<snapdata remixID="9630611"><project name="Do Now - Equalteral Triangle " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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IHMIFFsABTin46+UepaU8g3MfGxOU8x0Wlrr9c65DzHzukwnguAhAIGeBVCAe6ZL94lLly7dbsmSJfeOjo4unpqaujfd0RYvOiL6XynlzsaYNxYve2QMAQh4ARTgHF8HRHRhHMcfrdVqa3OcZiZTU0odIaX8FDM/MZMJIGgIQGDBAijACyZMbwNKqbdKKR/IzG9Ib5TFjYyINgVBcGC1Wr25uArIHALFFUABzvHYl8vlp8Rx/BlmPjjHaWY2NSJaHcdxtVarnZvZJBA4BCDQswAKcM902TiRiG5rNpuPW7NmzU3ZiLg4USqlXiWlPISZX1ycrJEpBCDQFkABzvm1oLWecs7VmPmcnKeaufQmJycPiKJoHTM/PHPBI2AIQGDBAijACyZMdwNE9Aop5ZOMMf+d7kiLGR0R/dY5N2GtvbaYAsgaAsUVQAHO+diHYbi/lPLb1tp9cp5qJtPTWn/eOXcVM5+ZyQQQNAQg0LMACnDPdNk5kYh+LaXUxphrshN1MSIloudKKSvGmHIxMkaWEIBAWwAFuADXAhF9Tkr5c2PMJwuQbqZSDMNwdynlr6y1O2cqcAQLAQgsWAAFeMGE6W9AKfUcKeVzmZnSH23xIiSiH0spX2eM+UHxskfGECiuAApwAca+Uqk8uNFo/JaZH1CAdDOXIhF9QEp5tzHmnZkLHgFDAAI9C6AA90yXrROJ6PI4jk+r1Wrfz1bk+Y9WKXW8lPIMZl6a/2yRIQQg0BZAAS7ItaC1fr9z7u/MvKIgKWcmzVNOOWX01ltv9RtnLJmamrorM4EjUAhAYEECKMAL4svOyVrr45xzb2Pm/8xO1MWJlIi+HcfxmbVarVacrJEpBIotgAJckPGvVCqlRqNx7/T09K7r1q37W0HSzkyaSqnTpZR7MPP/ZCZoBAoBCCxIAAV4QXzZOpmIvimE+Cwzc7Yiz3+05XL5SXEcn8XMj5tvtv6phpRyrFqtYrvJ+aLhOAikSAAFOEWDMehQiOhNQoiHMvOpg+4L7XcvQES3OueeaK29cT5na63/7JzbPQiCcRTh+YjhGAikSwAFOF3jMdBowjA8VEp5trX2MQPtCI33JEBE50kp1xljvjyfBogoEkKcIYT4AIrwfMRwDATSJYACnK7xGHg0RPTnIAieXK1W/zDwztBBVwJEdIqU8khjzAvnOrFcLj8vjuMvMvN25XJ5WRzHa1CE51LDn0MgXQIowOkaj4FHQ0Rfk1J+xxjzpYF3hg66EgjDcF8p5QZr7UPnOpGI6s65h1lrH++PRRGeSwx/DoH0CaAAp29MBhqRUuolUsqjmPmkgXaExnsSIKJfSCmfY4y5alsNtH4v/qK19vT2cSjCPZHjJAgkJoACnBh9Mh2Xy+VHxHF8MTM/JJkI0OschfX/nHO/ttZ+bGvHrVixYmTjxo2N7bbb7mHnnXfev0zYQhHG9QWB7AigAGdnrPoWqVLqOufc82q12pV9axQN9UVAKbVcSvlCZp7YWoNhGL5JSvnWre2ghCLcl6FAIxAYuAAK8MCJ09cBEX1aCPE7Zv5I+qIrdkSVSuWBjUbjRmbeYWsSRHSJlLJhjDlqa8egCBf7OkL22RBAAc7GOPU1Sq112Tn3YmZe1teG0VhfBHyBjeP4rbVa7aL7a1BrfacQ4q1z7e+MItyX4UAjEBiYAArwwGjT2zARLZFS3myMWSyEcOmNtJiRaa3f7ZxzzPy22QJa60c5537