subject stringclasses 4 values | grade stringclasses 15 values | skill stringclasses 445 values | pic_choice bool 2 classes | pic_prob bool 2 classes | problem stringlengths 0 1.12k | problem_pic unknown | choices listlengths 2 4 ⌀ | choices_pic listlengths 2 4 ⌀ | answer_idx int64 0 3 |
|---|---|---|---|---|---|---|---|---|---|
math | grade-4 | elapsed-time | true | true | Look at this clock:What time will it be in 5 hours and 15 minutes? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA7gAAADgCAYAAAApDMpcAABW/UlEQVR4nO3deXxU9aH//9c5syWZbCBMghJQEmwVDLS43AY3WlkU6BdxofYWbe/31uLS3/feurS/Lre12++q2Hu/j7rg9d6rAq3FVrFKFXDBDaxSK0HQKgkK6CUJCllmQmY75/fHkIGQPZk97+fj4SMz55w555NhPvH9OfNZDMBGREREREQSwrZtGkJQ1w5tUYgobYskjdOAIgdMLoAyNxiogSsiIiIikjANQZs3WtNdCpGR55xicKa7ECIiIiIiuWRXe+znODd... | 1 |
science | grade-5 | identify-magnets-that-attract-or-repel | false | true | Two magnets are placed as shown. Will these magnets attract or repel each other? | "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" | [
"attract",
"repel"
] | null | 1 |
math | grade-1 | open-and-closed-shapes | false | true | Is this shape open or closed? | "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" | [
"open",
"closed"
] | null | 0 |
math | calculus | determine-continuity-on-an-interval-using-graphs | false | true | Is the function f(x) continuous on the open interval (3,8)? | 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" | [
"yes",
"no"
] | null | 0 |
math | kindergarten | count-sides-and-corners | true | false | Which shape has 4 corners? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAD9ElEQVR4nO3bS24TQRCH8b+dxyIksAOxYgUcIUfiRtwkl4jgAAH2hB3kYSkh1rAYAnk4ie3pqa6u+r6VRyPLtfhp7JluT7qu644vpW8z6XQuXXUiGtzmRNrbkN7uSK+2pcnxRdcdntQeiyK3/1za/DrrD15vS++f9QqJhnY6l47Ope+X0peZND256k+AjEq2t9GbkqSzuTSd3zhBVLJrU787aVp3FMoS0MgkoJFJQCOTgEYmAY1MAhqZBDQyCWhk0trQPv08KDk... | 1 |
math | pre-k | select-solid-shapes | true | false | Which shape is a cube? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAARl0lEQVR4nO2da3AU15XH/z2SRqPRG70tCQmCHolhJUwsDAGDDWsHO8QmtY6pfLGp3VrXPhzbW1tbG3sf2a0K3toqZ21vvmQr5cifErzlBKIgxw4QYR7yijiSS3JACIMkJDSgGSTNSKN5aKb3w2i6e4YZIYnb3be7z+8LrZ6ee88MZ26f1z0tiKIoukLAFT/giwALIgiCOzIFID8DaHACFXZAcAVFscert1gEsXy2FgCZQ/7YH1V2oCk3ptUEwRu+CDA4B0yEgMt... | 0 |
math | grade-2 | how-much-more-to-make-a-dollar | true | true | You have these coins:Which coins do you need to make a dollar? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA5kAAABxCAYAAABfqWdUAAC2I0lEQVR4nOy9d3hc13Wv/Z4yZ3pD7x1g70UsohrVLVm925ZckrjHqb6xcxPbualObp4k90vsuDu2LNuyLFmVkiiJEsVeAYIgQRCNqANM7zOnfH/MYCiqmZRoS5bO+zx6IHBmzuy1Z8/BXnut9VsCYGBiYmLyPsUwDKZyMJCCuAaqeUc0MTExMTExMTknZAHcEnQ6oFoBAdPJNDExeR8zlTXYE3unR2FiYmJiYmJi8t7gAg/I7/QgTExMTN5JTqQKP2sVmOcsnMK... | 2 |
math | kindergarten | one-less-with-pictures-up-to-10 | true | true | Count the pretzels in this group. Which group has one less than the group you counted? | 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zj7+C8aYPklmYR7VhgHxHKSgCRQ0QGPw2bc5PodiKqJr4zPJuEJppA97eXuKBwAtjpuSDKGDOLcSS50QXHUTEgwBMRtMwXPULgovTFHW/HwWF3vg6jOv/ibmBA/ieeICAZ4GrbnDhSomAzkwskonnVOsFbVcUcFbVYkjRULQgwjeMONMQnS0Hoc/A61aJ9K7Mq07f3IjiT97vbMx39qeDmGZl71MWhM7In3x//2tysuDQwcd45t/+ErbdRl59HdW6TvJSqgBQdFFCY/9Fr343U4btrPX/D5lngmUldRNLvSNE5+cuGJPkiZtgyszEmpuJXj+NiCwAyec/lf1V8oob8e57H+XW2eQuLM5/wJJaivHkd+l6/ChlmzfTVD+JFpxAca5nqW+C6MLcBe3X26w4K6vRGbyI0CQiHkAIUFVQ7WUEE6kkFkKEh7tXvAdlbipFBAaX2xSOG7Hok39vMc3Kow+BI7uQt37rYXm0uiRJkiRJr5j+clbmnRqh7dffJq2gmOz8GO5ognRnYXK2UYkTHPsRAI3ebxBaNGJWoyh6K4H5DIKT5wLeFwt1EprgWesduDQrNQPfImVtE7poF7m4efzYXlISExSfuTKLQVoGTlEYbaNxh5sDB9M58MQCu28qwdfXicL4ypsLSNuwAS0xzdS8yvCJCAFPAP+8wGSz4covIK/URiwjnYnUawmVNbBO9GEZak4+d1cPqYXJIO6E4U6ixmy2Bb6GAhjUIDVbK2h+pI2ep39F9fV/sgo9/9LCPg/P3fNZbGmZlFbq8JAg3V6GqigIJU5k/iFELEhF7EEKAo9hUaMoBjtxUYnn0PHl+7xwTMSZDycdWwhmX0/01G9pdE5hTvFBaIK4p4OWBR87zYvL1xtDQ0wHAtzgOobz5vU0P3oUvbqRAtzEQ20X1KG3WUitqyDgnqCrV+CZU3BPCGJBgT09i5ScLAqLDcwWXMVsSgr68i4agycQU8mgOuQ2YDYlXwSeVT6GK0VlfeA7QHJc6nesp/XpFoYOPf6a/rogSZIkSdLry2ULsIUQtPzybqIBP1fdmEZK4GeYS/4MHWmAILb01IrdOyxqlJi5nM7oLnS+w+Sc+dyn2gle8Rm8I200qicBBS0SIjgxRqFDQdFFCQbiJI63YHRacK6t5Abfv6OeN3eZqvezK/gFopoRgxpl5y4bj/xGcLJbISWnlgVTJZXjyf2bLXlFOPI0+sc0Og4uIrRFcus2k7dhNyDwzU4yffoIJ3p7iORVUFB1gG3pz5Nq9KFuXs/80TZivhDC0YjwthGJCaKRxeUp7PbENSw5c0istdD/7B6qd7/zss6WHvn+vxIN+Nh+fS7p0d9iynkverUAAC3eT8Lbv1zWokZR9TZao7ci5scpOPO5AMZqP4rNbME5/zSpahQFhfDMOFZHChZtCV94Dt9sDz4gY0MTjeGfJk9ZPG/Cvin2M8KaEUWFgpQ2AjubaN9/nJy3beP4Yi5rIp24vMl9x9PqGtDEGC0tMHR8DluGnpzazeStvw6EYH64m6n2o4x3+AlUGKlf62Ct5XlMqRFIb8TdfhL/QC+WTYWIwBhKbIlgQDmT7iNoF9fizcghUqbQ8fBPKNl+4+v+mHtJkiRJki6PyxZgT506RN++PZQ1NZBiPIU+bR06krtOCHWRmHvlFnyqrZjxDi8577iDLl+YYsMsqRXp6NzjTEbiBPSZBIWCQz+CxRzBkWkny/gsS70TREn+zO/3JugNv4mYOc628LdX3F8BTGfST/TxGa5483r2/aoFS+ZOfK56TtkL2Kztx24e4PjJNYx39lF7y/tpevdfoai6FffSNI2pk4c48j9fYmHfo/Q1rKdpbR+qv5XMzduZO3qY6GIMow62i5+DcjaFQrCo5qB3lmEqiDP11L3M97eTcZlOeVyaHKF/3x7KNq4nzdSGaslGr+YDIJQw4bEHVpRX9Db882kkarYTME2i+o6Rtq4a4W9hzmWlb0ZQo2k4jR6s+jnMJZBuOU54sg2rt2P5Piems/Hlf4EG/z24lJUpH2dTggCqcluYrajkyKMnKb59Lf26P6FwsY26nGG8bjf7HwtjSw9y87/8hNx121ak14gz+wP2PP1rjvzwywz1+WFjIxsqToLWhrO6Dm93B/F4BjrGuFr/CxDncurdZGFylmEujDG17z68U6Ok5BW/+oMgSZIkSdIbzmUJsIUQtD/0Y4xWG+vWDOKJ2okmNpIXF5j1EF08dF5ZUA02fBN67MF5Tj/xfQqN8zgLg8zOpdB1Opepvn9CUeDZMwFRakExletcFDjbcOaCWLONhWNHWFTtGHLrSYy1gqMBfC+9j3a6rpWq7U0MNR/nihu9DNiaCCZCnDycTTQW4LavP/iSAZaqquSvv4I77n6U/d/4a/r37cFo2sT68uMI/yHiRbUcMVxHZWiCHNPi8nWKotCU+A1GX4xQagZPKArtv/sxV9/1tVet719O6713A1BVNoEnbiNquJ7caAKrUU8s1LZc7mx+ddBXRGCym3j8fsx6I5n1WXg9I/QMNzB4/OsowNlEHqPNTlljNZX5nRh0ITK3VOI+NUk8FMCT0YBeNcOSEyUjsJwvfwEFtqyf5LFxhVhXC6XZXWjZhczN+zj82Bx1b/4ATe/51IvO+CuKAopC9fXvpGTb9Tz6ufcwdLwNq62J6rwWTMYhgmmFDOuupYnWFbdQFIVNid9i8sXwpxfxtKLQ8bsfs/3P/unV6HZJkiRJkt7gLsuKOu/UKKPH9lLWUIVe9dOufwtjzi1MLIUR6iJx9ymmIy5aHJ+kw3Qr0VgZoclBFGBz9ACVqScYm69g3wN9OPLXcsc39vDhPX18+MFebvqX/yVjzXqaH2njaEcdcc2GEjhM1s7byNLcGJ78G8o67mH+yClUW9kFbRPAcKIGgKrCLoxmC4PDgo3xHzI3ZMfkKuKWr9z7imYvFUVh56f+g6LN1zB49BjjS40AZOXEiVmy8ZovnJkeSvsgBwx/jVU/h6ugmKmOowhN+0O6+xU5O3td2tSAVTdHl+E2JlKuYjIQQyhhYtPPshi302L9c1oMdyIsGwgMdaMAFd4jbM3vxrOosffREIGgnt2fuYcPPdDLh/b08Y7/3kvj2z/OeM84e5+x4w5XIny9pNdloLfYKG2/h4rmfyIxOUg0euGYACwZSglpJoy6AFuvX8twSxuZJjcVwYc5/NgUmz/4eZruvOsVpdOYHS5u/tLPsWXk0rH/BEvRIkQ8gJZTiF+fy0g4Z0V5IeCU62/Yb/g4DsMIrsJSRo4+fVnGRZIkSZKk17/LEmC3P5RcvFhakFw8mJFiwz8/g0WvEgv0IIChjI9Rv/2dRHWFLHWdO0XPUWpmZrGU5kdbueIvvsTVn/46GWvqUVQVRdWR33gFV9/1NW7/+h4C3ij7n08jptnoWXATqbySLM2dXByngLtrBkVvXdE2IeCk/laOx6/DoIao3ZLPcEsbA3ONzIx72fmp/8BkT3nFz6ooCjv/6t/RW+y0N08kt4zz9ZDd+2OyjIsXlE8s9eLQJlAVyCvPIDA3iXd67GK7+KL1PXM/QsCakuRhKqlW8M9PY9GpaPFhACYz7mTTNR8lqs9g4cS5RaZpDVV4FwPsf2yBok3X8eav3EvJjptQdDoUVcWZW8y6Oz7M7d96hJz67Tz7QA/j3kbcS/NMrL0Np+bHRASApe4OcKy/oH0dse0cMP0NobiRLMsJstdU0N2uceRELls/9PesveHiFoOanS6u++x3AejudSAElBpOkd7xA3Kd5hVlFQUyEu1kM4qqQl5Z2mUbF0mSJEmSXv9WPcAWmsbosWfIqqjEpptDAZoy7NycFSQ3VUds5lkA7L4jnHziq6wZ+dXytalVVUR8CzQ/M8SWD3yW6pcJqjIq6nnTl36Gqrew/2A6gay34HVVorfalsvE/UH88QpOiDedW/KoKAS989SpBwAoTDmFPT2TjkP93PLVX15UcH2WyZFK5TW3E1iYZSZYi6JAbbmDVC48sbGevWxM/AIFyExLLvKcaj980XVeDKFp9O97gLTCYhyGEQA2ZqVwU1aAfKeB6EIyZcfg6+K5R77GuuDzy9caXRlo3lZa21Ip2nQdO+/62ksu/jM5Utn5qf+g/OpbaX22l/bEzcRcjaTVrVtRbrGjnxHdVka1mnNtFBoFSgcWfRRFgZp6HdP9fTgL66m6/p2X9NwZa+oo2nQN46fbCcYzETEfVXkqFpPhgrJrgg9SG9sDXL5xkSRJkiTpjWHVA+yFgXYCc5OUVFhBAV3mVhRhTp4AKGaBZH5vPXvZnDZBdP7cojejzc3QbA2ukhrqb/vQ763L7Ezj2s9+l4B7geZTHaQu/BZnTeXy9z7VTm/Ge8lZ/2cMhbIBWIrbuSblwPLiOqFA7ZYClAvOHrw4dW/5AAKYnEwGbzpDGEVvfOkL7NWkmZI7ZEy3H/sDav795gfa8c9NUrI2HUUBvbMMFWdyTJQgWnAGgIrEfq4wP02468TytSmV+cz4a3BPTLLtI3//e3fWUBSFXZ/6Gtm1WxibSaAtjmA0Ta0o05n+JsxN/8hk6u1oZ9588rU2aqPnFlm6TD1kV1Tyh1AUhaIt1wEwu1QEgDHV/rIjrdjLSDFOIsTqj4skSZIkSW8Mqx5gjzQnT0LMdiRPZDTYqs58I4gF+laUjS3Gl//bVbeORHCW3mM91L/5/a9467qUvGIqd91O2v6fYtTS0cV6MboykjUKSAw8y1DHs5Sak0GkS+8j+8zBKXNqJSNiLXmONjQhGDz8+EvW8/s4sguxZ+SyOO0moQHxeXjB7iNnCeA53zY6jW8hJa+QheHuVc33nTp9FIAcVzJlx5i2hbM7WUej/SvKxnV5nG2JKS0D4W2jvydO7S3vw+RwvbIKFYWrP/nvGA7+hvjJ50mEZsnYuAFIPrt95ihdRx8lK9yKemaYS3Rdy5cf1N5FRBgpqbAxcuRJwt4Lfwl4pUq27gbA446hCQUFN8LX+6JlPTE7B4PXMmTahqugCN/chMzDliRJkiTp91rVAFsIwWTHUVLyi3lKu5Mu63sIJVIB6Ba5HDe9j+nIma36gCeiVzGbcwUABssic6E6DGY7RVtvuKg6fdNj5JQU09WuoEX9pFYm63AKPyUTj1LV9k10BtuK64JxI9P5n2Yh/TYUFcobqxhr3nvmvO1LoCjYswuYFQ5OFf8nfWxF+PqWn3Uh5lhRXJdazqyuHpPNgme4m9U6YFMIwXRnM7a0TA4rt9NpvZOFM2PQGbLS53w3I2dSNQTQEr+S8ayrAHBWFBJMZDLT10PFNW+9qHqnTh/G7kpn/EQL7kABBE9gyS1AAfLCQ9R1focydfqC61qM76Vy+/sZ0F1BvqMNVJXhI09c8vOb7KnYMnIZ0JdzLPub9EXKl78TAqaiaSvK69JqmLdsx2g1M9Nx9JLrlSRJkiTpj8fqzmALgXuoC0thHlZbGmFhZ2opGeT1T44TWpogos9dLm52ZjNrLEIxW2j3l3MsXE9K3XbUizk+XAgivjlq1hmY7u3BHa5A8/XirD6X36soICwr0w2s+ijmiV9Q4P4tClCY72bk2F4ivsVLenRFUcir3UIi4sc/fBCTdm7W9bDyHgIbfkyb865kWaBx6sds1+4lqzADISAW9F5Svb+XEEy1H8VaWkZcNRNM6FmKOpMLTeeXWJzrx6ue21VjKWbFn7cDgFEtm0OxmzDWX4Uzt+iiqp3r62DTThe2tAw6u5ILTR0FK8d1sffCmeSa0H2MNP8XtWIvigr5VeWMNj9zkQ99njMvPrG5UeJzx3DGzh2VvpcPE2j4Ls8m3gOAy+Bn3eh3aAr9AJvTghAK0cDSpdctSZIkSdIfhVXdBzviXyQW9FOYFqIw8lWMObswmrcCcH12O9Hxx5ZDfL2jkryjX8ch/DjrqulRStGnpZPhSr2oOn0zYxgMgvT0GFnllXR1KOxoAqN1Dg1l+UTH0FwQ88rNI6jQ9gPJYGsq521kvV3j5KGn2HzjOy7p+YUQmOeHqY2bSIucCx5rYg/SPVZFjEzcMTtpBj+qqiaP7U5EUID5wU7yG3ZcUr0vJ+JfJBrwk58Wo4y7MTq3YbQlA+obC8cJDd+7XFYF8ju+h10LYM0vJGzLx2FYi0l1rjjU5fcRQjDRcYTyjVNUNW2g5annCDRkYQuMkFrXgKf9FAoQ9wdQbOWIwMDytWZdlI1iDwCTYRf+xreyONSFpiVQXyLl5uUoioLJ5sDUsZcdm08sn/GuAPXqc0wt1bCo5BLSjMlj4VWwmG3Y7PpVHRdJkiRJkt44VnUG2z3YhRBgMwVQAL0pubAQIdC8fSicS60WCDI0NyaimOwaW+M/xHvvv7Huit0XVadvZgxXhgWhOMjJsjLT10Mwlk6H8XaO1vw12pnUC//gi+fdQjLYii204vZ70GYvfWs2IQTJAwW1ZKaJ3gIkj2rfsviPXLH0WdIMyR0qEgKG/ZkITSBW8UTuhcGu5OE8dl+y/805nDlXklhgGFiOOVFSqsnQPJiJYs7NJH/mB0Se/E82NGy8uEqFIO5fRIkHsc8cxGCx0T2QyVQkjVM5H6U1+y3LRRMx60vexmUIkGLwEJsawjc9fnFtOP8+xdVnm3VmXJLpQlmih3UTd3Gb+h9Yzi56FTDod6Kt8rhIkiRJkvTGsbo52AgUBRyGSQAUfTLXt9/t55noHXRY7zxXVpe6fIQ4oUF8sQKMFjtGq/Oi6pxqP4o1xYBIKKTEBjFY7EwvFTG6EKXUOIt6LqJHdVQQ0ox4Yo4VqdYjWg317GVd/CRzXccuOR86t34zigLzMTv7zZ9hn+4TKJbkS8bZl4tQwkiL4U56yz/ORMruc32wSjnYnJnBN+uTqQ4GY3L2esIX5pH5HRzh3eeq1jSUM/+t1yVfBGb7+y9h60KBwaxHsSVzrgsrq5jsHSYSNzIzOUDl7N7lkpF5NwDTURfaebt7zCqVoECD95tka+4/aMu85OsE9KtX0ez4ew7o/nJ520blTP+HNCOt1j+nd80nGTBecxnGRZIkSZKkN4pVDbDP7lZhUJNHYSuJZLBclhnHRJjeJedyYDMbz6ej5D14VTtaLEAsYSattPqiUhEARELDqrrRwhpq1E9mcQnDXfNcpf6CetN5QZkCiYSDQfPNRLbfy6HE7QCcjjbRbbuTPmUnmWlhZjqOXXJQ5Z+bAMCpi6CYM3HlVOHVFa4oY9ZFUayZGEWMfH8zaXkZZ5u3Ks6OiUVNbocoEsnZ21wnZFv9zGg5y2OyKNLoKLuTacdaiHmWuyG9rOaFt/09dTajIFB1yRn8NEuQaCCAEsvkRr5Odum5PPzgxGQyRafk7zlg+1dCmgkhoEV5MyfTP49QwJVhxz8zcemdgAIC7JF2LGllYMpA51q5N7dZjRJRnfgWpilPnF618ZAkSZIk6Y1nVXOwFQX0FhsQPPtJ8h8RYmv4vwjrTMnZRAHj1i0EU2PoE+VAG6pyabF/NOQFEyRCIVAhPUXHZPcooVAhdvMEimD5p/54yIdD68MztJcskxsSUGc8AeEUMmMnsKv+M3e9xAB7Njlzb9R8VM1+CbPxdtJTC4j6jy/fNawZqfF8B++RGBlN6+kZEZdY2yujKMn+Xk4DEbrk7KwSZn3gv2lQFNQzZQaMV5PVUEv8meNo4Vl8oXQM1vDv3fv6hYTQMFqsaIQRCpgDvejMNhbmdBSlgGown1cWVL2V+ORzCDUfsxJBUWBr5HtM+q9DBQxGBfdw9yX3gX9uAkWBHIObSO/nqCy+DTUmlrcjFALCwshW///HXIdCxtat9Jztr0uuVZIkSZKkPxarGmAjQFfVhOA59GdSIwAS8SUUwKImj8tGAaO/jzWDB8nKTIaXs3NGMkovbqYUwD3cTXYlaAj6tvwrvkgCMR7mVGuEXVf4GbGvIyfQg5EoWlilyNQB8x3L1ytAvdgLeji75bEQl3jozNkZX9s4KGB12Ih6OxHAqLaWAdMtZMZO0GAbwCdGUYwGFCW5F/iq7bYsQF+7DaEcOXOEfPLJhJZ8CVLP5IQoCtgDXUS6nqLIMA9AQpdOWqn9EutNoKBwOvc28rfcQWz/Ywzt+znFBZX44ipBRw1Zvk4QoFgK2OTbg0icy9FPNfhIjSUPnslI8zM3pyTH5aKDfYFvbgKDxQZKkBLzNDaLk0hMSb7oma6kT7eLcs/3KMl0oih96HUhFEWHYBXHRZIkSZKkN4xVTRGJaBrR4vUcc32RWf368yq9MCiq0z2Py9uLwXUmgFONGK2Oiw6g7Jn5oCiY0uykdP4C23wLu7ba8IwPc6KvgYWiG5jJSu5kIsTLh0uKAq78Qqbbmy+qDWdFAt7kQjrO5FwnrKAFOB3ewKHo9aQo09SzF6Emn1lJeJInSAou6Yj2V9QmTSNe2sjR1H9hwbp1+fNE3LeinAAq9W3kLLRgSD17oIyGcolzuNFIFE1olE0/zdzxB9iV2YuroJiDT4yz6FMYKr41+T6inK39pc8WUtC41F8VznIV5KMAOmd58o7hGTqUaxg03Uh+ZD/F5mnAAgJEIgirPC6SJEmSJL1xrGqAbdKppHY+SXBpEmPi3BHo54dG00oFXZY7l8O2uO9MOonCJf0eb8/IJ5EwoADZvk4aQs+TbmyldmcTIyfasIWXCNmTedCh6UkU/UvvWgEaepPpklKwhRC4R7pxFRYDZwM50MJzrDO38E7zt2iK/hSAeFBJBuGKbjl0zLjIPOdXyqRTSe/dR8g7hVBML1pmVqngsegH0AIjAMunK4LKpSSwKEpydpjQJHbhp3r8AbJdXrZsCyZnjYcDLPr9y0eWxyPml72f0MQlH2QvNA33UBdGoxEUUE1ZgEALzlDHXq70fp6qM9s1xrwRhAJCixKNxFZ1XCRJkiRJeuNY9aPSDcS5WvsuLnPsgu86jbfhq/xHvKYq4meOq9ZiyVnlrKKUS5qkVFQVz1IycBRnp46B6rwW1CtvZ6CjDbN7CoBEMIhmqL7gHtNRF564A2HfwOxAP3nrtl5Q5vcRQuCfGcdo0iVnYk2ZoIIWTJ5WeH7HL0y46Vn/WWZ8CZbckeU86dWiF8kxyTV5zlUkEgDMqpVE6r6ELTUfARhcWefG4eyWIhf5q4Its4BYKALx4PLWeJoWx6afp+5NjQQ1lfjkEOLMIsilvqELXnzCCSPD4Ww0ATEt55JzoWMBL7Ggn9R0IwCqOQehhpe/V8+78fzIFEer72ImoGdxIbzq4yJJkiRJ0hvDqh+Vjjh/IlrQ6dcTip/9XmFipJ2GhS+iAjqL5ewGD+CfQGgXn/FqsjmJRSFCglPrPstIJAvFnMlx5Tbqd7+LDJedof1Ps2hpAGDhRCsB48blgC6kmRgt/BeaLZ9i/ujJSw6qov5FAvNTWPKzGNVqUM25COXCUwAVcyZdjmtIzavCH1eJhqPYMnIvOjXmlRJCEHAvLm9Vh6LQtagQV5M58jNaAQODXawN/RoVMLlSlmfV01L9l7RVnTOnEM/EKEJAT8Mnmaj9KFo8FU/cQWDNB8i8+lZS25+hfSaduGIhEQjgnsshYlm7fI9By5uwXvVjDikfwzO5RFrJ2kvqo/nBZL593K5jSV+KTp+B0BYvKKdYixjKeQtVtZsJaAaioQiu4qpVGxdJkiRJkt44VnWRoz07n9n+PpSNyXCu02fAXnklx05G2ALUxh5AxEA5cyCfOTefZtMNGPVXUckBPGNdF72QLa2smsHnf0MosIjFaWUybRu1aisWvMwPPc8NZXtpTTRw8kgr5es3ksgvxGfYTu7xr1KYm8GSIRWjTsUe9RC1FJG1Nv2itwoEWBjsBCCQXYu7aD2qvh2RWASSs8SG6CQuvR/NUEDtyM8Jq93km7tp6RNk12666FniVyq9rIa2X8+hCYWEb4D2UABvViMLXpX1kMwJ9+9drt6Uaqc1soEl3ZvYGfwGvllxSYs+XUUV+OIRzKYgQ7E08qamMWUK/NOnKBSnybo5k32PzXPULairL2Gp6i/xzI6xfnQMa3YBvoQT/3Af6d2/IiwKyS9f+/srfRFTp4+SEDCVup14Zik5+nkS4eRYjShNOGM9yXHRMqgY/BlRfR85ahcnxgXFm69ZtXGRJEmSJOmNY1VnsB1ZhQiRPKUw4T5NqTlCb/thGl3e5TLnhysGqw1jeBFhysKk9xD1+y56tjS3fhuzfX2kiHnWjX2f8rFfs9jVR52umS3hb6MqsKHiFKUb1zPQepwRnwWfd4o04SE4OYZh5DT5T/8lVV33ECCT/PqtlzRrOXX6KAarjXrt10yMdKAKF/HwDJ64g+n8v+GU4xMIIDqf7Iv8dI1AOJl7nFe7edVmSo22cwf3iFiA8jQTwjNGjXl2+fMVVauQmBsiojjQNIj6ly46xlRUlfSyWpZCaWwyH2Fz7zeIehZwuirYHr2HNYn9OI0jXH1TBqDQPJTA5w9jDc2T8AfwDfRQ3vMTSp/9JJmam4W5BXJqLy1txz3SRXphERXxp3FP96PG4miBAWbVStS6z3NE/RACiCwmF33mZQjCiUwUIP0SZ80lSZIkSfrjsqoBtj2r4MxphZkIwGzQuC49jOvF19ahM6sUDvyKguBj2HRzy/tIXwxVVUkrrmQuVIstJ5MUzUci4EczVp3b+1mBDRVt1O9sQtv/C8wH7ydmyFi+x9n1ldPTbiqufetFtwFguqOZ7PJSXAYf16edQhECLTSGRY2wMN7C2vD9yTSNSPJIblXnJ6oUAWDLyr+kOl+J9LLkzK8/nqzLbNLYkRbBZdW9aHmdMUHp7F4KYs3oVEgvyCca8L5o2ZeTW7eJybE4IjaJiQhmoiye7l2Ra+00jrDzegtZJpj54edwTXVw/kYviiKIGjJQdSacuUUX3QYhBJOnmykoz6RI7eTKrEEA4u5TGKOTtJ/cy1bth6iAf7A/+fzChzeSBazuuEiSJEmS9MaxqgG2M6cQTUA4fmZrM92ZEx1fMAsY1ox0cA2qSY9ZiVJsSwZwOpOBi17pqChUXPNWJib06E2h5csXjreCOXP5bgIozOmg4ZYNhDwLHO8IELSuWb5NRJeOzubCkXPxgVzE52Gq4zj5hXoUBVLSa0FNkPD2Y1ajXC2+S5ZIHl0SmBg/0wmTzLmT2/WlX8L+36+UyZ6KwWInphnPfHJme76YYUU5AfTE1iFiiyCgzjqPooA1xcL8QAcXK7duG+On24kHg1jyk32aCAZJ6KvRzhtih2WByo0JiupraW8+QX+sloRqWf5+KpJF7Vs+cEkzySOHnyAeCpCTMYeigNNaDWoIgFS9nxvVe3Dp/SuOTU8sdbLoNZ15houfNZckSZIk6Y/PqgbYiqKQW7eJpYADgEQ0uYPGC0PmQ9rbmU95EzOLC8l9h7XU5B7U2S6mTh256Hrz1m1loquPsGdoOZiLYuT52J006z585qCXWp5U78Jd9A6uuikDo8XK0UO9TKjricVgwONi64f+/pICuaHDT6AokOXoQ7Vko2jpKxY4Li8wJJkBY8krQET9LLoj6C32iz6K/KIoCmlla1lwJ1NFYuFkgK/oLCuKdXANS4V/xqDPhjE9g6g72f4Ul56FwYs/RdGZW4SruIpRdyX2wrTlz08MWzjg+AKeuB1NwH1Lf4q/4d+w1GRSt7OJia7THO0RBC2VRA0ZhBImqna/45IefaT5aWxp6TgMYxjS1qEIE0I7t32kAoQSRhRz8tcMe+kahIC5SR96ix1nTuFL3FmSJEmSJOmc1d2mT1FIL6lm0Z1ACIgvneZsaCkEHFbvZElfxi79zyme/ncyxQCu+kbC7uSsalaOwvxg10VXmzxARmFouhp7YTKveU5Jw1FQh9HiQAGK1Q62KvdjDzSTahzh2t1hqrc30d96grapdByF1WSsqbuEugWjzc9Q0tTA86Gr6DS+EwHEAv3LZUa0Gk7mfo0Ow9tAQMRVzELMwczgEHn1my9pUeUrpSgKuTWb8cwH0ARoi60gNITmRgCHtNtZ0pdRy16yJr+DSxvFXlZIcCb5cpSZ4maq/XByh5iLEPUv4cgqoLdlHM3biik9AwHM5GzDYnFiMRhQFfiTlB8T6rmfIsMoVXktXP+2EgxmG8eOdNM2KNj2oX+4pJceLZFg9NgzVDQV82zozYypVyE0jYj72HKZTuNtnMz6V4a0JgA85gyCCROzfb3k1W+WCxwlSZIkSXpFVn0f7Ny6Lbin3Tyr/wTDS0aE6gEtzkgoh/KN76EjsQ0FKLFMowB60wShsVEUg5V02yTTHUdecTAX9no48bNvcOiev6WivpqB9nGiS6PYyyrJF9MYnvhbSjt+gGJLzkRmi15qo3sAMKh+MvKG2XxLI7FwkMEDD7H/m3/D0uTIRT1vxLfI6LG9lBZF2JjSzQyF/M9pL9GFYyvKeb0RYiH1TFC7hb7Cr+DRO8mpWb0FjmflrduCZ3aBfbpPMBRwgW4e9HpCCRMFjXeykPPe5JionaTq/ajBFlSTGdVRiUM/gm966BUvPhVCMHTwMR7+zDtw6RaIBgOML63DWZGNIqCm+78p2P9ZDLrkgTyKAhuUB0hNJPOjHcYRqnYXUrVtIyH3HI/+w52ceuAHF72F48iRJ4gGfBSl9VCVkWDMUMNj41ES3nMvPlrUCzo9gaATAQymvZVTWV8lkJJLztrVHxdJkiRJkt4YVj3Azlu3ldnFAPbMapaUHMLTDxFZeAazPsJgXxv5idYV5UVolpR1a8FchUU3x9JkLxHf4kveXwiRDKx//g32/NVNiIUT1DgGSA+1oAiNoem1WNKTh4RkaW4SAT++CR0ekbniPqNiLb5132Is8ypueUcGVdua6H/2AR789K2c+Pk3iPg8r+h5Ox76EVkVlaSZesgu3Mk63SQfWBdFifuXyxSrnWwOf5uC3l+jAFfwE6Jde7EvTZFbv/p5vrn1W1nyhdCnluA3VhEcu4+o5yARYWCwvwOx0HbBNamVOcQDVhQVMgvSmB9of9k6tESCnifv44GP38TgM//LuiIvqaFTrG2ooO3AAFFPP441lTg1PyYieE6dxG3atCJuFwJOOu/CX/YJihtM7LqtEldBEUd/9BXu/chOhg4++ooCbSEEHQ//lNKmBgxqkMqcMipifezOG15Rro69rPd9j+ye36AANbNfwHPyKWxLUxRvu/4V9KwkSZIkSdJlCLBN9lTySyrQd/2EOvaiBadIeAfJMXrY7PksxWrnctmpqIuulD9nMmEl4kmeaFhek83wkSdX3FNoGkuTI/Q8+Sue+pePcN9HdhKfPsw114UozgmDkpwJranO4PT+E/gX/aQ1rQdAA55zvZOerM8SJmX5nhF9Ft4lD/nBZ7Dl7aTpymJuensWqXm5tN53D/d99GpO/PwbhF8m0NYSCToe+Qk1dSr61DWoIpcCp4nY0rELyupF8mAXa0ERqcwR7ziOLSOXjPLaP6S7XxlFpahuM5buX1IT24OI+Ym7T+HS+7kq+I+Uhx5cLhrWjLQ6PsmppSwEelRzFsX5C3Q89KMVtxRCILQEQ4ceY983/pqfvns940d+xbYdGps2LEFgAYDUwCkMJgsDMzWYUz3Jw4WAnoLbWSj5FC2mD57XTnCHEiS8vThjgxTUXs/O61Q239yIkojxzL99nEc+/x4m2p5/2UB7ob+d+YF2qov6MWTvQtEc5NsMxGeeuaCsWEyejOSsriVF50PtOkZacZXMv5YkSZIk6RVb1YNmAFAUyjdfg6f7CXCt/OqF0f2EaReFlW9mvM1PoXMMxdhAfqKX5/Z8n+Ktu5luP8pUezPT7UdxD3eTX1tLWZWNjRVBFKUFgKB7kRlHDeHUCgpHHiSvuo7mIz52XdGCo6wC72A/LiVAfHaY0FImlow4Ih6gIrEfMbUfRYXQcCfWNX9ORsW72On6HXO1lXR2QOt999Dx8I+pedP7qb/1g5gcqSva3/7gj0jNzSHN1IMx/WOgKQidh7j75MouMWey2JL8zFqQRsAdxDM+wtqb37uq+dfL9SsKBfVbmDv9OGSt/O6FtU9F0lDS6pmPGtElvoNmXIvTcBzPmIHFiSEC85PJcTndzHTnMVLziyiryeLmtznQx5PPGItvQADtebdTMfkIa6vSOb7/BJlpVWQ0ZDF3uIMsbwfjQ/WkTQ5A6XrwtaIAu6LfAncycz8y/wSm9FupbJggx9HP0HQT3cc6eewf309O7WbWv/MvyG/YsSJXWghBy73fpnrLWmyOHgzWRhCgqTNoMd/KfnFU4u/sBQHGFD1LC0X450co2nLDZRkXSZIkSZLeGBRxsavVLsHS5AiPfv6d3LB7fsU6McHKg2YEMB1Nw6xESXPYcWubmB9foOtQK7FQEL3FRlFdDZkZUbKd/eiVIIoCqsGGFgsA4Bm20l/5/9DZMik8+HdoehvNnYKyxkrq1/QSmM8gMDm6XK8tvwhrdhARnuOFzCXvQqGAePw0sbHHWYhUcfJYCM/4CLbMPDa88y+pvO7tKKpKxOfhvo9czc6bMsCVSXbGtaiKQsT72IoAe0lfSn/8Soo6f4rOaCW9GganKznxZAu3f30PGRX1r3r/v5iw1819H72aW94c5PzY8aXGxESUNKtGyHIzM6Pj9BwbwL+QPJymoKGRrCwdWaljWHVzF6wF1CwbaG+dQrvxXzE//rdkaG7G1UbGenq48c0CQ0ol882nztUtIGPTBgieuKDdOucajJm3o4gI0fmHCXmmGZqpputod3ILvjOBdl7DDhRFYaLteQ5886+5dneYSPb1ZFkrQYkRmf05ieD08n0XDWWMhDeQ33M/equV1JIA7cPr6Tncwq1f20PmZRoXSZIkSZJe/y5LgC2E4OHP/Qn11XOkGEcBaDG+l1AkwXblF8sBnRAwG6xjclLHeGcf0WCA1IJiiirzyc5axEHXcvCmz9yKwVZBPDRGbGbfcnAWS9TR700joqkUzOwHIGCt5PjhbrbcvJ7C9H4C8y6Ck+PL7VNtNuzVZRhDp5Y/C2tGDps+hsuqY3uaDpQA3vnD9MTXEpycYaH5JAH3HPbMPK78+FeSR3DPHqEir4UHEn9Dut3JjbmjhAa/v6IvOo1vJZJ5DflPfRxX3TrisU4OPJOCUHT8yQ8OXLaZUiEET/3rhynKXSDblsynbteuwZeyga3e/1juZyFg2lfO1LSd2eFJAguz2NMyya8pJyvNT5ZzGBEPoCigd5ZhcG1CiCiRqacQseSe0opjPYNH+xnOuZb6qQeT2xRqcHqhEKHCVTvmloPs8xlK15Lqmlvx8tOr7mTetoNau488kw1NDNM92sOSoYbEUD+jx04vB9pXfvwrPPftz1Bd6Uc1uzli/DjpRo2rXCcJjz2woq4Txvdjyd1K5mP/D2fTDozB53niqUxMdhe3f+thOYMtSZIkSdIrtvopIiRTEtZcfTtjLfeTUpIMsAWguqpgEQKxTIYnCxk82UM0cJrU/CIar6sn1zmEPj5Kv76UXrWJLU4TRsc6FCWLcHyR8MS9y0FcZ8qfI3yj1DkmyOx5jkk1G69ixyn82IK91G9rpPnRVrh5PYUZfeidtXi7O/A4KujOexNFrfdSVVqFNcWNFp5jJL6Wkqpauns7iYiHMGVcx5y4ioCjElvuUTZe/wzj3kZa9/Xx2D++H4Ddb8nAmL2LPA+MLC0R5ncX9EWau4+uOR1ZwsAp40Ymo9cSWrybpjs+clmDOOXMgTwDT32f7KrkZ1FzPkthK0JRiGtmhmZqGDw9in++n7SiUtZurSPT2o5FN8diIkyb4b2k6hax516FXl8JikZk8QAJT3LGvk+3k9HYGq4N3YfLIojOHGBOTSNLc6OoUJM9z8lROwcOZnLtFSfJ3FqP+9QA8WCI/vI78St2Nvb+DFd1EwRPIIA5LZ/8/Era2x8iPXcSY8o1RDLqCWJnTfFJ6nNVukeb6Dl8lF//+bXY09JJqQvjKH4LylgIj6YQmX76gv5wznUzNu0jEzilNBARDQQW7qHuLR+SwbUkSZIkSRflssxgQ3IB4H0f2sEN1yfTRDxxOwYs9AzlMXy8DYPVRuXWBorS+7Hp5hAKKAYb+tR1jGqN9CfWUK+OkeeK4J07wt7ADWSYPGwI/jcC2KPdRZY2xJUpLRweLiX32r9isfc58lq+sdyGccNmxrra2bSrmBxHJ/NspSveSMyYSn7n90jXPCAgrWkDulg3WiKZdnJ2hn0h9Vai+irW2HUIJU48PsDk8DHGBtMYPN4GQMNNt1HfsJaQNs/s+H769dewIfIjzGoUxVbO3LHk9nOW/CIWnFZOLGwk+sy9vOs/Hyclr/hyDMUyoWnc+8EdXLs7iEENENaMRBMmxibX0H2oBSGgdGMjFSUeHIbRc78eZG0nbihiv3cDKYl5tufEiQVb2T+Vi1eXww3a11GAg8qdzMTSuV3/LbzBajoLP0o4GqP2yGdRleSfXdhczImTs2SvKaWpdgi9I5MjPakk1txCfGGU2pGfoQCmjEwc5XkIX9ty+xVAMdhpM7+faouFNKseoUaJBlrpGRpl+ESMxfERDFYbV9zxLvLz0wnFR5mZamHBuoWawE+TN3KsZ745ed+U6lpGDOm0T+agHH6Yd/1gHybHCxYPSJIkSZIkvYzLFmADHP/J1zAGD1HoPEnPdBOn9x3HaLFRtbmaSEEZHnM1teIZctNTMRgLUTQXoIDQmI9M44ieJO4+SU98HeYN/4S/62fUxpI/9Wuags5RQGBCYWTaj1ZxC4HFcUpnnl2RUzyUqGe0/SSbb26kMOUkqrOehdNDJAKBFW3VWa2k1FSjj3aTiCVTIIQAnT0XU/aNqFo2nX4DXnsZLt/zOKee4ngzeMZHcBWWs+OmYhbmTqLb+TM6jz3CLu07eGcyiS7MA5C5YyPR+XYee0SlaNO17Lrr65dpFFbqfvJeAj33U5reyrC7ifaDXUQDAep2bSORnYo3bRuZ/oNUZ8QwWCtAS0URyRndhbAbh9JHbOpZNBSeMn+RFGOYLUv/iqIkd2zRqTYS5momj7fjy93CjLGQorGHcGrnti2MmAo5fmoee0YGV+2Yw2TUEYmWsNjdwQvSubEXFGDJtyB8vSvyxQ1pDRhSt0E8hWZ/KsKRQfHsfxKZj3Hk6SFiQT+FjVvZtNFPV7SSimv+llNPfJVN+qdxD6jEA8n2ZG6pIODx8OivZ6nYeStXf/q1GRdJkiRJkl6/LmuAHfZ6ePILdxINBlmcGKWgoZF1VZNMaQ6s27+NTtURHD5BjSUZ7AjdIrFAN/GFY4jYeQGZZsQTt5NtcKO3F5NIZOAbHSMyn8zVVZIxeTLX9/xFlQKWzOsYGJjGvzBN6cZG1pX3Y7DZ8E9ZCE2OXtBmX+EmulOuYWv0Hlz6c23QWXMYsLyHgqa3M9l/imraCc/9ju4+F6f2nsBkt7Px2mKms67CHu6iwuBjviW557e9rBKzuYfuyQ107D/B2/9r72WfvT5LaBoPfeY21ESMmf5esioqadqYYDYUwFv9b9RUVXP8+Ue4NiueLK9GiEe7iLtb0c5bJAgwGXaRa/ag6i1opnJifgVv13n7Zb9wBeUZMXsJfRMqoUCAaMDL9hsKSDf3gn0D80dbL7wAOFn6btKzs2j0fmPF54a862mJXcPG7TczfOx3lFuG8A3u4WRvAUPHW7GnZ1F7ZSoz2TeTP/8T0kQ63oEBANI2bEENH6Glr5Gh462v6bhIkiRJkvT6dXkDbJ+HX310F5oQbLi+ngLzEVSjDXPem+n2V2AUMdY4FTSiHBsboC6x58Ubbc4koRbhHxojOj8HSjLl4rD1Gq5MOYI5OppceKe3g6WI+TGYmrcyPjhCxTVvp/72DzF58iAH7v4sRquVTVe5yLBPEBdr8Jw+t9BOAINrP4oxt47Soe/gci2sWHAX1ow8q/t/XJOjkGYyI5QE3VOncHm7OPhsgIB7jrqdG6mu8jHX3AeA3molVJJDtjbAIw/bKNp0HTs/9R+v2SmBEd8iD3/+PbiHuqnfvZWqjGZQwFR0B8PBcqLCSo0jCghOzExSFfzJi54YruitCEsl0XkfvsFBhAC9zcpU8VuwmdwU67sRgZFkfG0rJhGz098eY8ot0JvtbHjXJ0kvr2X/N/+GkaN7WbujiarCHgyODLxDQSLz88t1eVU7XdV/TpHTQl38EZQX7DbSr9/JvHET12TqUBQVTSzSM3kKZd5Py7N9qKpC4841FBaoy6khxrQs4tkChxbgsYcFxZt3c/VdX1u1fpckSZIk6Y3rsgXYYZ+HRz5/J76ZMYrfdA3hzI1siP4CV/7tEDu3iEyoAQ7OCgwZTaT3fopc43kHu9iqifoN+LrbzwRwFpyVa9GpYwx5FCL134Cur1KpO0UonsG0t5CJQT8Bj5eKa95K/W0r9672To2w/+7PMNNxjKodTVQVdGFwVrJwug8tFFqebI1gxEQUndVKWn0lwnduVlUI0KeswZRxMy3zduxlW1jq/AWVoYc5cCidxfERiurWUapLzuTGG67ipO56ZicHUQ7u4X3/8avXbJb0bHDtnx1nzU1b6TVu4UrLXgpzN6Fo9nPPqMQ4NTWIqep9zJz4Dhv1Ty1/p9qKiIbT8Q30kggGUUge0mJMVUgsneZ04T2EPMNs9iV3JpkN1jExoWOiu4+iTbupuOYO8ht3rGjXqd/+gNb7vo3JaqVxRxbZzmEisVK856WMhIURkxJFAWz5xdjyNLTAyl8gjHnXojeu59l5O+kFa8kc/gKK18e+RxeIhQI0XLWR1KXk/umeDW+lX2tkerQbe+uTvP87j8jca0mSJEmSLsllCbCj/iV+97l3458dZ+eNaUQsViZT30W1wUu6xbRcTmOC8MRvmYnn43VupnwxuQhN2OrwD80uz1bbCvKx5KeD78z+0gJGQ2voCG8ga6GHuaFJ/POzFG+5hopdt1Oy7caX3AlCCMGpB35I233fRlEFOdvXM5+3m3ThpvTkty/IaFhUnZTUlmFItHJ+xykGO0uu99MdzmWrw4sucYzgZDOtnWWMnT5NUX0jtYWLzNqtaOEg7c/MUXPzn7LpvXe9ij39ygkh+O0n3oR7uIfr31aMprrpTPlzys0GyhznlVM9hMZ+SigSYyjtQ5S6f5gMbFPWExqfJzCe3O7Q6LCQUl0D2igiNIsQENMsPON/MxnheaKjY0z392LLyKH2lg9Qsm03jpyil5y5j/g87Pvm3zJ2bC9ZFVV4andSWN5I5ORvWDO3b0XZMEZitlTK6nJXLIIE0DvXMGF6G9Oks9UyRdSzh/DSNAcOZrA4PkL91kZKixJMqRrxWIL2x8dZ//aPs+6OD7+a3S1JkiRJ0h+RyxJgn/jZ12n91XfY8eZacuydGHKvwWjacl4JQSx+iuj4oyuu60/5U4bcVhq6/hNVVZgu3Ik3dQ0F8eexxybQk0r/SBqzQ2f2Z87IJaduCzl1myjZegMmR+orTr2I+Dzs/9bfMnTieXRNN1BeYqDROcb80RPLecNDWbtY0qXSOPUAlrxiHBlzaPFziyNVazbm7PehCD0giESO4h19nhMni5nt66X2ygaqC07RPbmBqWH/a7q/8tkx2fLmLRTYj6JzlmFKuwMFw3IZoUwQHPrJiutGzdcyrttKyvH/JFss4kkpY67wGjLVHhzBduyKjllvAUMd8yxOjGKw2smr3Ux27WaKt16PM6fwFT+zEILhQ4/T/MMv4VHN2NZfye7sp8HnwD+YTLkRwMnKj1HQfx8Zmpu0+kbUxMq8bX3GFkz2XYCCUBKEF+5nam6J9qNWFsdH2HJTEwWpLbT0NhAMG7jly798zVJ2JEmSJEl6/Vv1AHtpcoQ9d72FrLJittZ3JgO59LeBpuIJJzDrwCCOE516dsV1Cd169ovr0ScCNEz9Eld1Hm73EB2pH8e74CM00IE4uReAze//O4rPzIiqf0DAmgzoHuPA3Z8FRbD5ulLys/wsDgRYcvsY2PovmGbbWTP4MwCseYXYMhYQZ4JsARgLbsKob0QAj40lCBkcNHnv5lSzhcXxETbdUEXncQ+7P/99MtbUXXJb/xARn4d7P3I1WaXFbKnvRJ9ajintDtB0hOIJ3ME42bZuouOPrbzQ0ci+6VpM2VXktn+b0tpitMBxDpv/Er8vgW/Og9j3SxQFCpuupu7WD5C3bvsf/BIR9nlo+cW36Hzkp2RXVLKhcRFbaiHzJ1oZsa4jtuFDlO3/JMqZ3xRS6xvQJ9pW3MNa+mEUkYkQGr8d1WEyK2zyf4+9vwuAAluuLaH56RHe+YN9mGVqiCRJkiRJf4BVD7D3ff3T9D27h5vekYVNP4e19JOgmXls3kE4Idimfwin/+iKa4S+jvlTHUwpOaytzcao9qHFArgjlRw7sIBvYZ7sskqKs1WWggYWFqNc+9nvvmq5zBGfhye//DFmOo6xdnsTNaW9JCinaySOSYnj8vYul7XmFWPLmEPEA/TE1uEyBikp242SSGUyrGcqEKAm/N/4fYKnn1CIBf1c8Zdfpvr6d74qbb0U+77+afr37eHGt58Zk/KPIeIpHAlnsRSFmtjjZPifXHGN4ljPXHMbc0oaRXl27OnziHiAYDyT9o40xjq7saZlUl5VgC2xQHt/iC0f+UdKd9z8qrV76OBj7L/771AUweZdueTlJvBNCg7ENrBxds+KdB5XfSO6M2k8x2PXUW88TlrJh1CEkS6fkRSjh5Spu/FFi3ny/mEE8KYv/pS8hu2vWnslSZIkSfrjtKr5CUuTI/Tv20PphgZUlgglTCiaGRSFVJuJVGMC+wuCaxzrWTiVXMzWsDkbg9ZGNKpxtKOOfQ/0YDDZ2LJ9LWvt/diCveTRgT3VyoN3vYXTD/wAoWl/cLtNDhdv/vIvaXz7/6Pr0AkOHs1Di/dTV6snPTaxomxwcoRQIB+AeWM9C1l/QsR9CBDkmeM0pZsw5b8FqznI5utKAZhub/6D23ipvFMj9D27h5L1DeiUJYIxE0rcgaooLC0tIuJh0v1PrbhGcVQyd2a3jaraImwpI0SCAXqmmnjs17NMD42xblsjG/MXSAuexBQdZ11dGgfu/ixPfvGjhL2eF2nJxSvdcRN3fPMh7JkFPP9IP/2jLuzpC1yfNXhBrrzndBvY14OAmGsLHfpbiEU7AFjriJJnsmHI3Y3DOML63RtQgMlTR16VdkqSJEmS9MdtVQPs0eZkoFZessRJ119xyPQxEowg1CnWh79LxcJ/rGiA4qxc3jYtY8s6hK+N6UAtj/1OYaZ/iJrNG6lPH8Ma6EFRIGPjNrI2ZrOppo3GnWto/tFX+O0n38xE2/N/cKAthEBRFFJzi1kYn+DAwXRinn4y6tLQWS3L5byqHe9AH5p1AwVaKxPuCHHPSYTu3LZykXghHaZ34nOkk1VRSf+zD7I0OfwHte9STZ4+Agrk58dpS/krmu2fJM4oQpnlasPPqVz49+VUCwDFVoy7fQqA1Lp1qFor3mgRzx8tpn3fcco3bGTTWgVX8BSKCvayNWRtrSE3v5er35TOwuAp7vvo1Rz/2TeI+P6wQFsIgRACa0Y+2RV1tD7ZwomucnTaSTK2NKwo61XtzDW3oXdW4tQtgN5KbOJxhHouZ94v1tGqezeJLCe29Ew6HvnfP7iNkiRJkiRJqxZgCyGY6mhGb7XjNI7g8YapiD5FeOSXhAZ/jOYdIM3gWy6v2IpYOJUM5DK2rEN4T9Ix0sTzD7ZjT81gY70NZ6SdBb0LvdVG5pZKCB7CkLmDUMKEKS3I7reWIOIhHvvH93PfR3bS8+SvWJocWQ7MXq6tQtMI+zwMH36cw9/7F3767vW4+45Rl+dmfX0mgYV5HntYEPHOkVabgc5qQwCepk9wsuavWDjRilmEqY8/hAKERu9dDuZavFaKt/4547r11K8LIxR4/tt/97JtWg1CCEaPPg1Alq0TLRKkIH6EyMi9BId+iOYbWLEtomLKYK5jnkTAT2pdA3rtJAMzNTx1/wj++Tk2bauiINHCBGkAZGxqwmzuw2AvRLFkMxx3cO11Acoaqmj71T3c95Gr2feNv2bi5EG0ROL3Pr/QNISmsTg5TM+T9/LUv/4Zez51K7l2P2utnRTVNzJ0vI2WvgbwtZGxeV3yOmB4/d9xKu92FgcWMS4comDp1wBEpn+FIIoAnl2wUn/dx5nTV7DpKhexoJ/D3//iq9/xkiRJkiT9UVm1HGyhadz7kZ3YUu1c2dQHlgwIz79oWcVex7HYjSQifjaqR9BiPTx3KBPP+Ahl6zdQEG9DUaFjzQfJr9tFyth/kRl6HoBhxyfojmaS5kxh3cI/YE4sMeZtoPPIBH538lAYV3EVjqwC0krXLh+ScnaGGhSm2puJBLx4hrsByKuqJV5SjTBbKRh9EKfmJ2Iu4sSpeWzp6Vy5fQ6zM4uZY6O0l3+ALEOc7O6fYi+vwGw6l5+tc67BlH4b4ahKp1dHhfo46mIrrf2vzUmBLxwTxZK54uCc8ymWAlp9VzCvL+RK7TFMSjsn+hoYPtFGVlkFlalT6BJBRhz1GK78FHO9e7nWeGZbxey38+BkCbW1TYie71ApnsMr1jIwaGfwaDIlyGhz4CquJrduS/JY9eXxSG7a4pudwD87jnuoi2jQjy0tA1fZGoK5FRi0IFXjD6AAs7oaulraKd3YyIaKk2jmDUy2dDDU+GnSBx8ky9tJ+sb1KMGW5WczZG3DaN2JO5SgO2hmffx7JIIzPH+igpneXt73i+NyD2xJkiRJki6ZfrVuLIQgMDdJydoNoEBwxkTYbcO5phKdSYeqW0LgIDwfYLB7CuONtSSW+glMjHH8eAaeiRHWbVuPK9i2PM9eNPgrZtILcJ4XFJbpnyXHupulWIC04o+SSAxQPHeQwuvnWdA2MDVpZKK7n9FjPYwee+YFbYRIzhqKUoxkFaRSUdNIjr0PfaqBU5FcQo5ylNEHATCFR2laV8yJk7McOJjBzitmydrSSF3zj5bv5x/ow7Ihk5FQBj5TJWuX9qAYnsHsvI6mdIjHS4gstVJcGGLoOHT87kds/7N/Xq0huMDZMckqbAQFQv5MghNBnGWVqCYFnbKI0KUQW4ozfaKXxa2N2Imj+qZ55kABi+NtlK5vojDRipJI3jPX18P0XBfFziUIJz9T3Y9ye/GfMjDRQl3RNtCvRe89hZMjVBZlMrNUxPhwkJnOY8x0HkOIM8fbn/k3oTdhLawkRR+halMV2RkLpFrmmEiY6bZWoQ9NQ3L7bbISnYTXrWPoeBvQyIaKFrKq6zC1fWU5L9vT2UNaCfSqOzGbHRTO/A4lz0yaZQvbLXGi4Rq00AwlFVZm+6DnqfvlPtiSJEmSJF2yVZzBTvCDWyupu7qJ6rwWngx/lJAlk20dX74gL0UA3rLtOOIDND/jRQiFDesLMAd6l79XAEdZBUZz7wUL2gxp6zA4d6NgXL6jUALEYv0Iby+JpQE0wBcrIqaZUUjmZ3cZN5BT81ZmTv4vO3PHSYRm0EIzyVvo7cSpYPFU24q6IqZCjhwdIbuiih1NvUSjVfgGzs1ap9atoy/nHUx5glwd+CKqqiZnstNuJZ4YIDK2BwQ88WQGsXCI9/6i9bLtha0lEvzP7ZVUbtvAupJW9ic+xIKSxRVd/4aiXPhnMJdVT1aam7aDavJQlu0NpAVOA+fGBAEZ6yyQCK64VjHYsRTeiaKdmwkWShjENJGldjTfIIlogLiw4ovlkXyL0ogaDIxlvA9PIMZO8V0cjizivj6IBRGAaivGNyEITY6tqG8wsY6x9jbW795AeU4vngGFeOBcvnX6lnp6Mv+C0NIUjfP/hKIoGHN3YbDuIBY8RGRqLwj43UNWjLYU/uT7+1+zPcolSZIkSXp9W7UZ7LOns8xN+qjKhSvMx7lvpgGEAucFcwrg2rCeFH8rzx/PJBIIsHl7NeZAL17VznjxW8Ccxtque/AN9mEvr8KS4l6R2hBznyLhG8Rc8CdMhrIJmdIpF7MY9Y3gWke/GmEsZkDEo1ydF0FRFBRFQRew0T0zwo6yWoyGdeAERYkTCTxPbPYIelrJ3NLAXPOp5bpMkTEatm3g5OEWevKaqKlw4+tfflw87acIJIrYpj2BqksGaAlvPyPBJxk3X40tvo5K/SlK6ovo2H+CyVOHyG+8YvWG4TxnUzAW5/2IYthhb+G3kw3JIXlBWWd1Len6AQ4ezWdxvIe67dtICzQTxshIwc1orjLyO76HU/PjnbSTsqYA4Tv3oiFifoKD/4Uh/yb0xloO+tIp0yLkO0swpxQjHAmenY2jqDoKzSHKXQKEQAiNuYCOKleMdMv7ATA6b0IoPkLj/4sWGMGeYQOKCE2eOxq9VD1FqKyS1qdaSH9rMSnVThZOdCx/7+2fZmHufrabn1zuh+jUswwoHsYMW8kLdVJimaa0oYrewy14p8desyPsJUmSJEl6fVu9KTpFIbduI4sTyW3tbPperrO0rgiuLXlFpG2u4IGlK/jF4rtxjw2z9ub3MOG1AeDQ/JjMdgIGF34leX63f6AXT08YrE0rqtNifoJDP6Blzs+iYgM0QICisqRZSOgyWIiYULQUFC0VEinkmfXsSvFgNegQShxNnSI481Nis8nt2gTQHi5Bqd64oq6UQBt51XV07D/BokfDVX9uBwsFWCcGseiiy58JYMByK+llu8hgCIDMtOQCz+n2F2xTuJoUhaLN1+CZmEAA+lgfO+zdnP8bhjW/iMyttfw6fCWPKp9mcGaJ8p23MjvrIaFaMBMlRaehT8nGl7EBgOjCHHPNfURFHYreuqLK2MRjDA7tYc4PwUSM5blvRWUhbCBhyGQp7kRJJMdFFWlss3qotYQAEGqUaKiZ4NB3EDE/AO6QSk/aJtTzdnNRFKh2TWKw2Di8L0Q8MIgpPeNcOxbmuCJzbsWLhADGXO/GkbuRYocXAJczORM/1X74VelySZIkSZL++KzaDLaiKKzZdQfPd3yOoYUNlGW0UuhoQ2nKBL0LEZwgEhxhaLAGbeIYNk3jyjMHsJx+4AeMtOko0XVS3vU9Sln5JhAP+DnRE6dQl0tmVTaKr235u23R77LYYydkj6JzlKN3lLHepSKEETJSQFHRhAYoIEKIuJd4dJqE+9RyAAfJfOAn1Lu49eY/5b77f8QVHF/+btZZg67qbWDK5vDRYW7Y2YPOYiERSgaFs939ZG7cgOnMwjoFyI/s53TrHDelrAFVw6WdRACTHUfZcN4Cv9WkKApFm69j9Ohe2ofqqC/rIM9wBHVTDuicaMEJRHyE0bEGbKOnWdD0bLxyNzv+7J8ZPvQYx//3/6Mud4GckYfIGnnogrezvnENQyKNirVr0cW6l4+Rz6EfvP9Oqt5PWBShOivQ66zcXixQdW5UxZhM2jkT6YvELIlECM3bQ8I7sLIOdSfG9R+nobCQ1sdUSjp/fe67nOspqquiZ9+jDEzrWVsdY27h3MLawfZJymsK0QLJ9BIFSPEdIhLKQjNUorcEccXdALiHel7VvpckSZIk6Y/HKqaIQNXud9D+0I9pfaqFwbxCCiuzUUjOHC4ulDIzMEgs2EFKRg7Xffa/yKioB6D+9g+zMNRF13iAypRR1HgAncWK0BS0SIAwJsYK3kxPYIniE09Qn5KFc00e+Nqw6KJYdG5EDOLuk8TdJy+5/UWWOZ595l52GB/GUbYG32A/AEuZTaTlFmErqcB38hkGZzZQUqPgPtGKV7Ezs/lzTPhG2GpTINKNiAcojD5HQWqAheY2jOmZOLLAYEnO1K9+aH3O2THpbW5nbqKQgors5BcaeOYLmRkcIRZqw2B18JaPf4XSHTcBULL9JiJ+L+17fkBlfgJzOBmkmtIziCzMI4CZ0juY9QYZGOhic7Sb1LIqDEY3WniOXGMycE14+0l4+4ldYvuzdGMMjrcw2fsE2/SPsCCSWUcCiDgrKKusZ3x0kI5n7yMvo3h53GYca/E3fJClqaM0ZmageJOnPNbF9pAwbMB9/CQp1XVYdcnUo4XhrvN2mpEkSZIkSXrlVv2o9IhvkcPf/yLDzU8TD/lXfFe0+RqKN19HxXVvR32RBWXPfu0uFvpaqc4Lk+LScBZZme/0EAzGiKomHFoyzeJsCKSzWnGUV2KwxhG+06+4jcsL9l7mO2Fdz8LxtnOfJ1OG6Q6sYXF6gutuEOiUIsaHpjC983+ZGB+m9MCnUFFwVFQQnJwgEQwu3zS9RnDwxBqE3smbv3rfZQ3kov4lDv33Fxg++swFY5JTs5E119xO1XXveNFFfj1P3kfz/3yZdesKsIV6yWxwEphPwT8xhltNI01zk9z88Bx7YR7mvGyU2NhLbgv4QuJsJslLfHe2u9y9Clr8zOdnn8+UyYnTAdIK8rlyyzjufhixrKPufd/kyIHfUXXiS6g6BVtJBf6BvnOVCEhfK/jtfYLsmo3c8pV7ZYAtSZIkSdJFW/UA+yyhaXhnxvDPjGPPzMeRU4iiqr83gNn39U8zevRpGupzKSzr57D9MzjdPeT0P/iy1+ntVqyFJRhtKoougvD1MqNUMMhmGuO/Xs6R9sTsnEr5GzRvD1frf3FBQKc46ol54yx2db9oPRFzMUeahyioq2Pr+mHc/YL+qk9g8XSTM/zibVQUSN9UznP7FDA4ueXLv3zRF4zVJjQN7/QY/tlxHFkF2LMLXtGY9Dx1H899+3PUbVlP1To/ndoOPLEcKk/+fy87G68oYMktxJyVgt4EIjaNFp7jUOJ2Ck3zFMWfS7YLaDW+l9FoIVfF7yZNf+4lQAHQWxGWakLjbgITIy9a15x5PZ3NJ9iwewNlhfNMtMzSXfdpCkfvx7XU+6LXKAq4qgQP3CfIqdnIm2SALUmSJEnSJVjVFJHzKapKSm4xKbkXtzPD1Xd9jUP//c8ce+SnBC0bSa2JsZRazrrtDSwNe4lMDl1wjQDazdso7XoOE9HkyYrChPv6T1JXVsP0/hHKbVMI4rgCI+gDPTSpv0EBVFM6mqmIsRk9ialB7OH2l22fKThCVkk54+3tTJfWkVsbgPa7l/Oxz/KpdkIYyNI8CA2UmIfZvnmyaze+ZkGcoqqk5BVf9G4ZVbvfCQKO/M9XWAqWYFo7hc9aQsaGdBKxUhZPH3/R66btazH6E7gm25PrTxXor3o/V9/+KY489xAFUQ86NYoSGicjchyH1UvamRl21VFJIJLK6GQYx2wPRlpfto1p0R6MVhvth3rJuslK/ua1GJu/ckG5OZ0LBchIeJYXewqSS2RlcC1JkiRJ0qW4bAH2H2L7n/0z6aVrOfzDL2MY9lFQn0vC1oYjFVILq4gErXhOty3Png5UfZTK7bcx8etZCv2nEUBMZ2R6dh7cD5PXfZBZOJNToFCl/pKYw4rfGwPhJqwEWLjxP1mIP0XD2L0XtCcsTCiKIG4pZmRWJX/TLuLiGY7uHebqm9JJq8skMAnBieQ2cgIYrvkLqmvXIe57D47yNSx5kwF4WlH16zKQq7r+naSV1vD0Vz5GdGAQxzYVMufRK/NkNmWhqUUs9Y0RX5wFwJ1SSWz7XQRmB0k98ZXk6Y1A1JDBsWPP4zz9c9zeczPLVrpJsY+wEEwmWAutj77y96DUbCM8/y/ka7Mr2iMAr+ogRfOxZF1HX88kjW//IK2/uocjRyxctaOHzC2VuE+NLb/8CAHe7f9AzDdPetuXcdU1MOuLodBObs3my9WVkiRJkiS9wbxuTtKouv6d3PKln2MR0Pe7fRztqCMYzyTh6+GQP5O5K+4iY1MTRlcW+tAMIycPUOA/l4ft0PysP/nP5J34+rmbnk0WFhD2BvEpDlDArbqYGmyjeuy3KIAlrwCjKx2AecVF+/rPctBxK/2Tgo0f+Ds2vvfTXPVX/4bQ4OgRhUX3Al2ZuxBrGparMAcnOXH0Ocx5BVjsU0wtZAJQuv36y9SDr77Minru+NbDFG/ejfuZx9j7fBEL4TVowVlGFsZ5PPXt2JvWYy+rwOCbxD3Wj63vweUXIQWobv86+c98HJf3wrSNmD9EOGEiLIygQFQxYRh4ejm4dlZVL5c9nXMbs9u+wL7AetyJNO749mOse+tH2PKhz7E4PkJLRxlur4eBilsxlqxdbkBiooWEZxhrfgF6pYfJCR3w+h4XSZIkSZJeW5ctB/vVIjSNll98i/bf/ZhoyE/ZxkZKimY5mfYXlPl/TonSheLaTGQhiLe7g9/3cAIYLbqNWP5m9AYDxfv/Bp3NirO8Fr01ghKfQoRmCXgKmfWmMDYdZcicyxVNW2h664dXLAQcPvQ4e+/5e+y3/Bm33P4e9uz5ETc5HkXE7IQ9XoxOFZ02ypi7kqOPtpFdu5FbvvzGyPMdOvgozT/8Mv75KbIrqqiuE4zmvxsRnKIp9D0UWxFaPBPfyChR9/zLrywFAs5SxvLeRGbFRtztT1Ex+HOUvGLSc9JRTFGE9zSKrYjp4/MsmqrpH5gilLeWm9/2PvIadqzo01O//QH7f/M96j/yBeoaN9Py1LfYbD5KImwm4o9gyXAg/C0MzdTQ+mwHRZuvYffnv/eGGBdJkiRJki6/112AfZZ3aoSWX95N/749AIiNN1OcGaPBcRCDGkJRksd1Y84HNR2RgL4ZHXbhw6WP4B9ILlrUWS0M1X+cqDEVu/8k6wyH0QIjy/m4M8E6pib1jHX0IoD6N/8pdbd+AJPD9aLtmus7zaMP/xpVAa3jOQoK07A79Mm95BDMji8y09+P3mLjXT84gMmRuup9dbkITePEz79JxyM/IRb0oc8rQay7it32R7HqF5Z3/lBtxQhDFiImiIXhlNtJrWmCiHuRuGcWoYAvey0zlR/GEp+hJPI0rngPWtyPEBCMZ+IO5jExkmCi4zS2jFw2/MnHqdz9jpcMirv2PcThE8dJhP1YBo5RUpmHwXim3cB4/xyL4yO4iiq55Su/fEONiyRJkiRJl9frNsA+a2lyhNZ772bwxH40X3KhWmF9Ha4MM2lpPjKMydQDDegv+ncWAgE2L/wzKucmUMOaEaMaJRRLxx/LZclnYmbMy2x/8tqiTddQtOVaSrfd+MoCLyHoeepXjBx9htGjz5z9CACj1U7xluvY9pF/eMMGcWGfh76n7qfj4R/jm59CAVILiskuTCcrM4bdOINFnzxVcSixlmjtP2Ds+mLy14czKTuC5LiYlCieWCWLiwaWFsEz42VxYhSD1U7x5uuoffP7ySive9EtBV8o4ltk6PDjdPzuf/GMnHesuwB7Zg4Vu+6g/vYPY7KnrFLPSJIkSZL0x+B1H2CfFfF5GDr8JKNHn2b06N7lvZKFAKPNRlpePktFG2BxjlTf+IrUEb97gcB5J/4ZrA5y6zaRW7uFoi27ceYWXVK6gBACoWlMnU4evW60Ockor31FweAbgdA05gfa6dv7W4aPPEVwYXrF96n5RUSzy/DacymYSp56Kc4MnIJgYWKCWDCwPJau4irSS9dSvOVairfegKrTXVq7zhsXRQF7VgGO7MI/mnGRJEmSJGl1vWEC7LPOBU+HWRjsxj83zsJwN1G/F89Iz/JMsqKALSMXR3YBQghy67ZgsjrJrd9CWlnNK9oPWroIQrA0Ncp0xxH8M5NMdjSDELiHuokGz9vnWoHs2k0IIXBkFeDMyietdC259Vsw2VNlECxJkiRJ0v95b7gA+8WIM8cuKoqCJsSFa+sURQbTl9nyn92Zf88eS7689lGOiSRJkiRJr1N/FAG2JEmSJEmSJF0u8vd2SZIkSZIkSXoVyQBbkiRJkiRJkl5FMsCWJEmSJEmSpFeRDLAlSZIkSZIk6VUkA2xJkiRJkiRJehXJAFuSJEmSJEmSXkUywJYkSZIkSZKkV5EMsCVJkiRJkiTpVSQDbEmSJEmSJEl6FckAW5IkSZIkSZJeRTLAliRJkiRJkqRXkQywJUmSJEmSJOlV9P8DzZ1QMnZLsyYAAAAASUVORK5CYII=" | null | [
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math | grade-3 | fractions-of-a-group-unit-fractions | false | true | What fraction of the shapes are squares? | "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" | [
"1/3",
"1/4",
"1/2",
"1/6"
] | null | 2 |
science | grade-7 | use-scientific-names-to-classify-organisms | true | true | This organism is a black-headed gull. Its scientific name is Chroicocephalus ridibundus. Select the organism in the same species as the black-headed gull. | 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lIc4jFvApEUlIcpUsKFYrG9ErxIglV608pGobj5FMIWZIaoOTynpTI31l5PnZS9nxDbtyzLs/yYYbbcZv7ryIa35yM8O7hS+d9AMOO+Q4MjMWLlzC8p4+Nt1oA0478Tsc9pFxZG3PZltuxJNPPMWIoSNo5o5SjeTSy9+cryIbbbQR//M//9N5fdddd3H++edzzTXXsO666wLQaDRWu72PfvSjFEWxxvv5fxPf/OY32W677f6l+9xnn334zne+8y/dZ03N38PGG2/M3XffzahRo16T/b9a35GjjjqKAw88kA9+8IPAqs+4b3zjG6y11lpcf/31jBkz5v+JZ+CKbLjhhlxyySWMHj36te5KzeuQNeOi4xQXm1XipU80BZz0UDght8GVnrvyy8EIeDPMCpJkKIImxYuSuTaUDQoX0SwRVHDWQKxdue44wUSxVJWkwmn/jHoTLxGt6tDiJMdEUYsYJbkphY+4lBFjA7Rd2XF68Mnj+xNanYuVvz4ejyc4IVEizpFbiYaI0cCbR1yGqgeNJOdwpKqqa/IgRsLwojiMzJToeyotfKrkPKWr/Oiz5GhbRi5gFgcEOWi/I02wjCip3xoz4aSkzATTJpkZ0Sq/fvFG7gyJVakqU0F8QkxQqZJkMSGogFb6eydUyb5kqLX7/fuz/pULA1EKbSCmBHNEMZJFJIJPjnYAp0aIDUoSyQMlhGCYawAF3jmK1Mec+QV7vHE/vv65G1h3nbWAyM5j92HhgkPYZeuDed87j6PdF1m4ZAHRQcgifcsSQ7KN2XePt3Lgmz/Kvm87hEt+eCK/uvE68rW6SDKIPK2xNJK/m66uLvbbb7/O6zlz5gCwxx57/EN/qN/61reuqa79X8sHPvCBf/k+t9lmG7bZZpt/+X5ralaHGTNmMG/evNe0D6/Wd+Shhx5aaUb+hc+4hQsXsvfee7PTTju96O9f76y11lp8/OMff627UfM6ZY1IdDSBhh48JT4JpSltFSw1kNJVDi0GYoAqLioueaKAaCKLHpeaJHLUG84rzhvOV5VmnQbEOcwUTUIUrVYEvMMkULqSKIoIVZIpirMWmYTK7cYZoh6cIK4aHKiBt9jvvAPOHNG3cV4Rc+QmiJSUVFaMSXNgcCXlIeF8xJtQuqKa/TYBc1TO+oK3HEeGuTaJylUot4DDI0AmhpNEDCU+0J/cGqtau+YqH3/fi7lIlAbqqxwAsWolJJhWqybe4SQh0ga0ku24JpjHWaz2lRJBlSQO0QCWEb3hNGEmlNJTWVlaF4VUScYko6URSVWCbNTqdhH1lQ0mCY0JS5UMSilxUREfiNKGpDiDPkqenlFy5AGf4vvfuJ2RI4Ywe/ZcZs2ax/IlkS98/CqOOOTjLFqwkCVL5yChkk/loYu+cimxFL5y8o28463vYVB7EGd+6IfsuPPOLFq0nCwziqy1Jm7hfwkhBG6++Wa22247hgwZwi677MKDDz7Y+f0Ll6evuuoqdt55Z4YPH86GG27IkUceycyZM192H1dffTU77rgjQ4YMYYMNNuDYY4/tDDygWnW45JJLOPTQQxk6dChLliwB4Morr2TMmDEMGzaMt73tbTz++OM0Gg1+8YtfAJBS4uyzz2abbbZh2LBhbLHFFpxyyin09PR02n7/+9/P0UcfzQ9/+EO22247RowYwZvf/OaVpAgvlOi83DE+9thjNBoNfv/733PAAQewzjrrsOWWW3L99ddz//33s9deezFy5Eje9KY38cADD7zkOXmh/ODuu+9mv/32Y91112XEiBHsu+++/PnPf37Z8/qzn/2M3XffnREjRrDhhhvy7ne/m6eeeuplPwMwd+5cDjvsMNZaay023HBDvvCFL/TL3lZldc4xwI9//GN22mknhg0bxo477sgPf/jDl9z/7NmzGTNmDMcee2x/DtBL87e//Y199tmHoUOHMmrUKH70ox+t9PuHHnqIQw45hA033JCRI0fy3ve+l2eeeebv6n+MkU9/+tOst956jBw5kg9+8IOde3DFbc455xy23357hg0bxrbbbsvll1++0jbPP/88hx56KMOGDWPTTTflnHPOedljG2j3M5/5DBtssAEjR47k4x//OLfccguNRoO5c+cC8K53vYt3vetdK33uJz/5CY1Gg+XLl7/iPv5e/vjHPzJmzBgAxo4dyxFHHAH8/fdoWZacfvrpbLnllgwdOpTRo0fz+c9/fqXZ8PHjx7PffvsxfPhwRo8ezRe+8AXa7Taw6ndkda7BJptswqWXXsrpp5/OFltswTrrrMNhhx3G7NmzgWr1cvr06XzsYx/rrGgOPONijDQaDaZOncpll13WkSy98Bk4a9YsPvCBD7DuuuuywQYbcPTRR7/sM3B1nkF/z7Ps0ksvZauttmL48OG8853vZMGCBZx++umMGjWKDTbYgM985jMrfa9e6TvyQl4o0Xn22Wc5+uij2WSTTTrf7yuvvPIlP19T83KskQA/qKOwBpZygiaiVLP1nlYleTHB8KCVa4yaQVW2CZHqy+ETqLSJoQ9wuGSYAq6PiFTWj5RVpw1EjawUGtFVjjhIJ4AXPIoHqyQ5pmXlua+KSA9OmlV1WvOUUq0KZMRKvoMSEJDKEjOXDI1lFcBqqhJszRFJqOvFW7MaJFTmkngcTgznYuX/n6AhGV4FNYc5w5wnSDcikCQixCpz1wmZeQgGFlFtkijIRSspkY/E4PCmIO2qcq44NFOSBWLpMJdheLyzfpcahzrBW5OQssqGUxIhVdVkRXxVXVi0cjDSKo+iFMNRFZkyS1XlW0sICRCij3iLkHJKV7nqeK3sQktT1LVRb8yY3mL/PfbnzE9ejGgV8IgYWZaxvG8heZ7T27OQojTED0I1w1H59pepxZCuYQxpBhYsWMTchbMwlJ12fTvLekBKT6Wv+vfg2Wef5fvf/z6XX345/9//9//hnOO444570W3vvvtuTjzxRE4++WQefPBBbr75ZhYsWMD73//+l2z/uuuu44QTTuD9738/EyZM4Gc/+xkPPfQQ73rXuzp/hPI858orr2S77bbjtttuY9CgQTzwwAOcdNJJHHLIIYwfP55jjz22M9PuXHV+v/Od73DBBRdw9tln8+CDD3LFFVdwyy23cNZZZ3X2n2UZ9957L/fffz9//etfmTlzZieQ+keOMYRqdebss8/m4osvZvbs2ey1116cfPLJnH322dxwww0899xzjBgxgs985jOrdQ16eno47LDDeMMb3sCf/vQn7r77brbffnsOPfRQFi1a9KKfeeCBBzj22GM54IADuPfee/n1r39NT08P73vf+15xf1/+8pfZf//9ueuuuzjllFO48MILueKKK15029U5xzfddBPHH388H/zgB7nrrrv4yEc+wvHHH8+NN964Snt9fX0cccQRbLHFFnz/+9/vL1734oQQ+PSnP81nP/tZ/vjHP/KWt7yFE044geeeew6o7t23ve1tOOe47bbbuPXWW1m4cCEHHnhgJ0hcnf6ff/75/OAHP+C8887jL3/5C3vttRfnnnvuSn0544wzuPDCCzn99NN58MEHOeWUU/jc5z7H1Vdf3dnmIx/5CI888gi/+tWvuO2221iwYAE33XTTy16L73znO3z/+9/nv/7rv7j33nvZYIMNOOOMM4D/vc//1ey5555cd911APz1r3/l6quv/ofu0QsuuICf/OQnXHbZZTz88MNceuml/OIXv+gMfJ5++mkOOuggtthiC2699VYuvPBCfvSjH3H66ae/aHurcw2yLONb3/oW22yzDU888QQPPfQQDz30UOd6Tps2DYBvf/vbPPbYYyu1H0LgueeeY+zYsXz4wx/mueeeY9ddd11pmxgj73znO5k2bRo/+9nPuOGGG3j66ad55zvf+ZKD5NV5Bq3us+yee+5h3rx5TJ06lXvuuYfbb7+dcePGseWWW/LUU09x7bXX8t3vfpfbbrsNWL3vyCvx8Y9/nFmzZnHTTTcxYcIETjzxRD71qU/x+9//frU+X1OzImtI3+CwWBLNI5Lw6kFylF5Eeimlu7KYNMX6JSOIkidPKXlVPdWEjIhqoNASEyF3HtMSoQXOozSAVA0KJJHI8V76VwgMDJCAquFcF9FKol9OZiA4kgnqFEeJN1BR1BLmhC4VXMxJeUnUhFIgyVeyG3MkVWJIZJojxMrFByEj9bvaRJy5KoG1v/ATBEQMI1byHjOEHI1KchG84HCgJeJyrJ1RWCJER9kfeGdOcFoSEXwSzEWcV9BQyXzMIZpjTnFJKCmAQNMUdanf5tNX/UqKugIVqYqBmVS5EmSoKtX/IkW/jWmuVYZBFCVQueIYhjcjaZWgCy1Qj0igpMQFg1aTXhJzZi5h97E7cN6ZN2IWeX7uHBpZk0oYZHiBGIvqXEm/3Ipq9cIkVsXOYkFPrPIiXKgylDcYPhrLoDe1aYR/Hx/82bNnc8899zBixAgATjrpJD7xiU+wdOlShg4dutK2U6dOpdls8sEPfpAsyxg9ejTXXXcdM2bMeMn2L774Yg455BBOO+00AMaMGcO3v/1tDjroIO677z723HNPRITu7u6Vgqprr72W9dZbjwsuuADvPWPHjmXGjBlMnDixs81RRx3F/vvv39HPb7nllhxxxBHceuutK/Whp6eH888/n66urs7njjvuOHp7e1dJ4lvdY3zPe97D2LFjO/+//vrrOe6449hwww2Batb1pQKVF/Lss8+ydOlSjjrqKLbeemsALrzwQo444oiXzJfYaqutuPfee9lhhx06g45PfepTvPvd72bu3Lmd2ckX4x3veAcnnngiADvttBP/8z//w/XXX88nPvGJVbZdnXN88cUXc+ihh3LqqacCsMsuuzB79myef/75ldoyMz784Q/T29vLb3/7W/L85b1kB2a3DzjgAADOOussrr/+eh566CE22mgjLr/8ckSEH/3oRwwfPhyoVou22morbrzxRo466qjV6v+1117LO97xDo499tjONhMnTuQHP/gBAEuXLuXyyy/ntNNO45hjjuls89BDD3H++ed3gsE777yTiy++uJO4/u1vf5vbb7/9ZY/xxz/+MYceeigf+chHgGrgOH78eJ588smX/dyrSZZlDBkyBIDhw4czZMgQHnvssb/7Hp0yZQrbbbcd+++/PwBbbLFFZxIBqpWyrq4uvve97+F99cxcvnw5d9999yptrc41GGDrrbfuXMuNN96Yt7/97Z1VyYHn3ODBg1l77bVX2c/IkSPx3tNsNhk5cuQqv//DH/7AxIkTmTBhAttuuy0Al112Gd/4xjd4/vnn2XjjjV/0XLzSM2h1n2VlWfLFL36RLMvYdttt2W677SiKgo997GMA7LfffqyzzjpMmjSJt7/97av1HXklpkyZwoknnsgb3/hGAEaPHs3OO+/MZptt9oqfral5IWtk2qKgILeEl0RpnhhDFQyaIdqsbBe1mkFUMXCV7juZw1sCa1AGxVKOS4K4iFh3JekxAZdjYiRJqFQe6MEamEDpYjWDHCKIdIJFsQhaBZGaKc6nyuZSMowCI5BMyFUI6mgJqK8qxIoIsd/v3onifah83KU6XZVGXfAWUGeIANpVDSCkct8Ra1b+9i6RDHzKqpUHc3gHnj6cVvagJjnJCrwzxEfUSkDxkionHBwuCC70DyicJ4YqeVVQNIGzAh+EoEqwVlVVWACJRIwoqUpgJoF5SqdVAq4oRomjKvAVcTS0q0rIlYhqJRtCfeUEJJXUx6VQDQokVqsj0bCQs2RZH0sXLub5Z5cwOM/4r8/8hK7Bg1g4fz55HlCT6l7QBJJVidj9RasqO6OIqkOsstYcuE3VBDOPmDA4H456IWlf/7rJvwdbbbVV548e0AkMly1btsq2++67LyLCfvvtxw9+8AOefvpp1ltvPd70pje9aNtlWTJ58mR23333ld4fmBVbMVh/85vfvNI2jz/+OLvvvnvnDz/AO9/5zpW2GTlyJLfeeivjxo1j9OjRbLrpplx55ZWrzCiOHj2684cVKo0p8KIzj6t7jFtttVXn/wPB0EDADzB06FBardZqzZKNGTOGrbbaig996EOcf/75PPTQQ3jv2XvvvV/SRWTo0KGdmcOtt96aTTfdtBMkvtSM6gD/8R//sdLr3Xffnccff/xFt12dczxhwoTOH/8Bzj33XE4++eSV3vviF7/Ifffdx69//WuGDRvWeX/x4sWdn6VLl670mT322KPz/xfem/fffz9vetObOoELVBKNzTffvHNvvVL/i6LgqaeeWuX6rvh64sSJFEWxihZ777335qmnnmL58uWd2eAVPyciL/ndgOqZ/be//Y0999xzpfcPPfTQl/zMa8U/co8efPDB3HnnnRxzzDHceOONLFq0iLFjx3bkPxMmTGDnnXde6Tv+/ve/n8suu2yVtlbnGgzwwoT54cOHv+J3YnWZMGECzWazE9wD7Ljjjvz0pz99yeAeXvkZtLrPslGjRpFlWef10KFDV3ruDLw3IDFbne/IK3HwwQdz3nnncdppp3HnnXdSFAW77bYb66233mp9vqZmRdaMTaa1ETVa1qAgEKwkj1Xgro5Kt+5Sv7QGVJVkkdIcXjMQQTRH1VFKhhCQ2CIWHujGJU9mldWiqSOqUCRHopLeOPWoBmLow2jhnFJKD0ZBZh6HVC4w/UvUakJVlzWRguIlIETavoeSiHhoaAOkTYHQJy2Cd7gkpFBgkqHRUJcq2VFSkiuIvsC5gDcHUqLSAqpKuVEiQhOTFub6UGn2z+hDFAMN4IvKe951kxmY9aFSUnildP1SG+mX6GjC4VGNBGljKSemBM4w6ZcpmUcMTARvCSFWRbScksz1+/GXmAptSqxfN58sVZIoq1yNsFRp6pNHU4YmIdOEE8XIUJQQAnPmLER7PSe9/6tcdcmNXPK1G9lsi22Zv2A+zjmchipfwLvKpjQYlnnA9VceBvEB5xxeqORDThCxKilaFARyscphKFr/isW/B4MGDVrp9YBk4sW00VtttRV/+tOf2GKLLfjSl77E2LFjGTduHPfff/+Ltt3T04OqdgLgAQZer/hH+YWrBQsWLFjlcy+ccfvMZz7DueeeywknnMDtt9/O+PHjX1RetOIf1hX5Z47xxWafX2wm85U05gDee+68804OP/xwrrrqKt785jez1VZbdWQSL8YNN9zAUUcdxZve9CZ+/etfM378eC699NJX3Beseq4HDRq0iqZ+gFc6x729vbTb7Ve0M7z//vu56KKLWLp0KX19fZ33W60W6623XufnhQOFFe/PF96bS5cu5c4772To0KEr/UybNq2juX6l/vf09GBmNJvNlfY7ePDgzv8HBhRve9vbVtrPwKzp7NmzO/fyC++1Fdt5IUuXLqUsy1W2WXHA/X8L/8g9evTRR/PLX/6SxYsX8+EPf5iNN96Y973vfZ3cgkWLFq22DebqXIMBXur7viZYtGjRKs/M1eGVnkGr+yx7sWfMC+/dFdtdne/IK3HJJZdwzjnncPfdd3PQQQex0UYb8cUvfvE1s7Ct+fdmjUh0zBq0EbBEnox2iCRxZOaQwpMFwSIUajjnSE7x6gClT0pMEw3NcAKJogpKaYN5wFBf4qIhUs30Rp/ILEOtgYuRzHlatPqdYzIsCaaeXCCZkkzx1l8sSqsZelyBRyhVMCJOjBAzzINGI6jH+7wKH0VQ7cPjaJshLtHUgKQClQguw0sLbzmmCXUFSAMsVL76KCKCiceZx8yBJHCOYIYliF6r0loxVBJ8AQ0NfEy4YCjQ6HfMSVLZhpp3CFU+Q/SVBl5MwTLUaVV7QB2hf2AEgphVycXmqkRccZX8h2pgkEgka2OaI1XxXkiGpAJc1l/hNpCkxGmVT+CcZ+aMRaw1YgRnffqH7PPmg/uvIcyZN6dKsPYeq5IqcIBvdpGiEaTKnaieX1WfQ6gSnZHKS19EqsRiBUQpVXCqJAJd6d9Hg//3sv3223PNNdeQUuKee+7hK1/5Cu9617uYNm3aKn98Bg0ahPd+ldWAgVnaFwaaK9JsNunt7V3pvRVns1JKXHPNNXzhC1/g6KOPXqXtf4aXO8ZXi3XWWYdvfOMbfOMb3+DRRx/loosu4rjjjuMNb3gDu+yyyyrbX3XVVey777589atf7by3YuD8crwwmF++fPmLBqKrc467u7vp7u5+0RWfFWk2m9x2222cfPLJHHvssfzxj38kyzIajQZ33nnnStutLsOGDWOvvfZ60YHN4MGDV7v/L3wPqlWFAQbu02uuueZF7VQ32WQTpk+fDrBKcu6K7byQge/LC+/zhQsXrvRaBlaBV2B1r/Wa5O+9RwEOOeQQDjnkEHp6evjd737H5z73OT7xiU9w4403MnLkyFe8bwZYnWvwr2CdddZh2bJl1UTYGipo+Go+y17pO7I6ZFnGySefzMknn8ycOXO47rrrOOuss1h33XU55ZRT/uk+1vy/xRqJjlxylbWhFmQUeO2iRUZpRp9T+tSTp6rSa5sWoS1oysB6AMNHIVmijdJ2bVJK+NQk+ZJCe6uZaKkkJKgjpEb/Q7ggBaWgt7KctC4yhWgRZznRedQZXgLOFE0Ok4R3kMUG6rRKRjXFnGDBgXoCDSSUVVKugUcQCbQECoWkBYW0iZaj5ihdSWndIKGqtCseobLINIp+yQ/AcgINnGS0XaItJdFyoImlnBYecSWeNknBNKMdICE0olISKBxkBl7y/gTlHE8XOaE/CTnHuRzViKoSJfUH24loEZMSwfcH+CVJQbQ/iVm0ep26cC4QKTF1qATaEigJZFSFuKIlEg2CNJjx/CK23HwbrjzvL+y7+8EsXbKMuXPmsGDhbDLJ8L5/f4D3Ql+7xezn5vH4I9NZMGtJlWArhpMmITiWL2uxdHEbTZD5AJYorSQ4h5lQtHqIpaDOUciLz4b+uzN+/Hj+8pe/AHSW57/yla8wf/78F50NyrKMHXbYgXvvvXel9wfcI144W7siW265JQ8++OBKgc3NN9/c+X9KiRjjSrP6y5Yt4ze/+c1qzZq/FH/vMa4Jpk+fzi233NJ5/YY3vIH/83/+D957pk6d+qKfabVaq6xoXH/99cArrxq88Ho8+OCDvOENb1hlu9U9xzvttNMqbiqf/exnO5p8qAZNu+yyC9dccw2PPPJIJ9FSRNhrr706Py9Manw53vjGN/Lkk0+yxRZbMHbs2M6Pc44NNthgtfrfaDQYNWrUKnKFO+64o/P/HXbYoeNqs+J+1l57bUaOHEmj0ehItlZspyxL/vSnP71k/5vNJptssskqbku//vWvV3q9ouRigMmTJ6/OKfqnGThP/8g9esstt/D0008D1WD/iCOO4Ljjjutsv9NOOzF+/Hharf91HbvuuuvYb7/9VklYXZ1r8I8c19/LjjvuSFEUKzngPProo+yxxx488sgj/1Cbr9azDF75O/JKLFmyhJ/+9KeUZWUmst5663Hqqafy5je/mSlTpvxTfav5f5M1EuBHUTQZLYSIx6si0bDo8OpIKbHMKS56NGaUmuGikhBShOSEKIYzyFMTp41K/43hNMelFi1T1CotdqGJ0iImilhV1TSSiK6goA81wavHqSKuREpPshxzEY/gyTBXJa5WpZsSlgJOU1XkyhJJIskZWIZppQf3Co2UEaIDhbYlIkJKVlWJVUHF4cgQzcBKfP9nTQDLKYkUUiIqhCS0JNEKBcEizQgtr/RlgGT4VGL9AXhJAJXK2lKqB7KpR8VRSEGlnveYFqj1kEhgJZlVwhycEsgxgUhBsthfiVYxi4gmUOmX3FjVd6kSk9FK6Z7oQxMEC+TWIHjj2edmsdnaG3HR2b9m801HM2/uXPr6luF9hiYH/YWozFIV6HtYsGghDz30BOP/8hgznn6W5cuWEDWBVMuQ8+ctYf78xcybt4B2u8T5Bl4CyXkMYX7PUkqMhnpMV38W8t+J2267jSOOOIKbbrqJadOmMXHiRC699FJGjRrVqY77Qj7zmc/wu9/9josvvphnnnmGP/zhD5x66qnsvffeLxvMHX744cyYMYOzzz6b6dOn87Of/Yzf/OY3nd/nec6OO+7Itddey7Rp05g8eTKHHXYYBxxwAAsXLuSJJ574h5aQ/5Fj/Gd59tlnOfLII7nooot44okn+Nvf/sbXv/51nHOr5CYM8KY3vYk77riD8ePH88wzz/DJT36y8wf7wQcffNkZ3l/96lfccMMNPPPMM1x++eXce++9L+qEtLrneMBR42tf+xoPPvggl156KZdddtkquRdQSaDOPfdcLrjggn+6UubHPvYxli9fzkc/+lEmTpzIk08+yde//nV22mkn7r///tXu/3vf+15uueUWfvCDHzB16lQuuuiilQL1oUOH8pGPfIRzzjmHG264genTp/PHP/6Rgw46qJP3sNlmm/HmN7+Z888/n9///vdMnDiRE0888RUTid/97nfzy1/+khtuuIFp06ZxzjnndFyCBthll1144IEHmDx5MmbGrbfe2nFJWR3++te/Mm7cuL9rUDCgEf/d737Ho48++g/do5dccgnHHHMMf/7znzvn7Be/+AXjxo0DqgJTZVly7LHHct9993HLLbdw5plnsvXWW6/iILQ612B1aDabdHV18ec//5mJEyd2AtfV5T//8z/Zbrvt+MQnPsHvf/977rnnHk488UT6+vpWysv5e3i1nmXwyt+RV8I5xymnnMKJJ57IxIkTO8/iCRMmdK5jTc3fw5oJ8M31F3ESYqpG7IPKjHZ/ISa1FrH0lJrwyaocS3Ok1MBHj0+Vd3yJkVKq3HZ8Wb1jlQuNV0cjOly/77zXDCkziAknnpyAS55eBNNI8m2SayExR31lf+kkYP19anvIUuXoE12/BaRZJceRFjE6nHUhVAG/EQgYKkJBIKVQWXCaoamSqWsqSUkqbbsJZl1Ep0RXDXqUKmk2YoSU4VTITSCWlK5FG0gDgyLxoJ5mysCk0saLI0kg4oi+KuKl0qp0VlLNrJsZlqpBTyLHNPTbTiqJ6johikkCmpU+XxIqAUuGaDXTn1SByqXHYgNvVtmDqmDRkeWe52cvZMN1R3Hxf93BxhuMYsG8uf3no0qArqwvA+IChGr2PqWSuXP7eOrpPuYuKJi/cB6pFTEV8oajKAr+9uTTPPbIdGY8NZulS/pQJ2RSraQ4URYufo4sgQu+38nn9ccZZ5zBcccdxxlnnMGOO+7IwQcfjJlx8803v+Ry9ZFHHslll13GD37wA7bddluOOeYY3vKWt3DDDTe87L4OPvhgzj77bH7wgx/wxje+keuvv76zzDwg47jiiitIKbHzzjvz/ve/n5NOOomvfe1rbLrppuy5556v6M+/po7xn2Xvvffm+9//Ptdddx277747e+65J3fccQc33HBDJyHxxfo5btw4DjzwQN7ylrew3nrrcfnll/PWt76VE044YZVZYKATzFxwwQX8+Mc/Zscdd+RrX/sap5122kouJCuyOuf4sMMO45JLLuH6669n33335bLLLuPb3/42Rx555Iu2ecIJJ7Dffvtx3HHH/VMyhM0224zbbruNuXPnss8++7DHHntw66238stf/rIzuFid/n/pS1/imGOO4YwzzmDvvffmgQce6Dg6Dcwkn3/++Rx//PGceeaZbL/99nzkIx9hr732WsmX/4c//CFbbbUVhx9+OIcccgibbLIJRx999EvaJwId+dfxxx/PuHHjWLx4ccd9aWBW+mMf+xiHH344b33rW9loo434yU9+0lkBebm2B1i8eDHjx4//u871rrvuytvf/nZOP/10Pv3pT/9D9+i1117L6NGjOeqoo9hhhx346Ec/yr777su3vvUtoJLV3HLLLTz33HMccMABnHLKKRxxxBGcf/75L9re6lyD1eHzn/88v/zlLznwwANfMvfkpRARbrrpJrbcckuOOuooDj/8cEaOHMnNN9/ccbP6R3g1nmWwet+Rl2PIkCH89re/5dlnn2X//fdnp5124txzz+Wss87qVAKuqfl7kHa7/U+tS5166qk8k/5AS5UmESQRJaOZPOraGJ5MCjzNyiTFSkSyyiEHJbMujJLMK22fQDy55YjvJUmJWhcNaZMjpCxDRRGpNO2eQO4c0VsVfKvS5yJ5coh4UihwWun4S9+Lt26IgmqkHcAreHVESThzOAQJhiZf6fnF4UIBCs4aIIE2BSWRkDw5DnOV3abvTwSNWSBKi1yV3BqUYpiPNMoAUuUAqAVKSURXDVpEE9GXqBpmQjChFI9qAT7HOSVIRH21jyxRBemWKIPQZUZSXyX2JhDzJHISkTCwrXqSCF4Lkjr6XEEeM4JWxbkKif1SqWoAIirEIoEaMYEjI/XnRQTnmbdsIZQZ/+ert7PLDv/BnLnz8UGIJfQsb9FsQrtVSaCa3Q0QT3dXxuKli/jtbx5l0uTFdA9Wxu02kq232ozh645kraFDmPH8TK7+0R/omVuy004bs8/+OzN8WDdREy541h4+jNMv/Cj/c/PVrLfJMNpasOPax3HhhRf+89+G/0cxM+bMmcP666/feW+g0M5DDz1UV4GteV1QliWLFy9mnXXW6bx37rnncumll64yk19TU1Pz784amcH3BoPU4ZMQopGXQrvfEcbFbkRzCpdAA9GaFCipP5htSYve0EehgosJLBIpsASUDUxLUupiWajsMF3MIGYkqywy267ESLSkoMDR0Az1lQ2jj6GyUZSIi11oLDFfgBMaEZIDkxYN9VXVWXEQDW8e5yFJX5WcqkJpZSXFSYnMqpWIymkGSpdQjSQLqLUJpjjtruxARSBBnzNKa5Kkqh4bRQjJI5oonBHJCSiQUAsEKXAh4ZLhIxQmVXEvjdUgxxwuNclLqQqB+SpxVshRy3DWJnN9HRtNUHJNQCV1CupQV+UZlAok7d97QNTwyRACSQXnhZb1EXwDccqcefOZ86zxqfd/m1122JOFC+YhRDLviKbMfH4Zv//9dCY//Bw9PX0UrTaq4J1jwaI+npy+mN429LYSrb4Cl1WrIY7ItGee56lnEj1FVtmFShXYlyniJdDTG3l65t8om1WSdm4vvyxf88r8+c9/ZrPNNuPcc8/lySef5L777uO0007jTW9604vqxWtq/h0577zz2HrrrfnlL3/JtGnT+PWvf82ll17aKepWU1NT83pijbjotJOSOyElT7JEwwlJhZ6oDNWSwnkoK426OFAcLQJNM5AevApRSlCP07JyiSHgVHHqqqTOFAgpwzBKibhkBHNoUBDDqRGpKqoqirpqiU8jOJ8TDFreyCgRAtFFchPEMpJ5DENwOG2gro0gBAxXOqJXoveEVHncm2aYGKVUFWdd6ndesIiUQpCqmFMpiUyFku6qwJRFvAbEICtyTFq0QsLFjKBKGRzRKklNrp5gjgLDozRijvORIKmqUOsUkYSTsj9Yr4pDqTpIAcjAAi0iuQRivx2miseJQhRKB4W0EXNE8Tg1xBKaqKrRerBSsNJo5J6e3uUsmd9i01Fb895D3stb9zySvr42famk23eTmWP+vAU89rfFPDlNGTlsLhtu0qB7cBdZ/4rNs8/3MG8J+LyBEyG4Kq+ikQfa2mbC5LksWqysv3mTYWt3k4UGqYy0+3oZMWhd/jbnMeY/N5m1g9DSQNP9fbrOmlXZe++9ueqqq7jwwgs577zzWGuttRg3bhxf//rXXzWpTE3Nv5rTTz+dVqvFGWecwZw5c9h444057rjj+OIXv/had62mpqZmjbNGAvyGCkVKOMnoSg0KayOWk1m/w03ZBQKF9NGIDi+eUntRb3gbhGoEBPVCIyliRl+IYNAtnkIirp1RegMpcCjqhFKrargqWlXRdQVJSiSGyjMeA5eRUoF6I9ecaFSFmRwEbYBZ5aaD4TRgDgqr5CiZOMxFSlN8zMAM5wzUo6YkbeG9oDFQuEDThLxsklwkZW28OkpRGjHhU0bhKnkMBq7fvz0rcgRDFTRm4BLmDUtVcq4LkTZCRi9BAz3VJv35A4pqE5Gycssh4IiYCEqCZHgMtYj5jLY3siKBlpTiMA0ILUyoZtANSispRQiaYSliriT4nPkLltAqlKMOO43D3nEmg7uH0F6+jFD00J01iKVRxB5mzOph5qySmCCWgbKvjfdSuSBZybNzl7K01WB4t6PZlbPWWkPo6s4Y1BQmPz6Hhx9eRnezC6+J4cMGk+VV4nJfbwIcjz05gWcXL2HEkBwk0Wd1ALomeP/73/+iyZ81Na8XQgicc845HU19TU1NzeuZNTODb0rmIkKbZeJx6mgkw3wfRYBGrAzVgzoKp0RLBBMoBZU2MShKTkOVCKg3girJe/o0IdETvRJSJPmcqJV8pAwFotWAIHOBFpV2PpMCJSOKkauiVAm+iWq21ztPSI4oJWoOkUhJhrm+qkKtNkguR1VRiThAtU2wJmpKHyWZC+Rlg6iJgJAZlBpJktEwRygbqIB3CcUwSSTJyCRSWiI5T54qe1DwOFdWwbhkuEQ1406GTxB8QqxJpCRZxPmApgZQVseAJ4sBnNCWFtDCaY4hEEqiKqKO3Kpzod5wsUQVIh5JGSZlJXcqGwQUIyIScMEx+/mFeJ/x6Q9fzjGHfYDlfY7pT/fgJDCkS+ltJ8pUECUyd0nJkj5H8Eby3bgQsKRYlliysM3cuQJ5QDUyrKmsNXIEjUYXMRbcdf8zzF2c2GDIIPIGDBs8hCwXepe3MRJZl/L43+6nrwdsbY8mI7g1ojKrqampqampqXndsEYCfBVjGdClHhNHMgAjWo6UQiJSaknuMkyBJKhvkjTipQ9fChqMtoJQ4B2oBCRW1pmlS2RFjjqjJGJW4FykoYEEiBOctmlSJbgWZqhv4swwbeOcR8nx9IHzRIxEVVY3k8pxBr8MsUCkQWZGMwmIkYouCpcQp0QilvrokiamieXBgRnBIBLxZHhX0MZoJEX9IPooCElxHny/zt2pghW0JIOU8BjiDDOPM8NZosoN1srZXgMxVLKkrGwiYkRpk2lAvMOgWhlQRbDKLSgomkqsaFZFrFwbk4RKVnnSO0+biG9lOCcYDmI3ZglVxXwGZclzzyxkxAab8+WPXc/ee+zGsuW9LF7eYt7CjL5lSxkkvfjMsXSp0BONRQvAuwZmbcqUCCEnamL50mVMe2YJM2aVDGt4YlkyaFAXa6/VxeAhGRMmPs9DD/XQ1T2EKH2MHDmMQcOa5Fk3c3vmk7uhtJLjocf/zGAPuWSoRapyWjU1NTU1NTU1NQOskQA/YBAd6oyQqqRPxVBz2IC8JVNUCwqX48WTrIVJiZOMwikuluSaoS5Q0MLHjDxmlHkLp/3e7SJkMSAuQyyCU1IIqIuoCp6SwkMio6F9iGSVDSaJRqmk3JHUUBKlA2f9J8A8KTXICHjNKKWNiBJSRpKStldybdAKffgiJyejoKShbUoV+jxkkuMSuJTRlxXgEoHeKvHVhCRGVA/mSD7hNRFiqmrIitF2gk8ZIUE7K3FUGnvBQXSYr6q8opUrTzLDk8iiUfrlKFWlPNEcnBGtQLFqNUMiot1VboL1kCxDYpNMq8JXCIBhqiARdRmkFs/PXcK2W+3Jp46/ml23GcOyRQvpM2HeXOPRx+eQ2n2sNdhDI2PBPGVJb2RxjyCNhCsiXbngnKOnlZg7u8WUR/toR0dXCKQorD1iGM1BOQuXLuGOv8xm/pIGg7vbSAkbbziUIUO66O1tsWzpUkZtNoanZz3C356ZStdQiCqI80Taa+IWrqmpqampqal53bBG9A1Bq0qwPjoylO6YaGtB2xJqkcK1iQqRDJcclkosljQSlJpoRzANFL4FGtF2E01C4SIxCVYYyRLeQC0i6iBmtFRJKeEKRRHalvDqaVqA5DCNGNWseduDKXgznOU0U0YjZbRCrHIALMc0r3zizWHmKJyQnDEoCma+spoMBW1rVy4/KpQiODWy5EgWaaP4lKOaU5qCVj2wBCFZ5cxDpOUcppWTT4kSouBpVxp6E7KY4/G45DFRsiRk6qtiUJowgwKl7QxSjhMDlJJITFYl7tpA0apqECEJsLx6j3ZlVWqBqBGfBDGIlmGWmPn8Ut44dh8u/Ood7LzNGBYuXkwisXy58tBjc5mxYCltl1iwNGPWHJjfY8xd0sZwZD5gKoSsm74yZ8bzJQ9MXcK05xONrhwnyqBGzojhDbzAX/46lymP9tI1zFOWJcObng02GMrQYd0s713G3Pm9dDebjJ/wPyxbUjBsUAMvPSQ1GrWLTk1NTU1NTU3NSqyRAL+aITZKMgoRolS6c2cQyqr6KjEjWk5KiWSCkwZJHVYaPoFKiz5RytSFTwqyjEQLix4s4GLAoiNJJEpBYZE+M0otKZMQpYWJw5fduFTJb1zyaFSyQok4+lRxajigj4SSkILKBx8hSkFJm9IE1VBZYWpVBCtaD5QZLuYYWuUT9Be6EiK9viBaTmEZGhXRNi4JRE8fiaRVLdiQwKKv2haHRcNpiarQNiOJI9dAorLhDOLoE0eZAkYiKZjm5AhZMiQFsJykEA28KV7L/mJWEdEu+u1wAEPM41NCiRSSgUREm0RTnFXOPTNnLWS9Yetw0oeuYZ3hTehZDKXwzMzEI1P7mL8wMLgrx2tg8eKC2I5YT0lsecRlADSCR1Pg6Vl9zJpTMGuhA/M0vKM0GDJkEIOHdDPlkQXcd/8ivG/QzI2yKNh4g2423mwYRZmYuWA5zg0maslfH7qDwRmErgz14HyiJf9Y1cGampqampqamtcra0Si05e6yEujFQSJkSiRYL6aQfceSw4BXNGmdAmhgRZKyyecOLwq1g6YF4qsj4YKrhgKLiFeUYVSFLTAiVDiSSRy9UBB8iVZGYBAISWmERyY5RQ+0RalWZSYC7RFSdIDLqClUJWrgkgLcFXlVmkTUgBrYK6PKKEqSOVLyhTIXKSUkrYT1AJ5YVjmqqCdSMIofKBhRuH6SBJwKkSU3ByBHFOHpQKHJ0lO9A1wBYUqIUEKihMlUeD6awyYF0oUr44ghhKrgD8ksih4BFyDJC3QqsiYSoFq7C8sBmb0F9uKSFSSObA2FppYKpk1cwFbbLQjHz32OjZcf1OW9iyhd5ny1Iw+np2feG4WKJ5m8MTSs6xVMpg2MQqt0hERghOcGEVMLFni6WspqNJsVlVne1yTwY2MxT0w9cnFzFoeybsyevqMZpaz+WbDWWfttehrG9P/toRdtticR5+5j8lP/IHhwxyFJrokgDbqAL+mpqampqam5gWskRn8BgWalwRroTRI2k2pGVGlf8Y+kWw5iYhJhqpSqOI1Ay2JEkmq+JSQCClWM/MqsdrW2qR+/3nKjLLsF96UisVm5XoTtRpQWOWUU81sF2TqsBQopE1ySgshmdDQJs5ASLR8SXQBSQH1iSSOAmFp3keyQDQFqfzyS99GU6h876PHUhXQh5YjWcIoaFAgZUaRcpAc3y/jUfO0fUGeWqTKp6b6V5sQE1mMJGkhKBI97ZhRqOBNSZIoKrF8VRwreaIYktoQM0wdiYLCSpIGVHM0ZaTYQgkU5tBoJCuIGCF5MKsKebmcVrvkmWcXsdP2+/DFT/+Wbbfdlidmljw13Xhk+mJmzV5Gb6+QRGiEjBQFyQxUSdGxXKEUo+EAlLbPIW9SxsCyvoB4j2sGojq6MkdXEKY93cNzCxNZczC4jLJVsvGIbrbeZh1aBTz73EKsCKy1/tr8YcJNzFtU4oYExGl17UKk6dKauIXXCM888wyf+9zn2HHHHRk+fDjrrLMOBx98MHfeeedK251yyinsuuuur0offvnLX9JoNFiwYMGr0v6rxfz582k0GvzqV7/6p9p5rY5/oP833XTTS24zZcoUGo0G9957L1DdB7vssgsAixYtotFo8Itf/OJf0t8XY8MNN+Qb3/jGa7b/mpqampo1xxqZwS/VU7qIt4KApySiLuEM+pKjGTOib9PAIYUCoE4QVRBBFZAEWklgCG18LClpYi4RrBtX9iHekVys9OqW0yZSOiOooykBYhsNGeLamOaIA8zILYBULj1BjTw1KZ2hznDaRsomOTltX+BiqBJbiXRFT9spKRrq26QYyC3QsoSR41NJJkZyDnW9+P7Auk0kUEl2XArkMVGiRC+EsoulajSsReEdWgQyi6SQKKULKVv0hsrn3yehkRzBjGVeUTPylJFQCow85gRbTtQScxBFUEk4C1RrJr046yLFDCe9qHiwDJeEtlZT+nmuPLdoPn3zjbf+53s49fjrGNzMeGByD08/k7C+RXQPVgrN6ekrEWuQI5TBk6xAJaOliZ4IniZO25Q+4VVoiFAmR6EKrougBSWRIZljCUKxoIDUpGlCO/WCRbYZPZxNR63DkmW93P/QHMZusSUuX8zdd/+cQV2JzDWrPI6gtHEofk3cwv80v/vd7zjmmGPYcsst+fjHP87mm2/O7NmzueaaazjwwAO5/PLL+dCHPgTAxIkT2WmnnV6Vfmy55ZZcfvnljBgx4lVp/9Xi4YcfBmDHHXf8p9qZOHEiG2+88b/8+FWVSy65hHHjxr3kNg899BAiwvbbbw/AgQceyEEHHQRU/QZetfvilXjmmWdYsGDBP33+a2pqamr+72CNBPgxKKYeczk+FuRVTSKSelzKaWdtfAyoJrDKUFJipSFPwTAHJpXlZUkvzSSV7WM0YiNWen4C3vqr4RKJFvDmSapoEUk+gKe/imtCXAuLOSJGkUccGVk7R1ybvlwJyaOukrS4ZLRpUwp4B15bZJahZgiVfSXR4V0fRWxi4nAScS7QZw5vRkhNoitpqq8KTfkCJSJtwfJIJgEXjaSeVkhgwuCiQa8ZS7OSXEpC0SSGHG9LyOIQSiKlCIk2eep33LFEIqNZCsm1iNZNdH1Ey8jNk6lgUmJW1eJNEnGmmDrUfGUQ6kocDo8wY9Z8MgKf+eg3OfiAU1E1Jj/Sw9SnlrN0WR/DQ6JZCq0EpQpNAQ1CYYrEvH+gJpiVSK7VgKYnYJmjCBnBwLKMrlSSIgQvRAmoeiSDpjna7TZLi4LhgxuM3WZ9yiLx2FOLWd47mO223IA/P3wlT85+nlHrZUhVqYxSFOcVSa99ku2kSZN4z3vewyc+8QnOO+883Are/Mceeyzvfve7+dKXvsTRRx9NlmVMmTKFww8//FXpy4477vhvGaRNmjSJYcOGsfnmm/9T7UycOPE1Of51112Xj3/84y+7zcMPP8wWW2zBkCFDADjggAM6vxs4/tGjR7+q/XwpBgYYO+yww2uy/5qampqaNcsactGBLieEsgrAkzfKaMQYcU7JYsJZG02OUjKSAyHSkyVaBCw1SCRK6cGXRkxQilCghFaAmKpqtWpoFNQc7ehJviSU/dVsMQptgLVxViWiYh7DkxeQtwWkoOVKTBWxEh8Np56WjyiBoUWgoY7SBQqUlgOnOU1XedFnRReZCWIJTW0sCRkOHwVVJWoDNUfLJ8wcyUE7GGXqYpkJZUqoFGRlJMachd7ocS2aRYOs3aCgt0qGjYOrImAaKaWNJUeKXaSyX/pkBVFLJAVa0qKwDErDWkafQWEJS0qfVasjpZWkGPoLe5WYGRoiTz23gE3W2Y7vnXMvxxx+KsVS4/Enl/D49Dbt3ojLHClktGKJRY9FT5KSZA4rc4IqUgh9Fsh8oOEFc4JmTcxnJBWs3aBhigUonUfNk5KRA+Ly6rq7ktKMzdbtYtSGXcxe0MOkKQVbbDqCXp7j+t99l66mkGUezUvKRiTzglfI5bWX6Jx00knstttunH/++SsF9wDee77//e8zefJk8jznqaeeYtmyZay33nq8613vYu2112bUqFFcffXVnc888MADNBoNfvvb37LDDjt0AsHnnnuO448/njFjxjBixAjGjRvH73//+5X2t95663HBBRd0Xn/ve99jp512YujQoWyzzTZcccUVK23/85//nL322osRI0YwZswYPv3pT7N06dKVtnmlNm655Rb22msvhg8fzjbbbMNXvvIViqLo/H7//ffnhBNO4IwzzmD06NGMHDmS97znPSvJaCZOnMguu+zClVdeydixY1lrrbU46KCDmDdvXmebZ555hg984AOMGjWK4cOHs9tuu/Gb3/xmpb5MmjSpE+B/5StfYdNNN13p91OnTqXRaHDPPfcA8Nhjj/He976XTTbZhKFDh7Lddttx1VVX8VKYGWuvvTaXXnophxxyCCNHjqTVanHEEUdw6KGHdrb75S9/ye67785aa63FDjvswB133LFS3yZOnEij0WD8+PGd1zvttBOXXHIJW265JSNGjODwww9f6fj33XdfjjnmmJX6893vfpehQ4cSY5WLMtC3T37yk4waNYp1112Xk046qZIUrnCODjzwQNZdd1023XRTvvOd7zBx4kRGjhzJRhttxB133EGj0eDxxx9faV8bbbQRX//61wFYtmwZp5xyCmPGjGHIkCGMGjWKz3/+851+1NTU1NS8tqyRAD/iaFsJUs2URzLUeXxQihRpaSClHCNBqRAFEzCVytvdEiSHpEGoSTXTn3LQErVItJx2ghQdmoSkAa8lKSViEvpMkNhHYZGWCYWBWhdYABwRQLTy5k+emKDtBJccKUqVC+ATEUH67SLbXmiWOYWVtNUTK5FN1TcEoUFhHkpXHb+v7CuXu4LCWpVGPeVINMpUkJfVskZUqwYECYoUaZhDUiQ5pZFAklIYRGnTSAlf5pTWpDRfmWBKiUuOiO931HFI4cjLUBn7J9AykMTjkhELT5kcJUuRpLjUQGLgiaeWsMWm23LBmb9h7Na78sT0pUyfuYDpzxlLWgVdjQwfQ1X8S7roM4c5wzmHknAWscJo43GS0xSPV49qtZ2YwyVPyiJiirMGqEfEEGviXTfmKxvPVgmDJDB6s3XobcPjTwjRZWwzZhh3PfATHp/xMOsPa0I0MpNqoUag4SuHo9eSRx99lPHjx/O5z30OEXnRbdZdd13WWmst4H9nSi+//HKOOuoo7r77bnbffXc+9alPsWzZMgAef/xxQgj86Ec/4rrrruPaa69l9uzZ7LXXXjz//PP89Kc/5cEHH2TPPffkXe96F4888ggAM2bMYPHixR0JyPnnn88XvvAFPvKRj3DXXXdxzDHH8MlPfpK77roLgP/+7//m+OOP58Mf/jATJkzgqquu4re//S0nnXRSp++v1MbVV1/NkUceybvf/W4efPBBLrzwQq688krOPvvslc7RTTfdxLbbbstjjz3GxIkTGT9+PGeddVZnm4kTJzJjxgz++te/8pOf/ITrrruOu+++m+985zsAxBg55JBDmDFjBtdffz33338/b3/72znqqKN49tlngUoH//zzz3eC6EmTJq0yIz158mQAtt9+e8qy5IADDqDZbHLXXXfxxBNPcMIJJ3DCCSfw4IMPvui1nDlzJj09Pfz85z/n5JNPZvLkyTSbTaZMmdI577fffjvvf//7Oeigg3jwwQf51re+xWc/+1kmT57c6dvkyZNxzrHtttsC1ez+1KlTeeqpp7j++uv50Y9+xB//+Ee+9KUvAdXAYsqUKascz5QpU9hmm20IITBjxgx6enq4/PLLOfDAA5k2bRpXX301V155ZWcgOGfOHA444AC6urq46667+M1vfsMvfvELrr/++pX61tXVxZZbbtnZz/PPP8/8+fM7+//Yxz7G3Xffzc9+9jOeeuoprrjiCq699louueSSFz1vNTU1NTX/WtaIRAcp0ZQheEqfiFaQq6+80FEKNdrO0VU4EiXRHE4dmUVElCRKshxJieRc5e6SFWCgzvCxxNFNpMA5RS3SoISym7Y3spRouQahNMRLVcRKq9WDPCU0OKIm2s5hOLqSo0QpRShFyQc898lpmiOPbdou0bKM3Ck9/VKd5AosNcGUTD2FgGEkjUjypKCE5MCqirDOCkRzopT0OsUnhxmU4umOjqZEkgglJcRIlJyszEGEdigQAzXwViLJ0QoQokNUESmICM66MdoUGKZV0qt3irWqXAKzgug8gscBbdo8PXMJe2/3n3z2xBvZYP1hPD1tKc/N7WPWosjSPsF7j2mO1wKTREwZSY1MFG+eQgLOG+KqfApnnlIdUQQ0EVLEfAPJG5j1UDqPtJVMHaXPGRS68T5BWZLIKGKLMet2se3YbuYvjkyd1stu22xI6n6eG373fxgikOeQyhyQasjmHNEpuWVr5Bb+R7njjjvw3rPPPvus1vYTJ07EOcc3v/lN3vjGNwJwzDHH8Ktf/Yo5c+YwZMgQJk+eTEqJr3zlK2yzzTZAtUrgvefnP/85XV1dAJx77rlcc801/OIXv+Css87qBK877LAD8+bN49xzz+VrX/san/zkJwHYddddefLJJ1m+fDnPPvss5557Lueddx4f/ehHAdhss804+eSTOfPMM7nqqqtYvHjxy7Yxf/58Tj31VD772c/y2c9+FoDRo0dz4oknctlll/Hf//3fPPfcc8ybN48zzjiDD3zgA0A1E7z//vtz9913A9BqtXjiiSd4+9vfzve///3Oudp66607wbv3nhtvvJFhw4ax7rrrApX86bzzzuORRx5hk002WUXHP3nyZI444oiVzv/kyZMZNWoUQ4cOZfbs2cyaNYv3vve9nWD2pJNOYty4cSsFtysyZcoUAI4++ujOysrSpUt5+umnO8HvV7/6Vd72trfxla98BYAtttiCI444gnPOOWelwcfo0aMZNGgQRVHw+OOP8573vIeLL764s69DDjmkc46mT5/O0qVLO4OIFY9n4L2B63/aaad1tP377rsvQOc8DrR/7bXX0t3dDcB//dd/sf/++/OOd7yj07dtttkG7/1K+wHYbrvtgGol5IADDugkCb/tbW/jz3/+c2cgW1NTU1Pz2rJGAvxm7CbGguhLJAYa5kgAKRB8NdvqUkEpnkI8mVYWj20RgnmSOhxKJpCSVBaWVhAsQ1AoHRpaWHCQEl7ArAsk4p2nT4RBmjCX4RAya1OynD4Go+JpRkfEqkRe10ZdRoieGIxkjtL68CkjCrSsBB+qWWJf4JPRbULbBPUNvHNELUmpCnKDa1UJvdaFRSNJgaONma/aRgmak5fQDoqXKtAv+5fMkwaCRFJqgnMULpFINNRTao5RgGnlgR/77UYRLAWMEnXLMTzJGSFGcEKhhmiJC0KLiIuK8930acGjTyziiP88mPPO+DWFOh6ftoiFcwvmz19G2zKwQBBH9H24vE3RzvFdGXlDKXuVEoXUro4t8+QISCQ1MiyWODUKusF5GpIokoB6ouslBYeLQqPhUAEt+ihbkUES2HmHtejuVh58NLH20CFsOTrjN7+/jNlznmWD9ZpEccQcnBkeJRNPr8ux8OKz5v8qZs6cybrrrtsJll6JiRMnsueee3aCe4B58+bhnGPjjTcGqmDqLW95Sye4Tynxi1/8go997GOd4B6qoHf99ddn5syZQBWYrbPOOmywwQZcffXVtNvtVSQdA/KTiy++GBHhgx/84Eq/32ijjYgxMmvWLO64446XbePyyy+nr6+Pk08+eaXfjxo1innz5tHb28ukSZMAOsH9in1PqVp9mTJlCiklPvWpT620zfz58zsSm56eHn76059y66238txzz1EURUcOsv7663eOf0DHv2jRIp599tkXncEfCIjXX399/uM//oNPfOITnHLKKRx55JFsuummL6tDnzRpEl1dXRx77LErtWlm7LDDDsycOZP777+fK6+8cqXPjRw5EvhfjfvkyZM7/586dSplWXLiiSeu9JmhQ4dSlmVne2ClAF9VmTp1Ku9973s7fRsyZEjnNVQz71BdV4Bf/epXHHzwwSvdr+ussw7ASoOPFe/Pgf0PGzaMzTbbDIAjjjiC888/nxgjxxxzDLvuuutLDopqampqav71rJlCVy6A85SmqBrJAiYgJvSqEkpwqYGZkcWququoR1KgdAnvSpxCtIhaDz40sCIxZ+5MWn1G1mgQUx9LFj2HxT6cc7QlEZ2jrX00YwvVQDJH0qKqGqvdVE6alZbf8HSlLiQ2aasnmUfUcNbCXIaUjiy2UV+ACs12oFRHQYZaC09JXlbbt0UqL/iigS8bRGeVr40ZaIbGLkocLrUBMCImipiSRyOPSos+iCXejF66KqkNLaCXLBpRM0p1lOpZ6ipLTRcNU0VNKMWRBFRBUw6Fo8ChsYHGjOQ9MRZksUnTN1i6dClPPLKQTx7+Uc47/Te0YuKe+9pMmhJ5+rkFFKWrqu4WAVFPIFTyqTKhbcGLI3ghI6MpQmaC0UQkQ/rtMcWUiGC+SeYynCli1l8fICOJZ1jXIHx3oKcsKUolliWj18/YavOcR5/NmDHP2Gen9Zg5/z5uuf27rDMiQNbAzOFIBA/BZYCQi2CvsU1mX18fqrra20+aNIm3vOUtK703efJkxowZQ7PZ7GyzohvLtGnTWLx4Mbvtttsq7c2ZM6cTPK4YNN59991ss802Lzmj+uCDD/KGN7yhk/C5YnsiwogRI1arDTNjzJgxDB06tPPz8Y9/nGazSXd3Nw8//DDDhw9fJfibPn16Z0AzceJEsixjr7326vx+4cKFPPfcc2y//faoKgceeCA//elP+eIXv8if/vQnxo8fzwc/+EFCCGy99daddgaOf2Bg8XIBPlT5A5/85Ce56qqrGDt2LB/4wAdYsmTJix7vQLu77bZb51oNtNlsNtlqq6060p7dd999pc/NnDmzo3Ef+MxA3x5++GGazWZnNnyAZ599lg033LCz37XXXrtzzqC6L3p6ejqz6pMmTeJNb3oTef6/iecDKw7bb789ixYt4qmnnlrlPhqY3d9xxx0pioLHHnvsZVcKAM466yyuvPJKJkyYwJ577sm4ceOYOnXqS563mpqampp/LWskwMd6KELlU98CogNJBYUksuRRlOgVEUfbGS3nUBMK38LFAjSj7ZSWN3w+mEWL5zJv4XLWX39rFi5YzMw5z1BEz/DGaOYtaPH8gnm4XJFoZNEh2oWYQ4ksEUcfvnLdlIhPJX0kSo1VgqkoThPJIlEdZoZrVwWaqn4LIbYpXKJpAdNAm4CzHB8DMfVLQqSNszaFBbxmlFKi1kdTDW+KqBBTxqDCkUVPLyWWlLZmtNUhMVBKg5QSXWVJdC2iGlnRjZKhZYtSlmMaCCnDkoAk8gSpNFwRKURpmcdru6peWyplbKP0UWobJUfE8/zc+cyZ1ctnj/0sn/n49zFR7ntgORMeW8ryokSsCShYF94bThIkiKlBEo+SKlcjQF1GWwLJe7wYuRO6NKBJKM3jEAIlLhOcCyhQoJByGnSRN7spgKhtFGPYoAZvGNNg7kJhyt+MMRsNJTRncd3Np1N4aHZ3IbGSCmRSXS/EEb0nYeTutbXJ3HzzzZkzZ85KyZArMmXKFH72s58Bq2rEB1gx2Js9ezZz585daZuenh6AVQLtJ598kkWLFnWCyUmTJnWCsPnz53ekLC9GT08Pa6+99irvjx8/nu22245Bgwa9YhtLlixh3Lhx3H///Sv9TJgwgQkTJgBV8Lreeuut9LkYIw899FAnoJ00aRJbb731SoHpigH63Xffzfjx47nooos46KCD2HTTTdl44415/PHH2XrrrWk0GsDKDjqTJ08myzLGjh3baXP69Ok8//zzKwX93d3dnH766Tz66KP85je/4U9/+hOf+9znXvKYX0rXPyBpGVhNWTEQB7jvvvs6fZs1axbz5s1baTCy4YYbriSJMTMefPDBzkz6pEmTOoH8AAOJwiuuCrxwm0mTJnUGFs899xwAm2yyySp9azabjB07lscee4yyLFdp57777lvpuEWE973vffzxj39k0qRJhBBeNWeompqampq/nzUS4JfOaKQWnoh3RjOB00Awh5eIiSBqEMFZRkMFI+JSIKQuLCq5E5qSsWDREmKR8enjv81N19zPDT+4jyHNrdhys3H89Pt38ZXPX8Na3aOYNWM2mfd4GvQaRDUSiUEp0YhVRVvKRDLBp5IIJIv9M96eAnDmKDXQ6xRNiWiKuEBwAUIDy4WGlAymmhFvZ54u62Zo0SRZYFkoKaRAE4TUhTell0QRFRNFxdOrlatNiJXHf2mJVmjhMGKqCmBhBSE2sDKnxwxiJCsDoXQEW0ZeeloknCkRhyaqlY+2gRa0rSSqA/Vgrqp0W1ba+MemzSGQc803f8fHjz2fsuxlytSFPPa0kjVKsgS+azClhariLVCUJSn3eF85JBkBzCPSQH3CrI3TgIigWlBIRFMGdNNoDmHo4GF0NTJKTUCDlDUpzBFyj2skyuVL+4uVBbYdPZiN1hvKhL/lNHPHbtvDj+74HBNmTmWTtYdQEHC+rFYkMkdmgQxo+wKTJmqvbYD/jne8A+cc55577iq/e+qpp3jPe97D5ZdfTkqpoxF/sdnRF848r7jNgHXk9OnTV/rc9773PUaMGMH+++9Pb28vTz31VKed9ddfn9mzZ6+0/emnn86pp57aafPpp59eyV3l+eef59e//jVHHXXUarWx0UYbURQFY8eO7fyMHj2aVqvVsXucNGkSCxYsWGmV4+abb2bp0qW8853vBFaeeR9gQAqz5ZZbMmvWLICVLCQfffRR7rrrro5v/ICOfyCInjFjBuussw5Z9r85Gtdcc81K5/bee+/tSGAA9ttvPw455JDONXghfX19PPnkky/a14H3BgYby5cv7/z+4Ycf5p577nnJazxx4kQWL1680jm69dZbmTNnDocddhiw8mw+VAOAH/3oR2y00UaMGDFileu/Yt8GzsmL9a2np4cf/vCHbLvttnjvO7P5AysNUOWZPPPMM53+Pvnkk52BDMDYsWP5xCc+0ckTqKmpqal57VkzNpkJggYQj6SIaYGKwwlEE7CIiwmxAm8lkQjWwJdNSotYMGLZR19PL709JV/87BWc9MGPMdQ32GGbHfjp9/4/TvrwmWy03voc+Y7DufKCWxnRPYYnZjzD9Hkz6Cvm0UWOJCWlCLFNWw0nDbJY6fuNQGlUjvoK4hIFhosBb+C9kVmOmqfPezRVA4G2b1DEnK7owRImiSAG6kniyNUjmlBp0WeVPl+cYUkhgtEi0UckVgFvVEJsQHKgQp8YRb+dpRh4jSQXqwJbGuhNTZK1yHFErWRQ0RVYrPrgNRIVSgKaqlyHIjYhZDz5zFx22HIMP/rmn3jjzgeweEEvf31oCQ9MceTdkaGDM1plpGw7JFQ5DZYZ3jkaIrjg8ZnhopJiJPoEImQMJss8zWaTbNCQapZfHCE4nHP4LMdJAG2gLtBorEX3iEF0DVJ6l7dJRSL1eTZfZxg7bzOIv83xLF3eYr9d12bS8zdzz/23sNHwJkVmOEqST7gguASlT7RDZHDK6LZE8vbKN+iryOjRoznzzDP57ne/y5FHHslNN93ETTfdxOmnn85uu+3GsGHD+OlPf4r3nkmTJjF06NCVvN6nT5/O4sWLV5qFHTZsGKNGjepsM2zYMA4//HC+8Y1v8Je//IUZM2Zw0UUXcemll3LBBRfQ3d3N1KlTUdVOO4cddhhTp07l4osv5qGHHuKb3/wml1xySSfp8thjj2XmzJl89atf7bjXvOc972GLLbboaMFfqY33ve993H///Vx88cVMmzaNBx54gPe+97184AMfoNVqsXTpUqZPn87QoUM588wzefrpp7nzzjs57bTTOOCAA9h999077jAvXNWYOHFiJ+jcZZdd8N7z4x//mKIouPvuuzn99NMZMWIEgwcP7rSRUuq0s+mmmzJ37lwmTZpEu93m6quv5qc//SmDBg1iiy22YPny5Rx++OGcfPLJ/O1vf2POnDn87ne/41e/+lUnQfWFTJkyZaVzDFWgPXXq1M57e+yxByLCOeecw+TJk/nJT37Ssakc2GbKlCmstdZabLLJJpgZkydPZvjw4Xz+859n+vTp/OEPf+BTn/oU+++/f0e2tMkmm/Dggw+yaNEiFi9ezKmnnsqTTz65UtKrqq4yeFzReWfzzTdnww035JJLLmHChAncfvvtHH744SxfvryzzcDs/u23346q8uc//7njdjTQ9qc//WmOPvpoHnjgAebOncsDDzzAJZdcwn/8x38wdOhQoBp8DtwnNTU1NTX/etZIgC806A1N0MpyspBQzTa7yvJSk+8XbuRoysjUo9bCfCTLMpYtnMO8Bcv428z5dHeP4sB9DwVzLFi6mNmzZrHJxuuxx847MGfWbBYtWMw2Yzbiy5+9jPXW2p537v8putiMhUueJbghpDiE5SGj23JCWyjx+LJB0jYuBXyRkQSsFEKsEjRFPKVUchKfwLcboI68aEME9UIZDbOMlnOYc+Q+0oxC6ZUgkV4tQXKCV1IqqwBeysrdJuXVCgYQUUrtqWQqZmg0fKzsIisjzoQWHlFHqYJPsXIhKo0CRUpDSo9SOewUcVD12diiNFjqDPKSpx5dwG6jd+Xaix5ms1G78uhjS7j/4YU8P09JmdJodGGZx3tPT6sHw+PzwQQq1x5nDi+etuQEKRAxPIKIR4PD+5w8a5KHjMwNwjlHLiXqPMvV09t24Iwg3eTAuoPWIoahaBlYVnSzxSZDOHjPBjMXZkx6XNl7p5Esbf2Jy3/+aYYNFpqNQRRJsCxHfYMGicyVJB9I0o24gEnE89oG+ABf/vKXueaaa5g5cybHHXccxx9/PH/4wx8466yzuOuuuzoSlQEJzYp2mi9MnnwxKQbAZZddxn/+53/yvve9j1133ZWbb76ZX//61xx99NGdz+V53tGjH3DAAVx00UVcccUV7Lvvvtxwww1ce+21HaeU7bffnhtvvJHbbruNHXfckQ984APsueee3H777Z1E3ldqY7fdduMnP/kJP/7xj9lll11473vfy7rrrsvtt99Os9lk4sSJmBlXXHEFM2bMYOedd+ajH/0ob33rW/nxj38M0KkL8MLAdMVZ8TFjxnDppZdy3XXXscEGG/Ctb32L733ve7zjHe/gBz/4Af/1X//FpEmTyLKMN7zhDQB86EMf4oADDmCfffZh66235umnn+awww5jzJgxOOcYPHgwt9xyC9OmTWOPPfZg66235gtf+AKnnnoqX/7yl1/0Og9IUQb2MdD/np6eTv+33XZbLr74Yn73u98xbtw4fv7zn/PFL36x87sXHtsTTzzB0qVLueKKK5g1axa77rorxx13HG95y1u47rrrOvs5++yzGTJkCJtvvjnjxo1jjz32YNNNN+1IkF6sb8uWLePpp5/uDHpCCPz4xz+mp6eHffbZhzPPPLNjwznQtx122IHTTjuNs88+mw022IDLL7+8Y5s6sK+rrrqKzTbbjHe+851sueWWHHXUUey66678/Oc/7+z72Wef5a9//euLnseampqamlcfabfb/1SEdOqpp/LoojvwFglRaJkjlpXriwpITMTUr532DmKJWDWu8CEw89npDF17M77wmbMZPGQYc2cv49D9D6LZ8LSLSBCIWnnIuyBoapOHBr19nqlPPMJb37IHt9/xRz725X1Yb6O1GDJkCNGEpggBKLziHHgECLSzNk4TTpuIMxxC8hldGbQ00kyehhN6+wPHPCnRmsRK1E8pRkYAS6g4NCZSKkmakaTAK2QaMJeqpN+gNCySJ0evdJEUAj2IBUQTZZYQDWTiaEvlCuLwIAGXShok1EUKF2lqF6WURIvkKVC6glIAK8ho4JPhBmVMmzaLTYeuzbUX38d6G27F+IlLmfH0PApnOAbRWxriGnR15bSWL6OvTJh4Gs0MykRR9uHytSFGegolCw0GDQrEGFm2LOEs/f/s/XfQbdlZ3/t+n2eMMeda64079e6cFVrdkpCQESBsMgbMRTYmG4wxmGCMMcJg4FAYYzBZmGSyCbZFlk0USgiBUJZQK7XUOffOe79hrTXnHGM8z/ljbly6VffeunXP9jl1+8xPVdeu6nr73W+YXTXGmM/4/QgmEOfjpqMOOAOlRHLcwGoPeU2RSHKlCQ2DVEp/CGwSY8fff/EhvS74rT+rvPDGliNH7ubn/+BrOLX3MNftnqB4R7EZiCEEohdSHMgWKUDUFnUDMa7NX8zLX/7y/yOP8eR/gZ/+6Z/mO7/zOzl//vz/06jMZDKZTCaT/7WuTA4+HbFCoRljDNUZHDw7eLx8YukMNZMwxJwmJc6dO8uNt76An/rRV/D8256JiGEIF89foF/XccY7jCfBioIVhEDJ49/5t57/fJzMp33yJ/IFn/Xt/Oaf/iB33NbQeEKDsQ6FSmTDZgQdKC6IBdx8bHMVUHFac+hmpNaw4PSlBQpdcHIIuGViDeCR4I6JkjyAdlAqRQ0JS+Z5AVIpsRARsELtF2Tt6FPBhzXBhKoRtYK7UAcdL6XGluTGYBXC5U0D4BYvjxgpa3piqTRUCmOzrOvA3BPiLTSZ9939FM+9/ip+7WffwlXHb+bBh89z5lJinQs2L6iP6R+H3ZKNRWC2saDbOyD3IBoJEVINFHcK0KaCSEvOSvZKtDqOEIWWxjOOka1iJphD407xQKcG2fAolCAMywFoCAT+7vMUawK//0bn+de23HbDI/z47/xTTp15nKuuPco6C4GWEtds5IgFQzyitrg8+jXQWs8gQuX/2pjMyf97d999N3fddde0uJ9MJpPJ5P9kV2SBHzxSCfTiuEAjgVSFTiAwUF1JZSCIIECQhv1+xd6y4ye/46d4/m23ceHCeUoxQhCCgqZxBMW9EjTSNgs0VazUcRzEIhcv7HG4hOuuu4av+9KX8e53v4Yz597HyZO30PmKxhdslp6qzlogoMyGgGvCMBQd4yBxsmakgnvCi2AR2iIEgWJCKhWLAVygVJA0jsgAqUbQRIgzghdcKlWERKVIHUeWBsPdcXGiOy5G9paShSiFtRcikYW1kI2VLLHQ0BcnWiAGxTUziKMGrVUO0bHxl0zwjne9/zwff8ez+anv/y1OHL+Zp87sce/9Sy6sE4udo5gdsuoqTZizsgP29lccPXKE2A4UAlqFJiV0A+pQsCwETWQ3fCggFbeCu+JRMTE8Z6iBwZRFC2PfbkULaBRiuwldR5A13mxzzS6c24cPfGDOtVvK9Scf4Bf+6Bt57NTjXHfyBOSMhUyo4/0GVxmTjqIxKIgFks8okjEpbFyJB3jyv8R73vOe/5fRnpPJZDKZTP7XuiILfBMAwapiEaz2eDUS41y7WqUGIVjAzKjByH3H9rEjXH/sWkSEYpUYA4JhrlQ3YkhsbgS6deWBD96PzhuOnThKm2bMFy1HtxccHB5y4dx5brntBF/1JT/Id//UZ7Cz/RQ6vxYzIwtUCtEaBKdIYRAhquMIViMlDOxYoquVGioSA2aQGBtqXYRVUwilxzXQeMQcss5ow5o0gOsmg6+pOG1tyBLoUkeUgdg5B65EU8QCpitElFqdiNB7hDqQpQcZU2FU4rh4lsrgymCO1gaCIj4gxUhSiDFy2GfuveeAf/TSz+PH/v0rCJo4uHSeR56ArHNiHKh9gHQU1SWd9cxaOLy0z0JnxLalrA5owwJhgTFDUocMhhWHABIEzwFRQTDaYlgYi8sCPRupRSSy8oLljpYW2diiDE7XL1m0gZ1Zpc/Gmx90nn31gqs3388vvfqf8MBj93HdiWOYC06L+kCjgntDH5yZGVkClYKGAQWsCmjLmv/vM+gn/+d6xzve8X/1lzCZTCaTyf8tXZEFvrtQGRACswxZwTWg1RAcpXAgSiOKIcRgMAw8+MglnnjiKZ55+00EUdwrjpJCYnMe6bOgzDlz+mF+9zdewZAztz3nWVy4cAGtgqrzwk/8JJ7/nOcjGJ/3eZ/OH7/xi3jT+36bZ9zmFBlbYR2llUowI2vCpCA6RnkKQjClMyPHZjyBH78K3IzeFWJFJWEWABkvelomXH7D4HEsvio4wcfvsVLRIVJFsZBp+4p5pSKoxbEQysrYmOsZCS1uDYcuRBlohPHzmDDG8QjJxxEmNyF7IaTA3tDz6AMHvOyffSPf8Y0/ASqcu3CeS3s9py8I4pvMEqyGjryOxDRudDQmZls9a+0JwwKXRGa8Q2Al4RaZJdjvO9rSQdviGimpx4aCamLQiA2FKsJ2iHQIXg2ziC02aDyxHM5RxAk65yC39KuOZ52Yc2T2Vn7rjf+GJ564j+tOHifmQBanjwPRhepCF4TolSzQhcqGGy6JCiRzaoJQphGdyWQymUwmk490ZU7wXXALJAcTQUzG2WwccMxnNNVwyUjYYN0dcFAKX/aPvprbb7+d1XKNOLiMF2lXyxWHB8K62+fNb3gjIc3Rbee+v34vjzz0AU6dOceqH7h45kl2XvGrfNE/+WY+93M/h2fecTXf+13/iS/5mru5dO5D7B6/jYBSxfAKgqLmbJZIVac2jmqPFMM1EE0xiQgByFQcU/DCWKQVINhAsUqo7ZgaY3O60II40QNelS4U1DJqQpYWRInSsfQel542zyEYaKV00Aeh9SWqEbU56nPWshxHkWpDUSPaGtdMpif4jCQz1j7w4D17/Nuv/xa+/ut/lAv7HU8+9iSNORdyw8HS2dvb45qrttjYjXQHA6tiWBW8Cttbu3hI9LljkwVumW5ZaNsEIVLlkDiD9WFkngoFwy2CCBYbalaCGB7mrKm4GFigmUeaNrJeLun6Q9q0y9pmHPaZW07ssn/4C/zun/1vXMr7HD92DcUDLhVPmZaAWKKQaZDL9zoKiwpRhOoBU2NIDtQxW3QymUwmk8lk8j9dkQV+dmhrQNTADCuGi6M4ZmMpU1OFQovIisceforv+Laf4lu+9mvp14WLexdIaU6Kys7OFu9637t53etey/Zu4sP3f5inHj7F7u4uZdXRbm1ijXDp/HnatuX02VP89it+jNf+ySu58bob+Zmf+jn+/bf9PF/7nZ/EYmuPxWyTtgSKFEQDSmUQQBLqQjGnDZHGEoNXJOTL/15BA7GCeKI3o62ZIMqScZbedaDWGckCQZZIjhzGAuaIQHVBQ8F9SfaI02C1kDFiLiBGFxShwc3HZt1QccnghlqgtxUg6OU3A2ot1SvNPPLB917gS/7Op/AN//xH6bvKvY8dsn8eNls4s6yozAjzNaefOsPWieNompHEORzWhCGzOjSatMmsWVBiRx/Ai9J1A+22UIrQhEBeCLU4pgHU8RjxIjTVxvEsCVRv8bIc39xIZL3qWa7OMZMNQpizXK84sj3nsdM/w/s++C1UnOMbNzP4wNwz6lCqEF3owjDO3XuEAFWN4E4JDeYgagSfketwJR7fyWQymUwmk6eVK5KDn7JSgjGI4hYxTeCJYJGiChTEBXXjzONP8sKP+WRe9rXfgPXCpYNDmjinlA5UOHtqj6IdMQ584H338PjjT3Lfwx/i3e98C08+copHH36M664+xvbmgv1uDR7pDleU4Ul+6Td+kbuedyfPOHoXX/nF/5ZHnzpP1UqvY377oY4jO4rgUgGnlYCXypo6nqp7olAIQVDGvPleBkRn1NAweEJcwJfkqhQcD2sGV5YUrDjVAm6GBcHcqbmhM8OrMTMhuLEU50ACYuMYipWWwVusVlIuBAsM5mTpKWJjRn51ulJYpJb3vvspPuHWG/npH/vvDObc//A5Qr/immMzDkrLpfWcgnBss2G2lTh35iyWnSYK7UxpmhnmiQurPQ7XK1Qa6BOLjU3iljLkjNsMLDFrEm5p7AloAkEacq3U6DRhk8YSRaHEhhQruRb29/cJcU4z32K93uOO249x9OjreOe7v5leGuabJzBf0V4+gO+aNVUrVY2mAip4qGP5lkSEBqk9EQdmOJm5z6jWXIlHeDKZTCaTyeRp44os8C2sCUAwxak4w9j6SkW8olUwChKUocDRrQU4rPOSoCDBSM2CRx58nN99xa/z3ne/i9m8QUNld2ObNkVOXzhHn5c8+shj3H/PQ9x6463s7OxQtOPU6XPUXvncv/u3ue/JD/FlX/pSvvjTv4oX3fGJXDrzOCEanY8z/pmIiyGWENm8XECldDrgFsDG+XkzoxbFJNNYQCVTLGEVWodYA24JrcpyqBQ3XFtaq6gVcp1hHrAi1B6iGW01+uIM5qSquOnYrmuFogPBOrCBwhjnObbdbsCgZKkUdzbiFh+6/zy3XXuEX/yPryLMNrnv3lMsDwvtYobFSNCGmRqNCkPf0MQddo7sMnjBCGzMt5htbdC2id2NBV23YtlngkTquifKjCSLy1/fOPcvzeUUoF7RXImhwaSlNGOzrKjRSAJTun6fWRJCnHH+0j43HL2Kj3vmed7zru8i48w3j1E94u6UuGYZnUE26EOgCzZ2hLkyyHjfQBjI4iCJIoV8Oea0sKak6ZLtZDKZTCaTyUe6MpdsuVxk5RUkE4vgFik6oB5ILqzIzEKg3Qz81V++lXs+dD/PueN21quzSBNoQuT0qVO89s9ey97pU2xvb7PqD1lsbvDC592FpDkPfPgBNrfmPPHUE9Tc8czbb4GHhVOnTvPBD9/Dc+PtfOrHvpDXv/VN/MwPvJxv/Jof4l/84CexXF1ic3EcSqBIpIqPW5uyBm0QFRIdSEExoifwMG4EahjbWz0g3hMw1h4xgSDjXYM69HhIzLRSpR0z+6Vi1fBhQAfIoWdQxazFbdxsqF3eBNWABqV4BSIRBYcSnFjlcoSn0MQZ9z78JCfaHf7kFe/iyLGbuXjhDKuu8OiZNdUTTiCySdM0rLwAAq5IZ9Tas+4zISaatCClROeVnZ0d1t1AdgAjVCAo5gWtQG9kEUQSFMGoyCxhHZTsRGlgKPRUah6IGkizTQ4O1+wcOUGzeZof+eWX8uDj72Pr+NVIWeHaIDFB7VGJNB5QHfP9B0kEMdqi9BKRGiAVqrUUqQQq1RKrMBA8X4lHeDKZTCaTyeRp44qc4DeWGAIUBTwQRFAZKFLHRBVvaFPDwfIc29s38Cu/9HvcfstNnDt3DiciqSGvVzz58Ie55rrrWdfC++79AHt7Sx6470He/df38qzbbuKjPurZ9Ks1IUUeO/MU99zzYa676hquueoqcpzz3vc/QVTjuc+4jZ/81Z/g4Xc+yJd/6f/GExf2mBcQIugawXBZYbGgZmNVklTUQW0DF7BoRK2oB3oDq5nqlayC14LiY6usrAlk1l2lWy4ZyoD1mdzts+qWdLWnpo4sTjBl5hGtAu6Mi+9A7yC54gWoQjUb59BtoFTDSkBsxv7BkiYmfuUnXsmRYzdy74ce451/fY7Hn+o5Pyh7e5nDSwNPnT/LhTOXCEuhFaGGnoJQDIzKMPRcvLhHzo5YQ8mBppmhCDFGBuDQKtWEog01G2SnDcYQVlQBKSBeQAKdGMu8HpOJ0gxTyOtDTmwd5eqdx3n9m76Edzz4TjZ2bkA9EHxGKE5mRWGBmoBksghFlSpKk8fRrkgZW4g9jW3JNWEoVQvRhVCnFJ3JZDKZTCaTj3RFFvjRI3hFyLg4FUNEUAeRTJGBqA1nn7zI3/6Ez+HTXvLx9MMSY7yoOouJ6ombbriZZ1x3Dc96zrM5dvIqHj/zJOuucubsE7zpz96KVuGFH3UX83ZGbBecPbfHPR/4IIvZnJMndtDo3P3+Bzi6ucWRozO+6Vu+ho858Tn8/U/7ah5+6gE8OpU54kYqilRQ7VBfIr6B0WDSUXCsgow7Ftzy5UufM9wCRSPqkVA66hDJw4LEQGZglZfslyVdBTxTi9IXpS2bUGf0pafQEdxoh0y1gT5WshoRI5CpMowvQ0q4vBEw2hB5+LEL/NOXfhUvfP7f4d33DLz9Q8KHH1bOXDTmJZHmc3Rrg53dTToyl7oVqzLAEGmahtlsBmGGhAXSJvbWS6ymMbpTA64tuQhmjgwCXcWzUdP4csZ6x6qiFcQytfaUUijrNRoD1Rq61XlmOrCxfYL98hb+5NWfxJNP/AXXHb2OpkZCUVYETEAsglRaIkVaUm2IHsY7CqngVKLkseyqQkHAhFIdsURbZ8jl3oDJZDKZTCaTyeiKLPAHcdqcCCXiDs6YICMkgleidHTegyduvvpG8Eg/DLQxELTl8fsf4Q1veC333Hc/y8NL2OqQ2667mTvuuJPBM7kWBlbc/YEP8+hjZzl59Qm251vMFwvW/ZpHH3+MVjJHtjfwCvc99BC3nryBvXLI93z7t/IPXvQNXHXTMzl1/jHmISDimEZSNgabkZkRAQ+VXivRIBpkIuLCTAIqTmEgE4kCeKUMiZJlLMeSgNESa8LJuBiVBCpElE4LnayoWkk0WI0ciuImhBIpVDoxijeEPqJFyOKoQ0A4tTzHpsJnfNyXcGEl3P94z2CJ+e6M+WJsfDUXtDpIJMznaKgMw8BBLmQzSp8pNt4vSBrYXGxgVsboz9WSvjN6Uxh6omRolFozboneoCugMsctMZhRak9dnqeUfRgusaoXkGBshsTepVfzF2/+Ys5eepitI0ep4qx0RSXTYFCNVBekuqCTgldYBUOKEEqgilFF8bqgxwg25uSXZk10Q7Niwck+zeBPJpPJZDKZfKQrtMAX1CMijiKIJ7IIJoaroDJHq7POAzdff/u4eMuKVdjd2WF/teSPfu/3+I1f+SXe/I53szw45MnHH4b1wF3PfAbXXX8jNS3QKJw+e4qHHnqCdq4sFpHFbBMQzp1f0yFs78zJEjh15gzPvuU63viO1/KTP/gjfNOX/RSzxQ7Lg8fHWEiHPkTU1rj2DJ6xHInMSaJjkot3VBljLNUB6WkUGjH6OtABak6wQu8V8YFqQI1EU4oXRMv435YCppgrXjJYh0tFDFKpYIIVwCoWbEznscBgwjwEHr5nxd/7hM/mxS/5WN714SUH+xeBjo1GICwozfjW5NJQOHdxhS3BwpyQ5uxsRNoZbGzO2N7eZGu7QVNhKGsaFaxdcCCRoWRCrbhF8uAUyziJVZeRKKQ0nvavZcVydQ7NS9wPaMUoeUnbneXG4zfyxJk/4NVv/Gy64THmx25iKDM6dYpHzAVKpUZhHQa6kAGnasEtjP+4E33GoJGV9DiZ4kasO2ie4ygxZHIxil+RaySTyWQymUwmTxtXZIEf3OhkYJCM0BJwZhgNSnUlWyUJHNmd8Ud/+nscXFyzsdVQLZPrwC03XcMLP/aFzI/ucM8993D/ww+hTaXrDzl/5gIpJa676mq2thc0swYBLpw7oGQjpUTbbGEhcLjep1hge9ZQXbh4cMj1Nxzjd1/1Ct7+hx/g33zjL3FuteTiweMsYkPjBZeKlUotEFmhXhl8vNjaMia99GEgk8A2MC+se4csxOyIFnIFchpTZkJHEDAbfy6SKx2RKoztuya4O1WdUCuxBIobyY0kgFSqOWoNqThhAQ+fPuTOq3f53u96OS5Kd3Ceg4M9+nMXeOrUirPnD7lwtnB+b2Az9jzrenjenQ0vfq7wcXcpL74Lrj9W0LxCciUqbC2OMJsp67qHD8YsNcTkFHNqCJgYOgSCKHEjsYiRKDpu4mYtodlBmgZLc4a8ppRLaD7FQ/f9KG/54P+GpMD2xg0MLAGlKY5apQ91vLBbAqpKtZ7BjDY3pAo1FDoN5CpjwRhO4y14A7pm5WXcNJaGWOa0V+ae+GQymUwmk8nTxhVZHTVWWWkmlQTUMenEwaWirgQrFDWuOnmUV//ZH/DGt3w5n/vZn8bh4YqaDQktL/7oF7LdJP782J/z/nvey0MPnyPGyO7uLsPBAeaFebNAPXDYd3gurPueFALeBFKTmXXOar1H00a25psc1jV26Nxw4ijf88Mv4z8efyU/9W9fx9d/56cxk/PMFsdZ1wPEA8HXZFU0Gx4EguKuY559GUunqnX0tcNKwFCSCVUG5sVYpsigICUirqgbRqB6AZZEg14EqiCMjb8myt+UWA02EEQp+XKhVOhog5APK3sXlrzyv/0Pbrj+Wbz6je/nkcc6hj5ycRDanYETO8ItV21x48nItScjs3ZM/gnq1K7n8fNGCg02nzEsD1mtHAI0vgCL1NUZ2DiChg1qUzEvWGlwaailENUYaqQMhqoRRdC0w7o0xHKOozvKc+58Hg899Tpe/nPfTtMq20eup/iK1iJVC+KVGpQ2b+Cx0keYFSEyByBrxnCMgMgYE+pUCLCmMo9jtwBqY+a+l/HCs08z+JPJZDKZTCYf6Qo12QpCGGfApaDBqTXgRQhUSoyXS6we41M/+e/zqZ/4Eg4PDmhiIufMIw88yrmzF5mp8KxnPIM0C5x69AyPnz/PmXMXWUhkvqGEpGzMIkFnrOkZBsj9mB3vaU5IsKGw7Aul9uxsz6heWFbnqmPbfOu3fQGvec09/NwPvoqvftlncf11PRsbJ7FSSe50GHBIqBtkHzArqDtmhuSAGwSfoYC50avjkjERZnVNZw21KI1UXCtaFJNAKj5+rBecBKJoqTQl4AheFUmBQYwQnOAFL0qcLbj7A4/y6X/rubz4xZ/K299ziTe9O+MSOHEk8YLnbXLbjQt2N2BntiAEWJVKt64Ez5zag/sfrTx+1hCfgyrVtikYZd2zikJrLbJxlPXguHQ0FnAaLtQ1uTtgZgnpWobQ4/SsDyuBntRuMqwyt1215mNeuMnz75pzz8PX8wNU5s0xtFZqgKY4NURcEskcC2NqUcqBHCuqjplgkkiWwXtcI8IGQqXWgoviDERTos9x7+liJFZhjB6aTCaTyWQymfyNK7LAHzQy72esU4fIwHxIdFLHvPQAtQizuoMALrC50bK3V4hNoutWvPY1f8rrX/XHbMwjx3a2We7vY/mQG4/ssjVbcP7iBS4d9qgMNE2DSmGx2bKpkb5rOVwtyaueYaaE1LA9W9D3PYf7PVsbM7YIrOqMa68KfNZnfRT/44/fzM//+Cv5mm/5h9xyzZzNrZPk7pBFhqKRIgGrjCVWIRO9IiJjqqUZiFLoMVHaoSGL0MuaaJVIplSh2vijdTrWMRBKpKkwhEqoglkgi6I2oBKRrPisYh5IFogxcmF/yY3HF/zk9/44Zw7hT/7yCWatc+etO3z8x+xy1dGG2imrIbO/HgjRycVY7cNDj3c8dDaxypsIBazQxsisddCA1wTWXy7aEpImurpm3S0RthENmA0MfUZTpsZtKIm+P8ORdsGNRw+4/U54wfOPMpuNbbKnH32AfAG2jo/pOJSWXp0ggdYEV0MYoy5LGHCBYkJFibWSZUb1GYthYJAVvULwxIY1FCkMLrQFcowUD7gLSLoSj/BkMplMJpPJ08YVWeAHyRQdmBUwAiuErOOFW0rEPVO9Z9HOuP/hD3B4aGzNFpzZO8ORneN83ue/lAfufy9/+qd/Ql2vueb49cQW2mZJDDOO7LTM2shqmVmuMsIAqdJoz2K+yVWz46yHPVbrSl73rJsyzuZrYD0MbLRzFqmg4QQ7O0/yhZ/zt3nLO+/l13/0D/iKf/lSrrt2yfbudeShUnEay6gkshttbSg24BTEDTMnSAUgVcEcSgCpCTUjFqcEI2uhyRFkBrqP+wITpSmVgQoeEIcijkhH9IQWA0uoCDUpD77/HD/33d/NM+76FH7hN97Ps2/OfNwLr+bksQWNBM5d6PCqpCSgcG6/sn+pcnho9FG59ZYEuefUQeJwGegHoRsKpWT6Ggi5gAtFnLYmmpg4CE61StCAhIi3gja7SCmcu3CBnZnwkucf4eYbLrGzsaZtdpE4B4yf/C/fy9GtOaobDNoDFQ2C+EDx8W3G3CLBM0Ur7pHqSlMrKJhkKkYfjCo2zt6L0VtFaREb40QNJdQKCarPr8QjPJlMJpPJZPK0cWVy8IvgUqlimDSICMEi2BwMRITOl2xs7fLwg/fyE7/wE+PHhMDepQNuvv1Z/OjP/Bz/6ed+gb/397+A0gpnLx7y2LkDLpzfJ68ywTPbWw3XnzzCzs4OLYkyBM6fO8fFixfBEvP5gs3FBvOa8KFQxCEI6/