北化评价一键减负

Tech Chemist Destroy the World!

目前为 2024-08-15 提交的版本。查看 最新版本

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// @name         北化评价一键减负
// @namespace    http://tampermonkey.net/
// @version      0.3
// @description  Tech Chemist Destroy the World!
// @author       Snowman
// @match        https://buct.mycospxk.com/index.html*
// @icon         https://www.google.com/s2/favicons?sz=64&domain=https://buct.mycospxk.com
// @grant        none
// ==/UserScript==

(function () {
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    // 对该课程的老师的建议
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    // 点击按钮后自动滑动的距离
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    // NEW_UI
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    //########################## 配置结束 #################################

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        // do it twice to cover all the conditions
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B+XexbtGXNXnm2H9VsSXxXbyr18Vo3eZxXNrpG5i+uDC88E7CHaIiTG99RLkOhSjmIc4/pjvWflGH3oG8Y/rDzfd/t5tBnFS2yYxn4cvLI0bj+qvOsb4FPkzvz8bIDPmLvyQ9KurJX7k33nZV21a+5peS92jbQzR+aaha+KHZJ7Udrjcvf4PLnDaqXdZtPwabSzbeEL0s5rNjWvsWNyH8naNTa1K0vjtse7vgE+Re6ptGfMXfkhaVfWyn20P6v0urVr5BCK62CVPURbxMR4YTBRBnOM64/1npNj9KFvGP+w8vAN8GgzipfYMPKPwu9xl3cEp+Q1dkjubI/tsn0/m4avhXYet7Urz22Pd30DfIrcc2uPyV35IrTTj1ptVvtNeNc3wMflnkV7xtyVZ9th/ZbEV8W2cnceUsFrNi3vxXa1x+Xu8XlyhxWtXdnRqL18Vo3+ZxXzt2tk/uK6CJXcNXkvjWr/yBJ3NMCRgLzSQwJYf2wpEuL7cxkRVLhQHr4BnqMRHKOPnxcWxrYfhd/jeXiNHZI722O7mntWXrWHxQ7wI1y7zabh02hn28Ln1M7jtvYnl+FiT8unyH2ka6cftStL034T3vUN8ClyT6U9Y+7Kq/airln2O9f912xa3otdI+21uF+z8qo9LnePz5M7rFbabTYNn0Y72xY+Jne7RuYurg9gakx7kMbRAqbJj6JyP84qzgsdxvVHMW3msYfgQ1/lQnn4Bni0yWP0ieLZdh6+Kjb8HgNvs9x+RHnXP44PxK6RdubIXLPwVbFDclftmntWXrXH5e7xeXKHjWbtbFv4grQ/kYXX2CG5+7XbbBq+Ftp5PKzfue3xrm+AT5F7bu0xuStfhHb6UavNar8J7/oG+Ljcs2jPmLvybDus35L4qthW7rzmua7aNfe0vBfb1R6Xu8fH5C7xrRqZu7jej0r+AI2VHhX7EVTuxziCQCWncf1RVPiHsf9B+NCXjG1J/CPgeYw+UTzbFh6+AR5tRvESG8bjzJG52jy3Pd71DfApcs+tPSZ35YvQTj9qtVntN+Fd3wAfl3sW7RlzV55th/VbEl8V28qdNwrXVbvmnpb3Yg+jdmFhRWtXtijtYbED/AjXbrNp+DTa2bbwObXzeJh2bnu86xvgU+Q+0rXTj1qVpWm/Ce/6BvgUuafSniJ3u0YObeaKSv0QKraMRlDBH2cll4eUOxrAflZ8HQHcb1kS/wh4HqOPnw3w8A3waDOKFxYmoxH4MdfMvMYOyd2v3WbT8Gm0s23hC9Iuo7C0vMYOyZ3t8dhI1s7jql1ZGrc93vUN8ClyT6U9Y+7KD0m7slbuzqCics0K7/qn4b3YNdJei/s1K6/a43L3+Dy5w0azdrYtfEHai3xW2dptNg0fpt2ukfmLqzUasEcTrOYjbTQRxrPtIkfARc984nL3+Dy5w4rWruxo1O7cqMVrt9k0fBrtbFv4nNp5PKzfue3xrm+AT5F7bu0xuStfhHb6UavNar8J7/oG+Ljcs2jPmLvybDus35L4qthW7kU/q4ZDu7CworUrW5R2f2y7Rub/QhOFoXI/wkT5gFqODoNx/WHs5/H7UdXvR/D7LOM29/M4/ehPzmPRHo89EMJm4cNiK8+2hXdzr+KTcodpbGpXlsZtj3d9A3yK3FNpz5i78kPSrqyVO/ud69TO60FzT8t7sWuk3b5m0/JVsUNyL0p7XO4enyd3WK2022waPo12ti18Qdq/ac8q1a4sjdse7/oG+BS5p9KeMXflh6RdWSv3Wjyr7BqZu7jKNJ1Ta9hjDA7jukyzJSgM0+T7LJPpNvbzuPI2K9Ns7Oc0W6fmWXg54RGxAzxPmp9Pyh0mrwngx1zJyCuCtLzGDsndr91m0/BptLNt4XNq53Fbu/Lc9njXN8CnyD239pjclS9CO/2o1Wa134R3fQN8XO5ZtGfMXXm2HdZvSXxVbCt3XvNcV+2ae1rei+1qj8vd4/PkDitau7KjUXv5rBr+Z1V1jcxZXB9ddgGVvGLcfnjpeVT0c6j6MAS/zzI5EdjP4/RT/nGXfQSJP4T9D7hsWt6LDZ7HlLfZAA/fAJ+UO4xtM0fmmpnX2CG5F6U9LHaAH+HabTYNn0Y72xa+IO28ZlPzGjsm95GsXWNTu7I07TfhXd8AnyL3VNoz5q78kLQra+U+Gp5VyrPtWtyvWXnVHpe7x+fJHVYr7TarZtfI3MXVCwp7BIElKJK6D4EZ5F7LNDCPPwg/OWkuS+O2x7u+AR7t8ricNMRTVmKD5zGeGD8b4OEb4GNyV55t5+ElNkxYn3aycrGNAu3ab1n4qthW7rxuuK7aNfe0vBfb1R6Xu8fnyR1WtHZla6GdbQtfkPZM97vGDsndr91m0/C10M7jYf3ObY93fQN8itxza4/JXfkitNOPWm1W+0141zfAx+WeRXvG3JVn22H9lsRXxbZyz/Ssgtk1Mv/MtR9BEfhh2IMIfD+my/cisXsxZZ5iGbdp9+HYA/B7iFNzMJl47Odx+tGfnBrbY7ts388m8RIbfFRs5dm28PAN8Em5w3jc1q7GbY93fQN8RO40zT239pjclbe127GzaKdfmHaeE+Fd3wAfkTstk3b45tUe1m82f/Lyx+YP//APzbqjt8yuK78MxrZy12tetWvuGv/8xz8zv/71r8X+4i/+IsB7sYdRu+bj16550X7zm994/JpD183Atc/CY/typ0VpV1tz6Jr5u7/7O/PHf/zHnv3P//yPee/4h+ZhsA/2OW2H5U6ril+Q9ky8xk6h3WaTeIkNPiq28mxb+JzaedzWbl+zQ9Ge6ZotQLsdO4t2+vn7XftNeNc3jGfbdo3MXVwlaVR0qeaSMAyVe4rPpKpzRAA/HY1o0km8jAqwn8dlNGKxMhJBe2yX7YuvxSbxEpsnLCF3j4dvgE/KHTaatbNt4QvSLiPItLzG9uUept1mk3iJnVF7XL+x2OjyN3/zN2bWB1fMFH7+gpvNGQWf81gac/d4N5bGPX7xI7clI8WVr6foz6LyCI2sm3sq7cJG5x7Fh2nnAEKX3/72t9B5zfzyl780//3f/y3Fb8fFX5h7oZu882UQd/bhxrb7LUw7bd2RG+bP//zP3SjO8n//939m3/Vf4TzyfOK8LnZiMJbN0mR/AdpH6/3q8Rm1CwsbzdrtazbAJ+UO82vP86yS+FaNzP+FJgQW0RGjAa3ot3U0obHhZ4+EaJlGUvC1+SzaixwBJ818kngvtqs9LnePz6hdWFjR2tVGkvYNxz6UWZYuLDaTFw6YKbD7Fp825z/6qezz27//+7+b13d/Yl7del1mfrQdl74yf/Znf+a25BTX9Ueum3WHr1l23WwZ/DEeBEHddu6ztlwxZ29+YT756s8ya+d5Ve3K0s5/+BM3M2P+5E/+RHSeufG5u8eYf/3XfzXbzv8ED5vTeMgM4oF0Fg+pShvsN+/cubHs2Osx82fR9i/UsPbgZbP6wCWzav9F2CWzErbqwGWz6uAV2FWx1bA9139t5uzAcyqs361+y6o9iVc9wsLPf83rNRulXfZpbF/uNO03veZtNsDDN6/2kfysGg7twsKK0k6+qkbmLa6s8lHVXCv6SBhN+EdCbEdOGI7pSMpmk3iJ7fJptWceBcI0tmh3WRq3Pd71DfARuWfWDt+A9pjclR+SdmWt3L3PTNBeESPgorSvPnTNLQHO8sGZz83dbx8197x9xNz77lFz+uqn7pHqRYrrzo/MmoPVfJrld7/7ncyMaZPdf2maO4vqP//zP4vv3//935vXtl5xzxt1uxphWbWfvfGFtMmFg4BJ846aGZvOSz6cvXJmO30Dcnr3uLlvwQk8I06bh/ucAht27uzYLKx8/TvUhbPcNYeuil6d7ctnZbCo2DTus6/ZpH73s8oPx7OK7fFYqmvWx0vsjNoz368wHve0uyyN2x7v+gb4iNyZh+Ze1P0axg9Ju7JW7naNzF1c2fAUGoJM9pkkgGOVEQGSZcIwrssDEsfCeC95Jg4/PWmZeI0NPzu2nDB2GPZL/q5/Wl5ig4+KHeAL0i6dnZbX2L7cw7TbbBIvsVNoZ9vCu7lX8Um5w3g8rN+57fGub4CPyJ3taO65tYfk/vOf/9x9rDvLV199Zc5c+0xs/aHL5uZP/sg9Ur2wuM7edkNmX3ylapu9hO1nMbt7/knYKXP3ggGxyQvPSE7M78yNH7ueznL+1pcyi5688JSZ+T5me4i58kBlxmfbahSmNZghr7Vmy1zfdv6n8jmrLnx1u3LvefPBwKfmj/7oj8yVz35hVuw+a1bsOWtmrB8w98zdb+6df9Q8sGQADx6cT+TlP3dq/KyabRSxSHHFbPbB3jOIOyivke/v5QPU6dvEfsc1kqbfq1iY/37NxGts3zUXdr9m4SW2e82HxQ7wBWn/xj6rwBVWXCfjgqXd4zPZj6D38qbiNJnJusb1+5EIj9Enip9i8cqm4e3Y9NPYD/c7/7K9+7Cf7YuvxcbxGps8jylvs35+KNqZY1Ha1YrSHpe78lm1CwurlXabTeK5HqZ9/fGPzF//9V+7j/XgcurShyg+n+Bhf0ke+JdRgHT5t3/7NzNj80UzbeNZ048itWLvBbNy/0Vz48vK57d8Lbzh8BWzfMcps/bABfOnf/qnsp/FddxbB8y4uQfN+HmHzcR3jpm7+Sp6CQoJcnx121WZserCwswZ5oR5h8yP/zg636KW7Wd/ZMbP2WYmvbXXTFlwDCP80zjvzvn1n/sZ71+pKtq6/Od//meisZD6F+7bdelnZsq7R8wUFPcpC4+bexadwgPxDGywKjbN7ves16zyvKaUVzYNb8e2r7nyWVWc9rjclc+qXViYXzv7jWbXyNzF1Q5YFXiIopm0ilZW+TSieTysw7nt8a5vgI/IXXkeS3OxhmmPy135IrTTL0w7z4nwrm+Aj8k9i3b65tVe5I1a9EPKH3v1oevuIz18OXXxlhSZiZjFTXz7sPmv//ov94jz2WzHK++bzhmwmVtMz+wdZvybe82x8zdcD6e4dk3fYNpfXG1aX1xVVVw7Z22FbTPd4Ma9uR+zWBSxJZituefuiy8qr3C5nLv1hel+dbs5jpyGe+nfedL0zNjkaj+AmfUJc09IcePnzKrJXv72b//WnL3xOWbGGHjsPGX6tp8wfVuPmaVbjopx/eDAxdDiyvM6be1xM+E1nM/Xd5oJb+3D4OMocsAs3xc/b7/bfBH3a/msCmrP+6xSnsfSaKdvXu3+ftPnjV0jcxfXuzFdtu0eWi8eYpxO90Hk8otI1jGu34+pNo/Rh75xPH39PNuM4oWFTcaxe+FHntxD/Rl4N7Y/dxrbY7ts388m8VxPo51t0yevdh63tatxe6jaeSyv9rjYytva7dhZtNMvTDvPifCub4CPyF15HgvTbn9LmK9JP/r578yRs9fM4TNXYJfNKhSHLhTPnjk7zPLdg/IqmAuL7DrMSJdtP2kOwY92ePAq+N+av/qrvxIfLlyX46cvmUsf/8Q7xn9vYYb73LL9pn36Zml/EgrIfb2Dzs2Oa37ruS/NP/zDP4g/l//4j/8wz/TuNZ9+9SfunuFblu84aTqnrRftY1/fbca/fdRMWnjaTFp81jt3Kw9eDZ31/9M//ZNZjRn8+Dd2m65XNpvWqWtN03MrTeMzy00DrPGZfvPDRTuqzr0uA1c+Ni8u32+6pm1AfNgrm0wXBhRjMcufOP+kmbRoEAXWySGu37mu/R53zSpPXz+f5prlNRV2v6bi3dhR1+xoe1YV+ZzmsVppt2Mrb9fIIRTX857dQ+tlYnyQM9AlBHSM6/cvuyjHJsOHvjbr5+nr59kmj9Enimfb98KPvLJpeDu2P3ca22O7mnsWnuuqPS535bNqFxY2mrWzbfoUpf2h/gy8GzuNdptdhVkXX+3qsv3SL8ykeQfN2Fcxo3x5vWnDTLMNM862l7COAsjPYnXhF3eaX1wnr43zLvxm7tNLdpu2lzdgRrrNTHr7kLkPM9cHeHMj7/vx4PB/Hnzp45+aczcrn8fy1eqVH30lAwLaUctk3yAGCpb95V/+pUsaKdxsj4WfxsGEM6i4YtbsPwfta037yxsxu2ZxO2gmzD+F4nbWzNh2U/7cSL9wZS9sk98GHv/GHhTW91FY15mm51eZpmdXmMZnV6LIrjJ9207IzN1e+GWqExduYIa/Sqz1+ZWm9QXM9sF3zNhixr6x34t/92I+IKP7net6zYb1O83ms16zyvuv2bS8HTvNNZuF57pqj8td+azahYWNZu1smz5h2pW3a2T+4oqpMe0eGir5FEyT