123 发表于 2021-1-19 08:28:07

请教:求和公式,在移动端不执行的处理方法




上图中主表【商品总数】、【已扫描总数】求和正常,但是【已扫描重量】在电脑端能正常求和,在移动端不执行,已扫描重量=打包重量之和=已装箱数量*单位重量。

月色真美丶 发表于 2021-1-19 10:24:31

本帖最后由 月色真美丶 于 2021-1-19 17:14 编辑

在云表中,有三种计算明细合计的方法:
一.填表公式求和:
1.首先先做计算明细的值变化,然后清空基本信息合计总数数据项(因为每次获取的都是数据源所有数量的合计,所以才需要做一次清空,这样循环起来每次重新获取的都是明细总数)(图1)。

(图1)


2.然后选择数据源为明细,然后合计明细总数到基本信息(图2)。

(图2)


二、业务公式的合计:
1.直接明细来做数据接口,然后在业务公式中子数据源调用(图3)。

(图3)
接口配置设计合计(图4)

(图4)

最终效果图(图5)

(图5)

三、excel公式的合计:
1.这个相对简单,大家基本都用过,使用sum函数,但是工具栏中其实也有快捷函数使用(图6):

(图6)


楼主遇到的问题应该是业务公式生成了表单,然后excel公式没运行,建议用上面的业务公式直接计算,就可以实现效果了。



Prex 发表于 2021-1-19 08:48:44

本帖最后由 liu_lijian1 于 2021-1-19 08:56 编辑

你发布了移动端,求和公式直接用的是Excel公式(sum)
那你要用业务公式计算一下!

