Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit365-10-20021110_191200_20021110_235700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/10 |
Start Time | | 2002/11/10 19:12 |
End Time | | 2002/11/10 23:55 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 14.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit365-10-20021110_191200_20021110_235700-constBx0 |
Minimum Dst Value | | -22 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Data/Model comparison B plot for Polar for time period of this run.
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAOECAIAAADWn8LHAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIE5vdiAxNSAxNzo1MDoyMiBFU1QgMjAyMLBeFmUAAAPvdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsOTAwXSwKICAibnVtYmVyT2ZQbG90cyI6MywKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTExLTEwVDE5OjEyOjAwLjAwMFoiLCAibWF4IjoiMjAwMi0xMS0xMFQyMzo1NTowMC4wMDBaIiwgImxlZnQiOjEwNCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJuVCIsICJtaW4iOi01MDEuMCwgIm1heCI6NTAxLjAsICJ0b3AiOjYwOCwgImJvdHRvbSI6ODM0LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6Im5UIiB9CiAgfSwKICB7CiAgICAidGl0bGUiOiIiLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMTEtMTBUMTk6MTI6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTExLTEwVDIzOjU1OjAwLjAwMFoiLCAibGVmdCI6MTA0LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6Im5UIiwgIm1pbiI6LTUwMS4wLCAibWF4Ijo1MDEuMCwgInRvcCI6MzMwLCAiYm90dG9tIjo1NTYsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiblQiIH0KICB9LAogIHsKICAgICJ0aXRsZSI6IlBvbGFyIHZzLiBHVU1JQ1MgZm9yIENDTUMgcnVuIG9yYml0MzY1LTEwLTIwMDIxMTEwXzE5MTIwMF8yMDAyMTExMF8yMzU3MDAtY29uc3RCeDAiLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMTEtMTBUMTk6MTI6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTExLTEwVDIzOjU1OjAwLjAwMFoiLCAibGVmdCI6MTA0LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6Im5UIiwgIm1pbiI6LTUwMS4wLCAibWF4Ijo1MDEuMCwgInRvcCI6NTIsICJib3R0b20iOjI3OCwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJuVCIgfQogIH0KIF197zsBPgAAAARnQU1BAACvyDcFiukAAI9CSURBVHic7N0NfBT1tfj/SIgh8iSVRkQIEUVB5GIUETHGFZ+giEDxAeXBLaItF1G4iMEYjYJFbEqpTRGVQBCosSrNpWgpF36EEgv1Qn8ppbmRCr9wAcUGaq6m3JTG/Pd/NqPTZR8mm+Wb7GbP5/3Ka1+zs7uz37NzsufszOxsggcAAABGJUR7AAAAAPGGBgsAAMAwGiwAAADDaLAAAAAMo8ECAAAwjAYLAADAMBosAAAAw2iwAAAADKPBAgAAMIwGCwAAwDAaLAAAAMNosAAAAAyjwQIAADCMBgsAAMAwGiwAAADDaLAAAAAMo8ECAAAwjAYLAADAMBosAAAAw2iwAAAADKPBAgAAMIwGCwAAwDAaLAAAAMNosAAAAAyjwQIAADCMBgsAAMAwGiwAAADDaLAAAAAMo8ECAAAwjAYLAADAMBqsWJSQwHpp2o4dO3r16sVrFSZeKABoTbznxiJqYTiGDRu2ffv2aI+izQiVVCQbALQE3ltbQ8LXUlJSJk6cWF1d3eT9W2dgoXz66aezZs3q1atXUlJSx44dR48evXnzZoex2TNlYvDgwX63ZmRk+N7Bnr9///7x48fL8uVZpFsqKSmx5n/++edz5sxJS0uT+Z07d54wYcL7778f+KTJyclnFmXIATjc1GSAzouNoiaTyu8O27Ztc7lc8iLLKpg6deonn3xi37Rv375bbrlFklkyZPXq1fbDfTk/UdD75ObmdmyUk5MT6rEyqhEjRlijmjZtmu+/UqiHB53vsJxQw2vu/HDCcV7IZ599dv/998sgu3XrtmDBgibvb+rFCSouX/lQgwmV/KGS3G9+165dI3txWo3fi+Y7ePm/lrevQ4cOOS8huuNvK2iwWoOdzdI6yL+xdAxh3j8qpLuS5mbx4sUnTpyQq6dOndq0aZP0WA5j8+2fpKXYsmWLfZM8VuYENlgHDx6UZyksLJTly9Xy8nKpJdZNo0aNmjt3rvWmJreuX79e3uwcnjQyDgNwuKnJAB0eG13NbbBuv/126arr6+sbGhqWLl06dOhQa35lZWXfvn0lapkvBUka8TCX7/x08oplZWWdaCSrW64GfZTkobz48tR1dXXShUt1dH54qPmhlhNqeM2dH2Y4zguR0j59+nRJJBnkww8/vGrVKuf7m3pxgorLVz7UYEIlfzhJLve3ew4jr3xLCGyw7OmTJ09K8xT4MdJX1MffVtBgtQa/9LU3vch/9YwZM6zPATIhV/3uf/ToUenG5CNFUlKStB32Byy5Q0FBQY8ePRITE+0l19bWdu/eXXo43zmpqakyR8rhoEGD5HnT09MD36b9yEiWLFkSTiyBM2Vi48aNvv1QZmbmhg0bAhsst9u9bNmyoE8hwcr7mvMg/T5HOrySgS9UkwNwuKnJAB0e67cc34GFer+TCXnzsjbmZWRk7N27N3BRYcYuV2W1Sj5IGsgg/ZIt6OdyX3bSymPtrVZBxxwmv/vL+7W9w1cm5FVtcgmSJPKyOD88nMX6LifU8Jo7P4JwAhcir7m9mmQi/F7EY+7FadGFx84rH2owFjv5m0xyWYh8/JDPqM6DCX+Q2dnZXbt27dy5s/wvW3Mc/t+DvlcEvvkH/rMHxmWFPHPmzHXr1tkzZVrmNGv8ytFgtYZQDda8efPGjh37eaPx48fLVb/7Dxw4cOfOnfJPK5+l5D9Napt9B/l0K/2T3xM99thj+fn59lWZnjt3rkxI42VtdPHd5BCK3Pmzzz4LJ5bAmdbEZZddtmfPHpmQwct04B2EvGv49oK+pJBMmzbNCtxhnL4jcXglg75QzgNwuKnJAB0e67cc34E5NFj333+/fEyUl0LaI/uTtK8wY5ercqt9N0mnwOcKOlR56pdeesnehCkBLl++XPo2SeO7777bThVrz4i8ucsL8vzzz4fzCvhelU8R9uqWCbna5BKkctg9R6iHh7NY3+WEGl5z50cQTuBCfBusU6dOBS7Eod6benFadOGx88qHGoxf8jeZ5NLBSNPT5GDCHOQzzzwjn6vl31/Wvv0P6/D/HvS9Iuibv8MWLHnHyM3NlRbKGpt8mJQPkDJdUlJizQx//KDBag2hdhFKlbJ3dctEamqq3/19SR7L5xj7Dtb+Oz8fffSRfIKxr8pnqaNHj8qEzJQPQL6H0Tjw+xjX5GcdT0CRlgIspVcmxowZY39m8rtnqA+LnsZDT+Q/XD51WUf5SI8YtOHzHYnDKxn0hXIegMNNTQbo8Fi/5fgOzKHBsktsqE/YYcYuVw8fPmzfTR4V+FxBxylkmZJa9hzf/VaBO0D3798vVcF+3w/F4S3eE8bLuG/fPvn4YQce6uFNLtZvOaHG09z5zQ0n6KMmT54sr3BdI5kIf2OPqRenRRceU6980MEEJr8tVJJL41VZWdnkYMIcZM+ePQNfH4f/96DvFUHf/ANfNF/Sk1VUVFg3SVsmdWTBggVy6bsLJZzxgwarNdiJKx9JfQ9yb/Lfb+fOnfKhQfoM6+H2fi6HT67yYcs6qloupZmzZu7du1caAvnsJf//8kHNebTdunULbGicy7DfwOTfWxoj+dwjl9YHnWZtwfIl7yAzZ84M/GTpN5Iw38h8nckWLIcAw9+CFc5V57sFnRkq9ibv5rAFKz8/f/jw4dZVyUbfzSpBv2ogr0DHjh3txfo26KHGE+ozcdCH79ixo1+/fr47TCPbVBC4nFDDa+58I1uw5N9Q3i7kFZaaumzZMt9Dpx0GY+rFCSouX3mHwfglvy/fJLesX7/e7/ja5r44zfo0a2ny/z3om7/Dm4P8Uy9evNjeWCUWLVokd3jppZeajAt+aLBaQ6i3Bnnf9N2oELgFS+r3xo0b6+vrZVoum6yFnsY3C2uPuFzan0J8b7U3XYQibZnvfka/Z0xPT/f9iOZpPOrZ3mxm302WIO8+9rFcgSN3u932UQVNCvoJyfdFaPKVDOQwAIebmgwwzLj8BiYdqv2GVVtb26wGK8zYEyLagmWzV4HL5XLeb+UJVnsC+T2d31Edvu/vfuSTg+RbeXl5OA93WGzQ5YQaXnPnhx9OOAsXq1evnjp1apP3N/XiBBWXr7zzYCxB338CkzwjI+M///M/wxlMmIMMtQUrzP93vwf6vvk3eWf7g5MUEXl9Nm/eLJf2YCJLb4VosFpDqLeG7Oxs67AYqaljx44NPAarW7du9u7zyZMnh1kLBw8eXFhYePvtt9tzpOpb/xvyPybLdB6Y/PfK/6F8arEO1ZTCL/9d9j3lw82wYcOsI5A8jd+Sk493MtN5YIEjt75t9+qrr1rt4759+yRA66YRI0bIu55VxU+cOCEvS9B/YN/navKVDOQwAIebmgzQ4bGhBi+uvvpq+YBofS/v/vvvb1aDFWbsCY3HYNU2CnoMllQL++BcT+N3HSQWT2MhycnJsVeBVHp7v9X06dPtqi85Zu1JOXr0qCzf90gU51fMYn0vScJ3/l7SsmXL5FOHX4vv8PBQ80MtJ9Twmjs/zHCcFzJz5kxZgmTFpk2b+vXrF7ijyu/+pl6coOLylQ81mFDJ75Dk27ZtCzzW+wxfeesYLLmb7zFY4f+/22MOfPP3+2f3fay8ccmbvzSLnsYD6gcNGrRz506ZliogM60vR0eW3grRYLWGUG8Nkr6zZs1KbiRvplbu+t5f3lj79u2bmJgoNVveC8JssCTdZYHy72TPeeuttwYMGCCfw+S/xXcXYajlyNuH1E75bCRPbZ2JyndpBQUFspykRjLhu8Em/AbL03gcg/UdSXkW6TDs80W9//77d999tzVfWj15Fwt65jDfRTX5SgYVagAON4XzLu+w2KD39zRuxpc3L2tFL1++vFkNVpixy9X8/Hx5h5W7WQdR+d1t6dKlcpN9VYYtnbpclYf4na/o+eeft5YzceJEe2+yfX/52C1v+vZWrqCx+7LnSyVr8sw6CQGafHjQ+Q7LMTU/nHCcFyK9rPVlgltuuUU69Sbvb+rFCWeE8fHKhxpMqOR3SHJpOOyTBTb5IoQ/SHkWuY/ftwjD/H+3JoK++fv9s/u+AjJ/zJgxVn8pbxRr1qyxlylvTTKnWeNXjgYLAADAMBosAAAAw2iwAKA1JAcT7UH5axODbK64DAqxjwYLAADAMBosAAAAw2iwAAAADKPBAgAAMIwGCwAAwDAaLAAAAMNosCIReP5fAAAQjmjX8FaiJc4zpzM/AAAwSE8B1RKnWXryAwAAg/QUUC1xmqUnPwAAMEhPAdUSp1l68gMAELGysrL09PTWPcApmjp06DBx4sTjx487vCYJagqoljjN0pMfAICISXe1YsWKurq6aA+klUhrNX/+/P79+zvcR08B1RKnWXryAwAQMSkWerorm3OJ1FNAtcRplp78AABETGexoMGyaInTLD35AQCImM5iQYNl0RKnWXryAwAQMZ3FggbLoiVOs/TkBwAgYjqLBQ2WRUucZunJDwBAxM68WPieBCElJWX8+PGHDh1q1mMTExPlgYMHD543b96nn34azqPObMg0WF/REqdZevIDABAxs83KyZMnc3NzpVVq7mMbGhoqKirksampqYcPHw7/GSNDg2XREqdZevIDABCxUMWipqZm4cKFeXl5zufkDLqE5ORkuZw5c+a6devsmTItc5p87OLFi91utzV99OjRCRMmpKSkJCUljRo1qrq62nP6BjOHuzV3zOHfGk+0xGmWnvwAAEQsVLGQ7spqYqTHCn8JtbW1ubm5WVlZnsaNUi6Xa8OGDTJdUlJizWzy2T///PPOnTtb0wMHDty5c6csp76+Pjs72268/B4V6m5hjrm5t8YTLXGapSc/AAARM9Jg+erevXtFRYV1U3V1dd++fRcsWCCXQTcsBX32pKSkwJnSP9mNl0OB872b85gjvjWeaInTLD35AQCImNldhKdOnVq8eLHvxqpFixbJHV566aUwn/3EiRNdu3a1pnfu3CmLSklJsY+FD/qoUHcLc8zNvTWeaInTLD35AQCIWEscMG4dgyUqKirS0tI2b94sl0G/Whj4WGnI7H18vXr12rhxY319vUzLpX1nv0eFuluzxhz+rfFES5xm6ckPAEDEzDZY0t9Ih5SRkSHTdXV1gwYN2rlzp0xLjyUzT506FeqxDQ0NlZWVubm5PXr0sL9F2K1bty1btngadzVOnjzZvnPHjh19z+YQ6m5hjrm5t8aTeIvzs88+S09P91t/klUdG+Xk5IQzv0l68gMAEDGz58FKTk4eM2bMwYMHZf706dPXrFlj32358uUyJ9Rj5YHSgWVnZ/seqrVp06a+ffsmJiampaUtW7bMHurSpUvl/vbVUHeLOGo9BTTe4pw7d+7ixYt9119hYWFWVtaJRi6XS646zw+HnvwAAERMZ7GgwbLEVZz79++XRttvJ7F0Udu3b7emZSIzM9N5fjj05AcAIGI6iwUNliWu4hwzZsxbb73lOX39paSkNDQ0WNMyIVed54dDT34AACKms1jQYFniJ84dO3YMHz7cmvZdf37r0j4FSKj5vg90YD4AAEB80VksaLAs8RPn4MGD9+zZY02zBQsAEHU6iwUNliV+4gy1kcnvWCv7FG2h5of5XOYGDgCITzqLBQ2WJT7jDPwWYXV1ddBvEQbOb+7yAQAIKj6KRZNR+N2BBssSn3H6rb+cnJyg57sKNb+5ywcAIFB8FAsarMhoidMsPfkBAIiY2RONpqSkjB8/Puiv4oR67ODBg/1mZmRkNHdUNFiR0RKnWXryAwAQMd9i8WWD57eHPae+jHwJJ0+ezM3NDeyZHB47bNgw64duLJs2bZI5NFitQ0ucZunJDwBAxHyLxZ6PPVe/6rlhlefpbZ4Pjnr7reYuwWL92PPMmTPXrVtnz5RpmRP42I0bN7pcLntOZmbmhg0b7GXW1dXNmDHDOlRGJuSqNf/UqVNut1ueKDU1NT8/33cMOTk53bp1k5vuv//+2traoIOkwbJoidMsPfkBAIiY3xasrQc9czd7riv0dlqj1nl+vMtz4K/NWII0NLm5udZ33hsaGqRzkm5JpktKSoJ+Ed567GWXXWadw2jnzp0y7bvMefPmjR079vNG48ePl6vW/OzsbLlqz7fv/+yzz8r9T5w4UV9fP3369FmzZgUOMvCqQ0TxTUucZunJDwBAxIIWi5o6zzsVHneJt82Sv/ve8azZ6zlxMuQSfHXv3r2iosK6qbq6um/fvgsWLJBL319x9nv25cuX33333Z7GHztZtWqV76h69OhhH9ElE6mpqdZ0z549Dx8+bM+379+rVy97/smTJ7t27Ro0TBosi5Y4zdKTHwCAiDkXi8Ofe17e7Rnzxled1qxfed77s/9BWr5LOHXq1OLFi303Vi1atEju8NJLLzk8e0NDgzRGGzZskEvr9Nr2Mv2GF+qXTnzv7ysxMdH5/g6j0kBLnGbpyQ8AQMTCLBblxzyLyjyuIm+bteO/m1iCdQyWqKioSEtL27x5s1wG/Wqh/dj8/PyOHTsuWbLEb36PHj18t1SFswXLYVOZw5jDvzWeaInTLD35AQCIWLOKxZcN3oPfT/4j5BLq6+sXLVqUkZHhaTw+fdCgQTt37pRp6bFk5qlTp8J8dnu+faxVbW3t2LFj/Y7Bqm0k8+37L168eMyYMUePHpXpjz76yO12B30iGiyLljjN0pMfAICImT0PVnJysvQ3Bw8elPnTp09fs2aNfbfly5fLnDCf3fdbhLNmzUpuNHPmTLtFkwlZWlJSUrdu3fy+RSg9Vnp6emJi4uDBg996662gT0SDZdESp1l68gMAEDGdxYIGy6IlTrP05AcAIGI6iwUNlkVLnGbpyQ8AQMR0FgsaLIuWOM3Skx8AgIjpLBY0WBYtcZqlJz8AABHTWSzat2/vcKue10RLnGbpyQ8AQMQ6dep07NixaI+iVRUXF/v++mEgPQVUS5xm6ckPAEDE3G73/Pnzoz2K1iPd1bnnnltaWupwHz0FVEucZunJDwBAxI4fP96/f/8EHdq3b+9yubZs2eL8miSoKaBa4jRLT34AAGCQngKqJc4z59eqR3s4AAC0PXoKqJY4zdKTHwAAGKSngGqJ0yw9+QEAgEF6CqiWOM3Skx8AABikp4BqidMsPfkBAIBBegqoljjN0pMfAAAYpKeAaonTLD35AQCAQXoKqJY4zdKTHwAAGKSngGqJ0yw9+QEAgEF6CqiWOM3Skx8AABikp4BqidMsPfkBAIBBegqoljjN0pMfAAAYpKeAaonTLD35AQCAQXoKqJY4zdKTHwAAGKSngGqJ0yw9+QEAgEF6CqiWOM3Skx8AABikp4BqidMsPfkBAIBBegqoljjN0pMfAAAYpKeAxk+c27ZtGzFiRHJycufOnadNm1ZdXW3flJub27FRTk6O70NCzW+SnvwAAMAgPQU0fuIcPXr0li1bGhoa6urq5syZI82WNb+wsDArK+tEI5fLJVed54dDT34AAGCQngIan3FKm5WUlGRNSxe1fft2a1omMjMzneeHQ09+AABgkJ4CGp9xbtq0yd6ClZKSIv2WNS0TctV5fjj05AcAAAbpKaBxGOe+ffsGDhx46NAh66rfurS3bIWab0tw1GLDBwAgbukpoPEW544dO/r167d37157DluwAACIEXoKaFzFWVJSkpaWVl5e7jvT71grueo8Pxx68gMAAIP0FND4iXPZsmW9evWqrKz0m299W7C6ujrotwgD54dD8iM9Pb2mpsbY6AEAUIAGq+1xOEwqJycn6PmuQs0P87mqqqqMjBwAACVosOCELVgAAESABgtO9OQHAAAG6SmgWuI0S/Jj8uTJbMcCAKBZaLDgxGqtOBILAIBmocGCE8mP733ve3J5ySWX1NbWRns4AAC0DTRYcKInPwAAMEhPAdUSp1l2fsyfPz89Pd3lcrEdCwCAJtFgwYmdHxyJBQBA+Giw4MTOj7vuukumU1NTN27cGHgSeQAA4IsGC07s/Kivr6+qqhoyZIjM6dChw7Fjx6I7MAAAYhkNFpz45Ye9o/Cxxx4rKiqK0qAAAIh1NFhw4pcfBQUFLperS5cuHI8FAIADGiw4CZofl1xyidVgFRcX79u3r/VHBQBAjKPBgpOg+bF79+68vDzreKz27duXl5e3/sAAAIhlNFhw4pAfLpfL2o5VWlraiiMCAKANoMGCE4f8ePvtt6XHuu2226ZMmTJ//vy6urrWHBgAALGMBgtOmswPtmMBABCIBgtOmsyPkSNHWg1WWVlZ6wwJAIDYR4MFfwmnc77zkSNHioqK7rvvPrlneno6JyAFAMBDgwVnYeYHOwoBAPBFgwUnYebH448/Lvfs3LnzhRdeOGzYMLZjAQCUo8GCk2blh70dq7i4+Pjx4y03KgAAYhwNFpw0Kz/cbrfcPykpSS47depUWVnZcgMDACCW0WDBSbPyo76+vqqq6vrrr7e2Yz3wwANLly6VmS03PAAAYhMNFpxEkB8FBQXp6endunXjsHcAgFo0WHAScX7Y58fKyMgYN25cTU2N2YEBABDLaLDgJOL8qKyszMvL69evn9VmZWdnl5SUmB0bAAAxiwYLTs4wPyZPnixLOOuss6w268EHH+SoLACABjRYcHKG+VFbW1taWnrttdf6nhr+yiuvvOuuu+QmU4MEACDW0GDBiZH8KCsrc7vdffr08W2zli5dWl5efuYLBwAgBtFgwYlzfry823NdoefF9z1fnGp6UR999FFeXl5GRoZvm0WPBQCISzRYcOKcH9JdXf2q9++2tZ7SqrAWWFdXV1paOmTIEPuc7/yuDgAg/tBgwUmTW7CsBsv6e2KL5y9/C2uxmzZtcrlcffv2leV36NCBc74DAOIMDRacNJkf5cc8E37+zx7LVeRZs9fzZUNYC7d/u3DkyJGzZ8+uq6szMGIAAGIADVYrSUxMjO4AIhNOfkg79eoez9AV/2yz3CWeiuqmF26d871Tp052m/XII49wSlIAQBygwWolcdxgWapqvH2V3WNJv7VkZ1ibsu644w7fw96zs7N37959RoMGACDaaLBaSdw3WJaf/8m7l9Bus8YVe/Z83MRDjh8/XlRUdPvtt/u2WYsWLaLNAgC0XTRYrfX0CQmJwSQlJbXCs+fm5nZslJOT06wHRpAfJ0565m72P/i9pqnDq2pqaqTNso/KsnXq1IlOCwDQ5tBgtZIobsEqLCzMyso60Ug6GLka/mMjzo+tBz2j1v2zx5LpJjdliS1btsgIe/fu7dtjde/e/YorruCbhgCANoQGq5VEscGS7mr79u3WtExkZmaG/9gzyY8vTnnPQeq7KevVPWEdlVVWViZtlnVK0rPPPttqs8aOHZufn883DQEAbQINVitpnV2BQaWkpDQ0fNXXyIRcDf+xZ54fpVWem1//Z4/14AbPx1804+F5eXkyhnbt2lltVv/+/UeOHHn8+PEzHBUAAC2KBiv++a3jwFYvwdGZD+Avf/M8vPG0c2VtPdiMh1dVVU2dOtV3SPn5+UeOHDnzgQEA0EJosFrVoUOHUlNTfQ94b4UtW9HdgmXzO1fWi+97Tv4j3MceO3YsLy/vpptu8m2ztmzZYmpsAACYRYPVqnr06LFq1Sq73WkdfsdgydXwH2s2P8qPeca88c8e6563PftPNOPh1u8Yjh492u6xOnTo8Prrr+/atcvgIAEAOHM0WK1KXu5W7q48X3+LsLq6ujW/RRjKF6c8M979Z491XaH31FnNUlJSkp6e3rVrV9+tWbNnzy4uLjY7VAAAIkaD1aqkLYjK9+BycnJa7TxY4Viz97TdhRN+7jnw1+YtoaCgwNrT6ttmvf322y0xWgAAmosGq1UtXbrU7XbX19dHeyDharn82H/itN2F8vdsqfdw+GYpLy+/5ZZbLrzwQqvBateuXYcOHdhjCAAw64tTnsOfew902XrQu+Pl1T2eRWWe2Zu8vxEntey6wtPKmfVHg9WqonUm94i1aH6c/Ifn6W2npaPk6Mu7Pae+bN5yKisrpW297LLLrDbr8ssvHzly5Ntvv02nBQAaRND9tMIfDRactEJ+7PnYe7S7b1Lettb7HxLOKUl9rVixInCnoTReL7zwAqcnBYDYJG/1J05692lILXjvz56ics/3t/5tzi9rJ73x+ZjVtTeurI9Kb0SD1Sxa4jSr1fJjx3977nvntNQcV+w9SWlz2yzrxKR+zjvvvD59+tx5553Tp0//v//3/1rn0KqtrV24cKHc/z/+4z9KS0vb0H5bAHrE5rYZhX8ZP60btKiqf/aui2eU9JmyoufYhak3PdLtqrs6X+rq0KN/u+ROfnXnrLPOosGCk9bMD+ml5O3D78As6brC+RFDX2VlZa+88orL5erXr19gs2Xp0aOHdF2+c6TTqqqqapHAAMSkmjrvhpPfHvb8cr/nZ3/0FHzgPRJ01q+8X7uhd2lbf83tfoKyWiLrh0M6dOggl+eff758OE9LS/O77Nu3r1xeffXVUmhuuOEGubz77rvdbvfcuXOllDz77LNyKR/gabDgpPXzQ9qsdyq8Z3v3/eeZ8gvP5gPNODGppaamRlJ84sSJ4fxrWXJyckpLS1skMCCWHDt2TD5RtPUNt9IhHfir54OjX+1aevF9z6xf/u9da/5n1Oq/X/taQ9SrPn9h/g1afOTyvH2Xzi3t+923pTe6aNwz/b712NDxjwwfO/3Gkd++9tpr5dNy7969paGRbmbcuHH333//zTffnJWVdeedd06ZMuW+++6zLqXFsS7nzZsnLU52drZc/vSnPy0qKlq9erVcvvHGG3KZn58v859++mm5fO655+RyxYoVMv/tt9+Wy+3bt0sVkPJx5vlJgwUn0cqPL055t4T7fYK8YZVn4W+avUFLHDlyRGqJ/OfIf9TFF1/co0cPq52S/9Lvfve7N954Y3p6um+bJR9H7r333qmNXn75ZXkgR3EhDuzevfutt9667bbbrrrqKutn1Dt27CiXt99+u9SkHTt2NNlylZeXS+2x6tD3v/99qUzLly+X6aBbf/32bb30ft2Tv/pixr///b43/z7y9X/QAIX5Z2TbTCxr3769XA4fPlyScNWqVZJgcfN+m0CDBQfRzQ/5bDp3c5AN9aPWeTfmN/fUWb6ONLKvSuGRHuvcc88N9RYwY8aMZm3ZKi4uLigo+Na3viWfsaSHkzr03nvvxdMbB5xJw2H85zKPHTt24MABaW5+/OMfS0KOHj360ksvlU8LVqskn/Llo8Ljjz8uybZlyxZJNutzhZWKd9xxx+DBg/2+AuLHurV///6yHEnanOdeeOL7Bf+64LWbpy8a+p0fXnTXC2mTlvd75F2p9FLvpepHvfM4878rl9YMfK6y3+wtF01b23tiwQXfyu2eOb3LwJHSuJx9XnqTvYvvviSrVU1JSbFfSWt/U+uwRpKUlGSN54ILLpA3tKFDhw4bNuy666675pprZMK6lDyxL2VOnz59evfu3aeRlUL3Nrrvvvt8L8ePH3/DDTdcffXVaWlp559/vvWk8iw9e/aUmfJEwxvdddddkyZNeuKJJ5566qnc3Fz5QLty5Up7u9FvfvMbSUvr8re//a1c/u53v4vv418TaLDgIBby4+Q/vDsNH9wQ5P1xyi+8R0409+xZoVhn1XI4cuvFF1/88MMPX3jhhezs7KlTp8rnrX379vktZNeuXfK2Euod0Hr/nTVrlrzdGNkEjWaRt3LpOaRNkbd1Wd3hP1AeZe1TC7yUPkaW9otf/EI6m29/+9sJX38iT2gstFLzpCZdeOGFctm3b98JEyY89NBDL7/8svQ9vk1YWVnZpk2bFi5cOHfu3AceeECap4suukgqmVWqfS+/WvI55yanXtLpksxuV92VetMjPcc8K93PJTM3xlP3E85fxk9qr1j40WXzyi6aXtz7rh+ef9vjF4+cdcPEudePnnTjLaNGjBjhcrnuvPNO+VeVVSOX0i7I5fe+9z37QBn7cBm5nDdvntw6atQo+wjOc845Ry6Tk5PlskuXLrISpU+VHiInJ2fr1q1/+MMfZCUeP37cL8H27t0r/+ArVqyQZS5YsEAu5V9elnz33XdLB3PbbbdNmTLlO9/5zpNPPrlo0SJpQdauXSv3f+2116y9WvIGIveXdxhrz9c999xjX8pCpHd5/vnn5VFvvfWWJJ58OPRNSMP/MDgzsVBAW4eWOM2Kqfz4+AtP4e+93y4MfJ+97x3Pj3d5D1Zt7jm0gpLiJ+9fa9asWbZsmZTDK6+80rdJ8iWf3uQ9Ud7X6urqpPGSN8TwP3TKJ8JmHVm/fPnyxx57rFu3bglff1yWN/pQe2fijLy8EubOnTslXqmIVhWUWiUVdEojqUb/+q//ah9vYX1i/uEPfyj3lA/fcs+BAwfKK9apUye7U7HWplRQ61N+ZmamrGj7A7q1WcK6tNpiq22yHhV46Yvu56vu5+t9W5c+8ss+U1ZcOmlp/wnPXD561iU33Jtx03hpgOQ1l1Zm7Nixdutz++23y8qyNqVYRxDLtFyOGzdOVvGtt94q82Vl+R1ZnJ+fL6s78NOOqcT79NNP5ZJPRGiumCqgLUpLnGbFZn788S/eo1lvfj3Ie/p1hd4vAa3Z27yfkXZWWVk5cuRIv+O0TiuoAXteLrvsMut4gs2bN1ubJeRj65AhQ6zGyNcVV1wRdEuYReZv3LhRWoSrrroq8HmtfRA9e/aUSvPggw9KeyEtiFSCwB2RUhtkvgxG6tCLL74o98zNzZVL+Sgvzy4ti8z/4IMP5D61tbXGXrivWVWqpKTE3mAgTycfvj/88EOZv3//fpneunWrzHzzzTfl8ic/+YncRwYmccnrI6+89ZVPe8tQS6NDkr9rXqm/4eWaWwqOTF7z6b+++cmPf3vq53/yHk2152NPVU3wb5xIusqqlIy1e1xZraaOFwbanISYLKAtQUucZsVyfnzZ4D1R1hNbTvtZQ9+/29Z6v3T9y/3es9iduV27dvXv379Pnz7W/oXXXnvt4YcfDqzNvXv3lragrKws1HKkg5k9e7Z8EPd9lPQQ8qiHHnrI+lZLdna2fJQfOnSodVCFL2uOtecikHWrLFyWIw2N1LZ58+bdf//9Xbp0SQh9UIg132pfevXqJSOZOXOmVEfpLP0GL/2QLPO9996TW5ctWybP8sorr8j0r3/9a5l/4MABuUNFRYVMyysgl4sXL5Y+KTU1NeizWwcPWWO2tgOFf9iK7xeq/R7VvlP3Dj36dxk48rzh7vNve7z3xIL0B4ounbN1QG75lT86EfXGxciffJAY84b3TEhzN3u/+fHybk+T3Q+AVpYQwwXULC1xmtUm8uPjL7xd1JNb/U/u4Psn1WjGu95vJv72sPf+Rli7BWfMmGFtl7rnnnuk4Qj/0OaCgoK77747/GbC2h3pe+SQXB0/frzVpgQK3HUVasmh5lu7xtLS0qT/s756aTVDgY/ybdF8d6VFwG/r0YV3Ppc2afmls977l6d/f/UPPx6y/B9Rb27ofgCEI6EtFFAjtMRpVpvLj4pq7+lwHt7YxEkCb1jlPUD+xfc9JZXelqsmet/tKykpWbRoUeDOL6tlsbYnLVmyxGE/S2Vlpdz6ox/9aN68eYMGDbJPQuG7nE6dOlkbydxu97/927/Zx97+5Cc/KSoqmj179pQpU6SB6927d+A2szMny5Rnv/XWW727Jr+/dM7zy781c8n103805LuvDfzeuozZ/z70uT1D86uu/en/RL03okMCYEqbK6AR0xKnWW03P6QK7vhvz5Kd3pMyh1NTR63ztlyzfuXdq1jwgffLie/9+auC2grtl3XwijRJ9tFR1g6+yI6IWr58uSzhrrvuko4qJyenWQfCWzsBn3nmmUmTJkl7l/D1gd6dO3f2NnwXD8gaM+nWKfPG/9tP712w/r4flo5e/P5Ni/8w7IXKa3507Kplf496b2R1z7LSZ7zr/SlxSQBZlb/c722j//gX7xdOm/vjSwAQmbZbQJtLS5xmxUd+SE2V4iqFdlGZ93QPoY7Zaum/lu7h4uM3y9h6BCA+xEcBDYeWOM2Ky/w49aX3JKXS3Ejxlio+rjhqLZfCP3mpb1vrueftfzaa71R4v6wg/dPHX7B5CUD8iMsCGpSWOM+c3wE00R5Oa5CWS6p7+TFvpS+p/GrbzxNbvMdySft1w6ro9yUx8sfmJQAIk5IC6qHBioye/GhprdDD0f0AQOzQU0C1xGmWnvwAAMAgPQVUS5xm6ckPAAAM0lNAtcRplp78AADAID0FVEucZunJDwAADNJTQLXEaZae/AAAwCA9BVRLnGbpyQ8AAAzSU0C1xGmWnvwAAMAgPQVUS5xm6ckPAAAM0lNAtcRplp78AADAID0FVEucZunJDwAADNJTQLXEaZae/AAAwCA9BVRLnGbpyQ8AAAzSU0C1xGmWnvwAAMAgPQVUS5xm6ckPAAAM0lNAtcRplp78AADAID0FVEucZunJDwAADNJTQLXEaZae/AAAwCA9BTR+4ty2bduIESOSk5M7d+48bdq06upq+6bc3NyOjXJycnwfEmp+k/TkBwAABukpoPET5+jRo7ds2dLQ0FBXVzdnzhxptqz5hYWFWVlZJxq5XC656jw/HHryAwAAg/QU0PiMU9qspKQka1q6qO3bt1vTMpGZmek8Pxx68gMAAIP0FND4jHPTpk32FqyUlBTpt6xpmZCrzvPDoSc/AAAwSE8BjcM49+3bN3DgwEOHDllX/dalvWUr1HxbgqMWGz4AAHFLTwFtw3EG7XV27NjRr1+/vXv32nPYggUAQIzQU0DjKs6SkpK0tLTy8nLfmX7HWslV5/nh0JMfAAAYpKeAxk+cy5Yt69WrV2Vlpd9869uC1dXVQb9FGDg/HHryAwAAg/QU0PiJ0+EwqZycnKDnuwo1P5znMjNoAAA00VNAtcRplp78AADAID0FVEucZunJDwAADNJTQLXEaZae/AAAwCA9BVRLnGbpyQ8AAAzSU0C1xGmWnvwAAMAgPQVUS5xm6ckPAAAM0lNAtcRplp78AADAID0FVEucZunJDwAADNJTQLXEaZae/AAAwCA9BVRLnGbpyQ8AAAzSU0C1xGmWnvwAAMAgPQVUS5xm6ckPAAAM0lNAtcRplp78AADAID0FVEucZunJDwAADNJTQLXEaZae/AAAwCA9BVRLnGbpyQ8AAAzSU0C1xGmWnvwAAMAgPQVUS5xnLuF00R4OAABtj54CqiVOs/TkBwAABukpoFriNEtPfgAAYJCeAqolTrP05AcAAAbpKaBa4jRLT34AAGCQngKqJU6z9OQHAAAG6SmgWuI0S09+AABgkJ4CqiVOs/TkBwAABukpoFriNEtPfgAAYJCeAqolTrP05AcAAAbpKaBa4jRLT34AAGCQngKqJU6z9OQHAAAG6SmgWuI0S09+AABgkJ4CqiVOs/TkBwAABukpoFriNEtPfgAAYJCeAqolTrP05AcAAAbpKaBa4jRLT34AAGCQngKqJU6z9OQHAAAG6SmgWuI0S09+AABgkJ4CGm9xfvbZZ+np6X7rLzc3t2OjnJyccOY3SU9+AABgkJ4CGm9xzp07d/Hixb7rr7CwMCsr60Qjl8slV53nh0NPfgAAYJCeAhpXce7fv79v37719fW+60+6qO3bt1vTMpGZmek8Pxx68gMAAIP0FNC4inPMmDFvvfWW5/T1l5KS0tDQYE3LhFx1nh8OPfkBAIBBegpo/MS5Y8eO4cOHW9O+689vXSYlJTnP932gA/MBAAAQ7/QU0DYcp1+vM3jw4D179tg32XdjCxYAADFCTwGNnzhDbWTyO9ZKrjrPD/O5zA0cAAAt9BTQ+Iwz8FuE1dXVQb9FGDi/ucsHAABh0lNA4zNOv/WXk5MT9HxXoeY3d/kAACAcegqoljjN0pMfAAAYpKeAaonTLD35AQCAQXoKqJY4zdKTHwAAGKSngGqJ0yw9+QEAgEF6CqiWOM3Skx8AABikp4BqidMsPfkBAIBBegqoljjN0pMfAAAYpKeAaonTLD35AQCAQXoKqJY4zdKTHwAAGKSngGqJ0yw9+QEAgEF6CqiWOM3Skx8AABikp4BqidMsPfkBAIBBegqoljjN0pMfAAAYpKeAaonTLD35AQCAQXoKqJY4zdKTHwAAGKSngGqJ0yw9+QEAgEF6CqiWOM3Skx8AABikp4BqifPMJZwu2sMBAKDt0VNAtcRpVgIAAIhItGt4K9ESZytohaSJg6eIgxDi4yniIIT4eIo4CCE+niIOQoibp4gbvFLGxEdm8y6m5CniIIT4eIo4CCE+niIOQoibp4gbvFLGxEdm8y6m5CniIIT4eIo4CCE+niIOQoibp4gbvFLGxEdm8y6m5CniIIT4eIo4CCE+niIOQoibp4gbvFJoVfxzxghWRIxgRcQIVgSMI6XQqngXixGsiBjBiogRrAgYR0qhVfEuFiNYETGCFREjWBEwjpRCq+JdLEawImIEKyJGsCJgHCmFVsW7WIxgRcQIVkSMYEXAOFIKAADAMBosAAAAw2iwAAAADKPBAgAAMIwGCwAAwDAaLAAAAMNosAAAAAyjwULktm3bNmLEiOTk5M6dO0+bNq26utq+KTc3t2OjnJycUA8PdZ9wHgtfDisi4WsOD2dFmBJqRTisIF+sCFMcVoTL5bLmT5069ZNPPgn6cFYEjKDBQuRGjx69ZcuWhoaGurq6OXPmyDuaNb+wsDArK+tEI3k7k6uBjw11n3AeCz+hVoTNocFiRRgUakU0uYI8rAijQr3gt99+++bNm+vr6+WmpUuXDh06NPCxrAiYQoMFM+QNKykpyZqWt6Ht27db0zKRmZlp382u9KHu4/BYhMN3RdgCGyxWREsLuiIC57MiWlqoFSGSk5PtaVYEjKPBghmbNm2yPyampKTIm5o1LRNy1b6b/S4W6j4Oj0U4fFeEzaHBYkW0kKArInA+K6KlBV0R8kq+9NJLo0ePtuewImAcDRYM2Ldv38CBAw8dOmRd9SvnQT8+hrpPOI9FKH4rwuawi5AV0RJCrYhQ8z2siJYR9AW3jkpMTU396KOPAh/CioApNFg4Uzt27OjXr9/evXvtOeF81ONjonGBK8Lm0GCxIowLtSIcVpCHFdECHF5weSXz8/OHDx8eeBMrAqbQYOGMlJSUpKWllZeX+870