78PN/QBHIZbdj6kyj02WEYHD2BbHc537eIw+UTzbpg9j2bGTeIkN09h+ntv3Ku/6BviI3JXnsTTa6ZtXO3PMpd2Nbef+0ArnX9WuuaflNbZqj8td+azahYUVrV0tSfsvflH5/JSvJ7ec/dxMeHO36Z6xybS/tAbFZaVpeWEViuga04cZKoshl//93/81y3YOmLZp75lTlz+Sbb/ZS9z+qSsPo4CtR3H9wNz99gHMXAdk5voAcucrq5UHr0gB5Td7OTN+une3ufqjSt48tmLPoOmeuRnFbIO8gqZ18lU0Zn6tGBi0vrTOtLjWhxmpLpxhPr1kh2l5vt+0vbDCKWxTYS9hQIH1lhegH7POdhTJ7jf2mvHvHjevfHDZ/OxnPwt8aYsL/5xp5b4LZjzOYdcMzFhfwoyVhRWFsgmFUuP7/waWbwPOXv/MdOCct+Oct77QLzlpfL4+78HMdcICzFz1tXBCv/NYmvs17JqPu+aUZ9v0yXXNwjS2n9drVnjXN8BH5K48j6XRTt+82kfys2qo2snbNXIIxZWJ8GSwYdzQrOacNVh2P6bK92L/ZBkRYATgszie6+R5jD5RPNumD339PNuM4iU2jDxzJE/uoRUZeDd2lHYeq5V2O3Za7Rrbz3Pb413fAB+Ru/I8lkY7ff3a43JXfkjaXdbOXfud7dnXbBh/xvqzFBbXM3jAD1z9xAygYA5gRvrJL35nnundY1oxs7RnkJx1db+223TM3GrWHrpslm0/Lq9R+3cNSKG7/uNfup7OZ65r9l8wvVuOmaVbj1d95rr24CXMWtebjpfXmZ5ZH5iJc/eZKQtPoqjysyBH24ytN8zFT39hpq4/bdpnfIBCv9YcO1f50x8prrtOm5dWHhJ7bulusWdhz6AQc2ZMe77/kBS43q3HXNLIzPOZJTtRzFZIcW1DMZPZ+lQUQg4qWBAxc2xjcX3dKa6bTn8uRTlq4Q9wUFuURX15LMxXjcV43NtHzMSFpzH74EOycs2HXbNJ/R51zXNdr/m016yfT7xmYeSH61lVy+e0HTutdh63tatx2+Nd3wAfkbvyPJZGO3392v252zUyd3GdhIt1kgR2L1gEdoI7/8pIAvuZoPjCJloWxdO4riMR+vhZm9fRkJ93BIfzwsKYG3N0RlMZeewPy502GrVrv6XisT+tdptN4rmeRrvkDh/N3ebTaOfxsH7ntse7vgEe7R45H//FIM7O+nacMst2DVYVlBX7L5quN/aZzle3YvbKGeJ6zBo3Yfa5xfTM2S6vY3VhcW3CzLfhuZWm4dkVVcWVs8o2zO7aYZ3TN5pxr+80k+YflS8OcaQteS8+a8YvGDA9czHDnbUds78N5qivuMoXhrYdk3z/8R//MdQ4635h1VEU1+Mu6byWfrZ3F4rrSvMc/l1/6JJ88Yh5tYhtMC3TMYuftQ1695ux7xw3ExedMYfO3ZA2a7WwuI595xhmrgM4H4MosGeNfN7m9nf5rBqd2kfys8qukfmLKys1Ak5B5b6XATkKcI3bk7GfxyUwbKJlss/i77NYj6do+PhZm5cTTqEWy3W2KbFjeLatvB07idfY/twfwCiS/6p2zT0tr7Frph1+RWlXK0p7XO48lke7sLAitM/Z/bEUp6iFxWrDiVvmJz+p/KoRH/RTNwyaF9eeNNM2njYdr2w0L6w4aFbsPiN/H/rB6U+koOrC9d5tJ2TGSNNjLK5tmLG28vUzrGP6BtPDb8e+fQgFDEXEfSjw3wkoKGPfPSEFvW3mFnPsfOUbzpXiejz0Va0uUkhXHMZA4bS7x/lTIs62WdyX7Tghr2dp1Lhs1xnTPnun6cAMvevN/abn7aNmwkInLz6kjl74UL5gVYtFiitmruMwc5648BSK6xk8JDG7X46HtNvvvA68fnf7OarfI695HBv2+9Xl7dhZrlk79/JZVZx2f2y7RuYurvfwHTMq971yoWI0sYLimQQvVibF5JgkbnTLuM39PE4/+pNTY3ts9+4QNonnuvARsZVn2/TR3G0+MXeYX7satz3e9Q3wEbkrz7yStNMnTDv31UI7/cK085zUQjt9w7RH5a68aA/JPZV27NfcX915U15Tfvbrv6h6XXn505+Zj37+G/mMc/2xG1W/x8uFRYnGz0w3n7wFvyvukfQLiytnvPLZ7kurUaQ3mG7MesehuE6Q4nrWy3sC1lnYxr59WD77PGb9KY4UVxTIvu1OcWUhirKp6wfMC6uPeX/+wuLYj2Lb/vJa+UazLvz72hfXnTbdbx0w3fMOYdZ4FLPnk8hpEIXV+bzw3mXnzfrjNwOfI/OzYf7N61DM/6c9zL0TRb77zX1m3LyDMruf0nsaMw/ns7Os/R56zWJ/0jUbxnNdr/mw2MoXcb+Wz6raPavsGpm7uE5G5Z6CQPdhFKR2Lyo699+NhCaiqk9E8AmWcZv7eZx+9Ld5tncP9k9y2Sw814WPiG3z9KGvn0/MHcbcmONwa7fZJJ7rabRL7vDJq53Hw7Rze8jaccyv/eyHPzVnbn7p2K0vzaBrZ2kfumbtp4/n7zfLz2MT+DXHP6rSztxV++bBz83rez6uKq58ddr44mrT+NI60zT9vUBx1cUrrmevyrddbbMX/zG1zpmbTPv09TKDbZ+xCTPT3abn3WOYqZ4xE3CD89ytPHzDbLv6h2bmzg/NeBTd8fOPmROXP3ZbdosrZs0tKJBNU1eb5mkbTdusraZ9zk7TNmeHaZu93bS9uk2sY/Y2FNej3mydxXUT8m9Fkeffluryq1/9ynTNOyzWjRnjWMwYxy8+jQfVWecBj36XBxMKHAcJ9tK75agZ88wyU/fsclP3XL9pwHlsemm9aZ6+ybRBY8es903nrA9M16sf4N/Nph0z/xbMnBtfWGnq4V//bL9ZdeC825qzsLi2vgJfcnO2mfHz9pu7F53AA/Ms8ijgmsX+8llVzSbxXE+jfajPKr/2+1dm4LE/VjuORWm3a2Tu4npv/2VU9Ipxe/KyS+buvosICuu9gBu9Ytzmfh6n35TlSNbiuX2P8q5/HG/H57rwODYpJLbN04e+fj4ud+XZNnP0555Vux2bpto19yw811V7XO48lke7sLDboT2qONVqOXn1M8z+cLP1orjiZnJeD10296+Abtx4M7ddDxTX+ufwsH9+lWl4YY3kb88AdebHf/l3ruuPXjPL9543/fsumOWwq74vNK3kF5q2nTBLtx2Xb8su33naLN91BsX1ffnMtpWf285EsXlzPwrZSRQyzFSRL8/dqqM3JQ5nc2uP3cJs+5b50a8rf0fLQsm2mqeuw4BgrWl+eaNpnbnVtM7aLv+2TN+MgrvJtKK4tb6yyTzXf8D8y7/8i7AcHPTtGJDibP+PC/r3X0IuB0zH6/tMJ6x77mHMXE8Zfg48BedLrhc+8DCL9RfXJVuOmbpn+s2Yp1FcUSgbnnPOYfPUtWbD0euif5lr/MIV9/OLVvXwq392BZgV8vrcXnjO+Y1tfvu4Axp6Xt9lJmKQcU/vWdwLeIAmXPN6zfqveb1mhXd9A3zENc914XFsND2reM3zX9VePqscf5un2TUyd3G9fyVOOOw+PmiYNALfjYfPREkcgSzjNo3H74HfFBkNOCyN2x7v+gZ4tMvj9BPRPv4eHJsUEtvm6ePnNXceC8tdebZNH3/uWbTTL0w7z0kttNM3THtU7sqL9pDcU2nHfn/uet2ods3dz9/u4nriyieY9WHmJa81Odvh7OuimbX9uhTWDSc/qSquFz760jy1ZKd5avEO82z/QZl5sTB1YPbXjdmg/oaufOGJXwDCsXbODF/bYzrf2GeOnKt8JipfaALfhBlcM/9mlt8OxgyuEzO4dnAsrC0vo8Bittn11kEzdgFmpxgEhJ07fm669thNM3D9M3ePU1z5k4urD14yh85cMYcGr2Imfa1i3Ibd+OJX5vkVB2AHq35WcfPAx+bg6UvulvN3qs+tPYlZ7063SPPLTHvMhPnHpZjxvMl1gz6fvMz5wX976cUAou45FknMQvFvA4pi80vrzLPL91XF5bIU564F50PODwcHri3FgMVenOK6yrTg/LVPd16fT3jnCPrzDK45zlAirlkYr9nEZ1WGa97m096vfl7vNx4Li638N/5Z5fJ27FTasd+fe9pnlbZh18jcxfU+L+hlJyiSmoDADDLeMi8wE4ffZJ40V3BqHvt53LnYKyzbYXtsl+372SSe68JHxFbeO+nw9fO5tGc5d9gfqx3HaqU9c7/BeFy1K0vjtse7vn7+dhfX45c+Nj1vHzLj3sUDeeEJFIkzmL2e9z47pdmLvV/+XAWzvQ480HtQZMa+scv7P7/wV5p+2LvT9O8ZNCcufWhOXv7I3Pr5b72ZIReun7h4C3bTnBS7JT88cfXzr1C492OmuUFemba+ut10zjtsxmIQMA7Fledu2rYbVT/6wEI9GbmfvFL9WrgPM9clCV9o4rd7X1x9RAqT/QtSZ2/+uOqXkthXrbN3mJYZH5gm5NWCAUAnZoosrpM5MOHrPbffJy27ECyuKIx1mPWzwEphnb7RtM/aYlbuO1/1DWMZmOwaMC2YsTNWM6yFM20MUvp2DbpezsLi2jJ1DWwVZvrrTefsbfL5M19Vj5fXeMFrjha4X10r5H7Ffr1fs/B57lc/n+Z+DWgv8lmF/ardZpN4rmfVnrnfYDye91klhrbtGpn/tTBO+mQEvhuBJy6/aMYj8Pi+C2acz7hvAo5NYoJ8Zw2ObBqe29zP4/Sjv7CrcMLwL9tju2xffC02lndjC5+QO4/Rh75+PjF3WOHaYaNWO/otNY/9fGDzgX67jD+23zGHM7CdZuy8fWbigmNmEoqU/SMSUQuL64vrT2FWuRcP9APC8/+DyoUzyad6d5lTl7P/ShNfwz6DWWTzjPdNM4pP6+uY9b571PRgdj0OBYPnbuWRG1XfyOV5ZO4nMRPXhcd/uPxAquI6FTrGzdtfVRD5G8DUwYWviXt3DphmFLzG6e+ZJr6y5o9TvLnbTFp0AjPVc2YKrgG9Ztnv/uK6dOcpU48ZZt0Lq8CvN22zt5qeufvMKsysNQ4X5v3s6qNSTFtmbzetr+00bW/uM+1zD5rl+y+4Xs7C4to6jT+Csdq0uG12YbDUg+LKc2Vfc3rdlc+q8lmV51klPHzsGpn/C00YDbDKs5qPR8VmBR/nM6nqOCajESQ4haJdU35iBK+jAh6nH3lladz2eNc3wKNd5RlPWeZBXkcyftbmNXebT8pd+SFpx/5A7uhsL3fs19xT827smmmH31C0v7rvMzNjx00zY9s1M/398+bFdSfNcysOmWeW7Tc/XLrX/GDpngjba57u2wu/vebZZfvMc8sd4zr38Rh9wllahefrx/ZX3pMvxIydd8CMX3hSiitfB9uvhLnoPhpnp/wVJs7uxqG4vrzxtDeb5GvOHyAXHtc/Y1GzF/8xtRc3nJFZYit/kGLuIdM9/6QZu3hQXgvz3K05Vl201xy9Zrrf3Gt++tOfunucWfYP+vabxVsrxZXf2F1/8iPTjyLFwsSFxfWl9adFO7+wFLaQa5z2nml8eSNsgxTXtlkfCDNpySl5DSyv5Kx+Dy+ua+SLTC2YtXbJrPeoWXnQ+d/y6cLXz8+uOoZCvhWDi22mdc4u5xy8e8L0H7zqejkLNbRNxwwfs9fml9chpy3i28NvUONc+a+7Id2vMB6nH3lladz2eNc3wKNd5e37rXxWjY5nlfJ2jcxdXFnlJ6JBp5pfRBWvNklGgzJRJrzyipgzGrgcyQsLm8APjxGH/BSyqzLw2M/j9LNjsx2254ykwPvYJJ7rwkfEVl5yh4+Xu8Wn0c7jVdpd47bHu74BPkk7jiVpp0+Ydu6rhXb6CY+R5D1958x4zLw6XtthmvGw5AO47vlVYmMsk32Y+dS/uEq+tctvwba8tEasGcbtBhyrh4+ftXn60Ff4l9fKA1q+cTp3vxmL4jpj90fm5W3XzVrfZ67Ldp8xz606Yp5dcUBe53JhIZ2++ZzMwPTH9OWzwJlbzNMrDpunWOSXHTBPrzxirnxeeQ3OV7n8nPOZvt3m6aUwDgr6sQ0/Kaz8bBOz1o55KCwLMLNcchbnDg94nDv/D9vzC1Mdr22ves3OmfUPMEixiyu/+dv5xl7MOPdUFdcX1uLco9idsma+9tKHwtgwdZ1peGk9iuta0/IKi+MOFMcj5p6lg4bf2vT3e7C4DpjGl9aaJljbzE2mBzP+SYtOmhPWq2wuLOQ8d43TN4k1v7rdKZiLBszKw9X/pyKZuSKXJvY9iitn+lKIF2GwIDNX67pzr3lec2HXfNI1Wz6rgjy3Pd71DfBJ2nFstDyryNk1MndxZcBxNNzQY30mU2Yck2k+H46SuGNywnix4FgY7023ycOP/GSXTc1jP49XOtwxtsP22K7k7/qn5bkufERsmx8N2m02ied6Gu2SO3zyaudxW/vklWir76wZh+Lajgd80yubTP1L60wdZjljLON23dS1eMCvlQd887R18kpQXgvCmqZhP47Vw8fP2jx9qvjp/FLSe6ZtzlbTieLateCEGbtk0PTg4fzilur/uws/N2Rhbpy6CjPrnd6frvALQn27Tnv/2zkWv+Y5O0wDikM9ZsZSJPDgP2z9ghKLK2M3v7Ra2hNdKPJSVF7ZbBpnfoDCgpnbm/tM1/zjpqd3EA+KC2bNiY+qvgDE18hdc/eZlpnvy9+C6kKfp5YHi2s7inD77K1VxfXp/v047++ZI9aPUOhC/WM4WNFBCQcjKI7db+42ExYdN5MwMJq43OlXu9/9xbWPxZXnHdbO4jp3r5mw+GRgoHDq2mdy3thXdfyTJ5yH9rkHMHMfMKuOVP6XfVxkEPMKB2MYUOH8Ob4HTRcKMfvPu+5yXrPKl8+qb+azytYu7KrLVTUyd3HVCj7WZ7JfkuZoxkmUIwJvJOKOBpykw/nxGE3IiAD+k13W5idE8Bqbx+lHXlm2w22eDOFd/zjen7vwOMb8/KzNa+5h2qNyV160S4cNTbsd29auuWfhua7a43LnsTzahYWFaie77JwZt+gUZh0HTAtmbM2ztqK4YPbiWhMNxamFPys4e5tpn7PNdM7ZLsYvFLVhuxUFg5z4WmwavuP1nabjzb2m450jpnshHsy955zi+kF1cV264yQKIYohHubN+Pe3v/2t7Ofr4M8+q3xTd8XBK2b9yY/Nx1/9qXyZSb7Q9LPfVn22yHV+Jnvy0i3LnC8/9WGGzALDAut85nrMjOs9KyPw1cecGbMuLE7tb+xCgTwknyPrwpzYRqC4Qnv7zM3VxXXZPhnQ9EKff+GMkzP++hdWyiCAn212zN4ir4QnLD5lJvSdR9F3rg273wPFFYOPJgxmOKhhfH7eyvPk/z/oHDxz1dRP2ygDonrMltlvnZi9j19yxqw+GiyufEVdxz/Z4cAJ/dyOmWsXZq7sP/uaDbvmuS/pmh/Sswqm9xt5ZYf6rPJ4HBtVzyrM9m3to+pZhdxpdo3MXVx7ULn9JpUdCY1Hxa8Edozrk1DhORqgD33DeOekYTTC0YTLKi8nPIKX2DAenwA/P89tj3d9A3xE7mxHc2d+ftbm6ROmnftqoZ1+5JX1clfe9Q3waLcI7fQN0x6Vu/Ki3c29Sjv2cUY2Fg/PTswa298+bNrwMG3DDITGmUg7tjvexkPzncOm590jZtx82IIjZiz+7X73sOnEfvqIr8sl8jCuk+d+FrCuhadMN2at3Xgwh81c+XqUM7cmzDY5Azt0uvLrRfaydPeg2TT4WeBXitIu/JOdhhnvmyaZue7FbPq4GY/ZPc+V/8tWKw5dMc0YMPAzTfvbyCxuUlytLzTxByr4BS7OPO3i+oP+AzLD/oOle2SfLizQYziDfGGF/B9vNp26aVbsHTSdr293zuOS03gQYYYY0u9hxZWFtXmaM/NdfeRq6Ge8HHRwwMAvYj3Fz8Shjf0zYelgaHGtf3mDzKyZJwcj7PNOnbkir7Brnut6zSdeszmueW7TeDzxWRXFR+Se9X4tQnvV/ZpBO/3IK0uT2Mq7vgEe7Rahnb5+7XG5Kx+qHbNW/mvXyNzFtRvV27YeGoKOQ8WfgMo/CYnew5EAjOsTYeNxjD70jeLpQ18/zzbZdhgvLGwsRhPjpcNwolw2NR+RO9vhNttl+342ied6Gu2SO3wK045RVGo+STuO1Up7aL+BZUHrQmHrXIwii5mHbd0ovD29Z8x4PGAnosiocXtsL4ohC7OP8Wyxw9PP5ifAxmG7B8dYULsWwzBj7UIe3UsviL24tfpHJPr2DJrWGZvMrZ/82jy9fJ95ZtXRwE/y8XVsPR7yS3ackuLKYmGbvfiPqd3ELLeJM/g39shgo2fxAAYg58wM92cZdeGXn/r2XUAh/gBF9IS711n4N6/1r2wyS7afqCquLHp24ftHFNcfrjhs6qYFXwtTb/3L6zArXCX/9x++9uZr6OfXYxCCgVAPZtPdKK49PF++ftc4amuPXUNhXS8F9tmVh6RYJy38P+mcwEx++QE8aNFfW698Jf/vXNvqUFzvQnG9C8W1ATPXVsxc2e/MayjXLI8Ver9m4bE/9n61nlVZeK5nvV/9fC7tRT6ravic9vcbza6RQyiulzzroSHouOU8OQzEgFfF7oZNxPZ4HBu77LL42qzN04e+Ns91tsm26RPFs+3xcsJ4oh02Da+xA7mvcnLnNtvV3FPzLqva43LnsTzahYUVrh024rQvxQUO68KDmqYFjhf8OHcUy4v77qoRKM8NbwzHV1mP50gUx+VmgT85mtxo2Ga7cpN5DNuq5D51W3UxO3vrC3Pq6icyQ1x79Jq8wmZxs2eofPU65uWN8tB/FsX3qWX7UYSPmOfXnQz8QtMPlh8w3+/dZb6/BNa71zy1/KB5asUR8/Sq46Z5zi7T+sZemXGP5W8KY3Y/Y/eH8qtMOkOVL/+8vtfUY4b65Zdfyj5djl380DRi9msX17CFxfW59afNSsyA/f/LOM6gG6dtNA1T13gzZr56li9ZYZbPwVB3LwZFIeduLEw+y+LgBRr4ZzLN0zbIq3X/56xJCz/b/s1vfmNWYeY6bft1+fy5491jpmn2TpznjebOF9aguK43DbMwK597WAZoMnsJueb1mv0mP6uGQ7uwsMK1w0bCs0p5u0YOubjGJZ3lYh2KaOkw+NA3c4fBwmIHeNc3wBegXXO3+aTclR+S9rDcR8GNqrxov4036ss7blX9WIMuLHBLtp/E7HKXWbb/orvXWei/eMsxcxc/M+QXcmZsNm38fPeN3VUzQxbXMTh+1/OrzJ2wu15cK0W5fvpm0/DKB6aRP5zAz4Pf2mfGLjhuJi51Xgvz86JN538ir1Q/+dVfSoF5atmBwAy6b/dZid3rm7ny71dtY+E6OHjNe01sL4zRNH2jvArX3xjm3/J2zDts2lHcOuafNB0LT5vOJWedAuueO+k3nD95fYfi+tLm85itHjHHL97yvlFtL/zcdd/py2bZ3nMyYIhbOJs9ee0zs+zAJae4YsbtnLsNpvHV7aaNM31+sxoDqtB+T3HNJl3zidcsfHLdrzAe12te2QDv+gb4iNyZRxH367BqD8vd96zKo53rRWknb9fI3MW1C8G6aZwdQNh4Jonp8d0UDJsE4/Y4zAJ6EFh8YeTU4niuTyCPY/TxszZPH/r6ebbJtsN4YWHMjTnSnznfvToDH5F7mHabTeK5nka75A4f+kruFp9GO49XaQ/jXd8AH6Ndc0/STp8w7dxXC+1huXOb5ySN9jWnPqn6bV1duG/JzgHTu3uwamarC//GlDM9zhqbZ2427fKFqd3ybWEWQbU7UYDvQGH91vMrzR0vrDZ3otiySNRhJtowc5Npmb3FtIPrmX9UXmlP6EexQoHla61OFK3nNp4z9a9uM4tQ6PWby1wYf9m+c6YJsfklJfsLTc+uP2We6j9o/mDZPpkpL9t/vurbx/bC/fwsl78Ypb8+xTZa5h00LXMPmmZY6ztHTTtfv/N1Ot8CuP0+fdeH5mXMMo9iBs2ZatT/SJ2z8D4Wytd2m7pXNptlewbNkh0npIjrbzWHLXwl/isU/8XbT5kx098z9fyM+vVdKPjHMWs+bybw87aQftdrNq7fw67ZNPeraqevn09zzco1Xz6ronnXN8DHaNfck7TTJ0w799na7RqZf+bqBg0kjQ4P6zB/4pG8y2YRXdjFmoWPyL1I7WGxbX40aLfZJJ7rabRL7vApTHvOh9TKoze8P6/RhZ8fLkHB+sGKQ963haMWFgAWCf5/X5ejiC1F4ejbc1a+8PSDFYfND1YdMd9bsgsF4oS0yc9p+UtIvbsGzKrDl+VbwJ1zMXNdeFw+H5bX2LCuvgumAwWtZd4hKa7+zy85C219bbtpnrHJK66cEcpr5Ncw20PxvguF/PvL9wd+gtI/c+Tx/QMXvJnx8csfm+Y395tGFMOGOTtN05v7TOu7x80LW6+a/iM3zKELt8zAzS/kPEUVVF04C1269zza2oXi+IEMLMZM5Z9MrTb9ewfNUhRZthNXZLnwHPdh1tuGot+9eACzjPOY8eC6GQXPKuUD12xKXmOH5V6k9rjceazQ+zULH5F7mHabTeK5HqbdrpH5Z65osAcNj0VyctLchGkSFMnwuCbaaZnsc3n60V9ZtjMe284Jc3ibtXn6+HmNzWP0ieLZtpw0+EfmHsJLbFhU7tzmOcmjnetZtNPXz8flrrxoT+q3KO0hufMhZWvX3NPyGlu1x+XOY3m0CwsrUrv+nKEuLDR8dfmDlYe9H+nXhTO6FYevSDGIWljk+PN+/NKS/kaxbSzGLOZcX7b/gul697DpXnBMvtDUg9lYN2asXZy1Lr1g2hefMS2YNfaiOPFzU3s5efVT0zJnG4rrRvnbWc5gmzGra35zr2lAcR2D4vr9vj2BwsrPU59ZfdQM3vzc3RNcenefNQ2v75GiXjdzC9rbhdnrMbPxwk8l/zQLP6M+feNz89TqY047mLHexcL60lpT97Lz974cGNBWYAbOAULceeXCAcVzm86Znt7TZnz/BTwcL5tJ6MOqfnf7Oanf9Zrh9ZPlfvXzGjvpmpdrFj6MlfmahUXlzu28z6qs2rPer8oXeb+SG+5nlV0j889c+yEMQcevRLBV15CwY9weu+KqHO9E4p3LLpsOy7jN/TxOP/ory3a4zXa7loP3sUk818eRj4itPNumD339fGLusFTaXd8AH6Ndc0/STp8w7dyXRXvmfoOF5a48z0kttGftN+VFe4HX7PTdH3ozNv604DPrBsz3+w8EvpDDV8NPrTxiGmZvN/Uz3zd9uys/hZhn4Yy4Z/EpKaqciXX1njWdKK4dLKx9l0x730XT1nvOtC48HfjTHBaupZgdN7+6BUVqo6mftsE0zNpimt7YY5reOoBiuNvchVli/4GLVX+6w6K/BDNm/l3pUvwb9mdEnIk+teqYqZu9A21skXYa5uwyLZi58rXwscufhHL2wgELC/SYV7cLf9e098wd/OyZhXXaetOAgso/v2l7Y7dpgTXO2W7qZrwvg5oPP/ww9DNZfpZMze1v8wckTpqxS8+iwPIVOouWe81m6Hcarx9uj7Zn1aTVQ7vmaVnv1yK0Z75fYWG5B3jXN8Dn1G7XyNzFdSyr9ypUdI4EXOM293djRNDZj0qOqt5hGbe5n8eVV5btcLsHI8ouXPTia7FJPNfHYV9PRGybpw99/Xxi7jDmxhzpP9q0S+7wKUr7pDXDo91mk3iuZ9Weud9gPK7alaWtOHrDnMIs6/kPLmLGtsv8Qf9Bc/jcde+VJ2ehi/i7uShmDbNQbGa8ZxqmrzMN09bKZ4f8UQgWBM4u+blo0itOLvxf4XUvOmE6Fx03Hfi3A4W2vfeM6XALLK19GWavS8+Z57ZcNkcvfSxfTuLCWG1v7kaR3IzCus7UYRbI3Brf2mua5h00DZi9jsFs8S7+udDuQcmfM85lKLYtr+8wzbP5oxvvybei/QsL3F2vbEJR3GzuxL9jMJBoQAFsW3gcs+rzZtqeD0P/dpVFnDP9XhTAMSjebONOFP07UFDveGlNpbDO3GRa39hhOt4+YDoWHDHtmLW3oGAyRt2rWyXm0r2D5pNPPqn6wQy+NWiE3pbXt5v2eftM18KjprsXAxPk1LUcA5ICrtksPNfTXLM8VuT9momPyL1W2u371c/n0V6rZ5VdI3MX1/GYHk/kKMg1bo9FRe/GKKlTAqOSWyYjDBiP08/mJ7h8j4h2RyMuV8Wj3SheRhM41uWOZmzW5ulDX5tPyl15ts0c6c+YaXmN7c990ppq7Zp7Wl5jq/a43Hksj3ZhYUVrp41W7ew35eUhgaLWMv+4vAK9c/om862pa83CbcflFW7vnjOmjkWVNnOzaXxlo5gUWVgd7K7p78nnm0t2njaLdgyYxTsHUJBhO06JLYZx1rh09xkpYM9vPGPa5u4zrXP3m5a5B0zzO0cwSz1l2lBM26W44kYXQ+HAv90otJsv/Uxm1Hw13YoiydhjULDGcPaK2V/TvEOmGTPMJrTV8NZ+0/gGiu3cg+b0rS/MlqtfmY53EQNFmcW1EexT/fvkf2HHQYT+fezvL91j7nh5PWyDFMcxKNBNb+1D8R/ALPEiRv1XzIpjN6SY8lvB/BLU4Qs3ZFbPYs5zR5bn7w5+mWuqW1iRY+OrH8igoJM/6oHBRBdmn52wtsWnZWbciPNQj/PP4sx2enefNj/+8Y8lDr841iCvvzHrnbPVtL61x7S9e9R0LHEGJDxHYf2edM3KdeP6BviYa16vWb3mbdbm81yzyhd9vxb9rBoO7cLCitZOS6OdZtfI3MV1Ih8w7gkfJ0Gvmi4k1YHkGKTdMg3ciaS6kRz9xzPpLDz28zj96E9OBMMqJwy8j03iua58WGzlJXf4yEl3WeXTaA+LHeBd3wBfgHbN3eaTcld+SNpDcme/sx1u83rQ3NPyGrtm2q1r1s9zlMui1jL/hKlHQboTReIOfiGI32zdf0EKV8PsbSium6WgNeIBz0LR9Br2o8jVzd5eKSzTNrqGWZtrUqQ4uySLNprAkuer3HrYGPANLIQo7q1LUGw4a3VzF+0wDgB6+i/I540d7x6S2Cyqd6K43jljk6l/HTNZFKgWfgmKtuCk6GldNGA6lg6ariX4d8FRKa5Ns9439Rgc1GGgwNniH6Awfm/5AfMtFMXfQ1H8PRRFKY7Iux66W/jLV/yBD4z2J+CccSay/PBV8+ymc8h7j2inLxmyv/fiarFvoahSO+Mw37Z5+00ncmAu/AEIzjg5kGhfel50N2Nw0fTuMQwMnCLL3Oowg+avONVhhl4/ba2pn75ezmODDCYOmhZvQHKpqs/D+r2oZxW301yzSdd84jULn1z3K4zHVbuyAd71DfAx2ou4X4dVe0zu3OY5idKubdg1cgjF9ToCX0fQa0jmGoJeRXIMfAWBKsZtWmc/k2PSTNZhU/PYz+P0o7+ybIfbbJfta6y0PNfHYl93RGybpw99/Xwe7ZnOXUTuYdptNonnehrtkjt86Ju532A8ntjvrm+Aj9GuuSdpp0+Ydu4rRDtvrKUXpCg1zjti6l7fY+rm7ELB2oOZH2aVtDdQlGbz95Axc+WPJXAG+DYe7u8cBXMYRWafGTNnp7lrFl9tvi+F9k7MZjmjlT8jkZnuJs/q3P0s4HfNRJEF38Ri2HsexZWzsIp2uWZx/sezwKJQtmMG2sgvLfHVLdtBzIa3DqI4DTg8tLShYLX3XZAC1oMZZ8+yc6ZrIdp/a6/kz6JejzYa3twnxazutd0YVGyRAssi+S3+yRDab4LujgXHzdhl56Wwjsd5G4uHkzPTx2AE54ifq1YKM9ip66TYkudn1C2IyVkzZ6vdfedMN78N7T7I+BlXO4yamTeLbAt0NGOg0YziyS9oNbGQyut4DCI4KEC7zL0RM/VW9FlbH4s0H47uNaP9nnTNRl3zMdcst8tnlaPdZpN4rqfRnup+jdHO47mfVTS0bdfI3MV1HE56Dyp6FwJ3IKE23DRtaLzVZ9zXjqQ64UP/seDIpuG5zf08Tj/6kxu/Fg9Xl+/ETcv2xddi43iN3Y19zEt5m7V5+tDXzyfmDhPtHDXBvwjttCK1h8W2+dGg3WaTeK6n0S65wyeN9pbll0wzClIjZnqNnD2haDYtOGFaUBDaFqEoYbbY8hYKLGaqTSysKBYti1EEegdN8+IzphEzqHowdXMPmjrMQse8vsuMeW0HisAO04BZW6MYZr9zMBt7FbNVvvqkYXZ2F2dpKCSNKCotKIhtKDoB7bCxOF+dy1E8F51EYTkAboe5i7NmzB4bkHNzLwoTixQHC9DUgWLMB00P+2/FJdO59IxpgY6GN/eYehpjoog1YpZb/84RM4azduR0Bwr+nTMxu0X7Le9g1gqOPHOQc4c221Egm3Cu6lHg7pyzw3wLBe/3UOiF5WwcBbHxrX2Id9h0LD5puvrOYgaOooqcmBfzq+o35CyG/Fv5WTOKMD+Dpta2+YdNy9x9plHeEmyT81qHthvRP82950RzVL8Xcc2OhmeV8qK9BvdrFp7rae