或通过值变化进行求和!值变化-合计金额的计算





123 发表于 2021-1-19 09:05:58


data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArQAAAJlCAYAAAArXGFQAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAKerSURBVHhe7f0LnGVVeSf8r7qf6qbphkYFxaFtGmhQA/EWEv+58CIQ4uSNGhq8pdUERNqXi5nJSOed//w//yETUDOxIZMmQCUtaKKiYDu5IKAv6HBTBxUdlXAzyahRm0tXN9XdVV1V/Z5n1/5VP/X0Wnuvfc4+5+xzzu/r53Gv9ay1197nVNU5D7t3nRrYuXPnAUdERERE1KUGLr1tLwtaIiIiIupag+mWiIiIiKgrsaAlIiIioq7GgpaIiIiIuhoLWiIiIiLqaixoiYiIiKirsaAlIiIioq7GgpaIiIiIuhoLWiIioha57i21tLVUKJ+lkX20svbPWic01uyxifLwDysQERG1iBRyl92+L6qgk3lZsFYRep9G9tfy1pKcj8zzjWWdS2gt0cxjoN7FgpaIiKhFfIWfCOUhq6Cz8tbR43nHzZK1b9ZxQm2QnCbjRfYnEixoiYiIWsQWYyExRVrRYs43P2uNrPMLyTufIues58a0iTQWtERERCWTwkuTIixUjGXl82QVd0WPlydrv5hztexaev2s9Ro5d+p9LGiJiIhapMwiTa+VJ29ukbUga5+i6/nm61xMm0hjQUtERNQiMcWYzUu/KLt/Vh98ed+xMSe0jubbXwudhyZz9LFCbSKNBS0REVGL2GIsJK9Iwzp5BZ1vPGuf0FjRdaCRY4Eel3ZI3jlQf+Ln0BIREbWJFGM28uQViZqdl1dExhy/KDmmL4qQ80L4+kQWC1oiIqI2KVro2XEp6JCTbZECL+9YefSxs6Dw9AVRq/CWAyIiohZBASjFXKgAzcv7xkP7aI3uJ0LzdD60fp7Q8bGvjGetE9qf+hsLWiIiopLp4kwUKfR8+6LI08Wc7WuNjoHM0XzH9a2Tt3ZoHxHaL29NIsGCloiIqE1scRZTrGUVfL4x5PLY9ex+WecVOqeYY2et6yNrFt2H+g8LWiIiojYIFWZ5BVsrCroy1vStUcZjkTl5yn4+qPuxoCUiIiKirsZPOSAiIiKirsaCloiIiIi6GgtaIiIiIupqLGiJiIiIqKuxoCUiIiKirsaCloiIiIi6GgtaIiIiIupqh3wO7VVnTifb7du3J9t2e9Ob3pS24vA8SSv6dSEiIqLu5y1opfjqVGFQ5Ngyd+PGjWmvvW655ZauOM9+U+TrQkRERL3hkIL21bs/3fGCIKaolTm/8zu/k/Y64+Mf/3hXnGe/ifm6EBERUe+o5D20UoxIIZjnwIEDHY13vvOdXXGe/RaxXxciIiLqDZX9pbCYotZXzLQ73vGOd3TFefZbxHxdiIiIqDc0VdCuWrUqbYWF5sTsG3ul1mdkZCRtLRXKazFztLKKpyLHLXqOReeLso8h41kRYsey5mosaomIiPpDy6/Q7ty585DiVfqSj5FV1PquzCFmZmaSwkfnpC95nfNF3tq+ePvb397QeSJizw3he3xZEXo+dBuBnD5337gNPd8Xcg6+ELK183Es4evHRNbXhYiIiHpDoYJWClEdoRzonJ2j23lCRa2vgJEYHR1NQqBt+775CD0PoeeH4m1ve1tD5ykhdB/hm4uI2QdtCRHqi+nphY9sk77sK7CGsOM2hC+P+bK1IXlZV/fRRl74+rER+roQERFRbyhU0MpVVR2hnGbHbD+Wr6j1FS8SYt++fcEQer5v3Ob0/Kx461vf2pLzFL45NoTeB20JGUd7bGxsSR9zscVamCPsuA3hy+v95LiyRRvjyOt5CIE25uhxyeWF7+tCREREvaHwLQehK63oW3bc9ouwRa2vcJHIGpPwjddqtcUQum/n5sUFF1xQ+nnu3bt3yVgo9Dxph85fr40+HrtvDtrY2sC+ecfT54Sc9HHeyElfAtDHXIzJVubHhP26EBERUW8oXNDaK6y2b9lx2y+qmV8Uy4IiSRdKul9UbPE0Pj4eDM03HgpNzt/mpO97XDqHfey+Pno93/Ese2zfuQi9LtaMWT8Li1oiIqLeE13Q6iur+gprKA82b/uNkKJW+K7CSQgpekIhMDc07svrY8TE+eefn6zlG5MQe/bsCYbA3NC4L6+PgX1x/rL1zRF6K3ME5gq91YGc3erQOZwLcvq51Tl9bP0YhN4WDfm6sKglIiLqHdEFrb6yiquremvHhC/vyzVCitpbb73VW7BMTU3lRmiu0Fsd+hixsWHDhuB5Cl8e4RtftmzZYts3Hgo5f9k39DiEjAvp27nIY4vQ8zCGY+l5GMubr3N2vt0P20ZCvi4saomIiHpD4VsOhFxdDRWjviuxiKx8I6So/cxnPuMtWHQsX748s6/zzz//fNIWdkz3i8R5553nPU8h64ZC+PbRbbuPnqtDxuSxheYIGRfoyxbz0ccWY3i+7Jg9Fsay5uuc7Csh0MZcobeNhnxdWNQSERF1v4Z+KUyTwhY52aLQxRVYHVn5RklR+9nPfnZJoXLYYYct2e7evXux7etLSF/45shW+hhrJH77t3/7kPMUsm4ohJ6PfXTb7qPnIvT5y9Y+dglht/o5EbqPNWWLELqvjyVki8B8nZNATvYVskUbc7CubJFrNOTrwqKWiIiouxW+h1YXoChkJWfH2kmK2ttuuy3t+aEoWrFiRbIF6UtgXGCO5OxYM6R4yjvPLDgXnF8M3/nHrCFzEKD7emvztu+j54TIuJynfQzo5z2GWCxqiYiIutvApbftXbgslnr17k8v/tJViC5ktVAeWl30SlHy7ne/2+3atSvNOHf44YenrYP0uIa5djyUb9Ttt9/u3vKWt3jPzcIxZW7e4wKZF3POdk7WPvb4PllzsHYMWcN3bsjrY2Qdsyj5uuR97xMREVH1NFTQVpkUtW9+85vTXnV97nOf64rz7DfydWFRS0RE1F0a+qWwKpNiRIoS3/2SVYpuOc9+C/m68PYDIiKi7tJzV2iBRQkRERFRfzikoL3qzOm0RURERERUfT13ywERERER9RfvFdqtW7emPaLesGnTprTl3JUT96QtIiIi6gXBgnbz5s3un3740zRL1BnHvGCV27FjhxseHnajo6NucHDpPyoMDAwkv8wlW036Evv27XMTExOHFLTXXHhG2iMiIqJux1sOiIiIiKirsaAlIiIioq7GgpaIiIiIuhoL2jb49Y3np60w35yY/YiIiIj6HQvakkkRaiMrb4XyREREROTHgrZkX7jl1iRi20KKWN2neENDQ8mnH8iWiIiI+hML2hbyXaGN4dsvdt9+IkWsfIzX6aefnmxZ1BIREfUnfg5tG0gxGroCi0JVxu28rP36RehzaKV4lTj55JPdi170InfiiSe6G2+80c3Pz7u5uTl+Dm0L/Phff+p+9OOfup07J9MMERW1atVK95IXv8i9+JgXpRkiKgML2haIuZoaU7iyoPUXtChmX/GKV7j169e70047za1evdrNzMy4yy+/PClqJVjQlmvX7hk3Nj7qXrh6ZZohoqJ+9sxk/Wdpj3vBEcvSDBGVgbcctIAUoTpsjpojxey73/1ud/7557vzzjvPvfa1r3Uvf/nL3S/+4i+6L3/5y4f8NTEqD4tZoubwZ4ioNXiFtmQxV2cBxS2uxObt24/FcNYV2hBeoW0NuUL70mNfkPaIqFFP/NO/8gotUcl4KatkuAqrw+bRt/QcPU/3ySX3yMrtBRL79+9f3CJknNpP/gMCdNsnb5yIiKgIFrQtIFdaddgcdZ9Vq1alrXx6bpH9esmBAwcOKVqlj5BxIiKisrCgbQF9VRVXVn056h1SuCJ27tyZZnuXLk4RNo8+SBFrC1k9H0FERFQUC9oW4xXZ7oerrLpoRYAUsaFCNrRPN0NxqiMrn6XIXCIiIh8WtC0Wc0U2NM4ruZ0nBSiKVRt5fPv2Et/VVJ2zbYTuExERlYEFLVEAClLfVVWMgfQxD22M63wvFbVyRTVUlEpeX3G1V2F1m4iIqFn82C6qNPnYru985zvun//5n90zzzyTZg9C4WQLKyke161b54499thSPrYLxSiK01Bh6itae6WQzfrYLjz/+FqEilX9dfLNzdqXqFfwY7uIypdZ0P6Pj/x8miXqjNdd9pD7u7/7O3f66ae7I488Ms0uFENCPmd2fl7680kOH+klf571yScfd7/8y79cWkErsgpTzBEofn3bbhUqaFGE2q3lmyf03NC+RL2EBS1R+TILWqJOm56edtu2bXPvete7kr4UO3Nz825eCtj5A+7556eSInauXtXOzc65vfv2ul27drtVKw93X/kf97oN521oqqDVRWoIilTMRfGq23pOtxa1voJWF6ChtmhkHlGvYkFLVD7eQ0tdQYocCfwVsPl6UbtwNXZ/veidSQpfib179y2ONUMKT118ytYXYAtV3e5FUnhmFZ+Sl3HIKlKxlp5PRERUREcLWnmTm52dTf4m/9TUVOabHpF8f8zPHyxq5Urt7Nxs8j20v17YSnErV21lXrPfS7ZgzWPndvOV2Bgxz7GMxxSpWCtvPSIiopCOFbTy5vWjH/3Ivf3tb0/673nPe9wFF1zQ1Jta1ptn3htrs+NlijlWaE6R85S5CMqGK7Y2QkLFbK8WuaHvobyfZzvOopaIiBrR0Su0v//7v5+2DpIrb0XposzXlsAbpc7pvm6jH6Ln6QDfmI1myeOx60g/VBDoYyNkLoKySSHqizxZRW8vKfJ9xO83IiIqW0ev0Po08maHN1MdUKRvx0IwL7Sfb8z2NVtohnKgc3aOblv6XOw5UFhW4WrHfP2YwpeIiIga17GCNlR0DQ4WPyW7VmhtkHEp6GSLQF63sfW1y+QrNH05zY7ZPhEREVG/6OgtB5/85CfT1oKPf/zjDRWMUsTpolMXdShCfeMoAG0fbWx97bL5zlP3LTtu+z56ji+I8vzsmcm0RUSN4M8QUWt07HNoURxu2bLFPfTQQ0lOCly5QlukuArNlbVlTG+Fno8xH8wHvYYWygs7ljVXy5uXt65v/9hjVw0+h3bjxo3J+csnG8hHcuFTDnZOTrrZ/QufdDA7u/BHFWSflStXuAcevK/pz6Glg/bvn3f75vkfPkTNqg0ecCMjHb2eRNRzSvmJuvnmmwttpTDZs2ePe+tb37pYzIq3ve1ti58fio9myivCZByh+yF2XPfR1uOaFIUSWTAH84r0Y/Jg87ZPVDZ5A14xNsBgMJoMFrNE5Svlpwp/xSlmK8WifOasfEyXJbccDA8Puwv/5jn33k9NJvHNf5wMFpjgK+xi+fbV++t+VrELmIN5Rfo6h60dE768L+ejH6MNIiIiom5U6hXaGFJs/e7v/m7aW2psbMxNfPm5pD3x9iPcv/ulAbf1Gwt/nz+LLuJiCjrNt6/e3/ZbSc4tdCycN4pPHVl5HzwmHURERETdqtQrtDHkXscsD/1ooZgVJ69Z5f7szTX3vlt3J/0QW7zlFXMyji1C6D5yjZL9ixSK9ng4P6HXkq2NrLwoei5ERERE3aTtV2ivvPLKtBUmtxyIH/5s0l36uX3u6t8YTvo+vmJN+nlFHMYRQveRazU5D3uu0heSy3scjcAxdRARERF1q7Zfof2TP/kT96lPfcob4voNhyXbnzy7y018eeGvhq0+fHmy9UGxp4syaYeKQIyhWERgzOaEboOdo0k+tgjFuYDdV59nI3zngmPqICIiIupWbb9CKx/LFQohvxR2wwWHu7/7zpx7z/9nwN341pX1oiz/NHVhZgs03bftrADbF7554MuJUB6y1svat8hYaG7WGkRERERV1rHPoSWKwc+hrY4f/+tP3Y9+/FO3cyc/GJ6IiKqllIJWrtAWue2AKBYL2urYtXvGjY2PuheuXplmiIiIqoFXaKnSWNBWhxS0Lz32BfXWvywkiIiIKqLt99ASEREREZWp7Z9yQNQtVq1albYW2H5I7DwoMt83t+jxiIiIeg2v0BKVSIrLnTt3LrZtWMjZeciH5I0TERH1k7Zfod2/f7+b/uPhQ0LuiWyG/ZzWop/bmje/0c+BbUTMsUJzipynzEVQ86TIRDErpG1D0/PtHDtX2PWJiIhoQduv0M5/ZDxtLbX/mtG0VR5fwaZzOl+EXQMBvjEbzZJfkLLrSD/0ebL62AiZi6ClcAXUt0Vo0kexacdCdPGq140tWjFft9EnIiLqJ5W6h7bRwgrFGWQVa6F8EXYNu55vzPY1XWRKhHKgc3aOblv6XOw50FK62LRbX8GJnBSU0tYFpg0NOayr99V0384Xtk9ERNRPKnUP7czVI4fcijAzvS+6+EIhJ/NR2EkU2V+Hztl2mVBgIkI5zY7ZPrWfLjp1gYkiU7dRtNqcQA5zkAPdJiIioipcoT3xHZlx4G8vzizSbIGJolMXeHmFqJ0v9NbXLhvOEedp+5Ydt30fPccXdCgUlNiGyHiRQhNFa5aYOURERNTBK7QDH3jGjW7e78bOuzk3BgcHg4WkzduiUwo1nbMFHMbR7xScI87T9i07bvs+eo4v6CB7ZTSm+CxKjqEjlLN8c2yfiIion5R6hRaFbd5WjNQOdzOPfeGQWwxCIXOLQrFqNVrI6UI4BHMwr0g/Jg82b/vUHFugSqEouTILRllPRyhn+ebYPhERUT8p9QotCtu87aLbfjNtRLjtkrSRD4UditUiRZ7eT2AtEVMAYw7mFenrHLZ2TPjyvpwPHo8vqLhmC9zQ/rzSSkREFK8z99Ce9d8yiy6fgX//WNrKh6IOhVroWLqIw3w7F2u1Q8y5ytZGVt4Hj0kHheHqrNDbMorZ0BXVMtYnIiLqFx25h3bwtN9zs7OzaS/OyMhI2sqHgk4Xa7bAwzigb+c1yq6fxx5Xn4teS7Y2svKi6LnQwSukeUVnHtnfV5jadX1zWNQSERHF6cgV2qGhIXfgv1+U9iKceomLKTNRtOmCToo5W9Bl9WUr/XYJnZ/AueixMuCYOmgpKSYRWey4r+9bJzTP0jnfuAjliYiI+kVHrtAmBdRjf5328g2d81HZKe1ls4WaFIO2ILTFo29c8qDbgPV9fGuGyLys88G5hI6Vx3cuOKYOIiIiom7V9iu0wx+cLlZAHXtuckU3i15PF2m+49icb47Qed9ayNm88OVEKA9Z62XtW2QsNDdrDSIiIqIqa/sVWilO5XNlx/5wNi42/m3DVyeJiIiIqPcNXHrb3iWX5q46c9pt3brVbd68Oc0Qdc709LTbtm2b27hxY3IVeW5uvh5zbn5etvNu5+Skm90/m/yS4ezsnJuZmUn2WblyhXvgwfvchvM2uImJCbdp06Z0ReeunLjHXXPhGWmPYu3aPePGxkfdC1evTDNERETVwIKWKo0FbXXs3z/v9s3zX0uIiKh6Silo5ZaDwp9FSxSBBS0RERHl6cjHdhERERERlaXtvxT2u7fPRYVcfeMv3hMRERFRno5cof2rtwzlxkWfl4+qmk/3iNPIpyG0ap/QnLLyRERERLSg7Vdoi7hwe2OXaKUItNFucr+nPa70Q5/3WnQ+ERERES1o+6ccyO0EcgU2j8wTMXOFLv5sIWjHYhXZxx4vTzPn009a9UthH9x4btojIiKiblepK7QXfDZttJAURQjbtwG+vC+n2THbB53PCyIiIqqG7zx0VxLQ6j5lq9SnHMRfq1zKd5VTcggfyaNI1HMRlh2zfcuO276mx3xzbJ+IiIiIDurIFVr9aQY6lg0ebMeSYs9evdRXNHU7BHP0PpZvju5bdtz2Ld84C1kiIqJqeuXpZycBre5TtlKv0KKwzdvqTzPIizy2QMQVThSDti90W5N81nqIrDzYvO1beeNERERE5Nf2vxQmV1+lUM26CivjuFo5OBhXc0sh6CtGQzm9DbH7Crt/jLy5dtweo8ixeg3/UhgRERHlqcynHNiCTfo/f9vPu2/+9jejilpfUQi+YtBXJOYVjnrcdzzpyzaWXsvCWnrbj1pZ0D43U0v6vOmeiIiou1XiCq30T/3MqWnvUDFFrS76bCHoKwhjcyBjQo9nra8VHbfr5u3fy1pd0Eoxy3uUiIiIulup99AWIUUsoky+4g9FYSNkP7sm1sK69nhladW6tIDFLBERUW8opaDFL3sVIVdoEeJb531rSchVWfGNt3yjUDEaKgLzisPQMWQ/va8tYKUtuSLnmMWuU9a6RERERL2qsn8pTApF+WdludWARV3/auUtB1/5yld4hbYBt33iBrfjpz9OnmfqLWNjY2758uXutNNO488GEXWVjtxDG+Mv37xw8ZjFbH9jQVstf/OX17rDltXcBRdc4I466qg0S73i6aefdp/+9Kfd83v2ubf/3uVploio+tp+hZaoCBa01bL1I/9f9wd/8Adu1apVbt++fWmWekWtVnM7d+50H/nIR9ymP7gqzRIRVV8p99ASUX/Yv3+/O/LII1nM9ij5usrXV77ORETdpGO/FEbULV72woXPqwXbD4mdpzWyD2DfZtaIIVfKGb0dRETdppSCtpGP7SLqZVJU/uBnC1cxpW0jRPbJGo9Rxhp5fEWQxMqVKxe3NuxcHVnjdixvLUTsPMbSICLqRm2/Qqs/risrPv/1ueQeSaJuI8UkilkhbRuAAldHVj6WPkYroPiRe2ltMSTb5557LgmBNubIPjaEzdk1Q31fyP44pl1Xws5nHAwiom7UkSu0+o8qhOK3Xjvkfrpz4aO7YjXyiQit2ic0p8jxZC6COgOFpG+L0KSPYtKO+dgiV/dtCH1cG3a8VaTokZ9L/GzK9ogjjljSR+6ZZ55Z7COE5PNCz7f7674Ne1y7rh5jHBosaomoG1X6Htr/+GX5JRS5apAmIulCsFMFobwp2ONKP/Rmoc8VIXMR1BkoJH1btDXkpKCUti4wbTQCx/WFHW8l/X3p265evTppyxZh99FjNjBX2gI53UdgLsblo6fQ1mOMuCAi6kaVv4f2kr9PGzlQAELoBdoWjb4cAnx5Xw50zs7RbUufsz1v6h66WNUFJopM3bZs0YuoGv09Gtru2LFjMYTdR4/rebLFXJvTfbQxF+Oylc/IlbZsQ6H364fwPQcIPY+IqBtV7grtD5+O+8MLjbIv3LpvA3x5X06zY7ZP3QVFZV5xKeOhYjUGil0dFopcHe0kn/m7a9euJETW9gUveMGSvm3LOObI9sknn1wcQ+j5tq/bCFkHeVlPh0Db7tfrgcdv2edCvr5ERN2mcldoZ/ZL8Zd2IvmueOJKaOhqqORRXOq5CMuO2b5lx23fR8/xBbUfikUUlr4CU8sbL4MudHW7nXC/JdqxW9t+/PHHkzj++OOTLfI6hIxLW7ZCj6GNcVnH5hGhfL8EnhvwPedERN2oI1dofZ9qgPijB537vc8ttGNIoWeveuorobodgjl6H8s3R/ctO277PnqOL6j9bLEoBa7kyr4qinWb0YrzCtHfk0W2aJ9wwglLwpeTuRh77LHHkr5shV4LbYz78ohQvp8CzyGeKxtERN2o1Cu0KGzztr5PNQhFHvsCbK9o2r7QbU3yWeshsvJg87ZPvaVdhWSsVp6P/Izoq3lFtmg/+uijS8LmhMzVbYkTTzwxyckWa2FMR9F8v4U8h768BItaIupGpV6hRWGbtxX2yixCXlC1mKJWkxdjhK8vBSXawhaatq/3x356a8eEL+/L+ejj26DO0ldR9bbZ4lGvW5TsixDtukqL4gdtu/3e977n7eucDp1bv359cD7adiv7YI7O2wjlGQeDiKgbdeweWnslFjEwMJgUfDMzM27vvr3pC2y4AAxBAWgLQVtM2iLT9jVZy5cX+ng2svI++hwQ1BkoDmUbKjpjilFddGqhdTHfjtu8DtDtVpDvR138yPZ//a//taQvccoppyR52SJn5/hyWMuOYT09B+tjDsL28/KMg8HXGyLqRh25h1b4rs5K1N8u3WmfPc299vOvdaf/7enu0Z89WvgFVopF7CPbrOIxll1Dr2uPZyMrL/T+VC2+gtHHjvv6vnVsH7Lm+/JW3nizUPx8+9vfXlIMYewVr3jF4phspW/zCMlhPxsY8+2HkLzQOduX/bOOwzgYRETdqHJXaOfm5tyX3/jlZM79//Z+d8rRp7iHf/Rw0o/hKw6lbwvSWLKfXRNrYd2yi1EcUwdRVcj3eygeeeSRJdu8PHK+vB4LjSPsuK8fsw5jIYiIuk2lrtDCqmWr3Dd/+5vusPHD3NUPXe3+8bl/TEfyhV6M816kQ0WjfYGXebov7WaKTruewDF1EFXByMiIe+6559xLXvIS79U9RneHfF3l6ytfZyKibjJw6W17l1RLV5057bZu3eo2b96cZsolhatciQ3XaAu3HDyy4ZGkmP3U//5UUtwODpZSe1OXmZ6edtu2bXMbN25MCvu5ufnkKr68+Up75+Skm90/m3wY/OzsXHLvteyzcuUK98CD97kN521wExMTbtOmTemKzl05cY+75sIz3Fe+8hX3ytPPTrMU42N/frVbtWqV27BhQ/05XplmqVdM1n+ePvOZzyS/lPeH/+XP0iwRUfWVUtDKFdrY2w70lVjrrGOde9vrhpJi5Ts/+Y6771/vc5f8/CVNXQGl7saCtlq+89Bd7tvf+a6b3Pms279/f5qlXiFXZqWovfHGG1t+HzYRUZnafoWWqAgWtERERJSH/45PRERERF2tY78URkRERERUho59bBdRp8ntBnJPKBEREXW3tv9SGFERrbyH9rmZhb/cxaKWiIiou7X9l8LkN6PnPzKe9g4auXKmtI/m8n22qxWak7evHY85FshciN2n37WyoCUiIqLe0PYrtNN/PJy2DjX2h7NpqzmxRWZMcapzvoI0aw09X9i1KR+v0BIREVGetl+hzSpoRzfvP6QIjBGzjy068/iK1NDW8uVDcylbqwtaKWb50V1ERETdrVKfcjBz9UhS8OqYmd6XWwjKuI5QTrNjtq/pnBSmmvQR4FuDqofFLBERUW/o/KccnPiOzDjwtxdHFYi2sLR9y47bfgjOReZJG317jno9rOnLEREREVFzOnYP7cAHnnEjtcOjCzspGGPnyjxbYGp2PKtv2yA5jIXma6E8ZWvlLQf8S2HF7H3mn92PfvxTt3PnZJqhXrRq1Ur3khe/yI2vPi7NEBFVX6n30KKwzdq+9Ue/l8yV+2VnHvuCc7f9ZtLP9dt/68ZOOjftHKSLzDy66Myji89QwYq2zgnbF74c5WNBWx1D07vc2Pioe+HqlWmGetHPnpl0u3bvccPLj0wzRETVV+o9tLhKm7ddFFvMitsuSRtLSZGjAzls7Zjw5X05kL4UpBIC2xDsj330frpP1G1YzPY+fo2JqBt15h7as/7bIUVjnoF//1jaCpNCMbSur6hEZOUB68pWt2We75jYH/N1EBEREVF5OvIpB4On/V7yT8RFjIyMpC0/XwGKnC46dWGJyMoLvba07bEsfTzqHS974cLn1oLta1ljmp4n7ayoMv0zcfOdjyzE5yW+vBCfXohrJW6W+Hw6m4iIqHkduUI7NDTkDvz3i9JehFMvcaESEgWmrwCVXLPFpd3fHgfHADtf+jaou9hismhxqYtSHeIHP9u32BbSR/j6VYTv6cXvbTnV2hrnVq1xd/zTzvr2NOeOPs198o5/cqvq21VrTnNXf/T6hbmG/jlBZOXB9omIqL905Apt8ubz2F+nvXxD53xUdkp7S0nx6CsyAQVno294WAvrYh19HJ1HDqRvg7qLLSYbKS51YRqznhS5vnwV4Xv64Pf2TvfP3/qWu+Nb9ybF7Se/vN19ctt2t3PfTnf91R9zV///rk3n+YV+VkJ5TX4OQ0FERL2r7Vdohz84nfmGdIhjz02u6MYIvdnlvQnGnA/mYC27j28NX06E8lQ99oqqbouscWwF8no8BOOx86vAfk8fd9pp7tzTfs3tnN7pvvCf3uW+8LH6a8RO5x76wuXu0Xv/UzqrHFKs6uNLG33dJiKi3tX2K7RSnA4ODrqxP5yNi41/y6sr1DH2iir6UmTqMb21OWHzaIeKVczBvKpb8jNaP+U7Hro3uTLrnnLu9Lde607/9Wvdzn2Tbv3p/9kdfdpb04nF4EqrPpa0UbAuOQciIuorHbmHlqiboHhFW0i/yJVTmYv5uh1aB3N8Y5VXP+VzT/8197ZffZNza5176FOXJ1dmV9VWukcf+k/uJ9/6VDrRz1e4ClxttVdcMZdXYomI+lcpBS1Rr5KCUl8lLVLI6nmyH9bRbaHbgDm+scqrn3IzV2hDhauPb54uhnW73+G58AURUbfryC+FEXULFJS6sM0qMmUeClk9T+d1OwRz8uZVFa7Qyi+C4QqtFLoxV2hDQgWY9HVRq4tcX8Hbr0LPA58fIuoFvOWAKIMuKmMKTCliQwUvxkLjoOfEzK+anfWQTzW4/vqPJZ31v/afkyuzO/d9zx29/q2utqaxe2hRnOoCDMWtr9ClQ9nilcUsEfWKtl6hPf/88zODL65UNVmFpfSlwM0qOPPGhS2S8/pVt6oeb3vPm9wll7w76cinGsiV2VW1U9xPHv2U2/dPjd1D64MCF0H58Dzx+SKiXtL2K7S33nqrN8QFF1zQ8IusffMrcrUmdq6eV2R96m4oXG1xin5swYk19HysAbYvihyjCpq9QoviFBFDfh75Mxmv0ddZIqKqqtw9tM0UtUK/saGdlcvLU39DASpFpS4sdeFpC07fHIE1bE5gru5rep+qwc/K4s9M/VRxhVZ+EQxXaCWfd4XW97Mv64ZeE/CzKuOYg5xtExFR72qooL37i19y11133WJMTk4u6ct4rOk/Hk5bB0lRWwTe0IR+Y0M7lIvpgz6GD980e5MuMgXatsC0cxCQNV/4+jZXVfpnZ8FO98HLL0hi584H3NGn/XoSrrbzYDuS/bmTvv5ZkzH7c4mcDiIi6m0NFbTf/9533SWbNgVDxouytx80Sr/hoa3fAIXtW3njlsznmyb1M/39f/m7fsv95FtfyI0Y9ucKBWro561onoiIekMptxw0pP4GI1dn5a+B+a7SLsp5I/IVn/pNz76RxRSfMq7XzSpwWcwSERERdVbnCtqMInGJ+jwpeENFr6+YlCJTh6bn2319Y1kFa9YYEREREbVHwwXt7l2T7s3v++whIXnAL4v5fmkMBardLkoLxVAhm0WKTB2WLnZ9oWUVrFljRERERNQeTV2hveXDZx0SGj7OK/SxXnK7AcK95ztpNlUvLHUxm8yJlFWgChSiKHh1xPCtSdQPfvbMwf9gpd7ErzERdaOBS2/bu6SKu+rMabd161a3efPmNHMo+SSDt7zlLWnvULfffru77LLL0t5B8scTYn/pq0gxKwUmilHdBl9O2HxonsCY3VJrTU9Pu23btrmNGzcmz/fc3Hw95tz8vGzn3c7JSTe7f9bNzkrMuZmZmWSflStXuAcevM9tOG+Dm5iYcJs2bUpXdO7KiXvcNRee4b7yla+4V55+dpqlPIcN7HH75vkfc/2gNnjAPX9gWdojIqq+zt1D65MWiI1emQUpNnWEoDBFxBSooTlZxyHqBVLgzA6MM/ogWMwSUbdpqKA9+ZSXJ1dhQyHjDakXhc0Ws0KKTh0+uohFIEf9Qa7Ofuehu9IeERERdauGbjmw5Je+Yv78bd4tB83cM4uCNIueI+0Q3xwcQ7PHy1qTGtPKWw6em1n4a1wsaomIiLpbKQVtUVK4SsHq24pGr8xS72llQUtERES9oZR7aH0fy5UFBatvy2KWiIiIiIoopaCNud2AiIiIiKgVOnLLAVEs3kNLREREedr6S2Gxyl6PulerC1opZvlZtERERN2tkrccsJildmAxS0RE1Bt65gpt7Cdm5XyyF1VMK6/Q8i+FFbf3mX92P/rxT93OnfzzqL1s1aqV7iUvfpEbX31cmiEiqraeuIdWitmxW5zb9VbnRg5+lO0S9ZrHHf6peoG0sXhR6/sM2iwx80Nz8va1n30rZH4oDzHnFNLIvqF9stayY9Lft28fC9oKGZre5cbGR90LV69MM9SLfvbMpNu1e48bXn5kmqku+Y+shx/5X+6ww5YlrwvUWYODg+7ZZ3a6ww87zL3ml89Ks0St1xNXaKUGkoJ2JmeX0ZurU9AKXwGXt19on7y19LwQPd9qZP/QOVh6bbtlQVstUtC+9NgXpD3qZU/80792RUH78IP/j3vDr/5S2qNmHVYvRJsxtWeP+2b9PzD27N3rTj7t9WmWqPUqcQ/t3V/8krvuuusWY7JepOi+jIdIfSTFrJCCNSuEzJV9QqSIspGVF768Lwc6Z+fodllkPV1ISht93c5i5+v9dFv4Ho/ta3pfYftERCGDpbyLEchFhGZi2fi4e9Wpr3T7pqfTFYnaoyN/WMH6/ve+6y7ZtCkYMp5Hrs7GRB4UZzqy8sKX9+U0O2b7jbDFo5A21rSFZCvZx2P7YM9Zt7vJy1648BFgzWhmjTKO3yj5mt585yMH4/MSX14anz4Y16Zhvxeou9jvudjvwbK/V/X30fDwMKPBKIv8C9myZeP8+aa26+o/rCA/L48+vdD2XZH1hZB9Yn/WdKGVBYWYnq/7lh23/SyhufICgtAwt5EXmNCx8tj9bB/s+aIv8xo536qQN+28yFJ0fifdcte33bvOOfVg/JbEry6JN73pYLz71+vbepz7nuuiv8b2+yZPzPzQnKLHonjyffyDn+1bbNsgImpUJa7QNkvuiy0SsXRRhSIrRMYRvr5lx20/SyNzNXkceCy67RN7HAv7YV/b1+T4yONcpJ91Xu3U6BuvvHGHIk/ePr7z8eXa6dqbv3wwbpD4vPvPEtd+3l275fPuYokP1aPeF9/61h0d/Rr7vsf09yKVS74n9fex/f7WY52S9bsjdkz3pW3DB/nQOBE1rjJXaHfvmnRvft9nDwnJAwpnbB955BF34pHyJlQsZJ+yyBugjaw82LztNyK0hvT1m7S00dftMtlzsX2Qvj03O6fTQm+6tnhstIhsZA3fOflybZEeas3RKtZIrHKnSqyvx2mr3NskfmEhsI+P/l5BZOWFL+/Lgc7ZObpNfvb7VW8RmvTxPWnHyqaLyrwA3fe1Ja6++uokFyLjCCJqv0p8yoH84tc73/mOtHeoT3zir91ll12W9g6SOkg+pWVoKE3U4bYC7ZHfcO5k9YvZc3MLv0iQ9Z4lb2gotEJtH4znzdOamRs6ns5bmKf3sftbofG8/USjcyQnv2RQtU850G/OYHMxb9qhNbL2jT2GXbssvk85kHtk5bYCa1L/Tkj9dHamW/iFc37d/eRbX0h72WK+h7S8+XY8r9+P8j7lwPc9j74dA+TL/N79xkNfcmf+ysJv04fuBY0pSH2y9tNjvvdLu1/efNHIOZZFXkNFGffT1mo19/l/uNO96vQz0wxR61XmCu2ePXuDUYTvFoP1R6WDkbLezCQv4z5Z+2Ef2drIyrsnrnWvH7jY3bHQSxwyJ4Ocj45cnuNpecfU54aIydt2lWS9+WaRN+ZQWPoYdp7tg83bfrt9/s4vL4l77/1ykk9uNbj28+6D197sLv7gQuwscIr6+yMLvn/0fN237LjtU7lC3+P4ftXtZknBqCOUg7y+pvfHVgpRGyGyD8Zj9yGifD1xD60mH8tlA784FkPezKTws29uuo9xzfb1HOwjZGsjK+8TO0+Tc7DnWJR+HCH23DA/K48t2mD7nSJvsngzli3edBstdLPErClzbGTlO6r+VH3ofb/lPnSxxLvcDR96l/vQ/z/+P4Dtz07W9zC+h/R83bfsuO33IrwO+KIR+B7L+16T8bKK1Vi2ULR9TXK6SNVzpI8Qeg3sp8dtX+i2Xrvb3H333cEg6rRKXKE9+ZSXu9tvvz0YMh4r5gpt1h+TCb25+foCbwboC7w5SM6OFbbucnf/gRvcuWnXt1bWMfT5YQ5ytp0wx9OaehwZZF2chz7GkvOqIF3o+shYKDTp480+VCzrvszRgRy2dqzlMg4jtxl88NrPu4tvSK/OXl7+f/zie0dHVh5s3vZ7UehnuOjPNr4f9fddlrZ9Lyq2sLR9sHP0VujiNcSO6b6sFdoXx9bHq7KzzvL/5a9QnqidKnGF9qw3nJncI4tYuXLlkr6Mh4x/YunHcvmu0EroOcv/Jt25BPJGYIsw3Zd2K98k7fHssez5CeR05LFzynpMWAfngTWRqwp5Q9aFZwyZGwrN9n1kji1yRdY5+eZ3glydveHihSuzH/pQY1dnQX+PAL53EMhha8eEL+/L9SL72Bp5rPZ7Dt+HVfmeE1JEInx9sHnfnBAUorYg1f2stXCs2ONVgS1eWcxSVVTmHlqtyHq+K7IxUUTsC37ojTCUh9j1fey+OFZozaL5kLzjaFlz7Bpox6zbTqE37FAx2QwcK4/vXJCLXaMMchV2yS+AafVTwH2zH0wj5ipt1n/QSN4WtZC1H/aRrY