WaSKT4IUe2j7K7A3/nb92JnnsWf/gbb2d/BU8+8mFmzXyc8ZaMuVA00pTKogjBV1RXqswZVEkGoQi9ZEI2UhHMjLU60YxFv2BwGWMh8wYmRtZMdkWKIlYRL4gFtAayj0VcapmUnIcfeYw7rj/GZ770X/L+D/e84I4FX/Q5z+S649us15Xz+wMiQlQhD8LBxQoVTh5L3HZd4hnXtWwkZ7mOHO4Lly7Bqus5WAp56fiyMmSl6zr6vGbpsJ8NtUqolb53oCHobCzsGi5y7Bj87Ts3mfFeHn34w3R1g2axRQyRf/Htn83bP/g+jl59nMELboJrJZmSMfoITQV3YQjjBqfUMP4cQxjbc93GFmCbYzViOBFnCJVBx+hRdwhFLxdiGWLrK/EITyaTyWQymTxtXJETfPNIcUXoUCoiihtQC0KmcSiSMBJHdrd4+c98F5/1yZ/BC17wXM6cfoqLhxeYScOLPuZvcdstt/C2t72It731LXzonvs4c+YcFw7WuBshFZIuiU3L9pEFuThlaOhWa5arFU1KaAhUrbQilBLRGUhw1gcDutEQojFfbLO/OsWnfPpd/Pkb7+N1v/MAX/g1n8z77vkgd9x+DSVtUPox2aZvHHoQj8SxyotiTqrjyEm0v5nJX1F1LGKqRckCBEOqMDCjsiKZ46qICVUcd8M8UDEShZBnpDZwZn2J1TLwsz/z89xwzTE24jmO7F7F/v5A1xVShCYJqHDYC6WuaWYNXiqnzjkPP2k8eTFzuG6oA0hYoe4EFJEx1WedHakDsRFyntHEMC6i84rGFpR+Sd9dYhUWSNmnhEg9POCR+jC3P/MqXvjRH8exo3OeePy9/OBPfBe/8+ev5hm330iWMTmIpqIGgyhRFpgWDMM9oNKgBGKtuAi9VIIqbkr0QqDDRMko1Z1WE30tVFVaE4ZgRFc8C6Y2Fi9MJpPJZDKZTIArtMAvMiBaiTXiKEUG3AUPw1h8VRuCOUMq9IcHPP/Zd3H7s57J0PeklJjFBW/9i7/g9a95LevVHp4rc4k859abOH70JBcvnuXshX2Wy0P21gO+n9GkNMFo04xmMWNenQHDzRBtyaHgq0OEBUeObbF7wy4aGjQ4RuajXvA8Hn3qYT79U57PT/z4r/BHv/h+vv/nvpX/8sqXs7sJt528EyuVw5KBSLI6LlB1TcxQdYZZGUu9cIQ5wQouHfiMwIpSK9HmFDkglYB5AjqG4DSlxd3oZUAJVCJh07l4qeORDx7wip/7Ef7OJ/5DLp6/RIjCpYMBvDKbNeQCQ19pZ8bODA77GU+cMh49o9z3lNP1LTNxgipBO6o0ILDfOSG0WAKJBSTR1IbYBPIwgBtDKfR2iX6ZyXVJ9UMaM2T5FJ/0kqt4ySd8Eruznnsfeju//dt/wk//xk9y1gee85zb8DLQF8FDIPoKVYgUxIVQIyU4jYGXRIlGVAAnlDk1FqJn1CN9iIhBrD1qDSYDc2nBKuvkqBmgDAJNkSv0HmoymUwmk8nk6eGKhYhHnBoEMqCRVowDb8ArbTaqCLE67WzBE6fOMhz0bF+1zf7+PuKwe9Vx+rriXe98O6fPnMessrNoWWxusGgiJ4/sIkd2Kb7iYJU5WGeGbsnycAUaiFFQFFMoQ2Vnp2H7xC7uLeIwWGEzbbAeVphX1tJz8/XPJBr82A++jNlsxr//Fz/K85/7yfz8L38nH/zgB7jq5pPE2RGkOmpjcVcaBHHoYocMgUgllEBPP47axBZvKjpAcChUokdMCi6AOak2FJyA0JRx9t0b4dzZs5x+YMVP/Ptv44u/+F9z8dIh2TOJOM76Z4chM2sDiwVcOlDuebzjqdPw6LnA/pBYhMyOFPoQqALuib6C1UobWyrj7yGkTUhK32e8DJga1QdKgWHY58h8gZmhB+eRxqj5Hkr/BK/8w1fyh6/7fR554inOLldsX7vDndu3k/tLeBAW0lzO0m8wrURXhgBzH4iWQAw0g7SXK48bSqx4FTQItTihzqBdom6IZAyoFNwioQw0CJ0Krc+ITE22k8lkMplMJh9J+nHY+v9nL3vZy3jfk68GV6iFoopUw4pjmnEboGxQTTFZkaJw94dP8e/++Q/wbd/6r1ku9zk8GDh59XHOnD7NQ/e9nw994IO89c1v48H772PvUscwdBQriEQihkQhEAgh4BIpdoCXynKAmjNVBRFh0bYcO7rNfGPGwaGxf+E8TYqYGUM/Rly2qaUMPRqMT/zUL+NHfvT7aLYCP/4rP8LP/s73Udf7POeW28h9w35d05RIrQY4IkLNlWpKGAKDFHIqmBmpRoSBAageSeaoDxRtqObghaZpsMF5+KnTrPYLJ480/MoP/xSf9jlfw8HBmmG9IsZI9fGNSEiKdQMHy8C9T1YefhLO7jnVQBHmMRCJLBWqF2KG3gNDVVJbmJUZzIxigVrHrP+hc6wUqD2H3RmO7Z5kwVPsP/o/OHvxHp7cf5CD/in2+zVnz56l72D7xBaLLWWr3SB6ZC0gTYeWhsYbtOlwcfCEBUcVFhyyDA0pKGoZq4EZiZUaRSoLZlQqog0xRyRmslaKFIID1qJSad0Y0piXH7Oh0nCLfiYvf/nLr8j/EJPJZDKZTCb//+6KnOC7ydgAq040pZAZgLZEBqm4GBIzUg3PcMtNO/ynX/53zOKCb/gX/4Iyu8C58xc4cvRqhhvXLOIGx3eP88CDH+ah+x7j7LnHOXPhFAfLQreuDMPAsD4Yv4HUkEKDquJiBO3ZWLS0s22qK5dWKw6XPUkaZm2DWUFESC3MF1vsHt2iTQ2nzu3xe7/1Y7zjnXfzYz/+83zzP/1WPuMTPovv+L6v4a13v4XbbryOdnMXSg+AOpQKRVoIa3IEvOAlE2gRN7I0uPfo5XIrp8HdaYPgNfHEk6c4e7bwgmffyhf88y/kS176j7j55rvYu7hPthWxmVE9I94S05rD/cI9Dzr3PuWcO0hEUTbmBbWIRaglss6V6hmtAR8E10KTYDMuWFLxPhPijOCVPDizmLiw3odqPPO257A+83b+6s3fxf2nX8cKRzXSSKCJRzh23VVspISUSKXiZZyHFy1jFCqCaYEKrUT6KKhk2hro4zbBnTYbIpEsmYIyqBIJWBjw0uJm9M0SSqJBiSjZlaqCe6FoIFvDzDtqCAxlPY3oTCaTyWQymXyEKzOiI4b5BsEHgu+z1hZVpXpFmJGssg4ZU7A+sBF3iVdf4l/963/Faj3wHd/5Mi5evEjJSx5//Ele+yev4bGHHuTSubNI7RFXjjTbbDeOXD0n1kDxQhWj73tWq4H10BOHQl8KoAxdT2obNtMCFcFywS5vNlQbNuZzTp44yYnrdphtNNz57OMcvOh5fPD9f803ff0/4Cu+/lv5vM//Qv7g19/Ez//Oz/DDP/NvufjQE9z1jFvZaOccHnaIBKAgVcYLtsVpvKFYoUcQnOgBx3F3iIGohccePcf6sOfFL7yTr/l3/4p/8FkvJS6Ooh44f+ESbgMpzDCBshL2uyUPPlK4/7HAfpkhbmwGQ1QoFmhFKVXpKwQJRI0UK8SZsGg2URyrThMavEZyzniKWDEuHFZ2T5zklqudv/7rX+WP//RbWOULHD16LUdFQSKqipSOaoEhK8mhquOaWVgEn+FhQOjJsSVKYKAS8LHcSozsiblVTFsGKUSJiChzerzOGTAacaoJRSJztzFLv+p4tVkCJoFcIkHANEIVgrZX5BGeTCaTyWQyebq4Igt89UoXDgguFG/GOEQzqgvqUBXEfCxUCoHiB+xunGDzpos8eO7e8ZN4pWS4+ZbbuP3O2zhcn+NweZFHHnmMw72O3C0plqkhsKEz5hsbxKYhRGWdl0QNbLQtW1tbrFYraq14yZRSkOQgM0QCKoFSCl6dUgoXT68hrpi1Bxw/ci0v+cTP5Ozeaf7idf+F++97lL/3Bd/E137BN/IpL/zb/PAv/Dt++49+n+uv2ubqYzezLhfxv8muZwCLeDEkRBRHvSKuGEZoE6VWHv7QKe545jP4hn/2TXz5530lEhu6Klw6d4G+VFQEDZH1es3FZeXsucD7HzDO7QmeGrZaR10oDkohSeKg6zGcIJEUGnpAYhyTZiyQy0AWRwBJipRALhVqw+23BU7sZn7/97+F17zhpzl2VLnh5C2sax4X2Ma4yNZMALRWGo3UGnF1EAcp4IlCIRZHQkNOlYaOIg1CpPXh8qcSTAdKFaIYSEsQw2vAtdJoQyqOExk8o21FaNmyLYIaByFDP0AxgkJ1uRKP8GQymUwmk8nTxhWZwX/PU69Hy9hMCmB1YCWJdnC09gwyRkO6O+aOuKIycPFgn5NH7uJ3//NruOa6IyyX+1SE2azh9JOPk7tD9g4ucfaJC5y7eIEL+3usD/ZZrfc5/+RZzpw5x7o/pBQjuFE9sTpYsuwOKX0lNBEitCFQvSEPHZ4zMSpxntjc3mFncZRqA7Ftmc/GCMed7QXtZmTd7ZPtJM9+7pfz0s9/ETeeVP7kz36N7/ih7+bJBx7l+HVHOXH8KAzC0BmlOoKh1lBYYTKedG+1cx45e5bTD+zxfd/+zXzbN38vmjY5OFxRy4CWwqVeSVJxKvuHzplzkXMX4YHTHV0JbLVzEKeaYQJJAxh0vVNipY0JqwmtQohGdhiKg1QiCdfAuoydBKVztndm3HhL5YF7X8Ufv/LfcP+TH+Taa4/Sxi0KFQsVLYaqYqGgFWYoLoEiDSE61VY00qApkosRIsTgqIPFcYxHgpPckaDgAXUlEKhxIGOIL4gyAIaJIiipDiyjEEPLZjwGoaJ1hWgix0BY9/TrfUpMJIxb42dPM/iTyWQymUwml12ZE3w1gjpmkH1OJSKeqakAQpUMolAUrJA0sCJydOckjz72br7sn7yU7/6uH+DFL/5YynDI4f6Sa669hdNPPI6dPmB33rI9u5brju1weOEiXd5lfeI4y2WliFP7NUMtrM2578P3c99999F3hTp0qIXLM9pLzIRimaAzFptbJG2o9IQWLEAuHW0q7B32bHQLdLGJ2JPc897/yGr5RTzzhZ/D53zKV/CsZ30i3/o9/4SH7rufBx64n+3ZgiOb11HbTKwOwyEuQlRoFon7H3wKloX/9B9+kK/5un9D11eWZ88xW1QIymqlDMuetTnnD41HHxMu7fecX3YgW2zOwhjRWZxaK6JGdmVdnBRhM27R58KgRohKLcKAgQrJ55gYZkLwStc33HBTZHNz4HV/8L285vXfTwiBG2+4gaiJwdaIOGKJFANiHZgxaEvvhagBiLgVWp1T3fFaaFB6NYKMb0sMaMXAoEaoBrPoSHWKV0KAtibMB8wEjRuIrOjoqNowB1LTEqynDIronCI9sgYJM7R1GC4x6NRkO5lMJpPJZPKRrkzRVRkLnFJxsq+BQOs97k71QCgNlQGhYgTWAhGlr5lrbrie+878JZ/06Z/Al3/pV/Hrv/YL7O/t4WJc2DvHK1/xi1y4cAH3xPmzT3Lh0kX63ikyjr/UwenrQJVAsII2Ld26p1BJqZL6liEGolUGcUQjfc2cO32B7dkcjh2hkYTIIZQZ69LjcYOaM77qSVHZPRY5/+jvcvfB3Zx+/At4/ovv4Bd/8vWcfeIx/vjV/4O/vvc1vOVtr2eedkntJhln1kRyLbzrLQ/zsc+7mf/6i7/Hzbe+gMPlmlnMbG04T54uPPBI5OK6x6mcv1QZupYalMErG5szRBrMxoWyR6VJEZdE3/dsbiRQgfWKFMd4SssDTiSmBhUZG2NLZXnYE5qGZ90ZuXDurfzqz/4z7n/s/dxwwxEW8Shr6RFboURwg+B4WII3SG3RxlESoUKMawzFa4s3S4RAJSAYw7DGtNI2G5g6WB2LwMKMFYUQCq1UzMYLuSaCSKCxJYfS0lpEvJDiHJUZWVYENZwFkuPlpmHDgkPYRGq5Eo/wZDKZTCaTydPGFVngBx9Pl7tgBIPBoXpD9IKKU4MhtSIqKBAuj+oEgWGoXHPV9cTNS/z3N/wyb3j9V/PJn/oxnD9/ketvupHP/2ffwHve/mZe//o3UOc77G7t0u3vc3DY0Q0DFjJNbTBJyNBz5sIFTCONAiESg4NX+lqZz7doF45bZuiUVanUS3vs6BYzE5bWQwm0viZrS/GevcM11Y+ztbHJMLwPlfO8e/kSDu78HNrFddRz1/JpH/WNfMLHfA4//MPfRnM00c5mnL94wH33neHrvvSLefkPvJz5xkku7l8kSOHxs8Zf35d5/AnBQsGlEhS2F1uk6HRmxNoiQ0tuM9GNIg1JDa2BWoT5xgwLTl1Vahov5FqueJkhyXCrqCk9mYOu4aqdLW69Fd78tp/mlb/5r0F7brv9eqQESnZCI5fvKBSchlAheGAQxUJLrJVAJghUCxAqtVmCOVUTiuFeWWyeQLwnDyuQRA4NbRVaFEKAMDAECEUIVfE4XkReSUcAoo+n/4SGUBQLSmML+rDCcbQmJAgz3aSva2rpYLpnO5lMJpPJZPI/XZkTfBdAQB0pc2aywsl0EglWyeqEkgBB0DEzXwbUAFGGXrjuyDU8+dT9/NGf/x6f/KkfSymF2WKbO579fNYHh+wePY4GODh/yNlzT/HE44/y1OlL7J87y97BioPlilyNI8d3oQpuBVMINKAdqGHSEcMOyIw4K1TpMS10a8fLNu1s3HRILYgG8IHkwvKwY90NNE1DzedYn/99yt7jhN0j/NU7f5s3/4e38g3f8X08645n8OTpR3nowdO4Vn7mR/8D//yffge5wMHqAvNWee/713zggcypS4m40XB8ARrnJG0ptWddOmqZU6wy2D6+SizEmLXCYW4ovZF0IOdEnwtRHU1CPwTEBdU1g8+QIVMt0Ge4/drExu4ev/Ub38Jf/MV/5sg1Cza2riYPlSgZi46HMp7Dezv+LsXGTgOcGMZTelxZh4FkgehCcQOdUbyQYub6E7dx9dHrSbLiidMPcu7gNLMSsdBi4qgMRINkM3Ks42aizEAcbSMhCy4FMIIU+mjEYpRQkbxB0oprh0uLVEdCx6EOV+IRnkwmk8lkMnnauDIL/BCIpaK5pUqH1EoOAamZopHWlBxA3QChhIBbGefUPWIiLA8Hbr5mzjve+Uc8eN83ccNNx9k7WKMxcP78Od7253/F+XOn+OCHH+TCpT2k9hQUv3yz1xkQV45uHCNtBLr1QK2VRgXRhqEGhlw5d+E8i/kWixQJpkiNLPvMkC6QS0uKm4j0mKwxg8UsEaWnVKEe9tRaWfebXNr7cxaLGR/93Fuw7jSv+u+/xvM/7aN5zZ++lxfceRu/8rP/lec972MY+jUqK9ZL4Z33XuKRJ+HwcMbuTmGxNTa/robAuWWPlYx7ZOjWYBkJASFgQVkNlYPlBSqRGBvIFSTRRcNXPbFGghaKzgilUquTDW591gZ09/NTP/4PePCxe7jx5utpUqAvHSkISsDDeNpvoQLKzJUaCiUYyUEIiCmqHU5CNWKSqWzQuFGs5+jm1Vx35FpseYC3c05eczuH/SUO+oEEY3utCoaAd5gznu6XgAmIVTwamhX1BX0JpATic4qvkSYwWEAlYqWgdRz/mfn2lXiEJ5PJZDKZTJ42rsgCP7mPme2SEXoGixQTGsZFWKyREgfcK25GQCnaUrQgmbEgSjLbmyd4x3s/xHf8wL/kt/7zK1FZEWcNn/IZn8nd73o7f/mmD1BpWcxaujowk8R8tkmpa9brhoaGS/t7zOdzthdb7K/3qFWREBFXgkNqAiI9Xc40oUFjQ3RBVYlhg43tOVaUUsCqIAK9ZZKO+evYmvU6szcMpMOKxmN83Md9Bm9/619xcucufuR7f5B/+kX/mO2TJ7l07jynLw6cPlO577GBC8vKbDZj9+SMRRPInXG26xmWmV6U5IEokNoAkhBaRCLFC3urnqBCI8o6O4qD9+Qu4nUs+Orl8ul7Hcghctutcz5496/zO7/7DcTZmttuvRophnlBYsWtQdVAffwdyQKRgiHkNKA1gkdKECKVEhqC6ZjrjxI0ExAaoPdKGwTaBdbMcT9kkAZSZi6ZlUSoAVQY4kDwSqIiqQc1xJVokazjZi12iRAWaNtipUOyIRpwNklayVyiN6V6vhKP8GQymUwmk8nTxpU5wadS1XAzzGZEGWfAC4rIOGKBB8wjihFkYIy2CVQ1INAWY6iFa2+c854PvZ2HHnqEG264hqFUDlcHHFxas5gfYT0cstiesd0eRatzabnPelXQqBQGkIAVY7U+ILYKQ6SaI1JJKdC0LSEatTqhbRHpx01GraxXB8wWsGg3scsfIxK4artlkAEbGkQrfd/RBsUpXLh4mnYGtz3zFj74tr/klf/j9/AE73nXYxwWY9Ul9paRo0dmbOzCug/03Xh/oC+Q1z0JQ+IGhtM0gUYX9NWw4uQK6zIQgyBxl5wN94wFwUqlFsbFeopUdagdyIJn3Drnr9/14/z333wZixPKkSM3UoYBjRk1IVlLUagUoEAwks8IlsipApsEz9Q0oHWDJEZ1wzRTgOhCI4ZLQmTO3vICj114lGfc8Ey0ZO597D663JF0vOwbXchSgADSYlpZDIUsFarhOidUg1jozTFxDnJlk45GF0hkPOmvlZIL61rpw0AoV6arbTKZTCaTyeTp4oqsjlyNWKDUGUUMpOAC7oojOIJpIPmAVKEoUJxQBddCloC5IoOyu3uEe973JB9+4H5uvuUmFhH+8jVv4bf/23/mrhd+NFffdBvn9w5ZXtrHbI0Wo50t6MqS1aqn0Ybt644wn22xPrhE3epp4g6NzHEViq1ZHVxi3s4Qh1oh0mC6onplvdygjU47T1RX+uWavUs9m0ePMt9oyblH44JFctbrNcvukLOnA1uLLY4ddX7/dffwnDufxbmDgRNX73LjSaHUzH1PDJy7MKcQ0TRDKTRDRGeJoEpDoF6OkVx3hawwU4dhoDUhxYa+CBaUNiYYnGwRi47GBieiJnhouOmmOa971b/idW/8CW66/gS6mFHLEjTiMs7ViyhRxvGmQEDEEMmYOsEh1DmeDFHDrFCBBmeQFqXiwciaqLESS8uGG4+eup8LB2cgQ+9L2jZQamBdEhrXaABcCcXJqnTa4J5ZdHNy4yyjg8QxbSkYVirrsqJRgWgUL5Cd3gwoRA/EOrsSj/BkMplMJpPJ04ZeiU9SFbAZWZVkA14UvAJGcqG1AIwlS6hTRfDgqFSUwLwY3gBaEFo2d5z33v02pBb2Lx3wUS9+Cb/z6ldzx/NfwJOPnuLw/B5BAmljk3besB56cgkcO3oNVx2/huVq4PTZMyiBa0/ezOaRbbIEVus15pXt7W1UlTwMqDdUAYmbpPYI7k4pA33fMwwDMSrZIxcv7tEPS7oealmRBeJ8h2Obx/EmcHF1kUWqvO1Nf8oH7lOe99xruPZ44cxSuecJ4+JqQYrKJkJblLJqAUVjAlc8OG5K1xteIRalz0KRwCwuyK4gY0lXiC2mAQuR2axlFucMONVm3HLrBm9683fxur/4Sa6//hqYzRmyMSexMAVJeONEraBrnEAQoQDZZ9RYGafu1wAES8xcES0M0lDUiGEczUnubOQGtYoGp9XIwWrFJTeqzlAgqpO9x0VpPDLzSDRoC9Qwbvy6BViFVMFYgxTEhRAShUDXH3LQrVj1kPtCwDFPIAHXaURnMplMJpPJ5CNdkRP8Zoi4R0I4JItTTYimmPdEbalxYFaEQQOimVQjKo6SyRgWoIjjKaFD4dhVm/zMr/woX/YlX8c11x5lnmeIBB598AFOXHOE7cUuTz51hsdOnyYRuea6a4kacDEuHRwShoGNeSTME2eeOEWxSslGCIF1jujOnDhP9KtD+m5J0wpYBllgM2fILbU4uY4NqzGAi5Fzw2yhHB4M+KDMd4w1A/QNKWxw6XCPg/t/lw/P5xzZ/Tr6HDhz4TxNnLGqQlkZVjpUldQGqiaiCJKE3h3plTZCaAMlQ1edmhKljOMwWdM46lQDIQV0ZmhVCkIkcsvNDW967Xfwqtf/MLfcdJTInLX2RHqyFDxs0qBUr5garc/Gk3INWDCiVRqfk0NPrZFoQgiBHNa0BEpak4riRCw57uNbGYuRziJBla3LbwlcnWDdmIHftjiFAcUCtJ4xGRBmSG1xEWrKWCjEKMgQCLXFqiEasaRoBZeKp4Q5NOZUoNf/Q0XMk8lkMplMJk87V+QE34NT4x7RK3iisQiMC6+1GFhLCQ4UtCqBinuhi4LFiFlDsIYgTqlG22xjepEf+r5vZ7kc6HOHWeFl3/6vOX7sKPc+9ASnzpzimmuu4brbbiTGyHLd8eQT5zg8s08zD8y2d9lfHbJcHnKwd0geBgSYzRtKXRNoWWxtI0EwD2RLlGFN1xUuHOzTDd04KmJGqWuQRF8cRZjPZgzlIt16D1CGYaDr9wiqlGGLB9/3Ct7/zjfw5LLh6qNH2dlMHK4VmsTmkS3mR3dYbG6wtRnYbBra1DCLkbQtNNszmnnDbKdhc2fG9jyQ5kCbiM2CQMBVCKrMbE72lkzDM5+R+NC9/40/ee0PceM1x4g6Q2qmsQJByLINWkm2Zm4tzjiD3wSjUaPxQIyGSUVV0VSRVAnaMdcA6oQyjhHlNHYfiAWqKCYDJTpDCmQHk0IJlT6OmfYzz1Rh/P3bgFtg8AXqSnIn1Io4BHU0B6JH+jAwBCG4ET1TFUyUyoDJgFGhzmBMzZ9MJpPJZDKZXHZFTvC7JFATbTbmRVhJpqqgKGLCYBkREDUGFTaKYpYwHYi1EIm4OKUWnEQYAtfcdDU/+au/xAs+4e/wFV/yj5jFGfNZQwgbNGHgOS/8aA72Oh6//wNUFTw7uzsbtCd3qSVwsHTKYaGvA0d2N5kdP07QDVLuOLi45kw+TWwjIkLOmRCFpC1DNcp6n9ovUWlIMdI0DZFM7AKdVOZbW3QL4/Bwxc5CaJJQLRMkUVPLXum4+9XfyR37/wTu+GqiNtx1m3Dm7IrOQT0TPFIcBs8Uj6gMBBfQCKqIOw2VMS+nkh2KVda1UGrLs24NVK8MObCxgEceeQN/9Ptfyc13HCcmYXm4xDA2pCUwpwE0GCIR84agIFrJCiUkFtUxz2RVTBa0klEdqIBYBG/IsVDjwKJs0IqzTAMdgYULJRqxRqoURBWXCkUpAZRE8jG9KNucGipzM7yM0Zh1AMQw8/FrCz1NVTqcIpFUlSZ1aA50PjbmOgEJRlsWV+IRnkwmk8lkMnnauDIxmbWgZUZHJqQerwoewZ2GgewN0SJ2+RS34FRVFEgu1NjhFqEmggyICZ4DJ54ReNs7X88Xv/RLGbyjVOcLv+LLeeT+B/nTV72KRx98gDhvKMPALbfeRLO14InHHiGETcrqHOvlJa6+8QaaxQYXTx2y7p5CyorZxi6LneMskrE+OKRbH5I9YRhmAylEmrBBXMxwCqKRft2jCCJCFdje2mI/O8vOSXMjhQVFMw0F0Q0u7kfe/4Zf5lneE6/6Yp517S4f8/HC3Q/2dOuI0KENbDSwaAe25kKjThWjr0LNRtSKBWEYLzlAtvF+w8x59R/8MW/5iz+j9od0+ZAP3vM2VG+k7l/NxlXC8ROBvfgUl/afZKPrkWZBqQkRGKSADmyIMpBQN2pwojsqSh8M1Yyb4hYpEZxKqCDWUmJPqJHo4OKoJpqSwS9vlDwwmOBxxWaZozr+1vsgVDrmNUEypASGXqFdIz5DLJNjT1OdaKCxI5Q5lUgzNOynAXIak35kwCTjIVyJR3gymUwmk8nkaeMKLfBnqPWsg2G1IdpA1oK749YQo1FrguqUINTgtHVFJ5EhOYU0njCTcSI5CCyNW687xi/+0q/zUc/6eL76a7+Ks6tDPubFL6FJM37l536Wo9sbbBzZYWdjzqlz59jf3+OWq27gsXOXqKY867l3sX/xIve9972kJrCz2Gbj2HXofE4uh+wfBtrgqCQ8Gy6V0EQWGzuklCheoTO6uKSaIl1PTMrBKiPA9nyDbitDD26ZIIFKAnEWRyJ9n/jwX/1Xrn3OKV7ffT3XXHMNH/+8gYPzPbENJFHWtWeoDV0HB4NyaS2sshM8YFWRmdK4k8XZCHDjM7f53d/7K77lX34uESFqYPDEsY3jxPkOj106zezRBUdO7HLtdXdx4pobWR89zaXuLH54HgvHCUEQS5QYUHNaBSlOCZEFirrTqxFUiRUCl4uoPBBcMHdWQUAKsxowsTGRKCnRlV5WqG+iLpgKBhQxQp3TSofj9KXDdQNLmaa2DArBWzZ6owSjxsA8C1UqWQriyryCiVOjEwn0GNoD8yvxFE8mk8lkMpk8PVyRBX4fjcYC8+L0YmQ1FCegDJLAByz0BN0gqBFtoBIQL7gnKoXiLdEB6whWsTCjZOPo7c7vvO4X2Nxo+Yef90V0hys2N+b83c/+e7zvPXezsbnDY48/zu58xrFrruc9H7qfRQMveu6zOX1mxUOPPsrWxgZbO8fRpCxrR76YacKAhBaTBKmAG6oNR686wawNWDYSDTo33JTiFTNHNNKkwKX9i/R5ztZinN9PaU6KYDnTeUFKZiPNyOlazj30Jg5XC/6bfSVf/6XXsDh6wPvuLayGwLosWPVQytjKKz72CgQEJJBXBc0RJKCx52AGr//z+xCB4ydvwcwIogxeKb4kto7piqfO7PPEE09w3VW3cdX1d3D02A3Ek6d5bP8DWG6YxyPUHND5wLwa6xjwWOjrmG4TfUYCqkDVQpRMlxqCDcxKpEuOi4AaoVZqbCkyjhqJJKKtiaWlJAhmKIVeD9C6gYmBBppSxwu7wZiZIBRMx7cGQYwhFBpvUDIlKtHATQk4KMxLIEt7JR7hyWQymUwmk6eNK9MS5JUuGe0giDvJ54j11ChAIZnSqxOHFbUGqiqiCRcnlXr5kxQGbQkeCdEQU8oQuOmGG/ngw+/iy77qK7jm6hv4lE/7RHZXJ/hHX/XVPHLv+/mt3/otXvRRz+TcxYu8/s//mpe85A6u2TnCG9/0Th5+/FGOHzmGbOzSdcPYoqsNUaGYEvIhQ7PDfGuLfu8S0mVYG5vbx/G2UGulZqfWjHkgRAevtEEJWy0lZ9YrR2eRWispJGLbclwTlcR67WhQCkdZnn41jw+H/PJvfTuf+pnbbG7vc/pUYD0IASOkglsYy7U8UF0QM4IpVYXAgJjTFNjemuFA7nrMlawZMIQ5uRglrGhwtFGeuPQIT5x7kO3ZUW665Vnc9aKbOZPfzPmzB8zmW4hBh+JxjLHMakQqyRI5OlaVWOaUCLFGIgGTSlsSzphsY5Io2iMmIMIMpYpTa0QZcBegoRFjiJVUKm1dMGhPZiDUTYJXXAcspLGcoLagka5CEKO6gCcGEcQAK6hGxKcUnclkMplMJpOPdEVSdJI5kUoOUEKDaCaQMJdxBp+Mu1ESWCyYQlOhNR8bcMVIGOoDLpHB09hzq85qWbjuxA20Vws/+19+BkfZ3t4lzlue9zEfx/d8//dw9PgGH7rnfr76H38uO+2C3/zDNyCp4eixXQ7WS9bLPQg9ngvr5VmWB09ShxUSFsxCIiDEdpP5kV0urva45/77eeiRJ7l48RK5Doj0qCqzmNjanKFNw9ZswdGtDTaObrKRFMk9Xb+ECi7CbDZn88gWs5SI2kDaYX3hDXzoPf+BV//hHvc+sIuI08aMOFCUPkNnytrgcDBW2RmyUso44mR9w7qHZqsBVywPjDW8ikjAWGMUgikD4NUI1jNbVDo5x1/f83Y+9Aa4bv1ZHD+5zQFnwBNBC6prxJVGEhaEZXRijSQZI0LFGiI+loWpUTFMOgRjGQw8MBMZT94tk4mQxku8fQpUMtQZTQkM4lAVreN12VYLQ1MoKrgL6uP7H1NHZY3VSqxQUJwO04pYogr4eLFjMplMJpPJZHLZFVngW3DEWvCGpnbUWlinwhDAy1iwlEhEG2MNZyZUNdZqiEeSbWMOySuBHnXoqFTWqGVKX7jh6i3e/p4/59f/22+ysdFybPsowyCYL/iUz/kSfvynfpxH7r+Xv3zru/iHX/AZhABPnbnI85//fK4+vsv5p04x7J9ls93g6FVXM986QfZCV/fIfaErlWVfmM822NyZc+LqHY6eOMLWdsPOzkmuO7HFyRMbbGzv0M62SfM5adEw14TEQGob5iliUhlMGEpD1Iajuwt2j8zZ2tphc/cm5NwbefQdX8X73nsfjz6xyeFBYpWF1VoxD1gVbPAxgSYnSja6Kqz7yn4PQ29cf/wWAPp6CIDTg/VjdKQUzAeCj3cKzDNdn+lKZXNReeTsO3jVH7yH5olP4M4bPg6PhwRrcJQaBNGBpozRkzVW1nEYM/I9UkVxr4gJJVZiU7HkRDVSiWTKuPBWpciA+YD2kY3L407BQKgkgSEUhtjQ2BbVIZWK+Ay38ZE0zTgDphGPQklOkUIgoRIwKaSc8NBdiUd4MplMJpPJ5Gnjiizwi4KoU1hT1dG4ATgiRlElIxScQXsEY1DHLSA1Ip7BHJMFIoEx4VwIXrCgBAKYsLWxw2I78s3f85V83b/8V/QHa3a3t1iuOu688wUcP36U2VUn+IZv/lounTlHDQ3/5ju/hfP7F3nH297FDTfcwLNf8AJ2r7mBoVfq4Zo2NKxz5uyps/TLFe0scNtNN/Cc257JsaNXsTFvaWcRVcXccXfUK83l4BaziEuDxEhQQcRxLYhXdOjJXU/f1zHvPc6ZtTscv+o5hHqRM3d/C/uPv4cz+wv29jZYD9AtI/0A/RDRIsRiDBKQISL1cmPsGrZnm4RmjucBEcMtY874JsAczPFqlFLJvkLEUcl0fU8IQpfO8LY3vI/VO6/n6u1nctDsjQt41mRxJDQkF8ScaAGhEL0fP78EPDrREz40ZJRQGyRmtI4XfgE2qxI84KlnGYWB8X5BKJdjP6loMYIZxQt4S5MFvMEIBDGkzjAzhIihqCti7finCFk63Kcc/MlkMplMJpOPdEUW+PMhYVbhcquo65pWYJ4rKgUPc7QWshjBZuBCl4wkgoeGHDpg3AwEi+OCTv8m+13IGJlKo8rNN2zy87/20/w/vvwf8J533s3111/PufNnmO9ey/d9/w9x+qFTHLvmJr7ve7+Fd739bhZbR/nu7/teXvTxL+FgNfDUk4+yOtinL5mLl/apg3Pbs2/nYz/uRTz72c+mCHTdmuSCSkOgJTWg2mA1UE0QNRpVUqp4WhE1kOYztJnThJYUZ9Ak4uWLqD6M625VxyUyP3Yr4sqTb/t2hsf+Eg9GthlDF8kHM/LglCqIRWJ2NnJGbUlrA3kt6Oac+e4mg4/3F4Rm/Lm7gw/AijSbs7N1NY1u0PcHMBjiStdnUKMszvP6v3oH+dHrOXH0agYfaGmItaUHogvRKxvFCARWSUmieIXgm/S6BhG0BqoXpAjqhmlPURhUGAAZAlQle6HSUzRiNiMZRJwhrUi+gXmgBCORMResOiI9eETMkQLRI+iaQgZvx8hSvzLXSCaTyWQymUyeLq7I6silUqwSSDhCrh2GkiOoBWYFqhhtSSRPVI8kzQScYhXBEC8UF1QrFUVsRrLKECrBFLcxmacfWl78khv5y3e+li/+us/jTa96O8evOs5qcE6feYrP+oIvoZ0FfudXX8Htdz6fL/6CL+Td73gnj5++wM7RY6xWHU0zo3ohUrnrOc+lmbUM/SFWBjxFAkqScQZcGGfQk10uiVJBJWLSEyWiKBoAhJqE5C0RoWoBT8xSS9wIdFWQKshiTfSGjdlNLFenWD7w6yQ7hzTXE8IGqg1pEaHdomgk1EL2gVgXZKlYLDR5hQw6bs+8ojK+YRjHc8YLrVim1iWoI6pUGxDvERGSJzw4cb7k8fvOcdN1m5T0KGIJzZleAzFkco10EYJVgqTLiT0ONgabZgHTnnlOGBsUzaisEA/YOLGPeoPYwBxQgcoK3DENaBHUWoquiDWwDpGGQuOFIUXcjVScojpm9LtQPOHMxmfGZiT6K/EITyaTyWQymTxtXJkmWzGCRqREijkaElIdsYQQGHQ9nspLpfOOYApW6cOA1UBbBfMBUMQaGutYaiIGoymJooVggepKTyEsnefecZJLh09x58fdxa/9p1/nMz/j01lcfy3XX3cNZ86e5R//86/j+uuv5U//8NWAcfVV19ItnaPbJwhtz/bOETbm26z3z7FerzGHtpkTLePupCCAI2FGRAlUjB6VGUEiLomkhd4TagXRQpUGdQVzQphRDISImDIXpeiAeEKIJIedxVXkYKxOvY5m+zqarZM07dVQjxJyh4SGGufjIt3WhOpoKWw0RtsmDi7p+HM1gAJERAXMyd2aTi5BaAjSYLJEaTDAqhDcCe2a+x94iKtveRa7tyfOP3GRE0eupvVMrZHojnikakRsjch4ubfXQlNaXArBgKpYHDBdIxYQcQJrkDk5FsQyxgbiBdEArrj0VG+YVaMTgyDEmhnE8CDo5TcYQ6g0JaHaUVlivkGgx01wsTFyczKZTCaTyWTyP12RBb660OSeTgsWA1rHufPWZnRySNRKcHCfYSSirMGEmBtMC11wZkNL64GiQCgkvxwXKQX1BtMBw5mXRDFFCuxu73D24BT/9ke+iXs+8BW84GM/mkfufZhP/bTP5rrrr2e1POB5L3ghr/2z13PqsSeYtUqOid2dY6DO+YtnSO7EGHGgXD7VFwmoKpEx51014JZwChoGFMcFPDgzcUJYYCrj+EqIOIpQMSs4iahQpSdIQjqnqtOFjBdo01Fi46gq6PjWIEkhsqR6RbPQaMADBIfAGIlpVsY/GQunRMG9ELzF3LAgRN0e7zd4JoQWsZYYK8UyISaQQIl7PPrhQz7+xZ9Czq/lqXOPsgg7tM0WNYwjQMEHXJxeKhBpikLoUIyUI+sIrploIAhZ0/i2w41KZMuVLq4xmxMBc0ddyXGF1QVRKloEFFQDWiKVSpCCqI7JS96CZ5SKIbhXlELwKzJlNplMJpPJZPK0cWUW+MWoEsl/M76hiqmRSyaqgwV6nGCCh0znYcx1r4rXBtUlObV4BfM1xoxUWwqOaUe0NQTFLI2Z6mpkMbrsPPvG2zjYe5Lv/8XvoPllx1zQH9zie7/1h/jqr/xa7nv4Mc6dO8/m7hHOnT3N5lbL5vacocuc2DnC/sFFSrdipjO6ajhK0rFISaSliSCt496SvEXbgtJSayV7xnOluqASaBK4RlzGy8HOAgkKwZixgTrkzYCWQA0FaGg0ENoF3ixIzYwkjtmYai8FYlwjKOSAaWCo+zQCG7MNLgJBK7k4CggJwxERgkTG2wuKpogVR6QSPdBIohajOGxsbPDBB97B0T/9fD7t83+eB068jr3ubs5cupdLh/uckBPEdJSlLCE4KSdEeqoZwROrmLFUiAbqEfCxmEoUwwi1p/exvMoE1MeUpFA2MXFMlgiBdTJgfLNQqYAxaKXJDeqJLggihkqP+QJVxYtgof5/ejQnk8lkMplM/m/nyszgo6xFEQO1SpUyRrpIj9p42h3dKTpQLRGskBUkFKgKtQHJZAXzSswbgFI1c7m3FKoiFHqNJMCrQIC+60i7C27b2aCrmfnuDg/c8wC/+ye/yFf+46+BUtlcbMHxyJGjmxw5ukVoNjj9+MNcPHOGUiopzklRmcU5qQmogmoEjUQF0QEJzfjDkogiBIsMnsnF8NJT6vpy/6yRYiAww1yRZkzhkdQQcFJIuAru40K8SIPQMmvaMcveBXFDvMO94HWGMd5frt7SHWZOnDjOMz7qeTz+2ANjRr1W8BkudczFt0hExjcdMSCXNyCEgeqZQCWFTdoITZpz4hm38vijH+I3f2zFi//WnVx73Qs5tvsk62Pv4MPn/ophtWK3OYGVSHCjaKDWgMVhjM0soNbgWimM30NreYzVFEE9IKZUBkxbgmScJVUiQSudR8QNdTBTikQacVKBIk6RMTRV6xaxChb2EBYISrTpBH8ymUwmk8nkI12RBX7RQjSnSqCog1RCnWM2nhInCkUqGAR3Gg/0EsZRC62YGW0OtFLpQovLgFEQbyiiRKBoxD2TGDcRSCAarMJAMwSKBVJqoHPaDXjBnc8lJOX2229nKD25M3IuXNy7xJmnnqDUgY1jx9kNESuZoVRmcWzXre4EARFBQ4P7nMbrOBuOIAQ8CQtP1LmBzXHZxT1jpY6z867MJWBtRM0AJ8SW6GH8OzTiGtmQNG5etOIW0VARuYjYHNUWExALmCaKZHKueFRe8FEv4g1/+HsM2Yk6G8NFzQnS4O4UGS/XqgWMSohG1QiWKFJoUmDe7LDY3EKtoWmXpOFDnHnH+zn6+AmektvZPv6JPO+OT+axI6/m0qm/pAlXUX2OkXCtqEObd3BZMaSCkHAzzJVqW6BrEAg42StDEIIJAuQATXVKXdBohjIjMZC1MJ7JK1igxoKLwrAA6fBkqI0tuqYByVPR1WQymUwmk8lHuiIL/CoCQSCDXJ7/LnQkWVDIrMhoFfBElIGi46iNVMe0kkTHdlKHlJVOQCQQzAg4LgGtjiPjaXQVLBRqSDQl0KriUakwNqnuOc+58yVcurBHlcztt97Cww89xNmzl9i7dAkhctVVN2IU+mFN6QpzU1wLgxVanCCFYoFGwIKMX8Pl8ReNgeBAFWJUcCVqg2vGKlSchCBhTM5BBcGxOlDCjKgzkIpcvmfAzMAjKoZQUVOgR1yJcoBLi2uhccVQuv0DnnnjHWxu77LqO3Y3BUqLSKa6ocjlZB8nUwgo1RKJ/529f421Lcvu+7DfGGPOtdY+595bj65+VLObzRabL9AtghJJi4zl2GIcUSYpKjItAYIRJdHLgZI4dh5GDNsJoySAYAmQmUBOEEl2SMWyoMi09YosyYklUWIkUqRIU93NZ3dXP6q7qm7dxzln773WnGOMfJi7Wy0gH8+nyvoBhQLuPbhnP9aHMcf8PxzPDbXGunbefutI2T7Ne156Ny+9b8btmtefb5xf+xwffeVTvKw/x+mnP4p+8Lfx+FHh/PTHuZoWhI1lc1ZRtrKRgKwTvZxAC+qV0BM1neb1ot8P8IrZRk/B1gNmHbfR5CvmnNNAz5g0tpiZRFGcEhUtRzZXMof4yRNcO5vtG/ydnZ2dnZ2dna/kXqYj60L0TqAYMyWCiGFardERZsgZjaBloNHQHPVFRMFzDGqrFDKdmoIhpK4Io/00JJBQIoImSVeG0VKVnkrYSmiHLHzD138N/8YP/X6+77f/s3zutU/z0kvv4u6mMx1e4OrRC7zwwgs8mB8ylSsWu+bqwTXTYabOC4flIVNd0HJgnq6HNEcNq5VSF0qZqBQkF7QUVIYEx+1LHQDCrBXTSiGZNdA6YaVStSBUepZL2ozgEkgEQhs6nKEPIjJxvyPiCHpDaXfYuqJ55snbX+Abv+Eb+P7v/a3EeryE7K+gjmgHBY9AojKHMkT9p5FiQ/DszRNxc+KDH3nER3/Le/nmH5h433cvvOs33nD4rjd58uEz/9Xtxq88fQPu/ku+7u/9Kf5QfDPv/8A3c2x3WEJHOEgSudLFEBaQh2ifRkqSjsNF1catNoyKWaNd9PhZG5uO7XsKhDe6NZpfk22hZMVFsVCUlY1CykIWZ9UkZAPv1L5v8Hd2dnZ2dnZ2vpJ72eA3SdSBdJokJWfmUDqXgc6DGoKL4sxkT9IaIYn5kNdcp7JFshVBvENLxObx/+JMEmTa0HWnMl1iEl2MosEaydU0047P+Ozrb/E93/XP86/+9/9XfPRbPsrjt5/C8l5ye0KxM62O1lZZC7UeCBqaQcsNoyO24BkjAtJmkjNFBZdhLdAAShAWlByac1QxKcNInFAih3ZelSmMVhTTQEhUkkqlF4a/IAxkZO4jjQglUlGBdIdUrJzpbHgKFoqvCz/wA7+NH/vP/2OePL3lxRdfunQFKE5DVFlzY6ZQtRPeWG+VdQ1eff8jfs13vcCjr17os/H09Ji2PuFwbUwvLNSPKOej8YnbjV86bzy6+zzKX6EeZyyukHBaUSSUKQ1vRtWGxwSxgN0QFw1+106NSyZ+r+NEaStdhE5Fs1BIpqyId850QitTOo0gtJAxIjNVHd2usDwTpYNXVHeT7c7Ozs7Ozs7OV3I/NaCZCIZbkmxEKOhKRgAzs290rskQSmysOqQ2hY6kUBMaTugZiQmYEF1JSbZS0VBKNkLH5riK0WNDpzFxSxQeLS/w9hufRPqJH/o3/hC/5/f+2wD87Z94zLPbGx5eJ8iE2CvU/hzPxhZn1ILsQo8NQVCpRPYhGxEBAqkzxjhkeBSk5NiGRxk+giJMLuRU0SJDJtNGykzXYXA1S+zycQej4RaBkhDKaLzNJHpDxBCpQNKzo104E1idKCmIdj73+ud5/1d9FT/4g/8yf/pH/gweG2pGxgZpqG/Mk7BtR/xpMqNcvbTwjb/xJb762yeerye++PQ5BUHVqFRyNchC58RclFwUr8bzl17m/3z7lBczeTS/xFkb6U6IIV7oeiJUmVrDTQkBfMaK0fNExzDpeAhZFGFmipVDBitK10azFc3CAvQMOoJYRVzISFQ3kkKXyy1FVroqE9u9PMI7Ozs7Ozs7O+8U7mfAj5muK2RiXtGELuAoKo3IipdO6Ynk0GdnCERFEkIaLpXQQrQNiQQmvDmmgQtkGuEwaSLZ8KKQYC7USfnsm5/hFS/88R/+Mf4b/8xv4803b/jpj2+860XnXQ+ELzwRKJWIEy074Rv42NqDYEWQqLg3IkAC0nwM+QmBYQhFlDQgBUMRgyxCaFBCRntvyohxTFAZcpWagmrBpYwm1zHff5mhVumQQ7qDtkvSThJ5C7EgvSGApxDufOHzn+Nf+V2/l1/6hV/kp/7eT/PiK+8m8owZhC8cn6w8jIkH73nAuz468cFveYGwztO338ZPSj0csN6xFDZZ8BC83DKl0N2QEIoGfm58uLzEypmzrky9ggdZNrIEKnVo/U1HOlImVWx4FFjY7IxSQZWebRwCfRxURI2NQukNinO20d4rWQhfOWMsJOlCauK2ogjZGxILksu9PMI7Ozs7Ozs7O+8U7mXAF47QlxHrKDZ05SKUDGKbaNoYovlGLyeKKy2MJoHidAo1oOVEqGDphBtQKD2QqeMBYGj2y2a9oi5cP7jijWdvsJxv+I//1P+bb/71/xzPn7zBT33iIQeSdz048qufajw5JqYb2d6G05nmnZw6uo68drWRACMlmXKGCJwNxZDooJ0ehaoMU3ACxTFRwiEk4UvyHQQxJVKoEiNZ50s+ghSqCEljWCDKMOymgBXIUeKUHoSPNB9E6bkSHZRCkKjBet7wfMTv/t3/XX7yJ/8Bbz1+g3e9630cb55iW/DBjzzi637DQx69euCxPud085Q8FbpdwdIQ76zqkIEhIDNJpYnR01EJSoKLctRGCSG8sHFmkpk1hSkF9UIpjaYNzzK+X2tUicv7m1kTLJQiQi+O2yPCO6RTtTDZTMs7wjsaE8PRIRQLPI3MIBEsQNLILBRpI7VpZ2dnZ2dnZ2fny9yLybZHJX2YOksa5kG4sAUInZIFl0bzTm9JeCVpRAodqJKcJdh6UFIRCj2SwFl1wx0yJ1SVkPGfhDAtlcdPX8fffJv/6I/+Ob751/1zbO1N3no2Xk+x5/ztf3DDG8+Eea7E9pT1dGT1jmZncpjKSLnBO+iQ6EgGEY5ZZarCMgvTLNRpbPoxRYpiomQI7kEJcBtyI80kDNRGAo+YEmWo4zVXIk9kOqPaqSPaiXDCk8wcQn9GIhDZRumVJ3Qn+mlswFMo9ZrPf+bTvO/Vr+bf/Df/F1hRHr/1Fg/KA77tt77Kr/2dD5H3rTy5eY6/1djWHDcOEnhuuA5Dc+aMayBlY8lChmI6YVEIN2ZA+jA1T1lIeYFQQ9uBCKFZoFIQP7D0eST4ZKXnFS0FjRWyo+Z4Bc+F4Dl6CcTMPLJxR6SyxEymEKnM+YCpF1yhKcOfIDoiQG3IdTJP9/EI7+zs7Ozs7Oy8Y7gfiY5DUScUmh/RMLwUMsGyQw9ElKZyKTNKkqSZU/qMh5NlpaggrY7BTaH0iknSU1HNsdmnIFJZlpnnp2ecnz3jT/6xH+U3fvcP0tvbvPkF+NgvGdGe8jnZuH50TW0rt299jO3uyeVd23C3SsElMVGKFEJHmsv4u4RsSIxs/9IqIkkXxyJGEZYULBuUQktHm9PUSe9jINcDAEkSIuBJxIiFLDmRNWAKelegQSiRo8VVREhAZaG0Z3QUKULfnNKEtI1OpZrw5PFTfu2v+yh/+N/5If763/zL5Fc9Z3l/4cmbT2kUDiGIFVQ6WwQiQcSMRsWkobqhPiPiOI6l4QGWgYjRg9EY2x+gWahywmVF7RqLA+Ib7hfBkW10K8xd2fKIiyI8pOgR9IT4gUMIHgvdAhUlMTIANdLlIsMB941mM4mgbESUcdMQEOVE78rc33Uvj/DOzs7Ozs7OzjuF+xnwcXoUolfEnKYdiyDD6UCKUdIxr2zSgZVAIBLXI4GirmOARul9xWQYdZvbJQozEB0/U4pxc77l2ee+yJ/8w3+cf+F7/xXO25t8/jXhpz+2EDW5uj5wzUs8ef1nOD39BNHPTMsDTEfLq2uCyCVf3wk1EsckSevgI9M/I0hPmjglDe0JuZGquCQFw9JIC6x3uguRjojStxtcZ0pA0EYxkwugbNKYesc9CTGSDQtFuOTulwlrgfcTno5pp6khEmSHyI77E8JmugcvXH2QX/dtv4mfu/2b/OrTX0beOFB1pspEkyMeypITyplzUcwK1jsRyqyFjYZHYbPAWMmcCDXwAnq5naERutF1NNcap3EHlIUujZKKq1A3QByqMwXDUO2OeyW1kcx4zES9oybgBzbrkGe6FpCKczP0/KpMW6Gr4tLpgOqCRqdakLLezyO8s7Ozs7Ozs/MO4X40+Gl0UywF6xNuivZ1yDaY2MSHHKQFKUJHQRpJw3IhLLHueFPczpg52qbRZqsdp2AZdGA5POLm6XMenp/w7//R/xPf8y/9AW5vb/nlX9l4/eaaj37LgfPJ+ZVPn3jy6b/Gs8c/y3R4kWW5ushijC0ESDIbpqMxVSIQWXEfsTaWHShkzbHMlwRZSU9wcD8TOBE6JDYtiQyI0XTb+oZJp/QgsOHa7aNpNnRFxFgjRuFXghahex+5+plIrEOOEg2h4S3QPiNzZTPF1zPRb3j44GVeffQePv3k8/zx/+J/yxt3r/HqS6/Sp4b3BI7MGKscWXXG8prkjISQamQ2WswAww0RBjpBtxHfqZdmX294cciZ2hZChbAN2QTXlYkJCwOvpK6Ao/6AlBXLW9IUDaFHoSFEPVNylFstthESRAqKM3WAB2zinKJxZYr0QqoiWkhdSVdKTGza7+MR3tnZ2dnZ2dl5x3A/G3zrVEb5UEujdiGjMHpoFY0zXYQmMoqeAE3HUDpOaYWzrpQyMXXFs9AlMMl/3AQryXW94s23H3N195j/4N//s3znb/5B3n7rCU+eNl5+5QW+/uuueO2zX+CXf/4X+eyv/AMin/DCo1dQm2nhsN1AmRExAKqM7XxPRfOMYKRe4jFjbO8pBQOyOZZKt41wxeIWqHSSuq10Y7xnF0RPmMhFnnIi5SGWHaMQOOJOSgMppCc1jUbDpRPngqUiEwRO8ZWWZ1Rmtv4cOYJK5XqeefTS+7lZT/zlf/hj/K1f+BvoYePVlz6EuyNhGGc2VTxAeWHcEsg60oLoZFYsC1FPqFc8FkqMw9bJgtQNcmTdd6ujwCpyZPdzGkom0UtTr5F6osuRTZIiSglDErwkIU6kkRhVN0oGxQ3DR6KQjibfwHARIlcyKwsHUoIsCgSSG7UrUTY6icQek7mzs7Ozs7Oz85Xcy4DvXVEMsiMKkUGYoL7hupKZKALSsBQidAzwaaBCl2TqNmQtaUQ2VMYAiV5RAqarA2/e3CDPnvAn/o9/iu/8zT/I89tnPHppQpeFz3zqGX/3x/8+n3/tE0w8ZZqSUt6L0uhtxcMpKmM7XioRwRqBA8oYPiUA6YgKoYlHwqlTZENlpvllgx8KqSR3DGm9UJrSfcVlAzcMHSZbrRS9xbOS0gju0DgQkWgJajTWcNSDzDYabEWJpuimtB50OsWSq6uFw4OFrZ15fPdFfvJzP8Xf/dTf5fbuGe995T2UYpy9gypLHHCDJeRSGKUjl182JjdCk8wzqxamrdAUVHx8FkxIVkrc0qWxykJhDOmCECpsIkh2KgX6wmbjwKI0ileKCUWes+VMkwO1G5pO2oakYm3C1YkyCrFqCAGk9nFQ0kIQlFWRAq4bxYcBN9WxKJzYEOp9PMI7Ozs7Ozs7O+8Y7mXAtzaxTidSVmoe8ChUT7p00qFLQM5oH9tfiVECFShS7lAZkZjeCiFDchF5GJr8WJnLzPPjmaevvcl/8n/5D/hnv+d343GGnPjYx97mc7/8aX759U+i8QYvPWicthnLUY7VvCMExgQBnolqggQZHcmKIKR0PM8j/z4qiABHoiWJkHrGfRhgi3R6D9wdEyGlgG2kTxhHKA8449RyjbWOOMjSIBxphcgbSKFtCXEx0FKxrkQJ0ByRkqpMVwuPlhfZSN48PuOnX/85Xnv8eT7z5md56o+5fvACr7zn69B+R7oSdWMJH7p73ag9UZkhOiOXaMEIVBzRZMPZRCmZYI3WBZfRPtuZSNGLJt9wNbCCZaeEIha4BtGUkI7KguZCyIZnQ33G5AprK6lBlBi3IaH00nBtiE/Dz5BB6sV0m0r0hNKJslEpjDsiJ9XoKtSuVKYhndrZ2dnZ2dnZ2fky9yPRUaF4jvZVB0M5iWOqzF1IZiQbTSAySfGxBVeHNJJERRCcocJuREvmMjM/WLh9dubTP/86P/zv/RDf99t/P2++8ZTXPv2UT3/ude6evM71fOT9j1ZO60K7a1RfkVporBc5jSCcRzJNCJ5O7xuWQeaRLpCcAUVV8QgyCqor3oGmSD0jueB5JMRJP+M+Y8xkOaKplNjoooisQ3az3eCuVILjMygWQ29PcFUUq4rVK6pNuAiSE6lCS6Ntzt32Nm+tn+cn3nrM5z/7KT779pu8nU94dHXNS8vLPJo+jOuR7M/ppVASxIMVKJbgC85GuaQc9VCKrHgRehaKJFc+cZaVTWHOQknBrUPeMTJ1CjOVlk7dFtz8Ip8yrB8gzlTrdL+i64ZR/7HPAMVZEXVEh7nYQ5nZWC3IfsDSsHS6ApJkdlwcywltV3gZNxuahc2cIickDmwC1RhpRTs7Ozs7Ozs7O1/mnlJ07sAnwAg5UbLjQOnGWRzNjnZjY0KykVpG9CSJRsHJi+mzg0wUjHKAm+fPePzpG85vCv+zf/1/yr/6P/x3+cmf+SXefv0tbtcTpne89+WN21tl28bm36VglqSPkiVypR8dkW0M9h6UaRlSD4L0Trdk4hqALo2UIxaF3CY8bpjsEW0TvD8lWlykN520I9P0AhozRmWaNiyvwNeLebfDbOhceUmN7IZqECS36y13JG/c3LLeHelt5cn5Oce+sbbOabvjtt3wxvGWdd1Y1Lg6zHxg+jWXCM1GaxtaHGyYfTNnVGeadqaErkEjyVRqJlvZKFGQPuHaiSjMuXGwiRMrQcNNCFc2Doiu1Ci4CiZJs0RlQzXoARkHIickh/xKMmjlRCfJKMwqSCZJvfgynK0KXUAikexkKi2S2TbCZ3okSiKahBwRL6CKOmgJMiYKK02VjdGNsLOzs7Ozs7Oz84+5lwE/siDqXEIM6WFc50bLHOk63nCZIBJCKCpYOF2SLYWSBZ0n1Bp3Nzd8/rNP2G7hqz/8Hn7w+387/8J3/1b++e/6Tfzcz3yK082bPHghqWtwfN45nRsRKymQPZg0IfswzsrEejzR+nkcJrRANE63j0GTGGoYpFTqVEaRUnSEhcxAYqWIc+Ix0TuzwtXDh9RJefHFV1n7ys3NDVoXztFxdzorm28kz4mYefb0bW6255y3lbdvTpzOT7lrN3zxGDw/3nHeVgqOKogGaKWUQp0CqxMP5yvetTzkLGDZyFgJYWTB24Rl0npgpng5IdqpXOMZTLGxWsWtYQ5eCq6VQwazBuHgaWhLSpnJhJLJZo2ydch5DO4+kXRUbxC/xhxSzvRypPoV3UFpIJ3waWzf64nII8gVirNJI1U4pLFRkSyobYQLqRW6oRGYCCBkBiGKidAodOuUqJR+QotSEXrvhOwD/s7Ozs7Ozs7OV3IvA75iiDTonZITJ21I+MUMWcmYR5Z7Jl0D6ROwoQZmCi14483XefyFE1jyG771O/n+f/F7+d7f9L186Ku+ni2Ft97+HFKfs1wJx3Ojn1eqJFEnVIDtjpKCSXCMjmyFOIAuVywtYJoI2YjTmYwN9wCvyBQIJ9q5gy64nihxoq8NqZ2yXHPVC1ePDjw8XKNXB56F83d++Rd47clj3nj7NSgzazZauyEyiZzYeqf5Rm5njts6jMjmmBkqB6baKEvllWVCbKGUiWJB9MDMgBxNt5lsbKQWHENCh7ypBKadiUKUE5GGZoEMWjYOAuRM6R3E2bRgHaYMUoUsiYdhWejljsyKi12iTQOtz7F4RJehpLIUMgVnDOraKmHCxolJBXKi9kfEpW12CjgVxaJj0vFqo8HYT1xl4awzW3bsEou5lSRUmGTDQ5E05hTWaqQ7JQTjDOUAnkgBrUHp+4C/s7Ozs7Ozs/OV3MuAn36RWogSCJ0kNClRKMA5hEQIr5gE4JT5mlPf+NVPfIa5Tvzaf+qj/P7f+Vv4bb/1X+Q7vvU7uT2uvPbaZ/mVz3yShw8N3JFU3BvZ71AJHKGqkV25mi6NqNNDFhzszNt/9a+xvfBuHvxT34T0Z5DGMs30+WXytII5ulyN9Jp2ZG1nHlZlMmF6+WWyFLZt4zae8cVnRz72Sz/L525e5/ndyuMnb/HgoJTpIRCUALHkrJ0iDXVj0sY0H7harjCrIA3P0cZa1PFYSN2IVNg2NjWoicgZafPYTk9nNK6xbCM+UwqtNiw7GpW1ODOVLQyNilTF1NkELEZL75oTmkqVsXlvWdAzaBbWElSvaC3YNpqHTYSzzqQq6obZDT0Xwq8Ji9FwW4UaBY1glUDdcEBypZjQvAwTdQbJgYxOWqNPQfiZ6MpkNg5ElxJclT7SjARSkxUD3yj5gJTnhAo1lU0ZjcKSTBL38Qjv7Ozs7Ozs7LxjuJcBvyuYB5oTaRsaM8IE4bg4cxpbJNhIY7HFeHLzmNc//pR/+bf/d/idv+N38T3f8z1cHx7gnnz845/krbfe4IUXXuDllx/gPoqTRIRiC3VypG+UVLb1zLQcIDYiO8fblcP1A3hy4u2/8rfo3/jVvPidv57lFlYPTusN3W/QbFhAnhsiwoOHD3jvdGA7O29sT3j97V/m7dtb3jp+nmfrc54/O3KnK4RxkIkPvfoSBeHsVySO5JlJJqbohALThsSCR0FQMhJJITVJDRqdjBVlocoZRJBUtJfReCtQU9gu/74GhBjYhkUfba+mSHSyw6wdN0GzICE0q+hwGYw0IRoZCqJghrtQ9UyNwPSK5kHRhqShOPQF1zOUDr2yacWkUaJgDlKCnkmXAh6EBFI2OoombAQHn/CycRanpo7POx/SIkg5E1TQRNgQn4mpQatoOK6JSJJ9NAYjE91H+pGao3SyV5r6fTzCOzs7Ozs7OzvvGO4nJlME0UDzROeA4GQmngFUIo3QjkVgh4W3336bNz71lB/+4R/mD/6B/zESyVtvvcXnX/sCt3cnQPjQr3mVZbmibUfuutF6wz2J7EOvDkxmbCXI2zvyfEczQ2vn4dd8iM/8tf8SB179Td/Nu6+vuL15zrteeJGr+l56PMPVOZ2TtY+Crtcef5bPP3+dn/3ix7jZVsQDnVYmfcSsB5ZHjzhwi3hBtmuyN45xQrXiGJkTGs6Uhc0b3cpoqXWjlI2eFZVKkcQdkorJNtpzM1GZULtoz8MoZcKjI56UkqyaSG6UEEIMicQicFO6CClCOCCOalD8TC+GJhSvIBXKmdIFcecIIDMlnIwgzBGt+FYJZrAjpRvaZ0IWCh3NirCyFaFGfFmOU0IJSawXmgU9nGJKxpESBXSliNLUIIMlRxzqFokJ9KgEwrIZqmfOVghXJnEsK2eOHMQQKqueqCQ1FiRntjjdxyO8s7Ozs7Ozs/OO4X5SdMLZNLEwkG0M+lrpzFiASGApzOUhb731Rd74xVv+yP/+j/AH/8Af5PmzZzx+/Jh08OwclomHLzzi6rpwvFu5uT3SehC+sm43xHZGU8m2crx5jhjowwO88iLT6RmlvIenP/vz3Pxnf4kXro0X/84/4MlP/BT/4dc+532vfIhveu/Xcl7vePDCy3zutc/xxfMX2eI5n3n7c1gTrq5mXr46sMiM1qB75RwgcaL4gRAlpVOiEPqAoDNHZ9WFTkfFSQqaCdmIGiCQ0ekSlKgIDdMCFLrDpAXU0UhCG4IiXkGG6TRSMYJAcBEKAvGlsqogK+BjOa+SWFSMDb8k0myWZBoZSuiK5cQshR4CGtTY6CKcXZgLOA7JaKj1guhzLI30B+N3Xob4jIKkjQIzLzSMqQ//hWall05Np1LwNDJGvr/KhqsgMK5/RFhSgE6jYq6IOC0rFaWSrB5UOrNMZEKjUygouwZ/Z2dnZ2dnZ+cruZcBX7KQ0SErykb4FeiG0gkMCaHWA7frGePAX/ixH+F7v/8HePutZxxPt8x1wjWpc+Hhw2u0GG9+8Q3O544JqG+0vnKgcleC89PnXEswfe0HuH38jOOv/CL+Ez/Dk499nLuHjePHfokQw140Tj/3j/hbv/5VvsgNTz75Of7eJ36CqQiS8KBeE3MwUXjX9UtkCFNNJJXIpMXQx7tD1ZmuSg9BxUjOZApowXCu+pleZs6yUQKKKL0YSeMkjcpExIEMhxJkOiFKFKG4sek2irPSLvnxpyHbsXpJl5kpdEISR1Edzb8ZHdpGoQzzaxignKeN4kaXQpEV4gGY0bPQJDBdMS8gjlCprnQNejpJY+Ih3W7Z5A7pB7Ck1BsijeqKe0WkEGV0BUypFOv0FEQmIk6oG2tJSiRuhrpQUFbtbGxYLJATMyfEKi1GCVZmHR4DETZzplhAO5aCOWwGcyQqzqXveGdnZ2dnZ2dn58I95eBDyQmVjciCo6QrRTrgZCmkOp/8mc/yh37of8P3fd8P8PjxE7a2cVgK53WlzpXr62u29cS6rjx88IBp6rTWuH3eyXTOvnFoyaMPvMrzCr/61/86xx/5sxz+659n9WQWpX0g6P2K66uX6A9n/h//rTOfeZfw7tMD7MFDXnxQqAKBU2wBzsOQ6gu9nDimU9WYCLRNHM15aJU1NlSdxSsR8yjHEodMjiZMEpg4JWeCMw4oCQHCNaorZCPNESmghsSKxkxPoFXS2kijycImJ0KTKRsjsd9QbagfSISmJ2oeMDEkKi5taO+1DJ1/FPrlu4lUUh2hQI4tP4x0HXWlIzi3zLngqUgeSDkj2RCfwYb2Pbzguo0YTBvRmTVGnOaxnJl7HZGY5oQ0ihR0LWgJRDohRtOVVCgxIwmRZ6QkkSuaQivH0QzcJ7I0SgoSE2InVrNh8KWCD4PyJNN9PcI7Ozs7Ozs7O+8I7mXAbyKkHoesowuIg0J6ghhZ4Bd+9lP8wd/3e/jX/7X/Oc9unxOsTPNCO584HA6UMnE8HjEpXF0d2NYTPVYev/WM7Efe/94Xocx8/B99jNf+s7/B3/9z/zn28U/wTz9Mrr/2inzxwHROzreFWz/zvrvGz3z0Af/ofc959WmiNtN6odQha+kiBEdKKrDRVAFhSgUXNq1QYOmwWUMEuAz2brfgC1AJc2okQaVHYzYnutB0I1IQJhYgYsMFVArqBQqoVoikWcdIFCUz6ZettHWBcoXIiZQTGQ8REtUTRcto500lBSSNxEaDbHGu2oKE0Uxwy3GzApitWH9Io+CX1l3xlZxnooPGhhG0XJlyAma2SJLAi4/fk07JzqZHJAohUENZTZlyRRIKC7Ubx3qkJRzcKAZbLJR+RrTTL4eRc0LNpBfwnKlcQkK7UHOiScOaEXPH85o5nF5O6Je0STs7Ozs7Ozs7O1/mfnLww5B+IMoRLLFLg20zZ3bltU9+gR/6t/7X/Nv/y3+XU++cHj+nFKXHxtUy0bNyPp+wqsx14Xi85c03nnC6ueWl9zzi/S9/gB//8R/nP/2bf4Obj/8k3/j/+im+7dr4yEdf4SCFz5nw+hfPPLndeNfjI9+E8De/WfnbL32Br3p+hViyWkEwnI5YEJKQ4BwwEzI7HgKqyLiDIFG6JZGgCF2VKSoRV7iskBt5ia7MGAP71gtFNmoeaJHAxiaJsoztcw55jqbRJag6Y6GIdjyFUKHIilIgZ9I7XgKJQrlESnZVSoLlwiYbgmBu5BRoTJTN6Sh9cg59GsO56EUiU0BWzK8InF4nTALzSmKcy4nJO+ovcDcFpTuJY14wDzZx0qA7ZAiugYRgHBCOuFZKT3Bo1TEpkKO5WPTI1AW1hSZ3CBuZlSlG221GjAberIgJswcngSqJWwFXSOFslSoNI7nTXaKzs7Ozs7Ozs/OV3E8OPh2tAj7T2SglmJsBE66G0jidTiBwvn2G1VHIVFC2cERgnmfMjLcfv8FbT57y/ve/n0df/W7+zo//f/i3fuRP8Bf+i79Ec+e/+a3v5du++yN8y/PO8zee8fNPOp85drqvfP1qHB4af/GjL/A3Pmy8fOo8CMcxmnQW7WwcyHQOKCmBe5ABMa4cmKUQVDyGwCUTalaCgsqZtZyRXJBQQpUMwzUJCTQvRwjpKBNaGmsY4uNniibpIOoESuaChNNFEBLJpOqG5gxppK4ESmE0Akf4aOSV0QlABJRG+EKvndkhYqLNTsqZ0pWml5z4kMshxXA5IzEjNLRDyDXCCUc5bJUQ2GpQHWAd31XM4/3aCdoEUdFyQwtDwnE5EzIiMkWScw1KdK5zYfVOTkL2A2dgCkbBFoZpIAmrOrUHkhURQegETuUAKEgnkRGpCURc0+LEPt/v7Ozs7Ozs7PyT3MuAH+Z0b1StyDa06VaDnpXwwOrEwRZISGdkXFJIgczEDFDhC298EfXKt3zjR/npn/2H/N/+9J/gR/7sj3J7d+LFD78A7/0Q33q18mtuVn7l87e89hSebhsfOME3JHzu3cof/3Uv8LMvFz7y1FkiOc4whY6kGnPMO6GVGkHThTYHpTdUC1YmwitOYyo2Yjl1xf0RkSuWG00KKo5mYAiRnQhlAiI7XsDjgPeGFiNJDIVsOImqkZJ0HPMJlU7RRuRIxxGf6JpEuRk3I1JpMVOkERJkKBLGKoapYgipG8SMS6dKJ5siUgHYSqByxvwAXBFZCIauX1kQWUkd5tkMgcuBwtkIDHIBOxP9chPhB2r3IQWKGUtn005QMK8QnVDhKgswcUxAOzUcyWvShOAOJACjyfhuSihNN1KCEmc04SzCkitbNAoL3QJLo7jT2RC5Zur9/9cjubOzs7Ozs7Pz/7fck0QnIcqIcywTWzrK0IU/ffYGH3z/h/iO7/gOPvaxn+WDX/0R/Hy8DHiKaqH1E8/efM4HP/hhTsdn/O/+0B/mj/zw/4Gjnnnf173Cu+0lNoL/yUuVr/9Hb/Kzj5+Qz41XtsY3Yrz1ovIffcNL/L33KtD5+sdJzJWjnggOIMkhZOTV28YcCzd6oNLRPJMFMoMtK5hStNFppD4gmHF7Bp5IPKBkQWOlS6EhHHLFzdiaIKqIGxKBWIys/jBcYCKG1Ec6EUIUQaTRRJhzoklemmATpUNUgkpkMNOHPMVi+BtSERVcOxGO5USlkzZuHJzE1DCU4kdEC6Bs2hGC6hPYNiQ6TEQ2alRKbLTSEAqlH2h2hxZB+gHRFXSFbSHU6XVjaldIT4oYLttle2+cCcwddBxkqik9kpTTaONlxkMxPaOeNA3SVkoCAS4zKsnMmVWSyoKHouaQG40ZipCe5N5ku7Ozs7Ozs7PzT3BvIeK1jHSWLo5pxULJOPPKK6+wrXf8/n/tf8DzJ8+5urqiR4N0JAM0CS983Ue+hk987OP85t/y3+aH/vC/w/VXKx/+lvdwrZXnx8ZH3/8+Tm8850f1OW++5xFfv228/13G//OjB/7Ytz/kr36gYFvnxW1DCgSdXpSDdEoaZz3RtAGKl6d4PWKMtJxwI6XQ9UiPW/oKpBE4EYHkaNFNLRiduAyVmckqhYiOqUJWwnMk8EiwRZBqF60+SMxEzKhcDwMtnaTh7mRA146XlaAgMVMI5gQkRhNtjnSczKTmiTk7Ite4QqhfUmkSNcgCSJIUEgOCkh0LxTVoKEFnCeEQRkdoUoYfIIyuiqpekneMNMWioLoRZSV9YfPC0XIUeqXTJFitUyNYJfFsFGJ0HEhBsiA+kVFoNJo1ZgXnDg0fTbcCgRB6S6ZTuyBxGj4AGfGjgZIRSJzx8vy+HuGdnZ2dnZ2dnXcE97LBX4ElxtBbQskeYElKxeKK19/+Rb79W7+N3/Bdv5GU5OWXX+Gtt97i+jDzwgsvgCT/9x/9s/ye3/ffIx9sfMN3vIfshe0YRDQeHiZ+/pc/z18tyR/9rl/LB37iNf7iRyb+/ocf8YW58K7W+NDbSZZKLxepShizX6N0UisiNmqRcmW1ysEFAI0DsyZbDl34w/kB14cDbzx+HcQxPdBSOSSseRq3ADGh0S7DZsepIGeEgpTOGsHUCw+lcMfIc/espI4yKmQFHMmJQrISFHGKL+MDFR+DrhiFRvdEq1KZSEnCAhEjfZRMLQrNlV6AMjb6pXdSOilXZHeinJlZSNsgVzSu6VrwHKIctSMRC05FwhFdCZ8REczOSG50BNSYfSEj6HZk8YmmKxYzlYpfDm+TKZ5CMjT3AaQInRVJw1LJ/hInaagEXRTJwNLpuZIx0dMwPSEyYypsrggd0ZvRvWBJcHUfj/DOzs7Ozs7OzjuGexnwrwTOCRoNy0ovIyJSvRB55KWX38OnPv1pft//6PfyPd/9m/n2b/+nef8HvgoT+Ct/6S/z53/sP+XP/MU/w9X7k/e//2s43qyoBYgiGHinleTXP3rIf/UPH/MJq3zx615mOa986OxoEY5TY6JSL1bM0fh6ZONAWOdBdiY/cDfB1B9gGE1WlnScKzJXxJM6GVcPD/Q34LBc4wk1kk4hc0XDSAscMK98OXMnK6k+JlnZcDsQdDSSVEEyyQRNgQjUjEihCVQLMmzk6tuGYpAKubImVCYsHdjoAiUMUWEtDh54TqiM9tnsBSKR0vAiwAp1HolBsSIpOBOqjqmTmbTcMD+glOETyErIiS4nDlHQhE2DEgXbDM8NrDMlbNJQVzwqpkHNmU3PFBnxlTUUFx+KrKKEGIGg2llIPJ0MI6yx5cRwATj0K1Q7oLQsTN2IuhI+boe0OJFK8T0Hf2dnZ2dnZ2fnK7kfiU4YQhBquBliCllwSc66MusBF+NH/8Kf5Ad/x+/gz//5P8fbX/g8v+t3/SDf9y99P3/6x/5DXv2aF3n3u97N7Z2zlQAFJUgxQo2rqfDWszv+jj9lvVp5z9PGe5oCV/Q6MeUBUjmXTlChJHdSEfWRsZ6F23KmZ0E8RpGUzGx5RZfGlMmkC4+fPuMXfvmXOBweEgFkQ1PxgGSiaUMkyLhmwzlLv+Tbz5ekGqPkQnrQXYYUiSByNPv2HJn5ss2EgYswfqIiGkgWIg0uGfeiBc2CeyWjIDJuHsKNSAWDECclEU8gwUDsGvo1whkuWTxuEHIFciCkUJqQKSSHkQYkJyRXglvCjdIfEKlsTNCuxyFFTzRVkoqKgAReBUqw6YnV7kYvVl8wz3FQQGkijBLfBbvI5s9yxvNMirL0a1Q39KLfVzlhNDKEkGDLBk2w7HQqLWwcZHaP7c7Ozs7Ozs7OP8E9FV05loZgZEL4TKXRRcALkSuVwtd++CPcvG/jT//FH+H/+p/8MT7xC5/lqz761Ty8qvRTw6NjciRIbqWyZKFmQFQajTIX3qPtUurkrAKWwrQqunR6gHUlLVBXqipOH3p6lZHAIk6YQyhp4PVM8XlEVWpjyoXD1QOknwBhFSMySelIzkh0ImdMNjI7dEPL2LgrwhoNyYVFVkQUj+lSrKXMqdQEFei2UqIwqY0BuAQthEkaFhO9HujuXHUnykaNQtMVySuCI6nKARvFWFmAQDUQdRCluVNkZYtHSHbUHENpekSyoTHiQNVWMieSDY2AblCUYiseScvAZENyImJhq51pS+jKpmPIL+FkCmShKXSF4olnoQcISglQS85yC8DSDsOoXFZqOg1HWgVZEa10n8YtSYKhuLVxQxRGKytTJuILJ91Ntjs7Ozs7Ozs7X8m9DPg1x6C5WUN8JjMhK+qG2opr4F3pa+NQC1/8whsc5Zav/aYPEj1odydCFtIaPUeW+kMfRVRrXQk3HvQF5hXJMfi5KodIem10c0oERZUplI7hdWW+6NydRk0DVRJoFESFSiN8JMxUcaIZmHPOjuSKWR1Nt1rp7qgEhUIQiAhzEZRCcCRSCAE1Rzq0qKQdCbliCWNWpcuZ1JkmiZgTbnQP0jo1roZcxgTTlakvCEaTgOwgHc0gAclrSmyENjwV5IjKTNcN94VZhlu1l4pF4uaYj3x7FCyULonKhodhrqQkUyy4Oj0NaYFlQ3RC2wR6RysrZXuIpoKtNAzLBsxIVshEYoOY4HJjoQI1la2ckKiUVshLGpCmjiZeFax13FaIGbwgNLoNr0NmYVkLFKNJRfJI14TpS03EOzs7Ozs7Ozs7X+LeTLZGYj2BTpdG6oQnEEKJCayTKcTZOTy44oVYOJ2dsA4kUzayJ80qKUbmhlujpNAwvARQaWlEaYxATKEGyFwuUZ3BqdqQeWTQc6HK0Lb3MEQbKoWSE9BIEsRpFEqAWyKaFDd6WWhso9ApLtGTKRSd6ArZbRRTVYV2ReeIy4T0gkpH1Jj6A3qBpsESjslC8yRKpbiinHA5EGEcZBRYZQTYiMAkRleAiBMsI5c+DMk6hnucSKOmgm7QZmYxsq6IdoooEttI6GG6yHWEwBAvuDolIGXDfOFkgehzyrrgemDlzNSD0MYUyRYV60lkEtWYEjKVNToiScTFMyF9fLYYRhARQy9PJ9VIPeFtIQWMhrUKOWGuoImb0KnEJWWopNJ1fI+RoG6kCEWOWH90H4/wzs7Ozs7Ozs47hntZf1YxXAxyogpMQGbDZRu56OZEgGXgU8MzuMkkGPGJYTZKnNKYHIpsNAk2kswZK0JYR7MQU4PaqTkqTEVkHAxQQuuQohRBmGnqNN2oOdp0PYM+LLgkhU0nlMsmX5MqiqZe0mdmxK8p0YFgKoaVoIvjsgHgvdAdmgiiD1i0oAYSlRpKK41Mx3HOWkg6pdxSpNPdkBwZ/Uoj5UiXBlkRvxpRnBaonlGpSNQhoeEIeoPJRIkHqAFxRRchZTTDdhm3BFs2NgJ1QSUREzQnQhtpTs0r0lZEj4QlkyulHWhikJfYykwaGyc7UPsBMQHpRCSBQCiWC4YMc7EGQScSuPx9kxXNCYsrgiRjAV3J2hE/oBmXG4HCmopkY45EGf6AYWkG8ULKLViDnMk20/10H4/wzs7Ozs7Ozs47hvvLwU9BRNnSaLngGkwpI04yR4PRlhuBUlMwOSL1NJpZXQhtrNNGmKOuCBOWhyGtwVEvCBtTrsxhjMkWwpIojSIbpA0ZSzS6Q4khR9nUCRNMFMuO0hFxRJ2CjeG3+DDJhtK04LlRUFIrakkRyHQiE7ohjLx/UFLu8OxowoSCdbqeEN3oMl6vZ5I+obkQsZG20fKI5QZZ2KLSwwg66GkkyWhBZYKccA1MO6rjNsG9scmZkCSro1JIu6OFQCQWBnlA9QFSGiFnModUR5gQkXHAouJ9gUgaHeJASSGsIVJxhNodZKPLSN1JoGcgIUxZEL2lyUoKTJtRI3Dp9EsGfmaCrmNMDx19XSIjSz+DuzJudyzOSDY6CbJRvREhlyd1xW1o/TMq1tvI09d6X4/wzs7Ozs7Ozs47gnuR6JAdL0kwk71h6ZQ0UpRGZyJxBadQUjiXM5NXGhNVTogoqR3zieIF14AysvVFKjWEVKGbU2NB1MbPiOKpwzybsClkzqj5ZZM+cuMnQHOmayOBLYOUE8VnPCtrUTQaI6BGsVRGbM6Q2mBBhNNdCBlb/8gTakpmGzryEDqGasVkY4uAPo0DSjhWkojA4kBOJzQaxIFIIS0umfMNEQe+5BdoRJbx/lnpVCQBFUKdQkdDWHXF4gpUCQksk0oZkpkQQh/RgGKAKJkzk0NnHXKX0ol+MbCaQy6UvhECm6082Ga8QbNkCiEolNzIXDmLjphOz3EzUs5jWCchhSZ9HDZcCVkRGk1A+kQJRyyZ2tD+hznWoatyUmPOSupKcxslWdqZmGkquA25UZVdg7+zs7Ozs7Oz85Xcy3TUtJEe1A2KdMQ2NMfZQVU4q1622yNGcvaCixKedAXNQukHMiqrtZEHD3TdSFZUCmhHRNhMcIEpE6SN3xHJUQti5zGoxxiEg8ImiouyyQnPguY0zJ9R0VzA9CJNMWZAxQk/kWGcpVAE3CtOASkjutM6oYnnZUPtE712TBy1QCyQPuFpBNAv8pws4Dg1ChLXo7E1OpYdkRXXNgquvOJxOWRcct5Fgy5BSBByJihYLrh20he6DGOz28oWyhYK2Wh5ZoukSCd0o8kdEUdcNkwcoaFsCKM8q0QjvbFGB+9MPnO0ZEVQHzcGXZKC4DpxspFoRM6kQBehyWFElYZgMdKVRAyJSvcRcZmZiMi4+XHFXAChFUNlwXw0GiTDRzFHkiGsmuM7phByIO/vEmpnZ2dnZ2dn5x3BvUxHyoICzh0bhTUWNhMUp6Yw9UIPQWI0tK7mICuzOFMaYY5owYojppRcmGLo+lMqmxVCJwSjiqMpZBjqykwQFkMGwhWuM56dilM0MLeL9r6gGagM7X6grJpkjuz3rsHJTiw4JStW7pisE6kIQXcdzbPRUZwMRWO8/lnhoU+XQwuQCbaxZMdjo8sZCSfyRC+V6BPIaWyzC2xpkBuzgyGEbCRnQkDoNBc6CxAUPzD3imXHZcP7NXNU1J7R04kUTM8IDllBHbEjFoHkhqgjTCQraz3hpZLtgMcl4lIc0duLFGhGeyE7aFmZfAzmSidcsIQpnNBGSENJajem2JAYByB0JemcEpwVJJhzw6Ky6Sj/CoGzCtkL6oZlENk405l6IgmrDv+DZqB+MeVmR/o+4O/s7Ozs7OzsfCX3Mh2VYLSRqgEJMkqIEgeZSHW0VCwXQhxJHVp0UVDB3XmyPmU7Hkkg1ZGEJZUwJ6UzeSBpdAW3xqp5KX0qRCqTxMhaTxBNuhS6O2jDWyGlogLkLa4zKUHllgxlpVAkcLniVpJCQhYkBC9BkdEU2/XIZiNBxxjxk72ciYBNbBQ8aeABJpWGIlqxVKwfKFlHbr0OY2ijIF4wFUySjU7PuJhq5yF70Y6UFWOluoJ3AkhtX9bES8LUX8LQoYMnyHQaDY1k6geaBRF9fFdsdE1sewTtQDMQHSZkcqK4ET46elfrUBxbJ1a9JmRFeyMphDaEoGxXSLaxpReIiFHS1ScyHuAsaNlAnEIiQJftywcSCGYPMgo9Cz07RQqWhU7jFAESiDYyKqkHMs5kbITJfTzCOzs7Ozs7OzvvGO5HovOlIilJZsBcmDLwNJp1uvnYyupK6UpJwxVQp/UzXc983Qc+xIde/QCyNTw7WMcz0ZgwgrU2ulUEkISqnV6v2KpT04YcRtcx5OZMZMF0vEUrwtQ30oUmCrJSo0IPnAnRDQuhrgfOBc5T4sxjSA2jc4NlklkRFhQjKeATGRNjdz222MiKYjTprLaRKI7RALdC5h1ySZIZB6NOeOKMpByRUe6UvoxEnRCCZPIFLUbWhiO0qFh/gJrjeqZ7Ja2zuJF5TWpnEyHimhQn09G4RvpCyRxG5jRKXynZSalkjjhMuCILYM7sQx6VNLI3gkIrRpQNCHqfSHPSOs07PWUM/xH0ckJkBVkpveDMdISMB6DCLNtICwrhJADB5CA+4ZkUPaNVwZQVgZxAOs4Jk0Sl0Nzv4xHe2dnZ2dnZ2XnHcC8m28xGqCG6UrtgGTQppKxECJVrejR6VUo3VJwpE98EmQ78M9/09Xzjq9/ITdxhH/sEv/TZTyJiUAOTRs1KuhDF0ayIFJRE1C8b8RiJMFkQBGUk6qRMWAqIkzoMvk5FcrsMwJU5Oy7XrCReTlRRpjAiT7SyUKKgIaQZ5gXNJHVDQhAZCTFFY7SvZiPbuB0wjCmEzjY+ZO1IUyZVOkmwUqgYE8SKm1JV6Jmkd7Q4oTE6AAKQwC8Hp5GTL1QPpAtdhMKGZUWk0xCkPUCtE6WT4WQ3ogRuDdPEW6XbkWIb4tOlfKrjecUaB5S7S2NuReIKkY6qYm40Gd6JyQMVIwkkCy2EglM0SXEc2EIYKUhGkQBphG3jtiOncRhjxbKTCp52iec80yWxuEJlRVOpGA6IBIGSWTnoLtHZ2dnZ2dnZ2flK7mc6UiFwtD1ijULXgHBSCprDBKuqKHIxxiotkztdeeWVB7z67g+weeEwVT70vq+mJUOm4RXRILWBOkiQIiiNzQyJ5NAOZMws4qhALyupxgjDTGr0IfI2cIGUQsaChA85jXWKN7rluIHYdGzIayf0FmLDmPAMlEBkJbMDihiYboR1PM5EyJDUSJAuSJZx8BFBtCK5MAJDHdTYiJHGowoZhCuj+inY3HEaPYziByTGcLyV8e8tbmAbTcGkIHZDeOOcSsS4MZnD8EhcFdXRvutyxmNk2YsIzkxgwyRNIW0j7AaAZCIzmduE5BUqMUzRqhwc8GmYgy++iFkTA5qDY9ScUUuIOj6DSzFWBITPeBiiR3rokCp5/bJPQ/KK8MptnsEVjaRlkhiJ0nR4KfLSh7Czs7Ozs7OzszO4lwE/LZBMkJXUdtHW22XbbWyXfPvihqnSxDCZqDU53d7x6cef4erdlZWZj33qkzyYrnhhWihSyBBMIHVk2gsNK85EkmE0O1F0w2MahlgZ+u8JpVjjbILKikUf0ZqX+MbIA/N2BX2m2UiyUU96ORFlQ+NAPY0Ljp7G5JWeG1s4RStBY4skWUgq9GXoz6vT6fRoSAZzrBBJd6PVjTUU6w/GIJsCcaDnQkbBGUZTz0rqeN+VTi9JSeWQOjTs45TA6ADeIDouFVTQTMxHy+9I6ElChZRhmC1dCC8jhSegdCOkM2VScmajsOToNSCHdXrTO1I6enlgJJNgDOIANZKMBtlpApvU8X5C0V4wc0z84p8QNGbgS9t6YxIufgroGJvWkejjQ65UvOACDSfdEYIaQgkhIu7jEd7Z2dnZ2dnZecdwLxId7ROWG1vdMJ8hHDeoG7QSpCsmSRclXJmsgQqmhXZ0Pv5ff5Jf+uSv0jaok/LqKwfCjdWDdhY8OqLTKHrKxKUy+YjI7HWo3MkJkzFwdwX1oLii4qQeaOmUnKjhpG10qQSB6jAJSzpnDSpKdcH7GIJDzoQoi08UFXoe6BkgGyqVCCF6YgUSw1cnYsOkInomMyBnio8BVS79rJmBiiNSIO5QVdKc3kAkmSSRPuOSkGf65QbA/ERq0osgUagOUSDbA6TcYaGozGRZ8WA080Ze5FITRR6C3ZAx4dJR26AdiBJI3y5FUkrmiM3sGhQJLNpIQpIRErRKGRv7rrgUMvu4kbBgykRdcJyOMbXCKh1ku/QI+8jJF2VLmKwjQEZB6BR3UozEqDFiWCeU4sFmASlcxRj6e9k1+Ds7Ozs7Ozs7X8n9bPDTCQzzA2FCaKGQuBjkTGXCorFoYFWJonQbkZBenaNCOzpzaUzTRO/98uKEaU6yCKHBWgLP60tijyAYtl2RMYFskB3to4gqNfAsOIZ6QVkJ7RyL02yk7YSe0FQ6hmsiYuhWOZGIBkVX0kE403SYe40VZ0RNGgYEpQRZT4Sc6dIIE7Q0wishdWy7yxnyzLiDOBNikIXgjGiCQvYKFljpSDdIpUsSwXhvbEPmEmNIDpxQI8MoOW4KQp1OIj4h9Is0xjHG7coqnXDDWAlJ1qwQyeaK4xyk0WSkFGVJNDuE4ThKMuwAyexjID9LvzTPGnYZyKVDS4BAZQPppBQkKtrnf/zopRKieJvoMToCRIxUIWQcMGoKE0K6QBo1FG2M24ASTLHexyO8s7Ozs7Ozs/OO4Z40+DmGZgTtbQzBqfQaoHdjsysLziin0j4hrpCViYUXJuHRo0eU+QXYCq0rR28YjetambWg6UwOrlAu+navepHdcGnKheCEpI/YRhLNiWY31BQqHeNEyToScpgvTbTQVYZkJRvFYTVoulElSD8Q3oY8Bx0JPJdircliJNA0sN4xBAlB+0QySrzUnJYrRa7IMESTmoLFypQT55zZwqmZiCROEiiSI1ZyZsKtsJa7MUyrMIVTA9w6Gn6J9qw0SZIzEhtKo/dO54D2BcLptpJimF9h/UCGgXXmhIyFSMMolIToRzSNDCF1mGwBvJxIFVrYiCWN08jPl0TDRha/jGHdouJpXPWKphJ6pqrhMqQ+U3S6HYkYkqtMJ8KHD0HHUSqAJslm4BrkJDSF6E7o/ZQx7+zs7Ozs7Oy8U7ifAT8LRZTIE5mCpA7NtyqqhQMdt0ZnbME7ZwwhVcbG1sZefHMn2dDszF6hCEVjpOGgVEbqjVihywo+NtS4oTFRTKHIRYM/YaIjrUUM54DkQomZkI6bXDbencxk2hZQoasi1ildkX6N5kwhUBzJ5NyPeHYiO9kbazZO7TnRK5kT6Amn4bJR7UzLkTxjcYV7kqykyiiMqsFJz8whVCqhZ+ZM5hixmy56MQl3ZDPoRlEINyKCiIb1BtbpuqEZLF6oYmzSh+RFA8tbPJQaM7M7BSdRejimSlDo0igkp1QaiXkiUjFJwhLzhVWdIhslDpwxSvq4BVAdr6c7DaMyCqk8haYNzaDpc1LOuI5o0JF+bxCBRTDJTFJJSTQbs8/UGAfClhCZFHdWJpIz1RsqlbXXe3mEd3Z2dnZ2dnbeKdzP+lMaGhAx0VWZs1PYaOmQRpcNdOjh1Q1UL5GX0LMRMXMtlbkKp4SiFQulqJEiTPmMcxW6JHM3NgtCDsxNSWtkCQJH2oQUJdVJUbp1zBuR84imlBUQSGdiBTa6H4jihJyoTLQQXNbRgpuwlo71TooSQI+KeyNbJ0TorlQTGoGGUnqFKLgZkUq1E82VUKeEjdcVHZWJYwqijRq3WL+iFSU1KZdEGcqZViZqNkTBpXDyhqpDzISuCHW8Ti2ja4CCy0jp8XAWEokFl+CkG5YTqspmlyhRd0RXPIyUpPqCynmYYbMMQ+tFblMCPC7JOnkp3Epluvx9WowbhqwYJ7KcyD7TbSMQDlEpXlnZyEgKK11mZq5Yo41DVDiaj0g6gaEEJkHJmWRjTqe0R2zSsLKx5D7g7+zs7Ozs7Ox8JfeywZc0hJHwAtB0xGFaFkaPkSJRsJwILaPx1BV1IUrBgJKFaSpcTQVJmCclZ+fWV45ZmLJiClkLJZWpGL0kIm1EaVK41YZww5Sdc0LLofcvOFM2NGZEhhSnI7gWptwwL2Qa0YKuSomFzplgwwJUCkkl+ox5YZJGUSVUKVJxBJEVkSSkkBglC5JKy6ClAEKXjvo1Fg/wXihpaBqdR6R2KklthjNMtJlCuNPFWUkylJAgLNFQxBcyjO45zMe2EZmIFyQMMM4oiKMEmZUUQ3J83pZJwbEuZMhozpUY5VND4IQrCOPPMh7QqHRrpAbYiMwMFVqCx8y1K6EnVklKG90DmUlxpTHhl0OfiFDTqJn0XoYZ2DbEr4h0UAEHjwORMy6NTZPq0MXBAw+FPUVnZ2dnZ2dnZ+ef4F42+KIBTIg1lgwkjM0YGnSSRMmEmhVkRUTIrHTrTGokyd12B7JwPRlmI8P+9nhm2zoHFZrMZECWO0o/YLnRLNA80OVEyaRqMM0PkDSq35Lp1DwQejGI5opwQMowzyJJ14awUvtyKWFamduIYGza6CiWBfVRoLXKaMs1ZiIEk5UURQJUNzKEIEh3yMRKxSgkiURS4kwvSkpnjnEsatrxrNAVKRs1Ib2xWlI06TIORaRjOcM2Y9II9Yve/QANmkIpndkLa3a6jLSankpkRcoZSUdjwsXGbYuXIVHKgouAnOkoSLBchvbMBuIIjTkbkQZZSdnQcJSFSEETUs4EAXE1DgfZ6RQKMykrksLYuXcSZ+NAK8+4Yhz6miURncJoxBUgBVw6E5UuhmvnKpUQaLqbbHd2dnZ2dnZ2vpL7GfBF6HIm+gGkkfWG9JnaJrYpsUwu6Yaj6Ekvsg9RLMDDQDvH9cy6JmbGSQTdQFG6LFA7xW2UU8lY3ApQcNYwHlw94sHyAKwi2um+cHO6ofWGlMT0gOmQ5YRDkOMgoJ3VgypHqlRKwMqClNMwxDIhOjTxKUfUZ4iJrrf0LGP73R10huxIyniN6agrM86qDdmSlIm1ChFnRIW7DA4xodpwHXr0zKQJqK4UEfAHqG0UzZEbn0LnzJbTyKOXM6SOaM00ujdS2/hipaBbRetGBFg3QGg5tO6ok1EJZRSQCZDt0hacEMN3gAaJoWyECGRFZSUQwitKZ9bknEYLHdt5ILzRxZhiAh0pR5vV4T8IoYtRWC/SqESkkAGaC92PqI5aq8jxHCR5+d46XQtuAbncxyO8s7Ozs7Ozs/OO4V4kOj0nMp2udwiN2iZClK00FB1JKyJs2kgtwITkSIHpklgJJhR8bHuPvRCtURSyKJt0Jr9DgZYL2DCEVlFWnJfqI16+ehFTReQZyErlIS9M76HWGaEQoJVHwQAADj1JREFUPUfzam5oNlIKDkg4M5BSWbVRVNByhl5RBFGnEHSE1h8wU8fQiYAmKZd4Tbax1c5EMQqCEKyZkI3UJG1o+RGjZKXSWUun+RWKkdYhxiEDKSCFcIdUMhRNp8sdm0H4itAxucJlHaZjg1Cla9B9RlolzAkJijXEC+REN8dlZcoTIRBZyBi3FMQ1xIx5JUhS1xEPmolr0M1JcTImis+oQlMnuJSFIQgTncuNAytqRzKTiAOaiiFUAbOKsFAiaLLRpTOhqJwIKiUroKOtNoWWMVJ2JMgAaSMrf2dnZ2dnZ2dn5x9zLwN+iZXqQ1MuTMCCijOhTF3pykVOkywiLDBy6tVRHUP6aG4dKS0pQVFwGXr4YkHm4ZKbPsqTMic0lSIzNh+440TrN0w+0mY2wK5mik5kFNa6sdlG5DVOoUYw5xnPCZcDwkJ6ktGhG5k5irMyiQimdIoUOskqjviB4pXEMFGSjmeMW4oAAtBOoGguLHFAo1JjY8qJDGXhioVhCu7jamO09UYZX0042EbLM+FKIhfZyzhAeCgSjZ5BqIAGc1SsT6Ajoz+k4z7TxdnsSJBoX4i4wqmk3EIqxefRrCsNoeHSiUyCK8gK4WgWagolAosJgpFXjxNZqDFSd8SHLr5VHYlKYaSMny1NMRqKsGxCb6OHoMTC4TxBjsbhRSrkaLSdJHEZ37eKMPkCFKoH5v0+HuGdnZ2dnZ2dnXcM9zLghwWk4TlxLtsoReqGixEWY6srSYiwmSPamWQosTOFGso5A8mF7EZxJaXQFVIbEslZhNA6UlU8KZw5xcamMrbKEXSM3ieQoFZn6g0vK1MGNZchs6FhUUk2kgnJsalurKRNRAQeC16HXKZGsImijHIoCUhrqDkSMnTgdCwfUCRx7ayaOIFKYtkRNzoyNuI547IS1bnTsZEWOwJnyI1uZ1yD4kCMW4TpYtw9SzC3idI6qwYZgWOIFvAZXRWjD/NurMPcGkOFJW2i9gMpR0yeUcPYcqbHFZobrjd4QqSQXNKPckFbgxC2GO200hdED1BOrHqEXqm+EBKs6vQc6nmLRu2Gi9LEEQrDiu3gEx5Kk2QujiWoG700ejhTfzTakPM5myRdKuo62m9x1stWv0miuWvwd3Z2dnZ2dna+knsZ8NWTsKDQRpSiOakKGoQG5UvNqiIQI7e+R1BUKJnMVlAaa3V6Fdw2qitEkulYL0wZ4CdKT6ATMbOkoi3QZkylMuuE24iz1BakGPSJjRgGV39I2oZrG9r6mEl0REGGYtmxLERxJAyJRPKMSSdIQmArSYkrSt8gz6BJYWLjyEZQfOI6ZPw7zGQUejnhNszFTbch7emNCaXLhMSQmggTqOCX9lpLo8j5ojwPpjRchBSQXEeTbToRimUj7ES20cQ7fl9CBp5HFCUkSV/oGJveXcq+ziMBB6GIYmGX/0asadCJLATJRowcfzbChSmuUIEmSviQUnk50kWApEQQWcZNhwddgq6GopwFwMB1yG2008oln58zTsNyofYD0i+tt15xOq5HXM5oThCH+3iEd3Z2dnZ2dnbeMdxPTCYTt9rolkx+RWEYXaXn2ATrMIHOOVEjaDVpVdGs5HTmzIbJA0oUiiclx8a7yDbCGm38jpAk9YDKgQ64Lli541l7m2xCmQUqWJ0oh5mjH2nbOgyi4iOOM6CI0/VMt4bKyHfPTCzKpXzrGW7OZjOdawqJKyDGdCm9WsWIUsleWSUQETSERMAgbUh7sijkfPEhDMlPpoEKIWc0AZ+pOXLntQN5ppVO2ImzGhkFwwlXeiRKRXkBYUReugwJjOVy0ch3JA5YzrgYlYlgI2nDBBwVy6D6GcUuNw2FRuCyoTAKx2RFrGCsLFrG95ETrSurdbr0y/seh7jiBe0Tljpua0QwT7BAS8MyUFY2GgepGHEZ5RsqzrJNBIYBFhPVOpk3uAg9O6HO5IXrPlMuefyZch+P8M7Ozs7Ozs7OO4Z7GfCdZI6CieGspOsoapI2BucsiJ0puZKyoBmUOHJKg15ZqEMWIo7nKIlyDaQrxkXDH2NjjQTqYzMd6vRwtnbm+d0d56MwizC3mdu7xzw9vY6JUuwBkpXUE+5jq24J5ErXE12UbsJJN1xAcmHxhuTY9PcAuSTIDP16JyyZUDI7FkGNeWzJCTYPJDqaPoZfgY6iMUqg0hcOOUIgIwXTIafJkBGJmRWLjWMWWl8IGuE2BnQJkiHpERYknesueBo9DFKZI8E7znkcAi43JxkFxLFMtE8QiXkd+ngKITkOHjieAXEYUphwgsbILDIklCkFsSP9ord3E0SU4hXN8WchMuRZOTLrPQVEMBoSnbgEZs5ibDGzSmKppC8EzikFVBAfbb2mTpDDr0AZOf22D/g7Ozs7Ozs7O1/JvcRkuvoQugSkKqJDZ09WSgglGqLCZoFlQje6GlUa6RPHDKo4VRvHopgElpWmhciVmh2KESFIu8NUWEvFaZQ8MMXMMZ5yvn3KcixIynhNVRELGs/IMGYpIEJkon5AdaVfIh0LZ8Jn2sXEmkyInBC7I93oGOIOkpgAoYjCYuDpQ5svApHDA4CSqbRoqCaZ1zQ9UexMxMRJCsV1RIQyoRa0aaVuShWjTwuzO13OpBca57EBl4JHQeiobpBwtjtEli/7EFQLQoNULM90WSk8ADoQhE8j+adAtACUsFtqFFJsbObDxmEqwC3oXkgrzHKiMLG6oDoROJ2RWyohpAgaG5Y6oj+tQyaOMjEOIKOAq1PkloMuNDfUIAlKJB0lPKn/3/buKEd23IbC8E9KclX1DJCtZBlB9r+RILnTZUsk86DCAHlOA0GM8y2guwz7gbLJw88BAA88147J9AF+QhTGsZ8NEREREfnTz8Rkuu3lVRa7J734MwnGWKQbxRNw0k+WfTLPW4CfxJG4O8wXVQvLN70mjx6EPQh23/bhjaBzcQDQYkcy7q250L2zrFhtMlpx1IO0RflJ2k6igTdm+wCQ5jBj95XHQfqOXCxfXLa/KPg6MD9oNXCbrHbulJ+EWLt3fVpx+sVe3gStOmcUZy6Cjq9O519UGi2/GGVUOFcWffyCFvt6JpQbqzViQoZz1EHWSdgeds1wzMaO1WThdbDy988XBgjbrTgjD8yKsEGrF8k3ZOIF2d8sCzIK2kUrsOqQu6XG6LgZlonXHpDu1jlyUrVYzh68jX2Pn9Wwzz3ydMI6WYO2Bhm2YzfpVCXXzhXiqAF1EHViXtiaWCxWu2ht0pp9ru9zBo0nlQctHM/H3rbrb9ShIyIiIvKffmbINhceDafjBJ582lFOsINlLyp2ge/lNN/LiWw9oTceZSzfbS+v7BSdywNi0cs4W+eq2v/L90+ucjw7PS/KJ40HLZ44hftnoJek5hcjD172oKqIFqTPHWlJo3swx8J8gCU9AisYdVH14HTDVmEF1TvGA8uDaMZqe/S03DCeu9feJ0kS9QCHbnB6ceWTMX8j1h5GNT/BgxFPyKCvRovfyOrMBZm7v33lZO+7/cK8CL6BP8BPZiVZe18A1fFqHGWMSqJgRqN4U+l0fqcZZO4Mz+p/EBTUAzOoeO3Uo889LSDTmJ476agK2Nc87RfND440wthDyxWk7T75BayW4HvJ2cnFwZ7DaHWQ60WrPW9tNnhV4e50H9h6kvWNOUyc7BeZibegl1E5dh5+S8wbV/3IIywiIiJyGz+Tg1+dZZPiYkQjvRE9gE42w2y/QYeF+wQvrPbbdOzCc2KLvaG2fLfAeOe0DnaB7UKfBYs35vnJxDeig8ULSE5OljfKkjMPoidtvLF84JWUJYuDotPMP/ntX3g9wf+gx3sP0/JF2eARyZEX1RZmnbH2IWBZ21n3Nqk2OeJBJ6iqXfxb0vzCfScMxWpUGZe/qVy02WnlHGmsWYx4cNoi2klnQQWVT6hzzzSYQ31TFjTbaTvJoNsAc7K+uRKWLcInlQfGYtibmS/S9tBsmFP23IlGn2x6Y7BgHwRgZ99nsCxJSxKjM5hWzEosH1ga1CIJWiXTCsuBlZOtqNbxqn3t1jiAZdfn3gbWf2EFfVf4zM8BpU3jgQMv/NoHv/1FwYEFNkk/GeY8i52Jnz/SZSYiIiJyGz/TooPxsODgYDosvj/tHg1bu/3EG5g1Zu6++uQiBtg1WHQMp0hON6I1+rX7rrPBI4LusFqAPXbsor3BE5svsIsqwxk0bG94pWA9mAyu6rzxnb+/nFoH5ReZi6okw3ln3+0jDtH+ATa53Fn2ADsYLUkrLN6UvYkWPPKg5RfFP3cyTi2qxf56YUWFMQusvRlcZAZXe1NVrPfBSXC1xXcVmR2v5KrdAvTkhPnC8i/A3heQ5TtBx53cYT1kX4zsjIRnFr0OlsM1isMOjiqq1t42axPz3crDetHzyeJ75+W70eszY4BD9N3PH4OVc+82yAOPRvOD9L37AGDEoOVeKNYjeC32Qajl7vVvBxXguYeKMWOa0W1n4wcOJDRYfuHXA7O9bOzKhNqzBdGMw8BWZ5YTNclx/cQjLCIiInIbP/L6829//ftP/BkREREREfkv2Xme9b/+ESIiIiIi8jM0oSgiIiIiciMq8EVEREREbkQFvoiIiIjIjajAFxERERG5ERX4IiIiIiI3ogJfRERERORGVOCLiIiIiNyICnwRERERkRtRgS8iIiIiciMq8EVEREREbkQFvoiIiIjIjajAFxERERG5ERX4IiIiIiI3ogJfRERERORGVOCLiIiIiNyICnwRERERkRtRgS8iIiIiciMq8EVEREREbkQFvoiIiIjIjajAFxERERG5ERX4IiIiIiI3ogJfRERERORGVOCLiIiIiNyIu6vGFxERERG5A3fHe++oyBcRERER+f/m7vTe+TeOCpGhDEgnVQAAAABJRU5ErkJggg==" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA6IAAADMCAYAAABp7h4wAAEAAElEQVR4nOy9ebwtVXXt/51zraq9z720ghJQkYCCDQpqjF0g+tDEBrvIi0GNJtgTE5skYmKeiZqP+sRg94jP2Cdq8EPUKGl+tomxR4Hw7DsUkL6/3dm7aq05f3/MdQ49XBQ1mhqfz/1wz7777F27qnZRY40xxxB391IKZsaECRMmTJgwYcKECRN+NqGq5JwRkZ/2pkyYcKPQiYROmDBhwoQJEyZMmPCzDzOjlPLT3owJE7YLeSKhEyZMmDBhwoQJEyb8fMDM+OI... | 1 |
math | grade-4 | classify-triangles | false | true | Is this triangle equilateral? | "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" | [
"yes",
"no"
] | null | 1 |
math | grade-3 | compare-area-and-perimeter-of-two-figures | true | false | Which figure has a greater perimeter? | null | null | [
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engineer | grade-8 | identify-control-and-experimental-groups | false | true | In this experiment, which were part of a control group? The passage below describes an experiment. After a severe winter storm, Will's driveway was covered with ice. He read that salt makes ice melt at a lower temperature. Before covering his entire driveway with salt, he wanted to know if adding salt could actually help melt ice in the freezing outdoor temperatures.