5XHsujXVjYkLTDhIePXSNzF1cNmiRag+a6WGE8nija9Q3waJfH6Ud/ZdlOlovVz2vsWmgPy53bPCe10J71YlVetBd4oxb9kIrLnccyaceDnQ/pFs7IWKRg7ZztLefs75zpXDJg2hcclWLTMh//orC2LD2HQnAR3EUpzE1LBqXgNC08aZpZmBccM63wbZt/xLShqLWCbX77AArjflP/1n5Th1ljPT9nfBszURQ4FkcWlza+8grTjnPWJa+wz6IQnzANbx+WoszC2MTPLa3CXKUdNnYV9qEwtyLvpvkYPLyLwQNniIjJAtXEAQIKLfOpY7F+a48U4g7o7llxQQq7fe5akUcLByMYVNShwLLAy4ACRbuBr2uhu90tqjJzXolCzxxWOtdVZL9BezuKbyc0dKOgd/fj/PcNSpFt4Yydet92BgU83zz3UpRdvoj7tXxWVefO7W/Cs4o849s1Mndx9U5YTNJ5RQsLK0J0WIdxm+0mdVgYz3Xt8LDYytsXq59Po53Hh0O75p7mYi1Ce+bcYWG5K+9dd65vgC9Ie9Z+c2ZPzszPmfVdAcNXVPzc84LpwAyubclp04oZFYuwzLKEQWEGp7OuNhTkDvzLYtaNwtzD4owiQ74VxapZCvApKW6cKbOwscCxUEcWVqyLduaNWC1aEMmjyDS7+URpl8IGTW3wk9k2GRRHFieZ+aEwyz6014KZOgsjZ7rUzcIshd0+d9QMjnnLbF9mwMfBY6aJ89OJgQmLKs8dzyF5u7D6z732m6cd/mN57vEvi2znMszYkbcMXlzNHEzIebf4PP2u+cg1j3j0L/J+5fZIf1b5tXMgnJqP0a65J2mnTxHaM/cbjMdVOzm7RuYurm0UjKAM1OIzCe47aUy8crFcM+1u0tG8k3Q3/HtcNg2vsXmcflWxYWyP7bJ9+mbisW6fcD9r83m0c9vhR7N2p/gVpX1c1Yy1OO02m8hjPbV2HOerT+FdY6HtwGytFYWTBVRmuSwwFssi2w6WRaTLLUiOsT0UTc46l6OYsZCxyMm/MLfAyawtQnsld2hHnGYWNs6YleegwC3MYdq5j7o4eJCZtuTvaoDpIEEGBvxMFIWRRU01kA/0m5uH6EGhboUmvi7uUo5FledOeDxgwct5Ut4157xH9BtZFmVok9y9c+bmb/F5rtkK7+RY1P3Ka75292v5rCpCOzn2m10jcxdXDWAH1cBMiEmHiea+TKJdNotoPeEqWliYdhiPq6+fZ7uhHQardJjD26zN5+mwCl/psCIu1uJv1OK1c9vhi9UuLKw47UHW5iO1Yz8LJ1+HOjNVX2EVvlq7DCq4jn3KswB6vGtS1GIKq1+7xE3LY71Ku8VVa68MKjjLdQpjTGFVVuPzs1QMIGRQwfhuDk7uDq/nqYqHRfYbrOqalbwrAwKbp0+Ydu5L7vfin1U07bdCtPtYm/dyt/mE3Cs8Y5fPKubM3Asrri1o3G+tsDYk1Y7kOlc7J2rs2hti0uHY14Fj9KFvOI8TAx/6+nm2ybbDeG4r3wnB3fDvATduXXo+MndYJXcMLHxsIo/1zNpdVvk02p3YjnZladxWXn39fBHa4/ptOLWH5c5+ZzuO9kruaXmNXYT2qNwrfKXfitAuLKw47UHW5vNo57bDj2btI/NZ5ddus4k81jNrd1nl02h3Yt/eZ1WYdu7Lq51m18jcxbWp/2qVNcMkOAK3r3I6qHsNT5YKvi5J0Ye+UbyTeJBnm2w7jOe2wzO2c9K6XDYtH5k7TDub7Wus1DzWb4d25yYrXrvNJvJYT6fduRlEu8sqn0a7EzvY707uDq++fj5OeyX3eO30CdPOfbXR7jwUPBam/VYL7ZK7zSfkXuHD+y2N9rDc5eGKf1W75p6W19gV7UHW5vNo57bDF6tdWNho1D5qn1U+nvHtGpm/uCKIWjOsBQFbEbB9tSO0e+1NsS5YB/a14VjLyuvia7M2Tx/6VvFYZ5tsmz7RPE6M8i6bhtfY/tx71jm5dwpfyT0tr7FrpZ05MtcitAsLK057kLX5PNq57fC10W6ziTzW02m3rlkfn0c7r9m0fJz2Su410u6yyqfRrrGpXVma028Or75+vgjtefqtwpfPKr1m0/IaOzR3WHHag6zNR2lX3q6RQyiuqOas8LAWTqExYqC4LkytuzkS4SgS1ontdkz/naQdxrZYHusd2NfG0Qh8onmKxmiCvMsqzzbZdhjPbZoTGyMp+Nu8k7vDq6+fj9NeyT1eO33CtHNfbbTzYg/vt1pol9xtPiH3Ch/eb2m0h+Xes65au+aeltfYFe1B1ubzaOe2wxerXVjYaNTOfkvLR+YO82u32UQe6+m0l8+qoWkfmc8q5e0ambu4NqKhJibDRtk4qncng3EUBeuEdWC7DcGbUdHpSyOnFstjvR37WnGMPn7W5ulDXz/PNtl2GM9th2ds3BjwZ85Z+MjcYX7tNpvIYz2ddlyQ8Mmr3Yld0d69vhjtldzjtdOnEO0uq3x67bixrNg07TceV18/X5T2rP1W4R3tRV2z7He2479m0/Iau1baa3G/ZuKxXtEeZG0+j3ZuO3xttNtsIo/1dNqH9qzya6/1syqtdrtGDum1cDMaa6FoTIk7EITTc5miw7jdhqA8rlPrRsv8vL4mqEzxkTSONWOa72dtXqf5fp5tsm36RPOMjQ6DP3NOy2vs0Nxhql1zz8RjvaI9yNp8Hu3cdvjRrJ2j3OK0d/NmScln0W6ziTzWM2t3WeXTaHdiB/vdyd3h1dfPx2mv5J58v4Zp577aaC/4WQXLol1yt/mE3Ct8eL+l0R6WO695W7vmnpbX2BXtQdbm82jntsMXq11Y2HBot2tk/uKKSt2MxFoxmmhHBe9gZ7nG7VYE53EdATRYJiMCj3dmD8qyHR2JNCFxP2vz9AnwbmyHD8au8M7shLHs3JVnbmE8t2maO7V6LMzRjhOO4+rr54vSLrnbfELuFT6839JoD8u9C6NIW7vmnpbX2MOpndsOX6x2YWHFaQ+yNj8atNtsIo/1dNqt+9XHp9HuxB55z6rM2l1W+fTaq59VNO23WmjP2m8VPrzf0mgPy324n1V2jRxCca10eDtHAa5xmtyCiu4FRTWvt4zbTuLkwUriLgvTpBsxmvCziTzWW7GPU/yw2BUeFxR86Ovnk3JX3tbunPBitDu510i7yyqfRrsTW2+WCu/0m8Orr5+P017JPV57XL8Np/aw3Nnv2m96o9E3La+xi9AelXuFr/RbEdqFhal2zT0Tj/WK9iBr83m0c9vhR7P2kfussrXbbCKP9czaXVb5NNqd2LV9Vtk1MndxbUHANlTwdnaWaxwNcH8TTzqqPit5vWUyIsB+HqefNxrBaILttAlPFkm7/mn4ykgEoiNi27yORvx8Uu4Oz9joMPgXoV1YWJvwo0s7+y0tH5k7rE34inabTeSxnk47blT4iHaXVT6Ndid2sN+5rbz6+vk47ZXc47XTJ0w799VGu3O/eyyM2zwntdAuudt8Qu4VPrzf0mgPy734Z1Xx2rnt8MVqFxbWJnwR2oOszRepvVbPKrtG5i6ubW7SatxuRjKNSKoByTFQnWUanMfp1+rjua28+vp5tqt8m4/XE9YA0X7W5vWktVk81+Nyr/DOg0ROuhW7