bsblw2X2+ueT+a2oHbTx49SAylIzY9jdpsUa0/34h0hVx5Qp8Trm/674vaY2Mj176uexL9heX1rjshRpfAAAAgAOOZTqeWtF2QdKcp+MiI7Y4uxWbP0psu0T3pQchnEycN2nt5Uta3SOaX7/5pmLq0SOSeUW/2BPoOqEum8B23VBO+3zzyEy1SjNRuozEtf908y0db7yiaqRr4soV9ZzKoJX+bHUfvjJi02g/jc9X+0vajjkAAACgaOh7yzRpRnSJiTqPKVJsdLXLJ4MSTiamqvRmZ4fW58mxZmJw5KLEicXmudKigwJyukk//LxA75fLM9VyDWARi+7rkm/LiN0F57n2odH70GlGpzHOAAAAlAWJmSxp4x/7WckbrjqyZEHXY05T1WddayayRC6M3KRY3YX28QkoJrzo+uHr5dJ9a5NmIOu+rft4Ujm2aX9OW5tF9qO3Wpi48gAAAEBeccU0l01g3RVHk2A/KafTeUPqlnUdR/KeCQC6adKHBlGjFg3mWf41pxatzAbpxWbkM770MpDlQ0yXcZWzH4CMy6bR+bwVXQsAAABQVFwxzWUTWOdYqMX69ILsLy/YtmXF5MuXN481dRZgTz+mbwZdKGHQF4Irry8WM8iFAkWkStvBNefr3pH2BvHvOW20g/S2awXFeCF9X/q/xTU2tI23dsy4xpDLpkmzDwAAAKDISOy0+OwMx0MdE7OIl3HHGxXSLpGsmFyfP6Ot6KV1q3v3aOlNdeBF1y74JOqbIGmI2AEYV1z9XovFZRcbxgoAAACQHlfs1HHZBef7yli7RcqKX55it65blnWauLi48J/NPjg5OaFK5ebX/6WycReNYT/x0emi0Wq1utpfNtD+7vYn9WU9mK1fXNle8+Q4rjL9HgfcPWUfb6AbfP6i/Wh/d/xNi45zOu5J2sZC6yNoH4vdR9a4rr+tpz1+VnUa+poJrmSaimqfLBoGQB5I6ssyPlx+cWV7zfMdg+n3OAAAAEBekbiXRjRal3SSj0gcSfnDwNbTklWdsAAbAAAAAAAA0BcTnz59urq8vCQrPFtJ0rOa0QAAAAAAAACKx9DXTJSNiZ9uP6N39WN5Jl1lb3/Zn1kFowX9DWjwzDzaj/aj/XcBHnMaMmW6kXZR9vYDAAAAAIwzI5lM6JXujNWT6NU/L2AigYlEHEn92pfP9rg8S9JxNGl9tV+aMtanlzoxvfoDAAAAll5iifbltJU0iF9a/2Ggj+1LD8okHe123jERyho1z6Mc5rxJa768HuC1FbbSrFvx4Sqfd27fSDdpcWKONk8jdczpqf2nmzRn8zo26Ru+81aMc6r7rq8fJ/Xv8DyEkvV6paRjZ0EZPwMAAADkB44hSbFEYpH4SFrHXZ1OS9Jxi87k2hbR0s4O7bAs3aO9VXkj9hHtru7RvSVXXu/IiU97UeQCirhsYs8b7hvpGjUibdzptf3NdyvUitIhgf/sCj3cD/vG1f5DWpldDKya4pxTboP0VZ0WWNdjQPdtSXfOg/JJg+wjS3z7lHpqsUj9OU+3x9c21/6sTewAAACAD44VOubExQ5fbNL76IdByvaLrrO0mbc6nQWTb3Ze0KNIoUff0hM6oy/8DcTR73Q4PU/fS6bO6wOpsG4Up61dYD2N5I2D7w6iVMjp5lzQxhod1+tUhmVBPbe/uUi140p3XvMDNSob9Koa6dXnVKdj+hh9A1HEc6r7qu23Ll1sOi3wmLEfAFp3pV1lNDpf0tqmsX66rnprkXKSL2WtXWA9jQAAAAA+dJwSWJfYo9F23kpZaxOd0TYrNv8ukXPAW53Ogq41E+fNX+iQ7tFXU4Hy6AXtvKkSJwdBTqBU2Oq8FZsLl93nm0vuv6Z20MaDVw8iQ8mIbX+TFmtE++8XIj2iuk1XB8s0E6m3KNA5tX1V+rrYrS7ofNlKmsdM3AeAztPjzFWG9yl51lfbNNYvCam7+Fqdt2Jz4bL7fAEAAABG4oqOMVpcsUfSnCcxShBbnN2KzR8ltl2i+9KDEE4morURq3tE8+vqmwrF0e4WHU4/pm96nF3YE+g6oS6bwHbdUE77fPPITLXqvykuAXHtP918S8cbr0i+gPDRDGYcjcoCPY12VKRzavsvI/1di0Vseuvy85FmnPQzlnr1Z2zdrc64bALbi/wZAAAAYPTouJImzYjOccYVa3QsyjuudvlkUMLJxFSV3uzs0Po8OddFnDfXaOtwmubr/X1TIRclTiw2z5UWHRSQ00364ecFer8cPy3gR5pqjQptvI/5piLn2IGq+6+rH2tbXL61a9J8OAz6ASLH523SvnSdfWKxea606AAAAEAWcFzhmMaSNsbomCSSN1x1ZMmCrsecpqrPbq2L4IlE+I3FG6oO8MyTXBi56bC6C+3jE1BMeNH1w9fxEwSeSMyuEG20DyhhzlEokvqxtklaD3qxiQ+j04Iuo9MWybO+omu03R6T7a56CFJn8bG6C+3jEwAAAMCFxCwdu1w2gXUdVzhtfVzoeKTTeUPqlnUdY98zkdVEAoBumvShQdSoRYM5mDG0gn8rs0F6MfzNpnGbSOgPo06bjVjEJtt+Br4uE1de8qyv6Bpr5/q5/AAAAIC7RmKWjl0um8C6xGUR69MLsr+8YNuWFZMvX9481tRZgC3rIs6b1MhoIqEvBFdeXyxmkAsFikiVtoNrzte9I+0N4t9z2mgH6e1q+AjUmE0kdB+/brcSjfbnrYwTi88+SqSeto0WnSe+vJU2xJUFAAAA+sUXK312hmOSjks2RvUTs+KONyqkXSJZMbk+f0Zb0YvpVvfu0VL0C05Hv+7R5+Df3qq8tC6U3T5fNCE3DlJ5aYjYARDC905E31RE/YMl+tKiUHC9ex2w1r/X8qMmbRvlOoovb1nEDgAAAGSNxBmNjkUuXHFJyli7RcqKX5oyo0LXLcs6TVxcXGR6p3JyckKVys2v/0tl4y4aw37io9NFo9VqdbW/bKD98e139W3fGPGNA/FnfGW0j0XKxPlY4o6j82SfSTYXel92v8BN2ccb6Aafv2g/2n/Tfok9abAxy8YiG5Osj6B9LHYfWeO6/rae9vhZ1Sl2zUQWcCXTVFT7ZNEwAPKIq2/7xohvHIh/XBntY0Vw5fnEIjab5/J32VxonzT+AAAAgA+JPWlEo3VJJ/mIxJGUPwxsPS1Z1WnokwkAAAAAAADAeDLx6dOnq8vLS7LCs5UkPasZDQAAAAAAAKB4DH3NRNmY+On2M3pXP5Zn0lX29pf9mVUwWtDfgAbPzKP9aD/afxfgMachU6YbaRdlbz8AAAAAwDgzksmEXunOWD2JXv3zAiYSmEhoeunH2nfQ8ZJU3nesuHLWT4sLa/f5AQAAAMOil9ijfTltJQ3il9Z/GOhj+9KDMklHu+o9EmvUPI9ymLi8HuC1FbbSrFvx4Sqfd27fSDdpcWKONk8jdcxJ035+y3V3H1gMvAT2d9k1xT+n0va03Jyr+HLWx+oa3/jsZU0U+8b5+45hBQAAABgGHGNcsUhj45GkdYzT6bQkHbfoTK5tES3t7NAOy9I92luN3oh93iRvXh/IiU97UeQCirhsYs8b7hvpGjUibdxJ2/72Hy2q74fXP5RtqkZ5zcUaHW+0O/b9eoNqt95YV+xzKv3X1f+lX+s+LlvGVUbQ+9R+Vhdcx9BbSWeBHJv3qeviqhcAAACQFRJ3GN7GxTZfbNL76IdByvaLrrO0mbc6nQWTb3Ze0KNIoUff0hM6oy/8DcRUlbx5fSAV1o3itLULrKeRvHHw3UGUCgn/+h7cGNfrVIZlQenbf0ofjyv0YDZSu2jSh0aFFp7OdLTqqw2qND4E1pAin1Pu79L3ff1X7NrH5xuHHMumNXIMfRwrGrvPXhB/2SfrnLZ2AAAAICsk1mh07NFoO2+lrLWJzmibFZt/l8g54K1