2sfC9q18+Z/R5tJ1z51EWn7mu+eSF6XBekEpLX/V6FIpbFLFVJJe+hjV1P3m+aCaKifEVtiMwLRZZQIYo81tDzsCbOL7RGJ8hVWVydlbjh2uz/YJVCEkWrLix131fU2r6eg32EbG1k5XtVWY9Pf7/pLb4nO8UWlrqPHOicb1yz4yhwUeTafhY9N2Z+lbCYparp+iu0RK2WVSDKWOiNW/YJRYy8dcGen7SzzqtVfu30X3WnIU5biOTTDOIe7iIUWraw9PWFFKu6YBUoZCVnx6h5+N6y33taKK+16vtUCs4iBaKdW2RfXwHsy/lgXux8IgorpaAl6mX2jdkWjwjN9i3fuG+NmHVCa+XtW5bLzv8Vd84F/9md9Ku/7n4Bcc5CnPNb4fjXb4Y+HK4YKVZtMav7KGpR5FLz8P2V9z1mx339mHUaIQUirnxmFYu+cewbW2TqudiXiNqrq285iFX2ekR0kBSKD23/T8kfSSgSRQrM2CustriFUB5i16fqk2ISIcUlCkxfCBSi6AtpI++TNxfHJKL2KeUvhRG1ivzVr6r9pbB+5vtLYdSb8v5SWFXE/KUwyse/FEbdjldoiYioa+kr/Qv/YctoJMoyNjaW/IVP3uJD7dYXvxTWil8yy/phlbG8ICKi5s0f4OtpmeTqajOxb9+0+8Yj30naRO1Uyi0HcgW0zKKxSutJ8Sn/1B1ThIbuw8MaVBxvOagWueVgbHzUvXD1yjRDvehnz0y6Xbv3dMUtB/I9+Z3vfyf5uefrbOfJ+51cpf2Ns/4P9087Qh9QTVQ+3kMbwVeQhorUmMIX+OKbjwVttRw2sMftm+cVsX5QGzzgnj+wLO0REVUb76GNgMJTilWErw+6UEXblyPqNlLgzA6MM/ogWMwSUTfhPbQFSCGK8PWFHdN0zo4RERERUWN4hTaH72psVk74ciKUp86Q2w2+89BdaY+IiIi6VV/dQyuFrVytzdtaUoDKFVVsrVBe5O1L2Vp5D+1zMwu/hcuiloiIqLvxUw4KkKI0xBarmKuLWZ2jOK0saGNs3749+d7hb+sSERFVF++hLUiKKhuaFK0oYNHXW8ljDhERERE1j/fQRtDFJ4pRHZouctHWfWzRJiIiIqLm8AptDilYdfGJYlRHiC56s+YRERERUeN4hTZHXiFqr9BquuhFYUtEvW/52KAbKuXVlYiIYvAKbQG+4hYFa57YeUS9bMAdcC84bMD98d17kqKvF40MOXfpe3/H/cH735U81hU1VrZERK3GK7RE1LTB+X1JkRoKIcXsgfr/w//9d8+nrd6iC/Xfe89GVxuaS3tERNQqvEJLVHEve+HC5+XG8M0tsn+j/uhL8+4Pz1oWDClmjzpsMCl8dzx/wH30zcuTCAmdc9Zj0WPSttEqY8MD7sjlg258dCB5nCMDSwvY/QeG0lYxsefcysdGRNQt+G9hRA3SxVJW5M2145pvHJElb7ydUMx+4HNTSeGLovbp5+fTGdnsY7b9kB/8bN9itNLysQH33t/9HXf5xRvdBy99t/u93313OrJgajr7cfoeV1bOkscXGiMi6he85SDHwxcv/DJXu7bUXXTB5GuHxrD1tUGKFDuu+5aeXxW6mIXVh48neX37geZ7HHjsOkDmo6DDViCvc63wzM9+nLb8aiPZvyAmj0XO0ff4fDn9uBBZeSKiftBXf/q2EVJkvvqG9vwy1w0Pt+9Y3aLKfylMCgZdZPjakFVc6Lm+fYXe3zcu7DmEhPZvhtwnK7cWaL5iVm4zkCuzoWJW4HHobYh+vK14XHmkUK1/G7oDUz9xm6/8YJr1+8tttyRXprMUfaz2cWeNERH1Ml6hzfE/35s22uA1N6YN6kkoLuw2ixQlKEwQyGm6b+cL2wffWmU5asVQsJjFL4qF4DGAPn8dGh4HHpMvyib3zq6ux+GrX+yu+bOb3V/85cfdX/7Vx9LR4uxjs32BtjwenRfSx+O0Y0REvayUgraXfyksq8jUxW5e4RtTGLezeKZqsQUX+lKU6AJGIKf30cWLbnfKymVDbsfuefcfz1x4iYm5Mgu+88djtYEx3+OXLQL9Mskvgz32uWn3xOen3b/83bR77ov73cjgAbdjasD92Y0fXyhut92SznZu32z4FgtsdYRyQtqhxyN5PZeIqB/wCm2O2CJTCl87V/qImKuvvELbe0JFiK/okJweRzskZk6eMtaw5FaDD35+d/IZrPODNffRtxwWXcwKX7GGvt0Cnkv7fCNa4fCxQ3/Z67HtM0lh+8O/n04+7UBuMbj2hluSq7d7Zvy/HCaPRc5RPzYbyINu++SNExH1Gl6hzYEiUxenCJtHH2RfW6Tq+QjQbeoeuhjJYufk7aMLMolQzvLNsf1WWja28DFVcrsBrtTGFrOgzzuPPI94LvVzirzOlUU+a/axz8+mPT8Zl+L2x/8w416wYjC51zZEn6P+WiEs3xwbRET9hFdoc6DIRHGqIyufJTQ3Zl+qPilOfEWFLjZ845YuyFDw+HKWb47tQ8x5FDVYr13/y789zP3fZ427yT3F/6iAPW+Bc7RbS+eljSjbsuFij2vPTNqIgMevw/KN+3JERP2CV2hz6CLTdwU1dIVV2gjdz5I3TtUjxZKvePAVFjpnx8AWX6FirBVFWll275tPPnu16FVZSz9GPFd2K2Qe5uq8tBGizOds39yQO/FNo2nP78TfGk62a/6PgejPohV4PDqIiCgbr9Dm0EWmFLeholPyuviVNkL3s+SNU/XoAipP0UJFxkPrSz5v/xi64KsKPDex52UfA54XrIN+mY9Tina5P/aos0fcv/m3Y27db42lIx6HZYzV2ceKx6ODiIiy9dUVWhS2eVvNFpnoo7CVvi1mNcwLFcJazByqFl00hQKyChVp67nS1uN6DOw+nSSfZiAfxRUb+PQDH/vcAHJ5jxv762gVuS9WittnpubdkW8Ydse+caG4lauybmAw2e7ak32vbd752ccqfRtZeSKiflDKH1aQQrDMIrTs9Zohf8Hr4lcv/TB0FLB2a/nmCT1X7yvHkj8eQAdV+Q8rEGWRj/US07P8mSYiarW+uELbDFuo+opXXaxCaF4WuwYRdS8pZFnMEhG1R1/cQ9sMFJmy9RWpYIvarOIVa+n5Iq/gJSIiIqJD8QptDhSZss0rOGXcFqk+WMuuF7MvERERES3FK7Q5QkVmKB9T9Gq6n7cvERERER2KV2hzhIpMyccWoLHzeIWWiIiIqDh+ykEO+eQBKUil2GzHlp9ysFRVPuXAuX9ZSBAREVHl8AptjlffcCAppNq1JSIiIqJiSiloiYiIiIg6hb8URkRERERdjbccEBEREVFX65krtHL7aUwQERERUW/piSu0UqiO3eLc9Ixz8/P+kDGZ00hROzCw8DfZY8XMD83J21fGbWTlwfaLKrp/M8dr9lyJiIiov/TUPbS1MeeGhvwhY1Uin2jgKzpjPulA5iC0UF6TY4Qilm9fiUaE1tFtIiIioiyVuEJ79xe/5K677rrFmJycXNKX8RCp3eTKqxit18FZIfKu0urCShdVobzw5X050Dk7R7fLIuvpIlcXvXkFsA/2yVsDj8UXml7PBhEREVGeSlyh/f73vusu2bQpGDKeZ6ZeU8dEnlBRFcoLX96X0+yY7TfCVzBKG2vaQjKGXk+3s8gc/XhsaLZPREREVFQl76GNJbXQo08vtH1XZH0hZJ/YOkoXc1lQ7On5um/ZcdvPEpobKhoxt5HiUa/nW9vCcXBMHVl88yWIiIiI8lTyHtqipjcWi1hSUOliLqvAQrGn5+u+ZcdtP0sjczVdLOp2GfSxcGx7fB89VwcRERFRnspcod29a9K9+X2fPSQkDyicsX3kkUfciUdKUVYsZJ+yoCDUkZUHm7f9RoTWkL4uDnWxWKRw9K1NRERE1GmVukJ7y4fPOiQ0FM7YnnrqqclW891m8P0d6WABtggU0rcFHQpCBHLY2jHhy/tyRfn2x/k2Wozq/YqeG/bNOq6e4wsiIiKiPJW5Qrtnz95gFOG7xWD9UelgJCmkQoWb5EOFVtZ+2Ee2NrLy7olr3esHLnZ3LPQSh8zJgCIUkcscL3o/D31crGHP2Y7bPhEREVGenriHVpOP5bKBXxyLIQWXFFO2aNR9jGu2r+dgHyFbG1l5n9h5mpyDPcdOwDlX4VyIiIioN1TiCu3Jp7zc3X777cGQ8VgxV2jlL4eFoEBE4ZXVFygU0Rco1iRnxwpbd7m7/8AN7ty061sr6xj6/DAHOdtOmOO1C86RiIiIqKhKXKE96w1nussuuywYMh4y/oml98v6rtBK6DnL/ybduQS6UBS2MJP2IUVjiezx7LHs+QnkdGTxnbs9jiVrYo4vAH3fOeSdFxEREZGozD20jfJdkY2JImILK5kXKsyy1ohd38fui2OF1iyaF771kIvZLxR6DhEREVGjuvoeWrnQ10wQERERUffr+iu0RERERNTfSiloiYiIiIg6patvOYhV9fMjIiIiosb1xS0HvCWCiIiIqHfxCi0RERERdTVeoW2S/kxVzeZD84iIiIioObxCmwMf/K8LUl8/RM9FW+eIiIiIqDm8QhvBfvC//WMA0tYFqrQxrueirXMH3eEufv217om0R0RERERxeIW2JIcWqAv01Vi00Ycnrn19Pfcb7sa0T0RERETxeIW2IF2UojC1bSv7yqxz6y6/3x14fIv7pbRPRERERPF4hbYgXZTqrc1pKHh14UtERERE5eirK7QobPO2ZUPBqwtfIiIiIipHX12hRWGbt82ir7DGXm3VV2dj9yEiIiKiOLyHNgeuqPqurMZebcWVWQQRERERlYf30EaIuaqaNUdfnfXNSz7l4IQr3AMPXOFOqI9ffEc6QERERES5eIW2CVKcyhVXX5Gq5V2hTT7lQI3fcG46QERERES5eIU2hy5aUbgiJyGwtfR8HcgRERERUfN4hTaHLlp1WDqHtp7vCyIiIiJqHq/QEhEREVFX4xVaIiIiIupqpRS0RERERESdwlsOiIiIiKir8ZYDIiIiIupqvEJLRERERF2NV2hLEvO5snlz+Nm0RERERMXxCm0OKTIRvr4VGpe+fPZs1n74bFrsr4OIiIiI/HiFNoL9Iwi67ys27XyZg5xs7T56XEjbxqHucBe//lr3RNojIiIi6le8QttitlgV0kdRq8dtoRvyxLWvr8/9DXdj2iciIiLqZ7xC2wK6SEXxakOPC+TsPB2w7vL73YHHt7hfSvtERERE/YxXaCOgmAxt80ihqgtYtEGvg3E9T7eJiIiIaKm+ukKLwjZva+nC0re1JK+LXkSoH1qHiIiIiPL11RVaFLZ52zJJsYoI9YmIiIiocbyHtg1wNRZsn4iIiIgax3tom+S7wqpvI/DdUiD9Zora5FMOTrjCPfDAFe6E+joX35EOEBEREfUhXqFtgaxitgzJpxzU10XccG46QERERNSHeIU2hxSM+mqq7YvQ1VaZC3aOHvOR+aF1iYiIiOggXqGNIMWnLkCz+jqv2X0sO4b5WfsQEREREa/QEhEREVGX4xVaIiIiIupqpRS0RERERESdwlsOiIiIiKir8ZYDIiIiIupqvEJLRERERF2NV2gLyPpc2LzPjC3ymbIxc0NzihyHiIiIqBcMXHrb3iUfdHrVmdNu69atbvPmzWkmn1wBrXJR2+z5+YpE+XxYncfnxdpcqMDM+nxZ2Sfm82ftvNj9usn09LTbtm2b27hxY/LY5ubm6zHn5udlO+92Tk662f2zbnZWYs7NzMwk+6xcucI98OB9bsN5G9zExITbtGlTuqJzV07c46658Iy0l2379u3J984/7ZhOM0RERFQ1vEIbQQopG1Ckb8dAClEdoRzonJ2j24knrnWvV3Nef+0T6QARERFRb+A9tBGWFIh1tm/JuBSuKCIx37YBha4ueH05zY7Z/qLHv+de8Q8Y+wf3iive5VjTEhERUS/hFdoIUgzqQlQXjShSfeMLReTBItO2Nd86um/ZcdtfdO4N7oZz07Y7wZ3yS2mTiIiIqEfwCm0OWzTqrfAVqHYfX9tCsavX033Ljtu+1xN/725157s3rkv7RERERD2gr67QorDN22q2UMwrGu247qOtx1Hk6sjKg83b/qHucBefUC9nb77csZ4lIiKiXtJXV2hR2OZtLV/hGMu3r95fF7kodPXWjglf3pc7qF7MDvyRO+Xx+93lrGaJiIiox/Ae2gi6SPQXjAfpYlX49g3tL/tmjWFrIyu/8CkHLGaJiIiod/Ee2giLxWHK9jUpSGUcW4TQfeTA9rG/kC0KXdnayMo/8fe3ugfq/7vihIPH5Ud3ERERUS/hFdocupgE6fvyGsYRQveRQ5GJvpC+kFzecfKsu/z+xeMh7uelWiIiIuohvEKbA8UkikyRVWRiTELaCIzZHOaC5HVfr0PUrKPXvzhthb3oj/5D2uo9b7739CRaBeu3+jhERLQUr9BG0oWnLjiFLUAB+4TCKpqHrDHqjJe9sJa2lrL50LxWQDGbVdTK2MAnPhFV+OaJeWztfPy6wGSxSUTUW3iFlqgBUoghwNcP0XPR1rlW+MmjP05b/qJW5/Rcy56r7Vuhcen/4Gf7gvuVyVfAsqglIuodvEJL1CApxjTp65wt1lDACT0XbZ1rlaRQfc1rkrYuYGOLWbDnqfu+AtXOt89FK4varMKVRS0RUW8opaAlIj9byIEUcCji0G5lUaf95BP/3R3YtClpSyGLYvbAm94UVcw2Sx6nfV5aVdTGFKwsaomIuh9vOSAqgS5KUZjZtiVFnA4fvUaZfnrZf0xbB/30mq1pq3zyGPAYZYvHpSP0HDTjc7/20GJYWWNERNRdeMsBUQl0Uaq3NqfZgq6b4HxD2zz2ufE9P0RERLF4hZaoQ1DIZRV0WWPNeNGVC7ccaC+67o/SVj6cU2hrSV4XvQhfn4iIqCheoY3UyOfA8vNjyzc0NORGR0fd2Nioq9XG3OErVriVKw93Rxyxyh155BHusMOWpzPbSxdjsYWZLuRi9ymD3DM7sH170pZ7ZnHf7MDWre7od/6fSbuVpLhF+PrdRu7BRVhZY0REVB5eoW0AClUbdkx/fqzOI6i4wcFBd87ZZ7krLr/cXf3H/8Vdu+VP3X/7s2vd527/rHvkWw/Xi9z2FIa6GLNiCzMUcQifsovd0KcZLLb/5/9cMqdV7GNqZ0Fftph7cHmfLhFRa/EKbQNQqKJY1W1h+4C8b8y5O9zFr7/WPZH23BPXuter4vf11y6O9L2Xv/zl7ld+5VfcL/7SLy3GK175Svfil7wkndEeMUVY1hwZ09FqoWIWdK6ZotZXnMvjQ163QfrteA5aJatgZTFLRNR6vEKbQ19N1e0yPXHt6+vr/oa7Me0nHv+ee8U/oAD+B/eKK97lWNM6Nz8/7/70o1vcW377t92v/doZ7nWvO929+tWvdSeccJJ7wQuOdvv2xV0dbSUUbHkFmszR4ZM1VpQUrAfe+U5vMQsYy5rTCDwGXzHbK3yFK4tZIqL24BXaHPqKavjq6lIofGML4HWX3+8OPL7F/VLaT5x7g7vh3LTtTnCnLBnsX1W55UAXrShckUPBFirc9HwdyLXST//jh9NWWF4xi8cNti9Cj0M/J3ZO6PnqJrqAZTFLRNQ+vELbAih8YwvgXE/8vbvVne/euC7t97kq3HKA4ku2OiydQ1vP90U3sOea1dd5ze7TalJg6miVVq9PRESH6qsrtChs87YhsVdcy3WHu/iEejl78+WO9Wx33HJARERE7dUXV2gBhW3eVtNFbCNXXJsrgOvF7MAfuVMev99dzmo2UZVbDoiIiKg6+uIKbTMavW0AhXDDtxwkn3LAYtbnnHPOcb/5m7/pzq5vEa/7hV9wL1u7Np1BRERE/WTg0tv2Lqm4rjpz2m3dutVt3rw5zeSTK7S9XNSKUHFq87gia+diHsYF5sinHJxwxQNJW7z3Hw64P3hsaU780pbH3f19Vt1OT0+7bdu2uY0bN6bPF57feTc/f8Dt2bPXzc3NJbcizM3Nu+eff94988yzbuXKFe6BB+9zG87b4CYmJtymTQf/MtaVE/e4ay48I+1l2759e/K93S3/CkFERNSPSilo+0FsQRsSO4+WsgWtFK26gN05Oelm98+62VmJOTczM5PsU3ZBS0RERNXFK7QRcFVVF6S+K61ZWNA2pioF7f/4yM+7Xz735DRL/WjglZ90P/jfP0l7/ePb3/62+7mf+7m01126+dyJqBjeQxtBCilbjCJn8yGx86jC5D9iGP0bRERUWX31KQdETfEVOYz+CSIiqixeoSWK5StyGP0TRERUWaUUtER9wVfkMPonqGm/vvH8tHWorDGhx/PmElH/4S0HRLGkpmH0b9ASUlTGhubL+WTN+cItt0atQUT9g7ccEMXyXbVj9E/QElJU+sI3JqQA1f1mlbUOEfUGXqEliuUrchj9E9QUW9iC9HG1VbcF+nbcBhFR316hlc+FDYWPzts5vn1icyKUz9LMWo0cj+rkeWP0b1AuKS5DV0518WkLUeyj95U2wvZtEBG1/Qrt+eef31BkkQItL3z0Z8kiYsi80JpZYvbT56zD8q0l/djHQA2Q55vRv0GZdIGq2xqKTxahRFS2hgrau7/4JXfdddctxuTk5JK+jGe59dZbC0UeKeJ0hHKWLhgRRck+ofXBrq/bgJw+39C56/3Rtn1Nz8GYL0c55Gnq4lh/0ZPefFbYfbLWaGR9CdkvFL75HYsWsEWgDR/kQ+OdIOeii1Rp+86vmXOXfWwQ9ZvQ973NF/n5yJsbe8w8mF90v1gNFbTf/9533fvf//5gyHgeFGu2YAvlW0EfK3RMXfDlbYW0ffnQcWSOL5/H7mP7mh7DuC9HOeTrWZFYf2G94MuJQ/ZTjyFv/mI/3cf2vaHG9Lo67Jj0H/3LdYshlvTT9SoRbSCFIKJbyJuT73x9RS3m2flZb3R6fdkiiHqRfL8jwNcP0XPR1rlGyM9bM/tbZa8Hpdxy8Mqz/0PaioMiSv7u/saP/etiQSVbKfB0rpVQfOqwcK5oY2sDdN9u9fp6n6zjh9h9bJ9aQJ7bqkTdo391QjASnn3Q9u6j5i72031s3xt6rE6vnewv6mNoJ1vMr8f633vikFylog3y3nwkr4s5PR/RLjheVnFp37jQ1jmZgzV029Jr5R2XqJvZ7237c6F/FoT+edBz0dY5IfN1hHKa3r8MZa8nGi5o5+sFGcLXzzI/P+/edfNP3NjYmPv4e168WMDKVsaELvhaRY5hw6eVRSKOmXV8H8y3+6MPutBFZOUpgzxHVYm881Hj63/38SREstXzPIH5ep/F/VQfucV2Ouabh3EcQ7f1uJ6f5DC/ClEi/aaBrX7jQYTIPhiP3adsscfTc9DO2k+/merHKaRtc0T9KPQzID8f+BlCG32QfXWEcj52zay+DTtetqau0L75fZ9NYu3LXrvY1vDLYnY7ODjoJt6+OmkLtG9+19FJoSvefctPDynOyla0qMsbtzBfr402+pZvrg/G7Fz0QRe6iKw8ZZDntipRt/49jwUjkc599GMnJSFk65uPsPMF+jKux5KtZ32cn80vjqXjuo1xHQnMqUKUSL9pyNa+yNu+0O2sN5xuZh+vfpx4PvTzRdTr8L2uv+dt25KfER0+WEOvo/tg83bdrL4NO162hgva3bsm3S0fPiuJp37w9cW25AEf52W3MD097X5n24/dyMhI0pdC95Z3H5PENW9c3vJbD2xB5zuWFIjIY6uLRwTovt1Ptr61sJWwc9HX9BjGfTnAMULyxqmafEUgwlr/7n9MW0v38/WFzEcf+0pfr5NH5mK+bmcpsn6vsS/wui9vJqE3APuGU1U4f9nqc9Xnrh8j2hiXvl5DQu9L1Ivs9z22Nqfh5yLr5wNr6HV0H3y5qmq4oN2zZ+9i+PpZpIAaHR1NQq7KSiGLokq2Ei9+weFJUYtbEMqC9XVbh84LWxwKWzzqObafB3Nj99Pnqs8zlKcSyXNalcg7HzueSgpGm9f9esicR29evzgu7cX9hN7qqNPzZL9kHd1Wcwu1qxAtgjcc+8aj+1lvKHjDqcKbTuw56PNFW/c1PWZljRH1K/xc+H4+UOTqyMqHyLis7Zun10C0Qym/FHbXzR9IW/FQdEkx6yNjL3nhSjc0NJRmyoHCMSbKJOvhMTeztj4/RFaeSlT/2lUm6ta/69FgJNK50n/0lpOTVLJNc1hnSb8eeg7a2GL+4jadl+xfp+fp/GI73SdRpF2FKJF+kbdvPpLX/aqzb1ZF37yKzC+6NlG309/zsd//Mk+Hpl9b8Pqit3Ysj8wLHcO2W62hgvbkU17ubr/99mDIeBbfH07IilaQwtInlG8WClkJ3zFadVyQ9RG+PkWQ56oqUffox08JRiKdm/TTffT+eitz1m/8ftKWbdKuW2wH9pPwHRMw5htfXFfo/XztKkSJ7Iu8ffOx/Sx6bsz8VtHH1+eTlcti52OfUJ6oF+hC0IotDPH6ggiRn53QeNbPld1P2jE/h7HzGtVQQXvWG850l1122WKsXLlySV/GQ3x/OCEmQnRhpgu0UF5IO3QFM1Rwgl7PBti2hD6e7xjIIY+27jdK1s4KiiRfg6pE3vn4xtPc+t/5nnv0E/X/6FQ53U7G6mSLNuZIf8n+OtJ5i+NpPzSONbBFXrY6X5loIXmht28svpwP5sXOL5N+Y9PHRzuUi2Hn5/WJekVM0Zc1R8Z0+Ni8/BwhJ9vQz1XWWBGh82pGKbcc2F/2aidfgRYK0G0f3zhyWMsXoPt2DOx8bLMiJGssRrP79w2paaoSdevf+d1gJDz7yPbRv5ZCcaGdSNs6L22spfPoJ8dIc4shzBZrJPNFPb/k+GlgXYx71+90tJh+o9BvLt1CzhfnjHbsY9Dz9T55++eNE/US+X6PeW2QOTo02RfrANaTnB0TyPnGIJSXfRAC67RCKQUtPo6LqKf5rtp1Kuoe/ZtXBCPh2Uf3178DRaaak+YlsFYyL80na9fbOo8xoecIrJHkRDpf77dknzSkr9evRJRMv6hL274htPKFvwy+c5Nz1pEHj1vPx9b3nFgyXuXniKgofN/LFt/byOHnIfRzoefrQE7odYTkdV/adj+M6zFfCN2X+TpAt8s0cOlte5dcnrvqzGm3detWt3nz5jRD1Dny0W7btm1zGzduTK4kz83N12Mu+fQLae+cnHSz+2fd7KzEXPLX52SflStXuAcevM9tOG+Dm5iYcJs2bUpXdO7KiXvcNReekfaybd++PfkXiP/xkZ93v7zx9WmW+tHA0X/ufvC/Fz4nu598+9vfdj/3cz+X9pbCmxbaPlnjMmbXKPPNLuvciai3lHKFlqgv+K7aMfonKJcUozqsvHFLCtysICIC3nJAFMtX5DD6JyhXMwWnzLdFLvq6CEYQEWld/0thRG0jNQ2jf4NyxRadutiVeb5iFjCuZc0nov7EK7REsXxX7Rj9E5RLCk0dPrYYRT80X2AcwWKWiKyeuUIb+pzWZj6/VbPr5K3rGy/zHJtZq5HjUZ08b4z+DcolhaYOyxajui9b6Vu6iEUgR0QEbb1C6/srYEUii/wGvC3UpO/7jFXJ50WMovN952jpNXVYRR4vlUSeb0b/BgWhuEShqQtObAWKVyF53RcoVgXWQBGrIYc5REQNfWzX3V/8kvv+99LPsPSQP33r+2thUpRm/dWvLFn7+go+q9lCTxeLtnD0FZJ2vo9v3HcMu35oPa2Z+VVSqY/tuihuH+pNA0d8lB/b1WX4sV1E/aOhgva6665zl6gCwbq+vr/8CVyrlQWtLeCy+kX4ikFZC2v6jqX55ojQ/qDzdk7RvpU3XiVVKmiJnnv5h9MWERFVSc8UtHmaLeB8RWBWYRg73547xvVcu5/dx8ceR/OdR1VVpaB97jnnjj8+/3mn3iXfA0cc4dyTT3bHz05Znn72KXfUkWvTXnfp5nMnomI6VtBO//Fwsh37w9lkm9cv6wptTDEIvn10Ttr2WODLNzrXjhfpSzuWXqMqqlbQ9lsxQwvka8+CtvuwoCXqHw3/UtjuXZPuze/77CEhecAvi7XjY72kcEP4+iBFESKmr0kOa+r5vuMI5PQ42uhbvrk+GLNz0Qc8Fh1ZeSKisn3s5i2Fg4ioiKY+5eCWD591SGj4OC9sNbnyiquvIq+fxVeY+XKNkAJR74+2LSBtXiCntzaHudjPzkVf02MY9+UAxwjJG6d8Rx6Z/xzKnFD4FM0LO5Y1l5rje27znm8ZL/I1sXOL7Fs1773oouhol6LPZ8z80JxGvnaxxwuFT9G8sGNZc1uhyPFjz03Pk3ZWhGSNhYT2KXKcrDXyopc1XNDu2bM3GO2EQlBHVr4oWxxCqHj05bJgbux+occVylP5Qi8Sobz27LMHDokQGbNrSN+3j28etYc81wjbRw7wNbf5PHottHWuW9x1z/3euPveB9y993/VPfi1h9OZ3avIz62mv6aIrLyG7ysdITJm15C+bx/fvHZq9vgy3xfCPg943vA82L6PjGENvb4NTe8D0vcdxzcvD84Z69l+Lyvlc2g7CYWgjqw8SMFnc1rZBaEcC4Vm1nHz4LHoyMpT+UIvFr58o+SFCy9eaNu+Zo/VzLGpGHyt8ZzrPnKW5O3X0JJx7K/XQlvnuslLjz12Saxdc5w7cd1ad1I9RkcWfneiFfBzoyMrL3x5Xw50zs7RbR/99dRfX1++Ub7zsX3NHquZYzeijOPLPjo033ryHPjyIZiL9RE6B77n2/Y1va+w/Twy367ZyxoqaOVzZm+//fZgyHiI/HJXI1GmZotKgeJUIgaOKeHbJ3adRuFccRzbp+J8LxbSL/qiEyLrhELDCyHORbeFHafm4bnUW9tGvwytXr8TBgcH3NjoiKvVRl1tbCRpjwwPpaPlC/0chfLCl/flNDtm+3lknv3aSj92/zz6fGxo9vtMt4Udj/KDa90551zrfpB2s9j17bGyxrEVyOvxEIzHzm+Efb5tH+w52PPxjWPrG9PtXtVQQSt/NEE+xQCxcuXKJX3fH1UQ8ikFzUQZpIALFbMoNmOKPBSnvrX0/lhPz8NxNOSQR1v3G4XzDAUV53uxsH0fPTdrXhH2xRB9WVuP6TnUHN9ziucakQVfm9DX35cvsn6VDQ4OupGR4aSAHa/Vo17MSkErV2dH67l2wXMc+hqAjCN8fcuO236WrP1029Jzs+YVYb/P0Je19ZieUyZ9DIF+6Pi+nLB5tEPPEeZgXgie59A6IXY/2wd7DujLPD3m29px2+9Vpdxy4Pulr07KKtLyCrhQoaf7WWNC76/bms7ZuaEIyRqL0ez+/cr3IqFzFsZ80Sy8yKEtpG9fJKl15LnW0Qzf90SZ63fK8PBQUrwuq426w5bV3Irl4275svF6bqxe5MrV2vF0ZmvJ84fnOO/nRMYRvr5lx20/j90X29D+GPNFs/TzhOdI+u36/ivj+DIX83U7tA7m+MY02R/nVgT2w762r8k5II/zkX7WueHcMcf2e1kpBW07PpaLqIrkRQIvOKEXGv2CgsjKg28coUlfvxjmveBRa8jzrqNsrV6/HUZR0I6P1mPMjdUL2dHR0aSYXShoa+nMztM/b4isPNi87ceQufgay9a3r14XkZUH3zhCk77+PgudR7473AdwjFdf4b7+9Svcq9P+OX/xRDrnUM0cX8+T/bCObgvdBszxjZUheR7S8PVB+vZc7Rwfe/6238t68gotUTvgBQcvRrpvhV5UYvKhALRxfKHHqT3094HvewDs1ylrrqbXjt2nauQKrdxaMDI87IaGhpKQWxCwlVsRWk2eO/vz4fs6SE4HctjaMeHL+3JZcH74Ouu+FVo3Jh8KQBvHF3o83rnuo+nazz68xb32tVvcw2n/zvetS+ccqujx8VwJPU/ndTsEc/LmNULOS0coJ9CW80Bbj4fY87f9XlZKQUvUj3wvPiLmRaco+2Kk+/rFSrep9fRzLV93HWVr9frtkNwnW4/htKCVIlZCfkcgKWjr+VaSr1fouZN86Gcnaz/sI1sbWfnkF6SOvNh9caG3SB8n1C7L4rmkdF+fq263S9Hjy/MTeo4wlvcc6jmHzA98vSDv/PAYdMTkbTsLzlmfuy/Xqyp5ywFvYaBuE/NiU4R+IRPyQqSPoft4kfK9YGGezVNzfF8X2epATpN+6GuUB+siulFtbNTt2PF0/TE/l/zZ6l27d7vnp6bc1J49bmpqT73Ibe3HduG51s+h7vu+FrZvv+b4esrWRlY+hj12s/R5CzkXfQzdt+evYZ7Nl6nZ48ecn37sIq8fEnMsGbeRl8cWbZC+75iS0xHK9apK3nLAWxiom+AFx764aKEXlFDeB+v75soY1tHngX7M+hRPnlM8zzFtYb82muTzvkZYD9GNTjl5vVuz5jh3zDFHu6NWr3aHr1jhlo2Pu/FazY2P19zy5cvSmeXDc2afQ19fyNfDfs3wNZJc1tczyssud3c+e4N7Q9q1ZG1ECM4R5wWhvA/W982VMayjzwP9mPWXkMd85+XuZWk3T1nHxxp6PtYA2xdLjpHx9bL7lQXHD53r4rmlJKcjlOtVPXOFVn5RPyaIWs2+yIjQC4ovr1+8ZCt9HYA5yGMdzEFO6DyVTz/Xwj7fdtwn9DVCTrY6kOsWN950U3RUgXw99NdMnmvdx9erXV8D33Fwjvq8hC+vz1+2OHcEYA7yWAdzkBM6X7ZGju+bI7CGzQnM1X1N7+Njx2V/u0YjsA7ODWsiJ2zeRla+Fw1cetveJV+Nq86cdlu3bnWbN29OM9UnherYLc7teqtzod8p2D/r3OGfcm56o3yma5qMJPd3Ffloq5j5oTl5+8q4JfNDeYg5pyyN7u87LxG71vT0tNu2bZvbuHFjss/c3Hw95tz8vGznk3+2nK1/cWdnJebczMxMss/KlSvcAw/e5zact8FNTEy4TZs2pSs6d+XEPe6aC89Ie9m2b9+e/IvBc885d/zxA+7JJxt/Dqm7yRuBffPqB08/+5Q76si1aa+7dPO5E1ExPXUPbW3MuaEhf8hYlUhxZou92KJR5iC0UF6TY4Qilm9fCd+YPqe8cyOqIvkPGQnbJiKi6qjEFdq7v/gl9/3vfTftHUr+lG7or49JfSRXZ4vIukqLwiwGirOYfXQhV3S+hiIR0A/lG2n7FB3PWjtvLa1qV2ipv8gVeXzd5XvgiCOSZl9dqecVWiLqBqUUtHJFtZlf5Lruuuvc+9///rR3qD//8z9P/qSuj9RFUtDORB5+9Obitx0UKcBE3vy8Ai9r/9Bc2VrIYz7m6L6vrYXWtez+WWuHjuVTlYL28Sefcm8856w0S/3i7++8e/HrLt8DJxy/UBxJnoiIqqMSV2htQfvKs/+D+85dH0574YJWaqJHn3bu1H9IE5Ee+Q3n1h8lhVWayKALuqwiTM+z7H5ZcyF0LN++MtcWiejr+XZeqO1TZNzOzetn4RVa6iReoeUVWiLqDpW5QnuJKjhOPeeD7pE7P5T2nLu+fj5ZBa0Up0Vgn3pdlQmFl93myZtnx/P6Wmhu7JqyDdHzLd96Fsb1WNYxs44HVSpoqT+xoGVBS0TVV6nPoX3z+z6bxNqXvXaxreGXxbB95JFH3IlHSgFVLGSfskixZiMrDzZv+40IrSF9XTxKG33dzqPXxn52fz0Odq4eI6o6KV5RwOo2xfvYzVsKBxFREZX5lIPduybdLR8+K4mnfvD1xbbkAYUztqeeemqy1eQeWRvf35EOFmCLQCF9FGygizTM11s7Jnx5X64o3/44X9nac4+h94s5t7zxflb08//0fLuvb63Q+lnHjVmX/Ip8DUDGizzHdm6RfavmvRddFB3tUvT5jJkfmtOqr10zj8Hu61srtH7WcWPWbaUix489Nz1P2llRBr2OXTN0DF8+5nyKrJ8XnVSZK7R79uxdDF8/lvzCl42ityRIARcqzCQfKgyz9sM+srWRlXdPXOteP3Cxu2OhlzhkTgY5Hx25zPGi9wvQ5xp7zt3A94NsI4tvvoQP8naena8/ZBuk7/vsVN88aow8dwjbRw7ka+H7OuXRa6Gtc93irnvu98bd9z7g7r3/q+7Brz2czuxeRX4OLf11DUUW33wJH+TtPDu/yOPxzWunZo8v830h7PMgfYSv72PX9QXIOrofy7eWztm8Zvs+9nHafidV8nNo77r5A2mrOPnEAxtyz2wsKbikgLMFmO5jXLN9PQf7CNnayMr7xM7T5BzsObYSjmXPNfZ8q07/EPsiT5F9MGbn6n30CxXatq/pfYXtUzx8TfAc6j5yluTt18SSceyv10Jb57rJS489dkmsXXOcO3HdWndSPUZDfxmnBPg50JGVF768Lwc6Z+fodoj92trIU2QfjNm5eh/f+du+pvcVtt9qZRxf9tGh+daT58CX99Hr+sLSOTzfeM59fb2ObH05tIVuC9vPI/Nx/CqoxBVa+ZzZ22+/PRgyHivmCu38fNrwQMFlCzBfX6BQRF/oYs6OFbbucnf/gRvcuWnXt1bWMfT5YQ5ytp0wx/PBPjqsph5zj7EvOnkvAHa+iHnhkVwoNKyvj4G2sON0KDw3emvb6Jeh1et3wuDggBsbHXG12qirjY0k7ZHhoXS0fKGfi1Be+PK+nGbHbL8svu+JLHa+sOfkO0d9/jY0rK+Pgbaw41F+cK0755xr3Q/Sbha7vj1W1ji2Ank9HoLx2PmNwJr2eff1hcy3OaHbwp6zbgvfOLa+Md3ulEpcoZU/miCfYoBYuXLlkn7ojyqI8U8svV/Wd4VWQs9Z/jfpziXQhaKQ4k73pR0q+spgj2ePZc9PIKcjiz33vP3Rt3mB8/ONdZMiP7TyQqJfYOwLi2Xn48XCF42w54C+rKfH9Bxayvcc4blDZMFzHfoa+vJF1q+ywcFBNzIynBSw47V61ItZKWjl6uxoPdcueI5DXwOQcYSvb9lx288SMwf090HM94Sdr8/LRiPsOaAv6+kxPadM+hgC/dDxfTlh82iHnhfMwbwsRZ9bnHujZH9fCHvO6Mu4HvNt7bjtd0pl7qHViqznuyIbE0XEFl8yzzc3lIfY9X3svjhWaM2ieZG1HuSNQ8xa/cL3IhNiXzCafdHAixbaQvp550Fh+DoimuH7+pa5fqcMDw8lxeuy2qg7bFnNrVg+7pYvG6/nxupFrlytHU9ntpY8f3iO877vZRzh61t23PZbTX+PZD0u4TvPZsjxsAaOLf288yhLGceXuZiv26F1MMc31gxZD48F9HHsMUNjsoYOTeYgp+ej7YO1Mcf2O6mS99DGricXDpsJomboH2QbIXpcv8jgRcXKWsvC2r7QpK+PJ207h4rTX0v9/Jal1eu3wygK2vHReoy5sXohOzo6mhSzCwVtLZ3ZefrnB5GVB5u3/Tx6vo0QPR7zfZK1loW1faFJXx9P2nZOnDvcB3CMV1/hvv71K9yr0/45f/FEOudQzRxfz5P9sI5uC90GzPGN+SSPKxBa6Lj6eL68bYeOIW27vx4PwdrY1/Y7qeuv0BJ1iv5B9gXoFxI75mPnC53TbcC6WQFoyxpo63FqDL4uvq+PZp/3rLmaXjt2n6qRK7Rya8HI8LAbGhpKQm5BwFZuRWg1ee7s97vv6yA5Hchha8eEL+/LZbHzbYD+PrBjPna+0DndBqybFYC2rIG2Ho93rvtouvazD29xr33tFvdw2r/zfevSOYcqenz9ePU8ndftEMzJmwdyrKwAva5eP5QXaOtcaH20ZS7aejwEx9TH0v1OKqWgJaIw+0KSxzdf53zjln1x0X394qPbVJx+7vB1ifn6NKLV67dDcp9sPYbTglaKWAm5rz4paOv5VpKvV+i5k3zoZyFrP+wjWxtZ+eQXno682H1xoVdY0e8D33yd841bi+ee0n392HS7XYoeP+vxYizv+dBzDplf0tdXr6u3dkwerx63zwUCdN+Ohehj6mPZXKd09S0HRFUW8wJRFv3CJOSFRR9f9/Gi43sBwjybp6V8z7NsdSCnST/0nOfBuohuVBsbdTt2PF1/zM8lf7Z61+7d7vmpKTe1Z4+bmtpTL3Jb+7FdeK71c6j7vq+F7duvOb6esrWRlW+UPZ9W0o9TyLnr4+s+HpfvMWKezZep2ePHnJ9+7CKv3wjfmhI4NzwWoefac9fzdYAd16Svjwk4F0Qo1ym85YCoA+yLQN4LgZ4TM1/gxcg3Fy9YEvpFC/2Y9fuZPEd43mLawj7XmuTznnOsh+hGp5y83q1Zc5w75pij3VGrV7vDV6xwy8bH3Xit5sbHa2758mXpzPLhObPPoa8v5Othv2b4Gkku6+sZ5WWXuzufvcG9Ie2WAeesI4ueEzNf6OfHwvMiYZ83jBUiz9Gdl7uXpd08ZR0fa+j5WANsXyw5RpNfXxzfHlPgOPb4PlgHoWEdCXscjGmS0xHKdUrPXKGVX5yPCaIyyA8uXghCodm+fRGQ0IrMl7noyxbHRwDmII91MAc5ofOUTz93wj5/dtwn9JwjJ1sdyHWLG2+6KTqqQL4e+msmz7Xu4+tV5tdArxkKzfZxzjq0IvNlLvqyxfERgDnIYx3MQU7ofNkaOb5vjsAaNicwV/c1vY8lYzI/K0AfQ8iY7uu1smAdBGBf5LEOcsLmbWTlO2Hg0tv2Lnn2rzpz2m3dutVt3rw5zVSfFKryWbO73upc6HcK9s86d/inFj6yq+gnHBT93NSY+aE5efvKuCXzQ3mIOacsjeyPc2rmuNPT027btm1u48aNyTpzc/P1mHPz87KdT/7Zcrb+xZ2dlZhzMzMzyT4rV65wDzx4n9tw3gY3MTHhNm3alK7o3JUT97hrLjwj7WXbvn178i8Gzz2XJqhvyQu1fkPoF08/+5Q76si1aa+7dPO5E1ExPXUPbW3MuaEhf8hYlUhxZovQ2KJR5iC0UF6TY4Qilm9fCTumz0XnEURERERlqMQ9tHd/8UvuuuuuW4zJycklfRkPkXpJrs4K/dfAfCFkbka9Fyy8Qnnhy/tyoHN2jm6XRdbTRa4uNHU7FvYJrWH7gLxvjIiIiKhRpdxyIFdUmylqpWh9//vfn/YO9ed//ufJn8D1kdpIitSZyMNLYVv0tgNbEObJm2/H8/paaK5sLeQxH3N039fWQuuC3S9rnZh5VlVuOXj8yafSDPWrE9cd7x574sm0R0REVVKJe2htQfvKs/+D+85dH0574YJW6qFHn3bu1H9IE5Ee+Q3n1h8lRVWayKALuqwCTM+z7H5ZcyF0LN++MtcWiOjr+XZeqO0TGrd56Vsy7puXdTzgPbRUFbyHtvvwHlqi/lGZe2jn68UKwtfPIldci0QsXXShKAuRcYSvb9lx28/SyFxNHgcei26XRZ+fPTYRERFR2Sr1ObRvft9nk1j7stcutjUUztg+8sgj7sQjpSgrFrJPWVAQ6sjKg83bfiNCa0hfF5a60CxSdPrWJiLK87GbtxQOIqIiKnOFdveuSXfLh89K4qkffH2xLXlA4Yztqaeemmw1+4tgEt/fkQ4WYItAIX1b0KEgRCCHrR0TvrwvV5Rvf5xvo8Wo3q+Rc2vkmL2q6Ofz6fl235i1ZI4OzY75grL5nqO8563oc2vnFtm3at570UXR0S5Fn8+Y+aE5rfraNfMY7L4xa8kcHZod80U72ONkHTf2nPQ8aWdFlrxxq+h8S5+XXcuO+aKbVOYK7Z49exfD14/lu8VA7pctQoqwUOEm+VCRlrUf9pGtjay8e+Ja9/qBi90dC73EIXMyoAhF5DLHi97PwPk1sm838P3g28jimy/hg7ydp+frMYTc76nDsmO2T3H0c277yAGeX5vPo9dCW+e6xV333O+Nu+99wN17/1fdg197OJ3ZvXxfX+nH/Fzpr2sosvjmS/ggb+fp+XoMge9hhGXHbL+V5Pw028+jH6cOIeePtrCPy/Zj2OMgGuVbS5+X79zsmO13k8pcodXuuvkDaas4+cQDG/KLY7FQhKEgk0AegXHN9vUc7CNkayMr7xM7T5NzsOfYKni8vnNr53m0kv6h90WeIvtgzM7V++gxnY8l+8iLHxVnn3fdR86SfN7zjTcjoddCW+e6yUuPPXZJrF1znDtx3Vp3Uj1GQ38ZpwR4g9eRlRe+vC8HOmfn6HaI/drayFNkH4zZuXofPabzsWSfvMdcJnuOjZ6zDs23njw+Xz6GPY5ua/je8YWm1/Otk0f2sWt2k0pcoT35lJe722+/PRgyHivmCu38fNrwQBGGgiyrL1CgoS9QsEnOjhW27nJ3/4Eb3Llp17dW1jH0+WEOcradMMcrSh/HB+NZc3qNfuHxvQhZdr6wL066j/k68vLY+sZ0m/zsc2SfN90vQ6vX74TBwQE3NjriarVRVxsbSdojw0PpaPnwJq8jKy98eV9Os2O2Xxbf90QWO1/Yc9J9zNeRl8fWN6bb0X5wrTvnnGvdD9JuFhxDH0cfK2scW4G8Hg/BeMx8PZ43F2SO/v6xoWFNHXl5bH1jut0tKnGF9qw3nJl8LFcoZDxk/BNL75f1XaGV0HOW/026cwlscYbiEaR9SNFYIns8eyx7fgI5HVl8526P02+K/JDrFx/fC5Fl5+PFxReYg63d1/bt1o7bPvn5niM8d4gs8rWTOfgaWr58kfWrbHBw0I2MDCcF7HitHvViVgpauTo7Ws+1C57j0NcAZBzh61t23PazxMwB/X0Q8z1h5+vzsoE52Np9bd9u7bjtt4I+hkBfHo8e01ubEzaPNp4XC3MwL0TPiZmP88bXRIePXTurb7d23Pa7RWXuoW2U74psTBSRV/BBqDjMKxpj1/ex++JYoTWL5oVvPeSy9tNi5/WTmBcpsC8wvhcZu5btW3bc9qkY/fw1+xzmfX2bXb9ThoeHkuJ1WW3UHbas5lYsH3fLl43Xc2P1Ileu1o6nM1tLnj/985T1fOLnTc/XfcuO236r6e+RrMclfOdp2bVs37Ljtt9Kcgw8BhxP+kWOrc9Vt0PrYI5vrBn6ayFtRB57PrZv2XHb7yaVvIc2llwgbCaImqF/8G2E6HH9IhV6ocpay7Jr2b5lx22fitHPXyuew1av3w6jKGjHR+sx5sbqhezo6GhSzC4UtLV0ZufhZ1VHVh5s3vbz6Pk2QvR4zPdJ1lqWXcv2LTtu+/nucB9IH8+Rr77Cff3rV7hXp/1z/uKJdM6hZFwfQ9qxj1PP0+eq20K3AXN8YyHJY4s8t6Ls+di+Zcdtv5t0/RVaok7RP/i+AP3iZcd87Hyhc7qtIW/noW/ZcdunYvTzl/Ucyhi+rrLNmqvptWP3qRq5Qiu3FowMD7uhoaEk5BYEbOVWhFaT587+DPq+DpLTgRy2dkz48r5cFjvfBujvAzvmY+cLndNtDXk7D33Ljtt+vnPdR9PH8+zDW9xrX7vFPZz273zfunTOofRjQhtbH31Oep7O63YI5sTOE3K8rHOzYo8h7Fzbt+y47XeTUgpaIgor+uLlm69zWeN6zJcD35gvR9n0i36rn79Wr98OyX2y9RhOC1opYiXkfvykoK3nW0m+XqHnTvKhN/Gs/bCPbG1k5ZNfeDryYvfFhV5hRb8PfPN1Lmtcj/ly4Bvz5VpBP7dLnueArPOJPV8955D55ut7yHgB2Fev4Xt8vnm+HPjGfLlu0dW3HBBVWd4LapnwAo4I5cA35suRH54fecFHWz93OqdJ375J6DWyYF1EN6qNjbodO56uP+bn3M7JSbdr9273/NSUm9qzx01N7akXua392C481/o51H3f18L27dccX0/Z2sjKN8qeTyvJsXSEcuAb8+VaAc+r7zmWvhw767nPGxf2/PP6rYTHqY8pbR2hHPjGfLluwVsOiDrAvmjkvXDoOb75eHFDhHLgG/PlyE8/RzFtIV8z3dckb7+mFtZDdKNTTl7v1qw5zh1zzNHuqNWr3eErVrhl4+NuvFZz4+M1t3z5snRm+fCc2efQ1xf4OUNf4GskuayvZ5SXXe7ufPYG94a0Wwacs44seo5vvjw+HaEc+MZ8uWjyHN15uXtZ2s0j6+Nx6GOhbx9fCNbQ87EG2L5YcowWfH3zyPF1hHLgG/PlusXApbftXXLGV5057bZu3eo2b96cZvLJFdrYonb//v0L/9Q0MODkwPLb7/Pz88lW/hkq+Sgo+e35dEzIP0VRf5qennbbtm1zGzduTL4f5ubm6zGXfM9IW67yzO6fdbOzEnNuZmYm2WflyhXugQfvcxvO2+AmJibcpk2b0hWdu3LiHnfNhWekvWzbt29Pvrefey5NKPrFLgQvCJib9QKhXyD1fJ3XkMfcGI3MpwWhr4Pwjelc1r6abx/ZZolZtxlPP/uUO+rItWmvMR+7eUvaivfud12RthqXd+5Fvi7Czg3lIXZ9Le/rLbBm3vGFPgc9P3RuyGNujEbml00/NqEfhz6e7utztvtBTF/oXIhvLnIitIae4yP75c3RGpnfDUopaIvYd8QRbuDHP3Zj9f8ql/YS99zjBk4+2R14zWuc++EP06RzNV81kfJ9FqoUPqE8yLjuFxG7r52XtV8j51Nkn9DcmDWKnluja/pyVS5oqb/IG0C3vLCXqYyCtlO6+dyJqJhq3UN7xhnuwNFHLylmY0ihg9BCeU2KqFA0yu5bdC19Djo06eNx2XkSlsy1eelnPTcx9DERWXkrlCciIiKK1Zf30EoRpQs5aaOv26CLMhRgvhzY/W0/Bs4DocnxdM7O1WNCnyPatq/pORjz5YQ+XkxbyP66T0RERNSMtt9Dm3nLQUDeLQe+YkkXXYA85mOO7vvaVt6Yj8y3Y7E5wBiOrdtZ7Ly8vhVzHJkTYvfV6+XtV5VbDh5/8qk0Q/3qxHXHu8eeeDLtERFRlVTrHlqPgQcfdGPr16e9Q/kKIil8bBGGvp5v54XaQu9n6XmA+TFri9C4b65AXrYheo08vmNA6BxCsubjXHDuep5vv6oUtJP141B/W7VqVfD7upfJf8ydcHx33ofazedORMV09B7akaefdmPPPrsY0hcD3/2uG33mmSQ3etJJSS6LvMkg8vjmSSGFQku3NXsM29d0YYa1pO9bN0Sfh24L3dbngWPqNoTmoA84lo6svPDlfTmhj2ePTURERNSIUu+hRWGbtwX5+C5d9MjHcyXF7THHLP71GF0MFaXX1qRvCyv0dVvoNRB5ebs2xvLoefo8dNuuH0v2Q/j6gGPpyMoLX972iah/fXTLlsJBRFREqVdoUdjmbUMWCyxTZDXKV1ShgPMVcz56Dayjt6ExWdvmfPR56Hk6H5oTS/bREcoBjhWix3FuOmwefUvP0fN0v5vIP0kXUXQ+VYvvezTv+7bo97adW2TfqnnvRRdFBxFRUT3xKQd4k4h5sc8q5PLI+qF9cGx9HrodknUeGAuNx8A56MjKF6XPUZ+rr2/pOXqe7leVFKM2fHmweYz5ctRd7M+Q7iMH+N62+Tx6LbR1rlvcdc/93rj73gfcvfd/1T34tYfTmURExXT0Htqy6CJIIkbRNwM7V78pyRbH1Vt7LtjH5rW88aJwHjqy8o2Qc9Zhc71q586duaH5xnVQd7I/Q7qPnCX5vJ8NGcf+ei20da6bvPTYY5fE2jXHuRPXrXUn1WN0ZDidRURUTNdfofW9oOs3AgtFln4zQM62Bfp6PYxLzo4J5H37YSwG1oidXyZ7bNvX5DHpCOV6WczVVXs11gZ1D/1zga1to1+GVq/fCYODA25sdMTVaqOuNjaStEeGh9JRIqJieuIKrSYv8rqAsi/8vgILOR1g+3Z9aetjoI39dB776bzwzRFYQ+dCZF+9ZjP0cX2Rpaxz6Aa2GNV9nQd7NVb3dZ6qDz8H+udB/4zovA9+1kM/L758kfWrTH7hd2RkOClgx2v1qBezUtDK1dnReo6IqBFtv0I79LOfuZGxsbRXPvtCn/cGUCQfWkfn7Ryd1+wcBGTNF74+Ik/MnCxZ+8ecQ2i82fNqN12E6qJUR4iM2YKXupsUoTqa4ftZKHP9ThkeHkqK12W1UXfYsppbsXzcLV82Xs+N1YtcuVo7ns4kIiqm7Vdo5UVL/gudqBdIUYrCNa9AxVVbRChH3Qn/MYcoW6vXb4dRFLTjo/UYc2P1QnZ0dDR5X1goaGvpTCKiYrr+HlqiTtPFaFZxqq/aom2DulfsFVQZQ0Eq26y5ml47dp+qkSu0cmvByPBw8jnkEnKBA1u5FYGIqBG8VErUBFuM2n6ILnxDBTBVny4s9dVTFKxlavX67ZDcJ1uP4bSglSJWQp7HpKCt54mIGtH2Ww6IeoWvIPXlfHThm1f8UvWgkJXCEm3Z6kBOk74tRvUaWbAuohvVxkbdjh1Pu2effc7tnJx0u3bvds9PTbmpPXvc1NSeepHLgpaIGsNbDoga5CtKfTlNilxfnrqLvkoa0xZShOq+Jvm8IhXrIbrRKSevd2vWHOeOOeZod9Tq1e7wFSvcsvFxN16rufHxmlu+fFk6k4iomLZfod2/f7+bn5+XV+fkRVnas7OzSX7xRVqNJXOJKqRoUYr5vv0kxyK3+9liVdq6QM0qZsHuA8jJVgdy3eLGm26KDiKiogYuvW3vklfZq86cdlu3bnWbN29OM+Xad8QRbuDHP3Zj9f8ql/YS99zjBk4+2R14zWuc++EP06RzteeeS1uH8r2gh94Y9BuKjOe9wYTE7mvnZe3XyPk08xiKKHqcmPm+Ob7c9PS027Ztm9u4cWMyNjc3X4+55D90pC3/bDm7fzb5j6LZ2Tk3MzOT7LNy5Qr3wIP3uQ3nbXATExNu06ZN6YrOXTlxj7vmwjPSXrbt27cn/wIxWT8O9Tf5D48iPwe94vEnn3InHL827XWXbj53IiqmWvfQnnGGO3D00UuK2RjyJoPQQnlNiqhQNMruW3QtfQ46NOnjcdl5EhAaC+WLCq0TyluhPBEREVGsvryHVoooXeTqole3QRdlKMB8ObD7234MnAdCk+PpnJ2bNaaF8r7H5ssJvX9MW8j+uk9ERETUjFJuOZArtLFFbeYtBwF5txz4iiVddAHymI85uu9rW3ljPjLfjsXmAGM4tm7Hwj5236y1Yo4jc0Lsvnq9vP2qcsuB/NMl9bcT1x3vHnviybRHRERVUq17aD0GHnzQja1fn/YO5SuIpPCxRRj6er6dF2oLvZ+l5wHmx6wtQuO+uQJ52YZgXO+v9/PlfbLGfPLWErHnwHtoqSp4D2334T20RP2jo/fQjjz9tBt79tnFkL4Y+O533egzzyS50ZNOSnJZ5E0Gkcc3TwopFFq6rdlj2L6mCzOsJX3fuiH6PHRb6LY+DxzTtvU6eXlp28jKC1/elxM4jtBtIiIiokaVeg8tCtu8LchfitFFj/ylmKS4PeaYxb8eo4uhovTamvRtYYW+bgu9BiIvb9fGWB49T5+Hbtv1y4Zj6cjKC1/e9omof310y5bCQURURKlXaFHY5m1DpFhLirrIAjCPr6hC0bh4rBx6Dayjt6ExWdvmfPR56Hk6H5oTS/aR/e2+oTyOFaLHpW3D5tG39Bw9T/erSv75uajQPrFr5c2T8VBQ+Xzfo3nft0W/t+3cIvtWzXsvuig6iIiK6olPOcCbRMyLvRRvOoqQ9UP74Nj6PHQ7JOs8MBYarwJ9jvpcfX1Lz9HzdL+q8IcShC0edWh6H5C+748q6DUQvrwla9mg1sLPuf251znA97bN59Froa1z3eKue+73xt33PuDuvf+r7sGvPZzOJCIqpqP30JZFF0ESMYq+Gdi5+k1Jtjiu3tpzwT42r+WNNwJr4nwhlC9K9tdhc70KxaKvgNRtoQtQW5DqtqbXDAV1nvwMIWwfOUvyeT8bMo799Vpo61w3eemxxy6JtWuOcyeuW+tOqsfoyHA6i4iomK6/Qut7QddvBBaKLP1mgJxtC/T1ehiXnB0TyPv2w1gMrBE7vwicS4g9tu1rso6OUK7f2ULU9n108WvDJ3YeNUf/XGBr2+iXodXrd8Lg4IAbGx1xtdqoq42NJO2R4aF0lIiomJ64QqvJi7wuoOwLv6/AQk4H2L5dX9r6GGhjP53HfjovfHME1tC5ENlXrwl6TWx9x9H7Sj8rsvjOodc0Wiza/WzfRxe9uvjFVrPzdFC58HOgfx70z4jO++BnMPTz4ssXWb/K5Bd+R0aGkwJ2vFaPejErBa1cnR2t54iIGtH2K7RDP/uZGxkbS3vlsy/0eW8ARfKhdXTeztF5zc5BQNZ84esjNNsXsbmQrLkylrdWaLzIOXRSo0WiLTBtP8QWwXY+xmOCWkeKUB3N8P0slLl+pwwPDyXF67LaqDtsWc2tWD7uli8br+fG6kWuXK0dT2cSERXT9iu08qIl/4VO1G9sYWn7ISh6ZZ6v+MU4xnTfBrUO/mMOUbZWr98Ooyhox0frMebG6oXs6Oho8r6wUNDW0plERMV0/T20RN3AV1j6cpoueFH0+nIgfd861B6xV1BlDAWpbLPmanrt2H2qRq7Qyq0FI8PDyeeQS8gFDmzlVgQiokbwUilRk2xhaekCFJGVB1/Ba/uWb00ElU8XlvrqKQrWMrV6/XZI7pOtx3Ba0EoRKyHPY1LQ1vNERI1o+y0HRL1ECsVQcQm6CEVk5WP4jmvX0kHlQiErhSXastWBnCZ9W4zqNbJgXUQ3qo2Nuh07nnbPPvuc2zk56Xbt3u2en5pyU3v2uKmpPfUilwUtETWGtxwQNaFTxSKL1M7SV0lj2kKKUN3XJJ9XpGI9RDc65eT1bs2a49wxxxztjlq92h2+YoVbNj7uxms1Nz5ec8uXL0tnEhEVwyu0RA2yRWVZ/7Tvu/ra6Lo4JxbArWWLVWnrAjWrmAW7DyAnWx3IdYsbb7opOoiIihq49La9S15lrzpz2m3dutVt3rw5zbRO3gt8Iy/Wsk/eunnsGvY8fG88zR6T/Kanp922bdvcxo0bk+d4bm6+HnNufl6288k/W87un3WzsxJzbmZmJtln5coV7oEH73MbztvgJiYm3KZNm9IVnbty4h53zYVnpL1s27dvT/4FYrJ+HOpv8h8G/fhz/viTT7kTjl+b9rpLN587ERXTsSu08sZw0Sd3ZkYjbx6yT1YhLGM6Ysm69nx8OSIiIiJqr47dQ4tC8OXLB93E249YEpITMcWiLVBRpIbyopFC1K4hfDkiIiIiaq9SbjmQK7RFi1r5Z+H337Ynab/+RUt/s/X+n84m2z//7WXJB29nkYIytvCVeXq+zvmE1vWtQa1RlVsO5J8uqb+duO5499gTT6Y9IiKqko7cQyuFidxSIFdiP/BbK9PsUh/9/KT77tS8u+ltq4IFZyNiitG8ItWO582nxvEeWqoK3kPbfXgPLVH/6OinHOzbf8Bt+9Jub8hYDCkmYwNsP4veX+/n6xMRERFR+5V6Dy0K26ytXOCYmTngfnP9CnfK2sPckUeMe0PGZI7MzbooIldMbGTlhe2LUEGq98c+emvHiIhoqY9u2VI4iIiKKPUKLQrbvO1D/zLoVq0YXoznds+6H/xobxLS1mMyN0azV0ilIM1aQ8YkULhifrPHpe6lPxsWn/eqg3qb72c/7/Wg6GuGnVtk36p570UXRQcRUVGlXqFt1GHjQ27V4SNJSLsMeONANAr7+67CItfsMag3yB8vQPj4il4EdS/8/OM1QPeRA/2aUYReC22d6xZ33XO/N+6+9wF37/1fdQ9+7eF0JhFRMR29hxZecMSIe9mLa0lIuwx440BooTcCO08gZ99AbN+3L/WXvAJVF7w2qHvhNQavAbqPnCV5vHaEyDj212uhrXPd5KXHHrsk1q45zp24bq07qR6jI0s/8YaIKFYlrtA2Cy/8eW8Q0MgbgW+fRtah7qeLVt1mgdo/8Fqjt7aNfhlavX4nDA4OuLHREVerjbra2EjSHhku51/oiKj/tP0KrbwG/8q6YpH1ui0v6igqZet70UcIXYDaYlTPs3xjWfOpd+miVbdR3KLABZ3PC+oO+jUHpK0ji7xuyJzQ64cvX2T9KhscHHQjI8NJATteq0e9mJWCVq7OjtZzRESN6MgVWnmtLhJZ7Au7fdHXkSc0V+cx5stR/0JhqwNCY6E8dSf8By6iGb7XlDLX75Th4aGkeF1WG3WHLau5FcvH3fJl4/XcWL3Ilau14+lMIqJiKnEPLVG3wlVVe6UVQf2j1f+R2+r122EUBe34aD3Gkr8EOTo6mhSzCwVtLZ1JRFRMT9xDS9ROuljFVVV9hRVt9CFU4LLw7Q2xV1BlDAWpbLPmanrt2H2qRq7Qyq0FI8PDbmhoKAm5BQFbuRWBiKgRpRS0RP0kr1jVBW8MWYtFbXfShaW+eoqCtUytXr8dkvtk6zGcFrRSxErI85gUtPU8EVEjeMsBUclCBa/NaSxquwsKWSks0ZatDuQ06dtiVK+RBesiulFtbNTt2PG0e/bZ59zOyUm3a/du9/zUlJvas8dNTe2pF7ksaImoMbzlgKjF8opZ6j76KmlMW0gRqvua5POKVKyH6EannLzerVlznDvmmKPdUatXu8NXrHDLxsfdeK3mxsdrbvnyZelMIqJieIWWqAH6aioKVuRkixC+q7U+LHq7ly1Wpa0L1KxiFuw+gJxsdSDXLW686aboICIqauDS2/YueZW96sxpt3XrVrd58+Y0U77zzz8/bcW59dZb01aYvLDrNwzbt3zjoX2K5qk809PTbtu2bW7jxo3Jcz03N1+POTc/L9v55J8tZ/fPutlZiTk3MzOT7LNy5Qr3wIP3uQ3nbXATExNu06ZN6YrOXTlxj7vmwjPSXrbt27cn/wIxWT8O9Tf5D5F+/Hl//Mmn3AnHr0173aWbz52IiunYFVopUmOiHaQwldBt9CHU980lIiIiovapxD20crXtwr957pBohC4w0c4rOOWqC668oI2+7Iu+Xgvj2BIRERFRZ5Ryy4FcoS1S1MotB/bqqxS17/3U0n/WnXj7Ed65GgpOW2gi72trel8N8y3fXAjtQ42ryi0H8k+X1N9OXHe8e+yJJ9MeERFVScfuobVFqhQrF31y6S/FFC1odUGp+3ZMZOXsvuAbszkqF++hpargPbTdh/fQEvWPSnzKgbxJ2GK2naQgReFqt3gDk60uXO08IiIiIuqMUu+hRWGbt9VsMXvT21a5G9+6Mu0VI8UlQvfRtpCTc9CFq95aeh9sQ3OJiMi5j27ZUjiIiIoo9QotCtu8LUghaItZKRjlTyDGFrW6mERxiZzuIyfr26JU57AFnQ/NR5v6S+jzZEOKztea2Zdaw/dzn/daUPT1ws4tsm/VvPeii6KDiKiojn7Kgdz3CChmQYraRsk6Unz6Xvx1cQs6Z8d1HvQc3ab+JQWnL6j3yesMwvaRA7xe2HwevRbaOtct7rrnfm/cfe8D7t77v+oe/NrD6UwiomI6eg/t8PCwu37DYYcUs+2mj531RoGcHkcbfepP8le+ELpv+YpeBHUnFKn4D1vdR86SfN5rhoxjf70W2jrXTV567LFLYu2a49yJ69a6k+oxOjKcziIiKqajV2jlBXtkZKTUYtC+CRRdO/RGEfPmQv1BF6CxxajM0UWvDeoueF3RW9tGvwytXr8TBgcH3NjoiKvVRl1tbCRpjwwPpaNERMV07AqtfBxXTBQhL/C2sJS+ffG3bcxBH6Fhjl0PbfSp9+kiNKYgRTGL4lcHdSe8zmArpK0ji7xeyJzQ64YvX2T9KpPbyUZGhpMCdrxWj3oxKwWtXJ0dreeIiBrRkSu08rmyRSJG1ou8HdN9vbUBaOutL4h8dMGLAjivCNak8EVBTNWF/7BFNMP3elLm+p0yPDyUFK/LaqPusGU1t2L5uFu+bLyeG0v+ta5WG09nEhEV09F7aIm6Ha+0ErT6P3BbvX47jKKgHR+tx5gbqxeyo6OjSTG7UNDW0plERMV09B5aom6ki9hGrrYWKYJlHtbnVdpqi72CKmMoSGWbNVfTa8fuUzVyhVZuLRgZHnZDQ0NJyC0I2MqtCEREjSiloCXqJ0WLWA376jVYpHYvXVjqq6coWMvU6vXbIblPth7yCTcoYiXkeUwK2nqeiKgRvOWAqMNQ3NrCVl+dBd88aj8UslJYoi1bHchp0rfFqF4jC9ZFdKPa2KjbseNp9+yzz7mdk5Nu1+7d7vmpKTe1Z4+bmtpTL3JZ0BJRY3jLAVEF+YpZYFHbefoqaUxbSBGq+5rk84pUrIfoRqecvN6tWXOcO+aYo91Rq1e7w1escMvGx914rebGx2tu+fJl6UwiomI6doVWXpDlY7l8L8wYm5+fTzNE1eIrKCWXVWiiEA0FSDtUzAKL2mqxxaq0dYGaVcyC3QeQk60O5LrFjTfdFB1EREV17Art3Nxcsv13/+7fJVvtG9/4RrL95je/mWwb4Xvx12Jzmh3Pm+8T2idrLRnLG4+h58XuQ35SUNqiEzmb1/QcX2BOjNh51Hq+YtUWuDF8+8g2K7rBB664onAQERXRsSu0s7OzyfaHP/yh279/f9IWclX2Qx/6UNL+8pe/nGzzoODT0ciLvsyTfTW9ZtG+zhdh99ePwY5JZOWJiIiIel3HrtDK5w/CO97xjsWi7a1vfWuade6yyy5LW9mwL4o+bEOk2NNzbBGo23pNRKgPdqwRoTVsPq8P8nhsTsPjJSIiIuo2A5fetndJlXPVmdNu69atbvPmzWkmn1yhbaSo3bdvn9u4cWPSvvDCC90rX/lKd/nllyf9008/3f3+7/9+0o7lK9psTvezxjTJWzIP831r+saE9AHjmm8fK2vt0P6hubZdNdPT027btm3J94mc49zcfHK7ilzJl7b8pvTs/tnkiv/s7JybmZlJ9lm5coV74MH73IbzNriJiQm3adOmdEXnrpy4x11z4RlpL9v27duT7+3Hn3wqzVC/OnHd8e6xJ55Me0REVCWlFLTN+NM//VP30EMPpb0Fxx57rPuv//W/JoVWrNBcX2EHsQVeqG+3eWPC9sGu4WPXy1rbt55vrl2jaqpS0E7Wj0P9TX4Jr8o/K60i/zF3wvFr01536eZzJ6JiOnYPLXzgAx9IClghhUgjxayQNxoE+N587Bxhizpp2+NLH1E2rKnXxvnY8w21hW9M1rTzIGuMiIiIqFuUeg8tCtu8rSZF1Z/8yZ+4eqmY3Fd7yXv/ryWFXRGyH4o0XajZ9TBHw74IC2vq/ewaWfS6Wcfw5S3sHwot6xyLnD8RUaM+umVL4SAiKqLUK7QobPO2UkjJPw1PPj3lfvjd590jn97j3vFr/96d/ZoL3OTDR7i/+4tvuC/f8b3kHtuYossWcrq4Q963RRvHsFsf7AO2n0XWRYDsr/u+Y4fmyNZGjCLnTGFFPwe2lZ8bq9fm59O2h+/nKO9nS8aL/PzZuUX2rZr3XnRRdBARFdX2TzmQoutbn5py371txh12RM3t+PZC/t+8/GT3ml84xw0NjriXrDzR/fI56933PzebzM0r1HRBh7m+nAjlLbsP2P1sv6hG95X9fG92eevFzKHipIj0RaN8a9mI0cg+VIz8TCFsHzmQnz3fz24evRbaOtct7rrnfm/cfe8D7t77v+oe/NrD6UwiomLafg+tFKjitLcud0NDQ+4FP5d03c/98jJ36q8sT9qSGxwcTOYI7JMl9MKOvC3iirwZYG5WgD1OM8Uj3vhCa2AcEXOs0Bz9GKg43x9H8P3hA1tg6rD0mjY07KvX0ev59qHyyM8UwvaRsySf9zOnf6b1WmjrXDd56bHHLom1a45zJ65b606qx+jIcDqLiKiYtl6hxYvvcb9ysACTK7TH/uJAUsBK7vhzBpKcjElf5ubRL/wW1gFpYz728e2v99Fz0dZhYT29hpA+IgT76rZvPtbBOWCeby6VyxaOungMkTm6ILXRDOyv12p2TcqGnzO9tW30y9Dq9TthcHDAjY2OuFpt1NXGRpL2yPBQOkpEVExbr9DiBfhfnloowL712YUrr0cdtyzZihVHLLRxq4HMzSJryjzwvcij2EPbztd9PVdIG6HnCV9e9+1a0kf46H1D68gWY3Yd5DAni56XN5eWsoVjXvGIYhbFr44yhdZsxbH6HX729M8gfv4QWeRnTuaEfvZ8+SLrV5lcvBgZGU4K2PFaPerFrBS0cnV2tJ4jImpE2++h/bnzx92BH6a3Ecwu3HqgX7ylrW81kLmnXnCw4LXsC3voxT70BhCaizzaefMg1I+Zp3Oh+Xaej2+Obx/M882n8uiCFwVwXhEsUIj6wie0buzxqDny2qWjGb6fxzLX75Th4aGkeF1WG3WHLau5FcvH3fJl4/XcWL3Ilau14+lMIqJi2n4Prdw3+/NvOywpWmXre2GWnIwh5L/oiaooq8BsFgpRX/i08lwoX6v/A7HV67fDKAra8dF6jCUf1Tg6OpoUswsFbS2dSURUTNuv0EK3XmEg0oVjVoHpg31bUXiGzqVVx6OlcOUUESJjKEhlmzVX02vH7lM1coVWbi0YGR5OLm5IyAULbOVWBCKiRvDSJ1FBRYtYDfvqNZotNrG/Llz1mvpYVC5dWOqrpyhYy9Tq9dshuU+2HsNpQStFrIQ8j0lBW88TETWi7bccENFSKDgbLWyxvw1qHRSyUliiLVsdyGnSt8WoXiML1kV0o9rYqNux42n37LPPuZ2Tk27X7t3u+akpN7Vnj5ua2lMvclnQElFjOnbLARFlwxVXX1g65xuncumrpDFtIUWo7muSzytSsR6iG51y8nq3Zs1x7phjjnZHrV7tDl+xwi0bH3fjtZobH6+55cvDvwBMRJSlI1do5cV4fn7e7d+/3/3jPz/jfmfbj5Pt7OxsV79YU/8IFZVZxaRcNcUcX1j2iqsOTfbVOWljTeR961N5bLEqbV2gZhWzYPcB5GSrA7luceNNN0UHEVFRA5fetnfJq+xVZ067rVu3us2bN6eZ8s3MzLjf++un096h/vIdRyW/+RpLXtT1m4V9kQ+9kdj9Yuh9Gt1fFN2vX01PT7tt27a5jRs3Js/Z3Nx8PeaS/yCStvyz5ez+2eQ/hmZn55LvLdln5coV7oEH73MbztvgJiYm3KZNm9IVnbty4h53zYVnpL1s27dvT/4FYrJ+HOpv8h8F/fhz+/iTT7kTjl+b9rpLN587ERXTkSu0WcWsyBu35E3GV8RmvflgvmxtWL5ciG8t3c87LyIiIiIqpiP30P7VO1+Qtvzyxn2KFIkoLAUKTN0vQheroNcDX46IiIiImlfKLQdyhbZoUbvwT8Zz7luPP+2u++oBd+WvjriT/s0RyUe5CF0gFqULVt32sYWoj2+90LpF5lK+qtxyIP90Sf3txHXHu8eeeDLtERFRlXTkHlopRuQzB0PyxjUpFiFUPGKOzsfmhF7TztFjws6VNvax9H7kx3toqSp4D2334T20RP2jI/fQvuvmn7hde/YkRYm8QSCkv2fv3qQ4iYV9QbdBz5HiEoWmnYsc5oBvHmB+Hqxt20RERETUnFLvoUVhm7eVe2Tf/+mdSWG78WP/uhhS5MlnEsrf9E4KvgaKPhSjNgDFpG8OAnN8fPnQXCIicu6jW7YUDiKiIkq9QovCNm8rBevN7zra/dc3rUj6QopcuX9WPpt25uqRJPann0tbBObLFhGix7Pm+opeG0TUX3w/93mvBUVfL+zcIvtWzXsvuig6iIiKKvUKbSwpHOUe2RcescJ9/D0vTkKK3OTeyI+MJ3PG/nDWzd/1+8ltCEXJ+njhl21eoWrbPrrg1Vvf2nlrEVHvwM87fuZ1HznAa4bN59Froa1z3eKue+73xt33PuDuvf+r7sGvPZzOJCIqpiP30MrtBfirYNrsD+5LClkJMfbGP3OzX7giacfQL+540/AVnIA3F9tuVplrUa+4211x9vWuoc9KeOp6d3b6l78kzr6en7hQJfh5x8+87iNnST6vGNWvX3ottHWum7z02GOXxNo1x7kT1611J9VjdGQ4nUVEVExHrtB+bOOL3Hs+/rOksJU/eyshBlavS7ZLvOaytJFPv7jjzSDrTUPGMK7bzdDn0I1vNlS+p64/u16IbnAfS/uFPfmP7pTP4M/efsadsvl9jjVtZ+nXDWxtG/0ytHr9ThgcHHBjoyOuVht1tbGRpD0yvPCxjURERXXkCq3cbiD30J5+bJpIDa88xk3/8XASYvrvL3UjLzg+aedB8YgXevRR1Ppe/GXMhoX99BpZOUvyvnWpey0UqOkVU7nqKldQz77CXXH2wauoV9ydTq5be8ldbuc3rnavS/ui0BpnbXFbzkrb7nh3kl6IOgI/0/pnG68hiCx4Xch63bCKrF9l8vo/MjKcFLDjtXrUi1kpaOXq7Gg9R0TUiI5coZUXa3lR2/SGY9wt714IMVjPj1w5U38D/29u+ut/4UbOvTbJFeF7sQ/lfEL7xoSPzYfmUfd43+ZT3GeSq6U73WdO+UeXfNT+177nTvqL9CrqZ97tPrbhCqdq2qXqxWvDazx1p/uce7M7hx+tWTnyuqajGb7XiTLX75Th4aGkeF1WG3WHLau5FcvH3fJl4/XcWPJ7FLXawu9QEBEV1ZErtHDIi3N9K4Xu2Gvfl4S0JUdUJae4j7kNqxaKzbO2bHHJxdPXqSLzrDe6d7vvuSdCtwWsXdfgGne7K15VL2f/4hLHerZ68B+2iLK1ev12GEVBOz5ajzE3Vi9kR0dHk2J2oaCtpTOJiIrpyBVaom62Jbmy+kb398mtARlXYoPOamCNejG76iPupG/c5S5hNVtJ+j/QF/8j3UPGUJDKNmuupteO3adq5Aqt3FowMjycfEyjhFy4wFZuRSAiakQpBS1RP7ki+Y0sKUq/4a5+3ffcIX/e/+6/dx/TV1utp64vtobcX8titpJ0YamvnqJgLVOr12+H5D7ZegynBa0UsRLyPCYFbT1PRNSIjt5yQNSVNr8q/cWtV7nPvfkv3CXye4tf2+xelf4y16oNzn3mroO3BSS/APaqze5r6ZwrnlxXaI2n7vyc+1r9f5tflY7Vgx/d1VkoZKWwRFu2OpDTpG+LUb1GFqyL6Ea1sVG3Y8fT7tlnn3M7Jyfdrt273fNTU25qzx43NbWnXuSyoCWixvCWA6KCFm4XWIi7cMn0dVe7byzm03tiU8mnHKh9tpyFWw4WIm8Nu/+Sfagj9FXSmLaQIlT3NcnnFalYD9GNTjl5vVuz5jh3zDFHu6NWr3aHr1iR/Lnz8VrNjY/X3PLly9KZRETF8AotEVGTbLEqbV2gZhWzYPcB5GSrA7luceNNN0UHEVFRA5fetnfJq+xVZ067rVu3us2bN6eZ7iAv7PYNw5fziZ2nFdmnkfVpwfT0tNu2bZvbuHFj8hzOzc0v/InkednOJ/9sObt/NvnLc7Ozc25mZibZZ+XKFe6BB+9zG87b4CYmJtymTZvSFZ27cuIed82FZ6S9bNu3b0/+BWKyfhzqb3KrRz/+HD/+5FPuhOO7818EuvnciaiYvrhCKwVlo2RfHXnsfOwTyhMRERFRcxq6Qnv3F7/kvv+976a9Q518ysvdWW84M+0ddP7556etxtx6661p6yApDOWqCbaazul5sWLWy2LnxOxDS/EKLVUFr9B2H16hJeofDRW01113nbtEFQjW9fX9L7vssrR3kBS0UpTKe8KBA/NJgWeLRGHfNCSPfX2y9st7A8KcInPRtvSYb81QnsKqUtDKGyP1txPXHe8eO+Tz1YiIqAo6VNAuHFKKEPk8QilO5DMJQcZR+AnZZhW0QheLITgu2MLS9i19jNB+obbIGiM/XqGlquAV2u7DK7RE/aNjf1hBCpB6TZIUJvKB2vZ9otE3DtkP4euDLS6F9NEG6SPQ980DfRx7zKwxIiIiImpMwwXt7l2T7s3v++whIXnAL4vZXxqTYlCuzI6OLlydlZiZ2Z+OliNUeEofY6Dnoa33k5yOPNg/FERE/eSjW7YUDiKiIpq6QnvLh886JDT8wQVsLdxysPDnD9NkCn8OMaYALFIk+opS2V/nYgtXYfcV6GMdHUTUG3yvO3mvRTKeN0ezc4vsWzXvveii6CAiKqrhgnbPnr3BiCXFbP0lOrlCu9AuTl7gixaKeFPAVvbXbxShNw2dxz6hY9s1RdZ8IupO8nONsH3kQH7+fa8NefRaaOtct7jrnvu9cfe9D7h77/+qe/BrD6cziYiKafs9tPLLXRIXXHBBGue7t73tbUnbjqEvEeIrEOVFHvlG3jx8++g1BfpZa2Mcofcnot4gP9cI20fOknzWa4fQrxl6LbR1rpu89Nhjl8TaNce5E9etdSfVY3SksQsbREQNFbTyObO33357MGTcRz6loJkoQ6iwRM73JmP3sW80oX0wD4EcEXU3/BzrrW2jX4ZWr98Jg4MDbmx0xNVqo642NpK0R4YPftoNEVERDRW08kcT5GO5QuH7owrtIi/yKDZBF516TBeZCLDzQObovsA6AutIzjcPczGfus9T15+dfITTQpztrpePqH3qenf22de7669AfpW74u6F+dR78LOtf8bx843IgteI0OuAL19k/SqT348YGRlOCtjxWj3qxawUtHJ1drSeIyJqRNtvOWgVvMCHXuiz8ja0vD4g71vDiplD1bX2krvczp07F+Izp7jN16WV69c2u398I/Lvdh/7yPWOf46hf+A/VBHN8L0+lLl+pwwPDyXF67LaqDtsWc2tWD7uli8br+fG6kWuXK0dT2cSERXTMwUtUdvI1Vhcod3wMee+98RC4fq6q91l+KCP409yr0ub1B/wH6qt+g/WVq/fDqMoaMdH6zHmxuqF7OjoaFLMLhS0tXQmEVExLGiJCjr7VZ9zb/5GeiX2G1ezcKVE7BVUGUNBKtusuZpeO3afqpErtHJrwcjwcPLXISXkFgRs5VYEIqJGsKAlKup1b3bnpH9N86k7P+e+ttCkPqQLS331FAVrmVq9fjsk98nWQz6mEUUsPnM8KWgb/PhGIqJKFrT2L4sRVckfnLLZvSq95eB9/3gKr9D2IRSyUliiLVsdyGnSt8WoXiML1kV0o9rYqNux42n37LPPuZ2Tk27X7t3u+akpN7Vnj5ua2lMvclnQElFjKlnQhv6yGFEVnLUlvd2gHndt2eLuuusSt3btJQvbdI6zfeop+ippTFtIEar7muTzilSsh+hGp5y83q1Zc5w75pij3VGrV7vDV6xwy8bH3Xit5sbHa2758mXpTCKiYniFloioSbZYlbYuULOKWbD7AHKy1YFct7jxppuig4ioqIFLb9u75FX2qjOn3datW93mzZvTTPeRF3nfm0cor8XMEc0cg+JNT0+7bdu2uY0bNybP69zcfD3mkj+XLG35Z8vZ/bNudlZizs3MzCT7rFy5wj3w4H1uw3kb3MTEhNu0aVO6onNXTtzjrrnwjLSXbfv27cm/GEzWj0P9TW4x6cef7ceffMqdcHx3/ltDN587ERXTs1dopbDUWyuUlzes0Jjmmyd9FrNERERE7dVz99CiqERhmVd4SttGbD6mT0REREStVclbDuQKbSt+MUyKTHsF1ZfziZ1H5arKLQfyT5dERERUTT13D62+MioFUNaV0kYLVN+aei0Wv+WpSkE7NTWVZoiIiKhqeu4eWhSSuqCUtg2Q4jM2tNBaRERERNRelb6HFoVt3jaWr+DUhakuUEN5CBW6RERERNRelb5Ci8I2b6uhwCxaaBadHyp0iYiIiKi9eu5TDlBgNlto4uorwsoaIyIiIqL26bl7aC0UtlJ4ShsFaF7BK+M6rKwxIiIiImqfnrtCC/rKKYpZIVt7VdUWu41icUtERETUfj17hRYFqi5mQRevetzmbfjYfGgeEREREbVGT16h1QUq2paeo2EfX4BtZ/WJiIiIqLV6/h5aIiIiIuptPXsPLRERERH1h0oWtEREREREsXjLARERERF1Nd5yQERERERdjVdoiYiIiKir9eQV2tjPjPVp5nNkZV8EEREREbVHz16hRVEZKi5DefkM2ZiCVObYwGfQ8nNoiYiIiNqn567Q6sJSyFZyGuagbSMrr+E4CCIiIiJqv567QusrLG3O188LIiIiIqqmnrxCq6+o5vVji1XfPL2WL4iIiIio9Xr2Cq0uQKVtA3yFaCgs37o6iIiIiKj1Kn2FFoVt3jZWbFGalSciIiKiaqn0FVoUtnlbDUWrr3jNUnQ+yH6hICIiIqLW67l7aHEltdkrqkWKU30VF0FERERE7dFz99BaKC6lKJU2itO8ohOFKULDWkRERETUeT13hRb0VVVdgMpWjwmM23ws2c8GEREREbVHz16hRYEqYa+m6uJVj9u8DeR969kgIiIiovboySu0KCiziks9R8M+vsC4ZvsQylPj8HWYn59P4sCB+nZuob0Qc25ecvUgIiKi/tHz99BSb5BCdq5evM7Ozta3c0l7ob9/IeZmF8f4HxNERET9pWfvoaXeccQRR7idO3c6uetjcHDQDQ0NuuHhITcyMuyWLRt3y5cvd4cfvqI+b6U7avWR7kUvfIGbmZlxq1auSlcgIiKiXlbJgpZIO+6449x9993nPvHXn3Cf/NTfuE/f+ml362c+7T7z2VvdF+68w939xTvdF794l/vS//NFd8+9X3Jf/so97oknHnMvfOEL0xWIiIiolw1cetveJf8+e9WZ027r1q1u8+bNaab95JYDXqUlMT097Xbs2OGGh4fd6OhocoVWwy/p4Zf2AL/It2/fPjcxMeE2bdqUjjh35cQ97poLz0h72bZv3558L05NTaUZIiIiqhreckBEREREXY2/FEZEREREXa2nr9D6/hk6JDSWtU+WmP3aeT5EREREvarnrtBKwYfQfbDjELoP034ElN3f9q3QuPR9x4TY8yEiIiLqdz13hRYFn92iGLR5IWMoHtG2fU3vK+xalp0vc/R56H1wPOTy+kRERET9rmfvodUFoLCFoyXjCF+/LHIOdk3p6/OMDSIiIiKq11dV/NiuMujiVRd/voIyq9AF7IP9i2yFtAE5rei47veyqnxsF39RkYiIqLp68nNodZGTtYUifWnn0cfAfL0e2OOAzeu19LYfVKWgJSIiouqq9BVaFLZ5W00Xe6G2sGN57DrNbENkXPjm+NbqB1UpaCcnJ9MMERERVU2l76FFsZq3tVDMhNrogxREOkK5Mtg1bR9CeSIiIiJaqpIFbahQjaELQV0QhvK6yNXFbihfBruWb+1WHJeIiIioF1X6Cm0zfEWjr0gMFbqhfB7fPDke8roN0tfnJCSHICIiIqKwnrtCG6ILxHYXiTier5gtot3nTURERNQNeu4KrRSNuNrpa+tohBSVel/bF6G1dUFq54SK1di1iYiIiPpVz34OLfWGbviUg7/ati1txfvd97wnbfmtWrXK7dy5M+0d2teyxjQ9T9pZmj0WtGq+nZe1X9FzyBKzVqOPwcc3J2+/2ONDGcfIml/0fED2C2lkPSLqbT17Dy1RO733oouiI4t9E896U/eR+b4QUgSgLaSP8PWLssfEsUJ5ods+djyvn0fm+8I3lidrP1/Osl+PLHYt3UfOx85DgLSLfL31vsL28+D4NuyYwPcmzs/2iYi0vrmHlqjV7rrnfm/cfe8D7t77v+oe/NrD6cww+2bdyJu3fuOPWU8KCF9e6CIDhYYvJ+wxfVs93gi7byNr6fPwrWdzITJPHj/20fv6cvZ5k8jKa3Yt3UcuJDQXxwkd15e3x7L9GPpc9P5o65yQ49scEZFVyYKWqFu99Nhjl8TaNce5E9etdSfVY3RkOJ3lZwsI3RZZ49gK5PV4CMZD81F0IEI5TdaweenbtYuy56jbImscW4G8Hg/xzdX74HH65ug+6OcMbdsHvRa2to2+sOMx7DkI2TeUt8dAW2SNYyuQ1+M+elzPR46ISOMtB0QtMDg44MZGR1ytNupqYyNJe2R4KB31swUE+vIGrsf01uaEzaMdKgQwB/MahWIjtI7kMUdDDnnbB3uO6Ms8Paa3NidsXo9ZGNfzfPN9c3RfoI3z1aSPx4sxuxXS1qHpnB0TeE59Y5A1rtcX6GMfjOmtzQmb12MWxnUQEfnwlgOiEskvrY2MDCcF7HitHvViVgpauTo7Ws/l0QWFtIX00Y4hczFft0PrYI4d03k9Hsqj4LB53cccQF/nfTnAGmgL6aMdA+di28L2s9g19L6+nJC2fUwQ8zj0mnlzLVk/dGzAeGhtyds5MeetyVzM1+0sRdYnov7EK7REJRkeHkqK12W1UXfYsppbsXzcLV82Xs+N1YtcuVo7ns70kzdtXXAUKRT0PNkP6+i20G3AHDum80XGhB33zSmqXc+P7ovQMWSePifsqwN50G2fmHEdIfqcpW0DfDkha9uc9PUxfXNC9Dx97rpNRNSMnr5C6/sop5DQWNY+WWL2K7q2zEdQ9YyioB0frceYG6sXsvJRY1LMLhS0tXSmH97YdeGQ9WYv81Ao6Hk6r9shmJM1T8b0ORVZE2H5cj6Yh+NLX59LiD6unqfzuh2S9Xh96+qwfHNsZMmaq3P6vNCWrc4L5GzeB3PkGGhn7Rc6H53XbSKiZvTcFVpb9NkC0I5D6LNM7R88sPvbvhUal77vmKD3Q8h8BFWPXKGVWwtGhofd0NBQEnILArZyK0KWom/0UiSECgqMhcZBzwnNl/OweelnnR/W0tEs/ZzodkjWccs8L9Brhtb2jftymn6cWXN9OUvWypsDdp5+znU7JOt8MOYbz1uXiMin567QotizW10QCmwFCkbdtn1N7yvsWpadL3P0efj2ETKmg6otuU+2HvJHIFDESsjXNylo6/kseHP3vdFLX97ofQUA5I0LWyxk9aWdtSbOya4hkNfRLJyHbO054VxsXssbF6FzDe2n52JfHc3A/nhsQq+tc3linp882Fe2dp2Y9WPHMQdb5GUrstYgov7Vs/fQokjENqtwFLZwtP2yyDnYNaWfdW60lBSL8k/5+Od8/c/6EjLeCbWxUbdjx9Pu2WefczsnJ92u3bvd81NTbmrPHjc1tad+XtkFrcAbt33zt2/qebCGno81wPaFPoa07bjlm4OcLyycIyKUA1kDeb0e+nZ+CNaw80Pn6YNjAvbV0Qy9Rkw7C87VPl48BzYfgjUk9HHRj10Ha+j5vseBdUWR9Ymo3zj3/wIXFdj4f/21dAAAAABJRU5ErkJggg==我是这样设置的,

123 发表于 2021-1-19 09:07:08


123 发表于 2021-1-19 09:26:58

已解决:方法,在设计求和时,尽量不要利用EXCLE公式计算的结果进行再求和,和以在赋值时,直接在赋值表达中带入,但如果在赋值表达式中运用了EXCLE计算的结果,在移动端就可能不执行。
页: [1]
查看完整版本: 请教:求和公式,在移动端不执行的处理方法