LYHX2P7cO9wb1dFeyT0tr7FrpZ05+vutLYHX2GG504rTHmRtPo92bjt8bbTbbBLP9XTaK9dsm4/Po12v2bYUfJz2Su610W7HbkuRO82JHex3p98cXn39fBHa4/ptOLWH5V4+q5K10+wambu4dqy/Jda+7haSuImgN5HUDTfwdQSqGLdpDascca2cXiPZLDz38zj96E/OMYomT/ZGgE3iud6CfU0RsSs8LwpeHHqys2l3Yle0K+/k7vDq6+fjtFdyj9dOnzDt3Fcb7U4/KWv3Wy200zdMe1TuFT6839JoD8vdueaD12xaXmNXtAdZm8+jndsOX6x2x0an9vJZVT6reE6itGsbdo3MXVzbcbG1ITCDNiGZBgZF0gwyxjIvMEUjuRb4tyFZsml57udx+tFfWbbD9tgu29dYaXnnhLkXS0hsm7dPus2PJO02m8RzPZ1254IqSnuW6yZOeyX3eO30KUJ71n6jae6Ods39ltdvPK6+fr4o7Vn7rcLn1x6Wu9PvRd6vw6u9FvdrFp7rFe1B1ubzaOe2w9dGu80m8VxPp/32Pascvqgf7kfgFiTQiMANSKgOU+kxaPwun3FfHZKiTxN8W9fTkLDF10fw3KbxOP2a4a8s2+F2I6bqPK6+fp7tKs94dmzm4+Tu8DZr85q7n4/LvcIzNjpc2Gzaw3JvE76iXXNPy2vsivYga/N5tHPb4YvV7littFeuWT+fR7vTb8Vrt9kknutZtWftN5oTO9jvTu4Or75+Pk57Jffk+zVMO/fVRnuxz6qs2ukbpj0q9wof3m9ptIfl/k15VinP+HaNzP+FJlT0xrW30OBNaXgMqv5dPuO+utU8MTxBTJQJfyimfH0Ez20aj1Ncs7AVntvKq6+fZ7sOXx2b7TAfJ3eHt1mbp4+fz6Pdzj2bdj6U7NxVOzt8+LVn7bcKH95vabSH5d4mvHMu2K7mnpbX2MOpndsOX6x2x4rUHmRtfjRot9kknuvptBf7rHKu2epnVR7tldyTr9kitGftN5rm7mjX3EfPs4q89ltaXmM7uTvx7RqZu7g2cCSCSj0G1ZwV/E6fSVXHMR2NcETQgsRpzkgGCUfw3qiAJw1xmoTNxnM/j/tjsx22x3bZvsZKy2ts6gqLXeF50ovTzk5Py2fRbrNJvMbOoj1rv9F4vKJdc8eNZvHq6+fjtFdyj9ce12/Dqd3OvVp7pd/yaK/OPb/2qNwr/Gi+X8tnVRSfVfs391lVXSNzF9cxHEmI6BsIVm1S1SVpJshEmTBGAjAdxdXhWDzPE8sTrCc7Ha+xedyOLSMRtMP22C7bp29a3o5NXfG559PObYcvVrtjo1O702/Fa7fZJF5jJ2vnzezwWfuNxuNh/c5t5dXXz8dpr+Qerz2u32qhnX6O9kru2m+3U3tU7hV+pD+ritfObYcvn1WOdqff7BqZu7jeiaC0O3zGfXex2iNoA4I28YRvQNIwrnNfHY7RJ5rHzeTyzRuCPNsO47lN09iNVmwat5VXXz8flTvz4D4nd4e3WZvX3MO0R+Ve4fNrj8ud2uuFza5dY9dCO3NkriNTe5C1+Tzaue3wo1l75ZoN42+ndif3+Gu2KO1Zc6dpbOaqLI3byquvn4/Tzn1ptMf123Bqj8tdr9k82qtzz689KvcKH37N2jUyd3H1B6wEHerFOjoeUjabxGvsZO1Dv1GZox2bVt6o+W7UorRH5V7hR3NhHR33axZeY39dtNtsEq+xk7WXzyr62tppdo3MXVx/D1Ni274Fu4OCOJ1e96FpwBS5acNHYlznvrtw7I41t8Q3iqdPFM+26RPNs1NwYcG/kScrJa+xw3JnO2yP7WruWXiN7WgPsjafRzu3Hb422m02idfYydpv5dausVW7sll5f2xqr+ReG+1F9RuN50J5+mbhs2jP028VvnjtYddsFl5j10J7Le7XLLzGdrQHWZvPo53bDv/1e1ZpfLtG5i6ube9/6lk7rOMD2JZPTffWT83YrZ+Z8dt+JDZu22fY95npxDH60NdmbZ4+fp7r3Jee/0xi+nnmFsYrG5Y7rQfbXWRh9M3CZ9f+Waj2qNxtnjky16K0sx1Pu8tm4Z3Yw6ed28Lj+DdRu8ZW7cpm5dNot9kk3omdTXvefmOOdmwac1eevnF8mPZsuYdpd46l48tnVVpe2ajc/ddsFt6JPVTtTny7RuYurnfv+0LsHtr+L8zkA1+a+w78xNx/8CfmwUOOPQC7D9v34tg9+2EuY1scz3XumyK84xvOfyk+UTzbDuPt2MzRZrPy/tiq3ck9Xntc7lm0M6afz5M7TftNeNc/LS/avdzza4/KvcI7/cZci9Ieds1m5rFvuLQLSxuB2jW2oz3I2nxu7W5s1a5sVt4fO0y7zSbxGjtZezHPquHQ7uQerz0u9yzai7pmaczd413/tLxox75itH9ZVSNzF9dZH/7OsY9+Z16Fzf74d2bOx39iXvukYtyejWP08fz9FsPPxjaPpeOdeFWx0WYSLywsNPckHvud2MVqd2IPs3ZlYTabmb/N2kNjDzV35cNYWgyfrd/CtCfkTiMLi809isf+qNyFd4+HsrQYftivWRpZWGjuBWhPih3F10K7sLDQ3G+Tdid2+axS/rtrP/JqZO7ievBf/9Oc+b//K6200korrbTSYGVxLa200korrbSCrSyupZVWWmmllVawlcW1tNJKK6200gq2sriWVlpppZVWWsFWFtfSSiuttNJKK9jK4lpaaaWVVlppBVshxfXV41+VVlpppZVWWmmuFVJcH+u/WVpppZVWWmmluWbXyNzFtbTSSiuttNJKC7eyuJZWWmmllVZawZa6uL6248ellVZaaaWVVlpKs2toZHEtrbTSSiuttNLyWVlcSyuttNJKK61gqyqub+z8orTSSiuttNJKG6J5xZX/Ka200korrbTSirJr5v8DBtZpApk2rXsAAAAASUVORK5CYII="/>';
        btn.innerHTML = innerContent;

        div.appendChild(btn);
        ele.appendChild(div);

        console.log('[SnowScriptLog] All Done!');
    }

    function taskWithNap(items, taskWithItems, nap = 100) {
        return new Promise(resolve => {
            let index = 0;
            let next = () => {
                if (index < items.length) {
                    taskWithItems(items[index]);
                    index++;
                    setTimeout(next, nap);
                } else {
                    resolve();
                }
            };
            next();
        });
    }

})();

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