OZ0HXmonz5i90SPfoq6nIoIjLi0NOoFTY6rwVmwuX3eebS+6/pnbQxoNXDyJDyfC2v01/tIh+/kEGmXpc6fQjHdNDuh/OJYhm7gfaMX2U/AKfU+7vaQevb1zE2TX6WK7jyn70/qxNRLD75Dy9X7HpMqKLn9VdZQAAAIBB0LFG0lp88YrhPIlRgtji7FZs/iix7RLdlx6EcDLBjzS9fEmre0Tz6+rbCCYuLwX2BLpOqMsmsF03lNM+3zwyU62S3BOXEW/7OxMGooX34bVvbxCtzPrWRnRTpHMqA1X6sNatWHzjwmXn8tpm92t1Ru9H0lq03Ycrz5ZJ0hmXDQAAAOgXHVfSpBnRJV7qPEbH0LzjapdPBiWcTHQeadqh9Xm6vS4iLi8lclHixGLzXGnRQQGZWaaDqwNajmYFM8uvqU4N+pBmNlEg7GB1pbVN00sft+XtvrVoeP/WJrA96fhSRysWl48VAAAA4K7heCTxMm1s0rFMJG+46siSBV2POU1Vn3nXRcTlpUEuDItLd6F9fALGhVl6UN53zTjx9fE0HwD6g8KKwGnev83XIvkuJJ+RuoruwvpYHQAAAMgSHc8klrlsAus6JnHa+rjQsUyn84bULes6juQ9EwAkw2soogXZdo2EXUMxBvAg9n1AiZ23Oi2k/RDQfq4yrjxJi87otK6TLqPrqf0BAACAu4LjkRafTWBd4pyI9ekF2V9esG3LismXL28eXeossp5+TN/wIuvOOyY8eT2iLwRXXl8sZpALBQpKczG4/jdrJPinYBuVBQp/wKlKz+stWnkX5jbfrVCr/vz6Z2OLju73rsHMdpcMExmXSfjqwra4fWi7+PFW2u8rBwAAAAyCxBmLz85wTNJxycaofmJW3PFGhbRLJCsm1+fPaCt6Md3q3j1aelOlznzh0Qvy5vWB3DhI5aUhYgclo7pN7Y1jqkXXv9ao0/7B8vXC6ur2PtUbtZu87fGYSnB79AD2jQGt27w0yDHkeHIMfWzBZ+8FfRwftg68lTJx5QAAAIB+ccUmHYtcuOKSlLF2i5QVvzRlRoWuW5Z1mri4uBjsLsJwcnJClcrNw+9S2biLxrCf+Oh00Wi1Wl3tLxtov7/9afu1y8+OI6sLUjYpX7A64ysr6HyXr7Ul7U9gvyQf0E3ZxxvoBp+/aD/af9N+iT1psDFMxy9O2/hkfQTtY7H7yBrX9bf1tMfPqk5DXzPBlUxTUe2TRcMAyBtp+7XLj212jPj8ZBuXL/h8XHZB57t8rc3l4yKNDwAAAJAGiT1pRKN1SSf5iMSRlD8MbD0tWdUJC7ABAAAAAAAAfTHx6dOnq8vLS7LCs5UkPasZDQAAAAAAAKB4DH3NRNmY+On2M3pXP5Zn0lX29pf9mVUwWtDfgAbPzKP9aD/afxfgMachU6YbaRdlbz8AAAAAwDgzksmEXunOWD2JXv3zAiYSmEhoeunH2nfY/b+f/dv6aXFh7T4/AAAAYFj0Enu0L6etpEH80voPA31sX3pQJsOX04Xvknj5co2a51GO5rxJa768FPDaCltp1q34cJXPO7dvpJu0ODFHm/JW5zEnTftPN+dMH7h5id0Nceet+OdU2p6W7vMVP6Z8Nh/WVyQNSWuoBv0MAAAAAAaBY0zS/aSNR5LWMU6n05J03KIzubZFtLSzQzssS/dob/XmrdfC0a979DlK94uc+LQXRS6giMsm9rzhvpGuUSPSxp207W//0aL6fnj9Q9k2b7mOO2/FPqfSf139X/q17uOyZVxlBFdenL9GfMQ/TZlekP3Zdg/jWAAAAIAgcYfhrY6pFl9s0vvoh0HK9ouus7SZtzqdBZNvdl7Qo0ihR9/SEzqjL/obiKNd2jqbpulI7RepsG4Up61dYD2N5I2D7w6iVEj41/caHdfrVIZlQenbf0ofjyv0YDZSDXHnrcjnlPu79H1f/xW79vH5DoLURdJp6KeMIP7SFtY5be0AAABAVkis0ejYo9F23kpZaxOd0TYrNv8ukXPAW53Ogq41E+fNX+iQ7tFXU5GBjmiXv7moP4703pETKBW2Om/F5sJl9/nmkvuvqR208eDVg8hQMrztb9MfLaKff5BBZh5XijtvBT6n3N/TDl7fuPDZGZ3HW3ssXU7XJW2dbBl7DLHp44guflZ3lQEAAAAGQccaSWvxxSuG8yRGCWKLs1ux+aPEtkt0X3oQwslEZ03ES1rdI5pfv/mmgicXZ/Pf33xz0Qf2BLpOqMsmsF03lNM+3zwyU63STJQuI972n36k42Cz8D689u0NopXZmzUTceetSOdUBqr0Ya1bsfjGhc/O6Dzr4yrnOm4v2P0x9jhJOuOyAQAAAP2i40qaNCO6xGWdxwwaM0eJq10+GZRwMjFVpTc7O7Q+TzdrJoIJRuO3x1SvXn9N0TdyUeLEYvNcadFBAZlZpoOrA1qOZgUzy6+pTg36cHsFdqGxg9WV1jbNoH1cj5OkfUke10PSvHXVSyP7tWJx+VgBAAAA7hqORxKX08YmHctE8oarjixZ0PWY01T12fWaCV50fe9ZlQafSoTIhZGbE6u70D4+AePCLD0ow6KSHvD18bgPAJ0nZeP2o316xZYX8WF9rA4AAABkicREEZ9NYF3HJE5bHxc6lul03pC6ZV1Hz3smjuj3Q6LDregnY1f515w+095qkN61v/UEQBbwGgr/guxxgwex7wNK7LzVaSHuQ8CXx+WtPW4fLn9G10nyxZ/xlQMAAABGDccjLT6bwLrEORHr0wuyv7xg25YVky9f3vwUbGcB9vRj+mbqEb2Qn4tlWZ8n/j2n+fUg/aL3FRT6QnDl9cViBrlQoKA0F4Prf7NGorlYo0ZlgZ6WYIGJ7veuwcx2l/QDl5Mxlxbxj6ubJek42q73L8fwlQMAAAAGwRXLGJ+d4Zik45KNUf3ErLjjjQppl0hWTK7Pn9FW9NK61b17tPQmu0ebNHLjIJWXhogdlIzqNrU3jqkWXf9ao077B8tjv1hdjwHGNwa0bvN6QY6Xdh/iz/RTLs6f8+z+pUxcOQAAAKBfXLFJxyIXrrgkZazdImXFL02ZUaHrlmWdJi4uLvxnsw9OTk6oUrl5+F0qG3fRGPYTH50uGq1Wq6v9ZQPt97c/bb92+dlx5NJtHqP3Y8sIUlbvQ2Ptej+ufVqby8eFPQ5IpuzjDXSDz1+0H+2/ab/EnjTYGKbjF6dtfLI+gvax2H1kjev623ra42dVJ8+aiezgSqapqPbJomEA5I20/drlxzY7RqwuSJ62MS4bIzZXHhO3H50WrM3l4yKNDwAAAJAGiT1pRKN1SSf5iMSRlD8MbD0tWdVp6JMJAAAAAAAAwHgy8enTp6vLy0uywrOVJD2rGQ0AAAAAAACgeAx9zUTZmPjp9jN6Vz+WZ9JV9vaX/ZlVMFrQ34AGz8yj/Wg/2n8X4DGnIVOmG2kXZW8/AAAAAMA4M5LJhF7pzlg9iV798wImEphIcN9NKz7i8jTWL205oVd/AAAAoEj0Eue0L6etpEH80voPA31sX3pQJuloN3zLdUfWqHke5QScN9dUHsvNC+56gddW2EqzbsWHq3zeuX0j3aTFiTnaPI3UMSdd+09pc+7m+s91ZbK/5N283K6bYpxTWV8k4rP54Pw0/d/lJ+dWi4+0xwEAAACKBse3pDgncVJ8JM3lWBidTkvScYvO5NoW0ZK86XrpHu2tqjdi//mZnixFeR15Qb2//zpETnzaiyIXUMRlE3vecN9I16gRaeNO2vY3F2dphTaozX2gvUG08sP1xIDfiH280e70jf16g2qLdjoxvufU1899do2MJc7TY0unNa79WZvYAQAAgCLCcUzHw7i45oubeh/9MEjZftF1ljbzVqezYPKNniA8+pae0Bl96Xw7cU5fzqbp64xehy0V1o3itLULrKeRvHHw3UGUCjndnAvaGNwY1+tUhmVB6dvfpA+NCm28j956PbNMB1cHtNxRwryFp+H7sKuvNqjS+BBYQ4p4Trmfi7h0i6uvW3Eh+5N81jlt7YLsK0kAAACAIiJxUMO6K/5qO2+lrLWJzmibFZt/l8g54K1OZ0HXmonz5i90SPfoq84E4pz+/Ez0W8P9CFRa5ARKha3OW7G5cNl9vrnk/uvOX94PXj2IDCXD1/7Tj3RMD+l+OF/oxubN3A+0Y/oojzMV8JxyPxdx6RqXzYX2kzEkNqvzVmwuXHafLwAAAJB3JObp+KfFFRclzXkSPwWxxdmt2PxRYtslui89COFk4rxJa8GEYXWPaH49+qbi/AudBZvH9fARp/V56noEKi32BLpOqMsmsF03lNM+3zwyU62Gf3kvKd72t/+gViWYDHS+ZQg7860nmTwU9ZxKO23aInlpRLBjyOqMyyawXe+P0z5fAAAAIO/omJcmzYguMVbnMTpO5h1Xu3wyKOFkYqpKb+yEoWN7Q9XoMaep6jN6Qof0ex8rsOWixInF5rnSooOC0lqht/Q+7MztDTqujf8C9TSDV/toX59d0OPCJxab50qLDgAAAIw7HPMkxqaNfzpeiuQNVx1ZsqDrMadwwiBrJixT9PV0lOwDewNkdRfaxyegyNTpdbhIgmjmKS1UWvRHO1RBOPB7xY4Nq7vQPj4BAAAAiobrxtllE1jXMY/T1seFjpU6nTekblnXsYf3TPAaiuwWZIOSM/vAv3jarpGIW19RMHwfYGnQZfspDwAAAJQJ182zyyawbmOt9ekF2V9esG3Likn97ojOAuzpx/QNTxg675+4yTva3brJ6xF9Ibjy+mIxg1woUFBmlul1vUFvr38L9h2ttOr0vMpKlZ7XW7TyLlxE0Xy3Qq3688BabLifW+mFpLLahnEGAAAAhPHQhc/O2Dhr42c/8TTueKNC2iWSFZPr82e0Fb2UbnXvHi29qVJnvvDoBem8rcMnN3l9IDc1UnlpiNhB+ahut2nh59mwD9QaVN/fvp4wVLf3qd6odfJqjTrtbxd3KiF9PE4sbJPx0QuyP4wzAAAAIIyDNv7pOOnCFTOljLVbpKz4pSkzKnTdsqzTxMXFRXZTk4CTkxOqVG4eYJHKxl00hv3ER6eLRqvV6mp/2UD7u9ufti/H9X/WfegyTNKx4o4DikfZxxvoBp+/aD/a3x1/02Jjro2TNl5aH0H7WOw+ssZ1/W097fGzqlMPayb6gyuZpqLaJ4uGAZAH0vbluP7Puk8Eq/uwZQAAAIBxROJiGtFoXdJJPiJxJOUPA1tPS1Z1GvpkAgAAAAAAADCeTHz69Onq8vKSrPBsJUnPakYDAAAAAAAAKB5DXzNRNiZ+uv2M3tWP5Zl0lb39ZX9mFYwW9DegwTPzaD/aj/bfBXjMaciU6UbaRdnbDwAAAAAwzoxkMqFXujNWT6JX/7yAiQQmEgz33ySxuGyMzy7ElUsqCwAAAIwzvcRB7SsxVEsaxC+t/7DQxx9GnSbDl9OF75J4+XKNmudRTodzaq5J3kta685MDa+tsJVm3YoPV/m8c/tGukmLE3Mk72gbd9K1/5Q2526u/1xXJvtL3mKgKU43ae46rxjnVNYYyTojq1vYPmifl/PK4juWPob2twIAAAAUGY5lSbHVxj1J6xjqi6dxJB13mEj9LVnWaXJti2hpZ4d2WJbu0d6qfuv1Ku3RPK1z3vo80V7DTDbSIw1Je1HYT4vLJva84b6RrlEj0sadtO1vLs7SCm1Qm/tAe4No5YfriUFzsUbHG+1O39ivN6i2KNOJYF+zK/RwP+w3V/sPaWXWTDZyiO2zVnfhGhe94htfPsRfCwAAAFBkONZKPONtmthrY6DeRz8MUrZf4topeXE+aZl8s/OCHkUKPfqWntAZfelMGI7o98Npmq9Hb72eqtKbnTdU7fMV2FJZOZlyUaxdYD2N5I2D7w6iVMjp5lzQxuDGuF6nMiwLSt/+Jn1oVGjj/TLNsDqzTAdXB7TcUcK8hacdhaqvNqjS+BBOGJofqFHZoFfXr8p+TnU6po85/3bC9lmrDwqPIxlLOg0AAACUGY6HNtay7oqT2i6x1GUTndE2KzZ/lPDxdLt1HSRPZFC61kycN3+hQ7pHX/GE4fxLMK2I0gMglZfKWp23YnPhsvt8c8n9152/vB+8ehAZSoav/acfgynAQ7ofzhe6sXkz9wMtmjBUt+nqIJqAFAjp49J3ra6Jy/OhPxB0Wu+r130CAAAARUVinr7P1KLtgqR1HBXEFme3YvNHiT2ergeLtFW3v1/CycR5k9ZevqTVPaL59eibivM/6fP010TNtes1E7vy/FMPSKUFqzMum8B2e6F9vnlkplot3I1vlnjb3/6DWpVggtH55iIczNdPMvUAPw7VqCxQ9CVGLtH9W9JW11ibnB8Wlx6H3pfdrwu977THAAAAAPKGL/750ozoEv90HjNOMVHamQXhZKLzCNMOdZZFqDUT9HmPfqF6uJ4iyDzbsgu00yEXJU4sNs+VFh0UlNYKvaX34eBtb9BxrbfF1PwIVU0/KpVjXH3Xfkj56JyfSFy6ZZBxofcddwwAAABgHJH4zJI2nkpc15IHpB62biJMFnG+6zGnqeoztWaCeULPZJHE1Df0ePoz/TnAAmwRl+5C+/gEFJk6vQ4XSRDNPKWFSov+aIdqEjyRmF0h2mjLOot8o/urTstgHpSsPxgAAACAoiOxUcdIl01gXcdQTlsfFzqu63QekPrY+omeBf73TEx9TdNREoDMmX3gX5Cu10gwZg1F0SYS9kPLpceRlM9k/cEAAAAAFB194ywx0mUTWNcxmsX69ILsb9yZfPny5rGmzgLs6cf0DX8ZMVWlZ08O6Rd5runoV9r7/IS+vf7pp/ToCyEXRi4SM8iFAgVlZple1xv09vq3YN/RSqtOzzu/0lSl5/UWrbwLF1E0361Qq/48sAacbtIPBZpIMNy/tfhsLgb9IAMAAADKjO9m3mdnbGy2cbifuBx3vGGh6yn3E7yVuvTTDheT6/NntBUtsF7du0dLb6Kfgg149GKdHv+2Gi7A3jqkJ0vqZ2R7RCovFeetbRQoF9XtNi38PBv2gVqD6vvb4YShk7dP9Uatk1dr1Gl/O8zpTCyCfyuzYb8R6Wfx9ijhOrrw2YWsBnpa9DkVAQAAAIqK3GtqWI+Lr674J2Ws3SJlxS9NmWEidZH28lbqlFW9Ji4uLjK9Wzk5OaFK5eYBFqmoNMKHbqhOF41Wq9XV/rKB9t9uv+3bjO7fvfT3OF+9b+vnK6ftaXxAvij7eAPd4PMX7Uf7b9rPsSstvngpaRsHrY+gfSx2H1nja3/SMbOol3/NREZwBdNUUvsM2igA8oTt27Z/99Lf43z1vtMeQ9vT+AAAAABFgGNXWtFoXdJJPiJxJOVnTZo6MVnUa+iTCQAAAAAAAMB4MvHp06ery8tLssIzlSQ9i9kMAAAAAAAAoJgMfc1E2Zj46fYzelc/lmfSVfb2l/2ZVTBa0N+ABs/Mo/1oP9p/F+AxpyFTphtpF2VvPwAAAADAODOSyYRe6c5YPYle/fMCJhKYSFgG6cvDHAeyb95aAQAAAMaBXmKa9tUxUSQN4pfWfxjoY/vSgzJJR7vheyQ6skbyjrpuu5JdecVdenhtha0061Z8uMrnnds30k1anJgjeUfbuJOu/ae0OXdz/ee6Mtlf8hYDzcHpJs2N4TmV88GidZ0WXaPzfKLRdr3+SdZDaRsAAABQZCTW2Vio0XFR6zom9hMfk45bdCbXtoiWdnZoh2XpHu2tRm/EfvQitImsz9N08G/++/5eWycnPu1FkQso4rKJPW+4b6Rr1Ii0cSdt+5uLs7RCG9TmPtDeIFr54Xpi0Fys0fFGu9M39usNqjneShe+wC7fuPqrtYkIdkxo3eZpJE/7uGyCywYAAACMGxxjJd7xVsdci/bTMVLvox8GKdsvus7SZt7qdBZMvtlRb7V+9C09oTP6It9OXHNOzcYe0XydqvJ67B6RCutGcdraBdbTSN44+O4gSoWcbs4FbQxujOt1KsOyoPTtb9KHRoU23i/TDKszy3RwdUDLHSXMW3jaUaj6aoMqjQ/d3040F6l2XMn9ObV9VetWNHp8iIhdp4eBHGNY+wcAAABGBccyG2Mlvlq0XeKgyyY6o21WbP5dIueAtzqdBV1rJs6bv9Ah3aOv7ITh6Ffa+/yEnvUxk5ATKBW2Om/F5sJl9/nmkvuvO395P3j1IDKUDF/7Tz/SMT2k++F8oRubN3M/0I7p4/XjTE1arBHtv1+I9GIS1+f1+BDRuqQHgY8jdZCt7F8LAAAAUDQkxnEck7QWbRck7Yp/YouzW7H5o8S2S3RfehDCycR5k9ZevqRV/vJhXX1T0eGcmr8c0vT898aeDnsCXSfUZRPYrhvKaZ9vHpmpVsO/vJcUb/vbf1CrEkwwOt9chJ3Z8SSTk9PNt3S88YqqkV4Eeu23ck7i0oOix51sZf9aAAAAgKJhY1xSmhFd4p/OY4oUE13t8smghJOJqSq92dmh9Xm6WTMhnP+Ffvs8TY+/6fP5pgC5KHFisXmutOigoLRW6C29Dztze4OOaykWU59u0g8/L9D78HmoQtBrP7WDW+uS1vmDoMcU4zoWAAAAUBY4Hkr8Sxu/2c9K3nDVkSULuh5zmqo+u71m4vxP+jz9mAaYS3SQCyM3J1Z3oX18AopMnV7LpGDmKS1UWvRHO1R98KLrh6+jdRYFgAeq7ad6AKcZzC7/pDK9wnXMep8AAADAXaJjpsQ4l01gXcfstLGR/aScTucNqVvWdUx8z8TR74dE976iAecSAHQz+8C/eNqukbheQ8ELs4katehDYJZ/zalFK7NBOu0zUiPGNVj1IHYNaPvB5fK3ZfrB96Epx9dpAAAAoGjomCnxzmUTWJfYJ2J9ekH2lxds27Ji8uXLm8eaOguwu76FOKcvZ0RPvu3v52AFfSG48vpiMYNcKFBQZpbpdb1Bb69/C/YdrbTq9LyzEKJKz+vBJOFdOEHo/ARs/XlgrdJ20Fe4v3SkvRFMSCq00Q7S20VaQRGPjA89TmSsaF1s/eIad3JubRoAAAAoIr5YGRdDbfyzsbCf2DhozM4CaZdIVkyuz5/RVvRCutW9e7T0pqq+hTinPz9HyQGRmx+pvDRE7KB8VLfbtPDzbNgHag2q729fL6qubu9TvVHr5NUaddofo8lCWrjtMk7suNE2AAAAALjhWGnvMyW++uB8Xxlrt0hZ8UtTZlToumVZp4mLi4tM70hOTk6oUrl5gEUqm3Tjw37io9NFo9VqdbW/bKD97vZLn44bvK7+H+fPpPXT2LHVS91Avij7eAPd4PMX7Uf7b9rfb1yUmKjT2sZYH0H7WOw+ssZ1/W097fGzqlPimolB4Uqmqaj2yaJhAOQJ6dMyHlwi2HScCK48n1jEZv20AAAAAEXCFct8otG6pJN8ROJIyh8Gtp6WrOo09MkEAAAAAAAAYDyZ+PTp09Xl5SVZ4dlKkp7VjAYAAAAAAABQPIa+ZqJsTPx0+xm9qx/LM+kqe/vL/swqGC3ob0CDZ+bRfrQf7b8L8JjTkCnTjbSLsrcfAAAAAGCcGclkQq90Z6yeRK/+eQETCUwkBkX6Pm+tuNB2n4/G+qQpAwAAABSRXmKcjadW0iB+af2HgT62Lz0ok3S023nHRChr1DyPcpi4vB7gtRW20qxb8eEqn3du30g3aXFijuQdbeNOuvaf0ubczfWf68pkf8lbDLQbTjfnrsu48vNGd13dotF2vS5J1ilp26C4xpY+vggAAABQZDiWuWKexsY9SevYq9NpSTpu0Zlc2yJa2tmhHZale7S3Km/EPqLdrUN6shTmrc+TyusdOfFpL4pcQBGXTex5w30jXaNGpI07advfXJylFdqgNveB9gbRyg/Xk43mYo2ON9qdvrFfb1Bt8Wa60P6jRfX9sN+Esn39srs8clPPUHw2wWVLwjcW7Hhx+cmxOE8fu596AAAAAHlD4hvDW1csFHwxUO+jHwYp2y+6ztJm3up0Fky+2XlBjyKFHn1LT+iMvvA3EEe/UzCVoG+jzKnqs5u8PpAK60Zx2toF1tNI3jj47iBKhYR/RQ9ujOt1KsOyoPTtb9KHRoU23i/TDKszy3RwdUDLHSXMW3jaUaj6aoMqjQ/Rtw+n9PG4Qg9mO0qp4LEi4kLs4iPjw24tUk7ypay1AwAAAEVDx0NBxziNtvNWylqb6Iy2WbH5d4mcA97qdBZ0rZk4b/4STCDu0VdTgdKZWBzS79FXEZ286cf0Def1gJxAqbDVeSs2Fy67zzeX3H/d+cv7wasHkaFk+Np/+pGO6SHdD+cL3di8mfuBdkwfO99atOmPFtHPP8jgHL9Hx/R4kC2PEysWsfnyLXIc8bU6b8UGAAAAFAkd0yStxRXjJM15EgsFscXZrdj8UWLbJbovPQjhZOK8SWsvX9LqHtH8unxT8Yhe7CwRbYVrJlZ/e0zrb6rU41zi1gl0nVCXTWC7biinfb55ZKZaDf/yXlK87W//Qa1KMMFQ6x/Uk0x+OhMNooX3YZ/pPB01m+81E72ix4Ns5Rxp0fQzJvRxGKszLhsAAACQd3T8SpNmRJc4q/MYG3vzjKtdPhmUcDIxVaU3t9ZFHNHuyy06m18P11M8+5NWX/a3ZkIuSpxYbJ4rLTooKK0Vekvvw84czAqOaym+Zeh6HIrV11SnBn0Yp9lEgO7rjB7wSYNfl43zY9gnSQAAAICywHFP4mzaGKhjpkjecNWRJQu6HnPqWhdx/iVIPaFn1ei7CPPYU6/IhZGbG6u70D4+AUWmTq+vZwVPaaHSoj/aoZqeWXowxotRuI+nGez6Q8GOC7bHjRUZS+JjdQAAAKCISGzUMdJlE1jXsY/T1seFjpk6nTekblnXsYf3TEzR19NREoBBmX3gX5DetUYiIG59RWcNxXgtyPZ9mMkHmk4L9oPB7gMAAAAoGxIbdYx02QTWJcaKWJ9ekP3lBdu2rJh8qR5d6lpkPfUNPZ4+pF/k5RJHv9Le55tfd+oFfSG48vpiMYNcKFBQZpbpdb1Bb69/C/YdrbTq9LzzG69Vel5v0cq78Nml5rsVatWfhz//2lwM+s3NGgn+CdlGZYGiH34aC1zjgW1i12kfki/jzYfOw9gEAAAwbkg8s/jsDMc+Hf9sLOwnNsYdb1RIu0SyYnJ9/oy2ohfTre7do6XrRdZTVH2zRPf2VsOX1m2dqcXZvSM3KFJ5aYjYQfmobrdp4efZsA/UGlTfv3lfRHV7n+qNWiev1qjT/naUU92m9sYx1aJ+08k7iH5eFnTB5yfNh0Xn/CtfjE0AAADjgsQzjY55LlzxT8pYu0XKil+aMqNC1y3LOk1cXFxkNzUJODk5oUrl5gEWqWzcRWPYT3x0umi0Wq2u9pcNtL+7/b0MVtvnZRzE7SOujM6TfSTZXNh9gfxQ9vEGusHnL9qP9g8ef3XMk7SNg9ZH0D4Wu4+scV1/W097/Kzq1MOaif7gSqapqPbJomEA5AHp/2nEIjbrp8UiNpvn8nfZXKTxAQAAAPKExLg0otG6pJN8ROJIyh8Gtp6WrOo09MkEAAAAAAAAYDyZ+PTp09Xl5SVZ4dlKkp7VjAYAAAAAAABQPIa+ZqJsTPx0+xm9qx/LM+kqe/vL/swqGC3ob0CDZ+bRfrQf7b8L8JjTkCnTjbSLsrcfAAAAAGCcGclkQq90Z6yeRK/+eQETCUwkuO+mFR9xeRrrl7ac0Ku/ppey7OsTAAAAYFj0Eme0r45TImkQv7T+w0Af25celEk62g3fI9GRNZJ31HXQeWtN0lm9wGsrbKVZt+LDVT7v3L6RbtLixBzJO9rGnXTtP6XNuZvrP9eVyf6Sd/OSupC4cvlD1heJ+Gw+OJ/bmYTLT86RFh9pjiP5en9xNsZl0+3WaQAAAGAYcAxKinM2Xkl60JiVdNyiM7m2RbS0s0M7LEv3aG81eiP2eZPWtg7pyVKYt/74N1odcELBpL0ocgFFXDax5w33jXSNGpE27qRtf3NxllZog9rcB9obRCs/XE82+M3WxxvtTt/YrzeotngznYgrNw74+rnPrpGxxHl6bOm0xrU/axM7w/tgXfan9+uyMTofAAAAGDUStxje6rhm0X46bul99MMgZftF11nazFudzoLJNzvqrdaPvqUndEZfeMZw/id9np6n76PMqeozevL5N/pLn7MJqbBuFKetXWA9jeSNg+8OolTI6eZc0MbgxrhepzIsC0rf/iZ9aFRo43309uqZZTq4OqDljhLmLTwN32tdfbVBlcaH6NuJuHL5hfu5iEu3uPq6FReyP8lnndPWLsi+kkQjutRf9m31OFzlAAAAgKzh+OKKY664o+0Sm1w20Rlts2Lz7xI5B7zV6SzoWjNx3vyFDukefTUVGW7xmf7scTIhJ1AqbHXeis2Fy+7zzSX3X3f+gn7w6kFkKBm+9p9+pGN6SPddkwCbN3M/0I7pI3/7EFcux3A/F3HpGpfNhfaTMSQ2q/NWbC5cdp+vwPsUcelxuMoBAAAAWSExj+OLpLVouyBpV1wSW5zdis0fJbZdovvSgxBOJviRppcvaXWPaH49+qZi6mua/rxHv3aeeQo4+j2YaPSOPYGuE+qyCWzXDeW0zzePzFSr4V/QS4q3/e0/qFUJJhidby7CzqyeZPLTb7kcIPW1aYvkpRHBjiGrMy6bwHa9P067fMVHji/iszE6HwAAABgFOualSTOiSxzTeUyR4pirXT4ZlHAyMVWlN7wuYp5u1kywbekJHW5FC7B//5rmpzvePSMXJU4sNs+VFh0UlNYKvaX3YWdub9BxLeUC9X7L5YA0g1f7aF+fXdDjwicWm+dKi87wMVmXY+u6iIhdcNn0fu0xAAAAgLtCYhxL2tgkcUxL3nDVkSULuh5z6qyLkDUTzKMX4cJslhffBIZp+tr7CFQ8cmHkhsLqLrSPT0CRqdNrWeww85QWKi36ox2q8fRbrlj0M8jt2LC6C+3jE43W7YdSmjrb/VodAAAAyAJXfHLZBNZ1LOK09XGhY5hO5w2pW9Z1TP+eifO/0G+f49ZTANADsw/8C9L1GglGr5OIK1cAfB9gadBl+yk/DOwHU5oPJ9sGqwMAAABZ4IpPLpvAuo5JLNanF2R/ecG2LSsmX76MHmsK6CzAnn5M3/CEobOO4ua9E0e/7tHnJ9/e/PJTD+gLwZXXF4sZ5EKBgjKzTK/rDXp7/Vuw72ilVafnVVaq9LzeopV30e83vVuhVv15YA2ILZdvuJ9b6YWksto2zHEm+2Nk/1p8SJ7UX+pjdQAAACArfHEpLl7ZmGTjUz/xKu54o0LaJZIVk+vzZ7QVvZhude8eLb2pUufLh6kq1TtrKMK8rbN5Wn/Rz1QihE8ii1ReGiJ2UD6q221a+Hk27AO1BtX3t8MJQydvn+qNWiev1qjT/vbNbCGuXB7p1DNBLGyT8dELsr9hjTO9b0b2r8Uix3XlAQAAAMOEY4+NfzaWWTjfV8baLVJW/NKUGRW6blnWaeLi4iLTCH9yckKVys2DKFLZpBsJ9hMfnS4arVarq/1lA+3vbn/avhzX/1n3ocswSceKO06vuMon1UPyfQxSnzJS9vEGusHnL9qP9nfH37To2KNjm6S1jbE+gvax2H1kjev623ra42dVp/RrJvqEK5mmotoni4YBkAfS9uW4/s+6TwSr+7BlBsFVPqkeku8TAAAAIAtcMcYnGq1LOslHJI6k/GFg62nJqk5Dn0wAAAAAAAAAxpOJT58+XV1eXpIVnq0k6VnNaAAAAAAAAADFY+hrJsrGxE+3n9G7+rE8k66yt7/sz6yC0YL+BjR4Zh7tR/vR/rsAjzkNmTLdSLsoe/sBAAAAAMaZkUwm9Ep3xupJ9OqfFzCRwETCxTD7v8t30PIutF+aMtanlzoxvfoDAAAAll5iifbltJU0iF9a/2Ggj+1LD8rNZMK8pC7kiHajd1Dol9v1Cq+tsJVm3YoPV/m8c/tGukmLE3Mk71obd9K1/5Q2526u/5zOPN2kucg+4T1vxTmng/TfYff/Ye5bKONnAAAAgPzAMSQplkgsEh9JczkWRqfTknTconM9mei84TpKC0e7W3Q2v047Ozu09OSQtnb7nU6EJ5JJe1HkAoq4bGLPG+4b6Ro1Im3cSdv+5uIsrdAGtbkPtDeIVn6IJgaB/+wKPdwP+8bV/kNamV0MrJrxPqeufm5tYveRlN8Pvn3qOolYZJxznh73Oq1x7c/axA4AAAD44FihY05c7PDFJr2PfhikbL/oOkubeavTWRBOJo52aetsmqY7inBEvx9O0+NvOu/Dpkffz9P04e99fzshFdaN4rS1C6ynkbxx8N1BlAo53ZwL2lij43qdyrAsKH37m/ShUaGN98s0w+rMMh1cHdAyK80P1Khs0Kvr12E/pzod08foG4iinlPu69LfJa1tGldfd4mg9+FK+44j6HxJa5vG+kk97NYi5SRfylq7wHoaAQAAAHzoOCWwLrFHo+28lbLWJjqjbVZs/l0i54C3Op0FwWTiiHa3iJbqjyNTxPkXOqN79FU4lyCa+irQzuhL12NQycgJlApbnbdic+Gy+3xzyf3Xnb+8H7x6EBlKhq/9px+D6cFDut+ZSRiq23R1EE0yXBTsnEp/F2G0LjYX/fR/vT9J+47TT92sXxJ8DDmOS+et2Fy47D5fAAAAgJG4omOMFlfskTTnSYwSxBZnt2LzR4ltl+i+9CBMnjd/obP57+lRZMgaewJdJ9RlE9iuG8ppn28emalW/TfFJcDb/vYf1KoEk4HOtwxhZ17sfo7pmuZijRqVBXoa7ahI53TQ/tpv/0/j10/d+mkLl9HlrM64bALb+zkHAAAAyouOK2nSjOgcZ1yxRseivONql08GZbLx22OqV+Xrh+EgFyVOLDbPlRYdFJTWCr2l92Fnbm/Qce32Ymp+pKmmH4cqGP0OUtvHXWnRXaQ57qAfILo+SfvSdfaJxea50qIDAAAAWcBxpXNfEkjaGKNjkkjecNWRJQsm7z2r0nCnEiFyYeSmw+outI9PQJGp0+vOIomAmae0UGnRH+1QZXgiMbtCtNGO1lIUGDtwre7C1d+tCDotuI7nQvKsr+gabbfHZLurHoLUWXys7kL7+AQAAABwITFLxy6XTWBdxxVOWx8XOh7pdN6QumVdx8nDreinX1f515w+095qkOZfbbJrJOwaCgAGYfZB7OLpcZpIMHbwWn0YuI7nQvKsr+gaa7cfvAAAAEBekJilY5fLJrAukwwR69MLsr+8YNuWFZP8s68dWZ8n/j2n+fUg/YJXUDyib58Ek4tfw99v6vx07JNv+1pboS8EV15fLGaQCwUKyswyva436K0819R8RyutOj3nX3A63aQfxmgiMc7I2JVx7QOfAQAAAO4CiTMWn53hmKTjko1R/cSsuOONCmmXSFbEvgH70YslenK41fnmYuvwCS11Jhn9ITcOUnlpiNhB+ahut2nh59mwD9QaVN/fJp5LNN+tUCv4tzIb9g0R3wJtcLfwtUnzoSTXEZ8BAAAARoXEGY2ORS5ccUnKWLtFyopfmjKjQtctyzpNXFxcZDc1CTg5OaFK5eYBFqls3EVj2E98dLpotFqtrvaXDbS/u/29DNYs+r+UjTuuPk5abH30cXSe7DPJ5kLvy+4XuCn7eAPd4PMX7Uf7B4u/jCsW2ZhkfQTtY7H7yBrX9bf1tMfPqk6x30xkAVcyTUW1TxYNAyAPSP9PI4JO94qU1fu1IrjyfGIRm81z+btsLrRPGn8AAADAh8SeNKLRuqSTfETiSMofBraelqzqNPTJBAAAAAAAAGA8mfj06dPV5eUlWeHZSpKe1YwGAAAAAAAAUDyGvmaibEz8dPsZvasfyzPpKnv7y/7MKhgt6G9Ag2fm0X60H+2/C/CY05Ap0420i7K3HwAAAABgnBnJZEKvdGesnkSv/nkBEwlMJFwMs/+7fAct70L7pSljfXqpE9NLvZLE4rIxPrsQVy6pLAAAgNHTy2ez9pXPdS1pEL+0/sNCH38YdbqZTJw3ae3lGjXljdddHNGuNy8ZXlthK826FR+u8nnn9o10kxYn5kje0TbupGv/KW3O3Vz/OZ15uklzkX3ClovLyymD9N9h9/9h7lsY5WcA+4q4dAvb0+7bh26D71j6GNrfCgAAgOzhz9ekz3v7WSxp/bnu+4yPI+m4w0Tqb8myTteTic4brqN0NzyR2KLDSOsXaUjai8J+Wlw2secN9410jRqRNu6kbX9zcZZWaIPa3AfaG0QrP0QTg8B/doUe7od942r/Ia3MLgbWpLzxwdXPrU3sPpLy+8G3T10nEYuMc87T416nNa79WZvYNTbP6i5cx+8VXzt8iL8WAAAA2cOf//IZy9s08cB+Lut99MMgZfslrp2SF+eTlnAycbRLW2fTNN1RbjhvrtHLYCJx9uTJrbxekcrKyZSLYu0C62kkbxx8dxClQk4354I21ui4XqcyLAtK3/4mfWhUaOP9Ms2wOrNMB1cHtMxK8wM1Khv0il+HzVSfU52O6SNPNOLycg73denvktY2jauvu0TQ+3ClfccRdL6ktU1j/aQedmuRcpIvZa1dYD2NWGye1QdF2m3TAAAA8gd/RtvPf9Zdn93aLp/vLpvojLZZsfmjhI+n263rIHkigxJMJo5od4toqf44Mim+ekbrOzv05vuvI0PvSOWlslbnrdhcuOw+31xy/3XnL+8Hrx5EhpLha//px2AK8JDud2YShuo2XR1EkwxLXF5Okf4uwmhdbC766f96f5L2Haefulm/JPgYchyXzluxuXDZfb6M7Et8rK6Jy/Oh263Tel+97hMAAEC2yOewjjFatF2QtP5sF8QWZ7di80eJPZ6uB4u0Vbe/XybPm7/Q2fz39CgyaKYePaKpKN0vUmnB6ozLJrDdXmifbx6ZqVYLdeObNd72t/+gViWYYHS+uQgH86LnWaXmYo0alQV66thRXF4eGLS/9tv/0/j1U7d+2sJldDmrMy6bwPa050DvR9JW11gb71vEpceh92X360LvO+0xAAAApMP3mexLM6LLZ7LOY8bpc1ramQWTjd8eU7066JQhHrkocWKxea606KCgtFboLb0PB297g45rtxdT82NSNf04lCIuLy/YD6K02D7uSovuIs1x+62boOuTtC9dZ59YbJ4rLbrG5ZO2rewn4tItruOnRe877hgAAABGh8QMlrSf8RJrtOQBqYetmwiTReyZvPesOvC3D2mQCyOVtroL7eMTUGTq9LqzSCJg5iktVFr0RztUGZ4szK4QbbSjtRSKuLw8Ygev1V24+rsVQacF1/FcSJ71FV2j7faYbHfVQ5A6i4/VXWgfn1i0Xadd7emHuHMAAAAgP8jntf7cdtkE1vXnOqetjwsda3Q6D0h9bP1Ez4LJw62X9PJlIKv8a06faW81SO8eRdkADInZB7EL0sdpIsHYwWv1YeA6ngvJs76ia6zdfvDeNRIc5MPfpceRlM/4zg0AAIB8IZ/X+nPbZRNY13GDxfr0guxv3Jnc2dmhjqzPE/+e0/x6kH7hWkHRP/pCyIWRi8QMcqFAQZlZptf1Br2V55qa72ilVafn/CtNp5v0g2+yEJcHRo6M3aQP3FF9BvB+tPhsLpLaAAAAoHhInLH47IyNFzY29BMr4o43LHQ9JcbxVurSTztcjOQN2IxUXirOW9soUC6q221a+Hk27AO1BtX3t4nnEs13K9QK/q3Mhn1DhBdox+WBu4HPf5oPJLlWw/4M8O0r6Rhp2pAl0m4tAAAAskXijIb1uM9812eylLF2i5QVvzRlhonURdrLW6lTVvW6mUxMVenNzhtyrsWOy0tAN0IaotGNEsR/rNDvUSgjzvbP0PJBeP1ZtqN3R1S3b2xaOD8uL49I/9cSZ2c4zW0aBLtfqzPapvN8dhecp+sq/j6bq11iZx/B7iMtupzeH2OPoen1WFnUlctYAQAAkA382Swiut3qfI39TGYf0Xmry+j9SDkRQadHha2TRezsMyhD/2bC1wiL9knjD0ARkP6fRgSd7hUpq/drRXDl+cQiNpvn8nfZXGifNP4u7D7sfnrZb5yv3nfaY2h7Gh8AAAD9w5+naUWjdUkn+YjEkZSfNWnqxGRRr5E95gQAAAAAAAAYLyY+ffp0dXl5SVZ4ppKkZzGbAQAAAAAAABSTiYuLi0xnBCcnJ1SpxP3o53gz8ZPj2bsfyzPpKnv7W61Wqfs/GC3ob0BT9v6A9qP9aP/dtB+POQ2ZMt1Iuyh7+wEAAAAAxpmRTCbsSvFeV45nsdL8LsBEAhOJYeEaE2UdZwAAAEAaeolz2pfTVtIgfmn9h4E+ti89KDeTifMmrb1co+Z5pDMdW/SGbJvXA7y2wlaadSs+XOXzzu0b6SYtTsyRvKNt3Elsf3Px1vXvyPULI9hf7IuB5qIY5/RWGx2iceWzJFHGcQYAAACkgeNbUpyTOCk+kuZyLIxOpyXpuEXnejJx9OsefY7SIUe0u7pH95aiN2Qv3aO91d3A2h9y4tNeFLmAIi6b2POG+0a6Ro1IG3dStb+6fX3tO9LeoErwb+NV+MKI5mKNjjfanbz9eoNqt95KV5xz2tXOQHw2wfpIWuB+b8sIYhcfXd5VRo8lFpdN7AAAAEAR4Tim42FcXPPFTb2PfhikbL/oOkubeavTWRBOJo52aetsmqY7SsTR73Q4PU/fP4r0R9/SEzqjL31+OyEV1o3itLULrKeRvHHw3UGUCjndnAvaGNwY1+vBrfL401/7T2nzhxWijffRS+2a9KFRoYWn4Rvuqq+CiUbjQ2ANKds51ci4kbSlLOMMAAAASIOOmwLrrhiq7byVstYmOqNtVmz+XSLngLc6nQXBZOKIdreIluqPI1PEoxe086ZKfbz0ugs5gVJhq/NWbC5cdp9vLrn/mtpBGw9ePYgMJSNN+5vvaKVVp9fyeuzTj3RMD+m+vC175n6gHdNHeZypxOfUN/BlDJV2nAEAAAAKiXk6/mlxxUVJc57ET0FscXYrNn+U2HaJ7ksPwuR58xc6m/+e5AsIH0fBjONw+jF90+Pswp5A1wl12QS264Zy2uebR2aqVZJ74jKS3P5T2nzboMrGKwofcEqmSOdUBqqWODsjaW3X+QzrehzYMWR1xmUT2K6PYfcPAAAAFAkd89KkGdE5BrrioI6TecfVLp8MymTjt8dUr8bPEM6ba7R1OE3z9f6+qZCLEicWm+dKiw4KzOlf08+tm0eaxg3XgNVbm8fYfEkL3O+1Luhx4ROLzXOlRQcAAADGHY55En/Txj8dL0XyhquOLFkwee9Z/ASBJxKre0Tz628oYc4Ri1wYuQmyugvt4xNQcNp/UKuyQGM6l8gcHvhx/d6ODau70D4+AQAAAIqG68bZZRNY1zGP09bHhY6VOp03pG5Z13HycCv66ddgxvA5+Le3GqR3w99symoiAYCP5ocG0cP73Y8t2TUSdg1FQbEfUv2gy6f5gAMAAADKir5xlvjpsgmsc2zVYn16QfaXF2zbsmKy87OvLOvzxL/nNL8epF886rxjopHRREJfCK68vljMIBcKFJlT+nhMVH9uV0tU6Xm9RSvvwt9var5boVb9eeo1FXlE+r2PXge1a38YZwAAAEA3vvjqszMcL3XMtPGzn3gad7xRIe0SyQrvG7DD905E31Rcv7juJUVfWvSM3NRI5aUhYgdlpE1/tKKkobq9T/VGrdM3ao067W8Xdyqh+30WxO2P83Q+xhkAAIAyIzFQo+OkC1fMlDLWbpGy4pemzKjQdcuyThMXFxfZ3eUEnJycUKVy8+v/Utm4i8awn/jodNFotVpd7S8baH93++P6sh3Ivv4vuvi79heXp9H7tscBxaPs4w10g89ftB/t746/adGx0BUnbby0PoL2sdh9ZI3r+tt62uNnVSfvNxNZwZVMU1Htk0XDAMgDcX1ZxoaIYMuIbv00cXka7ZPGHwAAACgiEhfTiEbrkk7yEYkjKX8Y2HpasqrT0CcTAAAAAAAAgPFk4tOnT1eXl5dkhWcrSXpWMxoAAAAAAABA8Rj6momyMfHT7Wf0rn4sz6Sr7O0v+zOrYLSgvwENnplH+9F+tP8uwGNOQ6ZMN9Iuyt5+AAAAAIBxZiSTCb3SnbF6Er365wVMJDCRYLj/JonFZWN8diZNnvXp5zgAAABAEekltmlfTltJg/il9R8W+vjDqNPNZOK8SWsv16h5HunM0a56x4TJ6wFeW2ErzboVH67yeef2jXSTFifmaFPe6jzmJLa/uXjr+ndkMXxRXegv9sVAU5xu0tx1XjHOqawxknVGVrewndvXD9fn0lHedTzx8x3PZwcAAACKAseypNjKeSJa1/Fap9OSdNxhIvW3ZFmn68lE+JI6BU8utoiW5A3ZS/dob3WX+nxn3XVD0l4U9tPisok9b7hvpGvUiLRxJ1X7q9vX174j7Q2qBP82XoUvp2su1uh4o93J2683qKYnGbMr9HA/Krf/kFZmzWQjh9g+a3UX3L5+kHMq2GMKnNa+vLX1ER8AAACgqOhY5op1Gu2n49+g8XCQsv0S107Ji/NJSziZONqlrbNpmu4oEVNVerPzgh5FKj36lp7QGX3p89sJqaycTLko1i6wnkbyxsF3B1Eq5HRzLmhjcGNcrwe3yuNPf+0/pc0fVog23tPyDOtN+tCo0MLTjkLVV8FEo/EhnDA0P1CjskHRnCPIfE51OqaPOf92wvZZqw9K0oeCPq7gOra1ZVU/AAAA4C6Q+00N6654qe28lbLWJjqjbVZs/ijh4+l26zpInsigBJOJI9rlbyDqjyOTm/PmL3RI9+irqciQEqm8VNbqvBWbC5fd55tL7r+mdtDGg1cPIkPJSNP+5jtaadXpdTiTCOYWH4PpwUO6H6k0cz/QogkDf6NxsEySVRSkj0vftbomLs+HHU9C3D7scZJ0AAAAoChI/NL3mVpc95+S5jyJq4LY4uxWbP4oscfT9WCRtur298skTxLO5r+/+QbC0llL8ZJW94jm19U3FSmRSgtWZ1w2ge32Qvt888hMtVq4G98sSW7/KW2+bVBl4xXJlw29wI9DNSoLFH2JkUt0/5a01TXWxn1exKXHIfvRZQXJ08eSY2sBAAAAioaOYWnSjOgSY3UekybuFgVpZxZMNn57TPVqzNcNnceddmh9nvpeMyEXJU4sNs+VFh0UmNO/pp9bN4809QI/QlVrVGjjff6/qXD1Xfsh5UM+3MTf6hrZr92/pF1lNLp+IgAAAEBZ4LjHsVJiaRp0zBTJA1IPWzcRJum+IA2T955VKc2TS1PVZwOtmZALI5W2ugvt4xNQcNp/UKuPbxZ4IjHLyyzaB9E6i3yj+6tOy2AelH4+FKSMroPUTQsAAABQRDi+afHZBNZ13OO09XGh46VO5wGpj62f6FkwebgV/fTrKv+a02faWw3Su/3+ZhMAvdH80CB6eL/7mwW9RoIxayiKNpGwH1ouPY6kfEZ/KLA/67qc61hSxpa1AgAAABQRjm9afDaBdRsDrU8vyP7GncnOz76yrM8T/57T/HqQfvEoesfEzWNNnQXY04/pmx4XYDP6QsiFkYvEDHKhQJE5pY/HRPXndrVElZ7XW7TyLvzB1+a7FWrVn4drKk43qfPDTwWZSDDcv7X4bC4G/SATZB9J+5L6aAEAAACKiu9m3mdnbPyzsbCf2Bh3vGGh6yn3E7yVuvTTDhf+N2A/ekHr82e0Fb20bnXvHi29SfdIlAupvFSct7ZRoGy06Y9WlDRUt/ep3qh1+katUaf97ej9EzyxCP6tzIb9RuT6NRQ5hevowmcXeh3ovL9+ygAAAADjiNxrapJiJef7yli7RcqKX5oyw0TqIu3lrdQpq3pNXFxc9HbnkcDJyQlVKjdvFJCKSiN86IbqdNFotVpd7S8baP/t9tu+zej+3Ut/9/m69itInuA7tmvfcfsFd0/ZxxvoBp+/aD/af9N+G/viSIqLNj5aH0H7WOw+ssbX/qRjZlEv/zcTGcEVTFNJ7TNoowDIE7Zv2/7dS3/3+br2K0iey0frNo9xlQEAAADyjsSvNKLRuqSTfETiSMrPmjR1YrKo19AnEwAAAAAAAIDxZOLTp09Xl5eXZIVnKkl6FrMZAAAAAAAAQDEZ+pqJsjHx0+1n9K5+LM+kq+ztL/szq2C0oL8BDZ6ZR/vRfrT/LsBjTkOmTDfSLsrefgAAAACAcWYkkwm90p2xehK9+ucFTCQwkdD00o+176DjJa58mrxBfQAAAIA80Eus0r6ctpIG8UvrPwz0sX3pQbmZTJw3ae3lGjXPI10Tl5cCXlthK826FR+u8nnn9o10kxYn5mhT3uo85qRqf3NRXX97bthf8hYDzUXxz6m0Py0358tdjm39rGWK26fen/YTX73Vdo3O8wkAAAAwLDjOJN1P2pgkaS4nsVCn05J03KJzPZk4+nWPPkdpS1xeWuTEp70ocgFFXDax5w33jXSNGpE27qRrf2CrNai+H17/9gbRyuzNpKG5WKPjjXYnb7/eoNqtt9IV+5xK/3X1f+nXuo/LlnGVYWR/gi2v92Gx+/SVEz/tr7eSdiH51l90AAAAYBhwHNOxJykeylbHJ72PfhikbL/oOkubeavTWRBOJo52aetsmqY7iiEurwekwrpRnLZ2gfU0kjcOvjuIUiGnm3NBG4Mb43qdyrAsKHX7mx+CiUCdnocvtqaZ5deBdkwfO98yNOlDo0ILT2c6edVXG1RpfLieaBT5nHJ/l77v679i1z4+X0H2KWnGlrf7ED/ZWnRZDfuLiC5bSQMAAAB5gOOSjWOsu+KVtktMc9lEZ7TNis2/S+Qc8FansyCYTBzR7hbRUv1xZNLE5aVDTqBU2Oq8FZsLl93nm0vuv6Z20MaDVw8iQ8nwtb/6PJg8NOhDNEM43XxLjcoCdeYPpx+DacVDuh/OJYKZxv1Ak4lGQIHPKff3tIPXNy5cdj2+9JgSP6szUkb8BZ32wWV0edlqu8XWweoAAABAVkh84Zik443LLkjaFcvEFme3YvNHiW2X6L70IEyeN3+hs/nv6VFk0MTlpcWeQNcJddkEtuuGctrnm0dmqlWSe+Iy4m9/lbav9olqYUee/XmB2gfLqc5Vkc6pDFTpw1q3YvGNC59d70N8tK9OxyE+sj9X3XSd9VaLRY4v+7c6AAAAkBWueBOXZkSXOKbzGFdsyyuudvlkUCYbvz2menUqUhXnTfLm9YhclDix2DxXWnRQRMI1D7Iu4ur1HzTrXWhdXOxgdaW1TdNLH2c/vQ8pq/eh0xq2cVnZCpK2dWNd59m06AAAAEDRkFjI4oqZLtjPSt5w1ZElCybvPauSa7rAi659ef1gbzSs7kL7+AQUlM6jTHV6vRx9x2AeewLdN+oa1weA9ZOyeh86zcg+tC0N+viutOgWm291AAAAIEt0nJFY47IJrOuYyGnr40LHV53OG1K3rOs4ebj1kl6+DGSVf7HpM+2tBund/4l+PyRy5x1FRQHIkll6IKup7RoJu4ZiDOBB7PuAEjtvdVpI+yHg27+g98G+tk6uYwtSB9mHS7e