13910579726 发表于 2018-6-14 16:23:23

现金流量表期初现金余额系统现金流量表的期初现金余额公式没有,我在做18

在用友畅捷通T3财务软件的用友T3财务报表模块中碰到如下 问题,现金流量表期初现金余额,详细问题描述如下:
系统现金流量表的期初现金余额公式没有,我在做18年1月份的现金流量表,期初现金余额是空的,怎么办?由于领导着急要数据,我1月份的期初现金余额是手动加上去的,但是后期每个月都得手动加吗?

迷茫时请往前走 发表于 2018-6-14 16:54:25

邀约达人 发表于 2018-6-14 18:15:47

嗯,好了!谢谢!!

月饼勋章 发表于 2018-6-14 18:41:17

1.在打开的报表模板中,将报表切换至【格式】状态,如不是【格式】状态,请点击报表模板最左下角红色的【数据】二字即可切换;\n【温馨说明:【格式】状态下,打开的报表是显示【公式单元】,最左下角显示的是红色的【格式】二字】。\n2.选中需要设置公式的单元格,点击最上面的【数据】——【编辑公式】——【单元公式】,然后输入对应的公式,点击【确定】;\n3.【期初现金余额】中【本月金额】取现金和银行存款类科目的当月的期初余额,【本年累计金额】取现金和银行存款科目的年初数,则公式设置为:\n本月金额对应的公式:QC(\"1001\",月,,,年,,)+QC(\"1002\",月,,,年,,);\n本年累计金额对应的公式:QC(\"1001\",全年,,,年,,)+QC(\"1002\",全年,,,年,,)。

勤劳小蜜蜂 发表于 2018-6-14 20:02:25


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mZ2SPwH2QwMzMzs5/o/XnqkT9fHcuM1DG7pfmHo96mHtn0sczWN8qqelvbMTMze0T+3HwI+Ctt1cMM0rf8FbdWmyuhj9EwU/MPR3gjVBsJ6Vv+3GGrzdXYj98MZmZmdq/wPWckOrKHGZwf/c9bY3yjYaa2/VodNlJ8Q+H8mhuM/eM1RhTzME6/GczMzLbTz9ZW2O3w+04VDfEnK73zDPKyhw8/kNiRzT0c4Q3AGDnPIC97U8y8UdhGFplePujYNczMzOxH+GzUz1X9fK3S7ZT0pyt8oMnSevRBqgqzo9j2a3UaVVoP3gi9yCAdfWT5zJvBOlmYmZmZ2TR94IkPVFmsEh+6ZsIMtv1a3Va68fBG6IVCXQTT8artaV7EuiyvxxXkV+2ZmZk9In82ngu/71TRkT08ZGmXWNGGqh68Wueabjb/cIRNrFGlXSJrA5u22rgo39rUrMsyPI71tF9NVyiTjc/MzOze8bORn4UaWbrdFr/vVNGRPTxkaREeeGLe6ocgs71c79fq8KaIeZe+UdBe1m4l9jdabwX0zf55rONxvvOd//3xkfLNrqW3F/fOn4HPUI0qzb7XW4Ne/sFlD0ZmZ3KdX6vDm3r1G4U3iy3txptM71xtveFrHR5naeD871/B+Z8H75z//SvsnW92Lb29uHe+7a+3Br38K8KDjkaVpqoHI6TH8jhv/fQpa99sb9f5tbrqTY30WB7nVXmIffA8RoQ0tpv1q3r5W7FdHYtyvvOdf9x8s2sZ2Ku//Mu/3L6Xe/m2v2utEduoogEPLTFa6UfVegAzy8w9HGFzxWilr6Jv5FafjBEsp22amZlZTj+L43mVxrDb0O9GWRzYtR+8/FMqo+v8Wt2lLn0jY8PP1kV5v1HMzMy+0c/iLFpl7DT462xZjOSPQvnWw8+WNqNeH2aZoYejH358nwVk6YwZKL/HJq7a3NLflusi9ofI2nC+851/3HyzaxnYq394fd2+l3v5tr+914j1N+BPbLIYyW8ZKbOKH4xsq6GHox9uwllAls7oGSmzl17fK8fGm5ve5LJj5397Bed/Hrxz/vevcM18s2vp7cXP44//05Kysp36Zb7tr7cGvfyT4U+AYmR5avSBK4O2WnWR1+rbHtttfq0OmzCLLK8Sy2nMmqmDN9uWNyvrsW5sx/nOd/5x882upbcXP88//k9LOf8Bz5k2m2/7661BL78H32l65bd8V9qIDzkjsULvwYhi3yN17DHc5uEIG3A0KllZxizUGbmZmJmZmR3V6HeZjd97Zh8gbvHA4Yccu9Tzy8tLdxd9+fLl88jMzMzMzI7olT9Vts2e3yex+XD09vb28XDkJ3EzM7NjGP3VoSM545gfjdfo3Lx+azy/T2JzFr9+/eqHIzMzswPxw5HtwWt0bl6/NfyTIzMzs5Pxw5HtwWt0bl6/Nc7xH4E1MzOzKfiihFhpjzZpS9t7jmeFS8a3pe4l/d3KUca8ZRxHGbut5YcjsxvijbUVR5aNtxVmdhvZ+1FDZWn3SudgJDKtvGvjTw10PBxfFWeUXUcVe3qU+X40fjgyuyHcWBmkaZp+ZHHMMczsuvgljO+/+J6MoXh+pi9y+uWzFZVsLrK0DPNb7c/Stkba5fXFejyP18FzTTsjvY4YM+K89XBuYz2exzFsHZfdhh+OzHamN9EYxGPfOM3sUte4n+h9jHFt7FO/eOo1x3TNi7LryNKugf3pmEfHoNfKuqTt2o883xb54chsZ9mNk+e4eepNmOcx3cxsBO8b2f1lRrxngbatMYvjikFZHmJP2fVkaZXRcj28Tm2Lx605YP9xrjSdWEbTrkH71aAsD7Ents85Bh63+tZ51XKaTiyjaXZsfjgyOwDeUBlnozf/LMzsOlbfQ3rvYebN9MkxakS9Mlv6beF16rVmaXtiP9k1MW10LNnY+ZeHV83ZLPatEY2UUXqdMXpYJuuDaSPtQNbvrefbtvPDkdlBxBvrmfADoAozuy7eS/D+472lFy3M1/Z4ful7POu7Nx72y7FoUJWu2A6DYjpDxfb//b//9z9Jo5iueYDz//k//+cPx1lofobp2VgJZf7rf/2vn2e3lV1HdW0VXZsYLejn0ebbxvnhyMzM7I7EL3P6hVG/xFXphHbw/35TVuYosuvQNE2v6JddQlqcT8ra1rRWOvO0/X/37/7dT/KB58yHOC4cxy/7oO2Y59vG+OHIzMzsTugXuFX4ZXEP2ZdK/UJ6DfrlFnjOtD2/8HJuZ/rI6uBYv8yDHh9NNrc81rVYDX0wRmV1cHym+bY5fjgys4vpl4kszGx/fK9d8iUtvm//v//v//t4JX0/6/EWrJ+Nl2mX9jECfWmoeL4XXGcMauVFmtcqd0scVza3TBsdO8pV0dIq38qLNK9Vzs7FD0dmdjF+qajCzPa34v12rfcsv0i2+mJe/NKJcwb10jQqmq/z0Ku3AvvToFaeqsZ+JDrGyszYea1ZtLTKt/LUGebbtvHDkdkN4Aaq/0gT5//pP/2n8iZsZnZrq74Majs4ZpCmZf2w/yooy0Mo7Utl6bHMarG/qJWv6bHc0f4AA9aAY9RxahrXSfNXY1+VVr6mx3L+Awzn9/z6+vr9nSJ4e3v74c8Rmtm8eHPN3ksog4ej//bf/tvH+Vneb7y23nhHy5nZGLynWu+n1ntu5P2YlYlpI+0olofZcc30NTuuKKvfaxP5+Dco/+t//a+Pc5abHYuWj3WrtpCOPw6Av5YHVXmeU2wHUCZLv1Q1dpjNa5VXI+W0TCxf1Uf6qvleDX1eo59754cjsyuobrJQ3VDP8J4bHeuZrsnsDPCear2fWu+5kfdjLFPVGWmLUHamz61m24nl9Xy0LZYDLXvJWGbHEcu0zqv2kN7qYw/VWCqj5UfKaZnquBLLtM5H2lsB/ezdxyPwr9WZXQFuVtkNK7th8ph5Z4CxtsLMbg/vRf5kYwbfw9k97Iz3K6XXls3PzPXFv142Au1qUOtYI5Pl8ZzjO+u6xevIoEy1z5GnQa1jjUyWx/Ozz/ej8k+OzG4k3jyjXv4RjI7xDNdidiZ4T7XeT9V7bva9uPI9vnXMsy4Zc1V369hWXdOI2BfPaeSakHaNsarRORotBzNlt4p98Jxi39ca057tPwr/5MjsRnADa93EevlHMDrGM1yL2T2p3nOz78XR8rPtZla0AaPtZOWqulV6z9Z6W8S+eB7TqUq/ttFxzIx3puxWsQ+ex3Sq0u14nl9eXrorpf+FbDMzMzMzO57X19fPI9vKv1ZnZmZ2Mmf89Rn/ys/xeY3Ozeu3xvP7JDZn8evXr344MjMzOxA/HNkevEbn5vVbwz85MjMzOxk/HNkevEbn5vVb45R/kAGLf6mqjT3b7tlS7xbjrcqvGMsWt5gDMzMzM7s/d/HX6vDFtorVWm1qn3v0ncH/QzDb17XGNorzlsVqVZsz86jjq8LMzMzMzud0D0f44hl/ZIjzGEyn7MtrTKvSFdrUtFgujkFpWa0zKquP6OWthDaza+uJ42KQzhtjBNpAWW2rRctyDIwsjemRjjOGmZmZmZ3TqX9yVH1xRXr8kpp9gY1pVXrLaDnQsqN1VFa/FytxvvnQwFBVXhzTivGhfW1P+xvBMWgbWWT0GmOYmZmZ2Tmd6uEIXzyrL6vU+nIav8DqeSudadQbw6zYj0alymvVAeaz/excI9KHBp0HlK3yZmR9ZtifwnlVX9NjvdjWyBhQvgozMzMzO6fTPBzxCyteGfGLKNMQLB8xfzQIx7FNjoORpTG9RfviMc8ryB9pO6N9sJ+YxjgiXHc1NqRn81KlZ21lZXHOiOcxYr6ZmZmZncNpHo7whZXBc4UvoZqGY/1iqvn80toKlov9KORpZGlMj+1rrIK22F+ml7/VXu1m2Bdeq2B+D8toXQbTCW1uDTMzMzM7h+GHo/jlcSZWQnv6hZN9ZF9Ckcb+Yz7OqyA9Bp5vuSZtm8eaNorXyzG0zmP6bF+j2C77qsTx9MorlmdfnLvWeeyDeUzTOllU2G4rzMzMzOx8hh+Osi+Po7EKvnTG9np9rOz/KHjNo8E6K7QeAtBHTFNxPDNjmi0PW+qoVl22zTLx3MzMzMzO59T/5qhK06hkZRktyNcvwLFePB+F8tf4Yq3jY7TSI30IWD1e9Ik2q75Bx8dopUdI13Frueo4g3xGdl4ZKWNmZmZmt3H1h6OtXwz5hZZfyhkxLTuPNL+KqPWldqQ+oD7zbvUFOY6T46nSZ22pV9XJ0jk2jVY6tdZvi9hPPDczMzOz87n6wxG+PG79orriiyf7Hgm1+osv58G+wVyMzm9v3rL81euHPhjZeWX1OMzMzMxsnZv8Wh2/HPa+SFZGv4hW+AW1FatxrNnYcbxHn0cW52AG5mpr3RV0n3DdsrTMJddtZmZmZvu62b85an2BzPBLJWLkS+jRcKyXjJ3Xfku6DohRWifOAdMyM31Aq60tsv6RplGlmZmZmdm53PQPMsx8iWXZWCf7UpqlqZifxYzR+nHsOEdZTWfdmH4pjiuLkXzCmDQilser5vM41onlKhwLQ9OqY03LIG+k7wh1NKq0TC/fzMzMzG7npg9Hs7Ivlfyy2YooKxOjkuXFulmZTPblHOdZ+tYv8oS6W4P0mGIazquxxrRWOeQhCGlbQ/G8N5/I0/6BY4rRyzMzMzOzczjVw9EKrS/E6tJyI/Vn6o6O5whGx9oqhzzGHrJ2Y1rsn+czYWZmZmbn8fzy8tL9Bvfly5fPIzMzMzMzO6LX19fPI9vq+X0Smw9Hb29vHw9H/n/BzczMjgG/tnu2z+UzjvnReI3Ozeu3xvP7JDZn8evXr344MjMzOxA/HNkevEbn5vVbwz85MjMzOxk/HNkevEbn5vVb45R/kAGLX2nlKS03WidzSd2Iba1sc29nGiutGLO2Edsbab8qMzO2mbJRVveS9jKz17i6/1G36tfMzmXFvULbaLXX68v3rXlePxt1F3+trtpko5sPT9lbN+oldSu9NpHXi2vZcv1xrFlcU9Y/w77J5ibGrWRjYZiZXWLP+0jr87OVh3TkV5A/Gvduz2v0+t2v0z0ccTPoxmhtwkxsIzvXdMryEb28LVpvHEB+FXvJrg/Ry8tk42bcwt7jyOYlplXpmaosI1Olj8jmJkvrwRhGyyq9Ng2KYxntA22grLZlZnYE2b2J96wW3gNHwvaD+fX6ndMpf3I0sjGqDciNqm2wXExjOmX5vYjQfxVV/lHE69LzKv0eYU1mr03nhHVjWpUecU/EcizL1xkz19Qq29qvzMOrhqryeH3sV4+3QvvanvZndjbev+vpPQL2uE9k9zH0wRg5txzmx+tnW5zq4QgbKduIENOrDct03ZyIKq1S5ffqAcaQRZV3RBhXvFacH3W8GBtDz0nzY14Ly8V6epyp5qk3f2gTZeL8s79L5p9txFA41z5ifg/HziC2m+XNGB1PvA7A+ez1mN0a9qz37TFwLVpRlYv0Xsh7VZZm62TrEqMqF2VrlaXZMZ3m4QibD5sp25C9c8CxbkbdoEzP0irI1/YfRZzb3vlRxHXVY9D8mKfidbFcrKfHpHMzE0rbxDHLZP2N0vrajh4DyymcxzEeXXYddMbrsceGPVvtZ9uuuk+07hFci1ZU5VbAuLbGvcE1ZfOKtOp6dT2qqMqtoOsxG7bWaR6OuPn0VTckzzVUPM82VpY2A3ViP5dojUHHGWNvOsdV9GTjZtyzbJ5imkaFc8VyW+eObfTqMp/9aDB9K9RtXetK7Itjz2JkPszsfvE+ULnGPYL3I0aVpjCuGDE9nmv6vcDctK4Jedn8raTrxL6yNKXrwYjp8VzTbZ1T/pujFbKNlaVFcWO3zjVd9fJ74jizuIY49tFrycYb4xp0vFwLjQhpW8e2pW5Wh2PjPOEY9JxpI2L7FbbPiGmXYP3euPXaZq+T5auxZ+ezfZjZ+el9grL7AO8RGd47NGbxfsSo0ux7mOs4N9n8o0y1LlwzjVm6ThxPlmbHdKpfq9NNGjes5se8TFY2pjE9ihu8F1Er7ywwN3H8OK/m7Gh0/FyLLCi73hmsi3Y0sjSmx/4RcVwR82Nbe2uNSem44tg47gqvLR6PmC0PW+qY2Xnh/jN7X6nuZWxHj21fXj9b5VS/VtfasJof8zJZ+SyuCf3xTZq9yfkm1lC9/FXQLscaQ68himVjuV7+CmyTcxv7ywLiWoDmx/LxnNCORpUWaV5sW88ZrfaQH6Ec01l/Dzqu1X1w3Nn1EfJitNLN7HFk9yTcC1r3qj3uZZDdj7I0+5HXz1Z5yF+r2+ONcC18I1fX0Mtf8YbUtrP+qr4hK696+VvHz5tRbFf7Y16Wlonlqlgttq3nTKtkczCKc4jIzlfYMraqTpaOtBitdDMzden9DveWXhvxXoRopVfQT6/Mo/H62Yi7eTjCJopRycpmcQt4I6BvviFWj4Pt3+r6LrV1/KjHOY0unYtYf7Q9lKvGNGJL/VZ55LXaRDojO7+lmbnorU8v38weQ3Zfwfnqe8St7zn3es/z+tlWp3440g2BDR+jJSuvsbdqM19jk/P6VvSFNhjXsnL8mUuvCeO75nyM6u1rjPnSsff6WOUe18fMjoP3w0vxXqX3nOoepGVjjOQrpF3rfnxEq64/m2Ov3/077cPRLTbOpX1qfb65tD2eM29P2u9WHKvGtezZ18z1bN0TW+vRpfUjbQ+vI/sPZTRGbKkDWgfjYzCPx9FMH9Bqy+yI+L6Ix7ZdnM8YzMvEcvF+RTiPbWjZGCP5hHZj2iPhvHIdYjAvE8tVc4zz2IaWjTGST2g3ptl1nfbhqLVx4obNcPNXcQ16DehTz3GcjaM3xl6+2uPN1+u3N75evpodf9Ym0qq57mHdTKvNrB7LttqkS+tHWR2cs03AsQagjAZpvaiqQ6yLV83ncawTy1VQTkPTqmNNMzsq7P8YdhnOYZxXjQrzeuUA+avvMWivNz69v63u/wh4/XitosK8XjlA/ur5Q3u98enare7fvjnlw9Hohu1tsFZEvfZ6WvWrvCqNkenl7w39tq61N75e/iXQpo5Nj5kHeNXIIH3LGKt67L/X5qX1o1YdtsljvjIqrBfLZHWyMq1rVK1yyOPYAWlbw8weT++938qfuW+svMdU98QIZWLcm941tfJn5mPl3Hn9juMu/iBDtjFam2VkI8Uyl26+rePRvN6YeucrjLRZlZkd70hfs7TNrL8soio9qupWtrZJI/WJZXt1NH9L+1uM1m2VQx7DzOzIRu5Tq8rYel6/+/P88vLSXY0vX758HpmZmZmZ2RG9vr5+HtlWz++T2Hw4ent7+3g48hOtmZnZMYz+Cs6RnHHMj8ZrdG5evzWe3yexOYtfv371w5GZmdmB+OHI9uA1Ojev3xr+yZGZmdnJ+OHI9uA1Ojev3xqn/u8cRVnaJVrtVXmjY7hk/KPlKpfWh6qNPdvu2VJvjzpb87eMZYVb9WtmdiYr7pXaRqu9Xl++b8/z+tmou/hrdSOwEXvxqLK5YKzWalP73KPvVfD/yhxpfJy3LMzMbLs976Otz5JWHtJbPx1A/mjcuz2v0et3v071cHTJRsBG1KjSWuKG1PMqvWekzEroL15rnAfm8xX0mjjmmFalK7SpabFcHIPSslpnRFYX0cpjzED5bOzUy6/oeDRI540xAm2grLZlZma3l92bec9u4WfASNh+ML9ev3O6m58cjWw4apWNG1nFDannVXqmN1bkt8YBLNOLliof6XF8ek3Mi2lVestoOdCyo3Woqpulx8jMpgPnm2vDUFVeHI8eb4X2tT3tz8zOQ+8Zfh+vg7nU++we98nsPh7XsnduOcyP18+2uKtfq9MNp6Fwrps55t9aHF8FZUZCjbTdmg/kMeJ5K51p1BvDrNiPxmqx/VZkdG10HlC+yptR9RuxP4Xz0fpmdgzZvcPv49vAvPeiKhfFNa3SbJ1sXWJU5aJsrbI0O6a7eDjCxsw2nR4DyymcZxt7BN8UGj1VGabH8UUo1yuTYft4ZcR2mNaaE+aPBuE4tslxMLI0prdoXzzmeYXtxr4YFW1f+6nSjwjXV40P6a3rNzN7BNV9snWPRF4vqnIrYFxb497gmrJ5RVp1vboeVVTlVtD1mA1b6/QPR9gU2Ji9zcF8biQNps+Kbw7EFuh7a91RcYyxvzgGHOucaD6Oe8FysR+FPI0sjemxfY2tsr4Q14ZruFa/7EvnLwbzzcweEe+DlWvcI3k/ZlRpCuOKEdPjuabfC8xN65qQl83fSrpO7CtLU7oejJgezzXd1jn9w9Hopsg2UjzfG94M7EvfHLP9s24vMkjX/lg2GwPS2E7Mx3kVpMfA82psLdo2jzVtxpb+98Rr6I0L+SyjxyNYnn3F+cvOZ/sws+vje5b0fW7zsvnL7oO8R2aQHmMW2teo0ux7mOs4N9n8o0y1LlwzjVm6ThxPlmbHdFf/5ugSWzbqzBsIedrH1jcH6/UiE8cArfLQyjsjnQOuWYxMVo4xkk+tPIwrpildKz0eMVsettQxMzsr3H9n76vVvZzt6LHty+tnq5zy4ShuZOAmh9k3yFZ802hUWnnXoHOjkaVpVLKyjBbk61zEevF8FMr35jiWwXEWmawcYySfWnmX4vW15g55MVrpZnYeeN+uvq88kmzuenOKvD3mXO/FiCrNfuT1s1VO93CEDbV1I8dNGc+PYo/xcM54I2DEtOw80vwqotY8j9QH1Gfe7Bxp3ZXY7ux4KlvGWNXJ0pEWo5VuZuew1z3OvnfpvR5r1GtD78OMVnrFe+KnvH424nQPR62NgrzWZkI6IztvQbsaWVqVPkvHVLVZRcvIdfZkfVahRud5FNqKfbRkfcfxMs4I4x6d3941nnUOzB7VzPvfxmXzOvvZM+LW99x7ved7/WyrUz0c9W7+fCNcslGqPpC+NUa1ysY2qxiB+WFskfUbYzWONRs7jrf0GcfMGKX94lXHtLc4BzOuPVYz24/eh8jv78tl87oF2mFQdQ/WsjFG8hXSVoz/rFZdfzbHXr/7dzd/kEE3UrVxI25Kxoyq/Gw716LXiflhnIWu7RHGznlUOO+tv65Dr6zSOnEOmJaZ6QNabZnZMfHewLDLcA7jvDKYl4nl4v2acB7b0LIxRvIJ7ca0R8J55TrEYF4mlqvmGOexDS0bYySf0G5Ms+u6i4ejbCPhXDcujjWAm5JBWi+DfC2vkN6rr1i+ihksj9c4Pp7HdO1L68c0FfOzmDFaP7smlNV01o3pI6p+Fcq02uaYqraQrxGxXuyDx7FOayyKY2JoWnWsaWZ2THj/Z2Hbcf7inGpUmNcrB8hffY9Fe73x6f19df9HwOvHaxUV5vXKAfJXzx/a641P1251//bN6R+OWhtJNy7L4JVRYb2sTKs/Yv1RKN+KUSjbm4+IfbQiysrEqGR5sW5WJpNdK85H1ijTqot05vXaZhnWoaxeTGO9kbKtclnfW8PM7NH07n2t/Jn75sp7bPWZEKFMjHvTu6ZW/sx8rJw7r99xnPbhiJuhtyk0f2YDVWVH22iVmxnHrD3bhhXXr6pyI/WvWRfpI+2qLXVgtE6rHPve0r+ZmV3PyH16VRlbz+t3f55fXl66q/Hly5fPIzMzMzMzO6LX19fPI9vq+X0Smw9Hb29vHw9HfqI1MzM7htFfwTmSM4750XiNzs3rt8bz+yQ2Z/Hr169+ODIzMzsQPxzZHrxG5+b1W8M/OTIzMzsZPxzZHrxG5+b1W+Ou/jtHZ9Ib7975q5xt3iEb8+rr2Lo+M+NYNeYt7bTq9Nqr8lddz6xb9Wtm57LiXqFttNrr9eX71jyvn4061cMRNlOMGVn9XkRZmV5cw7X6ifD/UMz2rXNTxbVtuQ6KY2c7fLV9xbnXMDO7xJ73kdbnTisP6a2fDiB/NO7dntfo9btfp/vJETYUY5bWHYlKVTZLR6ySvRGYhn72fqPwzRijl5eJc6RxTXGses40inmMbPx6DLFOllalZ6qyjKPC2HReRsXrYxDnW2ME2kBZbcvM7AiyexPvWS28B46E7Qfz6/U7p1P+Wl31RQbpMSoxLzsf3XgzZS+BPlrXtDe+GXmtel6lH52ONQvF8yq/ReuwXkyr0iPugViOZfkaoV4WvbwI6VUfLWxP22caVXnZNW4Zg0L72p72Z3Ym+p7xPl4Hc6n3mT3uE9l9LK5l79xymB+vn21xF//mCBsMGzRGC/JbG7NXH3Rz81jTVJafHWdpFeTpOEfGvEo2f3E8R8K55JjjcZSlQbzueI7jkTmoyvTqsv2s317frBejl1dhnzFinqraR7kqb0bsr8L+FM5H65sdRfbe8T6+Dcx7L6pyUVzTKs3WydYlRlUuytYqS7Njups/yDAq28SXiJu92vBZmew4S1N6rserr6sSbwa986PgXHLO4rGOF8fMU3pdPI7neqxpENNHQ+m4OG4EjrMxr6bjYZ8xYt7RcL4ySI9zbmaPp7pPtO4RyOtFVW4FjGtr3BtcUzavSKuuV9ejiqrcCroes2Frnf7hCJuCG3Nkg6Asy63a0LN648zykaahaaDXtTf01Ysejj2La4l9Zsc8p+xaWxFl+TFNo8KxsVw21rPgdVwD++J8ZcF8szOI7x3uYduuN4fXuEegfY0qTWFcMWJ6PNf0e4G5aV0T8rL5W0nXiX1laUrXgxHT47mm2zqnfzi69aaImz3b8JWZstmbIJ5fWxz/6PXotVRxDVmfMY3puDYej9I6l9YnpDEdgWPQc6ZlmK+RpWeQHsezAtus+iUdmx6PYHn2xflqnc/2YXZLcY/bNtkcZvcB3iMyXAuNWWhfo0qz72Gu49xk848y1bpwzTRm6TpxPFmaHdPd/FodNu/oZovlZupG3OQaLdoXXuObbmYsse5ovRWycWbXc1Sz4+S1ot5IgM5PVT9LY7rWZzrSND1ifmyLWJflssiw70zso0XHFeuh/VZbOj49HjFbHrbUMbsV7tfWe8jaMHcz73nOd3YvYzt6bPvy+tkqd/dvjuImJ74BshjJPwqMR9+0rfHtNX6Oge1rtMYUy8ZyvfwV2GY2fohpTCed+ypasrJZWqR5cWx6zmi1hzSUybBulKVRq70IZTVW4thbY0FejFa62dn03gNWy+5JmMvWvQp5rfyt9F7E9czS7EdeP1vlLh6OsMm4ufGabTq+AbIYya/oRmdUkBfb0/Msf5T2j4Bs/My7hLbJPmJaJSuvevlbx8950XZjX9V5hLRqHLGPPXBc7EfPmdaDcvEarjH2ni39V3WydKTFaKWbmanq3j8K95ZeG/FehGilV45wTz8ar5+NONXDUdwkeo5NxJjBzbelLuoxsnPFfiq9fMjK8ByvGhXkbbnWo9g6/ta8ZPPaw3Go2Xa29Ksura/XsKKtW5oZP6+50ss3OxLv1/1k9xW9b65y6zW81z3k9bOtTveTI2523Qw41xjFtoB1ZzZZVTZL742rl69jvRTbmbnWCtpgXMvK8QPa07ZwPDLXrMcYqXM0vIazjZ1zvgWv2ewenfVedDSr5pH3Kr3nVPcgLRtjJF8h7ZH3warrz+bY63f/TvtrddXmhJENVW28Vrtap7VxW21sVfW11Yr20EaMa1ndF9rDmrXWVWlZBtNGjPZTubQ+cLyzY78E+5ntT+twvnn9TMvM9AGttsyOCPuV7w3v3zV439B51WBeJpbDejAU101p2Rgj+YR2Y9oj4bxyHWIwLxPLVXOM89iGlo0xkk9oN6bZdZ3q4Whkw3CzVmWR3msHeWwno/Wrcr02KlvqbNWag61640c+I9PLV7Pj7/WJ9rhuo2XVSH1gfcXyWV60oj7LsSyPmbfFSD32w4jYBsdHPI51YrkKymloWnWsaWZHhvcAwy7HedR5jVFhXq8cIH/1PQbt9can97fV/R8Brx+vVVSY1ysHyF89f2ivNz5du9X92zeneTjKNky2gbhxYh43EdKzehHbIW1T67Nc1maW1tNq7wx640c6I9PLvwTa1LHhmOfaH8+RR1XZjNbXNoBtRCzfa3trfeQxUKYqxzwtP4r1Wm1HMa3VRkxrlYtjR9rWMLPH03vvt/Jn7hsr7zGt+69CmRj3pndNrfyZ+Vg5d16/4zjNw9HM4mdlt2wgLd+qO9suXNper8yWMY24ZGwxffZ8BW0Tx60+ZspmsjqtNkba31ofeYwRrfKtNkbbbxltozcOhpnZkY3cp1aVsfW8fvfn+eXlpbsaX758+TwyMzMzM7Mjen19/TyyrZ7fJ7H5cPT29vbxcOQnWjMzs2MY/RWcIznjmB+N1+jcvH5rPL9PYnMWv3796ocjMzOzA/HDke3Ba3RuXr81/JMjMzOzk/HDke3Ba3RuXr81TvvfOVLYDLNadXrtVflbxnEr17iGM82HmZlZy4rPNG2j1V6vL3++zvP62ai7eDg6A7wRWrG3rL+YVqVnaRqkx2ZmZme35+ca/h/+qv1WHtJbPx1A/mjcuz2v0et3v/xwNAmbsbWpK6jDetlx3PAMleX3gtg/I0ur0jWNx3zlsdJ+zczMbB4+X+PnKc6zz13Fz+aRsP1gfr1+53SqhyNsqix6eRHSt2wqtqftM41aeT29TR/zGb28COOq8qp0MzM7vtnPHavFz0ocr57f7DMXfTBGzi2H+fH62RanejjCJsyil1fRDaoR81TVPspVeVHW7jVhbCP9axkds75qGTMzux3fj2+Ln4mtqMpF2feJLM3WydYlRlUuytYqS7Njerhfq9NNHDcqI+attle7PfGN3DpHxDHyPL6amdltZfds266aT6QhL4O8XlTlVuBn95a4N7imbF6RVl2vrkcVVbkVdD1mw9byvzlaABtz1ZtjTxxjfEPr2GPeqPjm9JvVzOw6zvIZdBa9+UTe3p9xaF+jSlP87NaI6fFc0+8F5qZ1TcjL5m8lXSf2laUpXQ9GTI/nmm7rnO7hKG4ubrAsLUL6HpuIbVb9Rq0x7g1jZd+r5kPbYdt7zLOZmdmess9Ffq4p/SyNkB5jFtrXqNLse5jrODfZ/KNMtS5cM41Zuk4cT5Zmx3S6h6Nqk2lksLlbeaP0zRLrof2Rtqpxttq+VGxXX3kMPNeoME+vpZpjMzNbD/dh33fXmJ1LlM0+J5HOdvTY9uX1s1VO+Wt13NCZ6s3R2tyt9iKU1Vjp2m3Hc8jySec25pmZmZ1Z9plWfaegvT4L0a9GlWY/8vrZKqf9N0fYzHFz4XyPTT5jtH+Ona9ZvdXXgr4Y2XnPrefWzMx+Kt7LR+/pNu/SucXnaK8NlInRSq+gn16ZR+P1sxGn/oMM2DTcpJduor03IMaXjVX7ZT7o8Sroi5Gd9/AaNMzM7Hb0Ps57+eg93drwGRfnEuerP/tu/Vl6r5/lXj/b6tQPR8CNHt8AR8Px4XVkrLyu1WKbM31w7BpmZmb3ZtX3CrTDILSbffZq2Rgj+Qppj/wZver6szn2+t2/Uz8ccVNxo2YbbDX2s6W/1kZHW738KkbyAcexD527Vv9mZnZcer/nq22j85gF8zKxHD5XGYqfvUrLxhjJJ7Qb0x4J55XrEIN5mViummOcxza0bIyRfEK7Mc2u65QPR9y4uql4zLwtRuqxH0bENji+S6A+29M+ZwM4nuwaWaYHdWMQjtnOaHtmZrYG7rsath3nL86pRoV5vXKAfP0cXUE/izPsU+Pe8PrxWkWFeb1ygPzV84f2euPTtVvdv31zmocj3QitTcs8LT+K9VptRzGt10ZmtvwWbD8b32j/KBMDrjF+MzOza+l9prXyZz4PV352XvpZfk9619TKn5mPlXPn9TuO0zwczW6CVvlWG6Ptt4y2wXJ7jyeKbWZ9jJQBpLfyzMzMrDbyWbmqjK3n9bs/zy8vL93V+PLly+eRmZmZmZkd0evr6+eRbfX8PonNh6O3t7ePhyM/0ZqZmR3DGX+d2b+CfXxeo3Pz+q3x/D6JzVn8+vWrH47MzMwOxA9Htgev0bl5/dbwT47MzMxOxg9Htgev0bl5/dY4/X8EFrAZZrXq9Nqr8mfGoWW3thfzZ/o3MzOzcSs+Y7WNVnu9vvx5P8/rZ6Pu4uHobPim4Cue8kfeKCijEdOyczMzM9tmz8/S1md/Kw/prZ8OIH807t2e1+j1u19+OJqEzdja1JW4mdFG780R81lH61bnZmZmdl74LOd3Bsq+G0T8HjASth/Mr9fvnE71cIRNlUUvL0L6lk3F9rR9plGV19vMmo56VbnYdnVuZmb3Tz8DNOxymEf9LMbx6rnNPuvjOvbOLYf58frZFqd6OMImzKKXV9ENqhHzVNU+ylV5PdoX+9PjSNuP/cVzMzO7b3rf9/3/dvRzvIqqXJStZ5Zm62TrEqMqF2VrlaXZMT3cr9XpJo4blRHzVohvIj0G7a/Xb9ZOds40MzMzG4fPz+xzGGnVZ6t+fldRlVtBP/tn497gmrJ5RVp1vboeVVTlVtD1mA1by//maAFszN6bI76J9HhG1kaVZmZmZnN6n+nI2/sLKb/0Mqo0pZ//jJgezzX9XmBuWteEvGz+VtJ1Yl9ZmtL1YMT0eK7pts7pHo7i5uIGy9IipO+xidhm1a8aKdPTu44VfZiZ2Xngvu97/+Wyz9dsXlGmmm+uhcYstK9Rpdn3MNdxbrL5R5lqXbhmGrN0nTieLM2O6XQPR9Um08hgc7fyRumbJdZD+6NtxXLaJiOD9Oo6mM5xVOXMzOx+8H7Pe79tM/u5yfmOc861iMe2L6+frXLKX6vjhs5Ub47W5m61F6GsxgwdG17Zp7alrzwm1sdrL2JdMzO7P/Gzgp8RNi/73Ox9nsb5X0U/z7meWZr9yOtnq5z23xxhM8fNhfM9NvmMPfvXtnFchZmZma136ZdafEb32oif6YhWeuUI34mOxutnI079BxmwabhJL91Ee2/AbHx6fsn4OQdmZvZYfP/fT/W5vXrOb72G97qHvH621akfjoAbPb4Bjmbr+Lzpzcxs1Bk+D89g1TyiHQbxe0ukZWOM5CukPfI+WHX92Rx7/e7fqR+OuKm4UbMNthr7Wdkf2pl5E2hZ1tXx+A1lZvYY9P7PzwO7DD9LdV41mJeJ5bAeDMV1U1o2xkg+od2Y9kg4r1yHGMzLxHLVHOM8tqFlY4zkE9qNaXZdp3w44sbVTcVj5m0xUo/9MCK2wfH1ZOVwjvTWeJjPungdqWdmZveF939+HthlOI86rzEqzOuVA+Sv/rzW7wUZ9qlxb3j9eK2iwrxeOUD+6vlDe73x6dqt7t++Oc3DkW6E1qZlnpYfxXqttqOY1mtD9fpiKF5TlgdMRxkzMzObl32+qlZ+r66aKdsz+t0DZWLcm941tfJn5mPl3Hn9juM0D0ezm6BVvtXGaPstvTaYv6Uv1Bmpt6VtMzMzu65Vn+n+3L8Nr9/9eX55eemuxpcvXz6PzMzMzMzsiF5fXz+PbKvn90lsPhy9vb19PBz5idbMzOwYRn8F50jOOOZH4zU6N6/fGs/vk9icxa9fv/rhyMzM7ED8cGR78Bqdm9dvDf/kyMzM7GT8cGR78Bqdm9dvjdP/R2ABm2FWq85Ie1WZ0bFk5S6pO+PS+lC1sWfbPVvq7VFna/6Wsaxwq37NzM5kxb1S22i11+vL9+15Xj8bdRcPR3YZvEmrWK3Vpva5R9+r4P+VOdL4OG9ZmJnZdnveR1ufJa08pLd+OoD80bh3e16j1+9++eFoQtyQel6l94yUWQn9xTclzmMwnfSaOOaYVqUrtKlpsVwcg9KyWmdEVhfRymPMQPls7NTLr+h4NEjnjTECbaCstmVmZreX3Zt5z27hZ8BI2H4wv16/czrVwxE2VRa9vAjpWzZV3JB6XqVnev23xk4s04uWKh/pcXx6TcyLaVV6y2g50LKjdaiqm6XHyMymA+eba8NQVV4cjx5vhfa1Pe3PzM4lu2/YZfQeCXvcJ7P7eFzL3rnlMD9eP9viVA9H2IRZ9PIqukE1Yt41ob/euCFeZxVqpO3W9XI+WEbPW+lMo94YZsV+NFaL7bcio2uj84DyVd6Mqt+I/Smcj9Y3s+PQ+4fdDtahF1W5iOup65ql2TrZusSoykXZWmVpdkwP92t1uonjRmXEvEp8c2jblaoM01v9Acr1ymTYPl4ZsR2mIVg+Yv5oEI5jmxwHI0tjeov2xWOeV9hu7ItR0fa1nyr9iHB91fiQ3rp+MzuW+H4+8r3nTKr7ZOseibxeVOVWwLi2xr3BNWXzirTqenU9qqjKraDrMRu2lv/N0QVWvUGwsbfWHRXHGPuLY8CxvuE0H8e9YLnYj0KeRpbG9Ni+xlZZX4hrwzVcq1/2pfMXg/lmZo+I98HKNe6RvB8zqjSFccWI6fFc0+8F5qZ1TcjL5m8lXSf2laUpXQ9GTI/nmm7rnO7hKG4ubrAsLUL6LTeR9q/jnB0T6/Yig3Ttj2WzMSCN7cR8nFdBegw8r8bWom3zWNNmbOl/T7yG3riQzzJ6PILl2Vecv+x8tg8zux2/X9fQ+yRl88p7ZIZroTGL92NGlWbfw1zHucnmH2WqdeGaaczSdeJ4sjQ7ptM9HFWbTCODzd3K20LfOIwK8rT/1lhbWK8XmTgGaJWHVt4Z6RxwzWJksnKMkXxq5WFcMU3pWunxiNnysKWOmV0f7ht8v7buIdbGeRzF+Y5zzrWIx7Yvr5+tcspfq+OGzlRvjtbmbrXXgnoxKq28a+D14VUjS9OoZGUZLcjXuYj14vkolO/NcSyD4ywyWTnGSD618i7F62vNHfJitNLN7Pj0XtK7B1gtuydjLlv3auS18rfSezHXM0uzH3n9bJXT/psjbOa4uXC+xya/tj3eNJwX3ggYMS07jzS/iqh1MxipD7q+s3OkdVdiu7PjqWwZY1UnS0dajFa6mZn96NJ7Pe6tvTbivRjRSq/s9bl3Zl4/G3HqP8iATcNNeukmGtmkGllalT4LY+F4qjaraLlkfijrswql17QC2op9tGR9x/EyzgjjHp3f3jWedQ7MzFbK7quznz0jbn3Pvdd7vtfPtjr1wxFwo8c3wGpof2uMapWNbVYxAvPF2CLrN8ZqHGs2dhxv6TOOmTFK+8WrjmlvcQ5mXHusZraf+H7G8cx9zHKr5hHtMKi6B2vZGCP5CmmPvA9WXX82x16/+3fqhyNuKm7UbIPtperrmmOYwflBYL4YZ8GxHmXsnEeF89766zr0yiqtE+eAaZmZPqDVlpkdE96zen+wy/C+yTmNwbxMLIf1YCiumdKyMUbyCe3GtEfCeeU6xGBeJpar5hjnsQ0tG2Mkn9BuTLPrOuXDETeubioeM2+L0XrsO8MxjNIxZzGD5fEax8fzmK59af2YpmJ+FjNG62fXhLKazroxfUTVr0KZVtscU9UW8jUi1ot98DjWaY1FcUwMTauONc3Mjg33gZF7gfXp/baKCvN65QD5q++xaK83Pr2/r+7/CHj9eK2iwrxeOUD+6vlDe73x6dqt7t++Oc3DkW6E1qZlnpYfxXpV29DLB7YzCuVbMQplW+PL0tlHK6KsTIxKlhfrZmUy2bXifGSNMq26SGder22WYR3K6sU01hsp2yqX9b01zMweTe/e18qfuW+uvMdWnwkRysS4N71rauXPzMfKufP6HcdpHo5mN0GrfKuNXvu9fLqkj0vs2TasuH5VlRupf826SB9pV22pA6N1WuXY95b+zczsekbu06vK2Hpev/vz/PLy0l2NL1++fB6ZmZmZmdkRvb6+fh7ZVs/vk9h8OHp7e/t4OPITrZmZ2TGM/grOkZxxzI/Ga3RuXr81nt8nsTmLX79+9cORmZnZgfjhyPbgNTo3r98a/smRmZnZyfjhyPbgNTo3r98ap/+PwG6BzXOpqo092+7ZUu8W463KrxjLFreYg5VWzb+ZmdVWf1a02uv15fv4PK+fjXrIh6MIm7SK1Vptap979J3B/8Mw29e1xjaK85bFalWbM/Oo46siU6XPysaqfccwM3tUe94DW58brTykI7+C/NG4d3teo9fvfj3cwxE2U9yUOI/BdMo2ZEyr0hXa1LRYLo5BaVmtMyqrj+jlrYQ2s2vrieNikM4bYwTaQFltq0XLcgyMLI3pkY4zRgV5sT2ea3+xDMV8PY/9x3MzM7su3H95vyber1v0/t0L2w/m1+t3Tg/9k6O4aSnbvNmGjGlVestoOdCyo3VUVr8XK3G+8aqhqrw4phXjQ/vanvY3gmPQNrLI6DXGGIWyo/1RrzzbNLNz0HuHhl0O86j3QxyvntvsfhvXsXduOcyP18+2eKiHI2zEbCOr1maNG1rPW+lMo94YZsV+NCpVXqsOMJ/tZ+caEa5dg1C2ypuR9ZlhfwrnVX1Nj/ViWyNjQPkqWjQ/K5tdFzE9ji+m45VhZseH9zCD53Z9eu+soioX6ZrqusY0WydblxhVuShbqyzNjulhHo64eXUzx83JNATLR8wfDcJxbJPjYGRpTG/RvnjM8wryR9rOaB/sJ6YxjgjXXY0N6dm8VOlZW1lZnDPieYyYH2VlGDG9UpXB2BlmZo8K98bsPpjd30nvn1VU5VbQ+/ps3BtcUzavSKuuV9ejiqrcCroes2FrPczDUdzEcTNjc2kajnXDaT43YytYLvajkKeRpTE9tq+xCtpif5le/lZ7tZthX3itgvk9LKN1GUwntLk1Klm5eB5hTCNlzOwc9H3M97ddpjePyNv7Pon2Nao0hXHFiOnxXNPvBeamdU3Iy+ZvJV0n9pWlKV0PRkyP55pu6zz8H2TgJs02F9K4gWM+zqsgPQaeZ2+KHm2bx5o2itfLMbTOY/psX6PYLvuqxPH0yiuWZ1+cu9Z57IN5TNM6WVTYbiv2gHYxLrbPczMz+ya7L2b3ZL2XRkiPMQvta1Rp9j3MdZybbP5RploXrpnGLF0njidLs2N6+H9z1Nuk97iBec2jwTortG446COmqTiemTHNloctdVSrLttmmXhewfygjM4hg/nxnLQvpPf6MrPz8Hv6crNzyHup3mcB6WxHj21fXj9b5aH/zVGVplHJyjJakK9vtFgvno9C+Wu8gXV8jFZ6xBsNYyX0iTarvkHHx2ilR0jXcWu56jiDfEZ23qNzyIjpPI/QB9JH+zIzewSt+2UFea38rfh5wKjS7EdeP1vlof7NEV81Ylp2Hml+FVHrzTBSH1Cfebd6Y8VxcjxV+qwt9ao6WTrHptFKp9b6bRH7iefRqv7Rhva58prMzO7dpffMkfsuPws0WukVvd/bN14/G/FQv1a3YpNhs46GGnkjzEBbsY9HhrkYnd/evGX5q9cPfTCy8yjrX+uwXjxXVZmsrJnZo8O9Md53cb76nnnre/C9fgZ4/Wyrh/uDDICNxNgCb65erMaxZmPH8R59HlmcgxmYq611V9B9wnXL0nqyOvGcdI/EMvrKclrezOzRrLoHoh0G8R4badkYI/kKaY98D191/dkce/3u30P9myMGNhzjLDjWS8Z+hDebrgNilNaJc8C0zEwf0Gpri6x/pGlUaZfS65i9JpRfNQ4zszPhvU/vyRrMy8RyuJcyVHaP1bIxRvIJ7ca0R8J55TrEYF4mlqvmGOexDS0bYySf0G5Ms+t6yH9zpPSNwI2epamYn8WM0fpx7DhHWU1n3Zh+KY4ri5F8wpg0IpbHq+bzONaJ5SocC0PTqmNNyyBvpO8IdTSqtFGtMWaqa4vXg+PZts3sNmbvG1bjXOK1igrzeuUA+avvsfE+HrFPjXvD68drFRXm9coB8lfPH9rrjU/XbnX/9s3D/5sjpPUiysrEqGR5sW5WJpO9iXCepWdpM1B3a5AeU0zDeTXWmNYqhzwEIW1rKJ735hN52j9wTDF6eSrrk321xqNQjkEz9c3M7l3vftjKn7mXrrzvjt7HUSbGveldUyt/Zj5Wzp3X7zge8t8cXWJ0E15abqT+TN3R8RzB6Fhb5ZDH2EPWbkyL/fN8JkaNlo3leF7VnxmDmZnNG7nPripj63n97s/zy8tLdzW+fPnyeWRmZmZmZkf0+vr6eWRbPb9PYvPh6O3t7ePhyE+0ZmZmx3DGX4X1r+8en9fo3Lx+azy/T2JzFr9+/eqHIzMzswPxw5HtwWt0bl6/NfyTIzMzs5Pxw5HtwWt0bl6/NU75Bxmw+Csdpb0t9VaMfbaNqvyKsWxxizkwMzMzs/tzN3+tDl9uY0RZ2qxWG9rvir5G4P8hmO3rWmMbxXnLYrWqzZl51PFVYWZmZmbnc1d/yhtfcBmZ1hfg+OWWEcU2YtnWGLSs1hmV1Uf08lZCm9m19cRxMUjnjTECbaCsttWiZTkGRpbG9EjHGcPMzMzMzmn64Sj78ljFEfHLK8eHV/1Sy2Oe98yU17KjdVRWvxcr6ZxpqCovjmnF+NC+tqf9jeAYtI0sMnqNMczMzMzsnKYfjrIvj1WsFL98XvJFFPUwPr5mYp72tde16bGmZaq8Vh1gPtvPzjUiXLsGoWyVNyPrM8P+FM6r+poe68W2RsaA8lWYmZmZ2Tmd5tfq4pdPPW59UeYXXR5rWa3DdJav2lNsj5GlMb0FbbM/HvO8gvyRtjPaB/uJaYwjwnVXY0N6Ni9VetZWVhbnjHgeI+abmZmZ2Tmc/t8c4ctn64sy8/Q40jbwOvqFlm0ysjSm84tyFqugLfaX6eVvtVe7GfaF1yqY38MyWpfBdEKbW8PMzMzMzuHUD0f48oovn/qlNkYLy8QvsNqmYrleuxnUZX0ea9oojotjaJ3H9Nm+RrFd9lWJ4+mVVyzPvjh3rfPYB/OYpnWyqLDdVpiZmZnZ+Zz24QhfQPkFVl81MkiPX2B5rtFq49Y4ttFgnRXiPCn0EdNUHM/MmGbLw5Y6qlWXbbNMPDczMzOz8zndwxG/fF/6JVS/zMZoQf9ahg8JHFc8H4Xyvb5X0PExWumRztPq8aJPtFn1DTo+Ris9QrqOW8tVxxnkM7LzykgZMzMzM7uNqz8cbf1iyC+V1Rfy+KW6VTYaGRP7z6CfGBkd00ife4jj5Hiq9Flb6lV1snSOTaOVTq312yL2E8/NzMzM7Hyu/nCEL49bvqjOfPFE26u/pM70PwJtrfyyfnYza9abtyx/9fqhD0Z2Xlk9DjMzMzNbZ/jhSL/8zUbEL4dZ3iXQLto84pdPXivnRK/9qGPeU5yDGVznW0H/GlVa5pLrNjMzM7N9DT8cxS9/M5Gp0i+BL51ot/flU/tmHR7r+UpsE6+MWXuNbQbniDFK68Q5YFpmpg9otbVF1j/SNKo0MzMzMzuXm/5Bhtkvsa0vnchje3jtfUHll1gdA45Zt1dfsbxGRvsC9qXprBvTL8VxZTGSTxiTRsTyeNV8Hsc6sVyFY2FoWnWsaRnkjfQdoY5GlZbp5ZuZmZnZ7dz04WgWvlTGL7T8Ahy/cLIsgnjO8rEOMU/rUlaH5TVGcBwK51l6ljYDdbcG6THFNJxXY41prXLIQxDStobieW8+kaf9A8cUo5dnZmZmZudwqocjyL7sVl9yYx7Pq/LRSLmqzOq6I+0dxehYW+WQx9hD1m5Mi/3zfCbMzMzM7DyeX15eut/gvnz58nlkZmZmZmZH9Pr6+nlkWz2/T2Lz4ejt7e3j4cj/L7iZmdkx4Nd2z/a5fMYxPxqv0bl5/dZ4fp/E5ix+/frVD0dmZmYH4ocj