JzPP6bxdFuJjXELLOhsC8/iPORiqIshsBIvqhEOL/MfOF3ZyHYwcvoLU+xjn3LmY+cnZvROQnZz2XmfeYbyQowvOVwnEQGK4ACvBwvVPTGxG9S0oZGGPempqgEMh9Akqpe6WUezLz5k4WIvq5EOJXzKy74UIR7kYLx0JgOAIowMNxTl0vYRgeLaV8r7X28NQFh4AEEa2VUp5ljKnOKsBbms3m89asWbOqWyYU4W7FcDwEBiuAAjxY31S3TkR3j46O7j01NXV7qgMtYHBE9AYhxCOY+VXt9Ft7Oq9j5pFeSVCEe5XDeRDovwAKcP9NM9NiaznDL1tru76bykySGQ00DMODpZRfs9Y+up2CUuqrUsqnMPO+C0kLRXghejgXAv0TQAHun2XmWlJKvU5KuR8zvzJzwRcgYCK6KQiCp1Wr1d/5dInohjiO19VqtZctNP12EY7jeLxWq2E/4YWC4nwI9CCAAtwDWl5O0Vo/3jl3PjMfkJec8pQHEZ3jnPuetfYLPi+tdeTvgKvV6o/7kWcYhsuCIFiDItwPTbQBge4FUIC7N8vVGUR0YxzHR9dqtd/kKrEcJKOUOllKeRwzPy8Mw/8OguBMZvbvbvftgyLcN0o0BIGuBVCAuybL1wla6y87537IzCvzlVn2symXy/vEcXyZf+eXiL4lpdzVGPPEfmeGItxvUbQHgfkJoADPzym3R2mtX+icO4GZT8xtkhlOjIh+FsfxyaVS6VtCiDONMW8fRDoowoNQRZsQ2LYACnDBrxCl1N5SyiuYebeCU6Qyfa31J+I4vk1K+Y4oih5cr9f/OqhAUYQHJYt2IXD/AijAuDL87NqrhRAvYebLwZEuAa21cs59WAixKzPvMujoUIQHLYz2IfBPARRgXA2+AH9cSvlnY8z7wZEugTAMd5JS3iGE2GCtPWYY0aEID0MZfUBACBRgXAUiDMMwCIJXM/MzwJE+ASKKnHNnWmtfO6zoUISHJY1+iiyAAlzk0W/lXqlUdmw0Gpt322237VeuXNkASXoEJicnHxdF0VVSyg8YY04fZmQowsPURl9FFEABLuKo30/ORLTBOfc+a62fbYtPSgSUUmcKIZ4jpfw9Mx827LBQhIctjv6KJIACXKTR3kauWuv/55zbgZnfDJL0CBDRL6WUG/2rYqOjo4+cmpr6y7CjQxEetjj6K4oACnBRRnqOPLXWT3XOfZyZDwVJegSIqBEEAcVx/FLn3NettecnER2KcBLq6DPvAijAeR/hLvIjos1xHO9fq9Vu6eI0HDogAaXUhJRyNTOPKaVOlVIexMwL3oih13BRhHuVw3kQuH8BFGBcGfcJaK2rzrkpZv46WJIX0Fp/wzn3OL9Zhtb6Mc45XuhWhAvNCkV4oYI4HwL/FEABxtVwnwARvVpK+XhjzEvBkryA345QCFFl5tf4aIjo+jiOj6/Var9MMjoU4ST10XeeBFCA8zSaC8xFKXWglLLOzI9cYFM4vQ8CSqm42Ww+bu3atdf45rTWX3TO/ZiZP9OH5hfUBIrwgvhwMgRmBFCAcSH8iwAR/V5K+SxjzHWgSU6gXC6/Mo7jDzHzDu0oiOgFUkpljKkkF9k/e0YRTsMoIIYsC6AAZ3n0BhA7EZ3lnPuptfbTA2geTc5TQCm1XkrpXwt7ckcBPsw5t95au+M8mxn4YSjCAyf+tw6WL19+RqPRONVau+fwe0eP/RRAAe6nZg7aCsPw+UEQlJl5MgfpZDYFItoUx/GZpVLpJ0KIY5xzfh3o3ZxzP7HWLktTYijCgx2NMAyPLJVKXxBC7OucG/G9OefE9ttv/7DzzjvvxsH2jtYHKYACPEjdDLZdLpf3jOP42mHsvJNBnoGHrJR6WhAEoXPuNCllw9/xCiHWx3G8vlar+WKcyg+KcH+HxT8BCYLgcOfcdlJKX3CdEOKeOI6/VSqV9nfO+VfS8P3dX/aht4YBHDp5+jskoiucc6+x1l6S/mizHaF/vSiO42OklP4O1//zCyFEUwhx0ObNmx+0YcMG/78z8UER7n2YyuXyF6IoWi6EeICUUvp6GwTBFufczzZv3vzMDRs23LcPtF+cRQixpXN+QO8948wkBVCAk9RPad9a6w855/7GzO9KaYiZDSsMw72CIJgpuK3Hyk1/lxsEwcydrjHmViL6qRDiVmZ+ZtYSRRGe34hNTEy8cmRk5C1CiD2dc0HrrFgI8UchxFuZ+atba0kpv0W0W1ur1cbn1xuOSqsACnBaRybBuIjoBCHEm5j56ATDyEXXS5cu3W7nnXfuvMPdR0q53hfd1mPlf3unV2t9bxzHr7TWfimLCCjC/z5qxx133H6LFy9eFQTBo51zo60jnJRyUxRF59Rqtf+Zz1hrrV/nnPsoHj/PRyv9x6AAp3+Mhh7hCSecsGjRokX3RFG0U71ev2foAWS8w3K5/JQoio7teKzsZzS373Av3VZ6SqknSykvYeZSlhlQhIWYnJy8oNlsLhVCbN/6Hdc/Vr5XCPE9Y4z/S27Xn3K5/Kc4jvdg5vZdc9dt4IT0CKAAp2csUhUJEX1HSvkJY8yaVAWWwmDCMNx/1mPlG9oTpxYtWrR+amrKf+nO66O1/rxz7hnMvM+8TkjxQUUrwmEYfrxUKp3knNulvcaCc87/hn/djjvueOK555577UKHi4gi59wma+2uC20L5ycvgAKc/BikMgIiOkNK+WBjzOtTGWCCQVUqlQdv2bLlvsfKzrmxIAgudM5d1Gw2169Zs8YvIdnTR2v9G+fcpcx8Uk8NpOykPBfhycnJ50ZR9F4hxMOEEEFr4lQcx/Gfm83m+9euXfupfg8HEblSqfTh1atXv7HfbaO94QugAA/fPBM9th6Ffo6Zn5CJgAcYZKVSKTWbTT9D+djWxKkD/B1ux2PlmaUi+/Ehomaz2Tx+zZo1F/ajvTS0kZciXKlUdm42m98RQjw+juOx9utBpVLpb0KIVdVq9SWD9B4fH/9yqVT6L2stvrcHCT3EtjGQQ8TOWldE9JcgCA6uVqt+ZmahPmEYHuofK7deDfL//lHH+7jfHwSG1rrinPsqMy8aRPtJtpnVIhyG4eogCI4XQizueKw8HcfxpfV6faiTFJVSdwRBsIMxZmYxDnyyL4ACnP0xHFgGRHS+f93BWvuVgXWSkobL5fIjoijqfKz81/Yd7vT09Pp169b5u5yBfsIwZCnlftbagwbaUUKNZ6EIl8vldzabzZcHQeB/Y515H1dK6X/H/d309PQp69at+15CfH43LP+a0vXM/IikYkC//RVAAe6vZ65aU0q9TEp5ODO/KFeJ/WNrvyWtd3FnHitLKR/QfqzsC2+1Wv3DsHMmoj/HcfzVWq122rD7HlZ/aSvCRPQMKeWZzrlHOOdKHY+VbwmC4JOrVq1637Bs5urH//4rpZw0xlTnOhZ/ng0BFOBsjFMiUU5OTu4XRdGFzOwnmWT+E4bh0e3HylLKQ2Yt83hl0gn6L9hFixbte/755/826VgG2X/SRTgMwx8EQXCoEGJRxzKPd0VRdEG9Xj9xkLn32nYYhhcHQfBUvP/bq2A6z0MBTue4pCYqIvpVHMfLa7Xa1akJap6BaK39ZJnOx8pX+xWnfOFlZv9erl9fNxUfpdTrpJTvZOadUhHQgIMYZhHWWp8Tx3EopfS27cfKfpnHK621TxNC+KUdU/0hor/72PM4PyDV8AMODgV4wMBZb15r/Vnn3C+Y+eNpz0UptXf7Drc1W/lu/1jZF9yxsTH/Pu7tac2BiC72r7Iw85FpjbHfcQ2qCCulTguCwL8+t3vHMo/+/dnrx8bGXj81NVXrdy6Dbs8vPxnH8eX1ev2+7SkH3SfaH7wACvDgjTPdAxE9WwjxAmYO05ZIpVLZcXp6+piO2cp7+ILbMVv5N2mLeWvxENHfnHPvtNZ+OCsx9yPOfhThSqVy2JYtW872E9iEEO0Zwv7pxm1RFJ1Vr9dP70esSbWxfPnyY5vN5neZeSwLd+tJOWWxXxTgLI7aEGOemJjYtVQq+ZmXqdgEXmv91I79cf3/nnkft/VY+fIh0vStq3K5vE8cx97YLz/pZ7oW6tNLEdZaf1cIcYRzbnuP5Wcrl0qlu51zFxpjVJ4Ay+XyL+M43g/LT+ZpVP+RCwpw/sa07xkR0Y+klG82xgz9FQyl1IF+tnLH7kH+rtavOrV+9913X79y5crU/34314BorT8ohHiRMWa3uY7N65/PVYSVUp+RUvoJUjt3fG9tieP4mj322GN85cqVN+fVxi/OIoS4tyjzA/I6jveXFwpwkUa7x1yJ6L1+c3hjzPsjlIMAACAASURBVNt7bGLep5XL5T39qlMdj5XjWbsH3TLvxjJyoNb6av/7ZBof8w+TsLMIj4yMPDSKov+VUu7lfxufuVuQMnbO/TGKorfX6/Wzhxlbkn21Xj/6hjHmOUnGgb77L4AC3H/T3LWolHq6lPLtzOxnjPb109p5qfMO1y8yMPNI2c9YNsZc19cOU9iYn+EaRdHJ9Xr96ykMbyghTUxMPLxUKhkhhF+EZOZ3XL/prRBicxAEXzPGvHoogaSsEyJaIYTw/+3huzplY9OPcDCo/VDMeRsrVqwINm7ceM/o6OjuU1NTdyw03dY6053LPPqlHX3RvdBae8lC28/S+ZVK5ahGo+HftS7c8oJhGK4JgsAv5+iXeWx/7vWz7qWUB8dxPF6r1dZmaTz7HSsR3SqE2BW///ZbNh3toQCnYxxSHwURXeCc+7y11t+ldPXxC3r4x8od++Pe1F7m0e8eVOQ9h5VSXxZCPM1am/vlBScnJz/UbDZPllI+sP07bmuZx1/4mfbGmKvaF9Zcvwl3dQFm+ODW8pO3MrOf4Y9PzgRQgHM2oINKx79bKaXch5lfM1cfrZnTnY+Vt2s/Vi6VSn6Zx8Jt7rA1MyK6XkrpZ+6+eC7XrP15GIaVIAg+KKXcO47jmWUe/Sxv55xf5vFDxpiPbSsnFGEh/Pu/pVLpbdVq9d1ZG3/EO7cACvDcRjhCCFEulw+J4/gcZv63jQL8I+orr7yy8w73MbPex83cKlrDGnStdVQqlZ62atWqzD96X7FixeIrrrjiolKp5Lew9O+s+o//KffOKIp4zZo1L+zWtchFmIhWCSEm8ftvt1dNdo5HAc7OWCUeqVLq5jiOj6jX67/3Bblz9yAhxI879scd+utKieP0EAARndR6rO+fEGTyo7X2O2Y9SwixQ8dj5WkhxGXGmKP6kVRRi7DW+k7/nnMR5wf047rJQhsowFkYpZTESER+Cb/dnHP7SCn9so6dyzwueHJWStIcWhhEtFZK+RBjjL9jzMynXC5fHsfxoc75zXlmvkL8Mo+/HR0dfeWqVasuHEQiRSzCSim/KMuvrbX7D8IUbSYvgAKc/BhkJoLW7kj/GUWRnzj1+8wEntJAiegvzrkvWGvPSGmI9xtWa2KQf0XoXczsX5MZyqdIRdg/zt+4cePd09PTS5Pcg3goA1vgTlCACzz4SD05gUqlMtZoNKabzeZD16xZc1NykXTfs58YJKV8xzCLbzvKohThiYmJy0ql0mH4/bf76zNLZ6AAZ2m0EGtuBLTWbxZCnGGMWZKlpFq/+T47ycJQhCJMRNN+9pq1NrPzA7J0XScVKwpwUvLot9ACSqlLpZTTzLw0SxBEdKcQIvGJQXkvwq3lJ7/fr4lsWbrGeo3Vb2riJ4Zaa7/UaxvDPg8FeNji6A8CYub9zrviOD6jXq9/Kksg/vdf51wqJgbltQi33p/+RpJPGbJwTYZhuFOpVJpZUa+1/7ffzCSSUn7YGPPRLOSAApyFUUKMuRKYnJw8IIqia7O2vGB7YtDIyMjTBzXbuduBzmMRJiI/wdEvejOzCQU+/xRQSj2tvTuaEOJwv2Z8x/7fP5mcnDwoiqKr4jg+qFar/TLtdijAaR8hxJc7ASL6uHPuOdbaPbOUnJ8YFATBYdbaVH1v5K0Ia6399oN3ZW1+wCCuZa31Y+I47lzkx68TPvP64+bNm9dv2LDBW/3LRyn1ZinlkVnYXSxV/yENYgDRJgTSJkBE10oprzPGTKYttm3F4ycGSSmdMSZ1E4PyVIT9LHMhxNnW2pOzdH30I9YwDPfyW5F27P/dbO+M5u90jTF+c4o5P0T0fefcudbaz815cIIHoAAniI+uiymgtd4SBMGzV69ezVkSSPvEoDwUYSL6iBDi9UX5/Xfp0qXb7bzzzp13uH6Rn5k73DiO1/f6GLm149q3gyA4KM1rz6MAZ+kbELFmXiAMw2dKKevW2tEsJZOViUFZL8Ja69ucc0uYuZSl66ObWMvl8lOiKDq2Y3e09R3L2F7aTVtzPLF5p3NuP2vtc/vVZr/bQQHutyjag8A2BJRSX5dSHsrM+2UJKisTg7TWfmLOK6SUy6IoOrBWq92SJefW8pN/ttbulaW4txVrGIb7z3qsfEN74tSiRYvWT01N3TuoXInoCiHEx5j5q4PqYyHtogAvRA/nQqBLAa31jXEcr7XWvrzLUxM93E8MiuP4bmvtzokGMqvzWV/uxwohrm+tUf5Ta+3X0hTrfGLxj/lHRkZOXbVqVaZeT+vMrVKpPHjLli33PVZ2zo0FQXChc+4iv//3MFd+01r7V5S+2mg0Dlq7du2m+YzBMI9BAR6mNvoqvIC/w2k2m09au3at/5t5Zj5+YlAURV/pZUvBfibpv9ynp6dnHl+2HmGOzPrN8E/97G+YbY2Pj18wMjJyQtZ+/61UKqVms+nfxz229T7uAf4vQR2Pla8ZpuPsvlq/q+/MzC9JMo776xsFOG0jgnhyK1Aul18Sx/EnmXlxlpKcnJz8UBRFpyVRGJYuXTqyZMmSzlmxM1/u7ZmxxphEv9z7OY5KqbuDIBgzxqR+fkAYhof6x8p+EYzWPz/qeB/3+/106UNbgX/zwDl3hrXW9KG9vjWBAtw3SjQEgW0LENG3hRAPZOZDs2SllPqrlHKXYU0MmvXl7u92L/EF1/9jrb04S3bdxNqaZX6NMeax3Zw3jGPL5fIjOvf/ds75a2JmEYzp6en169at+9sw4ui1D6XUhJTyo6OjowdNTU1t6bWdfp+HAtxvUbQHga0IKKVud859slarDW0Lv34MRmv5yYFNDPJf7s65YzsWXLi1/eXut76s1Wp+/elcfyYmJh5eKpV+J6V8gjHmqqSTJaIlrXdxZx4rSykf0H6s7MemWq3+IekYu+1fa/1Z59zfmfl/uj13UMejAA9KFu1CoENg6dKlS5YsWbJpdHT0QVNTU7dnCad1Z/Z6Y8zH+hH3smXLdhkdHb1vDd/2l7u/wy2VSpn8cl+oCxFtFEI8PonH/O3YwzA8uv1YWUp5yKxlHq9caI5Jn+/Xjg6C4FohxIuZ2T+NSvyDApz4ECCAIgiEYfh2KeVrrbUPzFK+YRiuCYJg2UILQ+eXu3PuED8rtv1bLjP74lPoj1+cxTnXHOb8AK314zuXeXTOXR0Ewcyjfmb2j5f9ily5+mitT3TOnc7MT0hDYijAaRgFxJB7ASL6sRBiMzMfl6VkiehuKWXXE4P8l7ufFdvxBb+xY+KU/3LHp0Ogtfzkt621xw8KRim1d/sOtzVb+e72X4LGxsb8+7iZejLTqxMRnSOlvMEY89Ze2+jXeSjA/ZJEOxDYhgAR3ePvgI0xn88S1HwnBo2Pjz9sZGSk87HyXUX8cu9lbMvl8sviOP7sQp8yzO67UqnsOD09fUzHbOU9/Jh0zFb+TS/xZv2cZz3rWXuMjY1dG8fxRK1W+2GS+aAAJ6mPvgshEIbhwVLKK6y1mdpeblsTg/Dl3r9Lt1wu3xhF0UP6cX1orZ/asT+u/98z7+O2Hitf3r+os90SEb1YCPHfzHxkkpmgACepj74LIaC1/owQYsIY89AsJTx7YpD/cvezlVuzYo9o3+G2Jk75R+z49CBARJFz7o5e5gcopQ5sL0rSeqzs72r9qlPrd9999/UrV65s9BBSIU7RWlfjOP6Jtfa9SSWMApyUPPotjIDW+ldxHPulEU/MUtJE5L+8/UScta3FFn7VLrr4cu/fSLaWn/zUqlWrTp2r1XK5vKdfdarjsXI8ayWwTK19PVe+g/xzInqkEMLPin5yUhMBUYAHOcJoGwJCCF/Ims2mWrNmzQVpBvFf7v4uqnUn5f/9H3Ec31Qqld7Y2hoOX+59HsDx8fGVIyMjL93a778nnHDCokWLFnWuBPaIWSuBXdfnkArVnFLqVCnlODM/I4nEUYCTUEefhRFYvny5ajabU8w8lrakt/LlPvP4ctGiRQ/csmXLu/o9MShtBknHQ0SbpZQ7GWPu236wtZdt5zKPfmlH/zvuhdbaS5KOOW/9E9G3hBAXMPMnhp0bCvCwxdFfoQTCMFwtpTzQWvvoNCQ+MTHxlPbWcP6xspRyQ8cyj/d9uRPRDc65h/ZjYlAa8k5rDH6VMSHEn51z7+jYH/em9kpgfveger1+T1rjz0NcYRg+LgiCn5RKpYNWr17962HmhAI8TG30VTgBpdTNUkp/Bzzn73uDwNFaP6pjVqy/q/pj+33cbX25+4lBUso7jDGZWjhkEIb9bnNiYmLXUqnUfqz8Mufc7VLKesdKYH/sd59ob9sCRHSGEOIwZtbDtEIBHqY2+iqcQGsd5cdYa/1kj4F/Zn25+4K7nZ8V6x9hjo6O+sUWbppPEK33fz9tjHn1fI7HMVsXWLFiRXDllVfetz+uEOIxrdeDDnDO7YfH/Om4erTWP4jj+Gxr7ReGFREK8LCk0U/hBJRSrxJCfMBau+Ogkvdf7ldddVXnilP+tZSZ9z5buwf9rNu+lVKfkVK+HIWhW7l/Hl8ulw/p3D1ICPHjjv1xv+eP1Frf45wrMfOi3nvCmf0S0Fof7py7II7jg2q12lD2lUYB7tfooR0IzBIgoouklNsZYw7vJw4RPdH/XtixzOPlHcs8zny5L+RDRJv8BgmdE4MW0l5Rzp2cnDwoiqK3tN6T9ss6zvwlqLXM4x2zHfxTBv96Wq1We2JRjNKep1Lq3UKI/7DWvmAYsaIAD0MZfRRSQGu92Tn3AWZ+30IAWitSzcyKbW0RN/Pl7h8tD2Iv1tbEoBuZeZ+FxF20c4nIL+iwfxRFp9Xr9d9vK/9KpXJYo9G4bLfddttr5cqVNxfNKs35EpHf+emDzPz1QceJAjxoYbRfSIHWO7V/2rRp0/YbNmz4ezcIfi/WIAiO9ne4rQUwdmk/vmwtKXh9N+11e6y/M4ui6OR6vX52t+cW+Xil1JlBEFxnjPn0XA5KqWullI/GY/65pIb/50qppwshzh4bGztoamrq355c9DMiFOB+aqItCLQEWndDfoGFB88HhYiWtmcrSykPnbXM40/n00Y/jtFaf9cvN4nC0L2m1vrLcRz7d3W/MtfZfnEW59z0IOcHzBUD/nzrAkTk975ezMwvG6QTCvAgddF2YQW01n77vZuYedn9IbTePexcbOGa9mPlJPdiVUr5XZtG0rhwSNovJiIyzrmvWGvNXLH6pwxBEHC1Wh3qay9zxYU//4fA0qVLR5YsWXJtEASnVavV2qBcUIAHJYt2Cy2glLpXSnkKM5/jIcrl8kM7l3kUQvxdSjnzepD/xxhzWxrAWhODNtZqtYPTEE+WYiCi7woh3sfMfly3+hkfH3/TyMiInxuA798UD7DWWjnnPrh58+aDNmzY0BxEqLgABqGKNgstsHz58iOazebFzjlqTZryk6f2aj9WHhkZWT/sFXfmMyCYGDQfpW0+trxMCPEaZt7mtn+txVl2Z+ZMbU+5MJ1snq2UWhkEwV3GmNcPIgMU4EGoos1CCxDRWUKIFwohLmoXXWut/3JO9cdPDBJCPNpai++FHkZKKXVdEARlY8w2N0hozTK/bb7zA3oIBaf0SaBSqezcaDT8fxf/NdeTjV66xH9ovajhHAjMIVCpVMampqa2ZAnKTwwKgmC6Wq0ObOGQLHl0G6vW+o8jIyNPnmu1MaWUf//3A/V6/fRu+8DxwxdQSj1PCHGatfaQfveOAtxvUbQHgYwKtJafrBljVEZTSDRsIrpjenp673Xr1v1ta4Forc9xzr0Av/8mOlRdd05EXxNC/JaZ39b1yds4AQW4n5poCwIZFVBKnSal/BAKQ+8D6P8C0/pd122jAN/hnNuBmUd67wlnDlsgDMO9giDws6KfWa1Wf9Sv/lGA+yWJdiCQYQGt9Z+cc3tgYlBvgxiG4U5BEPjXzh6wrRZam3P8zlq7b2894aykBIjoFCHEScz8tH7FgALcL0m0A4EMC2itI78tHiYG9TaI4+PjDxkZGbmcmR8yRwF2o6OjampqamDvlvaWAc6aj4BSygZBcKkx5v3zOX6uY1CA5xLCn0OgAAKt5ScxMajHsZ6cnDyg2Wwaa+2jt9ZEGIY/CILgSDzm7xE5Baf5/bWdcz93zh1ire16p7HZKaAAp2BQEQIEkhTAxKCF65fL5SfFcfxpZj5sa60R0d+dc8Ja6/doxiejAkqp10kpj2fmZy40BRTghQrifAhkXEAp5Rec38Fai4lBPY4lER0rhHgLM/t/3++nNcvcP748osducFpKBFqrnllm/tRCQkIBXogezoVADgQwMWjhg0hE5BdfYeb7Xdt52bJly0ZGRtZgkZOFW6ehhTAMD/a/BQdBcGC1Wv1drzGhAPcqh/MgkBMBf2eGiUELG0wiOkkIcRwz/9f9tUREvxZCPBKzzBfmnKazieh/hRAHM/Nkr3GhAPcqh/MgkAMBPzFISnkk7swWNphKqVcFQfBoY8yrt1KA/WL+98z1mtLCosDZwxZQSvm74M8bY77YS98owL2o4RwI5ETATwwSQkhmXpSTlBJJQ2t9ehzHO1trz7i/AFrLT55fr9dPTCRAdDoQAa31U51zNo7jA2u12i3ddoIC3K0YjodAjgT842fn3GXW2qfkKK2hp6K1fk8cx3dba987u/NyufzOOI7fhtePhj4sQ+lQKfU+KeVDtvbzw7aCQAEeyhChEwikT4CIniGl/JYxZkwI0UhfhNmJiIj8bNhfMvOZ91OAb42iaFdrLbYfzM6QdhUpEV3tnHuPtfb8bk5EAe5GC8dCIEcCWutfOef2xcSghQ8qEZ0tpbzIGPPl2a0ppWIhxC3W2j0X3hNaSKOAUup4KeXK0dHRg6ampu6ab4wowPOVwnEQyJmA1rrpnMPEoD6MKxGtllKea4ypzm7OP+YfGRl5y6pVq97Xh67QREoFiOiTQogRZn7lfENEAZ6vFI6DQM4EWstPYmJQH8aViL7jnPuAtfa7nc2FYbg6CIIyfv/tA3LKmzjhhBMWLVq06Fop5WuNMWvmEy4K8HyUcAwEciaAiUH9HVAi+pFz7rXW2ss6Wyaiu6SUi4wxo/3tEa2lUUBrXXbOvZuZDxJCbHVbynbsKMBpHEXEBIEBC4RheKuUEhOD+uRMRH6B/oq19tpZBTiWUv7SGLPVTRr6FAKaSYkAEZ0lpbzdGPPGuUJCAZ5LCH8OgRwK+OUngyC4pVqtYmJQH8aXiG4MguDwarX6x3ZzS5cu3XWXXXb5SxRFT63Vaj/sQzdoIgMClUrlgY1G49o4jp9bq9Uu2lbIKMAZGFCECIF+C2BiUH9FiWjz6OjoPlNTU35ji5kPEf1ECPFE/P7bX+sstNZamvRUZn4SCnAWRgwxQmBIAn5ikJSyjOUn+wfunygws99Nyr9yNPPRWk/7/2+M2b5/PaGlrAgQ0XlCiF8w84qtxYw74KyMJuKEQJ8E/MQgIcQiZsbEoD6YViqVHRuNxs3MvFNnc63lJzfU6/Wj+9ANmsiYgFJqbymlnxNwLDNffn/howBnbFARLgQWKuDv1oQQv2bm/RfaFs4Xolwu7xnH8RXMvFfbY3Jy8rlRFH0Nj5+LfYVorV/unDuRmZeiABf7WkD2EBCVSmXnRqOxeXp6eum6deu+B5KFC4RhuH8QBH5z9gParYVh+Acp5d5YfnLhvllvgYjqUsrvG2M+NDsX3AFnfXQRPwS6ENBaX+6cexLuzLpAm+PQMAwPDYLgM50Tbogocs7daa1d0r+e0FIWBSYnJw+IoujaKIoeW6/Xf96ZAwpwFkcUMUOgRwGllJ8Y5Ky12/XYBE6bJVAul4+Oouht1tpj2n/kZ5kHQXBWtVp9CcAgQERvEEIcw8zLUIBxPUCgoAKYGNT/gddaK+fcycxMvvUwDD8eBMFr8ZSh/9ZZblFrvT6O41XW2v9r54E74CyPKGKHQBcCmBjUBVYXhxLRC4QQxzPzSf40rfVtQoglxphSF83g0JwLENEThRDfF0IcxMzX+3RRgHM+6EgPAh2PRX/vnNsHE4P6e00opV4ppXxMexccP8tcSvknY8xD+9sTWsu6gNb6/znn/LXybBTgrI8m4odAFwJ+YlAQBHdWq1VMDOrCba5DlVJvDoJgF2PM6f7Y1i5Tr6rX6/c9apyrDfx5cQSI6DIp5f/5vaNxB1yccUemBRfAxKDBXABKqXcHQXCvMeY9Wut1zrln4vffwVjnodVyufyf/rfgKIoORAHOw4giBwjMIeAnBvl9SrH8ZP8vFb8Ru3PuN9baT2qt7/GbshtjxvrfE1rMiwARfUAIsRsKcF5GFHlAYBsCmBg0uMuDiL7kN12QUu7rnNveOXe1tfbxg+sRLedBQCl1DQpwHkYSOUBgDgE/Mcg5d7O19iHAWriAf6JQKpVOcs7t0p7MKqVsxHF8HYrvwn2L0AIRnYACXISRRo6FF/C//zYajVPXrl37qcJj9ADgX+FqNBrvD4LAz2wOfBNSSr+m9s1RFN3Zeu/32z00jVMKLIACXODBR+rFEJicnLwgiqITMDFo/uO9dOnSXZcsWfJNKeVj4zgek1IK55wTQvytVCqt6lzhSil1aalUel21Wv3R/HvAkRDAe8C4BiCQewGl1N1CiDFrLbYf3MZo+32SgyA4XgixuOOx8t/jOL60c5nJ2U1ora9pNpvPmb3Ob+4vLCS4YAHcAS+YEA1AIN0CfvlJIcTPrLWPS3ekw42uXC6/0zn38jiOd5X+Fvcfj5WbQojfRFH0klqt9sP5RERENzjnjrTW3jif43EMBNoCKMC4FiCQY4Hjjjtuvx122OFXO+yww0Hnnnuu3xy8sJ9ly5YtGx0d/bgQ4uHOuVLHY+VbRkdHP7lq1ar39YJDRJt8m8y8uZfzcU5xBVCAizv2yLwAAkqpq4QQjyvq+79hGP4gCIJDhRCL/E+4QRD4n3LvEkKsYebn9eMSIKLm6Ojooqmpqagf7aGN4gigABdnrJFpAQW01luEEE1jjP9dM/cfrfU5zjm/O9GO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