4fLQOAAAAZImOMxJrXDaBdY55WqxPL8j+8oJtW1ZM7uzsUEfW54l/s2l+PUi/+A/phdhv5fW+gkJfCK68vljMIBcKFJSZp7RQadBbeUlE8x2ttOTXnar0vN6ilXfh1xTNdyvUqj8PrOOB7veuwcx2l/QKl3HtPy1yzH6ODQAAAOQBXxyMi4827to42E9cHCQeZ4W0SyQrRvIGbIZPIotUXhoidlA2Zmj5YJ8ersyGfaB2TBvt7esJQ3V7n+qNWiev1qjT/vZ4TCW4PXoA+8aA1m1eL+hj+bB1SkJ8pd66Db3uCwAAABgmEqM0SbFK4plGyli7RcqKX5oyo0LXLcs63Uwmpqr0ZucNOddbx+UlIBXmk+m6cGLXjRL/sWJmmQ6uDkiWCJQOZ/v5F51khhyXdzPJ6KKA59TVr8M23tht/+e0HkeMHi9xSDkXYrfHEiRfl5f9sbCv+EuaRfIF8dWIbn0BAACALJD4IjHGtdX5GolnAvuIzltdRu9HyokIOn2X+Oo3KEP/ZiJthbVPlg0EIC+k7dcuP7bZMeLz04ifz9dlZ3Q57eOyWVxlfIhvnA8AAADQKzq+JIlG65JO8hGJIyl/GNh6WrKq08gecwIAAAAAAACMFxOfPn26ury8JCs8W0nSs5rRAAAAAAAAAIrHxMXFRaYzgpOTE6pU5Dc+y8fET45n734sz6Sr7O1vtVql7v9gtKC/AU3Z+wPaj/aj/XfTfjzmNGTKdCPtouztBwAAAAAYZ0YymdCr3hmrJ9Grf17ARAITCU2v48CVn3YssJ9PeiHJP+3+rJ/URYtG6zZP8NkBAAAAF73EDRuHrKRB/NL6DwN9bF96UG4mE+dNWnu5Rs3zSA84b66Fb8C+ll3q5/3XvLbCVpp1Kz5c5fPO7RvpJi1OzJG8o23cSdX+5uLN9Z/bpO5Tw/7SNxYDzUVxzim3Y5hrjK7PYyCCXtek04IuY8umhffZTzlG6mTrxej9uo7BuqscAAAA4ELiRlzM4jwRrXM5iTk6nZak4xad68nE0a979DlKC+d/fqYnS+pN2DsvqPf3X4fIiU97UeQCirhsYs8b7hvpGjUibdxJ1f7TTZqrNai+H17/9sLPNKsmFM3FGh1vtDt5+/UG1RbtdKI455T7qe7juu8m9WPJj/NhZP+usRQH+4ukRddJ6mVtYo8jyVfXydavl/oCAAAoNxxnJG7wNi5GaT8da/Q++mGQsv2i6yxt5q1OZ0E4mTjapa2zaZruKMI5fQlsX/fxojoXUmHdKE5bu8B6GskbB98dRKmQ0825oI3BjXG9TmVYFpS6/e0/qFXZoFfR2+hmll9TvfUz/XVnNtGkD40KLTwN30ZXfbVBlcaHwBpSpHMq/VzSjO67Sf3YlS/7SYL9xFenLdYuvmK3+VKnJBFc+4nz10g94gQAAADwwXHCxhjWXfFD2yXGuGyiM9pmxebfJXIOeKvTWRBMJo5od4toqf44Mgnn9Odnot8a8ohT9yNQaZETKBW2Om/F5sJl9/nmkvuvqR208eDVg8hQMnpqf4v+aAeb0490TA/pvrzZeuZ+oB3TR/naokDnVPd73delD1tdYF3KWmQ/SbCf7EOnkxBfXdaFqw4um90P+/hEkLSth0sHAAAALBJXOE5IWou2C5J2xRexxdmt2PxRYtslui89CJPnzV/obP77248vnX+hs2DzuB4+4rQ+T7S32vuaCXsCXSfUZRPYrhvKaZ9vHpmpVknuicuIt/2zD6jSWqF38nVD80PqR5aKdk51/5W+LqJtvcD+dlzobRYk7ctVh7TtkDZr0bCu2xSXDwAAAFh0bEmTZkTn+OKKPUWKO652+WRQJhu/PaZ61fEs01SV3uy8Icmaqj6jJ3RIv/exAlsuSpxYbJ4rLTooIDPLdLBfp0YtupYfHtDGGD4Hxm3TA1X3XRZtEzjNZXR+0mCXfNexbHpQZF+ufds8TVqbIOfA13bJBwAAALJC4k4vMYb9rOQNVx1ZsmDy3rMqpVsWMUVfdy+q6Am5MCwu3YX28QkoMNXtm2u5/TQwVOjBbJg1Ltg+et3eSLRN0Ok44vxkn+Jj9ST4AybOV+/PJ4J8WGlbWriM/tCz0s8+AQAAlAMbM3w2gXUdVyQGJcF+Uk6n84bULes6Th5uRWsiVvnXnD7T3mqQ3nV9/cBrKLJbkA1AF6d/TT+3onUSdo2EXUNRcNJ8MDE80O0HW1q4nIhLj4N9svyQyWJfsg+7BQAAAHxwrNDiswms63g5aDyU/eUF27asmLz+2df1eeLfc5pfD9IvHnV+4Um/V+Jod4sOpx/TN31MJvSF4Mrri8UMcqFAQeGfhlXviGi+W6FW/TmFP+5Upef1Fq1ECyq684pP2g8XPVbSoseUiEtndJphXY45TGT/tn32uL20GwAAAHDhiyVxMYbjkY5JNj5ZPQ15iGnSLpGs8L8B+9ELWp8/o63ohXVbh09o6U3aR6JuwyeRRSovDRE7KBkzy/R+g2hlNrz+teMNam/fTBeq2/tUb9TCvEad9lXeOJA0iLndeqzIGPGVS8r3Icfpt3y/+Non6HwAAACgX/qJMZzvK2PtFikrfmnKjApdtyzrNHFxcZFpxD45OaFK5WYlrVQ26caA/cRHp4tGq9Xqan/ZQPvd7bd9Wg9i29d9/V+XEdL6aaSMq05WZ+J80mD349uHyy5l4+i1PuNE2ccb6Aafv2g/2n/T/jTxQ9BxRMciSdv4ZH0E7WOx+8ga1/W39bTHz6pO/m8mMoIrmaai2ieLhgGQJ2yflnHh6uu+/q/LiLhw+WkRdJpx6Uk+abD78e3DZZeycQIAAABYXPHCJxqtSzrJRySOpPxhYOtpyapOQ59MAAAAAAAAAMaTiU+fPl1dXl6SFZ6tJOlZzWgAAAAAAAAAxWPoaybKxsRPt5/Ru/qxPJOusre/7M+sgtGC/gY0eGYe7Uf70f67AI85DZky3Ui7KHv7AQAAAADGmZFNJvRq916w5frdz12AiQQmEkw/fVaX6aW8r1zSPmx+L8cEAAAAikAvsc3GUCtpEL+0/sNCH38YdbqZTJw3ae3lGjXPI73DOTXXojdkB7LWndkzXHErabD+Vs8jt2+km7SoXtI27ly3v/NyOrletv18TiRvMdA0cXlC8c6p9FuXpKGfMj7sfqwOAAAAjAsc23itb1yMs3FQ0nqdcD9rhpOOO0yk/pYs63Q9mTj6dY8+R2nhaHeV9mie1qM3ZNNew0w20qEvhJYkXOUYq+cN90SiRo1IG3du2h+0e3aFHu5H12v/Ia3M3kwMmos1Ot5od/L26w2qLd5MGeLyQop1Trkv+8aBiCCDW8pIWrD+guxf0rJ17YOR/UgZq0tZWw4AAAAoEhzHdKyLi2vaT9KM3kc/DFK2X+LaKXlxPmkJJxNHu7R1Nk3THUU4ot8Pp2m+Hr31eqpKb3beULXHV2D7Tn6vF4X9dcMlnTcOvjuIUiGnm3NBXYMb43qdyrAsqKv9zQ/UqGzQK3l5dfU51emYPna+SWjSh0aFFp7OhFmvNqjS+BBNNOLyinVOdT+XrfRfLRrtb8umJe0+9PFtXXRZAAAAoIhwXLOxjHUd7wRtl5josonOaJsVmz9K+Hi63boOkicyKMFk4oh2t4iW6o8jU8T5Fzqje/RVj5MHi1wEK4zVNdamG5xV40fC/dfUDup68OpBZCgR1W26OlimcEpgOP0YTCse0n3JnLkfaNFEIy6PKdA59fVT6cNx/ThubFi71nW+Ly3oeoiwD28ZnQYAAACKgsQ8iWtWtF2QNOfZ2Ce2OLsVmz9K7PF0PVikrbr9/UH0/wOWPovpNaigRwAAAABJRU5ErkJggg==
请问哪个科目可以代替低值易耗品?
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