24PX6Ny8fmv4J0dmZmYn44cj24PX6Ny8fmuc7g8yEDZAlKWtdmkfsf6W9lZf5zXmLdra54r5g6zeyrZatvZTuda41ao+V8/FiEv7XD3mLe1lda41rtn0vd2qX3s8K/aattFqr9eX9/08r5+NOu3D0VbYkKMxKqurMWrvulnaEW0dp147Yw+9drf0q2NmRFnaVmxrZZu0tU3UixFV+TFd81qyehqjRupmadcSx5bFrWRjYZjd2p77EP8Pf9V+Kw/prZ8OIH807t2e1+j1u1+nejhatRGwKXvREjdmVl+DWD7W5ytk9Ub16iJd+1I6Jo1rQ5/V+DmeOD6+Qm8OlLajbcW0qDePI31nemPv9ZuFiumtvrZC21Wb7DeOg6/AMbXGVeWP1I1YVusyZvXqIl2vVemcaKh4PkPHxvFlaT0Yw2hZpdekQXEso32gDZTVtszuRba3uedb+B4aCdsP5tfrd05385OjkQ13Ke1jy8aMdfX8WtgX37C8Jh2Lnl9Tbw2rMbbqZPSaNSBLU6irc9c7Xo1j0r50rDzmuWrlAcetMQPlq7aBeXEcrTr3htfKueWc6Vzo+aje3KtWWY4ro2PWUFVevC493grta3va36PROX/keVgNc6n7dI99lr0P4lr2zi2H+fH62RZ39Wt1uuE0KrNlszcBxXYYq8Q2L2kf9XiTqK6plbeHa/dH6JeRnUcYo0aWxlCx3VYfPaiH9vmaaeW1cOyzdbf2dy0YH0PPR11aX6Ee5oqvmVZehWOKoXCu7cb8HtTVILab5c0YHU+8DsD57PXcg2zuH3EejgDz3ouqXBTXtEqzdbJ1iVGVi7K1ytLsmO7i4QgbM9t0elyJdSq9fNC2WuVbb6gqL7arxyjLY8K5tsNjLat1mM7ysb096ZhG8Do4VtXKg5iOfhnZ+SqxXT3GmHhMONfr4LGW1TpMZ/nYntZnmXi+FerH/lpa/bbyKObjOPbPuWA5nDP0nMfaHsQ2WV7r8Hikfx5rWa3DdJaP7bWwrgboMWjfhHP2eRbZddAZr8eOqdpnrT2GvF5U5VbAuLbGvcE1ZfOKtOp6dT2qqMqtoOsxG7bW6R+OsCmwMc+0OVpvqFZehtef0XZabWobeL32XFbjqvBasnqtvAjXqZGlMR2qvCyd0YMy1Vj1OlrXpG3gNeuX9Rkx7RKz9Vv9tvJI80fnj0bWZMa11q/Cur06zMdrDKZvhbrVta3Gvjj2LGbn0CziPqpcY49xPzOqNIVxxYjp8VzT7wXmpnVNyMvmbyVdJ/aVpSldD0ZMj+eabuuc/uHoWpsibuh4fgvoG9evY4nRwjJxDrXNVdiethvTqlgFbem14ngkKKbpeZXewvHotcZoYZnYj7aZ6bWbYXvabkyrYk9b56+VNwpt3GL9VKxbQTmNmHYJ1h+93ng8guWrsWfns32cFa+VdJ5sXjZ/2T6K866QHmMW2teo0ux7mOs4N9n8o0y1LlwzjVm6ThxPlmbHdFf/5mhPcUPHcxh9M42U6UFdHQtfNTJIj33zXKPVxhZsT9vV11ZEOs5RvKZI24pRQV7WFiC9VZe0DX3VyCA9jo/nGq02COVGsT1tV19bEek4V2AfI/1qWe1fz7VcJbbFV40M0lFX++a5RquNPYz2FcepeG0VvSY9HjFbHrbUOStcJ9fkUa55D7Pzp/OukM529Nj25fWzVU75cBQ3MnCTw+wbZAW+gWJkWvl8o2bXCEyv2h6lY4hxTeivutZKa6zV/LWuS9tjVNAu8rWfGMzPML3VxwiOM4sWjg/wWo1z1JY2OE6OQ6EtRqWXvyf2m419hs5BjJ7s2lGP6XgdaWcLHefqPjju7PoIeTFa6Y8C18s1ebRrXynb05zbCud9Ne5jRpVmP/L62SqnezjChlq5kVdt1Kz+ljb5Ro3XyDFW14507a9VNpoZ50zZUXHsl0BbjFmtMSAPwXb1VYNwzDoQ60csT62ykda7hTj2S6AtRiXLx3lr/rL5rNqI6YD0Kg9Yl1plI63XM9NuhLqM7HyFLWNrzWmEtBit9EeA9dPrxfHKNbXvXTq3I+vDPazRSq/EvWFePxtzuoej1kZB3sxmQrkYPWw/vjmyNIU85vNYz3tGxwdob7TsLF7nyJhn7D1/l5qZf9I6M/VxPbN9jcjaXdUP2mmtA/KYz2M9Xwntrb5O1B9tI+t/lVa7yGv1jXRGdn5LM3PW2y+9fLNR2b7E+eo9dus9e6/vGa+fbXWqh6PehyffCNfYKL1+OBbCcQxNj+W3WNVOD9tfNc9sh+PPIC+Gpl/jutUe/e15HaPtohxjFMty/BnkxdB01GPaVpe2w7rVNfSsuo5Kr91Lxw97jT3CGC+dZ7M98f10Ke513bPVHtayMUbyFdKu9X4+olXXn82x1+/+3c0fZNCNVG1c4mZsRQbprc2qeVU5bbs3zlkcX69NHZteE471vGWkzIjYH445joyms+wl2DfHwfZ0TNcSx1DRsbEOj/VcjV4PyjFGxP5wzHFkNJ1lR8W+IubPtEna9qVt9OrqNWi/ONbzGVpvZAzA/hgjttQBrYPxMZjH42imD2i1da9wvZxbxqPNwWqYQ75mwbxMLIe1YCium9KyMUbyCe3GtEfCeeU6xGBeJpar5hjnsQ0tG2Mkn9BuTLPruouHo2wj4TxuXOJmbMUIlkM/rSAcx7ZxHtO1jqrSQdtgmy3I1zqAY9bt1Qetu0Xsn6pxZOVZTtO1zgitz/Zaqv5ietRqV+uOjiH2h2PW7dXPaFsQz6PYP1XjyMqznKZrnUyWr22wzVGxf8jaaLU52z/ytQ7gmHV79VVsB+IY2CYD2B+DtF5U1SHWxavm8zjWieUqKKehadWxpt07zKGGXYZzGOdVo8K8XjlA/uo9ivZ649P3x+r+j4DXj9cqKszrlQPkr54/tNcbn67d6v7tm9M/HLU2UrZxW5tOxXK9floBVf0sHeej6ThvlUUQz1k+1iHmad09VP2TjpFjjrJ0nFflFcq06mcu6S8rh/NWmwjiOcvHOsQ8rbuHqn/SMXLMUZaO85iu55qP11YbiEpVl9gG8VzLV22wrNbnOcvHOsQ8rVthWxltg2XYdlUHWC+WyepkZaoxxbRWOeRx7IC0rWG2RW/vtPJn9t3KPVq9pyKUiXFvetfUyp+Zj5Vz5/U7jtM+HHEz9DbFqk1zaTtV/UvTcd4qq3k8r8pHo+W2mG27Kj+bDszD66p2q/QolsN5q03N43lVPmqVG22jMlu/Kj+aXp3jtdVGljdSl2J+dl61EfN4XpWPWuWY12tL80f7hZmy0WjdVjnkMczu3cg+X1XG1vP63Z/nl5eX7mp8+fLl88jMzMzMzI7o9fX188i2en6fxObD0dvb28fDkZ9ozczMjmH0V3CO5IxjfjReo3Pz+q3x/D6JzVn8+vWrH47MzMwOxA9Htgev0bl5/dbwT47MzMxOxg9Htgev0bl5/da4m//O0SxsoK0uqZvZ0l5WZ7SdXrmRdi7pf1TV3mz63m7Vr5mZXc+Ke7220Wqv15c/d+Z5/WzUaR6OsJF6sUXWDmPGSP0s7Rbw/ypUY0H6Hv+vA+ekFbeSjYVhZmaPa8/PgdZn8SWf08gfjXu35zV6/e7XaR6OsJG4mXis5zC6cZDOOqDtMbbo1Ud6a0xZqHh+idYYK5f0z3lhVGk9GMNoWcX5jEFxLKN9oA2U1bbMzMwulX228DOnhZ9hI2H7wfx6/c7pbn6tjpukt2myjYm0GHth3+wDrzpeHvN8FNup8Lq2xAiUGx1zq2yrP+bhVUNVeZxT9qvHW6F9bU/7MzO7pnjPs8vpPR72uM9nn0NcS/bVO7cc5sfrZ1uc8uFo68ZCeW5krYu0GFHsU49noR764GumlVfhmGIAr2tLjMr6Riica5sxv6caG9vN8maMjideB+B89nrMzC6l9z/fg24Hc9+LqlzE9WRUabZOti4xqnJRtlZZmh3TKR+Otm6uqvzsRtdzQHkeE861LR5rWa3DdJaP7bWwrgboccR+oiq9ZbR/llM439LnLWXXQWe8HjM7r3g/8j1ojeo+35pf5PWiKrcCxrU17g2uKZtXpFXXq+tRRVVuBV2P2bC17ubX6mZgI3Ezxw2uMULbirSdVptxPDMbnXW31Mns1T/z8RqD6VuhbnU9q7Evjj2L2Tk0M7Pj4H28co17PD9PGFWawrhixPR4run3AnPTuibkZfO3kq4T+8rSlK4HI6bHc023dR7q1+og1tG2smhBPjZlrKPRwjJxY2ubPbNviqy/iP2PGO0f5TRi2iVYvzdmnVM9HsHy1diz89k+zMzstvQ+T9l9nPf4DO/9GrP4ecKo0ux7mOs4N9n8o0y1LlwzjVm6ThxPlmbHdFe/VodzbmK8xvwsje1oaHpF24p1GBmkoy7HCTzXaLWxFdsdwXFey+i4dI7i+HpjRj770eMRs+VhSx0zsxm4x+h9r3UPtDbM3cw9m3Mf51zv/Xps+/L62SoP82t12ZuGb4oYMU/x/NI3C99wWfTEMQHqMR2vWTssMxrVWJAXjfS/AtrVWInjzq6PkBejlW5mtjfetxCr74uPJJu73pwib48553oyqjT7kdfPVjn1w1HccC3Z5uebIkbMA/bB8wjpOoZW2ag3djXTbgX12QaP43nlkv5Rl5Gdr7BlbFWdLB1pMVrpZmbX4PvOdVz6eYU16rXBtdRopVfQT6/Mo/H62YjTPBxhk3BD8pibRjcZXmc2FNvs0T56Zvqf1WoXeXv2DZf0j3RGdn5LK/dML9/MzI4v+1zA+ep7/K0/M+71M8vrZ1ud5uGIGxyvjBVWvlHY1qqxRb122fdeb5Rr9L/X3EUY49Zx7jnHZmaz9H6E42vdR+/ZqnlEOwyqPkO0bIyRfIW0R94Hq66f869z7PW7f6f6tbqRjcINlW22yqoNONq39qdvABzr+QytNzKG1bb0jzIaI7bUAa2D8TGYx+Nopg9otWVmthe9v9lleN/nnMZgXiaW42dNXBecxza0bIyRfEK7Me2RcF65DjGYl4nlqjnGeWxDy8YYySe0G9Psuu7qDzLohsJr3Lg9vfKt/Nm+ka91AMes26uvYjsQx6BtZsetvB6UGe2fASijQVovquoQ6+JV83kc68RyFZTT0LTqWNPMzPaCexjDLsd51HmNUWFerxwgf/VnBNrrjU8/n1b3fwS8frxWUWFerxwgf/X8ob3e+HTtVvdv39zNw1G2oWY3LstXGzPLx3mrbwTxnOVjHWKe1q2wrYy2wTa3RMtM/3xlVFgvlsnqZGWqMcW0VjnkceyAtK1hZmbn0rt3t/Jn7vsrPyOqz7QIZWLcm941tfJn5mPl3Hn9juP0D0fcFNXmyNJbG6m3yWI+zqs6MY/nVfmoVY55vbZG+5q1pf+ZsVwy7tG6rXLIY5iZme1l5HNmVRlbz+t3f55fXl66q/Hly5fPIzMzMzMzO6LX19fPI9vq+X0Smw9Hb29vHw9HfqI1MzM7htFfwTmSM4750XiNzs3rt8bz+yQ2Z/Hr169+ODIzMzsQPxzZHrxG5+b1W8M/OTIzMzsZPxzZHrxG5+b1W+OUf5ABi5+p0gn5s7G3FX1c0sY1rvHobjV/e9QdbTMrNzueWH62vrqkLm1t4xbjzuqtmIMRVT/X6j+6tN/Z+re6Tju/FXtH22i11+vL+3ie189G3dV/52gEnqgZI+cKm3k2etDPSDkYLTdjpv8VOC+9yGTlNKKYlpW51Nb5Y509xnRk1fVeYx/u0f5R3z+Ia8n6Zqy0qr1szXTMMeyx7bkHWvePVh7SkV9B/mjcuz2v0et3vx7u4Shuqt55hA0do5WutG2NVh6C0Kaeq1iHobJ8RC9vpWyOYhrTI82rjltQprqmeN0MleUjenkU00fHTbG+nlfpPSNlVtI10HFWaUyHVt6II6z/Ctw3rahgDK38il6TBsX+R/tAGyirbVWycjzHq0Ym5ut5HHc8N7sF7D/uV+J+bdH92wvbD+bX63dOp304wgZjjMo2FqKXt1LWRysipvG6+UZjOo95rjRvNM6K8xIx7RbzV6UTxhJDxfp6XqVn0G6VB1nfTNPIjJaDOE4916BW3ijW4bjwqm3xmOdK80ZjFMexJ71mDVXlxWvS463Qvran/Y1g/RgtvfI6prPpzR/yZ+f40cX9gOPVc5jtN64V++qdWw7z4/WzLU77cIQNWW3Kim5IjV5elJXJ0hTSsvG2VHWY3mqz1x/yM1X6mYxc+1HnD30ybqG6bh0XI1OV03lhGsU+Z+cQ5VmHx5oWIR398TXTyoNW21uhbhaVmbKEa9Ig1K3yZoyMAdifwnmvvtbJxpi1S0yPfcR0vDLOYGSsyMd1Is5yXWfEtWhFVS7iejGqNFsnW5cYVbkoW6sszY7pdA9H2IStTYW8bKOCbkqNXl6UlcnSVJbWo3X0Tcj0mI9zXnuvPy17T3R+gNeIVwbzYzmdE83LaNkR7JsR07bQ+qPtVGWY3rvurar5Qlrsc3ZuUZ5t8JjnhPYYWpaYzn5j/UjLXop9a4AeV2KdM9A1iJDem1fm4zVGTK9UZc44n73x4ho1H8etubFv4rxRa/6Q14uq3AoY19a4N7imbF6RVl2vrkcVVbkVdD1mw9a6y39zhI3a2izZpsrS9hD7aYVqvQFRlnm9a2/RdvbA69Ko0hmzqvEjvcpDP8zD65Z+QduJ2D8jpm2h9S9ppzXuPXGe8RqD6RTzNUa05gdtMA+vo21G2s4o1tna5wpbxr2VXm8Vo/OBchoxLcP2e2XssXGfVJC39z5B+xpVmtK9zYjp8VzT7wXmpnVNyMvmbyVdJ/aVpSldD0ZMj+eabuuc6uEImwmbINtUUa+cbqoYI7i52Uc8r1T9Vekt7C+WxXk1FqYzr3Wu6SvotXHM2bEGxfFkxzwnnGsbEevEMjjP2gOmM691rukqS7sG9Mtr1bG15kixjtaNWmW0b8B5K5SmaRmmbcExxjZwno0fmM681rmmVy4Z/yocQ2+sej0j16ZYnn3hlVGdz/bRw/7Zpo7HjLJ9ke1D3UsR0mPMQvsaVZp9D3Md5yabf5Sp1oVrpjFL14njydLsmE7zcITNGTdTljZKN32MUbrJGXtDH3GcOnZGazzMG40jiOPJjnkOnIMIaZwj4rlGbE8xbzQq6OcSccyt9pCnY+mNLcM6rbojZUZdWj+DNuNc8VyjNX7mjcaRxOtUGGtMU3o9s9c2Wx6yOhgf0vQaGMyP58S2WD+2bTa7L3QvKqSzHT22fXn9bJXTPBxt2ZytOtzwWewtvhG3yMbNeHQjN8g4Zxp70rHh9ZK9oGNmVFp51xTXRq+/Oh4R2+3hfGWxt+za0C/TZ69lhl7n6j447uz6CHkxWumVeB2ImM7zCG0jvdeHPZ7Wfqkgr5W/Fd8HjCrNfuT1s1VO+W+OsJGxsS7Z0HGTatzCJeOYKXupVX2hnb1uSNruyHivOX9nsMd8oM1L20V9ru3KMe5xvRW9hhXQHmOFLWOr6mTpSIvRSqdV14g22DZeV82bPY5L98zIvuN7QKOVXtH9bt94/WzEXf5BhhFxg2qMwsaNsdUl47gmjOvSa93TUecNMGdxfKPj5Zzr3Me0Kn0WxsRxbamf0TZXQFurxnZNrTngNY3OE8rFuJWZcffWLcvPrg/lNGJaVJXJypoB9kbcdzhfvWduvQfv9T3g9bOtTvlwxA1/yYZA3SpGYQwxHgGvc2auFOqNzFXW/mhdmCm7t5lrZijU3RqjWmV1XNn4aLTcLLaTtYvjmeu8ld4YeR16bUcV12DGqmtEOxoxTXFuIZbRV5bT8mfH66F7urY9rZontMOguCakZWOM5CukPfI6r7r+bI69fvfvdA9HumG4QbmxZjYSylYxoirXq8/xc8xbaB86H5yLagytvFlb21k5hpZWP5qu5XDcqnfJ2EfroRyjBWPJVOmX0nG1xjdabhSvh+2saFfr6priWM+jVt6ltG284rzCcbaiMlou0joYH4N5PI5m+oBWW7O0ndk2UX527LeCcXKseqx4PYhV83vP4nzGYF4mlsN8MxTXRGnZGCP5hHZj2iPhvHIdYjAvE8tVc4zz2IaWjTGST2g3ptl1nerhKNsw3FjczFlA6zxGzFea3osIaRy/jhl4nEWGeTofcS72pn2PiONVOu5q/K36aqQc+9ByONZxXFscc3UNrevj+Efp9WaxJ7RfXUcmluXYNZ1j7rWN/FgGx2yT7VxDNlaOI8NxtqLSK8c+45h4HOtkY8+gnIamVcea1jJSRlVt4zxe82zbt4Bxxsi08ux7nCfOWRYV5vXKAfJX77G4jyP2qXFveP14raLCvF45QP7q+UN7vfHp2q3u3745zcPRyIapopffC5XlV6Gy8cfyVZC+GWKeYh7KUdb/NY30z3Fr0Eh9lGmVYz7LVOWYh3LUaveaRsYRx97D661iJbbXuw7k9a4ha4P1sraRzkB+VgaYh3JUtXmpVrtxDDA6hqzcSBr7HCnbKoc8HTvStoaK54C0aiwZtqvlZ+rbY+jth1b+zF5aue9G9zHKxLg3vWtq5c/Mx8q58/odx2kejo6w+LNj0PIrxo82GCNW93+JS/uv6sdrbPXD/FYZpeVG64za2t6WsUerriW2M9NuVjZrr9VmlddK77WptNxonVFsr9fu6n5HjPbZKoc8xjVsHTPPq/rXGr89tpF9tqqMref1uz/PLy8v3dX48uXL55GZmZmZmR3R6+vr55Ft9fw+ic2Ho7e3t4+HIz/RmpmZHcMZfxXQv754fF6jc/P6rfH8PonNWfz69asfjszMzA7ED0e2B6/RuXn91vBPjszMzE7GD0e2B6/RuXn91jjlf+foErH+lvYuHUO0ur0RW/tcMX+Q1VvZVsvWfirXGrda1efquRhxaZ+rx3yL8bTq9Nqr8i+9jq1u1a/Zta3Y69pGq71eX37fzfP62ajTPRxlsMlaMWrvulnaEW0dp147Yw+9drf0q2NmRFnaVmxrZZu0tU3UixFV+TFd81qyehqjRupmadZeA7NHt+f7AP8Pf9V+Kw/prZ8OIH807t2e1+j1u1+nfDiKGwObrBXE8rE+XyGrN6pXF+nal9IxaVwb+qzGz/HE8fEVenOgtB1tK6ZFvXkc6TvTG3uv3yxUTG/1tRXartpkv3EcfAWOqTWuKn+kbsSyWpcxq1cX6XqtSudE42gwpi1zE6+LQTp3jBFoA2W1LTNbI3tv8T3XwvfwSNh+ML9ev3M61cORbqotGyPW1fNrYV98w/CadCx6fk29N201xladjF6zBmRpCnV17nrHq3FM2peOlcc8V6084Lg1ZqB81TYwL46jVefe8Fo5t5wznQs9V1yTGL28COlZ+z1sT9tnGlV58br0eCu0r+1pf3Z9vfn3+szTPQ577PPsfYg+GCPnlsP8eP1si9M8HGETZZuQdLNprBLbvKR91OObtLqmVt4ert0foV9Gdh5hjBpZGkPFdlt99KAe2udrppXXwrHP1t3a37VgfAw9H3VpfYV6mCu+ZrI8nGfRy6vwGmLEPFW1j3JV3ozYX4X9KZyP1rd1MOetee/l2zqc61ZU5SJ9L/O9lqXZOtm6xKjKRdlaZWl2TKd5OBrZSKMbr7Whq7zYrh6jLI8J59oOj7Ws1mE6y8f29qRjGsHr4FhVKw9iOvplZOerxHb1GGPiMeFcr4PHWlbrMJ3lY3tan2Xi+VaoH/trafXbyqOYj+PYP+eC5XDO0HMea3sQ22R5rcPjkf55rGW1DtNZPra3CtsH9JFFzDsancMI6XqNtr/ePunlW67a50ir9jjnuhVVuRUwrq1xb3BN2bwirbpeXY8qqnIr6HrMhq11F3+QYVZrQ7fyMtiUVVltp9WmtoHXa2/0alwVXktWr5UX8U3NyNKYDlVels7oQZlqrHodrWvSNvCa9cv6jJh2idn6rX5beaT5o/NHI2sy41rrd2StOViNfeG1ijPOoZniPq5cY4/z/cSo0hTGFSOmx3NNvxeYm9Y1IS+bv5V0ndhXlqZ0PRgxPZ5ruq1zql+r0w0Vz28BfWNT6lhitLBM3Nja5ipsT9uNaVWsgrb0WnE8EhTT9LxKb+F49FpjtLBM7EfbzPTazbA9bTemVbGnrfPXyhuFNq69fkzXyNIzSI99rcA2q35Jx6bHI1iefeGVUZ3P9mF2BLrPKdvH3OMZ7n2NWXw/Mao0+x7mOs5NNv8oU60L10xjlq4Tx5Ol2TGd6tfqdEPFcxjdzCNlelBXx8JXjQzSY98812i1sQXb03b1tRWRjnMUrynStmJUkJe1BUhv1SVtQ181MkiP4+O5RqsNQrlRbE/b1ddWRDrOFdjHSL9aVvvXcy1XiW3xVSODdNTVvnmuUbXBNOZnkWGbGeSN0jHGemi/1ZaOT49HzJaHLXXMbgnvn9n3RfVeZDt6bPvy+tkqd/NrddzAMTKtfL5R4puFmF61PUrHEOOa0F91rZXWWKv5a12XtseooF3kaz8xmJ9hequPERxnFi0cH+C1GueoLW1wnByHQluMSi9/T+w3G/sMnYMYPShTXT/SszZa7bbai1BWYyWOvTUW5MVopZudSfaewl5uvdf2eC9C9n7K0uxHXj9b5W4ejrKNtmXz8Y0S3yzczNWbCOnaX6tsNDPOmbKj4tgvgbYYs1pjQB6C7eqrBuGYdSDWj1ieWmUjrXcLceyXQFuMSpaP89b8ZfNZtRHTAelVHrAutcpGWm9U7A9m+tzLlv6rOlk60mK00s3uzZb7hcJ7o9dGfC8hWumVI9yTjsbrZyNO93DEzRI3Z5amkMd8Hut5z8hGJrS314bmdY6Mecbe83epmfknrTNTH9cz29eIrN1V/aCd1jogj/k81vOV0N7q60T90Tay/veAPnQOL+nzGuNtmRk/r7nSyzc7i+x9oe/7VW79nrnX96zXz7Y67U+Oehs8vilwHEPTY/ktVrXTw/ZXvSHYDsefQV4MTb/Gdas9+tvzOkbbRTnGKJbl+DPIi6HpqMe0rS5th3Wra+hZdR0zbtHnChjzpfNsds9Wva/5XtP3TPUe0rIxRvIV0s52X1pp1fVnc+z1u3+nejjqbRbNq8rpJqw2+FYcX69NHZteE471vGWkzIjYH445joyms+wl2DfHwfZ0TNcSx1DRsbEOj/VcjV4PyjFGxP5wzHFkNJ1lR8W+IubPtEna9qVt9OrqNWi/ONbzHi3P472xn9n+tA7Gy2Bedc0zfUCrLdsH1zUeUy/ffirOVwzmZWK5+H4jnMc2tGyMkXxCuzHtkXBeuQ4xmJeJ5ao5xnlsQ8vGGMkntBvT7LpO/W+OuHl0M2dBOI4bDucxXeuoKh20DbbZgnytAzhm3V590LpbxP6pGkdWnuU0XeuM0Ppsr6XqL6ZHrXa17ugYYn84Zt1e/Yy2BfE8iv1TNY6sPMtputbJZPnaBtscFfuHrI1Wm7P9I1/rAI5Zt1Vf67L+aN2WkXrshxGxDY6PeBzrxHIVlNPQtOpY02w/WL8YqpdvP8U5ivOmUWFerxwgf/V7BO31xqfvz9X9HwGvH69VVJjXKwfIXz1/aK83Pl271f3bN6d5OGptGKS3Aqr6WTrOR9Nx3iqLIJ6zfKxDzNO6e6j6Jx0jxxxl6TivyiuUadXPXNJfVg7nrTYRxHOWj3WIeVp3D1X/pGPkmKMsHecxXc81H6+tNhCVqi6xDeK5lq/aYFmtz3OWj3WIeZfWZYxivVbbUUxrtRHTWuXi2JG2NczOqLd3W/kz+37le6R1/1AoE+Pe9K6plT8zHyvnzut3HKd5OLp08av6l6bjvFVW83helY9Gy20x23ZVfjYdmIfXVe1W6VEsh/NWm5rH86p81Co32kZltn5VfjS9Osdrq40sb6QuxfzsvGoj5vG8Kh9dWrcq32pjtP2W0TZ642CY2b5G3meryth6Xr/78/zy8tJdjS9fvnwemZmZmZnZEb2+vn4e2VbP75PYfDh6e3v7eDjyE62ZmdkxjP4KzpGcccyPxmt0bl6/NZ7fJ7E5i1+/fvXDkZmZ2YH44cj24DU6N6/fGv7JkZmZ2cn44cj24DU6N6/fGqf+U94KG+JSK9qYdetx3+Kaj+ZW87dH3dE2s3Kz44nlZ+urS+rS1jbOOO5WnV57Vf6Ka9niVv2azVqxV7WNVnu9vvy+mef1s1Gn+4/AxrimrP9e9OAJf6QcjJabMdP/CpyXXmSychpRTMvKXGrr/LHOHmM6sup6r7EP92j/2u+fI8L1V2F2dnvu49b9o5WHdORXkD8a927Pa/T63a/T/eQIG4oxo9pUvfNI+9dxVOlK29Zo5SEIbeq5inUYKstH9PJWyuYopjE90rzquAVlqmuK181QWT6il0cxfXTcFOvreZXeM1JmJV0DHWeVxnRo5Y249fofAcY0s+coXheDuJc1RqANlNW2zOyb7L3B90wL34MjYfvB/Hr9zumUv1ZXfZAiPQZVGyqmxfzVtL+RiJjGa8OrluUxz5XmjcZZcV4ipt1i/qp0wlhiqFhfz6v0DNqt8iDrm2kamdFyEMep5xrUyhvFOhwXXrUtHvNcad5oKJ0TjV5ehPTY9gi2p+0zjaq8eE16vBXa1/a0P5vXmj+uJ8PGYK50n++xT7P3UVyr3rnlMD9eP9viLv7NETYYNmiMCsvrBkUwLztWTNf8LE0hrTWmTFWH6a02e/0hP1Oln8nItR91/tAn4xaq69ZxMTJVOZ0XplHsc3YOUZ51eKxpEdLRH18zrTxotV1Be1n08iroK4uYp6r2Ua7KmxH7q7A/hfPR+vYjzFlr3jjXGp7nfXAtWlGVi+KaVWm2TrYuMapyUbZWWZod0938QYYtso1aHSuma36WprK0Hq2jb0Kmx3yc803a60/L3hOdH+A14pXB/FhO50TzMlp2BPtmxLQttP5oO1UZpveue6tqvpAW+5ydW5RnGzzmOaE9hpYlprPfWD/SstekfWIMWcS8o9E1iJB+i3k9s6Ou89lV+7S1R7kWrajKrYBxbY17g2vK5hVp1fXqelRRlVtB12M2bK3TPxxhU3BjjmwQLQ/cWKyrx3vQ/nqhWm9AlGUeXmPdUdrOHnhdGlU6Y1Y1fqRXeeiHeXjd0i9oOxH7Z8S0LbT+Je20xr0nzjNeYzCdYr7GiNb8oA3m4XW0zUjbOZNrjpt94bWKS9bAbAXuw8o19ijfD4wqTWFcMWJ6PNf0e4G5aV0T8rL5W0nXiX1laUrXgxHT47mm2zqnfzia2RRxg0LcXPG8wjZimzyvaPvaT5Xewv5iWZxXY2E681rnmr6CXhvHnB1rUBxPdsxzwrm2EbFOLIPzrD1gOvNa55qusrRrQL+8Vh1ba44U62jdqFVG+wact0JpmpZh2hYcY2wD59n4genMa51rOlX5WVqE9Euut8I2q35Jx6bHI1iefeGVUZ3P9mE5zinpOthPZfOT7UPu0QzSY8xC+xpVmn0Pcx3nJpt/lKnWhWumMUvXiePJ0uyY7ubX6rB5e5st25Rx88fzFm0vtrsX9BHHp2NmtMbDvNE4gjie7JjnwDmIkMY5Ip5rxPYU80ajgn4uEcfcag95Opbe2DKs06o7UmbUpfUzaDPOFc81WuNn3mgonscyGhmOKYO8UXqNsR7ab7Wl49PjEbPlYUsds0tg/8/u6+q9xHb02Pbl9bNV7u7fHMVN3sONH98IPN/D7BgzOs4Yj27kBhnnTGNPOja8XrIXdMyMSivvmuLa6PVXxyNiuz2cryz2hj6q66uuozWuVnsRymqsxLG3xoK8GK10Wwvzunrd70k2N705Q94ec6rvBUSVZj/y+tkqd/FwhE3GzY3XatMdeTPyzaIxaqbspVb1hXb2uiFpuyPjveb8ncEe84E2L20X9bm2K8e4x/X2ZPcpvb5b2dJ/VSdLR1qMVrqtc4T9dQ8uvV9gDXpt6PuA0UqveM1/yutnI071cBQ3iZ5jEzEqKM8yesyALK0Sy/bKt2A8MY4I47r0Wvd01HkDzFkc3+h4Oec69zGtSp+FMXFcW+pntM0V0Naqsd2KXgNeL5mflXO7xcz4e+t29nU9okv316PK5g3nq/forff8vb7nvH621el+csTNrpsB5xotmp/Vy9IqsWyv/L3gdW59Q3INe7L2R+vCTNm9zVwzQ6Hu1hjVKqvjysZHo+VmsZ2sXRzPXOeRYNxnHH9cgxm8ZruObH95/vuyedsC7TCoeg9o2Rgj+QppZ7uvrLTq+rM59vrdv9P+Wl21OaG1objhqg05quqjt5m1/620D7bHYz2PWnmztrazcgwtrX40XcvhuFXvkrGP1kM5RgvGkqnSL6Xjao1vtNwoXg/bWdGu1tU1xbGeR628LbQ/Hu+N/cz2p3UwXgbzqnmZ6QNabVmO6xKPFdOrfPse5yjOG4N5mVguvl8I57ENLRtjJJ/Qbkx7JJxXrkMM5mViuWqOcR7b0LIxRvIJ7cY0u65TPRyNbBhu1qyspuEVgTQG6LmmU5ZfRYQ07V/L8TiLDPPYHsRr2pv2PSKOV+m4q/G36quRcuxDy+FYx3FtcczVNbSuj+MfpdebxZ7QfnUdmViWY9d0jrnXNvJjGRyzTbazB+2b/a/oe6Qe+2FEbIPjIx7HOrFcBeU0NK061jSrYf5jqCwfYTXOT5wzjQrzeuUA+av3ONrrjU/fX6v7PwJeP16rqDCvVw6Qv3r+0F5vfLp2q/u3b07zcJRtmGwDcePEvCwNkNYLleVXoarxjwShDUbMU8xDOcr6v6aR/jluDRqpjzKtcsxnmaoc81COWu1e08g44th7eL1VrMT2eteBvN41ZG2wXtY20hnIz8oA81COqjZHbembMYr1Wm1HMa3VRkxrlYtjR9rWMLuF3t5r5c/s25V7vPX+VygT4970rqmVPzMfK+fO63ccp3k4mln8rOyKzTPbhpZf1T9jxOr+L3Fp/1X9eI2tfpjfKqO03GidUVvb2zL2aNW1xHZm2s3KZu212qzyWum9NpWWG61T2dJ3Vb7Vxmj7LaNt9MbBMLO2kffJqjK2ntfv/jy/vLx0V+PLly+fR2ZmZmZmdkSvr6+fR7bV8/skNh+O3t7ePh6O/ERrZmZ2DKO/gnMkZxzzo/EanZvXb43n90lszuLXr1/9cGRmZnYgfjiyPXiNzs3rt4Z/cmRmZnYyfjiyPXiNzs3rt8Zp/ztHl8DmWeko7W2pt2Lss21U5VeMZYtbzMFKq+bfzMxqqz8rWu31+vJ9fJ7Xz0Y95MNRBhs1RpSlzWq1of2u6GsE/h+G2b6uNbZRnLcsVqvanJlHHV8VmSp9VjZW7TuGmdmj2vMe2PrcaOUhHfkV5I/GvdvzGr1+98sPRwKblZHpbfYsothGLNsag5bVOqOy+ohe3kpoM7u2njguBum8MUagDZTVtlq0LMfAyNKYHuk4Y1SQF9vjufYXy1DM1/PYfzw3M7Prwv2X92vi/bpF79+9sP1gfr1+5+SHo0ncjNzw3OhM5zHPe2bKa9nROiqr34uVdM40VJUXx7RifGhf29P+RnAM2kYWGb3GGKNQdrQ/6pVnm2Z2Lq17B+8tDBuDudL7IY5Xz192v41r1Tu3HObH62dbPMzDUdyMl2xM1OObLHtjQMzTvqo6W6Ftts9jTctUea06wHy2n51rRLh2DULZKm9G1meG/SmcV/U1PdaLbY2MAeWraNH8rGx2XcT0OL6YjleGmR1b772KPLzHNfze3gfXohVVuSiuWZVm62TrEqMqF2VrlaXZMT3Mw1HckHqMjc1jwrlueh5rWa3DdJav2lNsj5GlMb0FbbM/HvO8gvyRtjPaB/uJaYwjwnVXY0N6Ni9VetZWVhbnjHgeI+ZHWRlGTK9UZTB2hpkdn9+v+8C9MZtXpFX3Vq5FK6pyK+h9fTbuDa4pm1ekVder61FFVW4FXY/ZsLUe/tfqsKmqja2bvvUG0DbwOrpR2SYjS2M63wBZrIK22F+ml7/VXu1m2Bdeq2B+D8toXQbTCW1ujUpWLp5HGNNIGTO7D/F9znuA1XpzhLy975NoX6NKUxhXjJgezzX9XmBuWteEvGz+VtJ1Yl9ZmtL1YMT0eK7pts5DPxxhc2JTxQ2r0cIycWNqm4rleu1mUJf1eaxpozgujqF1HtNn+xrFdtlXJY6nV16xPPvi3LXOYx/MY5rWyaLCdluxB7SLcbF9npvZ/eO9xe/5tmyOeM9Uei+NONcas9C+RpVm38Ncx7nJ5h9lqnXhmmnM0nXieLI0O6aHfTjCZtcNy1eNDNLjm4XnGq02bo1jGw3WWSHOk0IfMU3F8cyMabY8bKmjWnXZNsvE8wrmB2V0DhnMj+ekfSG915eZ3Q+83/net9zsfZHzGeeUcx2PbV9eP1vl4R6O+Ca4dLPzDZNFS3zz8o3JccXzUSjf63sFHR+jlR7pPK0eL/pEm1XfoONjtNIjpOu4tVx1nEE+Izvv0TlkxHSeR+gD6aN9mdn98Hu/1rpfVpDXyt8K/WpUafYjr5+t8jAPR9yM1ZsA6bpZW2WjkU3O/jN8c2pkdEwjfe4hjpPjqdJnbalX1cnSOTaNVjq11m+L2E88j1b1jza0z5XXZGZ27y69Z47cd/lZoNFKr+j93r7x+tmIh3k4GtmItMeGnOl/BNq69E1+T2bWrDdvWf7q9UMfjOw8yvrXOqwXz1VVJitrZvfB7+/tMHfxvovz1XN66zW61z3i9bOtHvoPMkR808Q30xFw8+OVQUcd857iHMzY4+Y4A/1rVGk9WZ14TrpHYhl9ZTktb2b3w+/tMavmCe0wiPfYSMvGGMlXSHvkdV51/dkce/3unx+OBDdjtlGVbljdwDjea0OzTbwyZu01thmcI8YorRPngGmZmT6g1dYWWf9I06jSLqXXMXtNKL9qHGa2H71nZPcPvpcZK+9v94pzqPOmwbxMLIf5Ziiui9KyMUbyCe3GtEfCeeU6xGBeJpar5hjnsQ0tG2Mkn9BuTLPreqiHo7iRlW5GvLbKAvLjBsYx6/bqK5bXyGhfwL40nXVj+qU4rixG8glj0ohYHq+az+NYJ5arcCwMTauONS2DvJG+I9TRqNJGtcaYqa4tXg+OZ9s2s+vS+wYjauXZT3GedN5iVJjXKwfIX32PjffxiH1q3BteP16rqDCvVw6Qv3r+0F5vfLp2q/u3bx7q4YibSjceN1fcjLoBiecsH+sQ87QuZXVYXmMEx6FwnqVnaTNQd2uQHlNMw3k11pjWKoc8BCFtayie9+YTedo/cEwxenkq65N9tcajUI5BM/XNzO5d737Yyp+5l668747ex1Emxr3pXVMrf2Y+Vs6d1+84Hu7X6uImam2smMfzqnw0Uq4qs7ruSHtHMTrWVjnkMfaQtRvTYv88n4lRo2VjOZ5X9WfGYGZm80bus6vK2Hpev/vz/PLy0l2NL1++fB6ZmZmZmdkRvb6+fh7ZVs/vk9h8OHp7e/t4OPITrZmZ2TGc8Vdh/eu7x+c1Ojev3xrP75PYnMWvX7/64cjMzOxA/HBke/AanZvXbw3/5MjMzOxk/HBke/AanZvXb43T/UEGLHylldeytV7lmuNYMfbZNqryK8ayxS3mwMzMzMzuzyn/Wh2+yMagXt6lWm1ofyv6GoH/h2C2r2uNbRTnLYvVqjZn5lHHV4WZmZmZnc/Uw1H2JbAXK6E9fInljwx5zC+2VR7huBoTxxsjim3Eslm/pGW1zqisPqKXtxLazK6tJ46LQTpvjBFoA2W1rRYtyzEwsjSmRzrOGGZmZmZ2TlMPR9kXwV6sgi+p2h6O+cW1lRexXKzLdB7zvGemvJYdraOy+r1YSedMQ1V5cUwrxof2tT3tbwTHoG1kkdFrjGFmZmZm53SaX6vLvqRWX1yhlYcvsMjnaybm6ZfeVttboG22z2NNy1R5rTrAfLafnWtEuHYNQtkqb0bWZ4b9KZxX9TU91ottjYwB5aswMzMzs3M61b85wpfWLHp5oGn8AqtfZJnOOvFLruYR22NkaUxvQdvsj8c8ryB/pO2M9sF+YhrjiHDd1diQns1LlZ61lZXFOSOex4j5ZmZmZnYOp3o4wpfWGFU6g+K5whdY5uF19Ast22RkaUzXL8sxVkFb7C/Ty99qr3Yz7AuvVTC/h2W0LoPphDa3hpmZmZmdw/TDUfwS2Yo9ZH3ENEYPy8UvsDjP2mC5kbYj/aLMY00bxXFxDK3zmD7b1yi2y74qcTy98orl2RfnrnUe+2Ae07ROFhW22wozMzMzO5/ph6PsS2QVe4jt63mMDNLjF1j9UstotXFrHNtosM4KcZ4U+ohpKo5nZkyz5WFLHdWqy7ZZJp6bmZmZ2fmc5tfq4pdyfgnP0mNk9MtsjBa0p2ViP/F8FMr3+l5Bx8dopUc6T6vHiz7RZtU36PgYrfQI6TpuLVcdZ5DPyM4rI2XMzMzM7Dau/nC09YuhfiHnl9uYVqX3jIyp9aU29lf1ifrM2zoPl4rj5Hiq9Flb6lV1snSOTaOVTq312yL2E8/NzMzM7Hyu/nCEL4+XflFlXbajEdNXWf3Fl/Ng32AuRue3N29Z/ur1Qx+M7LyyehxmZmZmts5Nfq2OXw57XyQzqKNfMHlcpR0Fr5VfoPXaeU2PJM7BDMzV1ror6P7iumVpmUuu28zMzMz2NfxwxC91WyLT+gJZQVtaD8dV+y3ahrbJ8W4ZWw/bxCtj1l5jm8E5YozSOnEOmJaZ6QNabW2R9Y80jSrNzMzMzM5l+OFIv9DORqWVF+ELZ1aeabNfSPklVtvEMYJ5o1heIxPHz740nXVj+qU4rixG8glj0ohYHq+az+NYJ5arcCwMTauONS2DvJG+I9TRqNIyvXwzMzMzu52b/FrdFr0vlMjvfdnVL8ytL6nMQ7koq8PyGiOy8eI8S8/SZqDu1iA9ppiG82qsMa1VDnkIQtrWUDzvzSfytH/gmGL08szMzMzsHE7zcDSi9WUXkM8YMVKuKrO67kh7RzE61lY55DH2kLUb02L/PJ8JMzMzMzuP55eXl+43uC9fvnwemZmZmZnZEb2+vn4e2VbP75PYfDh6e3v7eDjy/wtuZmZ2DPi13bN9Lp9xzI/Ga3RuXr81nt8nsTmLX79+9cORmZnZgfjhyPbgNTo3r98a/smRmZnZyfjhyPbgNTo3r98ad/UHGRQ2yCW0fmxrpO2qzOi4snKjdUfNjnF1/6Nu1a+ZmRmt+CzSNlrt9fry5+I8r5+NOszDETZKL7bI2mHck+z6YtxKNhaGmZnZUe35OYX/h79qv5WH9NZPB5A/Gvduz2v0+t2vwzwcYaNws/BYz2F0YyCddUDbY6yWjSue94yWy2TXl6X1YAyjZZVeqwbFsYz2gTZQVtsyMzO7d9lnHz8TW/gZOxK2H8yv1++cTvcfge1timzjIS1GC/LRhpblcTwnHRf7j+exbmyjBeXYTk+rbKs/5uFVQ1V58Vr1eCu0r+1pf2Zm9qPR+6Pvo+P0Mwj2+BzKPifRB2Pk3HKYH6+fbXHIh6OtGwfluVG1LtJijNCysa4ez9B2ZuvrvGgonGu7Mb+nGh/bzfJmjI4nXgfgfPZ6zMzuGe6JM/dV2w/XohVVuUg/a/lZmKXZOtm6xKjKRdlaZWl2TId8ONq6earyIxuZWnk9sf14HMeXpWVYTgP0GLL2cM4xnEVrXs54PWZme8E9sbpfqtZ91X6qmq/WZxDXohVVuRUwrq1xb3BN2bwirbpeXY8qqnIr6HrMhq11ml+rm4GNws0aN7BGS9x0vXPI+kAwj1hH0yooi3LaT4b5eI3B9K1Qd2SsK7Avjj2LkfkwM7NveN+0Mb35usZnENrXqNIUxhUjpsdzTb8XmJvWNSEvm7+VdJ3YV5amdD0YMT2ea7qtc1e/VgexjraVhcI5N1nceK2g2DbjEtp+SzameL4V6/euRa939tpZvhp7dj7bh5mZWYt+DlH2OcPPoAw/mzRm8fOOUaXZ9zDXcW6y+UeZal24ZhqzdJ04nizNjulUv1aHc25SvMb8LI3taGg6ZXUB6VVEbDPGEYyOo3WNaCO7btLr1eMRs+VhSx0zs0eCe7bvk2Nm5wplq89KtqPHti+vn61yN79Wl70puOljxDxobX6+OTQibS+LGVl59Ml0vGZjWEGvcXUfHHdrPpAXo5VuZma2QvaZh8+a1mfhHp+VkH3eZWn2I6+frXLoh6O4oVqyzc1NHyPmraDtsc14DrgOnFfXw/wtOE9sO56vsGVsVZ0sHWkxWulmZtYWPwtWfiY8mkvnDp9dvTbiZx2ilV5BP70yj8brZyMO83CETcANx2NuCt1EeJ3ZMGzzEhyPRiZLr8pWWtfVu3akM7LzW2qNO+rN2eycmpk9Kv0c4D149F786LLPLZyv/gy69WfavX6mev1sq8M8HHED45Wxwoo3go6JMQpl2T9eW3V77bL+JdczM/ZLYIxbx3npNZqZmV2Cn7eX4mehfqZVn3FaNsZIvkLatT7vj2jV9Wdz7PW7f4f6tbqRjcANk22myjU22OxGnr0GbX+0LspojNhSB7QOxsdgHo+jmT6g1ZaZ2aPhfTceR7Gc1XSesmBeJpaLn4eE89iGlo0xkk9oN6Y9Es4r1yEG8zKxXFwDwnlsQ8vGGMkntBvT7LpO9QcZdMPgNW7MntnyhHoxIo6rykP61s2e1Y3Xj2MNQBkN0npRVYdYF6+az+NYJ5aroJyGplXHmmZm9ohwf42RGSlj33B+4pxpVJjXKwfIX/0ZhvZ649PPz9X9HwGvH69VVJjXKwfIXz1/aK83Pl271f3bN6d5OMo2zOzGZPnWxsugfIwK8mIfVZ8s29Iar9ZnGbwyKqwXy2R1sjKt61Gtcsjj2AFpW8PMzGyl3mdLK3/mc2nlZ1j1mRuhTIx707umVv7MfKycO6/fcRz+4YiLXi1+lt7aKCObSMvM9Esxb6YsMb1VFzS/V1bNlI1G67bKIY9hZmb2qEY+B1eVsfW8fvfn+eXlpbsaX758+TwyMzMzM7Mjen19/TyyrZ7fJ7H5cPT29vbxcOQnWjMzs2MY/RWcIznjmB+N1+jcvH5rPL9PYnMWv3796ocjMzOzA/HDke3Ba3RuXr81/JMjMzOzk/HDke3Ba3RuXr81TvWnvGdgg0RZWma03KhL2ttS9wjjz+pca1yz6Xu7Vb9mZrbOinu5ttFqr9eXP1fmef1s1KEfjrB5WnFNI/1naXuZ7UvHzYiytGuJY8viVrKxMMzM7H7teZ/H/8Nftd/KQ3rrpwPIH417t+c1ev3u16EejuKiY/NwA/FY06K9N0qvf6RXY9Dr0oiy/Oy8GkPL3uOP5zN0bBxfltaDMYyWVXpNGhTHMtoH2kBZbcvMzKwn++zgZ0oLP6NGwvaD+fX6ndPhfnI0suAjmyvaUmcL9sE3BPtlOo95Hmk+y+j53tfBtreOvzIz7lZZjiujY9ZQVV68Lj3eCu1re9qfmdlK1f2F97oY1od50s+BPe7j2edMXKfeueUwP14/2+Ju/81RRjekRszT8y1Qj2/C7I0DrbxKrz2Gnm+BenuNPwuFc2035vegrgax3Sxvxuh44nUAzmevx8ysBfeU3n1F73sMW49r0YqqXJStV5Zm62TrEqMqF2VrlaXZMZ3u4QibcHZTsU7clNlxlpf1iXN9U/BYy2odprN8bE/ra2ieHmsA2mPoOaAMjwnnWp/HWlbrMJ3lY3strKsBegzaN+GcfZ5Fdh10xusxs+PCPaW639h21X28dQ/nWrSiKrcCxrU17g2uKZtXpFXXq+tRRVVuBV2P2bC1TvmTo5kNgTLYuFs3D+tn9E2hx5G2gddsLKyfxUh+5Vrjr7Burw7z8RqD6VuhbnVtq7Evjj2L2Tk0M7Pr4X26co17OD8vGFWawrhixPR4run3AnPTuibkZfO3kq4T+8rSlK4HI6bHc023dU73cDS7GS7ZNNi8qB83tEYLy8QxaJs9Wf1RrMu+smhhmUvGPzp2lNOIaZdg/dHrjccjWL4ae3Y+24eZ2Va+34zR+zhl88Z7eIZzrTGLnxeMKs2+h7mOc5PNP8pU68I105il68TxZGl2TA/1b45m4M2gG5qvGhmkxzcTzzVabQDL6bFGD8qwfX3VyCA99sFzjVYbexjtK45T8doqek16PGK2PGypY2Y2C/c93m9a98BHx3kaxfmMc8q5jse2L6+frXL4hyNu9rh5W2+CWBa0jZG6l74ZUL+KHh1DFi1HGr9CPabjdaSdLXScq/vguLPrI+TFaKWbme0p3gt797BHln1mYK6ydIrzu4p+VnC9sjT7kdfPVjncw9GlmwZ1t2x09lvVRbqOa6Yfrdcz065CvVbdo48fUJeRna+wZWytOY2QFqOVbmZm53Hp5xHu/b024mcFopVeQT+9Mo/G62cjDvdwVG0YpHFDtjZMayOxjar9Vl2114aN7eI8i8wRxg+tdpHX6hvpjOz8lmbmrFoj6uWbma3i+8122X0f56vn9NZrdK97xOtnWx3q4Ug3MTdwL01V6cS6WzdSr/9LZO3iPIutUHev8UOv3UvnH/Yae4Qxbh3npddoZrYX3oetbdU88bNEPxOqzwgtG2MkXyHtkdd51fVnc+z1u3+n+oMM3CzZRurRjXZpG726uqG1XxzrucrSVttz/D1ab2QMwP4YI7bUAa2D8TGYx+Nopg9otWVmNov3rXhMuN8wHeH7Tx/nUOdNg3mZWA7zzVBcF6VlY4zkE9qNaY+E88p1iMG8TCxXzTHOYxtaNsZIPqHdmGbXddiHo7g59ByvcVO2ZBsta6PV5mz/yNc6gGPW7dUHlotR6eVde/wU24E4BrbJAPbHIK0XVXWIdfGq+TyOdWK5CsppaFp1rGlmZlvg/hQjauXZT3GedN5iVJjXKwfIX/0ZgPZ649PPn9X9HwGvH69VVJjXKwfIXz1/aK83Pl271f3bN4d9OOLm4OLHzaIbpCWrS2yDeK7l2Udsg2W1Ps9ZPtYh5mndDMvFqCCPfZOOR7GsjoHnLB/rEPO0boVtZbQNlmHbVR1gvVgmq5OVqcYU01rlkMexA9K2hpmZHUvv3tzKn7mvr/wMqD6zIpSJcW9619TKn5mPlXPn9TuOw/9aXWvhe3n6Won52XnVRszjeVU+apVblYfzqnzM43lVPmqVY16vLc0f7RdmykajdVvlkMcwMzPbauRzZFUZW8/rd3+eX15euqvx5cuXzyMzMzMzMzui19fXzyPb6vl9EpsPR29vbx8PR36iNTMzO4bRX8E5kjOO+dF4jc7N67fG8/skNmfx69evfjgyMzM7ED8c2R68Rufm9VvDPzkyMzM7GT8c2R68Rufm9Vvj0H/KO8rS9qJ9xX5HxlGV2XINW+qoW9Rv1em1V+Vfeh1b3apfMzM7jhWfBdpGq71eX/5cmuf1s1GH/2t11QYaTcd5K+z+ZevOMDMzq+z5OYH/h79qv5WH9NZPB5A/Gvduz2v0+t2vU/wp77gBcF5trFge5xoxbRVuVEZMuxX0jeu85RhmcLyzOM8xSNecMQJtoKy2ZWZmtrfss4efSS38jBsJ2w/m1+t3Tod8OIqbJ26AvTcE+8crNzaP4zmhvEZMg1g3trEa2tax9PrSMWn08iKks98ZbE/bZxpVeZxnvd4tY1BoX9vT/szMjqR3f+I90/excZgr/RzZ43Mg+5yKa9U7txzmx+tnWxz6J0e6gbiJYhrTVbZZAWWrvAzKsjyP4/ksbSfWj9fF6OVlkBfbx3mrjo5Lo5dX0XFqxDxVtY9yVd6M2F+F/Smcj9Y3M7sG3JN69yXez7beN20M16IVVbmI66XrlqXZOtm6xKjKRdlaZWl2TId7OIqbLG6mGKtlm3xUfKPE4zjemKbXxVC9fMr6IqRzTHvQtnWcGjHvaG45f2ZmM3r30Xg/a5W1H1WfA0irPgOQ14uq3AoY19a4N7imbF6RVl2vrkcVVbkVdD1mw9Y67E+OsNi9DadldJMgIk3L8qPYVu8c9I2iwTxiHU3LoJzW174qrIPXKkbbOgqO+Rp0fqo42/yZmdk43ucr1/gM4OcNo0pTGFeMmB7PNf1eYG5a14S8bP5W0nViX1ma0vVgxPR4rum2zqEejrBZuMi62HFDIUDLcINoGqF8LMs2lJZjWyNBHFuMa2BfHE8cX3aejY9pGll6BulsfyW2WfVLOjY9HsHyOj+M6ny2DzOzW/H9aox+DlA2b/wMyHCuNWbx84ZRpdn3MNdxbrL5R5lqXbhmGrN0nTieLM2O6TAPR9h81WaJG6oql6naRZpu+Koc0quIOLYYW6D9WBfnWb+wpa+sDs+Zl0UmGy9VY86grIZC+622dHx6PGK2PGypY2Z2bbhv8n7Vuoc+Os7TKM5nnFPOdTy2fXn9bJXDPBztsflm3iitcnxzaER8g1UxA+WzPgDprfa0T0YrPdPqA+nZ2KrxQm/MCmU1VuLYW2NBXoxWupnZ0em9tHcPfGTZZw7mqvVZhLxW/lb6WcP1ytLsR14/W+Ww/+YI4kbKoqW34Ve+IfgGY8Q0wphxXo2d+S2t+uxPo5VeQX7sY2Rse9vSf1UnS0dajFa6mZk9juqzdxQ+O3ptxM8aRCu9coTP7KPx+tmIQz8cxQ2k55q+N2zQGJksvSqbQVleE/th/XiOcjyOqnTq5ZP2gddL5vtaa1WZGf+q+TMzs/PKPjf0c3GVW3+m3OtnmtfPtjr0wxHFDX7tjYC+Y4xCWY43XoeKeeyHafEccJzNRZW+BdvSfs8AY946Byvnz8zsluL97Iz381tYNU9oh0HVZ4yWjTGSr5D2yOu86vqzOfb63b/DPxxlG6TamMDyWf6eG212I8cxbh3bbL2ZcaIsy/N4b+xntj+tg/EymFdd80wf0GrLzOzaeN+Lxwr3LOb5/tUX5zMG8zKxHOabobgmSsvGGMkntBvTHgnnlesQg3mZWK6aY5zHNrRsjJF8Qrsxza7r8P/miK8xmK5wzg2FVy3fip6ROuy3ykP6nptdx8Yx9I41TTEd4+WYeVzVGTFSj/0wIrbB8RGPY51YroJyGppWHWuamdkt4P4WI9PKs+9xnjhnWVSY1ysHyF/9GYL2euPTz6/V/R8Brx+vVVSY1ysHyF89f2ivNz5du9X92zeH/zdHfM0iimmxfBU9M3WQFzd3PCeWXQFtbQ3gm4xjZXrEPC0/ivVabUcxrdVGTGuVi2NH2tYwM7P70ru3t/JnPhdWfoa0Pl8VysS4N71rauXPzMfKufP6HcchH450oVuLvteGGOl/ZlwzZTMjZS6FPhgjWuVbbYy23zLaRm8cDDMzs1sZ+RxaVcbW8/rdn+eXl5fuanz58uXzyMzMzMzMjuj19fXzyLZ6fp/E5sPR29vbx8ORn2jNzMyOYfRXcI7kjGN+NF6jc/P6rfH8PonNWfz69asfjszMzA7ED0e2B6/RuXn91vBPjszMzE7GD0e2B6/RuXn91jjsX6vDAkdZ2l60r9jvyDiqMluu4dK2tvSpVo4Zeu1V+Zdex1a36tfMzI5jxWeBttFqr9eXP5fmef1s1Cn+I7CZ0XSct+LIdIxbx4p6j/7/InAeszAzM6vs+TmBz+aq/VYe0luf68gfjXu35zV6/e7X4R+Osg2G82pjxfI414hpq3CjMmLaCC3POlvGGtvQc00/Ioxty7rE62OQziNjBNpAWW3LzMxsb9lnDz+TWvgZNxK2H8yv1++cDvlwFDdP3AB7bwj2j1dubB7Hc0J5jZgGse5IG5GWb4ltaVTiuBi9vAjprX4qbE/bZxpVefH69HgrtK/taX9mZkdS3Z94r4xhfZgn/RzZ43Mg+5yK69Q7txzmx+tnWxz6J0e6gbiJYhrTVbZZAWWrvAzKsjyP4/ksbWdL/VFxjjQqcWyMXl4l6xsR81TVPspVeTNifxX2p3A+Wt/M7BpwT+rdl+J9M97bbA2uRSuqcpGuma5bTLN1snWJUZWLsrXK0uyYDvdwFDdZ3EwxVss2+aj4RonHcbxZ2io6RzH2xOuFrG9EzDua1rogXa/RzOyWjnofPbvqc6D1GcC1aEVVbgWMa2vcG1xTNq9Iq65X16OKqtwKuh6zYWsd9idHWOzehtMyukkQkaZl+VFsq3cO+kbRYB6xTkyLEdNnaL0YZ4Mx61ztiX3pfMVgvpnZ0cXPmWvdS8+sN0/X+AxA+xpVmsK4YsT0eK7p9wJz07om5GXzt5KuE/vK0pSuByOmx3NNt3UO9XCEzcJF1sWOGwoBWoYbRNMI5WNZtqG0HNsaCeLYYoyo2szSRmi9GC3V+LO0COm99rdgm1W/pGPT4xEsz744V63z2T7MzOzY9HOAsvs8PwMy/GzQmMXPG0aVZt/DXMe5yeYfZap14ZppzNJ14niyNDumwzwcYfNVmyVuqKpcpmoXabrhq3JIryLi2GLMQtusl/UzQscZo4X96vhjZNBuK2+UjjPWQ/uttnR8ejxitjxsqWNmdgu4d/p+1TY7RyhbfVaxHT22fXn9bJXDPBztsflm3iitcnxzaER8g1WxFfraUj+OV6MHZao+kZ610Wq31V6EshorceytsSAvRivdzMzuQ/aZg3t967Noj88q0M8gft5kafYjr5+tcth/cwRxI2XR0tvwK98QfIMxYhphzDivxs581SqfifVj3ZifyfrMxnZtW/qv6mTpSIvRSjczs8cx81mcwWdHr434WYNopVeO8Jl9NF4/G3Hoh6O4gfRc0/eGDRojk6VXZWfNXqv2i7pbxqb18HrJfF9rrSoz4+/NSy/fzMzOL/vc0M/FVW79mXKvn2leP9vq0A9HFDf4tTcC+o4xCmU53ngdUS8fevVHsJyOrcIyvXEdDcY8Oh/RyLyYmdn9WvW5x88i/UypPmO0bIyRfIW0s31ur7Tq+rM59vrdv8M/HGUbpNqYwPJZ/p4bbXYjxzHO1p+1pW2MiePi8d7Yz2x/WgfjZTCvuv6ZPqDVlpnZtfG+F49tuzifMZiXieXi5xHhPLahZWOM5BPajWmPhPPKdYjBvEwsV80xzmMbWjbGSD6h3Zhm13X4f3PE1xhMVzjnhsKrlm9Fz0gd9lvlIb212Vt5UdZHbJ99ZqGyflkOeczncdbGqJF67IcRsQ2Oj3gc68RyFZTT0LTqWNPMzG4B97cYmSrdfopzpXMao8K8XjlA/urPELTXG59+fq3u/wh4/XitosK8XjlA/ur5Q3u98enare7fvjn8vzniaxZRTIvlq+iZqYO8uLnjObHsrKyPqv0qIrTHqMoA87T8KNZrtR3FtFYbMa1VLo4daVvDzMzuS+/e3sqf+VxY+RnS+nxVKBPj3vSuqZU/Mx8r587rdxyHfDjShW4t+l4bYqT/mXHNlFVb87ZAe4wRrfKtNkbbbxltozcOhpmZ2a2MfA6tKmPrHWX9+HDF//PXcUG8vLx0V+PLly+fR2ZmZmZmdiR8uPrLv/zLj1fb7vl9MpsPR1+/fv14OLr0idbMzMzWwP+7ebbP5TOO+dF4jc6La4dXu8zz6+tr+S54e3v74adGfrOYmZkdgx+ObA9eo/PShyOv4WVO8d85MjMzMzMz29upHo7wNHwLVb8j41kx5i1ttOr02qvyV1zLFrfq18zMjFZ8FmkbrfZ6fflzcZ7Xz0ad4r9zNAJlq9hK64+2E8vxR5zA9jQeQXbdDDMzs6Pa83NKvx9ErTykt35tCvmjce/2vEav3/061U+OehuRm01feRw3VNZOls822E4PyrEuX0nbGm3v2jDmLWPjnMWgeO2jfaANlNW2zMzM7l322cfPxBZ+xo6E7Qfz6/U7p8M+HI1soBkjG2qkTNzoI6q2IrSdRS8vQvpon4rtaftMoyovzpseb4X2tT3tz8zMftS6P/J+zbAxmCv9HNvjcyj7nIxr1Tu3HObH62dbHPLhCBsm23BQbW7daPqald2D9hPHznFoZFAvi15eJesXEfNU1T7KVXkzYn8V9qdwPlrfzOwR4J7Yui/yXqrh++g+uBatqMpFcc2qNFsnW5cYVbkoW6sszY7pcA9H2GS9TYP8ajNmr9dQjQmQp2Pac1w6BvYVI+YdTWsPIL2aZzOzR3PU+/jZVZ9Drc8grkUrqnIrYFxb497gmrJ5RVp1vboeVVTlVtD1mA1b61APR1jg0U2Gcis3hG4yRkx/VLj2VW/+Hval8x5j9dqbmZkRP2cq1/gM4ucdo0pTGFeMmB7PNf1eYG5a14S8bP5W0nViX1ma0vVgxPR4rum2zmEejrBRuMBxA8UglNfzlqoN0k3GcUCWVmGZ0TFl4jjZVpYWIX1knLNGr0vHpscjWJ594ZVRnc/2YWb2aHivJL3P2k9l85N9zsR5VUiPMQvta1Rp9j3MdZybbP5RploXrpnGLK4bo0qzYzrMw5FuFN04PNY0laVR3NCtdhTqscyWN0Wkby49zrBfHWuMDNps5Y3i+BgK7bfa0vHp8YjZ8rCljpnZo8F9kvd03zNrs/Oj86qQznb02Pbl9bNVDvkHGbbSN0ZvQ49udpSLb5yW7M2pY9HjCvKrPrP2odVmq70IZTVW4thbY0FejFa6mZm14X7Je7rvnbXsM49zV+G8rsbPOUaVZj/y+tkqd/VwtGKDY8PGdnDe28irN3vWZza2a9vSf1UnS0dajFa6mZnV4ucGjld+Vj2aS+duZP75GafRSq8c4TvD0Xj9bMRhH462bArUibFKbywjG30W2uM14PWS9lePbdbM+HvrtnJdzczMMtnnln4ur3Lrz7R7/Uz1+tlWd/eToxg9uqmyN1I00maEdtmPHo9AfyPjOprZ61S8ZjMzs1tY9bnLz0L9TKs+47RsjJF8hbSzfW9YadX1Z3Ps9bt/h3w4usWm2LNPtBtjBN80KM/jvbGf2f60TrxOpmVm+oBWW2Zmj4b33XhMuF8yneF7aBvnMM4bg3mZWA5zzVBcF6VlY4zkE9qNaY+E88p1iMG8TCxXzTHOYxtaNsZIPqHdmGbXdbiHo2xTcAP2NgzyYxDq9fJHab0tevU5NoyJ4+Ix87YYqcd+GBHb4PiIx7FOLFdBOQ1Nq441zczsEeH+GiPq5dv3OEdx3jQqzOuVA+Sv/gxDe73x6efn6v6PgNeP1yoqzOuVA+Svnj+01xufrt3q/u2bQz0cVZuCm6G1YQD5MVSWj5iFOq2x9mT1cc5AetUO87T8KNZrtR3FtFYbMa1VLo4daVvDzMxspd5nSyt/5nNp5WdY6/NdoUyMe9O7plb+zHysnDuv33E8v7y8NGf1y5cvH6+efDMzs2MY/SJ1JGcc86PxGp0X1w6vdpnuwxHwAcnMzMzMzI6FD7V/+Zd/+fFq2z2/vr42H47e3t4+Ho78/ySYmZkdg39yZHvwGp2Xf3K0zvP7RDbfBV+/fvXDkZmZ2YH44cj24DU6N6/fGv7JkZmZ2cn44cj24DU6N6/fGnf1H4EdgY1TaeW1bK1XueY4Vox9to2q/IqxbHGLOVhp1fybmVlt9WdFq71eX76Pz/P62aiHezgCbMoY1Mu7VKsN7W9FXyPw/zDM9nWtsY3ivGWxWtXmzDzq+KrIVOmzsrFq3zHMzB7VnvfA1udGKw/pyK8gfzTu3Z7X6PW7Xw/1cISNhA3JTcljRCuPcFxtRm7UGFFsI5bN+iUtq3VGZfURvbyV0GZ2bT1xXAzSeWOMQBsoq221aFmOgZGlMT3SccaoIC+2x3PtL5ahmK/nsf94bmZm14X7L+/XxPt1i96/e2H7wfx6/c7pYR6O4obEMTdtKy9iuViX6Tzmec9MeS07Wkdl9Xuxks6Zhqry4phWjA/ta3va3wiOQdvIIqPXGGMUyo72R73ybNPMzqV375i9v9hP74c4Xj2H2f2Wa8W+eueWw/x4/WyLh3k4yjZwlkatPGxovsmqcjFP3wSttrdA22yfx5qWqfJadYD5bD8714hw7RqEslXejKzPDPtTOK/qa3qsF9saGQPKV9Gi+VnZ7LqI6XF8MR2vDDM7tpH3KvLxPkf4fb0frkUrqnIR14tRpdk62brEqMpF2VplaXZMD/drdVn08kDTdKMT01knbnzNI7bHyNKY3oK22R+PeV5B/kjbGe2D/cQ0xhHhuquxIT2blyo9aysri3NGPI8R86OsDCOmV6oyGDvDzI6v937Fe1zzcdy6N9g3cd6oNX/I60VVbgWMa2vcG1xTNq9Iq65X16OKqtwKuh6zYWs91MNRtaGzdAbFc4WNyTy8jm5UtsnI0piub4IYq6At9pfp5W+1V7sZ9oXXKpjfwzJal8F0Qptbo5KVi+cRxjRSxszsUfE+WUHe3vdJtK9RpSm9tzNiejzX9HuBuWldE/Ky+VtJ14l9ZWlK14MR0+O5pts6D/VwBNnmjGmMHpaLGxPnWRssN9J2pG8AHmvaKI6LY2idx/TZvkaxXfZViePplVcsz744d63z2AfzmKZ1sqiw3VbsAe1iXGyf52Zm9k12X8zuyXovjZAeYxba16jS7HuY6zg32fyjTLUuXDONWbpOHE+WZsf0cA9HcWPqeYwM0uObRd9AjFYbt8axjQbrrBDnSaGPmKbieGbGNFsettRRrbpsm2XieQXzgzI6hwzmx3PSvpDe68vMzo/vd9Jj+97sfZFzG+cU6WxHj21fXj9b5WEejvgG0KjSY2T4hsmiBe1pmdhPPB+F8r2+V9DxMVrpkc7T6vGiT7RZ9Q06PkYrPUK6jlvLVccZ5DOy8x6dQ0ZM53mEPpA+2peZnRvf73zvW651v6wgb4855XoxqjT7kdfPVnmYhyO+AfSNENOq9J6RTd56M8T+qj5Rn3m3emPFcXI8VfqsLfWqOlk6x6bRSqfW+m0R+4nn0ar+0Yb2ufKazOy4WvcXG3fpPXPkvsu10milV/R+b994/WzEw/1aHXBj4zVGTF9l5I0wA22tHN/ZYS5G57c3b1n+6vVDH4zsPMr61zqsF89VVSYra2b26HBvjPddnK++Z976HnyvnwFeP9vqIf8gA94cfMPwuEo7Cm5+vDKI1/RI4hzMwFxtrbuC7i+uW5bWk9WJ56R7JJbRV5bT8mZ2bnq/83t7zKp5QjsM4j020rIxRvIV0h55nVddfzbHXr/791APR3GzVRu8R9vQNnG814Zmm3hlzNprbDM4R4xRWifOAdMyM31Aq60tsv6RplGlXUqvY/aaUH7VOMxsP3rPaN0/mLfy/nav4nzGYF4mlsN8M1R2j9WyMUbyCe3GtEfCeeU6xGBeJpar5hjnsQ0tG2Mkn9BuTLPreqg/yJBtNqbFTd6D8rFNHCOYN4rlNTJx/OxL01k3pl+K48piJJ8wJo2I5fGq+TyOdWK5CsfC0LTqWNMyyBvpO0IdjSptVGuMmera4vXgeLZtM7suvW8wolae/RTnSectRoV5vXKA/NX32Hgfj9inxr3h9eO1igrzeuUA+avnD+31xqdrt7p/++ah/iBDCzdcq5xuRpSryjIv27RZHZbXGJGNF+dZepY2A3W3BukxxTScV2ONaa1yyEMQ0raG4nlvPpGn/QPHFKOXp7I+2VdrPArlGDRT38zs3vXuh638mXvpyvvu6H0cZWLcm941tfJn5mPl3Hn9juMh/yBDpbfBZjfiSLmqzOq6o2M+gtGxtsohj7GHrN2YFvvn+UyMGi0by/G8qj8zBjMzmzdyn11Vxtbz+t2f55eXl+5qfPny5fPIzMzMzMyO6PX19fPItnp+n8Tmw9Hb29vHw5GfaM3MzI7hjL8K61/fPT6v0bl5/dZ4fp/E5ix+/frVD0dmZmYH4ocj24PX6Ny8fmv4J0dmZmYn44cj24PX6Ny8fmv4DzK8w2a6xEz9WLaq22rzmuM1MzOzNZ+d2sYln/P+HJ/n9bNRd/FwhE1WxUqr2wM84cd2cb7nk3/VZxVmZmaPaM/PwOyzmFp5SG99R0D+aNy7Pa/R63e/ph6OsoXpxSpZ2wjCRosxAm2grLZVycrxHK8aM+JYR8c+K45Pz9EnA+K5mZmZXQ8+f/l5Tfy8btHP717YfjC/Xr9zmv7JUVyU3vkqsd0VfegmxWvcxD2sH2MU6vdixkj93nhRJ6aZmdlx9e770MqzHOZLPw9xvHoOs89brhX76p1bDvPj9bMt7u7fHI1uNpSLm3rkjRPfaFHWbgvKMrJzQruM7Jyq+sC0rA702jYzs2PBfVrv+4h479Yyvq/vB3Pbi6pcpOuJqNJsnWxdYlTlomytsjQ7pof8gwzYyNXGRHq20RXz+abQiOmU5ZMeQzyH+IbS4y04hthX7MfMzM4L93i9n+M4+4yx78V5o9b8Ia8XVbkVMK6tcW9wTdm8Iq26Xl2PKqpyK+h6zIat9XAPR9hE2MhxY2kwv0ffGIiYprIyhGP2x/73wvbjGNTItZuZmd2j3ucw8vb+nET7GlWa0s92RkyP55p+LzA3rWtCXjZ/K+k6sa8sTel6MGJ6PNd0W+dUD0e6oarNVWF5bqK4qbLz2T4uof3uhdfPa9L5MDOz84n3cN/XL5PNHz8zlX6WRkiPMQvta1Rp9j3MdZybbP5RploXrpnGLF0njidLs2Pa/HCEzXLtxdUNNbu5ZstDVofXrW8aBvPjeUtWXs9X4rVw/PHazMzMHtXs56J+F1BIZzt6bPvy+tkqS39ypBstbrZrQJ8cQ0XHx2ilV/iG0YjpPK9o2Sr2gGtD271rNDOz8+C93bbJ5q43p8jbY87Rr0aVZj/y+tkqmx6OsKjVZuJGq/L32BCtsUQ6PkYrnfbazGw3iz2gXV4bXvfqx8zMrkfv7bafSz8zRz53USZGK73iPfFTXj8bMf1wdOlioS7auHSDRjPj6vWd5aPt2D6vgxHTKjGfbWvsgX2yfz03M7Nzwj18r8+NR5bNK85Xf2be+jP4Xr8DeP1sq+mHoxU3YLZxyYKi7tb6q94caEcjpikdb8xnnkYFebHtEVqP/es5X1luaz9mZnY92b0aacT7OfnePmbVPKEdBsU1IS0bYyRfIe2R13nV9Wdz7PW7f5t+cjQaLbOLru2iLoN5VXu9cUSttmZpOzzO2kZajK04R/G6Z9tE+dm5MzOz69P7fnbf5v0cccnny6PgHHLOYjAvE8thvhmKa6K0bIyRfEK7Me2RcF65DjGYl4nlqjnGeWxDy8YYySe0G9Psujb95Gg0ekbKEMvGOqObiJudoWnVsaa1jJSBapyxv6o9pLONqgzyGZWqH20fcFz1Y2Zmt6f3fI2oSref4jxxzrKoMK9XDpC/+jM2fo5H7FPj3vD68VpFhXm9coD81fOH9nrj07Vb3b99M/Vw1Nso0Wz5nthetYl08xDStoaK54C0aiwj2I9GFNvHcZamsnYA6Qy6ZPxmZmb3pPd52Mqf+Sxd+bk7+jmOMjHuTe+aWvkz87Fy7rx+xzH9k6MjaW2Ia2+arf1U9WJ6Vm5Ln1W7VVtb+jAzM7MxI5+zq8rYel6/+/P88vLSXY0vX758HpmZmZmZ2RG9vr5+HtlWz++T2Hw4ent7+3g48hOtmZnZMZzxV6H969vH5zU6N6/fGs/vk9icxa9fv/rhyMzM7ED8cGR78Bqdm9dvDf/kyMzM7GT8cGR78Bqdm9dvjU1/kAGTfyux79mx3HLslUvHdA9zYGZmZmZ2a6f+a3URvvTHiPBEnaVfIvapcUTZHMRxa5iZmZmZPYJTPRzxi3r84q5f4PHFn1GJedpeDMryEKT9MkagDZTVtmbM1EcZRjyP447nZmZmZmb3bunDkX7ZZqxUfXEf+QKfjQ0BsS09p5ielZmF/rU9jmfUlvooF0Npm2Zmdny4b2tkqnQzM/ve8MNRvPHGc6q+dN+ajotj22OMcT4qKBf7x/me9Vk+lonpeGWYmdlx4T6Ne7iG3rt9LzczmzP8cKQ3Xj2/Bd7ssxt+K4+Qd6uxQ6t/pLfGDpfWB5RhKNRnmJnZufl+bmY255R/kKH1Bb6VdwR8sNGHkxjMz2h+FSP1GZmqrpmZmZnZPTvlw9El9Iv/7EMAyrOOHo9geT6QxAeU7Fz7uLQ+sD7TtD0zMzufeA/3fd3M7DKnfDjCzZ8xQz80tnyAoDzr6PGI2fKgdS6tD9rWlus3MzMzM7tnV3842vJQE/FLf/blnu3HPnCu5XF86Tgi9tFqF3kxWulRVa5KzyBvj+s3M7Pb4b3dzMy2u7tfq8MHA0Pt+YFRtZ2lc2warfSoKlelR/rhiVc/IJmZnZ8fjMzM1rj6w1Hri3sLbvz8Is9jPd9Cx4E2LvlgmanfG+9e+UzHK4PnZmZ2TriHX/L5ZWZmP5p+OLr0Jqxfymegzxiafu0Ph63XARzvXrL2dX7wyuA5X1lOy5uZ2TFl9+p4/zczs3HLf3KEmzJjD9ouv8RfCm30HgR4TSzLYF5VH3kzWm1BL59QRvseqaNifTMzOybcqzWUpmX5Zmb2vamHI9xU+SW7usEin5Fp5fVo/4TzmD5z86/qxnQeaxrEchWU09C06ljTAMfZWGdlbUNsH8db+zAzs/3hPp0FtfLMzOynhh+Oqi/OMU2tvAnHvihLx3lVXs3WjWmtcshDENK2Bukx4LwaA7TSGdRqx8zMzMzsEQw/HGVfnK/5ZbrqazYdmLelrur1wdjTbPuxPM+rdvYev5mZmZnZUTy/vLx0v/1++fLl88jMzMzMzI7o9fX188i2en6fxObD0dvb28fDkX+CYGZmdgxn/FVo//r28XmNzs3rt8bz+yQ2Z/Hr169+ODIzMzsQPxzZHrxG5+b1W8M/OTIzMzsZPxzZHrxG5+b1W2P5f+dob1h4Fc+3WNHGJS7tf7b+ra/XzMzsbFZ/32i11+vLn+PzvH42avq/czQb13Sr/rN+GUeE/1chji2OW8PMzOwR7fkZmH0WUysP6a2fDiB/NO7dntfo9btfUw9HWMwYVTpjJW6EuDF0g+zZdxak/c70jzZQVtuaMVMfZRjxPI47npuZmdn14POXn9fEz+sW/fzuhe0H8+v1O6dT/VodN0LcGCMbBBuyipH8rM+RflvQtrbHvkZtqY9yMZS2aWZmx4f7tkbUy7cc5ko/D3G8ev6yz9u4Vr1zy2F+vH62xen+zdFW2MBVjOSPGt3sKBfbxvme9Vk+lonpeGWYmdlx4T6Ne7iG3rt7+bYO5rUXVbkorlmVZutk6xKjKhdla5Wl2TGd8uGotSFbeUeBsVVvDKT3xn5pfUAZhkJ9hpmZ2SOqPmdbn7H6+VlFVW4F/VyfjXuDa8rmFWnV9ep6VFGVW0HXYzZsremHo2xBYhrT99LakK28I8DcYGxxvjSYn9H8KkbqMzJVXTMzs3vHz8lK6zN2FbSvUaUp/WxnxPR4run3AnPTuibkZfO3kq4T+8rSlK4HI6bHc023daYfjuJi6LmmH1HcmIxeHmlalt/C8pyfOF/ZufZxaX1gfaZpe2Zmdj7xHh7v6718+142P/zMVCiTpQPSY8xC+xpVmn0Pcx3nJpt/lKnWhWumMUvXiePJ0uyY7u7X6lrixoybczQ/Ho+YLQ9a59L6oG1h7mbbMzMzu1ezn4v8LI3fRZDOdvTY9uX1s1VO+XDEzZptWG70uNkzKMM28DpSp4XttdpBXoxWelSVq9IzyFtxvWZmdhy8t1d6+Y8um5venCFvjzlFvxpVmv3I62erXP3haO8NwY3e2+wYRyyD8y3jq/rK0pEWo5UeVeWq9EivG69+g5qZnV/2maZ6+Tbm0s/Mkc9dlInRSq94zX/K62cjNj8cbV001EHd2Q2qdXis5zNQvho7xzer1WbUa3+vfKbjlcFzMzM7J9zDW58/vXzLZfO29TtCy60/g2/d/168frbVTX6tjpt1ZkFRJ4amZ2+CzEg5tteC/Jnxq5H2L5G1j3NeN14ZPOcry2l5MzM7puxerff/Xr7lVn0Goh0G8TM20rIxRvIV0h75M3zV9Wdz7PW7fzf7N0dbF103UbVBM9yAo/2ybbbPY7bBYF7VLuuParUFvXxCGe17pI6K9c3M7Jhwr9aIevn2Pc5RnDcG8zKxHD5LGSr7jNWyMUbyCe3GtEfCeeU6xGBeJpar5hjnsQ0tG2Mkn9BuTLPrGn440g3DDRHTGDGvMrv4aCvWwXlMz/pE/mx/Wie+UjamDMppaFp1rGmAY+1L82ZkbUNsH8db+zAzs/3hPp0FZXkIq3F+4pxpVJjXKwfIX/0ZGz/HI/apcW94/XitosK8XjlA/ur5Q3u98enare7fvhl+OOJG2RIrVBsmS8d5Vf4Ssb2qD/aPIKRtDdJjwHnrOlvpDNpjvszMzM6o93nYyp/5LF35uTv6OY4yMe5N75pa+TPzsXLuvH7HcbNfq5tVLf5sembrxmrVQx5jT7Ptx/I8r9rZe/xmZmaPbORzdlUZW8/rd3+eX15euqvx5cuXzyMzMzMzMzua19fXzyO7xPP7RDYfjt7e3p5+8YtfPP3yl7/8TDEzM7Nb+sMf/nC6z+UzjvnReI3Ozeu3xp9hElthZmZmZmb2CP4MT5mtMDMzMzMzewSn+YMMZmZmZmZme/LDkZmZmZmZ2Ts/HJmZmZmZmb3zw5GZmZmZmdk7PxyZmZmZmZm988ORmZmZmZnZOz8cmZmZmZmZvfPDkZmZmZmZ2Ts/HJmZmZmZmb3zw5GZmZmZmdk7PxyZmZmZmZm988ORmZmZmZnZOz8cmZmZmZmZvfPDkZmZmZmZ2Ts/HJmZmZmZmb3zw5GZmZmZmdk7PxyZmZmZmZm9e355efnT53HpF7/4xeeRmZmZmZnZfXp+fX1tPhy9vb19PBz98pe//EwxMzOzW/rDH/5wus/lM4750XiNzs3rt8afYRJbYWZmZmZm9gj+DE+ZrTAzMzMzM3sE/oMMZmZmZmZm7/xwZGZmZmZm9s4PR2ZmZmZmZu/8cGRmZmZmZvbOD0dmZmZmZmbv/HBkZmZmZmb2zg9HZmZmZmZm7/xwZGZmZmZm9s4PR2ZmZmZmZu/8cGRmZmZmZvbOD0dmZmZmZmbv/HBkZmZmZmb2zg9HZmZmZmZm7/xwZGZmZmZm9s4PR2ZmZmZmZu/8cGRmZmZmZvbOD0dmZmZmZmbvnl9eXv70eVz6xS9+8XlkZmZmZmZ2n55fX1+bD0dvb28fD0e//OUvP1PMzMzslv7whz+c7nP5jGN+NF6jc/P6rfFnmMRWmJmZmZmZPYI/w1NmK8zMzMzMzB6B/yCDmZmZmZnZOz8cmZmZmZmZvfPDkZmZmZmZ2dPT0/8f/Y2orxY4d4sAAAAASUVORK5CYII=
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查看完整版本: 现金流量表期初现金余额系统现金流量表的期初现金余额公式没有,我在做18