O1hBrgY+MNR9wnksAgVdETaHBosVYVaoFeG8gjysCNOafME9IbZCsSJgCg0WIrds2bJevXpVVlb6zbe+blNdXR34dRu70oe6j8NjEUqoFWFzOAaLFWFQqBXhsIJYES0h1As+Y8aMgwcPysTnn3+ek5Pj2ySxImAcDRYilxDAvknevIKeMCac+4Saj1AcVoTDfHuaFWFKqBXhvILsaVaEKaFe8JKSksGDB8vVbt26BZ4xzp5mRcAIGiwAAADDaLAAAAAMo8ECAAAwjAYLAADAMBosRC6CH3sOOj/Mn8L1hP7p4lDzw7wbv+EKADCLBguRa+6PPYeaH85P4foK1Ug12WAFvRu/4QoAMI4GC2aE82PP4fxaqsMvs9rMNlj8hisAwDgaLJgRzo89h/NbE6F+IteX2QaLX8AAABhHgwUDwvyx51DzQy0nFLMNVpOjAgCguWiwcKbC/7Fn521FgctxOKQ96EgCO6dwHs4WLACAcTRYOCPN+rFnh19LDeeXWW0tegwWv+EKADhzNFiIXHN/7DnU/CZ/q9hPS3yLkN9wBQAYRIOFyDn8hG2zfi3VYTnOz9jk/DAfzm+4AgDMosECAAAwjAYLAADAMBosAAAAw2iwAAAADKPBAgAAMIwGCwAAwDAaLAAAAMNosAAAAAyjwQIAADCMBgsAAMAwGiwAAADDaLAAAAAMo8GKROCPEwMAgHBEu4a3Ei1xnrmYzY/a2tqioqIbb7zRHluHDh327du3qMxz9atf/d33jufjL6I9UACAejFVQFuUljjNisH82LJli8vluvDCC60e6+GHHy4uLl77h4ahK77qsUat8xz+PNqjBADoFoMFtIVoidOsmM2PgoICGVtiYqLVZkmPtfmA57rCr3osV5GnojraQwQAKBazBdQ4LXGaFeP5MX36dKvBateuXYcOHVZv+S/fHuuDo9EeHwDoUFZWlp6e3nIHM8UaqTgTJ048fvy4w2uSENsF1CAtcZoV4/lRVVUlPdZll11mZXxWVtakx390U1GDfUhWSWW0hwgACkh3tWLFirq6umgPpJVIazV//vz+/fs73CfGC6hBWuI0q03kR3Fxcfv27e3dhXOeyb+t6O92j1VUHu3xAUC8k/dePd2VzblEtokCaoSWOM1qQ/nx+OOP2xtvzz4v/bbCL+weq+ADz5cN0R4fAMSvNlQsDKLBsmiJ06w2lB/y4Wnt2rX2SRwuz7h22It/tnssd4mnRt2HKwBoJW2oWBhEg2XREqdZbS4/ysrK7JM4tEvuNGpphd1jjVrn2fNxtMcHAPGozRULI2iwLFriNKuN5sf8+fPt3YVpk5bbPdbQFZ6f/THagwOAuNNGi8UZosGyaInTrLabH6WlpQ8++OBXPdatM6/+6Um7zZr1K88Xp6I9PgCII2deLHxPgpCSkjJ+/PhDhw4167GJiYnywMGDB8+bN+/TTz8N51FnNmQarK9oidOsNp0f5eXlt9xyS9++fSWK5NRLhucfsHus29ayuxAAjDHbrJw8eTI3N1dapeY+tqGhoaKiQh6bmpp6+PDh8J8xMjRYFi1xmhUH+VFUVGR9uDmrXfve9ywd8uo/z5L18m6+XQgABoQqFjU1NQsXLszLy3M+J2fQJSQnJ8uly+V666237JmffPJJz549a2trnR+7ePFit9ttTR89enTChAkpKSlJSUmjRo2qrq72nL7BzOFuzR1z+LfGEy1xmhUf+XHkyJF58+ZZ/0iX3TZ9yE/+x+6xpvzCs/9EtMcHAG1cqGIh3ZX13is9VvhLkP4pNzc3KytLpnfs2DFo0CD7ppkzZ+bn5zf57J9//nnnzp2t6YEDB+7cubOhoaG+vj47O9tuvPweFepuYY65ubfGEy1xmhU3+XHs2DH5bxkyZIhElNSlx/WL9to91nWFnp//KdrjA4C2zEiD5at79+4VFRXWTcOGDXvzzTdl4uDBg2lpaadO+R9FG/TZk5KSAmdK/2Q3Xg4FzvduzmOO+NZ4oiVOs+IsP1asWGH/917wrdwhy/9ht1lPbvWc/Ee0xwcAbZPZXYTSQi1evNjagiU2b948YMAAmZDPyQUFBeE8+4kTJ7p27WpN79y5UxaVkpJiHwsf9FGh7hbmmJt7azzREqdZ8Zcfvt8u7Nh32KBFVXaPNeYNT0XT+9wBAP5a4oBx6xgsS0ZGxoIFC9LT0xsaghw5G/jYRYsW2fv4evXqtXHjxvr6epmWS/vOfo8KdbdmjTn8W+OJljjNisv8sH4i+qqrrkpoPBnpRdPW+p4oa83eaI8PANoasw2W9DfSIUlTZc9Zv3693GH16tXOj5X2q7KyMjc3t0ePHva3CLt167ZlyxaZqK6unjx5sn3njh07+p7NIdTdwhxzc2+NJ/EW52effSa9vN/6k6zq2CgnJyec+U2K4/ywTuJgvYbfuHbyVQV/s9usGe96TpyM9vgAoO0w0mDZkpOTx4wZc/DgQfvWkpISay+h82PlgdKWZWdn+34HcNOmTX379k1MTExLS1u2bJk91KVLl8r97auh7uY85ohvjSfxFufcuXMXL17su/4KCwuzsrJONHK5XHLVeX444j4/SktLL7nkknPPPffs89IH5Oy2e6ybX/d8cDTagwOANqKli8WECRPWr1/fok8RARosS1zFuX//fmm0/XYSSxe1fft2a1omMjMzneeHQ0l+vP322wmNJ8q6cPwLdo8lf6/u4URZANC0Fi0Wb775pu+ZGmIHDZYlruIcM2aMdeI13/WXkpJiH/0nE3LVeX449OTHkSNH5s6dK/F2GXDLv+Qfs3usBzd4Pv4i2oMDgNjWcsUiOTk5LS1tz549LbT8M0GDZYmfOHfs2DF8+HBr2nf9+a1L+xQgoeb7PtCB+QBilfV14htvvLF9p+79Zm+xeyxXkWfrwaYfDgBqqSoWNhosS/zEOXjwYLuXZwuWcZWVlSNHjkxPTz//tsevWl5vt1nPlnLkOwAEp7BYeGiwvhY/cYbayOR3rJV9irZQ88N8LnMDb0tKSkrat29/Tu8rfU+UdVNRQ0lltEcGALFHZ7GgwbLEZ5yB3yKsrq4O+i3CwPnNXb42x44de/7559sld0p/oMj3yPeHN3JUFgCcJj6KRZNR+N2BBssSn3H6rb+cnJyg57sKNb+5y1do165d06ZN63ypa+BzlXaPNWzF/1dUzhcMAeAr8VEsaLAioyVOs/Tkh4Pa2toXXngh6+aRaZOW+x6VNa7Ys+fjaA8OAGKA2RONpqSkjB8//tChQ+E/dvDgwX4zMzIymjsqGqzIaInTLD350aTy8vL+/fv3HOTqn73Ld4/hs6WeL/x/2R0AdPEtFl82eH572HPqy8iXcPLkydzc3MCeyeGxw4YNs37oxrJp0yaZQ4PVOrTEaZae/AhTZWVl/wED+47Py/hJrd1j3biyfvOBaI8MAKLHt1js+dj7xnjDKs/T27w/iRHm0RSB5cb6sWeXy2Wd99HyySef9OzZs7a21u+xGzdulHvaczIzMzds2GAvs66ubsaMGdahMjIhV635p06dcrvd8kSpqan5+fm+Y8jJyenWrZvcdP/999tPR4MVlJY4zdKTH82ye/furn0G+23Kcq8/VVUT7ZEBQDT4bcHaetAzd7PnukLve+OodZ4f7/Ic+GszliANTW5urvWd9x07dviexn3mzJnSCQV97GWXXWadw2jnzp0y7bvMefPmjR079vNG48ePl6vW/OzsbLlqz7fv/+yzz8r9T5w4UV9fP3369FmzZgUOMvCqQ0TxTUucZunJjwjIB6bumdMHLzlu91hDXm14anNdTV20RwYArStosZA3w3cqPO6Sr94h73vHs2ZvyBMK+p1+qHv37hUVFdZNw4YNe/PNN2Xi4MGDaWlpp075H5ZhPfvy5cvvvvtuT+OPnaxatcp3VD169LCP6JKJ1NRUa7pnz56HDx+259v379Wrlz3/5MmTXbt2DRomDZZFS5xm6cmPyOzatWt+3vfTJi333ZQ1bHndi1trODALgB7OxeLw556Xd3vGvPHVm+SsX3ne+7P/QVq+S5AWavHixfZZGzdv3jxgwACZcLvdBQUFoZ69oaFBGqMNGzbIpXV6bXuZfsML9Usnvvf3lZiY6Hz/oPQUUC1xmqUnPyJWX1+fn5//re9k93t0k2+bNXTZyUXvHTn5j2iPDwBaXpjFovyYZ1GZ9/fH5E1yx383sQTrGCxLRkbGggUL0tPT7R8mCfpYeTfu2LHjkiVL/Ob36NHDd0tVOFuwqqurmwyTBsuiJU6z9OTHGaqrq3vhhRdGfW+R75nf5S/jB0cWFX8Q7dEBQMtqVrH4ssF78Lvf50/fJcgH10WLFklTZc9Zv3693GH16tXNenZ7vn2sVW1t7dixY/2OwaptJPPt+y9evHjMmDFHjx6V6Y8++sjtdgd9Ihosi5Y4zdKTH0bIm8IP8peM+rfCK5fW+LZZVyz86NkVv4r26ACgpZg9D1ZycrL0NwcPHrRvLSkpsfYSNuvZfb9FOGvWrORGM2fOtI/ikonp06cnJSV169bN71uE0mOlp6cnJiYOHjzY/hojDVZQWuI0S09+mLX2rX+/68X/49dmXTq39PkVG6I9NAAwr6WLxYQJE9avX9+iTxEBGiyLljjN0pMfLeFPVdVTXz/qe/J3+bt4RsmCl4qiPTQAMKlFi8Wbb77pe6aG2EGDZdESp1l68qPlHPirZ9rPP/ftsaTl6j2x4Ps/XhHtoQGAGS1XLJKTk9PS0qwTXMUaGiyLljjN0pMfLW3Px57x6+pOa7MK/nb5lB+vXvtGtIcGAGdKZ7GgwbJoidMsPfnROt77s2fU6r/7tllXLvnLZWOzX1+zLtpDA4DI6SwW7du3d7hVz2uiJU6z9ORHq/mywfPzP3luKPzSt836l+f/fOntM4KeQA8AYl+nTp2OHTsW7VG0quLiYt9fPwykp4BqidMsPfnRyr445fnB9v+97rXTjn/vP+83nS7JzM3Nraqqqq+vj/YYASBcbrd7/vz50R5F65Hu6txzzy0tLXW4j54CqiVOs/TkR1T85W+e+Zvqrnnt//NtswbM/903rpk4bvyEoqKi48ePR3uMANA0ebPq379/gg7t27d3uVxbtmxxfk0S1BRQLXGapSc/oujAXz2zNp7ya7OuWPhR6k2PXDLgX+RzYVlZWbTHCABoHj0FVEucZ86vVY/2cLSQNuvZUs+wFae1WYOXHO85dmG3npekp6dbuw7r6uqiPVIAQNP0FFAtcZqlJz9ixImTnoIPPDeuOq3NyvhpXZ8pK87pebmsjptvvrmoqEg6rWiPFADgRE8B1RKnWXryI6ac/IfnZ3/0jHnD49tmWWeBP6fPEFkpF110kdvt3rRpU7RHCgAITk8B1RKnWXryIwZ92eA9b9Z97/i3WRdNL05OvURWzfnnn+9yuYqKiqI9UgCAPz0FVEucZunJj1j2wVHPrF+d1mNdtbw+/YEiq83q0KGDXM6YMaO0tLSmpibagwUAeOkpoFriNEtPfsS+P/7FM3ezf5t10fTic3pfKaupXbt2cpmRkZGXl1deXh7twQKAdnoKqJY4zdKTH23F4c89T271DF1xWqd1ycyN1rFZlj59+nCEFgBEl54CqiVOs/TkR9tSVeN5ept/m3X1c+XfuGZiu+ROVpt17rnnpqenf/e732XXIQC0Pj0FVEucZunJj7ZI2qwntvgfAj90+d/TpxZ2vtRltVnWrsOLL76YbVoA0Jr0FFAtcZqlJz/aropq7yHw1xX6d1qDf/DxheNfSOl5hb3r8Oyzz5bLcePGcSYtAGhpegqoljjN0pMfbd3Jf3jeqfA8uMG/zZK/axZVnn/LnLO79bLarLPOOksuu3fv7nK5CgoKoj1wAIhPegqoljjN0pMfcePjLzyFv/eMK/Zvs4a82jDoiVLfg7SsnyyVy8zMzKKion379kV77AAQP/QUUC1xmqUnP+LPH//iefF9z82v+3da175yasSz27pdfovdZlnbtFJTU91u99q1a6M9cACIB3oKqJY4zdKTH/HqywZPaZX3WPjAg7RuKqy7Ytorvgdp2cdpWSeIr6ysjPbwAaCt0lNAtcRplp78iHsOB2nd+vKx2x9//Zxvpvtt00pLS8vLyystLY322AGg7dFTQLXEaZae/NAj1EFa3m1ar/zPoO+t7Xypq11SB7vNOuecc9LT06dOnSqd1pEjR6I9fABoG/QUUC1xmqUnPxQKdZCW94uHr9RnvvDHC0Y+Ye9ATExMlMuUlBSXy/Xoo49Ks3Xs2LFoRwAAsUtPAdUSp1l68kMt+yAt//PCf/135ZK/9P3u290zp9snerB84xvfcLvdP/3pT6uqqmpra6MdBwDEFj0FNH7i3LZt24gRI5KTkzt37jxt2rTq6mr7ptzc3I6NcnJyfB8San6T9OQHTpz0bD3oWVTmGfNG8E5L/q54rqLXhPwuA245q11732br0ksvLSoq4kemAcCmp4DGT5yjR4/esmVLQ0NDXV3dnDlzpNmy5hcWFmZlZZ1o5HK55Krz/HDoyQ/4+vgL7xHxs37lcRUF77SGLPvfy/7t/5x/2+Pn9L7SbrYSExPT09MlP6XZ2r17d7SDAIBo0lNA4zNOabOSkpKsaemitm/fbk3LRGZmpvP8cOjJD4Sy52PPkp2eKb8IuVkr40fVF00vPm+423cfYvv27aXZuuOOO6TZ2rVrV7SDAIDWpqeAxmecmzZtsrdgpaSkSL9lTcuEXHWeHw49+YEmffyF55f7PU9uDblZ66rl9f0e3eR3snh7y5Z09nl5eRs3box2HADQGvQU0DiMc9++fQMHDjx06JB11W9d2lu2Qs23JThqseGjDauo9hSVex7eGOT8pfI3dPnfL52+pvOlrsB0Ouuss6TZGjlyZGlpKT84DSCO6Smg8Rbnjh07+vXrt3fvXnsOW7DQ+k7+w7Pjv737ECf8PEindcMrtSOfefeiq26xz6rlyzrpg9vtXrlyJbsRAcQZPQU0ruIsKSlJS0vz+9KW37FWctV5fjj05AfOnMPJ4u8p/vv8n/0xe8GSSy65JOiGUus8WxdddNGkSZPy8/OrqqpqamqiHRAARE5PAY2fOJctW9arV6/A34mzvi1YXV0d9FuEgfPDoSc/YJDDyeInvdPw/H/8z3eeWeG6+bbzzz8/6JYtS5cuXTIzM++5556ioiJ+rgdAm6OngMZPnA6HSeXk5AQ931Wo+eE8l5lBQyWHk8VfV+hxrz/15DtVT/3kTbfbfcUV3lPGWz81Hahdu3a9e/eW+0yaNOmpp56SfosfogYQ4/QUUC1xmqUnP9BymjxZ/Lhiz8LfeN77s+e3f/ioqKho8uTJ6enp5557rsP2LWuXYs+ePadMmfLcc89VVVUdP3482oECwD/pKaBa4jRLT36gFYRzsvj73vH8eJfnt4c9hz/+tLS0dMmSJW63+9JLL01oPLdW0GbLcs4551x//fUPPPAA27cAxAI9BVRLnGbpyQ+0so+/8JRUeuZuDnlWresKvaeSX7PXs/+Ep66urqqqaufOnUVFRfPmzXO5XNbB8qF2KSYlJQ0dOvRb3/pWdnb2ypUr2b4FoPXpKaBa4jRLT34gWr5s8J4s/uXd3m1XofYh3rbW82yp9zSnJ06e9ljpnKTlcrvd6enpXbt2tY7WCtpyJScnX3jhhdJ1Scv10ksvyQOPHTsWpYgBqKCngGqJ0yw9+YFY0OTJ4uVvzBve7V7SkG096Kmq8fZnlpqamtLS0hdffNHlckm/5dBsWc4+++xvf/vbjz766IcffkizBcA4PQVUS5xm6ckPxBrnk8X/81ymq7y/k7jwN56f/8lTfszzxSnvY2tra6XZKikpycvLu/fee/v06dOjRw/70PigzdbQoUPHjh37yiuv8GM+AIzQU0C1xGmWnvxAzHI+WXzgn9xt1q+8m7h+ud/bpVmbuOrr66uqqqTrkpbrzjvvlJarS5cuDtu3OnbsOGzYsFtvvTU7O3vx4sUrV66Udi3arwSAtkRPAdUSp1l68gNtgjRb0jOVVHpPr/XgBqc9ib6buNwl3kO43qnwfHDUU1P31aKOHDlSVFT0wAMPpKend+vWzaHZ8nXOOefccccdjzzyyN69e9mxCMCBngKqJU6z9OQH2qiPv/CeZKvw997zbE34ecjD5J2P4qqrqystLV21apXb7b7++uutg+KbbLYSExOvvPJK6bcKCgqKi4urqqqkaYv26wEgVugpoFriNEtPfiA+2Ju4ni31buK6YVVYm7gCj+KyWq733nsvLy8vOzt76tSpI0aMCLPxSkpKuuCCC9LT04cNG3bzzTc/+eSTL7zwAu0XoI2eAqolTrP05Afi0pcN3k1cWw9+tYlrXHGEm7hsNTU11rm4+vTpk5qaGuaORdtVV101cuTId999d9euXdF7VQC0Bj0FVEucZunJDygR2VFcgZu4PF9v5frZz37mdrtvv/323r17W99VdD7jvO2CCy6QLu3OO++cOnVqdnb2c889t2LFiuLi4vr6+qi+QgDM0FNAtcRplp78gFoRHMU1ap13Y9iMdz1Pb/Nu6JJ2betB7y9b/+VvXy3T2iEo7de7776bl5c3ZcoU6aXOO++8cBqvdu3aJSYm9mx09dVXDx8+fPz48bKEnJycp59+eu3atUVFRWvWrJHL3/3ud/IU8kTydNF8BQEEo6eAaonTLD35AVgi2MQV/h5G6YdeeeUVl8s1aNCg5u5edGjI5HLw4MGy2LKyMpotIEboKaBa4jRLT34AoUSwiSucPYxHjhw5cODA2rVrX3311by8vLlz506dOnXUqFEJjYfJn0mzdc0117jd7h/84AdFRUXbtm2Tru7999+Xy3Xr1q1cufL5559/+umn8xoVNaqpqYnqCwzEJz0FVEucZunJDyBM1oHzVTXes2r9cr+38ZLmae5m728p3vx6WC3XqHXelmvWr7xfdSz4wPOzP3re+7P3Bxllmb6n6aqqqiorK9u8efPq1atfeeWVhQsXShMmndO99947adKku+6668Ybb7zqqqsuuuiiMHc+hmJ9NXLatGnSbPGr2IApegqoljjN0pMfgBFnvodR/sYVe7eWFZV7fnvYc+Cvp+1kDGXXrl3FxcUDBw6M4LuNvr75zW+mp6c/9dRT0mwdOHBAmjzroHtpvKxfyLYvORgfcKangGqJ0yw9+QG0kDPcw2jtZJRebclOb9/2wdF/7mQM5e233162bNlDDz109913Dx8+/Prrrx82bFhWVtY999wzZcqU2bNnS//0xBNPPPnkk9OmTbvzzjs7d+7ssGUrJSUl4euvRlo/5mhddujQQS4HDBjgcrmee+650tJSdjUCvvQUUC1xnjm/N9loDweIK6e+9LZc5ce8XZc0TK/u8Swq8/ZeD2/0brgK58yoYe5kbJa6urrHH3981KhR4ZxJNdBZZ50ll9/4xjfS09MnT56cl5e3atWqoqKiN954Qy7XrVsnl8XFxXJZUVFRVVUlT2f6dQVijp4CqiVOs/TkBxAjpAM78FfP5gOeH+/ynglizBuR7GSMuAM7fvy49ECPPvrovffeO2DAgN69e3fq1EneB3r16pX2Nemi7PnWYfWhWq7Ay7PPPlsuu3XrJgu5+uqrXS7Xgw8+KA3ZsmXLpP3avHlzaWkpP/KI+KCngGqJ0yw9+QHELGmJdvy397wPT2/z3PN2JDsZA/9uft27v/Lhjd5lSidXVO49YP+Do97erlnbwMrLy6UrGjt27NChQyP+8mPQJkw6OWm/rrvuOrn89re/7Xa7ra897tu3r8VeacAkPQVUS5xm6ckPoK0wspPxzP9GrfO4SzyzN3m/RCljeKfCs2Hv55v/8MmigtW5T+d95zvfmTp16j333CON0aRJk2T6/vvvl8shQ4ZI52Rt/bKO5WpuE2Yd+zVo0CBZ8uzZs6XrWrRokVw+9thjMufBBx+051tbxT744IOqqiqOD0Pr01NAtcRplp78AOJG7HRgoXZTHvr0f6Tp+cMf/lBaWvraa69JM/Too49K+3XrrbdmZWV985vfTPj6sHprF2Q4OyJDsR4rLZ3189vSfs2fP18ar3fffVee/T//8z/tyw8//JBWDAbpKaBa4jRLT34AqtTUefcGSrsjTU9RuXcv4dPbvurAIju1hPEDxT766CNpesrKyuTy17/+tbREubm5kyZNSktL89v65dxgOW8P823grF2c5557rrRi0upJ27dmzZqgLVddXZ3Mr6iokLHt3LlTLqVZlDmcRQy+9BRQLXGapSc/AITP3ki29aB35+Cre7w7Cmdv8u40HPOGmaPEwvm74ZXaWwqO3PGTD7+9dPeDL38wb+Vvn399W/6qDT9cVmRtFXO73VdffbU0TOecc07ErVjHjh2lq7v88suzsrKuueaaPn36dO/e3W7yrObM2t7WtWvXzMzMe++9V9pBaQppuZTTU0C1xGmWnvwAYFAs7Kb03UK2pOxUwfa/5v97xfMrNz36zI8mT39k3LhxLpdL+iG5HDp0qFz2799fWjHrrGBncsC+L+u0F6mpqdKcjRo1Shq+MWPGyLS0fdK09evXTy4HDBggw7jpppusw9Seeuqp73//+9KirV+/vrS0tLy8PNorExHSU0C1xGmWnvwA0JpioQNzFXm/SjnjXW8H9vJu78lgf7nfU/b/Tr3/p6Nv//LXeXl5Y8eOlZbL2l5ltVzW9qqOHTv27t374osvvuGGG4YMGSIN0+WXX96nT58uXbokRLqdLBTrGVNSUnr16iWDGT58uDyp1YpNmTLFupw2bZq0ZQsWLHjttddWr169cuVK6/KNN97YunXrrl27qqqqjhw5Eu11ro6eAqolTrP05AeAtsVu0TYf8B6/VfCBt0+Sbkl6pmgdRlb4wf/+cMN/5S4ruW/Gk66R46TluuCCC+ztWL7Hjfke9WXtXjTbloUizyiNWt++fSdMmPDQQw+9/PLLxcXF27dvlybsSKOysjKZti7tOSLaa7tN0lNAtcRplp78ABBPYmELWTh/t66uv6f475PW/fW7b3zycOEfHy7Y/uDi9ZPnLb33u9mjxt9nbRtL+PoHi6wWrXVaMT/SEcqzZ2RkZGZmPvroo082ys7Ofvrpp+fOnTt9+vQ777zz4osvloZSurcLL7zwuuuuu+GGG+bMmZOXl2edvt9aL74/Z2ldOqzE+vr6pUuXyhLee++90tLSo0ePOvwIpvVzmTH1E5l6CqiWOM3Skx8AtKmp8+w/4f1F7V/u9+4ftLeBxVQH1uTf9a/W3fxqza0/+X+jf7T35gU7RuWW3JG95s45P71rxjOjJz4k/ZB0Rb169erRo0eCuWPLmtucJXx9AjPfPa3WpfRkffr0GTNmzBQffj+R6ftNAms51q3WZceOHe351vQVV1whvenIkSPdbrf1E5z33nuvdUo2uZS+0P41p1C/3VRTU2OfScQ6i8ehQ4dkjtXk1dbWhpNgCWoKqJY4zdKTHwDQLG1lI1ns/w1afOTyvH0XzyhJf6Co59iF59/2+DeundxlwC3JqZckdenRQm2ftSHQavisM99Kn5eWlta1a9eEr/fqWo2dteHQuqd1abVx/fv3d7lc0rRJu7Zw4UK5XLFihTRtv//9760mTE8B1RKnWXryAwBaGS1amH/X/Pj4kO//1+D5v7l8xs8vundJ6s2ze944vfOlrnPTr2zfqbt1Do5ejZx/IrPlGjXfS6sJs7auRTvFWomWOM3Skx8A0BadOHlai7bwN96D7u97p1VPSBb1P79vG/xw8yc/3PBf+eu2/WjVL5at/FlRUdHKlSvlct26dXL5/PPPP/3009/5zncmTpzYv39/acusZsg60M267NmzZ58+fTIyMm688cZrr71WLq0vilq/d259XTScbydEOztaiZY4zdKTHwCA1vdlg3cz3v4T3m+DSo9Y+PvTflfg5tej370F7eF+9kfP6zuPF75XLj3ck8+9aO0i/N73vjdlyhRpy6QJO++88/QU0CjHmZiYGN0BREZPfgAAYlDb3ZGqp4DSYEVCT34AANqimO3A9BRQGqxI6MkPAACCiqyH01NAoxxnQuNXPQMlJSW1wrPn5uZ2bJSTk9OsB+rJDwAADNJTQPVuwSosLMzKyjrRyOVyydXwH6snPwAAMEhPAdXbYEl3tX37dmtaJjIzM8N/rJ78AADAID0FNMpxts6uwKBSUlIaGhqsaZmQq+E/Vk9+AABgkJ4CqiXOQH7rOLDVcz5NbSuOFACAOKGngMZEnIcOHUpNTfU94L0VtmyxBQsAgFamp4DGRJw9evRYtWqV3e60Dr9jsORq+I/Vkx8AABikp4DGRJzycrdyd+X5+luE1dXVfIsQAIDWoaeAxkScXbt2raura/3nzcnJ4TxYAAC0Gj0FNCbiXLp0qdvtrq+vj/ZAwqUnPwAAMEhPAY2JOKN1JveI6ckPAAAM0lNAtcRplp78AADAID0FVEucZunJDwAADNJTQLXEaZae/AAAwCA9BVRLnGbpyQ8AAAzSU0C1xGmWnvwAAMAgPQVUS5xm6ckPAAAM0lNAtcRplp78AADAID0FVEucZunJDwAADNJTQLXEaZae/AAAwCA9BVRLnGbpyQ8AAAzSU0C1xGmWnvwAAMAgPQVUS5xm6ckPAAAM0lNAtcRplp78AADAID0FVEucZunJDwAADNJTQLXEaZae/AAAwCA9BVRLnGcu4XTRHg4AAG2PngKqJU6z9OQHAAAG6SmgWuI0S09+AABgkJ4CqiVOs/TkBwAABukpoFriNEtPfgAAYJCeAqolTrP05AcAAAbpKaBa4jRLT34AAGCQngKqJU6z9OQHAAAG6SmgWuI0S09+AABgkJ4CqiVOs/TkBwAABukpoFriNEtPfgAAYJCeAqolTrP05AcAAAbpKaBa4jRLT34AAGCQngKqJU6z9OQHAAAG6SmgWuI0S09+AABgkJ4CqiVOs/TkBwAABukpoFriNEtPfgAAYJCeAqolTrP05AcAAAbpKaBa4jRLT34AAGCQngIaP3Fu27ZtxIgRycnJnTt3njZtWnV1tX1Tbm5ux0Y5OTm+Dwk1v0l68gMAAIP0FND4iXP06NFbtmxpaGioq6ubM2eONFvW/MLCwqysrBONXC6XXHWeHw49+QEAgEF6Cmh8xiltVlJSkjUtXdT27dutaZnIzMx0nh8OPfkBAIBBegpofMa5adMmewtWSkqK9FvWtEzIVef54dCTHwAAGKSngMZhnPv27Rs4cOChQ4esq37r0t6yFWq+LcFRiw0fAIC4paeAtuE4g/Y6O3bs6Nev3969e+05bMECACBG6CmgcRVnSUlJWlpaeXm570y/Y63kqvP8cOjJDwAADNJTQOMnzmXLlvXq1auystJvvvVtwerq6qDfIgycHw49+QEAgEF6Cmj8xOlwmFROTk7Q812Fmh/Oc5kZNAAAmugpoFriNEtPfgAAYJCeAqolTrP05AcAAAbpKaBa4jRLT34AAGCQngKqJU6z9OQHAAAG6SmgWuI0S09+AABgkJ4CqiVOs/TkBwAABukpoFriNEtPfgAAYJCeAqolTrP05AcAAAbpKaBa4jRLT34AAGCQngKqJU6z9OQHAAAG6SmgWuI0S09+APj/27sf6Cjqc+HjVIghIiIVOYgRIorAizbE/9AQV/T1z6WIiLUICrmgVq7lLZij2BBuRM6hWK5FbdGrBFL/XGNBzbFqc7nhEISKWunJpcibRuBCERsNaA5S3pSGdN7fMjhZdncmm82zfzLP93M4c2Yns5l59vewz5PZ2RkAgvQUUC1xytKTHwAACNJTQLXEKUtPfgAAIEhPAdUSpyw9+QEAgCA9BVRLnLL05AcAAIL0FFAtccrSkx8AAAjSU0C1xClLT34AACBITwHVEmfndTtZqncHAICuR08B1RKnLD35AQCAID0FVEucsvTkBwAAgvQUUC1xytKTHwAACNJTQLXEKUtPfgAAIEhPAdUSpyw9+QEAgCA9BVRLnLL05AcAAIL0FFAtccrSkx8AAAjSU0C1xClLT34AACBITwHVEqcsPfkBAIAgPQVUS5yy9OQHAACC9BRQLXHK0pMfAAAI0lNAtcQpS09+AAAgSE8B1RKnLD35AQCAID0FVEucsvTkBwAAgvQUUC1xytKTHwAACNJTQLXEKUtPfgAAIEhPAdUSpyw9+QEAgCA9BVRLnLL05AcAAIL0FFC/xfnVV1/l5OSEjV9JSUmv44qLi2NZ3i49+QEAgCA9BdRvcRYVFS1dujR0/MrKygoKCg4eFwgEzEPv5bHQkx8AAAjSU0B9FWd9ff2QIUNaWlpCx890URs3brTnzUx+fr738ljoyQ8AAATpKaC+inPChAlr1qyxTh6/rKys1tZWe97MmIfey2OhJz8AABCkp4D6J85NmzaNGTPGng8dv7CxzMjI8F4e+kQP8gEAAOB3egpoF44zrNfJzc3dunWr8yNnNY5gAQCQJvQUUP/E6XaQKexcK/PQe3mM25LbcQAAtNBTQP0ZZ+S3CBsbG6N+izByeUd/PwAAiJGeAurPOMPGr7i4OOr1rtyWd/T3AwCAWOgpoFrilKUnPwAAEKSngGqJU5ae/AAAQJCeAqolTll68gMAAEF6CqiWOGXpyQ8AAATpKaBa4pSlJz8AABCkp4BqiVOWnvwAAECQngKqJU5ZevIDAABBegqoljhl6ckPAAAE6SmgWuKUpSc/AAAQpKeAaolTlp78AABAkJ4CqiVOWXryAwAAQXoKqJY4ZenJDwAABOkpoFrilKUnPwAAEKSngGqJU5ae/AAAQJCeAqolTll68gMAAEF6CqiWOGXpyQ8AAATpKaBa4pSlJz8AABCkp4BqibPzup0s1bsDAEDXo6eAaolTVjcAABCXVNfwJNESZxIkIWl8sAkfhOCPTfggBH9swgch+GMTPgjBN5vwDV4pMf7IbN7FlGzCByH4YxM+CMEfm/BBCL7ZhG/wSonxR2bzLqZkEz4IwR+b8EEI/tiED0LwzSZ8g1dKjD8ym3cxJZvwQQj+2IQPQvDHJnwQgm824Ru8Ukgq/nOmCQYiTTAQaYKBgDhSCknFu1iaYCDSBAORJhgIiCOlkFS8i6UJBiJNMBBpgoGAOFIKScW7WJpgINIEA5EmGAiII6WQVLyLpQkGIk0wEGmCgYA4UgoAAEAYDRYAAIAwGiwAAABhNFgAAADCaLAAAACE0WABAAAIo8ECAAAQRoOF+G3YsGHcuHGZmZm9e/eeOXNmY2Oj86OSkpJexxUXF7s93W2dWJ6LUB4D0e0bHk9nIKS4DYTHAIViIKR4DEQgELCXT58+/S9/+UvUpzMQEEGDhfiNHz++urq6tbW1ubl53rx55h3NXl5WVlZQUHDwOPN2Zh5GPtdtnVieizBuA+HwaLAYCEFuA9HuAFkMhCi3F/zGG29ct25dS0uL+dHy5cuvvPLKyOcyEJBCgwUZ5g0rIyPDnjdvQxs3brTnzUx+fr6zmlPp3dbxeC5iEToQjsgGi4FItKgDEbmcgUg0t4EwMjMznXkGAuJosCCjqqrK+TMxKyvLvKnZ82bGPHRWc97F3NbxeC5iEToQDo8Gi4FIkKgDEbmcgUi0qANhXsmnnnpq/PjxzhIGAuJosCBg+/btI0eO3Lt3r/0wrJxH/fPRbZ1Yngs3YQPh8PiIkIFIBLeBcFtuMRCJEfUFt89K7N+//86dOyOfwkBACg0WOmvTpk1Dhw7dtm2bsySWP/X4M1Fc5EA4PBosBkKc20B4DJDFQCSAxwtuXslly5aNGTMm8kcMBKTQYKFTKisrBw0aVFtbG7ow7GQF8zDyiW7rxPJcRIo6EA6PBouBkOU2EN4DZDEQ0tp9wS2Xo1AMBKTQYCF+K1asyM7OrqurC1tuf92msbEx8us2TqV3W8fjuXDjNhAOj3OwGAhBbgPhMUAMRCK4veCzZ8/evXu3mTl06FBxcXFok8RAQBwNFuLXLYLzI/PmFfWCMbGs47YcbjwGwmO5M89ASHEbCO8BcuYZCCluL3hlZWVubq552Ldv38grxjnzDARE0GABAAAIo8ECAAAQRoMFAAAgjAYLAABAGA0W4hfHzZ6jLo/xVriW+62L3ZbHuBr3cAUAyKLBQvw6erNnt+Wx3Ao3lFsj1W6DFXU17uEKABBHgwUZsdzsOZa7pXrcmdUh22BxD1cAgDgaLMiI5WbPsdxrwu0WuaFkGyzugAEAEEeDBQEx3uzZbbnb73Ej22C1u1cAAHQUDRY6K/abPXsfK4r8PR6ntEfdk8jOKZancwQLACCOBgud0qGbPXvcLTWWO7M6EnoOFvdwBQB0Hg0W4tfRmz27LW/3XsVhEvEtQu7hCgAQRIOF+HncwrZDd0v1+D3eW2x3eYxP5x6uAABZNFgAAADCaLAAAACE0WABAAAIo8ECAAAQRoMFAAAgjAYLAABAGA0WAACAMBosAAAAYTRYAAAAwmiwAAAAhNFgAQAACKPBAgAAEEaDFY/ImxMDAIBYpLqGJ4mWODtPZ34AACBITwHVEqcsPfkBAIAgPQVUS5yy9OQHAACC9BRQLXHK0pMfAIC4bd68OScnJ7knOKVSz549p0yZcuDAAY/XpJuaAqolTll68gMAEDfTXa1cubK5uTnVO5IkprV65JFHhg8f7rGOngKqJU5ZevIDABA3Uyz0dFcO7xKpp4BqiVOWnvwAAMRNZ7GgwbJpiVOWnvwAAMRNZ7GgwbJpiVOWnvwAAMRNZ7GgwbJpiVOWnvwAAMRNZ7GgwbJpiVOWnvwAAMSt88Ui9CIIWVlZkyZN2rt3b4ee2717d/PE3Nzchx566PPPP4/lWZ3bZRqsE7TEKUtPfgAA4ibbrBw5cqSkpMS0Sh19bmtr644dO8xz+/fvv2/fvti3GB8aLJuWOGXpyQ8AQNzcikVTU9PixYtLS0u9r8kZ9TdkZmY6PwoVy3OXLl1aWFhoz+/fv3/y5MlZWVkZGRk333xzY2Nj2O/0WK2j+xz7T/1ES5yy9OQHACBubsXCdFd2E2N6rNh/w+HDh0tKSgoKCsLWWb169cSJE2PZ+qFDh3r37m3Pjxw5csuWLa2trS0tLfPnz3car7Bnua0W4z539Kd+oiVOWXryAwAQN5EGK1S/fv127NgRukJ1dXVeXt6RI0di3HpGRkbkQtM/OY2XR4ELXc17n+P+qZ9oiVOWnvwAAMRN9iPCo0ePLl26NPQIVn19/bBhw/bv3x/j1g8ePNinTx97fsuWLeZXZWVlOefCR32W22ox7nNHf+onWuKUpSc/AABxS8QJ4845WI2NjSNGjPjggw9if+6SJUucz/iys7PfeuutlpYWM2+mzsphz3JbrUP7HPtP/URLnLL05AcAIG6yDZbpb0yHlJeXZz/Mz89/9dVXY3lua2trXV1dSUnJgAEDnG8R9u3bt7q62jreqN11113Oyr169Qq9moPbajHuc0d/6id+i/Orr77KyckJGz+TVb2OKy4ujmV5u/TkBwAgbrLXwcrMzJwwYcLu3bsjf+T2LULniaYtmz9/fuh3AKuqqoYMGdK9e/dBgwatWLHC+Q3Lly836zsP3VaLO2o9BdRvcRYVFS1dujR0/MrKygoKCg4eFwgEzEPv5bHQkx8AgLjpLBY0WDZfxVlfX28a7bAPiU0XtXHjRnvezOTn53svj4We/AAAxE1nsaDBsvkqzgkTJqxZs8Y6efyysrJaW1vteTNjHnovj4We/AAAxE1nsaDBsvknzk2bNo0ZM8aeDx2/sLF0LgHitjz0iR7kAwAA+IvOYkGDZfNPnLm5uVu3brXnOYIFAEg5ncWCBsvmnzjdDjKFnWvlXKLNbXmM25LbcQCAP+ksFjRYNn/GGfktwsbGxqjfIoxc3tHfDwBAVP4oFu1GEbYCDZbNn3GGjV9xcXHU6125Le/o7wcAIJI/igUNVny0xClLT34AAOIme6HRrKysSZMm7d27N/bn5ubmhi3My8vr6F7RYMVHS5yy9OQHACBuocXiWKv13j7r6LH4f8ORI0dKSkoieyaP51599dX2jW5sVVVVZgkNVnJoiVOWnvwAAMQttFhs/cy67Dlr7Gpr4Qbrw/3Bfqujv8Hm3Oy53YsHmYVvvfVWIBBwluTn57/55pvOys3NzbNnz7ZPlTEz5qG9/OjRo4WFhWZD/fv3X7ZsWegvLy4u7tu3r/nR1KlTDx8+HHUnabBsWuKUpSc/AABxCzuCtX63VbTOGl0W7LRuftl68n1r15cd+A2moSkpKYn8zvvq1asnTpzo9txhw4bZ1zDasmWLmQ/9nQ899JB54qHjJk2aZB7ay+fPn28eOsud9R999FGz/sGDB1taWu655545c+ZE7mTkQ4+I/E1LnLL05AcAIG5Ri0VTs/XaDquwMthmmX93vma9uM06eMT1N4Tq16/fjh07Qleorq7Oy8s7ciTK8+2tP/vss9///vet4zc7Ma1Y6F4NGDDAOaPLzPTv39+eHzhw4L59+5zlzvrZ2dnOcrPFPn36RA2TBsumJU5ZevIDABA372Kx75D1zEfWhFdOdFpzfmu980n4SVqhv+Ho0aNLly4NPYJVX18/bNiw/fv3e2y9tbXVNEZvvvmmmdqX13Z+Z9juud3pJHT9UN27d/de32OvNNASpyw9+QEAiFuMxaK2wVqy2QqUB9usTX9u5zc452A1NjaOGDHigw8+aHfry5Yt69Wr1xNPPBG2fMCAAaFHqmI5gmU22m6YNFg2LXHK0pMfAIC4dahYHGsNnvx+5O+uv6GlpWXJkiV5eXn2w/z8/FdffTWOrTvLnXOtDh8+PHHixLBzsA4fZ5Y76y9dunTChAn2AbOdO3cWFhZG3RANlk1LnLL05AcAIG6y18HKzMw0/c3u3bsjf+T2LULvvWpubp4zZ07mcQ888MDRo0ft5WbmnnvuycjI6Nu3b9i3CE2PlZOT071799zc3DVr1kTdEA2WTUucsvTkBwAgbjqLBQ2WTUucsvTkBwAgbjqLBQ2WTUucsvTkBwAgbjqLBQ2WTUucsvTkBwAgbjqLBQ2WTUucsvTkBwAgbjqLRY8ePTx+quc10RKnLD35AQCI2+mnn97Q0JDqvUiqioqK0LsfRtJTQLXEKUtPfgAA4lZYWPjII4+kei+Sx3RXZ555Zk1Njcc6egqoljhl6ckPAEDcDhw4MHz48G469OjRIxAIVFdXe78m3dQUUC1xytKTHwAACNJTQLXE2XlhrXqqdwcAgK5HTwHVEqcsPfkBAIAgPQVUS5yy9OQHAACC9BRQLXHK0pMfAAAI0lNAtcQpS09+AAAgSE8B1RKnLD35AQCAID0FVEucsvTkBwAAgvQUUC1xytKTHwAACNJTQLXEKUtPfgAAIEhPAdUSpyw9+QEAgCA9BVRLnLL05AcAAIL0FFAtccrSkx8AAAjSU0C1xClLT34AACBITwHVEqcsPfkBAIAgPQVUS5yy9OQHAACC9BRQLXHK0pMfAAAI0lNAtcQpS09+AAAgSE8B1RKnLD35AQCAID0F1D9xbtiwYdy4cZmZmb179545c2ZjY6Pzo5KSkl7HFRcXhz7FbXm79OQHAACC9BRQ/8Q5fvz46urq1tbW5ubmefPmmWbLXl5WVlZQUHDwuEAgYB56L4+FnvwAAECQngLqzzhNm5WRkWHPmy5q48aN9ryZyc/P914eCz35AQCAID0F1J9xVlVVOUewsrKyTL9lz5sZ89B7eSz05AcAAIL0FFAfxrl9+/aRI0fu3bvXfhg2ls6RLbfljm6eErb7AAD4lp4C6rc4N23aNHTo0G3btjlLOIIFAECa0FNAfRVnZWXloEGDamtrQxeGnWtlHnovj4We/AAAQJCeAuqfOFesWJGdnV1XVxe23P62YGNjY9RvEUYuj4We/AAAQJCeAuqfOD1OkyouLo56vSu35bFsS2anAQDQRE8B1RKnLD35AQCAID0FVEucsvTkBwAAgvQUUC1xytKTHwAACNJTQLXEKUtPfgAAIEhPAdUSpyw9+QEAgCA9BVRLnLL05AcAAIL0FFAtccrSkx8AAAjSU0C1xClLT34AACBITwHVEqcsPfkBAIAgPQVUS5yy9OQHAACC9BRQLXHK0pMfAAAI0lNAtcQpS09+AAAgSE8B1RKnLD35AQCAID0FVEucsvTkBwAAgvQUUC1xytKTHwAACNJTQLXEKUtPfgAAIEhPAdUSpyw9+QEAgCA9BVRLnLL05AcAAIL0FFAtcXZet5OlencAAOh69BRQLXHK0pMfAAAI0lNAtcQpS09+AAAgSE8B1RKnLD35AQCAID0FVEucsvTkBwAAgvQUUC1xytKTHwAACNJTQLXEKUtPfgAAIEhPAdUSpyw9+QEAgCA9BVRLnLL05AcAAIL0FFAtccrSkx8AAAjSU0C1xClLT34AACBITwHVEqcsPfkBAIAgPQVUS5yy9OQHAACC9BRQLXHK0pMfANBRXx+19h2yahus9butX39sPbfVWrLZmltlFVZaE16xRpdZlz3Hv+C/m18OviZF64Kvj3mVKuus9/ZZ9Qetg0dSPYSJpKeAaolTlp78ACCL5oN/Mf4z7dcda4Pt16M11jMfWS9us975xPpwfzB/YuzA0jPZ9BRQLXHK0pMfADqkqdna02Rt/cxatytYEX/xYbA6zn47WClveCn1NZt//Ev5Pz0FNMVxdu/ePbU7EB89+QFoc/CItaPR2vTn4Oc1ZX+wHv9d8BCC+Yv/1goOL8X6z7xQE1458eHX4neDR19+/XHwIIrpO033eeTvHRiOlpaWPXv27Nq1q6amZtOmTfa0vLz81VdfNdPXX389bIk9/dWvfrVq1Sq36cqVKxcuXPjwww/b0wULFpQeV1xcvGjRIrPkn//5n6dMmTJjxgwzveuuu6ZPn26m06ZNM9Mf/OAHZmbSpEkFBQVXXXXV6NGjL7vsskGDBvXv39+UM1MaIqduTsnoeepZOadfmP/tK6b0v27uuZN+en7hr4bOrR65qG7U8qaUD2Li/ukpoDRY8dCTH4CfpMMnJoLNh6zDhw+bVubzzz+POq2vrzetzMaNG037snbtWmdqmhXTmjz++ONm+stf/tIsWb16tTN9+umnzfJHHnmksLDwtttuCwQCY8aMMVPTmpgGJS8vb/DgwcOGDTPTCy64wLQp5557rnl37dOnj5n26tXLTLOyspxO5Vvf+pZHv+Iz3zqlh2m/TjtvlGm/+uXfc84/lWRPXnb+zJcuKqq5ePHO3CcOxJJseb9svmTJnuHz379gduXgu1cOnLi4/7U/6nvp7b0vCvQcMPyUzNNTFV3Ksjy5aLDioSc/gPRhmg+7PbI/fTPtkWlQTHt0x1orUJ76v8vtf2NXn+ifHq62ntgSPAZmn7m868tYz5tpamoyDc1///d/m4Zmy5YtzvTNN980LcvLL79spi+88IKZPvHEE6Z9eeCBB0z7Mm3atLDpxIkTTSszduxYM7366qud6YgRI3Jyckw3Y6ZnnnmmeTc77bTTzPTUU08104yMjKjT0EMyp5xyijNV1fR4izxqlZ2dbVpG001eeeWVprM0r7+Zmvn8/PzRo0ebeTO94oor3KZmzfPOO++cc86xhyBU6BCETiPZA+R2dM2ehg50z549w6aR6WHP28tPP/10Z753795metZZZ5mpCdzkmD1/xhlnhK2f4LeKdJHiOO0BjmRGMQlbLykp6XVccXFxh56oJz8AKelw9CiWfze/bN39hjXntyfOLI798NKBAwecxshuhpYsWWIaoFmzZt1999033XST6XUKCgrM1JTP0KlZOHz4cFON7CM3mZmZHhXUrpeh067FjiK0uodWbjt2+9iVXYm//e1vmybj/PPPd1oT0yNOnTr1jjvuMK/qrbfeal690CWmubSnZsn06dPNfOR05syZCxYsMG/7Zmp/RGjP2x8ULl68+Pnnn3/xxRdXrVrlTH/1q1+tPs7MmJ9WVFRs3Lhx8+bN69evf//99z/99FMz9In+H2Q2ZFLr9ddfN6llf1r64Ycfhk1//vOfmxDMPpt1zG6bqdlDs3zv3r1mDxsaGsx0//79YVO3w5be0+bm5g7tv32I1Ey7qSmgeo9glZWVmf+ZB48z/z/Nw9ifqyc/AEdX6ZA8/l31fOsN5X+77YVDd5Z/dvfK+jkv/t8HV33wr+XvPvrcW/MWPVX0yEK7PN91111mWlhYaIr0DTfccNVVVw0dOnTgwIH2n+Ch5T/7OHve/nO/R48e3dwPJ8iKbLZCp5FHm+ypvYd2W2Pvsx1Rv379cnJyTCvjTE1n48xfcskl5n3y5ptvNi/LlClTTKdiT++9996Fx5m6XlRUZL9oZrk9Na2M+dGyZctMpa+srDSV/ve//70z/fjjj52qb09Nk5rqNEfC6Smgehss012ZP0HseTNj/jCK/bl68gN6pH//5Jy99OPfHPnXd758YPW2uc9tfuBnr/5L6S8XLnnSVPd77rln0qRJ48aNu/zyy01PMGDAALuNsKfJaXrcuDVA9jT0yI1pawYPHpyXl2caGvuAzbXXXus0NyZAZzp37lzT1qxcuTLsvCh7ah+6sA972FO7rdm1a5dzEKKpqSnVeQd1uqkpoCmOMzkfBUaVlZXV2tpqz5sZ8zD25+rJD/iGffmA9/ZZv6kPnsD0+O9OXD7gztes615IansUeXL3+3UNH9f/z0svvbRq1apFixbNnz9/xowZ9pe27K9r2V/UGjhwoPfXshIh9KhP6PEee2q3bvaJ2Oecc47ZyVGjRpkdvuWWW0wDNHv2bNMAPfXUU067E3r8JnRqf4LT0c9cgK5ITwHVEmeksDGObPW833aTuKdA+5Jw/Cn2r7/ZXzqzv0S2cOHCBx980D5dZuzYsVdcccX5559/7rnnDh482G6Y7N4lQewze8zmsrOzc3Nzv/vd71599dX5+fmTJ0+eOnXq7bffbk/N7j3wwAOmGTI77JxCbk9rjrNPVWlpaQl72e3zriKXA3Cjp4CmRZzmr7f+/ft3CznhPQlHtjiCha7ri78GL9RUXmv9ZH3wO3TJ7J9MP2H+w5qe47333nO+1PbMM8+YRmrGjBmmbRowYEC3hH0eZx/BMm8XpmH63ve+N23aNPsk5ZKSEufc3nfffdfsXnLOOwbQUXoKaFrEad6RV69e7bQ7yRF2DpZ5GPtz9eQH0oFpbnY0Br/t//jvrPveivMTvbGrrcm/Dn4muHBD8PIB//HH4GeF7+2z/vhFsF07dvJ/Pvvqjlu2bDFdS2Fh4TXXXDNs2LBu35wqJPs53amnnmq6pQsuuOCOO+6YNWvW/PnzFy9eHPl1LbM/pmdK0QgAEKOngKZFnOblTnJ3ZX3zLcLGxka+RYiUO3gkeIfX9but13ac+HSvo/dXie/ylaGXya6srDTt1PTp081/h0GDBnWL9yiUab/Mn0wXXnjhpEmTpk2b9tBDD5lfa3/v3f5Ou90q0TABOukpoGkRZ58+fVJydmdxcTHXwULydf4DvrGrg9dqMo2U6aJMC9Xk/r+nqanJNE/vvPOO6XJMr1NYWHjttdcOHjz4nHPO6fbN2dmxnAVlN1unnXaafbRpzJgx5vdMnTrVvuDQvffeu2DBguXLl5teraGhIYmvJYAuRk8BTYs4zfuyed/vQieK6skPdJ7IB3w3vxw8Y/0XHwYvYr7rS+vosfCt2I3U+vXry8vLH330UfMfKj8/3zRS9qW64/hQb+DAgZdccklRUdGyZcvMr62trU3FiwfAb/QU0LSIM1VXco+bnvxAHOI4QHXlyuBHgWZl+wLippF6bYdVsyd4dOqzr086Qaq5uXnPnj1VVVWlpaUTJkzIycmxvyBiX0Eg9g/17OsL2JfJHjlypOnGrr/++vnz5y9ZsoR2CkDi6CmgWuKUpSc/0K44DlB5f8Bnt1C///3v7XutFBYW3nLLLYFA4Dvf+c7gwYPPPvvsGD/Us51xxhmmeTK/YcGCBY8//viqVav+8z//k0tmA0gVPQVUS5yy9OQH3NQ2BI9RFVYGDz51/gO+uro6007NmjXLNFLZ2dkdaqHsY1Gm8Ro7duwNN9xw9913FxUV0UgBSE96CqiWOGXpyQ+E+uzr4Cd3i99t55t9Hgeo7Nudbtmyxb4IZ2lp6Y033piTk2Nf/sCbfc3MM844w75c+E9+8pPnn3+eFgpA16KngGqJU5ae/MDXR4MnVC3ZHOyZ3A5WeR+gMj1QTU3Nj370o0AgYJ9y7n2mVK9evUzLlZubO23atAcffHDVqlVvv/22+Q1/+tOfuHkcgK5OTwHVEqcsPfmhVm1D8HpU973l2lSNLgs2Va/tCJ7SHuXptbXl5eWFhYWmqTrttNM82in7vr9nnXWWWfmxxx4zjRTXHwfgY3oKqJY4ZenJD1X2HQp+qFe0LvgZn1tTNfvt4KlXOxpPOkxlf/BXUVFRWlqan5+fk5NjnxcV9WM+89O8vDzTTtk3v3v99dc5LgVADz0FVEucsvTkh+99fTR4ufMlm4O3kXE7p+rWiuClE97bd1JTZX/wN3fu3EAg0LdvX+dYVKQ+ffqYdWbOnMnRKQDQU0C1xClLT374VbufAI5dHbwk1a8/Dt5nxmHao/Xr1997773f/e537etOucnOzi4sLPzZz35mmiqubA4ADj0FVEucsvTkh5+0+wmgabbufiN4F7+tn4WfqL58+fKpU6f27t07rJGyr5CemZmZk5NzzTXXlJaWvvHGG6YPO3z4cIqiBIC0pqeAaolTlp786Opi+QTwhpeCl1Qwqx08ctJzKyoqfvKTnwwdOjRqU3XOOecEAoFFixbV1NRw02IAiJGeAqolTll68qPr2vpZ8E41HfoE0DreVC1YsGDIkCFh51Q53/UzTdXDDz/MB38AEB89BVRLnLL05EeX09Rsvbgt+vEqt08ATbf0/PPPX3TRRd2iXaHK/j6g6avKy8vr6upSFxkA+IGeAqolTll68qMLsQ9ZRd5ZOeongKapWrVq1W233TZmzJjIpsq+Tc2ll15aWlpq1kxZSADgO3oKqJY4ZenJj/Tndsjq5peDF6z67Ou2Ne0jVcOGDYt6pMpuqkaPHk1TBQCJo6eAaolTlp78SFtH/h68g03UQ1az37Z+Ux9cwdbS0lJSUnLLLbfYJ6eHstusnJycwsLCysrKlAYEACroKaBa4uy8sNqc6t3Ra+tnwW8FBsrD+yqzxCzfd+jEanV1dWvWrBk4cGDYwNnXr7Kvpb5q1aqamhquog4ASaOngGqJU5ae/Egfn31tlf3BmvBKlFPX5/w2eJdl57x101q98MILmZmZYd8BvPDCC01TVVVVldI4AEA1PQVUS5yy9ORHyh08Eryh8qw3o3wUeOdr1n/88aR7LT/yyCMTJ04MvQ+gPX/77beXl5dztSoASDk9BVRLnLL05EcK7foyeNX1yAtZ3fyy9eT7Vv3BtjWbmpquvvrqAQMGhH4U2L9/f/vaCikLAAAQQU8B1RKnLD35kRJf/DV4c+WwQ1ZjV1sLNwTvuHys9cRqtbW1r7/+ummkws6yOvfcc01rtXbt2pQGAQCIQk8B1RKnLD35kWRfH7V+8WH4vQLvfsN655PgjxxvvfXWokWL7AsrhH4f8LrrrisvL9+zZ0/KAgAAeNJTQLXEKUtPfiTNsdbgjWuue+Gk1mryr4MXCHUOWRm/+MUvZs2aFXq8KiMjw0x/+MMfmr6qubk5dREAANqnp4BqiVOWnvxIjnW7rFsrwi+//tqOttbKdE5TpkzJy8sLba3OPvtsPgoEgK5FTwHVEqcsPfmRaFs/C34CGHY5q+e2tl0mNOoJ7Oedd15hYeHmzZtTuu8AgA7TU0C1xClLT34kzsEj1tyq8NaqvLbtXKuGhobLL7/caa3sa1mNGjWqtLSUmy4DQBelp4BqiVOWnvxIkHW7TroU++gy64ktba3Vp59+Gtpa2SewT5o0qaam5vDhwyndcQBAp+gpoFrilKUnP8Q1NVsPV5904GrhhrZbMu/cuXPUqFH9+vWLPIG9paUlpTsOABCgp4BqiVOWnvyQ9dqOkw5cTXjF+nD/iR+FtVb2jZkfeughWisA8BM9BVRLnLL05IeUXV9as98+6QaCz3x04kx2+wNBWisA0EBPAdUSpyw9+dF5x1qDN2kOvSz7na+duNFNQ0PDrbfeOnz48NDWqqSkhNYKAPxKTwHVEqcsPfnRSbUNwXYq9HY3v/442HI1NzfPnTs3Pz+fo1YAoIqeAqolTll68iNuR48Fb3oTeuDqvrdOnMxeUVFx3333hX5D8Mc//jGtFQBooKeAaolTlp78iM/Wz066MvsNLwWvy3Cs1aqsrLz//vtDLxl6++2319TUcIsbAFBCTwHVEqcsPfnRUU3N1uJ3T7oKw6M1wWuKVlRUzJkzJ7S1uuaaa8rLyw8cOJDqXQYAJI+eAuqfODds2DBu3LjMzMzevXvPnDmzsbHR+VFJSUmv44qLi0Of4ra8XXryo0Pe+SR4sCr0Kgz/9cnf586da3qp0NZqxIgRhYWF27dvT/X+AgCSTU8B9U+c48ePr66ubm1tbW5unjdvnmm27OVlZWUFBQUHjwsEAuah9/JY6MmPGH32tVW07qQDV/+2ueWxx5dPmjQptLUaNmyYaa0++uijVO8vACA19BRQf8Zp2qyMjAx73nRRGzdutOfNTH5+vvfyWOjJj1i8uO2ky4d+f80/Fjz9alhrdfHFF3PUCgCgp4D6M86qqirnCFZWVpbpt+x5M2Meei+PhZ788LbrS6uw8qRbCi5+69OShaWhrdX1119fXl7e1NSU6p0FAKSengLqwzi3b98+cuTIvXv32g/DxtI5suW23NHNU8J2v2s41mo9/rvgBdlDr8LwatV7PXr0cF6iyy+/vLS0lNPYAQAOPQW0C8cZtdfZtGnT0KFDt23b5izhCJa4pmZrzm/bWqvrXrCerWkYPny4c7ubyy67zLRWn376aar3FACQXvQUUF/FWVlZOWjQoNra2tCFYedamYfey2OhJz8i1R+0bn455L43r/7thol3Ore7OffccwOBQHV1dap3EwCQjvQUUP/EuWLFiuzs7Lq6urDl9rcFGxsbo36LMHJ5LPTkR5j39gWPVznd1bK3/2fGjBl2a2Vfk33x4sWp3kcAQPrSU0D9E6fHaVLFxcVRr3fltjyWbcnsdJdS9oe2k67GrraKV20MfbUfe+wxbncDAPCmp4BqiVOWnvywHfm7tXBDyK1vXjg2q2jxqFGj7NZq1qxZNTU1tFYAgHbpKaBa4pSlJz+ML/560o0F76v8278ULbRbqwsvvDAQCISd9AYAgBs9BVRLnLL05Edtw0l3v7mv/E8Zp/Z0Phb86U9/muodBAB0JXoKqJY4ZSnJj8q64LVD7dbqiuf/cfGdS84880y7tZo8eXJ5eXlzc3Oq9xEA0JUoKaAWDVZ8NOTHks1tB67yn//bTYWP2K1Vv379cnJyNm/enOodBAB0PRoKqE1LnLL8nR/HWq1Ha9q6q8AzB3sOGO58LFheXp7qHQQAdFX+LqChtMQpy8f5Ybqr0Ku0X73w3SH/61K7tSoqKtqzZ0+qdxAA0IX5uICG0RKnLL/mx8Ej1qw327qryT//8FunBO8tOGrUqMLCQm59AwDoJL8W0Eha4pTly/ww3dUda9u6q3O/96/Ox4LPPvtsqvcOAOAHviygUWmJU5b/8mPXlydd7OoHj66xW6sZM2ZwEVEAgBT/FVA3WuKU5bP8+OMXbXcYvPK5Y2ddNtkE2L17dzOtrKxM9d4BAPzDZwXUg5Y4ZfkpP2r2tF3sKn9lyx3/Z4l97Kq0tDTVuwYA8Bs/FVBvWuKU5Zv8+E19SHf13JHTzgveXvDss8/OycmpqalJ9d4BAPzGNwW0XVrilOWP/Cj7g3XlyhPd1Zinvrj0mu9x7AoAkFD+KKCx0BKnLB/kx5Pvt53SXvDU/h6n9zNBDRky5Prrr9++fXuq9w4A4E8+KKAx0hKnrK6eH7+pbzt2ddG89d1PO3GHweXLl6d61wAAftbVC2jstMQpq0vnx4f727qr0f+255TM0004EydOrKio4HIMAICE6tIFtEO0xNl53U6W6t2J064v267IMOyhzadk9OzXr9+FF17IzZsBAEnQdQtoR2mJU1YXzY+vj7ZdTfSqJ784tW82p7QDAJKpixbQOGiJU1ZXzI9jrW33Gcx7+nDWwIuvuOKKe+65hzsMAgCSpisW0PhoiVNWV8yPxe9+87XBfz92xsibOHYFAEi+rlhA46MlTlldLj/Ka9suytD/2h9dd911HLsCACRflyugcdMSp6yulR/vfNL2tcGcGeVm58vLy1O9UwAAjbpWAe0MLXHK6kL5UX/QGrv6RHc1dG71NeP+9/3333/gwIFU7xcAQKMuVEA7SUucsrpKfnzxV+uGl050VyMX1XU/7UyOXQEAUqirFNDO0xKnrC6RH18fte5+40R3lftvn//TD+65//77m5qaUr1fAAC9ukQBFaElTlldIj+K1n1zUYZfNve+KMCxKwBAynWJAipCS5yy0j8/lmxu+9rg2WNm9OzZs7a2NtU7BQDQLv0LqBQtccpK8/zY9Oe27mrghEc5dgUASBNpXkAFaYlTVjrnxxd/tW5++UR3dcHsym+d0mPt2rWp3ikAAILSuYDK0hKnrLTNj2Ot1p2vneiuLl6884GiBRUVFS0tLaneLwAAgtK2gIrTEqestM2PJ98/0V1d+mzLaeeN4sNBAEBaSdsCKk5LnLLSMz+2fmZd8fw/7Abrqjkv3XTTTQ0NDaneKQAA2qRnAU0ELXHKSsP8+PqodWvFicNXwx7aXFb+Yqr3CACAcGlYQBNES5yy0jA/Zr15orv6zrKGU8/KqaqqSvUeAQAQLg0LaIJoiVNWuuXHc1vbrsuw4Jk333///VTvEQAAUaRbAU0cv8X51Vdf5eTkhI1fSUlJr+OKi4tjWd6utMqP2gZrdBlXvQIAdAFpVUATym9xFhUVLV26NHT8ysrKCgoKDh4XCATMQ+/lsUif/Dh4pO2qV7mP7Rhxce727dtTvVMAAESXPgU00XwVZ319/ZAhQ1paWkLHz3RRGzdutOfNTH5+vvfyWKRPfsz57Tc3HHz68Cu/3ZLq3QEAwEv6FNBE81WcEyZMWLNmjXXy+GVlZbW2ttrzZsY89F4eizTJj3c+aTv16qwxhXw4CABIc2lSQJPAP3Fu2rRpzJgx9nzo+IWNZUZGhvfy0Cd6kA+gg3Z9aY0tO3biou1z3hg+YuTOnTtTvVMAAHhJhwKaHF04zrBeJzc3d+vWrc6PnNV8eQTryN+tO9aeOHY1ovgjrnoFAOgSUl5Ak8Y/cbodZAo718o89F4e47bkdjwej9a0nXrVc8DwioqK1O4PAACxSHkBTRp/xhn5LcLGxsao3yKMXN7R3598e5rabonzwyf/a+3atdzOGQDQJdBgdW1h41dcXBz1elduyzv6+5Ps7jdOHL4aOrd6dfkLKdwTAAA6hAYLXlKYH+t3h3w4eOaAmpqaVO0JAAAdRYMFL6nKj6+PWqP//W92gzXvlU8aGhpSshsAAMSHBgteUpUfT75/4vDVxYt3Pl/+ckr2AQCAuNFgwUtK8uPFdz647N9PXPgqe+wMbokDAOhyaLDgJSX5Me6nH9nd1W0r9x9rTf72AQDoLBoseElyfhw+fHjx6nXO4avnfrM1mVsHAEAKDRa8JDk/fjz3wYsX77S7qwcrDyRz0wAACKLBgpck58ctD6+2u6sxzx39+mgytwwAgCQaLHhJWn7U1tbede+Pr3im+cSHgx/8v+RsFwCARKDBgpek5UdhYWH25GV2dzXhFevoseRsFgCAhKDBgpek5cddRY/nPX3YbrA2/Tk52wQAIFFosOAlCflRVVUVCATG/HS73V3d+5t/JHqLAAAkGg0WvCQhP0x31fuigN1dXbnSqj+Y6A0CAJBwNFjwkoT8+MHUu51LMzz+u0RvDQCAZKDBgpeE5kdzc3NNTc3P3tlrd1djV1tf/DVxWwMAIHlosOAlofkxZcqUU/tmX7L0U7vB+o8/Jm5TAAAkFQ0WvCQ0PwKBQM6Mcru7urXC4raDAADfoMFCuG4nS9yGVrxa7dx2sGZP4rYDAECy0WDBSzcAABCXVNfwJNESZxIkIWl8sAkfhOCPTfggBH9swgch+GMTPgjBN5vwDV4pMf7IbN7FlGzCByH4YxM+CMEfm/BBCL7ZhG/wSonxR2bzLqZkEz4IwR+b8EEI/tiED0LwzSZ8g1dKjD8ym3cxJZvwQQj+2IQPQvDHJnwQgm824Ru8Ukgq/nOmCQYiTTAQaYKBgDhSCknFu1iaYCDSBAORJhgIiCOlkFS8i6UJBiJNMBBpgoGAOFIKScW7WJpgINIEA5EmGAiII6WQVLyLpQkGIk0wEGmCgYA4UgoAAEAYDRYAAIAwGiwAAABhNFgAAADCaLAAAACE0WABAAAIo8ECAAAQRoOF+G3YsGHcuHGZmZm9e/eeOXNmY2Oj86OSkpJexxUXF7s93W2dWJ6LUB4D0e0bHk9nIKS4DYTHAIViIKR4DEQgELCXT58+/S9/+UvUpzMQEEGDhfiNHz++urq6tbW1ubl53rx55h3NXl5WVlZQUHDwOPN2Zh5GPtdtnVieizBuA+HwaLAYCEFuA9HuAFkMhCi3F/zGG29ct25dS0uL+dHy5cuvvPLKyOcyEJBCgwUZ5g0rIyPDnjdvQxs3brTnzUx+fr6zmlPp3dbxeC5iEToQjsgGi4FItKgDEbmcgUg0t4EwMjMznXkGAuJosCCjqqrK+TMxKyvLvKnZ82bGPHRWc97F3NbxeC5iEToQDo8Gi4FIkKgDEbmcgUi0qANhXsmnnnpq/PjxzhIGAuJosCBg+/btI0eO3Lt3r/0wrJxH/fPRbZ1Yngs3YQPh8PiIkIFIBLeBcFtuMRCJEfUFt89K7N+//86dOyOfwkBACg0WOmvTpk1Dhw7dtm2bsySWP/X4M1Fc5EA4PBosBkKc20B4DJDFQCSAxwtuXslly5aNGTMm8kcMBKTQYKFTKisrBw0aVFtbG7ow7GQF8zDyiW7rxPJcRIo6EA6PBouBkOU2EN4DZDEQ0tp9wS2Xo1AMBKTQYCF+K1asyM7OrqurC1tuf92msbEx8us2TqV3W8fjuXDjNhAOj3OwGAhBbgPhMUAMRCK4veCzZ8/evXu3mTl06FBxcXFok8RAQBwNFuLXLYLzI/PmFfWCMbGs47YcbjwGwmO5M89ASHEbCO8BcuYZCCluL3hlZWVubq552Ldv38grxjnzDARE0GABAAAIo8ECAAAQRoMFAAAgjAYLAABAGA0W4hfHzZ6jLo/xVriW+62L3ZbHuBr3cAUAyKLBQvw6erNnt+Wx3Ao3lFsj1W6DFXU17uEKABBHgwUZsdzsOZa7pXrcmdUh22BxD1cAgDgaLMiI5WbPsdxrwu0WuaFkGyzugAEAEEeDBQEx3uzZbbnb73Ej22C1u1cAAHQUDRY6K/abPXsfK4r8PR6ntEfdk8jOKZancwQLACCOBgud0qGbPXvcLTWWO7M6EnoOFvdwBQB0Hg0W4tfRmz27LW/3XsVhEvEtQu7hCgAQRIOF+HncwrZDd0v1+D3eW2x3eYxP5x6uAABZNFgAAADCaLAAAACE0WABAAAIo8ECAAAQRoMFAAAgjAYLAABAGA0WAACAMBosAAAAYTRYAAAAwmiwAAAAhNFgAQAACKPBAgAAEEaDBQAAIIwGCwAAQBgNFgAAgDAaLAAAAGE0WAAAAMJosAAAAITRYAEAAAijwQIAABBGgwUAACCMBgsAAEAYDRYAAIAwGiwAAABhNFgAAADCaLAAAACE0WABAAAI+/8w2rzHW7swPQAAAABJRU5ErkJggg==)
| VMR Tools created by Darren De Zeeuw. |