Will weighed twenty ice cubes. He sprinkled salt on half of the ice cubes and left the other half unsalted. He placed all the ice cubes outside. One hour later, Will quickly dried each ice cube and reweighed it to see how much it had melted. | 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qsQz9vksUCvgun88rRsfZ2RnzC7PYzjL5G3lqtSJRBJ4Xous6lapoAGcyFuNxyGAwJJ/PYRg2vd6IYBzgBdDt9lXlpOsajqMrnF/eZysrKywszPJnf/z/eWJXywT4zne+Q7lcZm1tjXK5jG3bDAYDnnnmGd566y2azSZXr15VuFs6nWY0GjE1NcV4LE6c559/no8++ojvf//7HBwfqZIZYGFpkTiOqdRqALiui6ZpPHz4kOPjY65du0alUuHVV1+l0+lweHjI7Owspmmq7HBqagrLslT21mw2GY1GLC0tcXB0iG3btFotpqamODk54cMPP+Tq9WuYpsnU1BTFYpGNrS2q1Srj8Zg7d+4wOz9Hu90mY4sAD6IT7bou77zzDnEcs7q6ytnZGYPBANM0yWQyuK5LOp3m8PAwoV94bCWPXa1W6Xbb6nnbts2lS0sJgA7jcYyu60nQEhQhLasRJNSeQjGH67oMR30MT/BBnZRFrz/Gtm10QyfyA7K5tMqw2+02cSyaQf1+n/F4yPr6Ovfu3ePSpUtYlk4cQxTFqvMvA56kTn3SerwxNMnB/LtYnzVTfRqwP/uKIw34aV6tYI4EmKYBpnifLFvsh1w+w8zslPxJQMBKckWRbCRp6uvpdCpJvsC2LWzbpnlwROPsjP29HVU5tVotxiNx/9TrUyzMzZPJ5Dg7bf48L8OnLhNgbW2Nw8NDUqkUR0dH9IcDFhcXGY1GfOUrX2Hv4JD9/X1s2+bixYvs7IgXtrq6yuLiIo2TBtvb2zzzzDN0Oh12d3eZnZ2lUqlw/fp17j24j23b6m/IsnlxcRGAg4MDGo0G6XSaTCZDHMfs7e2RSqWoVCq4rouu67RaLRW8Op0Ouq4zMzNDq9Nma2uLbDYrmjmGweXLl9Xvn52dcXZ2RphkVI7jUK/XFccyZYomjed59Pt9oijCsizG4/FEKR2pxo6maRSLRXEBTVN10WVZnE6nqSWHw+bmJum0QyqVEpzItIluSGqP6ETKbE8GDsMwFD3Isgw8z3gEMzQMg1Qqpcr+dqvP5uYmpVIpoWEJuGJ6eppGo8HM7BSe5wExjiNwoyCIErz1Ken86frrLnkwyeCqTXztb/+YF9bmmZubYzwe4/th0tCMqJStBJobcnp6ymi090if4kksE8QNeOHCBSzLYn19nTv37rK1tcXK8irZbJZSqUQqlWJ7e5vRaES1WqVYLNJsNsnn81xYvcCPf/xjut0uliWCT6FQwLZt7ty5w5VrV3n48CHyb52ennLv3j0qlQrr6+sqEJ2enuI4Drdu3eLtt98mCAK++MUvMjc3R71ex7ZthTN2Oh1yuRy6rjMYDNB1XeGnMsh1Oh2GwyH5fF7QFZK/Xa/XefXVV+n2e3S7XUwEJigDchRFLC4uUigUGAwGTE9PJ8HLEhfNNCkWi8RxTKPRUB1/eRhMTdW4du0atm2xsbHJ/fv3KRaL1Go1QcrNOOi6xmRiJBsqmoZqIIkGFep1wznFR3JQHcegcRYq3FPwSHv0+30WFxeTaySzQqnuOQ++8jB4up6un14/a1/oyfeSBuBniJmxBv2+YKg4lkm5kGa6liMIFuj1BKyVdhz6vQFxEOMUrL/9H/s7WCYIqszZ2Rmvv/46v/zLv8zly5fFTRrBvXv3KJTKrKys4Ps+nU4Hw3JUlnPlyhXu37lPoVDAdV3m5ubwo5Dd3V2lyLn90YeUy2VefuUVTk5OyGQyvPbaaxwfHzMajZibm+Pk5IR+v49lWVy4cEERZmu1GltbW/T7fdWIyeVyAAp/m56exvM87ty5w9TUFLlcTpHuJzvaEYhUP+GHoYu/kcnl2dnZwfd9VldX0XVdBf8bN26wubkJQD6fJ53goLlcjiiK6HQ62LatKEQS5202m0xNTSWwxVAR3yW+qmmmol/4vgiUUnkjg6JoZsWYpkEUxaoUlh9hGBIEBroOV69epdVqsb+/T6GQ4/T0lGw2y8rKStIochR8IBRD+hNXTTxdf19X9Njnv32Voqm9Kfbz2A0I/IizszPu3r3P5uYm/+Sf/DekUinm51OkUp/5yX+mZQKUSiVOTk5YXFxka2uLvYN9vvjFL9Lv93nhhRfY3N7hgw8+oFAoCO4jupI93rlzR9GADMOgXC4TxBEbGxtsb28zGAx49bVXFTY4OzuL67ocHx8rQmqxWOTk5IT9/X36/T7Xrl1jaWmJDz/8kNPT06R5IbTnqVQK0zTRNA3f9zk4OKBYFg2a5eVlBRLLjG1+fp7t7W0RgKKI2dlZdF3n/v37pLMZQBwKliXS/2w2qxo2R0dH7OzsKLmmVCh1u10ODw8JgoBWq8Xly5dVIMrlcoxGA+7evUuz2aRSqahALzvhrhep52cYBo5jJ9mllmR7MaI6jwnDAF231NdE2a4TRSFRFBIEQUIhcpS0tVwuq3/v7e1RLOUpl4vYto7vozrxpmngut7TwPlf/Ho84H1KxaFNfD+Wv/u3x6EHiaAlnRYSXk0LmZmZYWpqhldeeQXX9bFtG9sWXOQnuUwgkeJV2d/fB1BYoCw5v/KVr/DWW2+xvb0tAuvyqqDpOELBUswVOT4+xrZt+v0+8/Pz1Ot1fvzjH+O6LhsbG3z9619na2eHk5MTVTJ//etfp9FoEIYhtVqNYrHIeDxWWZtt27iuqzTXUiHU7/cVeT2TyXByckK32+XFF1/k+PiYbrdLJpPhjTfeYGlpSckm9w8P6Xa7yszCGQ7Y3t6mcXxCpVIBRNNH0zRVXsu/LfFVadwhDToMw+DBgwc0Gg1GoxHLy8tkMhkajQZHR0dJY0aU11LTbtmG4m6KABirgCqzP9kwm9T4igCro+siwImfNcjnTY6PBetgfn6edruddM+r9Ho9Wq1WIitNq79r2wZRJILn04D5dD3JJaXKUrsOWrJPLUzTUTxmz4V+/8k+VxPgzp07FAoFxbNMZdJsb29z+dIVbNvm9ddfZ3l5mUqlQqfToVCqcHJywrvvvsv8/DwpK6U6wlIPWiqVuH79OpZlsX94wJ07d/CCgOXlZRzHYXd3l/39fXK5HN/61rcol8tcuya62icnJ/i+Tzab5dq1a/zwhz+kWCwqUb6kOEka1GA05MGDBwrbLBaLrKyscHRyrEjco9EI13UVVFAul5X8cjgccvPmTUzT5Pnnn6dYFAdAJpPh+vXrhGGoSvDj42OVDUo6jtS2SyK4YWiKi3p6ekqxmFeBMJPJYDsi0KdSKQzDwHXH6g05xxY1VZ7DeWNIZI6aCq6GoWHoJM9RqJTa7aaSjs7MTHN0fMhgMCCKwkTFZCbBMlS47NP1dP3Mpf18Me5UysR1fYBEAp14J7jg+xF7e0L91+0MaDY/B13yX/vqP+AHP/w+umFycHTIpYuXmZ6Z5eDggOnZOarVKkdHR5yeCPldfzjmS1/6Eu12l42NDUUF2N/fJ5vN0mq1lKTp6OiIL3/5y9y+fRvDMHj33Xd54bnneOmll3jrjTfwPE9JGqU6ZTgcMhgMFG1meXmZ/lB0xv0wRDMM0o5DBJw1m3iex9Xr18hnc5i2hTd28QKf9fV1caG7XcbjMc8++6zQmCduSF7g8w+/+g9whyKLPDw85P79+xwdHlMsFRiNRvzRH/0RmUyG9fV1pf6Zn5+nVqspJc7R0ZGi54xGIxzHSehZKcLQV5mq7AJqmoZp2OiaiWmCaVoYhpngliCaMgLPDIIA23ZUlhkEgQqWkJCLY0inHTzPI5ezuXbtCr1+jzffeJtSuUC9Xufs7IxOp5M0i1K4rkcURWQyKXz/k3mYT9d/4SvWlXTypz5/pqUTaxH9voth6AnGD/2er5Q+uZyV7NMMhm7ieeNPf9if4zIBwhiee/4FDg6OcN0RmmFiWA52KsL1Q9pdQbUp1+rMzs6yt7fH3bv3qZSFHO/d929SrZaJtIhipZgETINer0M+n8U2DS5dWMdxHIbjEVsbDzk6OmBuZhY/DFhfX0fTNP7qr/6KTCbDr37ly3iex/b2DnNzc2TzeRYWF3nrzTfZ3Tvg5ZdfZjgcsrW1xfXr17lw8SL90RDCiKE7ptPu0ur1GIxEc0cGyPv3H5DJZKhWqzSbTQIvYDgcMegOErqCzssvv0KpVGI8HooGSr7Ig4dCWnn16mVlB7ex8YAwDLlw4QJzc3MQaxwcHLC1uc3MzAxmrUIceWSyabLZrCL6CvVSgOuGGIZPFLkUygV0DFIOWOj0eh5BBKmUgWk7hLGGaYuyJAxDwpgkwEIYxURRTL6QFbhuECvy7/UbVzk+PqJYLFIoiC6+rusqaBuGQRA8+Q75Ux7lJ69f/PV5NBDGcSza2Wg//RnQdE393CTxXdMEjh5HmgqAqZTOcCgkwalUBscxcMchmZxFtyt6BPcePOTq1SsEQUinF7G6PoeuCwre/NIM/99/9wu8FI8t7Zvf/Gac0fN0u12lHpGlYqEg7NrEBdCp1+ssLS3x/b/8gXAlWl2lXCnR6bRUqRzHMfv7+8RxTKFQAKDf71OpVFR2VCwW6XQ69Ho9pmam6XR6ZBIcNZ/PY1hm4nQ0pNVqMRyN0HWden2aUqlEhK54it1eG8cRZWUul1OwgMzIpAGwNBXWNI2pqSlGoxHHx8eCmmOm0TRNdbs1LVblrmVZZLJpHjx4QLN5Rj6f59q1a+RyOTY3HzIYjIgiuH7tBul0mp2dHQ4PD+n1eliWRa1WI5fLKewQUAqG0WhEq9ViaXVZEOMtfcJA1cB146TbXsX3I+I4VA0vqffVdR1jAm+XvErf9xWPNIoi9dokZUnSlgzDeEor+pyvJ32gfNrfl9XV44R3Ka3UMBIFoFDrnZ21GA6HClJz0jAaQb8v7ncBYxVZXl4mn9e5f/8A3/cVHv8n3/p3T9ataNDrEPoe7khgBLVajWeeeQZNM7j57tu89tprBH5Et9XkUNeIw4B6tQJRyIO799BMjdu3b7O6usrzzz9PJpPh/fffx7ZtXnvtNb773e/y5ptvsra2xsWLFzk+Psb3fXK5HHfv3uULX/gCdx/cZ29vj3q9Tj6fF36PiZ1bpVym3W5TrVaZm5tj7/AA3YCYkLt377K6tMiDBw8UsV7XdYU11ut1LN3ANkwMNMajMYHrUcoXSNsigPT748RVKJu4swhc07JEY0fTNFZXV5mfFzDF+++/n3S0A6anZ3Fdnx/96EdkMhlefvllXn31Ve7cucO7777L/v4+6XRaNY1kWS83QKfT4e7du6RSKWGf55+yt7eneKVzc3MTG1DDskR0DAIZ9HTiCWnjpI5dT7T7UmMug+0kAd4wNJ7Gy6fr72JN2gDCBO6eBFNdh/HYVyYwIDjNh8d9+n0xpSGdzrC4uMTW1hbFYgkoYRgmhmGi6wZP8uwIw1AEzOFwSL1eY35+noODA5rNpnIHGg6HbG5u8swzz4gxE7u7NJtn/NIv/RLZbJ69vR3ypSKzs7NcvnwZ13WVGUWj0eD73/8+pmmyurqquJWlUknpUE3doNlsMj09TSadI5fLKXs1Jxnr0Ov1yOfzHB0dcXR0RKUuLOz7/T5TU1NcvXpVUXZSqVQiDxyrTFlanJmmyXA4JAxDer0euq4nAXGk+JOyky2Dify37/uK21mr1YiiiLfeeoObN2/y3/63/5xeV6htvve972Hbtho/IUdwyK63tK3LZrMUCgWy2SyRFj9iEjwaDxkOh8pspFDIJRmiRRieO6Q/fqJPShblxlUmywkpPopitZFF+fTUQOPp+mxLasAnxRWP/HvCwb3f79Nut+l0hNdurzcA3UjuCZNUqgzA8fEx4/FYiVzk/VKv15/Y6/z2t7+dSCNXVzg+PiSOIhYX5kmnHBqNMyzLYqpWpXl2SuP0hOFwSLPZhjjEsU0sU8cwNfr9Ltlsmnw+m4ySMFlbW1HcSQDbziYUGR/fd0mlbDKZFOPxkN3dXebm5jhstjBNk+de+CK5XI7d3V3hDOT7ifPyKa7rUiwWGfUHHOzuMRqN+P73v8/09DTlcpmDgwPa7Ta1Wo1MJqOyVtnFl8YB7XZbNW0KhWLi/j54hMKTzaYTzM9PXIBgf3+P/f39RLkzxfr6Rf79v//35LLC+Pill17i6OiIBw8eYJom8/PzytMyDIU9lqQKpdNp8vk8buCRzWZVx3owGLC/v0+73cZxHDxPuD4JuEHY/ctAHoYRRhIcJX70eNCUap7J78t/y47/0/V0/W2X3F/nph16cpgLnFxDuItJGEke4KPRiOFwTBiDbae4c2dbjYqxLAfTtBP6XpZeb8Dh4fETdVz/+te/LrXkK3jeODHvFU45s7Ozir7jOA737t2j0WgouZ0kg9umRaxBEAl2vqZpyqZM13Vlrtvr9ZKUO83BwUFiS1bh3XffZXp2jp2dHa5cucL8/Dxvv/02vu/z3HPPsbi4iBcE5PN5arUarXY7cT/JsLCwQL/f5eDgQL2oR63V0mpshDSoKJVKqlyVDu4St02n03ieR7cr3J+jSBgGlMpFJX0UxHZxCAyHQ2w7hWOn1OAmScJ96aWXODk54f333+f5559XvFLTFN6b0pXa8zxiHaVeimOh985kMsSESXYrnJckdUlij0IZFMNjLkLnfobnlCS5ziWYj/780/V0/W2XTDykN4HcoyCEGHoi9zVNA9uuYFkCJhL3wIiNrW1SqZSardVqtZQUW1o8drtdNd3gSS7tm9/8ZpwONdbW1gCE2W6rq2zXZCdVlrwLCwucnJzS6/UoFArMzs3xgx/9FVeuXSObzTIcCuBWlq6S67iysgKgOtbD4VCV/SdnQt+9t3dAuVzm1Vdf5datW9y594Cvf/3rwmjC0Gk2W2xtbRGEIRcvXmRlZUWU0JbF0dEh7Xab4XBIOwmq6bQgai8vL9PtdtUbIrNI2QAZjsYKN5VBczweq5JdWr8Zps7JyYmiPA2HQyqVCr4noApJP3IcJ/G5HNDr9XBdV5kdS5hgkpA+uzAPwNnZGbZtc+HCOnEcCxNmb8T09DS+75NK2SpzlrORdB1s01Clt1QLPW76+/iYicmkMgieBszP83rSQeLT/v5k5TIpuvD9QGSLpjPh8yrocloycqXTGTEc+2QzeWxbbMqNjV36/T7Hx8c0m00uXbqkZozl83n+7//L//hkmz4ffvgh2WxWDdyS0V6qYhYXlzFNk729PaWxXllZwfM8dnZ2uHz5suheRxHPPPMM9+7d4+joiCiKqFargMAk5AiL3d1d5bouVT0ffPABV66IoPsHf/AHvPDCC/z2b/82f/RHf8Rrr73GpUuXqFbFoK96vY5pWRwdHQlzjVyWo6Mjms1mohRABcvxeMxbb71FpVJhfn5eWdOByLbEVLqs0oWPko683ACSIN/v9zFMQTyv1WoJ7WlbnHoRylpNBkY5f0Sqg3zfV2WLVPjI5s/u7i4rKyvMz8+r2UJSzZTN5JUEVOKxpmnSarWSYW0W5WIRyzqnCsmsWZso1R/HNyfLcrnBn66n62+zJrF0mWH6vq8YKo4dJL4HAa5rE0UobnK73SWINE5PGgDKCDyVSvHMM8+QyWRULJH305NcJsAXvvAFfvCDH5DP5wWtR7dUkBBNnIfcuHFDDenK5wvs7e2pgWFTM9NksilOT0/xA5cXvvAcYRiytbXF7Q8/4Itf/CIPHjzA88csryxSKObo9/uMRiO2traYnZlnZUlQay6ur5FOOwwGPU6PD/n61/4B7978gI2NDaE2qlUVJWl9fT1pIhUJAo8vfvEFDMPg3/ybf4OmaVy9ehXT1JMhZAXG4yHdrpANyjd2errOdjI75MKFC6TTaR4+fEg2m2WqPs3e3p6ypctmBdfx9OSM4XBIOpVRQ57m5+dptVrs7OzQarWYnZ1VLuzZbFY1mXZ3d7Esi9XVVUAoG5qdtipRBP3IJJvNqQx/bW2VqakpHj58yN2791ldXWUwGLC5+ZC1tRUcy6JQyGPbFroOrhso+amEHWSwPseXeFqK/zXXp2G8n3da1i8iQ5VVk4TiZHCL45j3b75PoVBQ87gWFpZUslIuV0mbFmduU0yOHQwpFHNcvnwhEW5EvPCFVYZDaDa7nw+lz9zcHM8++yzf+973mJmZ4Zkbz2HbNleuXCGTybC7u88777zD8vJyUgoGSvon/SNlQyWKIjUzXEoLBbg75Pj4WGGBwprMoVarcXp6qm7eUqmk/C/bbRFIVlZWVIr+gx/8gNn5eS5cuMDv/u7vks/niOOQSqXCaDRidnaWb3zjG7z33nv85Cc/IZ/Ps7a2Rq/XIwgC1fyRvMhutwuaMKw4OjpC0zQ1fXFnZ0d1uGXGKkc7ZLNZdRrK0l5q0IfDIf1+XwWso6MjSqUSlUqFVCpFp9NRm0eW6YD6upRzFgp5lpeXaLXaKqs/OTnBMAwuXrzI1JTIdCUzoNvtKgihUMio6ZCPN30mS/OnfphP12ddkx1xePSAkSOlZ2Zm1P4rFEqPKOLQDQzDUtS78XhMvy8ZKxbHx2KQ2tnZGaenp0/kNcplAvT6Q65eu8FZo4WmaSytCHON3f0Der0eF9Yvkml3CMKIKIa19Yvk83n+7M/+DNsWEwxHnqvKSIlj9HrCl3F2dpZSqUS73ebWrVtMT08rQvx4PMaxDI6bZ2imwcHhHnGkJSMnBhiGmKXzta99jY/u3mdtbU1RfF566UWazSabGw8oFgp02m0ePnjA7Owsv/orv8JXvvxlHj58yIMHDxgnjRQNaDXFaVYoFAgti2K5RByHFIv5ZCyFsEFzUja6oXF6eophGOi6yWAwemSg/HjsMjs7rSg8YRhyfHysuvDS+EPOBJIHi5wdFAQBQ9ej1eokWKetJmK2Wm2GwxG1mpgCWSyWGY88BgMBflcqNU5OjpJr26LT6RBFUQIJmIRhrHDbx5tAMsN+GjCfrs+6JiEfGSwnfVvX1tYoldIEAQyHLmEY0Ww22d/fR9e3yRWKCr4To2WG7O3tJKbXAtuvVqtMTU2xvLzInz7pERXz84sUCjmeffZ5/vAP/5AwjPnSl74kuswZMev74sWLyROvJ843BWq1KQqlPG7gcnBwwP7+Pp1Oh1KpxNLSErlcTsnxZmdnyeVyatSDnKtz8eJFxoOhGFthGgyHQ+JkdINpmonlWsj3vvc9nLQYmnZ2dsaVK1cwE4v7KIpot9vK7GN3Vwxlu3FDqG9eeOEFNXlS2rDV63UymQyj8Rjf9bBTwhVdTsgzDINOpyNwUS9Q3es4jhU1KJPJUKlUKBRySlGj6zrD4VB12ic74qPRSOCvCWaYToshbKlsTmE+YtSEwEDl42QyacUtlRliq9WiUCiwvDxLFKAMm8V0yWHSJEqp0Rvn1nFiPY5xPl0/ez29Pp++Jq/R5JA80ZRNEQQwGnmJ65gDzCZm132CQIg4xFxyE8/z8X2P8dhlPB5x/foNisUChUIR03yyB7wJYFo2mm5y9dp1zhrCzCKbyzN2PXZ29oTPY6FItT7F4sIyd+/e5eb7t3j++S9gmjobOw/IZjMsLMyTzWY5OTlmPB6pbGpubg5d1ygWC1QqZUajEffv3yOKIp599lksQ3S/isWi0FuPR/iBS8rIYBkmpVKFOI5ZXFxkd3eXBw/a/Pmf/zmXLl3i4sWLfO1rX2N/f5fjYzEcfnl5kYODAzY2HqjAkc1muXHjGsPhkA8//JDt7U3C0KdYLnFwuMf1GzfY399nY2ODF198kVTK5uHDM1KplCoTer1eYhScTUZVGEoSKgnp0kREgtNxHHNyciIUR8l4DOkNKrPB/kiYf2QymaTZ1k82m57wM21SqbSibeRzRUZDl/H4hHJ5Cdd1sW1LDYKT2LOgMun4/qPd8kmu5tP1dP1drkmVD5xjm74vaEeCPwzlcgrbvsBwOGToCoJ6u9XF9XxRYRayrK6uYlo6b/zkLXL5DCknQxB6T/LliYB58eJFGo2GmEG+vs7Ozg53795lYWEJEDiE74WUisKJaG5ugVu3PsQ0Ter1Ko3OKWEYsLCwQDab5cMPP2Q0GnF4eKiynlQqpeg19Xqd6WnRUPnhD3/I2vIqQRAobNMc2fR6PUzDFiYZkRj/+/7775NOp/m1X/s1vvvd79Jqtfj+D17n4sWLZLNprl27hmEYtFotRR/a39/n7OyMvb09tra2mJ+f58aNGxiGQaPRYHtzC8ux1bTJbrfLzZs3yeVyaqzEoD9kNBrh+yHlchnLchKi+4hmM1Jc08kminy9vV5PTZuUhPk4jlWZbBiGyrbloSEs31yGw77KqMUsHk1JSi3LYjjqc3rapVIqKE6mxE2DIFCmx9ls9qe4l493zZ+un72eHi6fvOTelv8Gec2SQzoZKS3vyU7nvBpLpVJUp3JUKiX29w85OTlib++AwXaPcrlKGPpkshlKJVHRplI2f/wfn9xrNQHefPtdmk3hobi0tEQ2X+Tg4ICR61OfnlVlY7ZQ5OHDh1y7ep2v/6NvcHh8TCafY21tjU6nrYBcSUqXUsXbt2+j67oaQZHL5VhcXCSdFr6b3W5XYZ6WZWEbJv7YxcyXRLMmEqYTCwsL3L17l95wwIWLa2w83GJ1dZW56RnefvtNtjc2uX79OqenpwwGAzGMrFzB1HRswxSBc3uHOAgpFovkM1lKV6+yf3jA2dkZlYowMT44OEimaF5QXeV0Oi1I6o5QIEj81fd9wjBUTSTJ35Qdddd1mZ6eVs2xdruNruvkcjk1knhlZYVup08cxQR+pMZwZLNpXNfl7t27+L7P9PSU6jzOzc0JwFyLME2SqZTRI51xmclK82JJfD/f0E+D5dP12dekfnxScaZp4pAOEnMO2xZ68DCMk0aq0Je3OmOy2RSLi/MsL89z9epVfN8lny/SaJwyNzeLYYg9Pho9OaUPyID55pvEGrz2yquYthhili8W2N/fZ3F5CW/sMxyPWFlZod3t8O577/DN/+P/gf/1//2/cnh4yNLSHL4fJIPCRPmYyWSJY+H1+Oyzz7G1tYWuGxQKBfb3D3jjjTcpFovcuHFDubu3211MxyRtO3hhQCaTUUPMpCVbtVrm/sZD1tbWePa5G9y8eZON+/d49tlnldPJzMyMMgWenp5mYWGB2dlZGo2GaDI5juIx5nI5DNNA1zS2NjaJNVhdXiHW4OHDh+RyOTzXp16vUyymE5u2ZlKCa2hanHA504o4LlU9mUyGXq/H8fExjuOwsLBAs9mk1WolSqKIVDanAvJk5150E4WufmVlhdu3bxOGooTv9fr0+33K5QrdTh/LEnN9DMMA3UA3NUxNxzQthblKd3bDOMeAJjf60/V0/W3Xx+0hcSALKCiTtRgOXTyPpHkKhqHhebHgPVs6MTHj8ZB0Ok2hkEPTchgG7O2N2NzcUpRH27Z/8S9wYpkAv/6N3+C9D96nPxzRG485Ojll5LkErsf23i7ucMSlq1d48+03eP/2LZ5/5lk2dzZ59Zdf5T/+xz+g1WmyfuES7733HraTZmZ2XmReEaAZBIHP1Ws3ODw8JJPJkM/nmZ6Zw/d9Wu2umA2eyaBjwDhmZLk4qQynjTPK5TKbWw/J5TPoBjx4eI9+r8fmw/uCyG2CmSlwdCpUMq1uD+nnp+smJydnjEauMCe2Hbxxj8ALyWZz6BjYKYdut41nWmhEuK7L6ckJqXQaxzJJ2RZbG5vs7e5w8dJlZmZmqFYrWJbF3uGRyNxSDiEaMRpBDENXmI8YtgPGiEy+QKfT4cHmFvV6ndmFRdFF9zza7bYIsI7DyYlwWFpdXVWjOvKFEsVShWvXn6HVatFotchlC+zs7bG5tUsunyGIRGdxfn6efN4hCA0iNIYjMU0znc3j+y6BH2HbFoYBrktCBjYJw+ATtsjT9VnX572k/6zPLwjO948szSWLJAh8gkBMEICYKA7QdIhi8TtOyiSIhceEZZv4gQeaxXA4pNPpYNkmGw83GY/HTE9PMzs7+5me62ddJkB/NGRxcVE1IWpfqKlu8/e+9z0uXLjA8fExd+7cYX19nXQuq6zJLly+xMnhkTD3nF/k1q1bFItlZmZmODg4AhIT0VgjDGMGgxGZTI56fVpha/fvi+DneZ4oI32P2IsVmdu0BN7Y63UJAh/btgjDgH6/h+8H6KZNuSymR8pxs5lMRuGKmqbR6/UY9geKMyq5odlsVpxaYZSU26KD32w2yeXzZLNZXnnlFQ4OBMXq7OyMqakp5ufnCQIPzxurMkTikmI+iUc+n1dZZTotyutOp6PGEFuWJSRfiW+mdHgaDAY4joNt25ycnFAoFJiamqJer6vHaDbE7GbLNjg+PaNYKmCnHcY+BK5HoWBjGkXGY0/RvSJDqIxsx5zY0AFPk8yn6xezPj4wy5lX0uhmMBhwdnam7gMBhwkY7OTk5Bf8nB9dJohMY2pqiq2tLcbjMbOzs0pXvbGxQaPRoF6v8w//4T9UQ8nCMOTdd9/l2rVrZDIZbt++zdWrV6nVaty8eZPhcMilS5fY3NwkDEPm5+eZmZnh5OSEKIpU17jVaik8T5LCJw0iwjCkVq/g+75yKspkMgoTdV2PQX9EHIQErqDUtM4azM7OYtv2I2B0FIXJlEZBtZGqBDk+olgpJ85GAe12m3anwxtvvMGXvvQrOI5DKi0gAkkLkkEeUNp713VVp1p2CqXaRxLMZXMmiiJGoxGGaQoCffKYo9FIUZw6nQ5hGKoNJY1NDMOgWBS2eq2Ef+m6yUkfRfg+DIdj+v0+YSAy3kjThQLIANs2IXGRmSzTn66n6xe9RBPVV7aQuWyeKIyVki6XLaoE40kvE+DWrVtinnjShGi325yenqos6ezsjJmZGWZnZ3nw4AFHR0dsb2+zvLysul3r6+tsbm4qs4vd3V10XadWqymVju/71Go1HMfh/v37KpDato3v+0oLreskXWFhATUYCNu14XCggpxsbIDowAVB8Ih+tVgUDkO+7yvdum1aKgDJID0ej5VpiOd5iSu7Qb1ep1Qus7+/z97eHrlcjly+oOSgjUaDYqXM9PQ0t29/RKVSUUqEVqsFoJyRpNemNAmWFCWJd4ZhyN7e3iO8SWE7V1B6eNd1ldeonHEuu5Nzc3OcnglTkFqtSMoy8X3hvSkPn1QqRcqylX5dXGfpKvP5Lhmfrv+8lyK9o2MaFpYl7m9d1ymVCpjmkHI5Q78vRCFPcpkAzWaTg4MDlcEUi0Wmp6dxHIcLFy5wenrK7/3e7/E7v/M7qsStVqvs7e1x9epVpqZqhGHIBx+csbi4yOLiAoahcXR0QKFQYDweU6lU0HU4OxMptcyS4jhUoywkBWk0Gijji16vh+eP1WRG3/dptVqJF2RIvz+AWMc0xQUul8tEUaRK3DgWTRld19EMHT8M8Ad9gihUXf0wDNTzEaWzyHaLpRLlcpmHDzdptVr0+mIaphwnrJki65Nzy2UTaXp6mna7zfHxMZ1ORzkYWZalMlB5GJVKJXTDoN1uqyaMNOqQFA3TNFWn2zAMUqmUmpu+t7/D9OwsrXZTZa6WrinZqm3bWIkMNWXbuK6H54/V9X5KXH+6nvTykrnjji1d2UMajVYCmwmmh64lo2eCJ7tXEz/MNU5PT0mn03S7XUW8/uCDD/iLv/gL5ufnmZ6e5ubNm3z961+n3W4r38c7d+6wODfLyckJS0tLakTt3Nyc0kbLIJvL5ZQphAweQjHjkM1mVYnbaqHK3l6vp4JHsVgglUrRaAhnE6HB1rBMhzgW2aZ0K5KKIjmmQtqtySAkzT9yuVxi9jFQHXTbTolZ570exWKRhYUFDg4E9SibzSpDYjl2dzgUgPTa2hqmaXL//n1ef/11oijiS1/6Eo7jUK/XhZXdyYkaHRHHYu57vlBQ2KukAskDo9vtqiAJPOI76DgOfpDizp075As54jjm6OiIUb+nTmjbtsnnMmJMhW6orFxeJ3GNnoKYT9eTWhq6bjIcClgsk8lQLKaYmZlje3ubvb09VpbXEipeVt0HT2qZAFNTU6oclZlMpVLh1VdfZXNzk3z+fK72rVu3sG1bNTNKpRIffvghKysr5HI5jo6OyOfzygdyaWmJ0WjE3t4elUqF5eVl0uk09+7d4+TkJOFw9gjDkFKplMygGammRxAEBKHwp5RGFyDSeNFxLxAH4PshvuvRagk9fBSEpDJpFhcX0XWdTqejTD0K5RJxHHN2doYXBszPi585azXZ3d0lny+i6zpeUrKvrq4DMBiOlGmGruvUZ6axbZtLl65wdnbGu+++C8Ds7Cxf/epX8X2fxcVF1WCSB4ecsyN5nEEYKgxUZn3j8VhlnEEQqFJ60ltTwAYFIiCVdigWi8Jj0/ceoTj1+32RteYDhaVKk2FxGBlPZvc9XU8X4tDu94ecnjawrC6WtYxja6RTWZphm8PDIwzDoFwuUyqVnuxzBVhYWFCuOrZtc3Z2xubmJktLS2QyGQaDAfV6XZj3BgFf//rXlaNOFEVcvHhR+WTWajWOjo44ODjgl37pl/jwww9pNBrUajVM0+SNN96gUqmwtLSEZVkcHBzgeUEyu6agpFSTUw1X1y7y4MEDXHesMD/pj1cuV7j30f3E0l6QsyUWmEqlmJmZUXhpHMf4kcAvq9UqQRBwdHREv9Pm6tWrVKfqNJtNUqmM4ICOhEvK7du3mZ2d5eLFiwRBwOHhIWdnZ/RHwyTjbbG0tMTs7CxHR0fJfPBc4vcnnIY2NzcJEud42WiybZv5+XnaCa5q2zb1ep1Op8Pe3p6iUoRhqLBNwzCU0mc0GtHpdJiamuLk9Fhd53K5rHBPwzDoDIVW39T0ZGaShe/HqmH1dD1dT3LJ+2I4HHJwcEDjrKWsEWXnvN/vk0qlPh8B84MPPsB13aRpUGNpaYnFxUX+5E/+hFwuRz6fZ2pqijAMeeedd3jvvfd46aWXVIMjWynTH3Q5PNpXo3bzhTynZ8csLS9gOya3b9/m+vXrPPvcDd577z1MS+fGjRs8uL/BwcEB9Xpd+Gn6PrlcRgWbK1eucOfuhxQKBUYj4Sp+8eJFhsMhDx484ODgkGqpxrA3ZDQWUsS5a3N88MEHfOMb36BxeqbMNg6Oj3B7PTzPY29/n6lEgWNqYtzEabNBr9fjypVrQl5p20ng8xgMBuQLRUWF6nQ6ygQkm82zs7NDrSYMjqUT0ng8Zjgcommaoi/JLrdkCXQ6HaWAknirpmnMz88zGo3Y39+nVCpN2P6jgrA8dS3HYeyOaDQaYspmscBoNFIlTqVSEeODo5hut4um59Vjyc+ftD5Ogz7JZPi8+0F+2nrSGO7P22/z0x7/F/H6H38O5w5HYNopokhUuoVCgcODY/b39/E8L7F8E/Ou9vb2uHXr1s/9uX7SMgFV+r700ktsbW1xcHBANpvlN37jN3jrrbf44IMP2N/fp1wuk8/n+eijjzg+PmZqaoqVlSX29vbIF7IqO3Uch8uXL5NKpdjc3CSbzXLp0iW2trao1WqsrKxwdHSUlKOe6gbLG1KW49JDU7qW53JZGo0GBwcHzMzMsL6+zv279xn2+/h+qGSIoedTKpXY398XWJ4hTql6vS44mf2+UhFVqlVGwz5hGDIzM0OhUFBjQJeWlx/BE6U/p+M4rK2tMRiL5o3jBMzMzLC3t0cmI6gQ+/v7woxZ2cCNOTo6IggCpS2X3E2pYBCT9YSbkhxyJucqSRggjoU6QqqBojjASadZXl6m3++zsbFBr91ieXkZgJOTE6bqVdHEM+HkpEWj0aCQ4KYi4H2ykfDHOdF83PeerqfrZ63Hrd8ml8DlpXFNhukZMRlSwl/yvjQT+t1ffu/Jicl1OD/BTk5OmJqaYnNzk4ODA5GtVCp86UtfSrrcurqJJV3m5s2bnJ6eEgQB09PTrK+vk81mOT09pdFoqLG1AJZl8fDhQzRNY25ujq2tLWUVJzOu3d1dtre3k3K7TBgKQrqk/TiOQ6fT4fDwUA01cxyHMAhIJ85CjuOQzwhyvTQMlrSecrmsnn+z3VINlLOzM2V2KrOpIAi4c+eOCmKSTuS6LuVyWXXie72eghQKhYLiiabTaZaWhLt0sVikUqlQLBaFIqnVUocGwGg04uTkhIODA6WFl+Ms8vk8gLJ3s22bdDqtmAKZTEZtRvm+nJ2dKX8AKQPVdSgWi0rnLmlYf501ueGBp931p+szrUnzF4AoCoiiAMuCSiXH/MIs8wuzTM/U6fW6tFpNTk9PODn5HNCKhDltkcPDQ1544QU1XiEMQy5fvswbb7whBp7NzlKv19nY2FCu5ZVKhbRjcXp6Sr/fV2WppmmKsS9xh2q1yv7+PqZpcvnyZTX0S5jiDtQIzX6/z8nJiXr8YrGYqH68R9zOx+OxcBXKFem2e2Leea9HvV7n7OyMTCaj+JaD8Yjw7Iz61BSmZVGt1xh7Lt7YfcQAVWaTknwum02yiy09KoMgwMmkKZfLnJ42uHv3rnp9MkhL05FSqaSc5EFk9HJiZKFQIAjFVEg5a0i6sEumwHg8Vgoi6RovA61uiHK/0Wgov009FgatYRgK/01DE3NR/BrT0yXSmQLDoa/ggVTK+cRN8vc9w/y8P8ef9/N70q9fHrYf9zziOMI0NHxfzC0XE19N0mkHyyoTxxoNs4E79hXr5kkuHeD09FQ1K+7du4dt26q8lCagmUyGcrnMxYsXmZub4+HDh/zwhz+k3W5zdHREp9Om2Wywv7/H2dkpuq5RKOTJ5bL4vke1WkHTYGFhnigK2d3dYXFxIVGouGxtbTEajbh+/TqXL19mPB4rOeL29rZyIZfSKKmq6Xa7pGwH27RU53kwGAAoVY+k5kiMT3Ip5+fnqU2JMn1paYlKpaII8K1Wi+FwyNramupmO47oRKdSKRW0HMfh0qVLCoOUlKnV1VUuXryI53msrq6qJtD5nPZzRyHhTJQlnU7/1IfjOERRpOz8i8UigDJclVJOySG1bZtSqcTCwoLKlmWm3u/3GQwCxmNRgssD5el6un7eazJYPh44Pd8ljALC0Gc8HjIcDhLJcYxtmywsTLOwOMfK6hJXrl76RT/1R5YJ8MILL/DgwQM0TePy5cu89dZbakbM3Nyc0mI/ePBAldCvvPIK7Xab6ek6H956HxDYo6ZpHBwccHx8zNLSEktLSzQaDU5PT6lUKti2zc7ODt1ul+3tbWxbZDelUol6vZ7c9GYyS2iX/f19cvkMlmUxGPTVHBzpLJ7P5tUsm6OTY6rVKocHB6QzGdH48ATXs1afwk9G40bEtLsdcsWCGogmDwdJmZImvNLhXA6ilyN3+/0+biCytH5faNLllE1ZXj/zzDOk02nm5uaIooh8Po/neWpOuuyWV6rVR1xYpA2b1KQXi0WGQ+HJmc1mWVpaIp/P0263xe8bBoapK8qSMB22VNa6tbUlpJS5vMgqhyKzdRwd1xWn/CetyXL8cRzq8VL987g+LcN60s//P/cMU67Hg6b8fzmpVe5hWUmJvTUiDOPE/StFOv3J1dDPe+kggpVhGDx8+FCVus1mkz/4gz/g/v37aojR0tISti3Mfaemprh+/TrpdJpXXnmFcrmsRixIjKzRaKiRusfHx6rbm0qlKBaLYpKk52EYBrWa8KLsdrucnZ0JL8taTXTcE14niE6aNNjN5/PMz8+rQBaH58FNOq0HgeAelstlxYkEFIVBktWlmYhpmkxPT6ugJIOxaZpqlrjkQZqmqXiRq6urLC8vMzU1RT4vuuYfffSRMlSWZsrFYlENVavVahQKBaFgSDTvcRwrbLHT6dButxUOube3R6PRUM9BEtvlBD6ZcaZSKVUZlMtlWi0x70fOdpaWb2HIUwzz6fq5r0/aJ6IqQ31AlLgZhfiBx3A0YDweMhoNGA77DIf9X9jz/rhlApyeNCgUi1imw/def53rV29wenbG3u4BH925w1RtmnsP7nLj2jMsLC5iWynS2RRarHPQOWB1dZEbzz7HKMEspYel46RoNptqEFq7LUbcTk1N0W63qdVqdDpt0qkcR0cHaFpMOi2C14OH9/DcgHKlSKvVwjRNisUCZ62m6tiXa1VOG2dk8zniMKJUKTMaDSgUSvQGXer1q4y9EZppoGkxU1NTdLotapUqlmWwtbVDHIdkMjmGwz56aBOEMZ1OhxiYn59PnNN90cgxjGQGSfCISYh0IsrlcgyHQ9bX19E0jTfffJOXXnpJlfrD4VCV4tVqVeG8JI8jp0/KhlMYhkoPLptJlmWphk4YhlSrVU6ODlUTaDzoExULTE9XqFUrRFGIrsXs7u4KypIuNm+73cb3/b9W0Pv7k2EKC7G/+een60mudDr9yJ4HHQ0dYo0ojKnVppRHxJOe2WcCHB4fE2sxX3jxRf7jt/4ji4sr/Nf/5Ld58ydvsrq+xvHhMQtLy6SzWQ6OjikVSqQyKbY2tkhncszMLjJ2h5wcHZPNF/nJT35CrlDg8PiUfD7LSy+9zNbWFtvb21y9ehUthiuXBE65ubmJZWrMTM+psng07HF60iKIIjrdkMWVZTFArT8kXyiybIku8WA8plIq4w9G6KbO0soiQ3fIaOhipSw2tzdYXJrHHbm47ihRx1S5/+Auug5T9Sqj4ZB0KkutPs1o5GLaDnEYUZuaFkHNMBmNRuTzeTY2NoTEM8xRr9cZdzqUi4Wku2fg+y62bWJZBrOz0wwGPW7dep9qtcrly5cVv1RkgDHj8QjTFGU5gGXqQEy/16HTbqoBcuPRgDDwMA0DxzYx9BS+lxHlvW7Q7XYYDnpC0pp2GI9GaESkLBvHMkhZNksLc7RaLf7sz/5UUY4ymUySrY8pl8tksw6+H6sMVropSbjg4/iAfzeZ5mfhGeposQzYHx8QDc1M/ob+sZ+jT/n7P/9M+rPxLCPtk6PIpz177VP+vCSQS+rbeDxWIhExvPD8708epOrxdU09B/V9YvH2aFqiRHNJp7MEQUQcRRiGxXjsJfsQUqkMqVSGz3qtPuvSAWzHwXN9ZmZn+d997et0ul1Ojk+pVKv8+K9+gmlZDPpDDg4PicKYTDbLVH0a23GINRgMRvS6AzTdpFAs82u/9mv0eoOEbmNx69YtyuUyqVRKWci5rsvJyQmaptFuntFqnOJ6I3L5jGqYlMsloiii1+uJAWGRULxsbG3SG/Q5PD5m7Llk8zmG7pjBWHSz07kU/eGAbk8YWqyvr+L7PicnR0RBiK5Do9Fgf3+XbreLk06hmxaWI5zSLcdW/EnZ8Eqn0+RyOeUS5Pu+Gn4m5YbSPUhOlFxcXOSZZ57h9PSU7e1tdnZ21HTNVqulflY2tCZn8kx+dDodpfABYZZydnaWzEpymJmaolwoqtEe/U6bQbfHcDjEdX2KpXwyprSuZgYVi0VmZmbEmAvg8PCQra09VdbL0z6bzT6hrfk3Xfrf8vPT9WlL0tfkFFTZ4JRwmlyfdrD8rO9L74rJZmcmkyGTyZHJ5NAw0DCScTHm3+lr+5suE2BlZYXd3V0ALl++zI9+9CPlZzk5REuaSEjqzXg8JpPNMDMzQ6vVUBZt+81T6tNTPPvss3z00UcqEDz33HOMRiN2t3eUdLHf75PO5hm5Po2zFnGkUaqUKZZLuL6nAOBWq8Xx8bHSg2cywlDCdz1cTXAV5RCzwWioZoRvb2/jJSV0Np/DMAxKpRKFQgHf9+n1BnS7XXRd8EWlBvu8PECVy7JpMxlMQZzAsqSQm0p2reWMIEBZtHU6HXzfV8FKUrIymQzValUZc8h55vLQkJQKTdOo1WpqI5crFTzPUZmh/B35kUqlkoCbVdSmUqlEtVqk3xea9WazqVgGMqOU7/Pfj/VJmcfnBTL4+7kk/OR5nupBSOZIJpMhisNP7II//rXHvy+sBk00zUDTIrTEdtAwDHTNPP/56Mm/jyagKD39fp/19XXm5+eJokgZb0gliiRndzodBoMBg8GAUrmoAunbb78NwMbGBs8//zxLC4s8ePAA3TLY39+nUMireeOy+dLpdFhcXEwoLyJ4ZRuCuymbOdlCXrkjjcdjVlZWVDNHEs+L+YLy1UQXzkiy0yYJ+dJ04lHvTZ3j42MMw1JKIPlaZdCSNmmTc3fkJprUvEr7Ofk3ZLZ45coVRUTXNE3Zu0lupTTb8H1hcyWbNpZlqYOq2+2qIXFTU1OUy2V836fb7STiAKEvF0FfVxtOBFUR9NJpk8VFMR5DBnvJOpBzkCQ7QiorJkvyz+eSpfXPvpk+OfOJRXn4OV6fmrl9yvP/VJbApxwoUnk2KY+V+//xx//bBE7ZTA3DkDCI0DQxKC3wIyLdVw5jnwes3ASoVMTcb6mMmZqawrIstre3lenDcDhUI15lkJIvJCLGcmy2t7cpFAq89tpr6LrO3t4eFy5c4O7dj9B1ne3tbaIoYmVlBdu2efjwIdl8TpWzlmOrUjWOYzTToJQvsbe3R6/XI0z4iDrQabUEN3RqGj2KaTTbSbZVI+f7HB4eMk7kkGL0QwvXD6jVaui64C7m8nkuXLzIBx/cRsJzk2qaOI4VlifHAEvfTKkWksYY0q9TZrbSxk7OJ5fjNqQ5iGVZ6udXVlZIpVJKeik777KRA4J3Ku3xRqORCnTS4SiddpKmkI4YuSteTxxDnBDjTTNLLpdiOLQTQwMx4XIwGKjnJKlOhmEo1dTfj274k8RRPwcr/oRg8hkvTRAESq4sx8hIjnMURepvi33y0//+uK+pf2uxcuWSHzIYi4RCTJ+UuvMnvUxAuYgbhsHp6akat1utVtna2mJqakoFDJk9yVENsuzc2HjAzMwMrusqHXfaSamRFKZpMjc3x97eHkdHR0xPTysnHuXwU8grvXUQBARxpKzNoiji9PSUS5cuKWllt9vF0DUCP1AcUEAZ8I5GIzUCozfo4wW+KpVLpRK24zAajZienlWvRxlYJFJQWYJMuqPLkl0GF3lNZAYprfTl35pUJ0hqkcxMDcPg+PiY8XisAqj8XQmwy+sn+ZUyGxfaWyG1FAbF4gALgkdvfvm8B4MBpZKYUikhFUn1kgG+WCwyGAzEaIswpFar4Lr+z38n/hzXJ9JaNIjjT9bSP+nM5pMPLD0JJJ9M3fnE9dcw/2i328oEW1ZP0jHr8db13yjLjCCONfERydejEYXg+4GaPCCz0Cdt9GICSqIoXX3kRZmenmZzc5N+X3Cf8vm8Kj9lp8wwDA4PD3nw4AFrF9Y5PDzkg1u3KBQKzMzN8p3v/gWDnpASXr12hXQuy4O79zg9PWVxcRHDMFheXVWDwsZjF9O2WVxcpNNtk0qlxNyaxGU9l81SKhXI5/OEgSfK7WqdWrWmpIuaaVB2q2hmMugrsXSzLIvhaISbuKD4iSv6s89+ARCBRRoeF4tFRa41TfORJo88WdPptAru8nQUo4Yt5V8pS3GZRcuAKvFCx3HY3d1VcIfM6CSwPhqNVBkvSyN5wEmHKVMX3V5dzyXEX/+RCiAMQ9LpdDI07vwxpEen49j4vijbZfNJYri93uAXUJJ/tgZM/Clt3r9Oyf1J8NjPO17q8ee7AaVpGru7uxQKBVZWVlRfQXbNdf2nu+SP//uTvh+EEUEYYcYRYRyhoxNGAWPPxfdCNB3iSMcP/CduSWgCinD+3nvvsbCwwOLiIh988AGvvPIK8/PzqikhjTTm5ubUbO9ut6ssl+r1OpVKhY2NB1y8eBEjGd/w4w1huLG1tYXruqyvr9NoNHj48CE3btxQ3ETZCS6USlQqFY6ODzk+PmZzc1MFi62tDa5du0aj0SCXy9FudwW+1x2ozm+kwc7ODr7vM7+4QCol+KCWbVOpVJRKKJfLsbi4jOeJ8jqTyahsTHp9ykA5Go2UekYeFJKgf57hWT+lAZdO7lK9I92JANWAkSbHcoaRDJKO4+A4jsJMpbmz67pqJlAUhYwGA8KwipmMopDYpSxrRqMB5XJOlfei/BZD5IbDoZgkmRyY0pW+Uqkoi72pqalf+Mb8my1JE/rbrc9BL+FzvWRS5Loua2urmKapKp+flb3+TTrmcu/ruomhx2iaIaCkSDYvUTCX7H08qWUCCtz/4he/SKVS4d69e0qpMxwOqVarZDIZUqkUtm3TbDaV5dr+wR7pbJaLl9ZZXFlOsDVbDAkrFklnMpSrFRYXF8nlcnQ6HX7zN3+Tn/zkJ3zrW98iWxAT4ubmFvDDmFRGYHLf+c53lKxwOBokHW0xHfH44JB0RtB7dAxMO4VlOeSKJYaux3A4plqt46QyEOsMB2MKxbLidOWKJUrVGq1Wiw8+vM3lC5eV47y0k7pz545S4oDAEKXqSFq9SfNeEFSfXC5Hv99X1mnSAMRxHI6Pj1VD5+zsjNFopFyNpG1VpVKhXC5zcnKiMEqA9957T3mSSr/NYrGostv8BC3DNPUElBdRIAhEdjkc+gpfFaNAQsU0kJDDJAldQiFSq57P57Esg/FYqKhM01T47qetT795xGeZpX/c70ncGFAVkJjGKYQF8WMY3qOP9aiX52T2HccxlmkQJiWfxNDgfBxIHEcK35XMCZmJS/K//D3JUpgsH2WTRDZNpAorjmPCIMAwJEYXf+y1cpyUkunKx5ev3zAMLNtRarHJvy+TkPF4pPBv0zR5+PChcgjzPA/TejRDfPxDVjSVSoUwFElEsZin1xskVZMx8bwf/Syuzfnjy305+T5HcUyuUMR1A9zAo1Sy2do84p2b71EuV+mPxo8kL09ymSAynFQqpbINOZtHDAgLFU9Q4ghyBGwcx7jeGNcX/pODgcjySqUSqVSKo6MjTk5O1FCwOAr5lV/5FTULJ4oibMthfmVRNYSmpqZ4//0NQIx6CIKACxcucHh4SKsl8EW0SM3objbalKspbDulNrplWeTyeayk2205tprBYxiGmiRpWRZXr17lrZ+8xQsvvMCFCxfY3Nzk+PhYzQGSqqV0Oq2mTMruuSzVhUt7Sl0fmSFqmqZKeDlgTmZ+sjM+OdxMBmLBr0ypG3J5eVl5YEoLOhm4Pc9lamoKx7GTxpLO5JxnYKK7GanAMYkJScmk7OqLG19XGW6322U0GhFFjsqS5YaXnNSPW5MB6pNWFP20WmiSAC3xXIkby2mXIusIPzbTefzx5M/Ig0H+f0iMFpyb2cZxRByLMlzTdExTIwikbJUkgJJcuxjPc7FtB00TTQyxz2LiWDQrDENPGhdaEjgiQJL9NTTdeCRQPv68JV4ur7sMtDJ4mqbJ2DvHzycPClkuFwp5NA3lhyCrJFVWh4++f5PXR/47lUolvGo9MdAWQok4jhl7wSPv2ePv4SetWIMojBgORwyHY1zXZzzy2djY4uTkjEqlxqA/SvZfRDrzZLXkJsDDhw+5fPmyalbMzc0xPz+vyswPP/wwGXM7VJtWNjo8zyNMmjIPHjygXq/j+64iRc/MzPD+B+8B8OUXfpULFy+KMnE85pVXXhHekJ02M7Pzwrz46BDdNPjSq79MuVjg8PBQzepunTVIp9PsDnpUKhV8dyxoSPke5bJNmGwiJ5XCTkrTTq/L9OwMjUaD/mhINp2nUCiomUO2bfPcc88BApqoVCr0ej3K5TK7u7vMzs4qOEDXdTU7OZ1Oqw3V6XQUe0BucNkRl39DlvPD4ZBMJqOuJ6DI64BqtshGjByKlk6nVSZ4enqqbOOq1UrSvffU3zTN8yCmaRqptK0C5uQNJaGD4XCo6FLyNT0eWGRza5KgL8H/xzGsyZv/Z2VNj6/Jvzn5ODJgyucivgeSkhUEQVKMP0ZxeSw7jTWpLtEIY/F9eWAYlplcF4Mw9AnDgDgOMQxxLWVjJQwjgkCY3UZRQBBE+L5LHOsYhoamxcn7EAIRluVgWYIiI7O9OCYJqKEiYT9+4DweNOV8J3mwysNOzraPY22irH00W42iiMFg+AizQ75/Qmqo41iPuu4/nmGenp4qL1hxDQL29/eZnZ0V7/1jZPLHZbQf97omqxnLdAh9D9BVQtPv94miiHKpys7OLr1eN0kuqp+2lX6uS9GKJLt+kkc4lLNgEhmULAXkuAVZjiwvL6vS1fM8zs5OsSyLYi5PGIpZwo4jaC9iKmRL4ZWu5zNdrbK1uUOr1eILX/gClWqJVqvF2ckxuVyOqakpWq0GMzMz5AvCzGJrawOimDBGlStSpSIJ6Olshm6/p7iEhucqSoTMiCX1JwgCZW4xHA65ePEiCwsLtNttNbpXjp6Y5JJKMq/MIFVzKdGNA8rDU5LaJR4pMzp50k9mEfI9kMFZQgapVErRjTzP4/DwkGw6TRB4E5QlU72PMsjLgClvKJnpyhJuskOvaF3JhrZtW2XW8vXIkl0G4E8D+D9tTd5kkze7vO5yyRtdvj7bttG1n33Di+drommPZk0i2IqS29bEYYGmEfgwHrtJ1h0oTm4YSK9UAXOIDxE0o3CUVBExnhdM+J6Cnzx3XTPBiokiXR2Iphmj6YBmoMuw/zHcRgkHySUbi3LfeWPvEbGCbNjJr8lDOggCBoMBw+FQYd2+72Ob+iPBbPI5aJrGwsK88sCVwotOp4NlWUxPTwsR6mNB8vH38+NWHCftOFPD1mxAJ45A0wwqlRrtluA/5/Pn/O1P8279eS8TUOMsr127xvz8vNI7p1IpFRTlxpUlmNI/J3zCwXDI1PQ0hUKBbFZYpuVLRTa2tyiVSnQ6HR4+fMhrr73G3bt3yefzvPX223zlK79GPlfk+PSM1fU1Xnz5JeJInGArS4s0m03GgyGj/kCVo4VcPpE46tRqojvupDIJjuMnJ65JvlBkPPbo9MSsosHI5WD/iCjWmJmZIZ3JQRTjBiNmZmYUNvjRRx/x3nvvUalUmJqaSizc+qoRA6guN0ChUFCHiSSaywbLZLNGDpSTbkqPY4aO46hSW2afkuYjH0uWYRKniuOITqcDCDnmJEYmiezDUf+RQCEzFPm3ZfboOI7KYoDkeWsqWZtkA8ifsyxLkfDh47XEnzY3KI4R8jd1o0ZEYUQYJjw8RGZErON7HuPROY6azRho+uMBE3VAiNd8DkFMvn4ZdMNIx7BF5uX5AUPXEwEzjAjic7zy/BpG+EFIGEbEaPiej2ZamJqOH8Wo0dlhhB+JQy+IhaVEGEOYyKjjKMaINCxTQ4/1R7L/yb9nmVaSzZ7PqxeZZozv+fh+qH5XZuGadi6uyGbzZLNphsMxp6cNzs6alMtV8vkcnudDFCS/82ignORCyukJr7/+OoeHhwyHYgDgs88+y7Ubz6Ilh9bHBUyJ+378mw+uG2DaJrphEusx6bROvlAgiEL2Dg7odvoUijliDc6azU/cSz/vZYK4EXq9Hum0cBB/77332NzcVJ1g4UU5UBLJRqNBu90WXEXT5OzsjLEnaC/ZbJZKpcJgMCAMQzFh8eSIbDbLjRs3qFTEbPFut6uULX/653+G4wit9sOHD5mbmWVmZoaFhQViIvZ3djk5OeHk9IhCMUe5LLiHfiDc0tvtNtXajMAuczlVFp/LN7OKdC4zpSAIOD09pd1ukzItvvWtb3FycsILL7ygHOKlu7nMpidnhsvvO44jnJ6S4CQ3tWyogCi5ZCdajtyVKiRZbg0GAxWQZYkmm2zyAEun04BQR0lsuVQqJsH8XMaYz5+bEdu2DlomufnO5ZJwHtRc11Xlv8xc5M9Irq0qfycOTlkePt6sgZ8uvz5p6Zqpfkc+PxnQZLYk3zNJ7JfYcDabR38sQ5qUhUZRhBv5aj9MjhcOw5AwjnCDGMs7z+zDIBKKEyJ8AnwvUNdDZuiBH6rXHoWx+NDE5zhKDolYIwwjDD0mDMRjib8do2kQR+Lve26IqZ03ox6/dt2up17XZIUiMW47nXkErxaHakKpS7Jox0Ep44STmIOmicc0MECLfirYyYCt6zpTU1OqbyArnOFwmNgtWj/zvX/88SaXzDAFRCGxU4hCCMOY4VDwqONIwzRs0unUz8TLf1HLBFSa3Wq1VANgd3eXwWDAiy++qBQtInvM0mw2GQwGTE9PYzrie5VKhaOjI4Eh2qaauxNFEYeHhzz77LM898Lz3H+4pXwyb9y4wcHBAXEcM7+4SCaTY3FxkQtr6+zsCnej5ZUlbMOk3W4yHPTod3uqITLo9jg7bVOqzhEEAel0Wui9A5/uWQ/NEHzRTIIv2rZNuVzGMAy2trY4OjoSUzHTGb761a+i6zrtdpvvfve7rKysqENClvmTgPnkTB0Z9AzDEGN7+30qlQrD4ZBer6ewIrnR5f/Lf0vT4Un8RuLHvV6PlZUVms0m7XZbHWIymzw9PaVUKACRolwYhqaC63gcYDuypH201JVL2s9NNnRksIrj+BEqh8yOJ8cdT/I0JzOTn3Wj/PR6FDOdxMflDSKzQxncpXLKtlOks/lHyNOPZ5NKCBEEExnYeZAXmKMgTIsgoQG6cM6JQ/VY8vqAEAfIJmIUicfw/VAdyI5jJNmVKNPBwzDONdcSf4wCjzjyMTUULCIPJPk8B4OBUnrJ1zeZUcb6OYUMwDQ1dB1GI1GCCxqQoL4tLU2rpqLriutsWD+bZyux9PX1daanpzEMGI08BUGl02n88Kct/z7ufX8co5ZrcrS2rhuEodhnmUyG5aVVNQQtlYIogm9/6//1Kfvp57dMgFQ2zdnGA965+S4z87OsXVxnY3uTW++/j5OyieKQIBSyyEq1jKZpaihZrEOr3eDK9YtsbW8wGpchFnQY3/d5/vnnma7VmZmdotVqq5nn2Vya6zeu8tGde2xtbVCbnmJldYn5+XkarTMq1SoaEUfHx3T7PSINgjDm8PiImalpLEsI8z1vpLryspQdjoUuXjRFqhwk5r2lUgld1zk6POL9Wx9Qq1T5zW/8BoPBUNGnrl7PsbO3z8X1NY6Pj1XnXNKqJF4qh40NBgO6/YEKxNvb28pwuNFo0Gw2Vcaay+VU4JRSRBmAfd9LcOMB3W6Per0GwNnZKUtLy9Rq1WS20ZjhcMRoNMSyxKlr2+f2ZboulFuZbAoNncGwRxCa6LqUnMVI3qKOAfokBnlOvBfZVoSmget6WJZJHMNoNCSKpAY4VkFN0wR/brJTq0B969EM5NGlIXjbIlCFMfhRjBdGuEFIECbBD+nEHRKh4UcxUeDT6Q3QLAdi/aeC7mT5PeniLaANA12XMMDHd+nl7wCPeKDK/5c3/WQ2LA8XlYkmWa3MDOF8RLHo8o9JWTq6pBbpBpppYSRBMwYON7eY1g3sTBZDhzCKiSNBD9MMnTiKidGIQwjjiCjUCaKQdrtNs9kUY1Zc8TwyWYdUOksQhkSxRi6fwx27EMeJ29pEdjtxPSq1mqiYdAGLxJpBuZBlNArRk4NYQ0eopsRn+f+iuRUlX3/0c6SBpsWMPR8iSKVkYyygXC7xzLOXCEMRKP0AzEf7S7/wZQLML81wf+MO27tb5ApZMrk0UzN1LgeXqU5VabVajLwRH350m//uv/sdfvSjH6EbGuVKiYdbD5mZmcJ1R7z6Sy/z8OEmnVab69ef4fvfex1CyOUKmEYKyzA53D9g/2CX4bDP9HSVP//2Jts7G1gpi6985ZexMia25jAYDllfX6PZaNBst7i/sck773/A4sIcnh/SarWoFEuUa9OEccS9B3cxTZNSr0StViMMfUajAVtbgvS+u73J22+/zdWrV4njmMWFOb74/AsARLFBJl8lnSmwu3fAxqaYWvnSSy+pslreaAC6aZJPeJB2KoXremqg2a/92q+p8Ru+7zM/P49lWcqwV9qrDQYD4jimWq1iORapjE0ca6Q1h2K5lGQ2AQuLc5yenlCtlbFti3angTsak04LnLTbblKpFhB6W41Yj/EjnyAOSdsCJNfREtPDmHOCdwSxkKZZlo2m6QR+hOf5xJGOYWromkkY+Th2Wvx+rJPL5SHW1f+Lct0jJlREYxEgBOEYUHADnAdRRX0BDDOVZH7nIwpcL2A09pLMMCRGkPFdz2U0dNF1gdH6QUxvcP4efVw26/ki2MW6oRpGMsMHFJwisz7x/HTCMFANQ1n+uq6vDhQ5UypfLHDWPKVer2OnCnS7fSGv1jXslIOG6FDH6I9AHpYtICRv1CUiIpMv0O0NiHSD0PfJ5wqcNRvsHB0z8APMTIZiIUPf89B1yFgmo5FLHGtYpo2fBDTRRzLI5kscHp/R6g2YnS3SaWv0R2Cm83QaDaqWztADTTfQEZ6VsXpXUFLwWBNqOckWMCyHKNboDsRhYsQRj/qMxmiqiRUTR8HP/L4egx/HGI7AcYMoQNcNipUctz/8AN2AOIrQ9JiIGD/4ZBnrz3uZAM994Tm6gy6////7Q/7n/8f/zL/47/97/MBl7I34zne/jWXYybiGNq1Wi+XlRe7cucPe3h5zc3PoesTGxkNKzxd57rlnePvtm2xsbGBZDvl8EdO0WViYI5cTdB4xgOxi4lQ+EtmJDpVahUwmzWA85LR5xv7RgRgZe3TM0B3zwgsvCCJ1r0sQxmQyOYIIdnd28PyQTqdDoVDgxo0bygX95ORE8Uy//OUvq5EQlmXR6XRIZ5uk82WOT84A6I+GbGxs0Gg0qFQq1Ot1+v2+wn9KiVJITrUUfpGaKpOCICCfz7OyskKn01F6dmmbJnFK2fluNhtU6zWFDWazOTVnSJ74rusyHA5Jp9OsrKzQ73Q5OjoiDEPm5mZot9tYlqE8BLO5zCP44uMqGC2eCJroaDEiCBIln4XKIo7jJDiivv5TnxEBJ0ZPgpVBHNkTpe35Omf8TNBe0BkMx4RoCVUnIAxEGe0FIV7S1IiT7HU0chm7AtMzk0Do+vFPZbWTlCiZ0UVRRBSCaZwHR4k5T9KX5M/Lf09+HXiEtG/bqUQi66mKQZb+EuYgPm/KSJ6u5OqmHIu0Y6JrMYPhGC8MiD2fcrWMH8LO3gHt/gDDSdHsdLBSKSzpHIRGKpMGP8a2NVwthWEkTTodwhAltY3jcz7seVmcyD5jiLQIPRaqJwONSIvR43OubRzHYOhJs0pDn3hro1iaanz8h9gHP+N7moA9tMhIfKOEmYdGjBZHxKH4vtiLsYiwT3CZAC+/9CLZTJ7/8Hu/z5tvvslbL77Is88+y82bN3n33Xd57pnnxWbtixEU09PTPHjwgJ2dLcb+kOeffxZ0lHxqfX1dKFqOzzg6OmJ9fVWpfI6Pj8lms6ysrNBoNGi1OuRyBV568WU0Ted/+99+DzcQXfg33vgJmqbx0gtfELN1TEFruHJhPaEvnZHO5tF1nRdffIEoitja2uLmzZu4rsvzzz+vSl8JdMubxEmMN05OTlhK53BsEydl4fuuovuEccTx6QmGZdFstwFYKBYJw5DBaAgjMG0LM/HSDIKARqOhFD3K7zOd5uTkRAVqOcVR6sNFl/pRJ6N0Oo2ZUH8qlQo7OzuqKZMrFsgOB4LWMTdLs9nENHVyuZxwTs/kiMIYLxKBRU+05sn2V8Y254EzFqC/njQjCJPsQnz90+wkJ9UXkxmkrj/aOZ3kSsZxTBxpgjiuaRgJgVsSwidt9Hx/kGCIAi+UN7zMBiczxkmnG4nVTvJEZbCTeLHE7KWcdPJ1TEpGJ3mgkwwDTdMS3FJLMExPqakkm0E2qJyUwPvRImJCDMNMWAYuYeARo+Nk0vR6PZx0it5gRLPZJorO/85oNKKYyxIEAgbIpm0CP8CILXQtwNCFmi2OYvQIDC1CjwIIwNAjwUaIfAxCCMEwIA4DiGN0TRi96UmZrCcKHQ3ZpJL75XxDhBp4mkas/eyg+EkmzhqAH6PJRlgMpq5hRBpa8qHHuqhgEIfAk1wmwO3bd0mn0/zWb/0Wr7/+On/4h3/IhQsXFHk9kxJzr0EYdcgxtJqmcXh4SCpl8/Irv4SORi5XwHHOVTHtJNAMBj329/cJgpDpqVmq1TqNRotCocBLv/Uqtz+6w1/+4PsAfOGlF7l48SK/8Ru/wcWLF0mZFv/pP/0nlmbnmZ6eJpPJUKvVsHWD7d19phcWyefFRMRnn31WDU0bDAa8++67araOYRhcv36dYhL0ZmdnaXf7PHz4kOm5WfL5rAL2hbKoxcsvv0yjccYHHwjM8+TslFqtRtbMcXJyQq/XI2WLoW75fF4NIxuPx4r/WKvV1CA4qZqR7u0SA5TEc3mj6bqOk/DPymXhEqVcnXI5Ll26lDQ/fGZmZojjUNm9SY6mDti2lQSYn623jjU+NjtT3//Epk18nkkl6/Gu+XmT4lGSu1hCWqclgU78XU1l48J+bqS6/NIlB867ypZ5/rPy8eV1jONYwSqPyxMB1dCTwXYy0MqsUr7+yS7+ZONsNHRBixJIw1P0L/k7uVxOvafCGAUcxxKVRsrBG0cQh2po3elZg0ajxcj1RfYahVSrdSzTEb6wCW3Nc108T0ePAsIghkBgyYQRURyJTDDyMeKAOAqxDbELTC3CNjW0yMc0DALiBNtOgqYmPDLF11CYNbE2sZeSfaKJXRWK6Sr8TccpGTGYok+fQERCHWVoOnoSQXVNI44NImIM7XNQkmuagecFvPrql7h9+yPee/sd/v2/+9/41V/9VU6Oz+h225RKBVKWrZzVj44OKBQKLNaXOT4+5eHDTS5duEixWKTd7lKtiibF97//fXK5DJcuXVBdNU1DBdPZmXlu3nyfTK7Ar//6N/hH/+gfYToiC5idneX4+JjQdVlZWWHcG7C5uUk5n8P3fW7dukWhVEHXTHK5Apom+IrNZjuRFK5y9ep12u02Jycn/Mmf/Ak3b37A9PQ0165dY319nfX1adrdLmHos7+/i6bFXL52mb/8y7+k0Wrx6pde4Nvf/hGHxyfMzy+ws7dPsVyhNlWl2e6g64YC9lOplJo0KdURmiZmlqytrVEul9WYiqmpKdVUME0DHQNDNyDSGA9dLGNEyk6TSeuMhoi5Q9UpNE2jWBS0qrOzMw4O98jk0miajmaYaIaJrhsYRqIltiwC6fAiy+jE3See0PhqmtD5ihtCSvvEzfMo/P/Ta7KpM3lDnT/2oxxD4onARKKL9kUmNhqO1fd0/ZyAL5osj6W6sX4OIcTntKrJ4CkVLjKQyqxSckllt1f+Dpx32QEVoCeD6WQ2ahgGZvK7lmFjJeW+FuuMx8IyMJdJJw3CPqPxUIkdNGLCwCf0XKwEEz0+Pubw8JBcocjYExVLsVwS8mRd7CXHNCmVSgIKCUNMXcfQIdLBNDTRbAkiNANSjolpaMShCI5RHGFq4NgmWhRiaHri5iT1UhpEyeGlQEzUfpl0fooRTktmDGZEcvLqf6PPOjo6Gpo6lHRMDUxNhFE9FpR+TYvQgTj+ZE7vz3uZANPT00RRxN7eHl/84he5f+cu3/ve97h27RqHh4cQh7z00ktYuuBeXb58mR//+Mc8ePCAUrXCv/gX/4I//tM/4Y/u3OW3fuu3uHp1jeEw5s6dO8RxyO3bt1lbW1FUkO3tbU5OTmh3mnS6XcqlKv/yf/ofKRRTRDGcnHU4OT1SYxmKmZywQEuSnj/90z/lC1/4Ao7jcPfuXQrVaTRNZCXVapUoEv590j28WCxy6dIlnn/+ed5++21+9KMf8cYbb/Dtb3+bV157jdX1Nex0Ct3QSKUd1tfXefDggRjKpkN/OGAwGhJqgqbUarUEwG/bpDIZTF04/0hDjUnZoORVRlFEqVTCNE1arRa3bt1C08Qc+OFwoMpCiYNKf06Be+UUjCBt36TlXr02TRSGWLaufl/XwTTtpAvrJ4XPRNCTTRv5vxMZ1OT/y699Ko9Sf5TwLDl1cj0+9yUKpUomwI9Euet6nsL/pDMNSCMRPQmc8SOZ4CQZfxKznBQLyNJaNlskjihLd8uy6PU76ucU1pkExslRypOUqUduIsNWX7dMJxkJoif0IkcM+Qq8pOHkJq5SZkKhCdE1MRXU9QKODo9VCe66LmdnZ5SrAjePDR3PDej3B2rgnRYGAuuLzzX1cRyqkl/Ick2iSGSwxDGGqZFOO8S6aL3E+nnpLI5LTWR7igJlKrwZbeK91UCLY8xYU3gnH/NZ4LhyAzz2GYiJBA4qSh0iDWLNIIxjgigSTIBY7qvPgR/mw4ebVCoV8vk8X/3qV+m22vz+7/8+P/nJT4QV25nA33xFLhVyq+Goj+d5dLtd/un//p/x4P59vvvd1zk8POarX32VpaUFSqWSskGTjj1RFHFwcCBkiOMR/+f/0++g6yZ/9VfvYds2M/NzxJEo91fXljnc2aNSrrL14IHiRWqaRqNxqjZ1PplpHsYxURxTSKg8QII5jrBTKWbn5/n1b3yDYrHIf/gP/4Ef//jH3L1/h5WVFZ7/4hcYDIacNs6INXDSGbZ2W4xcj3Q2x87uPplcnma7Q6vTxQ8jXNfHyWWUZZzkSkrqkTQqkTd1rVYjnU6zvb1Nv99PMhMD4pjQ9/E5L2Fls0dxHokJonNeoK7rOGmhI7ctG+nMZJqm6C4mul/ByYweAepVswcEpqZPNEqS3awnmeGn+UmGE/5oMkMFkHvbUH9IJ4pigjDAD0QzR1wXwfU7NwGR9mF+UpobwhQ5TjA4dKIoVDfPZHdcBq5JWEGW3IDCJSc/T/6OfDyJferJYSgH0k2ammiaYBJYlhAs+H6gmkdhGChhQ6vVR0+4sfl8lmw2LfT9oai0MnaaYqFAGIPlpJidX+DkTPgFzM0tkM0IqCeTcpSIoNfrYZkmtmkSBi5RHOMHEYYZEwQRQRRjmDqGZWHaNmEsiGQREbppY1uieROhEWrnjT0RlCZLb504ks2biewyjkGL0WIwg/iTJyo9Rtn6qf2jibI/ikHXI8AgQMMD3DjGSPo98uNJLhNgfX2dt956i9XVVUajAf/D//B/odls8nu/93uMRiNe+aWXODo6ImXZDAYDvve97/HhR7e4ceMGzzxznUwmx9bWFjMzM7z88stsb29z754wxX3ttdfI50WQOz09ZX19XZnmgkbO91hbW+P+vYfU69OkUjZvv/02a2trPP/884LpH8cMh0N0XWdlZYVb773L5uYmjUaDSLcYuWNhJZcYYvR6PRVUo0jgSktLS5ycnChicaVS4Z//839Op9PhJ2/9iG9/58/58MMPuXT1GsVikSvXrlOqlHnnvffRzRS5QoUHm1u88tLL9Hod+r0h47HHsD+ASGSOlUpFZYiy7IuiSLnSy2mPhUKB559/nr29PU5OTpifnXkE80xpGloyuExav6VSKTRDVzinMATuc3R0RL1eB4RXoCSVFwoF7Ef4j3qCHT0K3MdanJTmP73lJzvDf531OHapTZS48nuTKpU41kAzGA1HSp4pGALnPytEE+eZpLymj2vZJ8vwc1MKcXfJsnwyEMoA+jj+KstxKfeUrj6T2aqUnQruoVDODAYDxdENgoDReJCwNnI4KTvxakjhOBaptI1paoxGHlosmiujkUc6a1Ov1whjePOtd2j3+ly8eJFSqUS73UbThMn0oNeh1+uTchz0TBrLMEXw00MiXSeSOLFpo9sOGKLZGWo6UQwYJoYBXiC+FstBYxpEscgwY0TgJE58A7TzBrX42WS/RCG+AAH4WUClcGn6Wd8HdJ0QkWlqyUHuEePHMW4cYSI66MRPfvqSCRAGkSJeG4bFu+/e4b/6r36Ls7MzfvjDH1IpF3nmmWco5rPcu3ePe/fvEMcxGxsbHBwckM1m8YMI3wtZXlrl4OCAjz76iFu3bilppRys9eDBA0qlEuOxR6lU4eKlS0mG4RPHAn+cn19E04ThsJwHvrGxQToxtchms+zt7ZG2zifKCd5ZXmwswyBfLIrmy2BAKpNhd39f8DQrFTqdDpvb2+RyOVIph3/yX/9jvvrVr/DGG2/xF9/7AdlcHtN26PRGeL5POp1henqa5ZVVUrZDrlAklc5xcHTM+uoKBjG6JgL1zMzMI56hnudxdHSkgnmtVsO2bS5fvszm5qbI0Ds98rkc2XQW1/NEGRPBcDii1+sTEatJl5qmMXI9hmPhf5jO5hh7PlqQBCxdZGOCamQlN7gNnAcXI+FDJvkUAGEk8CM9yY4FGR3Mx/iTk5nYZPATmuxIdccny2Z0QxClk2Fs4vHDxDXeB90glXgBDAajCe2xznA4xveESsvXRFYdBCGu6ymT5zA8t6ebzCwlrpnNZhWOKSlbglMpIKKxK5pKpVIJ27aVTaFhGGpkicQtO50OtVpNVQfu2GecPGc5FHA8HJLPZfno1gdcvXyRmZmykPxFgBYR+QFjV2T8hUKO0IdM2mTswWg05rTRFJSjVIpyuYycIyXUYJrIKpO/p+s6hiZmzPtxyKg3pljMowODcUChXBHVcSgoQyMvQjcFV7M/8MjnUwSRhheGOKaFrmuMXSliAM+PiSLx/qcdMS9qOPIAkUl7kY8buUk0FQdvHAuKmGA0hFiWg++7iWuT+Lkw9AEdUzcIRgGFghhr44cx+UKR00aTfuBz6949LNOh1++Qy2QJgs+B47qmaczNznN4eEilWsbJixEL/+yf/TPW1tb47l98m36/zz/6+teUjrdUKipddbfT5/T0jG67w8zMNLaVIpW2k/EMgvxbLpcxdEF9qdfrSuFy5co18rkCsaYn8ssiw/EYyzaZmkqzvb3JcDgU2nPLYmNjg+lqRShocllaZy0WFhbwPI/j42MlMZTzh7LZrDKvkNI6mclIV6FOp4Wh6Xzta1+jVJmi0x3Q6vVptrpkTZvT0wYbb77D8uISa8sriWwv4vi0SafV4fkbV5ifm6FUKqkMV+rQW60Wtm1zcnKiyrrBYMD+/j4XLlzg1s33GY9GmEmJGEUR2gSOFscxubzosnqeh5dgfJMdYdFASP5THU5RTsklVTi6Dlp8HvhCYnTtPAvUH/vbcO6r+HjQnLR5k4PgREbvP2ZJljRNoke5kSKgWwLe8M/NMOSSwU+41KQU8yIMzxsvQmb607iifK7SrUmW3pOPL/eDtD2TnW35PKQZySR9SY4GkVJbw9QwNQM0UQJblhgOVqmUmJufYXq6jO8n2JsWPTKhMYqETVw2kyIKwbKExHJ3Z5/RaESlPiXoT4mblWkYgE6/P8R1R2RSYg9XKhUMUyOTTQvajSaCs2aYhLEIjHEsrncQQUogQIzGHrFhMhj06A8HdNsdDg+POdg/Jo416pWqmIfV7dJutxmPh2hRSBSHWIag+rQHHcaRS6if+6xOOiY9bnQi96ysFgzDwu2J+0k3DOx0mkF/RK5QpN3r8u6HH+KPfLq9NjknjeuNeGYu/dmi3mdYqkvearUoFosMByMiO2B5eZlSqcDCwgL7ezv85V/+JUQBX/nKV5ifn+N3f/d3mZqaolar4fsBgR9xcnKCYQjMJ5efSjbXSIxtsHTl1DPojyDWyWULFAolTk8bxLrG2HWp1srEcZzYmXX5/d//ffyRkC1WEifzTMrBsg1VFhUKJQJfZLilYkVNamz1W8qayzTFTetrIY6dFkE6jmn0z1hemqHZbKqOdhBFPPfcCziZPPlChTfeepvvffd1glDnpNnl4f37TNVqpB0bO2cyGIw4OjpSJqeTndUoitR4XEG8HqnZQfPz8zRPzxj0hgReiKEnBGNNaJAJEi/KkUfgR2jmuSWbbiY8xThhHydBkzhChATpMqQTRqDrMaauK24kSfMljoLk5zT1O3EsvB9FYPzpAC1XHKMyPk3zFb50jv+ZGIZJFEpcLEq8QkMVuGSJLXBZkX3I4ByFghN63uXW1Owh6RolTGNSyfP56aCpaecuUsAjpbxU72i6NtFgO8eIpQIojmPFj5UO9XK2TBAEmJZOyrZI2SXm5mbIZBxSKSjmC3hjCQFMmmro6LpsVEG3I0yHszlBM+t0OqRSGaanZiCpvqIoJNASz01PNI+IRJaXy+YZDeMEY9UYDgOBO+oa41GAH4WMRq5ibwRhRLfbZW9vj0w+KyYAuGOG/SG97gBv5GEYFvlsjlw6w9HhPs3mGZ47wtQ1NC3EsQ00PaY/7KHZOrH28fJS2fiS132SiaBpGprp8OIv/SqRbuOkUuiWTbfbp1qbotMRI6QrpSqDbod8OoM7HnL00ff/pnHu72yZAN1ul3a7y9raSmJyK0qU0WhEpVLht3/7t/mzP/szCoUCP/rRD6nX6/zTf/pP+fDDW8p8QtcFtScMIzFut5hLAO8GJ6dHjN0pvLHglRHryn1HEJgjMpkClp3CtlI4psHh4T4//NEP+cEPfsQrL36Rqakp9ra2KBRz3Ds6IZ1xlM9ft9tVnUw5drbf79Nut4miSLnDG4ahPD+B5BSMuHP7DrZjYtsZ3LFHuzfkrNGmEFlsbn/I5vYezXaf2dlFZmYXKRbKmIbGwd4u29u7dM6OmJ6qsLAgmlxyXpEMjvl8XpmWjEYj5bO5vb2NpRuqkaALbg+aVA75ASGig2xZFk5GeJbaKUdhaxKzBFlca4AIQIamEYaawj21WBf0DCnx1PVkC0gqkfh9WT6GYYSuk2jKYzTtUSxSBsVczvpYyz9ReoVInfdkdiExQsHNNIHzjOTcfELcgLL5JUcsSEaBpBvJg2rSBETCEZMYp4QO5IEmr3smK4yZ5Zwamb3K7vqkafIkGV42gYrZjAryuZyjTCIsS+DP5UpRBZNJupJgF0TkckI/PRgKo5p+fyiI6wlLJFfIE0UxYRRgmjqZdA49l4OkAWjqBp1WQ0EpR0cn9Pt9MZGg3aLZaJPKpJPSWPjZ9kdDus0m6ZTDF59/gWazyfHxCfF0RKlUw9R02mdt+t02GdPELpVw7CqWCb47JMbHtnSiKKuqiUky/2TwDIKA0AzVPThJz8LJMFWvU56ep9vtM/YDKtVpgiDg4cNN5ufnxbA+P8LMWmj2k8suIQmYR0dHCbDcFRljIimcmppiNBpx9epVFhcX2dvbYzQaJg5DoWre/De/vYLnh1y9cokg8Oh2O1y/fp3WWYPvfOc/EYRCZ30yPFVOP7XaFNlsnn5vQKUyhed5pLOCktPv93jjjTf4zne+w8LCAl/+8pf5vd/7XdrtNlevXebK+kUs2+Bkf5+gOwBdeG86nkdIzGA8AkN8TVp2ub6PZoqbwHdDxoM+0kjYH/WoVeuEgZBb3r6/yY/eep8Ll67TbPcpFEosLK6QyuS589F9PHeMZejYps6LX3yZ5skurjui3W6Tz+dZW1tjeXmZXq9HHMfs7OyoLMl1Xfb29jAMg93dXZYXFlWAlKXqZNdW0zWlc5ZBR2ZNY0/AI5bpiJCXlEVaknR6BBhxTDQYYhjnXpqWYU4EE13QfCawSd8PGLvnJdSkww+c+3LGWsKE1jU00xBlWiwwL9cPiWPpDiRVOCaaaaGZIXEgRj9IX1PppyjZBIYhzFVE6W7jeb7i8TpOWqlpisUi3W7nESI5oG5IWfpPZrJq85tyTHSB0WikoBs5h0lebykwkNBQNptVNoaWZZCxTTxPuEz1+0OCIIVp6oqLDCIbF9irNBe2kTOm4lgobg4ODtje3sZxHGUUk0qllBZfIyYMfQLXS1gQAaEf8MPtHc6SOVC2bTMajhNdDHQ7HTJ2itXFxUTGLK71R/fucra7RzDsUy1kaZ0csr+5Qb/XY2VhlUI+j9vp4g8GlByToR9g+B5mGOIPOkT+CF8XVUo1W0QLY8IweCRDl3s6Y1lqbz3OZw0jEyfSaJw2Ba/ZMgUuPPbotrrUS1X6YxcT0HNFHP1zYCAcx2Ja4MzMDJblYGga2WwGy7LJZrMU8iavvPIy7779Nv/yX/5feeONH/Ov//W/5h//43/M7KyY6e16EeVigdHIJZMRYHyzecYbb7zBN37j1ymVSrQa7UThkiaKhHW+50eAyWmjRbVeQ9dha3eLd955B0M3+Z3f+R2mqzX29/ep16d44YUXeObKNW7dfp/26SmW5SnHctkNlfiTJPdK7a58sySFJZ/Pky/kaHrCWd4LXJ555jmKtRn+9NuvU63WyRZr7O0eUq1OMT01TxxpZNMO7VaTbqOFH8Kv//qvc3y0Q6PRYGNjg2azKbw8k+u6tramBqbl83kODw8pl8tCspnJ0jxtEno+foJjgsAZDcNAt0RHNkg2oBf44InAJTPmSUWKyNhl4DWAEF8Rs0Xp6Vi2GpthWCZhKPhuMuh4nsd4fD4DadKpR3xEiaFtiGm6NJtnFEt59Zp8L1SNCiELPUs6y2Kzy5snDEMCPySVyuA456W8DJhS823b5x6hcsmmiGFoSqcvbQjP+YjnIy4mLdomsUzpOSqpcpqmKXdviW12Oh2VUVYqFWZmZhJVlU0cg+d6hJEvFCqmhmXpmCbUalVSKfB8cYDBucuRMiWONBqNnhrZXC5XqdamcNIpBqOxUvqk02l0TVSD3U6bMPLRiTHimIXpKazQp9Pp4Ppj8F1cV5iMBJ7H0c4uxWyaUjaN5QiH+mGrQbd5SjGbQg980oaOo8f4RBQzNsvT02QWl/7/zP1XsC1bdp6JfTN95vJr+332Oeee6/0tb1AoGAIFkAWgqiFQZJPR6n5ptkyHIqQHPvBZelMoJEXwja0ORigUoQiRBNkdcASLoIMpuKq6Za6/5x67/V4+fc6ph5kzV659D0DqgbiVETu2WytX5sw5xxzjH//4B4Nuhze/+2ccP8hYzC5wrJKtQCACH1RBnhTYWQoVJixBSInVega9OpI0G1BVVcgaWqpcj8B2+fMf/pC8lGxt7XB88oHelPyA6fklZZYTOh7VICfwfwwM5u7uPsfHx1qVvFHR6fPw4SkHB3ucnk45Pz/n5ZdfJgxDHj16RLfb5Y++/Qe4fkQcx0hls1gsuLi44OZNneW+uLhgFS/4wQ9+wGAw4OH9Rzz33HPs7e01FIwwDJnPNJ9ztVpRljkPHz5kb2+Pr33ta3zpS1/i3/yrb3Hv3j12RmPee+89Hn10n8n0kuPjY6L+iNVqxXQ63QCVDbnbLFojfmzEew2UkKcxNw4Pubi44MHDUyzvkv7WHp//3Bd56fXPcHC4zT/+x/+Ut955j5PjM3a2t/mVr/8CqIo/+cM/IE1jfvSjH3Hr5h6f+tSnOD8/rz1xTfEx4h3m/kxpYxzHDIdDZLHO8F4Pd23bxqnDWwVUtOg1toVTE5OrvPasNJmyETGwlAJslBBIpaiKWiW8Wquym6y2kNpbqCpJWWhDBtTVKBLhWNjOmthd5CVplaGQWhU/i0mTvCn5NAkdYwC1gSpa5Pp1zbeh9hil+qqWLF83h9OaoYbPaxJOQKMn6vtrrqWBKtok9qaJVhg21C9Yd6A0VCylVPM3oxtpsuudTqfu3tmnqnRd83K5wkHieoKoExBFvm5NUehillW85mYanF0phWNXyEp7nVJKlsslURRx8+ZNpNJ4vil4eOaZZwCIVzrMllGEsBSqKimShH//b/4VyWzO5eUlaZYhgCzPsW2H3nDAVq9DP3Swypyi1NCVzFZYVUEUuMSzKyhiPFHhWxAKsMqUqswRrkAuZ5SLK8rFFY4HtqOwrQpLVCBKHCekqjcAF01la0MwxnMXQteGGyjFVS5V4VGVJWVakqU5cyYsJlMiN0Dlktlixo3dfTquy0538ONhMIf9iEHvabJkxXjYJU1zTk50w7Hj42P6vR6DwYg4XvLOO+/w7rvvMt4a4vsuy/mMs7MTos6IZLXk/PyUN954XYP1quTWndu889573Lhxg6gb8tWf+ik+/enP8u6773NyfEqn32P26ITeQPcEuprOubi44qWXXuDnf/7nufvRh5ycPGY8HLK9M8KxBN978zu88drrPBK6wdSNGzeIoojpdNqEi4YrZ0Q2TM/x1WrVlMctl0uuzi+YT/fodjvs7m/z4PgU5h1sLB7du0+WJOxudflRtqCyPSgLlrMpyJJOGBIGEf2ezTJekaY5u/t79Ho9Tk9Peffdd5us/d7eHrPZjLOzM9544w3efPNNADzbaaTaXNdrdBBpcRGDINB0HwG2qzO5ZaHDMVVJXMdvDMn6qBt/CfA8TW6vsKhUpas7hEDYtk5G2GCrdfsKYMPTM0kTg/sZnmmWZRRlzng4ZLVacPL4Mb1ej/39/abj6HK5pNfr1R7Gug2FsGuupITVfNVQ2oQUIOvsqlIIpUiWK0bbW3Q6nTrZIpp6+cvLS4bDQRN2m86I1/FKEwqb1sZ5rjmQjmtRpJJg2MOzOxRSq58v0pgqLxCDHrduHOre5ZVkuZwTL3LyqsRGUGQJe/s6MioKRZWXrAqr6UWf5zlZWmhPvijrvk6yxoc1RBMvlpyfneEHEV4YMJlO8cKAO3fu0O0NsG2Ly8mExw8fcnV1he/7dLtdVlnG5cUFSEnk2Sws3cVVKUWVZAjPpRvsEccrkiQmyTWX2XEtlCzJ4wXJYkoY+ri+hyMsPGET+QG+o8dskcbMkxXKEgy6PUJHUaVz8iwBR2JbNeSloFR1a5Aa9VBCIgWEoY6anLrgp6gsqkogHA+rVu76zOtv8OjxY8pScrB3yHi8xd27d/GdER0vInI1U8Kx//IOpP+5D624ni70gnUiqqrE9x2E6FEUhW6eVFU889yzfPDBe7z5wzdJ8oRlMifNBGm21CK3UZeHjx6glORqeonnW5ycnfD+h+9xsH+DxyeP+cpXfpLPffmLSCxe+czLdD8a8+jRMXbgcO/hPbK0YDQa8zM//XNs7Ww14hxbWyP6/Q4PH36EkimWUFycnvDcM8/z7ocf0ev164ST4vLyspZOK3FdH8fx6HZdzs7OGupLt9tvDEOeSUY7T3H3o/fYOfSZLc/5nd/5fRQR43GfX/wbf41hp8AqzvnUS18ljQtItJbnLNL6lHduPo3jW1xNZnhpwrDXZ2//kOlswfe//32efe5pzi8v2Nna5vDwkLOzU/b2dumEWpnGFhbxKsZxUvr9PpbtkmU5UpYIR5AkFq7n4do2RVUhJVh1z5aqkCiZYzn2mvheK9JnqQ4pM1lQyQKUhec7WJ6PtGyWacY8TogCH8cS+K6j+wPIClVzGwPPJfS9OnzOyZJahFcI+t0OltVhtZzSiUJCX1GWBW//6IccHt0girrcvrXPItbhbpLVyQEsiqrEsh16vZBBNCZdrri6nOgQtNBZp+Foi9PTUwRQ5QWnp6eNqn6WZQRRSH84oN/vk2Yxnudzejbl5s2brFYrrq6uuHHjBtujMY8eaZrXsK+Vy1erFbKs6PS6BL5NVuQoFEGoieDdXoSqJBKF7zlcTSc4lo2qCmRVIMuCPC8IfQ9KLUoTdfvMFlNs1+Pk7AwhBJPZFBAUVYWqqUgCjZ2HQcCH732AqxSnj48pylzzFZXkmWfu0FFHFLMzZmnCapVw7/23ubiaEEQd/CCiKCpW03NkuiBUFRQJkQUWDkFg0RkOEUpiBx4ELsG4z2w6ReUpg9GAQbeLDaQoFkWFH/Yo4oo8h1y5nCxniCQl8yJW0qZvB1R5gqUc+p0hS7kEy8OSIekyRXa7KGGxEw11JNH1mC1nlHnM/OqCvudzen7GwoGz6ZyjvRscjQ8Igw7/+P/xf+Wje/cYjreYLVb86q/9TSTwG//6XxP5EZ//9KcZDgfs7vwYdI0c9jtINLjuuTbCEgjh1iGbotu1efnll/nWt36XBw/h3v27CKG4dXSDJE/4rd/+DV57/dMsZnOyIuH+o7sEgcZ+jo6OWCYxg60B2Bb/7j/8B7rdPgc3jjg83Ge5jPnWt36X8/NLdrYPeOGFF7l56ymk0hnsqONzfHzMKl5gO4KqyLm4nGArm/Gz27z04ivIomxoPQaMn0wmTddFIUTTUsLQGUwWdGtnh6gz5Oadp1kl7/PRvfd0eOh4ZKsVDiUUC1S1ZNjx6ewcsLM1IEtiqjxhezwkyTI8dElfYDlIocNnzccbtypWNI42Ho/pdDqEdc/vk8fHjfcGisrw/mRVsxZSrfhe34Ooa32rvCCvSjzfx7XXUESb/2Z6r+hSQBuFRVFKKmkEICSeYzeKRSYkNecyoWmbYwfrFguWRY2Rguf5RDXlJo0TLi6uSNOU0Zbm3Zr+2WUlGxxZKAtPebhWTeupG5eZsFoXRZQNhUxSC8lWJb5SuK5DmidsbW+jlOLwxg0qKVmuVgxHI7rdLh/e+0gnGkdDpIDz83OyLNNaAUIxn8/xajFfw9zIsgxVh/OLxZxFrW2apimubdewyoosiZmcnqMqyePHJ8yXS27evsV8OuWd997n1lO39dzMMrKs4ODggLDGZPd3D3SVTpbx3ltvce/+XUAyHg+p0jlZPGNvb4/vfO/7FEjitGCyiNnedbAtF6V0x9NBb4fk6hTKDFspTVqPY7wwwB/0SPOUZZGzKnKWRU5Vd1v1/ICg09EUrQqqtEAmJaKoCF1fNxgMA6YX5zo6KCvd3VGUyKpEKRvHD4iXFTeeeo7nv/A5+uMdDns7GrYJLI4vHnN19piP3nmLxeNj0vKUuSxZKUkqIU5zltMJn3nlZW4c7IJls4pTxv0OFYqv/uSX2B3vcnSwz3jU+/FQK3L9oDEklZKIyq4Xg6jJwfD666/jeR4np4/IiwrXE3R6PS4vJrDVJU5TJApsiyTLOL044eLioq6BDZCVRJUVdz/4gG6nz3e/+ya74z0+enCf733ve7z66ut86Utf4qmnniJOMibTS8LAxfUGnJ6ekqYpw0GP8XhMstKNxC4uLuiOdhrMz/f9RjDVGI2iKAiCgOFw2ID9bcPZ6w5xXIf+cI8fvPV97n74LsPuC3TCgMXyqtHQBG3AKpQWBVCSMIoIu7o+uKhy0iyjrNY9fsIw5Omnn+add9/i5s2bjULRarVsmsTZrkvYidYleWWBVckGVgBaPWl0FUWTuEA192jVTa+MsWlTdAwWZ87Zxg1NhZLdooJo47hOjrV7nK+xR028FgL6vSGreFFXB2laUllqubOqVDUf08W26wZnRUmeZtqrq2CWzxmPtpGuYFmkZEWmoRNLN9ULepG+Z1vg+i6WY1FUBWmeUsqKyWxGb9Bv2hCfnZ2xjFf0hwMWyyX9waCZF3GS4Hou26MhZVlycn7G9niIEJpPmiRp09LYhPGmdtt0Cg3DCBA8fnzMcj4jtF0+fP89Fqslk/mMwxs3+Plf+BqT2Yx79z4iDCMe1NoBn3r9VbbHO3zwwQfES51xf/Ott5qmgFLm2M4Yz/M4fvQYIRRXkwvKSrF7eMR0sSQKPBzXBcumFwRYq5RElSAqok6A64RkVYUb+nR6fWbzCst2cYIOblgiK0FheZROQImNKEEuV4hVgpsV+EVOR5XYtiB0bUa2xQroYBHaAvAphcAWAa4bUomCoNvD7fY5vZoyOV1otoAvuPvgI778hU8TPD7lojgGpdkU3UDiCZtytWJn2OVvfvPrTRuaOC9wPM3AubE15MbBDWwgj+dM57O/Ouv4hKOp9JGmX0FVaVKzXGsGXl6dc+vmHp/73Gf5F//Tfc1lLBOUEKR5xtnlBask1mWDnofnOVx+dMlioXuCDwYD8jxnf19Xw4xH23jenA/ef5/jkxOCIGhU0R8+fEjU6XHnzh2KPOHBg7sNjQZ0VnN7e5sqq7i8vGSeaA8oDHXmfV5XJQgh6HQ6uhJpPm+agpnsLdTCswIEJVQlSuaUZUzgO1iWwnVtPM8hy5NGAGMVxygBo60hlSpZLuf4YQCZaqoZTBN619LX8KUvfYk333yTB/fu89prr3F4eFgLMN/n6OioqUpqlLixGg1FTZ4OWs23ysZD1nhUnbS4RklqV+uY3817G8pSbTCrosRz1jXY7Xrqdt/1dmKqLVSRlTrkLgtJp6+9Mt/XbQx6vV6D0QrbENLr+WVbSAmOq+gO+00iLlQd3FBzTQdbIxaLBYAOj32fsNthEa80kV/aeGFAkmekRY4XBkgB+zcOCaJI96oXFoNeh9DzuZxOWM0XZLIk8gPCTkRZSJbJomFbGKaCqfIxHnYURVq/QEpWq1VDDQo9j9Dz8TyP6XTKH3/723zxi19kf3eXvb09ut0ur732Gn/wB3/AH/3BH2LbNjcPb8IO/Id//2+JJ1Oefe5p7jx9k/v3P6Lf73NwsKc/q6wY9XtcTGdEUUCRJhSF7qmDsHE6HbIiw7IkjgvYgoqKUkiyomC2WlJUtUcZRHSkoEwKcBaUlk2cFvhugCdsBp0OtuMzjiJCVZHlCWkZky+muJT4DlBKXQIbBSAFmbSwgoDKtpiuYn703od4uUNWlDj9Du/ef8TR7Vss05KihPF4m25oscwSepaPTGL++f/n/43lusRJRl5UeJ0OfhiSphme5/GnyxWqklRZRlWWHL188FdjHZ9w1F3mbVC1B+E4gIUsy0bNxng6L736Cv/DP/4fCAKPtMi5nE4QwuVqOkHYFv3hgKJMmc6nvP3uO1zNptiOxb1793SLh6LkvXfeZTA45+jGLX7wvTd5fHrC3/ilv854PGaxWNRheK+usZ5pNZdaMs1UKqhKEXkRZSqbcrzlclk3EdP9vDt1qNGW5jIGwHhbZkNwbYhXE3odj52tIa6tyNIlji0o8pQkS7SUvkDTMhxL13wLgbBhsVhi2zo8MhnW5XJJnKUkeUaY+7z80qs8Pn7Id9/8Hns7uzzzzDMMhyPu3bvH3vYOUmp5K9tydCsAx64J3bq+W7SMFbaln5OykKpEymyjfLFt2MxhMq4GimiSL0g8x20y9UbQuE3PaVf4tGvJtdGF09NzyjKn1xswHut2G57vk52csVzGjLbruvNa39BwI13XR6K49+ARWVW3xK25lgDxKsWuBZCVUhSyQlmiUaQ3lCAlNN2q0+uSFTkSxfbuju7XbgkqpZjOZyyERV4WmqNYRwtRGDDu9EkTv2FurLP6mrrV7XbrirJ+0346TVP29/fZ29nm7e9+j+nsitPzc0pZsbe3w/nFKffuP+SnfvZn+Ff/6l/yzW/8Kr/89a/zzltvce/ePba3RoxHA0LPZ/vWLW7fOuLxwwc8fnSfeLkgiWNkVdQVbTYojSGjKnzPIQg9lHCIfA8r8LA6HbAsJrMrlPDIpcK1BXndSygvJUpZ2JZPriTC8hBOQCktjk9PePD4EcvzE7yywipTzi4ecLmYkFYZRZZQFSmEPbIiJUMSBiGFconLQpfyOhZet0MwGHLQO6SooApd3j85YZWDF/TwvYhBJ2Lp5Pi2RV85ZGVM4MB8NceRuvmnlce4Luxsj1jMV6R5gifA8QV28GOQJS/qxWEyo6CasAwhcV2bOMnpdyOUqhpS8YMHDxgMtwmCsZ68gQ+Fpm6YRRcnCTvjLfr9Pru7uwRBRJVXPH74kAcPHrC7u8vnP/95Lq6mJEnCzZu3GA6HfPDBByzmE5597narfaymhyDBt32KQmNbBwcHpGnKarWq23EGjUeV5zm9Xq/JnJpOj1p4I0AWOZ6rSOOcYTeg23FReUGWFHR7uueQZVnEacLVZIKyQh48fsRkdsVg0OPoxkEtALvWspRSanjA06IXeZJycXFBp9PhjTfeYD6d8eabb+I4Tt2wTS9O0+uHmmRuvLokSWq4QXejtFz9vyKva3TVZu23gRzM7wb/u24ItNCt9rbbCj7mvcbTbLdpqFpzRb9eMB5t47gWw8GYnd0tsrysq1yW9ZhvfubaaGsV7b2DfZZxzeWzLWzPpRtGtRaBZDAYaEqQ5yOLkiLNqPKCUlgkcUyV5URByHg44sGDB03In6dZTTnymUwmjXDL1tZWQzOjkrXyub7HOI6bbp+Gh2kMpkk42bbdCF8gKwajYWNsb926RdDR9KCT4zP+7b/+Pb7xjW+gqMiSnFtHN9nb2cV3PRazOX7g8ak3XidNVjx+/Lghw5dlrotDXK1h6bo2RZowHPQZD/r4UQepLPzAJrddKmGRlYpCWIxHY/qjXXYPb+J0B9w/OWEQ9Qhsl0qVVFkKpcQVOqLobY/xex3KfoSbFhQyI84KsnJBJSqScoXtgBU6KALSLKUQFgvLJkPgqYpSSZRjIS0bv9elSiSZpZjGOcINCIOeLn21gSQnVIJxECAtm0SWdB3BcGuM7bhM50vidIlbdVhcPObG9p6uNKsl8z7JzuS1wdQLTpS6059F/bvSQg5Vse7r/PTtp5gtF1RVweXkip2dgFJCVhYs4hVZFmMLXckwGAyYzXW4drC3z6DXY9AfMb2a8e/+3X9gb2eXX/ubf5PxeMzjkzMePTql3x9w6/Yd9vb2QJVN3bWUsvHghNKk5Xg+bTwSValmcRtjaX42PEhDYDbiGL1ej2S5YGvYIQgEZVqxmF3R9bfxXF262ak3CZAkRUKYJ7ruNksZuSPCToTdjRBKNtUitrDo97t0a97g+fkppZK4toPr6K6Q/eGA6XTKu++/x3PPPNvgf0EQYAtb11tL8OvKDKUEZd2cz5UChWi0MQ1maEJ1IWxsG6pK1yprDHGt46gxWYFlOTpZpOryRWxsy8X39GtklVDkCd2O2xjPBtu2NLHcdkStwOTi+y6OC2mm26EGga7IodJEbVwbz5MYvUVNK6oo84Lz0+Nmw6mKjMCxqcqcVZoQ+TXJXujqljJLdWi6WnF6ca6ZFL0BgeUgiopRt4/MCsa9teJQNwgZ9QfaKC6WZLFuzzwaDHnw4MG6usiyUFiEUbeBgfJCt6SdzZeMt3aQSuB6AY+PT7GVZHvQYTDoMRgPCKKQH771Dt1+j7zQfakeP37M66+/zi9+7RcoioIf/eAtyhrquHP7KXZ2dnj/vSvOz8/5ia98kU7XZ7GYkSQrFss5cbzERnB1eY5lO+SZpqpheaRxSVEKFnFFZYfs3zziuedeIgg72H5IVkHkhtiVxC1K3CLHLXI8lePJnCrPyZHMVU4pJMrR4+8WULqapRH4Ick8JnUVOQ6XacXl+TmXFPQ6HW6GEZKSsqpYxiuWcUqSVjijAd3egLyoCBRkSU7PclB5im9VdO0OlVWRZgm2gGQ20ewJy8EpS3Z6Ec6tQ04fn9QFZaZtxuATMZZQG8y2fqDGLnV5nWWB7Vh4jk23E1Lmum3sxQ++32A6Tz/7DH4w5tXXXkNJyTvv/IjT02MePHpIN9CyaKcPH/Piiy9ydHTEwwePefDgAW+++Sbf/JVf5Yuf/wL3Th7wzDPP0OuOmM/nvPXWWyi0MZjNZk12Oc9zbKXoRl2Ni8YlQRDoypn9Q10jW6us93q9Rn3dGE/TfAxompTFyynz2SU7uwHTRcr52WM6R8/S7Ub0OhFbW1s6cdXr1mIj+9x55hluVIe6bC1JGPW6OIaPlmV4jku32ycMtLDscKg98MD1dKZ1EbOzs8Pe3l5jJAykoMnb2kAFtRRZp9NFWQIl16G1Sd60MUtY1/G2CfztXkHGyzYYtWtbDUZqQnVDSzLkf1P10ggmiLWKueu6pImu8VYS8py6Da7FchGTpCutpmPbTRJRC3aUTQSwmi+4ODunE2gPWviSXhDR9UOKPOfeh3fZGo7I44SO6+NiEQibtCzI5kumSUZ54yYnp+ecPz7RtKLZnL2dXWazOYHjIipJMluQ5FlTzDC5uOT08TH7O9tMJhPdLyeKGA6H+DWDYbFYNDSly8vLpjf9/v4+VVUx6HeJLEV30OcHP/oh3X6fmzdvaq8U+PKXv4zjeHz729+mzAueeeYZilpJPY0TXn311WZDTLKUbreL62kRmMViQVIbxzCyubia0hmMUVJXLEWhj+varGYRmQyw/SGHt5/n4PZznJ6ecvetD3h8cqKZC3HCau8AoSRBVSGVJKQiLkvyPCWrSixH4Nk+iArbUwSOj/C1kzGdzlnkCaVyOFvMeevxMedUHO3vsbW7S5rFZHnK1ewKXz3m4mpBuL3F8fEx6vmncWwL1xZ0owBp+VhVAtmKZDYH26bb65HnBQ6Kra0x5+fnTCeXXF1eEnp63tpozD3+ZGwlUBvMi4sroBaorySyrletZIFSktAPuHfvLh998CF3bj/Fn/7pnxJ2OqR5weXlhL39AXEc89qrrzKfT3jnrR9y48YNzh6fcHp2zLDT4/XXX2+k4f7kT/6En/3Zn+Wb3/xmXVW0RVZoIday1Coxf/6d7/HqKy82eFxVVcRxzPbhIbKSnJyc4Fp+00fnwYMHxHHcGMogCJjP5/q+LIvj4+OmJvjmzZtcXV3xwQcfcLi/TRGnZNmKyeSSfr9Lmsbs7Az4tV/7NYJAJwDiOMb3fd2iYnrJbDFluZxz69YR436PNMmQlWI4GGE7FllhSjYdhGURdXqgKlzl01MDlgtdhnewfwNZVXjeVRPmGbyy0+nR6w3IigoLwdXVVS2i4CGB0WjEo0ePyAutnDOfz2sxYW1YTVO28/NzDg4OGozShOhJkmChKPIcG9WUNholHmPYTGhsoBYDexj9T+FYFEXJdJHi+y6DcYfpNMayHHwv1IYzzppknNmgfd+nygtGnR6fefV1XEurZlmWRbZYaZJ3UeApQbFKcJXg/NExs/NLZFEymUxIVitmec7i9oR4seTq5IwyTrEcm7e/+306va5uQ7FaNtnvo1u3tLGrRafPlCQrC9749KdYrXRo/Id/+Ie8+OKL3Lp1iwePH1GW5UaP+bTI6fR7ZFlKKUumswX3PnrAaHuL0/MLbj99h/l8yR98+4/53//v/nt2d3f5oz/4NgcHN3j//fe5c+cOd974DL1+l0ePHvH+Bx+gBMRpwlZnhB8GdMpuPVaaCaAz/VVTzCClpNPbZn//iJdf+zyzuS4seXQ2pdvbIs7ukucF+SJm1Olw9fABtpL4jkU5ncBqhuM5OChWiyV9JXAsi7KSyEIzNobdIYs8odfrIXMtM+24AZbt49k6Kun1ehRZyta4TxovWDBBKDg7fcz+3g57O1tcffAOkediyYJ0OaMbOjoSdR2k52vmSVliey6PHz/G90O6nT7z2VL3JReS2jx9oocD8Ju/+Zss5wudbfZcfNtCVlpA1vccptMpjufyox/9gJ29XU0MLwqQeqC3Xtni7oe6cB8qXn31VTqRj8xLhKWYT7Qyz40vHvGjH/2Ir3zlK+zvH1JJ3cY27Ecsl0vOz6+0knTYIQxDPM9rNDeN1JY52vqKJpPbVlk3XhBAr9fD87xGeNhkgj3P491332FnFDDeHjAcapw1Xep7Pj8/Z0CvyS6bxa49KxspS6bTKdOoS+BqVW3HcSirutGWRUMDqqoKWVOaTAmebmtQMKzFanu9Xt1ewlTXODoTXOpZ0u33anxSY5MmoZXm2jPRPWOKpl7eNGYz42hKD+fzuc5ADwb4roeSZaMPmud5I0dnFqbv+02P9TiOKYqCbrdLWZbMZgs+enBff06tg2oJhzSLkWVJFHW5f/+hVq06O2N7e5udnZ3m/i8vLhh0Bw2FZz6f47seVilZLWojN9NN9cqypMpyhO1AWaGKEt92qFTO5ORMdxMdjrS3GGt9gMnFJbu7u0glsZVgPBzx1NFNLidXFHkOdf/6F15+ibt379Lr9UjTlOeff57j42NeffVVZrNZU7P/wx/+sMl8O47DJEvY2dpi92BfV60t5hRlyXwVY7kOvV6PX/8X/zOf/+xn+fwXv6DpbbZDt6Nx9W/9q38NwOV0huU4eH5AUZXESYZSAi/wOTs7w3IdqrLWlixL+oMuvcEWq2XKR/dO+ZM//Q5vv/cu4/GYsBNwdnKKAxzu7pDPp8wvJ7wznZAu53iWoiwyptMJ0e4O86sJrzz3EtP3PiSdXBJiYUmF1+lBaZEuUoq0wJEeCIFTOXjKxVWAtGqtWoezszMeP3zE3IlR0qHwXaTKSdIFlSxI05ilVORVSZJVzDNNf4uVQCpBphS+spHCoVSCOE1ZZZnuKSkkSIWUFZ9kGzQt7zaZ0+lGbA1HlEVGtlpS5gWeY0Ml8WyHXifCsWwGvT6e4/Lo0SOGW9tsbW0z6Pa4PDvng3ffw7J1jeujx/cbOk/o+SzjFX/47W/z1rvv8PnPfxHH8VBC940xMm0HBz693gqvrsgJwxCpdNLjSQZT1MYoCALGdWtfk9U1X6Y9rcmMm+y5KZv7/vf+lAd3Z3j+S4Rdh62tLU5TjzhOOT4+ZZlp/p1tr2tkdbuIIZYFvudycXVJJ4zIyqLWqNTXWNoleVkQeH4TPgthge1gCYHn2Di+p4nqQiAsB+rwDCyyoqKoUu1xFTm9Xr9uf5DiWRZJmuIHAbP5HMd2CYMI23KwhK3D47Kg3xvQibqsljFloQ12lua4XQ8l4fLyEtexGHR7+L6FlB66+ZigLCVpmtftM0r6/T6O49WcxAmgBW/LQpKQs1ylTO5ecXF2QVHkbG1tcXC4x+xqwmw2J89LPC/AqY22UorID7i6OKcqSzpBiC8EgWOjipzFbMJisWA81HJ6F+eXXJye6a6ZrousSkbDIR++/wGyrHQ7h16fycUlaZIghNA0MKV0s7x+n7AT8Zu/+ZuUZcmdZ57m7OKCGzePePz4hEePHvPee+9x8+bNRvj54uIK39dk9pOTM9588wf8/M/va55pqbHf6XzBy6+9Ttjt8d3vv8kf//Efs1jG/PRP/zR/62//Hd588/t898+/w+XZOb7rUxQVv/9H32Y8GHJ2dsbNmzeppCIvK1ZJBrYgLUqWsxkXs0u9KcYJi2WM40UcHMJ4PGa2iPmff+M3OTtZ8P6H9zk5P+PVN14nzDLmScLtG4cskhRRSjwEQRgSDUe4tiLNViRlguva9L0OR3eO+N7dY1alTeR7TCbnVHFOVmY4foBbODjKwxUOXQKGbgcpJJFysbHp9PqEUUR/OMAvXLIc0jLVDf4sQacTYnsOyqlwOj0Qkjgtcf2QUghKyyFXUBYCKVxsL6J0AsLBFllaNAazqbv8hA4H4AdvvqnbHyhFvJzj2RajQZciTzk/OdYak2HAm9/9LkdHRzx96zaTyYTIDzg9PuH++B5Rp0snjLAdmM0mjchFlhd4tsNqteLN7/yAr371qzz/0ovc/fCexk0toRt9SchSHXZPZ4sGP8ryZdMhsSGct1ommL95dQbZeFZtabLBYNB4njs7OwihG6wBTKdTIq8iCEO8QGI52jD2ej2CMMKyHF1maYR30W1KvW5Ev6eTUFmc6oqN2mvybEd7JEjSNGWR6TDYsUXDt9SG18P3feLFssEhTXkjgDDiFXVb4n6dtABN9TKVMMbbM3XSSZI0CkNxHG8ITpjQ2lQAFUUB0qlZBhGLxaIW5dXvMb12lstlc05N3ta0niQrwLK4vLxiOp1qxZxEqwdNJlMmkwn9brchZhvvdzab1VxVG1lVyKJEuRJZViSrmHi54uJMtypezOaMRiMuLy9ZLBfam5Za9GM2n7O7u0un02G2mLNcLnl0op/tYDgk6nR4/+6HDMdamHo6n2k82ekQRBEvvPQituc2GqpFUfAbv/Eb7OzsUFUVd+/e5Wtf+xqj0aiBKD766CPm8zllWfLcc8/wxuufxXVd9g5u8KWf/Cp/+7/8u4y3d3jnnXf43W/9v3j8+IQsTnj+uecYjrbY289YLefs7R6QFjlX0znLNCPJCuZJgnDAsl3Cfh+QzCZTPD/k9Wdf5HIyZZUkFJXCcV3uPPUMjx78CVVVEXY7xEVGPE/pDwaEgwFn9+/jK0VkuQjfJ13lLPIEYStkEJAIi+HWmMvTKbPZgjTOodCya57XpbcV8ujkFFlYuFI3oivzClc4+JZus7tYpViez/H5FXGag3SAdXO5JEuxLUEpbHJhQ2iTyoIkXhIIh0mWg+dheVolyrZchOexKi1y4TPLNEvGOByfXMqnNpg//dWfYTQa4AAPH9zj/gcfMD2/BFXRDSPmkyl7wS6DKGI0GDAejgjdgP3dA6JOlx9+/wfs7u1zuH/AzVuHlHmGhaAThCyWOaUqOT8/J+xEfOFLX8T1PPwwQDg6EbHd73B1NeX4+ISyrHBcn9FoRKfTIU5mGwKlUkosdE8WyjUVxijbmGSH45gWo24teKATSIbjd35+zng8pqoki2XMYrHk+PwBH7x/l9V0xGc+8zrPPPMctg/f+rf5RrgfxzHFKiMIdKKkyiXhYFxjhAvm6bIWcdDGC6FwygLfXV+jNuborpN+SBBEdLt6w0jyrFa00Qo8cZqSJCnLujooz0scJ6tLP/1GtNj0uDk/P29YCqalQhAETUjd7XYb9Z7trTFFluse548fc35+rrHi7W06nQ7z+bwuD1yQpinb29tsbW1h2zbL5ZJ33/8Qhc10PsOxbLa3t9l9bpfx1pDVYsl7771bK25LFrM5y/mCftTBEQ6LeMbVYkm3FtVYAkmSNETxONVq/ZPJhFLqQoWyLElUSbfTxa+6WAree0djgnm9Qd24fYvRSOOAnufxqe7nePDoEUIIpvMZ7777Lq+8/hqf/sLnWMUxlZSUVcVwNOKje/cYDId0ul09/+KYf/4v/gVf//rXiaKI/mDABx9+SFEUjEYjnn/+eSaLBZ0wBEvzYx3Pp5SKp55+hqNbt/G9kPv37pEsV5xfTkjSnL39Q7bHO7z33nssk5Ruf8De/g2CsMNkNtM146FLr9fBclacnl+yd+OI2XyOF1S6jt4N+IVf/HmuLmacnh7z0muv8Zmf+CLKcamUpMpS9vd3ees736O7u8Pe0RGXV2ecnZ1QWiUXrJicn/N/+r//34gnS17aPWIriFhKSbS9R6xK5pkk2NrDUTZdNyQKOtz2Al7zbKpeRNALYTUjVyVWNMKL+ohYR0iO7eCEOWdXE9w8ZV6UKM+n8AKKKid3FKnwGN68SdTtMxyOaiguoCwkV1dTvCRhXuheQetk5ifnZToAv/Irv0JYc9/i5Yw3//zP+MM/+Pdcnp4QBB6Djp4onShifnnJ5GKiWzpYjm7TKV3OOWNva5ter8fbb0958OABB7t7Laxrxn/xzV8jjmPu3r1LheD84oIKxWIxY7VKWMwT+v0Bi6XOrnYin8urk0bHEGoRW4VOTJRao3CxWECu5bqyLNtIWhhuqWkmdXl5ieuuaTKu6+J4IZ4fInIbPwqRRY/haAvLdSgKbWwtbFShqFTJdDLh9PwRlq3L5pI45+UXX2F/f58sy5jPZ1rGLdStMkwlj6E99Wr8K8sybVAtu8EXi0LXhxs1oDzPSTJdKkiN0yZJ1iRHdDJKi4uYrpWmCsV13YaKtVqtmEwm6L5J/UYqLQwjOmFEnsZNQqhdd29w0MPDQ0BzRXUfpBlZlulmYLbHaLTFU7du6zLRosCxPba3t2uaUM7R0RHJaFjzDF1d8hh4dMKI48ePAej3+3QH/eZzkySh2+uxvb+HUorB1piiKtna2mJnZ6cR+X3q2ec4OjoiTVMe195lKSWPTk9YxiuuZlO2trc5OTkhK3Kee/F5XvvspyktiAY9qlzj8Xme83u/93vcuXOHP/uzP2MwGDCZTOj1elxcXLC7u4vj6Ojh5ZdfZmdnh/2DMVm6rqRSCoKoQ1Hpti22rYs+BsMxt2/docxz/viPvs3b77zHzRspn/38F3jngw+oqpKiqnA9H09qVf08zzk7u8D3A+bLBfcfPGIyX3DQHbJKMk7PJ7iWw+2be7zwwh0++5Uv8tmvfIXctlgsl3z04UfkccKyzIkR2IMBHcfCrgriLGFydcW9+YI0r7ixs89PfeOXOBrtkMdaHerR9ILj8zOeffZ5VF4i4pI8TVmmKfOyYOFIciHoD7aQWUpheezsHeEkkMYZSqb4lHjdLlZs0R3vMtgekviar8m4wFa6gisVLrNccpUsCL0SpQRnVzNc12Xnxh2k6VIpJGVy76/CNj7xcADyJOXxg/tUecHBzhaf/+znuHPriD/+g9/nO9/5MwbdnuYyphm7Ozt84cs/yc/83F/j/Q/u8ru/93tMrvTiWczmpKuY2WSCkLoy4sHDe9iey3hnmy98+Us8enhMWUocx+VyMuHk5ITDw3263S6D/ha7u3vc/eg+q3iBELrBvUmOGMPp2JrmYtX/f/HFF8nFutvharUirrErYzSGw+GGSOyjRzrzeXBwwGx6irIEhaywLIfLywnf/e6bxGmOVBmO7SHlQhuiAOJ4yfnZCUIo0jwj8Hu6gqRFQB8Oh/SiWo5M1A3DipLVSpc/Nq0W6sy1UhoMX61Wun+P0DQT7dlljSBEGIasVglXV1da2ciyuH//ft3HSNdDj8fbuK7L5eWEW7duoZTg/PySra0doiiqz9Ph4OCAIk8Z9HrkabyuqKnl3MpSJ7XG4zG+73P37l3Ozs4aXc+9vT22d/eZzmJ6gz43btzQzeg+/IDlcsmgfnbxcsl4PGY00O2ITcQwHo/p9/s8fHRfk+Kp8F0LG4sq0/KARZUzWU7Z39/n9c9/iuFQk8SpmQTT6ZyvvvYGk3ouFUp72EEnYmt/l15R8NpnP839Rw957/5dZosF5Yfv88rnPs3t557Bcyyuji+IgpC7d+/yq7/6q8RxzDe+8Q3ef/99Hj58yAsvvEC/328ape3v7/P000/XLAWtNxBFEa7nU0qJ6zlURU6pcrIsZ7XSxRYXF5es5guUgps3b4EUTGdznnn2eS4uzji7OCXs9ji6eYOnnrpFvFpwfnFCmqb80gvf4ODgBsskJk7yOorQVDXXljx1c5fTk3v803/2gAcXZ2RSkCc5x4+O6bg+b77/LouiRAnJydUFK1lwEecsg5DSl1zZkn/+R/+OnajPqDtguLNFaimWaczdN7+Lh4VfgS3RFDffIRa6++RkkuDYHqPtA17/3BfZ9QdkcUYsCgqZE/kWyeUF5cGK8e4Ol6pA+CFeZVPGKchc95cSglWywnJsHMdFeBG90UgLaNUGU/FjYDCnizlbWzvIqmC+Wmk85vCIT33+i5QI/vAPf59uv8cLL7/GCy9/itc/+2m+5LjEacLPfu1v8Mff/jMeH58S+C5BEPHqK6/zS7/0S/z0T3+Vb33rW/zuv/4WX/j8l5GVJlFjVQR+yNYzu/QGfZ66dZOLiyuuLucURU5eJAgBrmtj2QFpnpHmJUVeITvay1K2wnE9BsMetuciStVwA00lCdCozzSYWZ08MvXnn/7cZ3jrB9+m341I0wH7ezfJlxl7e1s8/+zT7B7s8Ov/4iFSwirWhf9SauPkODYBDjtbu7i2x2KxYjabNvBAXpVcTK7odaJGR/Li/JTLy0scATcOjtg/PCCqeyHlaUaW10rlUYTtOjpjGsd0erpX0db2uL4fLX3neR7vvfs2t27eYGs8bMLp8/NzPvzgPXrdiLfffps4jvnqV79Kt9vlt37rt/A8j5/92Z/VXm2ZEcdLlBLYtqhJ8Fo0o9MJdeba13SabjfilVdeQamKLCs4Pb+k0wmZTqfkeUrg+XQ6HUbjAfEy4d133+X2zSMNV6QaRogCr1Fsurq6YDQec3Z2xv1HWng5ztJa9T1lMNL3hCV4+fXX6Pb7zE+OUaXekMNeh9PJJe9/+AGeFzDe3+ViPqUQCuG7uiPig/vcuHnET/c1ufzw8JBbt25yeXmF77js721zfnrOz/z0V+l2XRaLnO1tj/v3X+Mf/sN/yOHBHsvFjOGgh+85dDshSbzk1s0dZBXy3gfvc3h4SNTpESdLPDegVJIyS2u82saxdHVQlqdYtVJ+lmXs7O/x4kvPcnZ5A8sW3H7qKbqdEEWJpSSH85vkVc7rr7/Ochljuw5prtkJu3v7JIsFd27cIMliHl5eEEvJBw/uc3x+Rafb5/74Ph+++x7xKkXZgoMbtwhGYx5fnDCNUyyR0ul4VErxx9/5Dp97/VM88/IrLOIV8yQhLTWP2LYEViFQZUGlFNK1KOuig77r4lgOrrAIQs2yya2S0LXo+10oc1ayJEdSSMVyFeNIwAqI0xjXUviuZomEUUS/O0BKmK8WWK5Nt98BoWpFLcXq/JMyl7XB9HyfVa1V6HY0hpFdzejuH/L1v/13uf3qG43iteN5LBKJ5ZR4XofPf+HLfPWrf41lkpAsVzqr5ji6Ralr87f+y/+aX/nm/xLXdZlcTRn0q1qxJyFZxbz4/As1rmhxfHLGfDVhOOriB4Kt3RFpvGqk+8GiyBUFik6nx2w2YxkvieMVV0vtVZqQEksnSmaLqe5lIgVlXpGXkjhdgaX43ve/y4P77/HZTx0RhRZ5ArYMUNUSzwOpdE14kYPrBHz2c5/i7bffZmt7TJysePudd3nx+Zf4b/+bv8Xv/u4fs5ou+dH33+bw1iGDkW652+338H2PXtQhi1ekywXnyUNuPnWbgR/gK4sH909494MP+cmv/gSrOONqcoUX+Iy2hgQ9n1u3D/HDkDjW4rC3nr6N5dlMrqZsbY14+qmnONzf50c/+hHn5+d85jOf4eaNGxzVPVzu3L7dJIlmsxlf+fKX8X0fz3HwfAcpS8Y7YyaTGQrJaHuEbQtkIVkspabQuBbPPnOH+/c/4q0f/aA2oHPuP3jAYLTDqm6YF/q6odhqOWPQ7fNzP/szmLYPq4VuTOeHIY4XMLmaMZ0vefq553n/3l0tBTcaMU9WeIHP/uEBl5MJv/yNb7BYLPjwww8py5KdnR3yPGd6NSEpCq6WCZXnEgwHfHTvLn/+1o8YD0fsHh6ws7fLm9/9DkpVvPHaazz3zNMEQQCVYn8wJEtSbKW4ebCDlFAkFZHnEs8Vlqz427/2v+CHP/whq9WKUa9Lulwwv/I4+PSneOeH7+KHAbaA4+NHDAZ63K4uLom6HcbDEVGoGR+z2YztnRvYts3p8QmWpQVWptM5j8/OUFLwwssv6CRJmms4ybaI+mP6jsPxyUTDUZYOV23L4/jRidb4HI4Jezs8M9wjzlJu7D1FWuTM5wteuPEUf+oEXF1dcXzvHi898wzpfMmnn36Op3cOuPvgI7SqBlx6fSwFDx7cq7uzepDnhApUWQI22KDqzV0oiY+gKmI6UQexmhBEEUomdHzdwplCv3erH7H18vN4nsed6A6O7xF6Ab7nEvo2g14XsLCEU8Nnkt/5nd9hMBjw5S//hBYcUQrHsfi//J//zSdjLTGlkbJqeo2YipDSEbrNa1GxfXjU1AArpbQYal6RFSm2XZCXWjQhLXLdAkFVKJUjMtGcU1q6B3EUdWvqj9NkhlerFYPBgJdefgHPczg5OSHNVsSxlkHz/ZDT4xNGgz77e0NUkSMFNdXjhOl8xmyxII5THMdCqRFbWyOOjo7o9Tp1ciUhywqkLMnzEiF03bBrpWxvD3FsWC5SJpc69F4sppydHLNaLUgS3bXQEhU3bx1w69YRpydn9PtDTk/Puf/RFFXp5INt2zz//PN0ez12D3Z58PAef/RHf8Te9g6ebdENfH7h5/4aFBUyL7Bth48+/JDHp2d877vf59Of/zTb22MWyZLJ9BI/8nXbiMomT2OEbXOwu4cQN1jO5rz19o/46k98ma3hiPFQE8qXyyV/+sd/RL/f5+d+7qu8885dQFNRnntmnyyDk5Mziixh2N/iYnKBUhX9frfmqJYkSYaqKkajEUIIPM+ukyYDqktt0J977hleevllJvMFW9u7bI3GtVJRLfohodeD6VRXjcmt7aZe+/333+fdt95mupjy9LN32N7dbSCBG2HIK6+8wp07dzg/P2/6gwONIlWaau9NWhaVksR5jlrMUMDNW7fYq5WCHMvi2afv4Lsu4+GAbhRSZOt+Ra4QVEWBY3nYAkoUtgDXFxzsbdHrddnb2SbJMna29O+i1luwUBQ1jut4LnG8bDRkkRVZltTXm1KWBUpV5HnBdD7RVU5lRp6v1bNMVrmQClkWG3xhwzM2GgNKaY6vZTmaw1hIbClwcOl4DpEb0HNDdnpDDsc7TCYTHj9+zNHREZ6wCYKAO/s3uHNwyDt3PwDXZux36A767O/sEvW6eLbDo5NjBlFHq/0jUJZovjvCwrEtPKAbBQwGg0ajwURyJvlqKtQMrCFEXUkodKM2XUFV1Pi3wragE3lEoUsnsslzFynLJqn7SR0OaGUf05y+3WLUZIWNlmBbFqythmOoPOahttupmibuhtJimpUZeoohX3uex3g4oizzxhNKkhWnp6cNptbr9bAsi8l8Tr93gxs3bmg+2vSKsNPl6PAGW9tjwkBTepSEqiyIQhfPDXUmU4CsFL1uSL/bY3F7h/v3/owkyxHCqvFOTb1ZxYtG0FYnW5KmvPDBgwdYCFbzBd/+9re5urri8eOHDLd0kyxhWVqwt+aFRlHEaj7DkhVbW1ucPTrGD3wqBe+//z6Pzs6ZX53zmc++ThQGTKYXLOZTgtTHFhbP7jzL/tYOpazYGoVsbYX4lsPFxQW2bRMEHv1+QBjC6algb2+nxn8Vv/3bv8mtW7d44YUXcByrbv3badSBwDRU83nw4DF5nusMe57TqXFfswCef/FFHMtC2ALH0i0wpIIggCSBNFU4Hvg+rJZwfqWFOEqpKEvtOfUGHV565UVeeOE5ut2IZbzCC/W8MKWwh4fbeB5sb29v9EMyrSmyurFbp9NhVVVEnQ7b29sMX3+dr/7kT2ILnfTLkoRhv4eqKlzbIitK0izVxjLw6/MVmhNsg6UcirKCysa1Ier6jEa7VEo3pjs8OmJ6NeH49JTpdEZRlQRhh6jbaea1MRpmPZhiASnBcTwOD48a+Gg2myHLde8hs+ZM2aihkZkMsTGaehPzmjVb5Bl5S0XKrEfPdRge7LO7s82dp27r8ymNB968eROJ4ubtm1oBS0FvOCDyAzr9HkIqvvv9N7lz6/aGofRsR1OxbAfLhsCxcSyBpVtKURSmW2jNl643Idu2dF9zJXWLlfoadcGGbrfcdsz0WhMEgTZVRbFWyvqkDgfQ9au1Ini75tgMvOHPGWPZpu8AzeC0G1zBOkud1Q2dzCCYKhLDkzS1y2YBvPjSC9x5+ilsW/Dw4UO+950/5+TkhKvpjBs3bjAYb3F+cYHnuvzMz/8in/nMpxBuUFe1iNqjLFGW9m6zfP3wbBtcV+C4PYIgoCy6nBx/nyLXQrmzue4p5LhdZnPt3c5mE4bDvhaX8FxG/QEXl+eUhaJIC37wgx8wn0xxAx8lSzzbodOPWMwXjPr9OuOd8PDhfco0YzWZUGY5b7zyKjguw36Pt99/j0EvZDa9wvdsHFvQ60TEWcxsuSKJD5sk0tXFEtcP2N4asb+3zUcf3CUvukBAUWrNyC99+QuEAZydL/jSl77EweEeW+MdbEegpCCMfMpCsooXjIdDiqriww/v8eu//ut4nscv//IvE4Zh07AqL7Uq0mDQw/MgSRSzhTZiVSnY2hqhFCyXS37v9/4EgL06q3z79m12dkLsnk9NqSUMfbKsYBmvmlLNqqoaoWftlWm1oH4/2rgWLQNY4TgOvcGQzmBIocDSuyEdX1c2ZUmC7zqkdaLPqqXiiqqklBVqpRNcvW4f29ZNy4SAopQkWUpVKsoqZ3I1w/VsZAUIiWW7SFWyvbNHqbQT0Ol1ydICqUp63QGe75BnJUHgYFuQBwEobfD6vSGuZ+nigqzUpan1umt70u36fWNI1sr8NGyCtGZbFEWlPfk6ohLCxvddJpMJnU7I4eEOWaabqiXJit3dAUUBo8EQSVVvvLqBWxTp766U3DzQPYvMYVm6LTBo+dyqrGXZ6s82638tBrPWOHAcw3aptQssau6xg2XZtUMlMOIwule8/pyiqKiqT1KrqDaY7XDcuNFGHMEY0euepZngZpdo6yS2d0szAQyR3NSGm5K7PM91eeF0SlXpHkJ+5NcCCJr+8w/+wT/g9//9v+df/vZvaUm4rW2Ojm6xmOlqkf39EVmujWS6Mt0OwXNdfN+iKExrV4UqVdOD26oVhL72tV8kTRbcu3eO6/qMhlt85Ss/yc1bT+H7If/of/xHjMdjiqIgK3I6nQ7bozH37z2i3+2xvT3GQnJxdcVweJso0p6e5fQA3Rvp0YOHzOdznrn9FI+PH6PykuPtHSoFn/3cp/iT7/4pzz59G0tIykxzNke9DpO5oBcELGZTkvmcUqEzo36AU4/n9s6YqirJSRkMIvJckecZQeAThgEvv/IiV1eXnJw+ptfrohRMJlcURUm329UTwXEIPI9hv990SMzznMvJVV0WKMmKnPPLq8Zr9qOQrXGXPNMLxXYAS/Bbv/PbfPTRRxwd3mCxWPD3//7fp5JHDPodlKWVjJQCVWhD0O97rOKiIdlHkUdpWTiex3jssVjotgue7yBdB6TErudWFHUQRYEvNIdzOZ8zzQuuri7I85yt0aju5eTh+0Ms224azTmuSyUVSglWiVbqyvOUoqgoCh0uZ1mCVEClyLKCfr9L1NVN5brd/rqtsxuQJ5XGydMCWVXagFYuq2WC69kEfkSySrm8mJDlCb4X4rjryKm9bowHaVgL5jDr0jBCjCeaprEupfRqDVWhEEKHtoUsKYsM14GygN2dkNXKq3+XRJ6FlNoC2pUuICnR1WKiKFCZQjgCIbQCVoVW+8/zkmWyRAiF6zmN7QCwLYHj2DgOZJlWpZJKoeS6i6hlWdiWo7uaynUf+apSuK7WPdXlvtprbRd1fFKHboJWh2VPavdq6qDNw2yH28CGsWyHD21P1GhRmvcZEV9DIr9x40Zdr60xzTiLWSwWxLGoCcJb/B/+j/89f+fv/B3++T/7p/z+v/13PHr0EEvBrafuMJ8kFAqcOqx0bN0LusgLFoucKAyQCJTRiDQGU+g4rCwr7j94xOnpOdPpnKJyeOGFF/jUp18nSUpc12a5WiBrLdBuz+eNN17jo7v3qKqKX/zrX+Ps+IR/9D/+P3n6maeIIovFMmd/1+PkLCVPYq4WMw73D/jmN7/J8YP7nJ+eEXo+i3jF4dE+g17E3t4WoeeSpDmrxZKq8LAUDMZjkiQhqwrdy7mqKFfLRmFqPB7X5Ys5cawxR03F6jX15QZDklIncfr9XmP4lvMl3ajD4f6Ar3/9642248XFhVZJty2tU2nb+J5Hv9/DsuHiYsoHH37IsD+i1+sx7HUZjnQ2f7w15HOf+xxB6PHGGy9QVlBkugdQkugsv2277O8PKCvqzTGgKAqSRDRVT6en675M4GBZouFf6jkKniXwfI9e4JMXBYvFgtXCRdVydKaiCmCxWHB1dVlDEBFSKrK0Iq+FYdqwlJ7LNnt724D2hHzf11qkhdN4eL4XIrBqR0N3WyzLdXdNHVq7lMWyMX6WcOqf3ea5/EVHI4WnNtXzdQuRvInYzCGEaq6/qio6nVALcs81n9e2x7X4isRG1OwVLRFYYeHYAscGy4Ubh4c4tsB1tPct0O1JQGiRnjTB9V2ktJrrMtdc1oUlvZ5DWepCDX1N1GNs4XmQ51499jlZmlNVqtEgLcuSNK1+LIwltOTdzHdzkSaENhqSBq9sPzgTIhjjaQ7jjRqD2/ZUi3pCV1XVTGJkSZEleEGwMVnB0s3CwpC33v6QKAj4e3/v7/HNX/oG/+yf/H/53d/9XR4/fkwUhaRFgSxKsjSjrHdAR1h4oY8sCkoldY13DVarGrNROJSFheeFPPvs8zx6fMUH7xuBDjg7OyMMQ5arBa+++qomV4fw+c99hn/5279LnCx5/fUjPgh8Op2Q5557FoRuUFbkHkWa1V5Un+eee45+32H79adZLZ9G1uT0ZZLw13/x57h9+zbjUZ/ZTIEqqep2GrOp9up8P0QAq+W8Id0DPHx4v8HJrq4uGrpRUWiFICOCq0PfCqWq2oMsuLy8ZHu8g+/bTKcZ8XLJfLmgmmiC/2DYR8oK19PGynZtwgCWGfyHP/x9/sk/+af8F7/yDX7ha1/DciFOcioqgk7ArTs3+fSn32A6i9GaopZu6eo6OgsvS8oSklVMFIX0ej5V5ddz0SXPdbmiZWkaWJLEG1COwWAHo4E+T61HGscxnTBgZ2tMFEV0+z0Akrqdyt27dzURfjDAcRwOtg7Ja0hGaKsAdRiJsHn0+KQZQ3LdTdP1glqCz9OCxbnGZ03UZELpOI4JAr0RpGnaYPHmf2VZ1l0C5Ibj0ZbsM+vSOB3mf4abHPkBlms3a1dJhV07MmVeYAtFniasFjPNU17Mm8KAwWBAkeVNQYKBzMrSrnu1d8nzFCmdhgts1rdOji6QCw1LGKEXcw7Hd3Bth+ll0tgNWOc2DJsG2yJJMgRWXaxRNp0LkjhjNtXiHSA39CQ+iWPDYLYVdIwCkKkYWbvLVZPkaWft1s2xNndBc5jwvB3qm/f4vst8PqdSqmlkZnBUrbK+wvF8hO1yfnlFEIb8d/+b/y1f+omv1JVEFZYCq1W+qMqKylrDCLYSKBRCKpSlEBLKqkKqAs8LODw44sbRs1xexTx6eIVt23Q6sLO7xa9845f5kz/5Nq+99hyLRcbjkxmDwYCXX36ZQW+ALOFqcsn+/h43DveRJYxGHebzgq3tAb/yy19nNBpxtN/h5GRJr9PFFhB2HMKOQ1RG/J2/+yvEscL3BdFlgFK7LBaL2jOYbmxeoKuHGuXvepMxikxVVfHgwYOmf3VZ6tLUTkeT1X3f5/LyqhYVsbm6uGB/f68hlA96fYIoJOhEpHlGkqZ0PA9h60TddFX3vPFcXNfh1q1b7G13OD7Tdd7/9X/zX+n7PTjUeOeqpNNxKEtYrVIqVdZEeyjKgk4nqjdpHc6ZogOz8ICmqshkWrWXp0PSMtebexBEDHodulGAAd2W8apR29K6jlrZv9frsb2zQ787gApcVxtqAz+1nYbrxtD0HF+tVjoElXrdmPp77cVpZ2I+nzeVV8bAaQ9UG1nXs/FLHyFU45SY9dP+aq+jdpQnpUSqEsfSz8QoaxlP2DSyM/MjCIKmQuz8/BzTLsQTNDi1sLXYS1GV2K7T/N0Yd6O4v1qtWKyWdLudxna0lcKyLGsUsNqiOO170gkrbVN8L6j7KKHFbpRVz38NvTmu1YzRJ3U4ALPZrGn+1A67r66umEwmjEYjPM9rJMBMtq4dchscFGi+t8sZDXHb8zz29/cb8N51XaLAqwFgLZ2WlwWyUghbMJ3NcOswNK1ShPQRnsViGfPsczrrm2VZY3zN93YiweAq5lrMA3Mch8DvEucFWaHouD5f+/m/zttvf6Q7GioNU/zkT36ZV199kfl0RZZlbI/HnJ1O6HZCgsDn0aMr7ty5zX/1v/q7TCaXHBxuU0nwXJs0Trh16wgpJVdXeb1z5mDbpLlVr2tJvNDh3TKV+E6dbQ33sCyLhw+195jGOkvfDXWPozLPcBwLPwg/Njk7nc5Gl8iiKDg/P2e1WtHpdJow17ZtRCX54IP39UYjDDSjr6vbjegPe5RS9+gOQ5+8SInjmKeeusV/97/+b3n++ec4v4rpBAE28Porr+hwtSxYZjqySNKqVpuRZLUB6gQhYeCSJSWuqxNyQqDFqmuczrYsqqpguZixXC6bvuWr1UpnWLsDXFtXJcWLOVVdc6yENh6FrPADLUd4dXXFfDJtDEeaJBRZSRZnREGHKIoayMM4BWbsdnd3m/JSswZMKanvelRFwbQWVQGIl8vGKUBKVnXis1084VgW6SquHZF1HyUzT825zCZpDI5ZY+b5GXGUtfSgW9O7dC5gOp2Spimnp6f6emtjOhqNWNZKYVUS43e0hF2hJJZjU6LAsRGOQ1FVYFt0h4PGs/eUZMv38OuI0ESHbZzVNJIz67J9mN/bfbD0dev5/MorrzQat2ma1l7mjwGtaDAYNCWFxrM0X0EQNOWEURTheV6zS5hd2CxK2GySZY4nhfxtI9eWb3Mch0rpcIOKVsZeIJWkVBK7nsiuUiilH1KFwlY0obcUIKQmz1pS6u/osi4q1fA4SyWRUqug+H6IY1s8++zzWr2pfr5JkuK4Fn7gkhc6a2e8OSE0mTbqeOza29i2IF4VpHlCFOnsbpZpMRK7nuBOfd9SKZC6Z5KwFGA32J1mFlQboXccpxTFujAgDEN6kY+w1p6+2SgMpmk8GuPxWJbVtOhwHEcLMIfRhjeT1s+H+Rxsi9HWGCzdIM92XULPoxtGDAYDqrygKmoVG8rGyMh6EzW16ELRhJGy0F5QLBVl6TUG0igjwRobl1KyWGj1KqOutCFyrGaISnNrs4bc7ODWtfm+41IVuv7/4uycqqrY39llvLNNuoo5Ozsj8jtkIms+V4f/SSMEYhr0ZXVNvw5Ztbfl2g5CKfI8RSkdLXleUHuMNpZFvZnZdYVZWuPKGa7r115r+rGQu92EzrRaMc/TeLudjjbyoe82fzMQWVNuW/e0Mri2zjrLOrkW0bFtSrRqGJbA8Tw822l4lsKxsAFVa16kRYFMM3BtQltHCd0gwkJh2w62bWnecKk5xr7vkOc+lqXXmBDUGKhCKb1BlqruINDVOOpyGWs1qEL/PY41FNPrDuj2ov8MZvA//XBg/YBMV0XP84iiSKssS8nl5SVhGDYPxLznesLnurFsT4A2NcJ4fOYhm513sVggbFsrGQlBUdNKqqrUKuTo/jZgIZWgqBRSVEgBKM0RE7p+SutLOgIbLcQg679bwgbbgqpCCguhIM0Ksty8xuall16mE/VIM8iyFD+wcSwXqoosjsncgH63wysvvoDjeHR7OouMLEnLktl0TlkV2pMu6j46QmChCceV0jqgwqp786hSk/xsEMpGlYJCKlZJ1nAig6jLlu2hVE0zsWk8yCDsNIbCJESyLGsMjGkiZzYu4wGY8W/aVdRep7JqvFrpjeXi7FwbTMvCdmvj3OIDpnGMLdbNzSzL0hQfan9Aau9SKIVnW9hu0MwDox8qpNKYstIe1SqOmU6nTRhu7qUKQ7rdLqHnNx6KNswFstR8Sr25lgg9MRBC0O1EqK1t0jzDdz1cy6Y73mLQGxKF3cbA53mObYGSJVWZo6SF7zmkyYrZbNZgko7jYAndJDDwfTxXILB1A9aacyorKG3I0oLCtVBSkOUJZSH187N1x8uo10VrmW+G48ZorlaLjXBde4n6K4oCoqhbh9wujgNlCVhpk3sQlkXU7eMF0UZoDFr4ohOF5GWhN3XHRSq0Uruqu6Sie8JnSaYFkrMc1/fwainEZayV+11Xt8zQWqoVqtCtfn0/pFKy7kyrwMgzah0dBBayqqgq1YTgZ6cXSKmTP1rGMNJ4p/ox8DCNB2lAW9d1G7a+MXpmIbRbkZrQ3HgFT8qWm8NMAPMeY6STJKEXBizjhEfHjxG2zVNPPUUQhZTJmgwvhEAAtutg2Y5eYGjiXFkphNDXZAPCtrFNiC4EhcGAaqOtKUV6e9O7Xm2EpaIsCp566imSOCPL9IRN0wIpC2xnnf0PQ7hz5w7drsNkuuLy8oLJZKLFJWrqkRC6N4vZZIywsBkD7VFbeje2tDF3HIcw7GAJD9dZd8bsdLq4ro/jWLW3kTWYmFt7IKr24lxXb3i+H1BVJaenZyRJTJKkWJYgCLSWJYjaU1ptkKKxW/3H6+sWEqq6dngl18/FEMkty8Kx1lxC27ZxLY17r9IMUd+353kEjovr+43GqEkCGkzSeHLT6ZTVasX29nYTeupERJ9er1cnIRI816WqPKqy9j4svZFnRUWZlSRZSq/XY3d7m0WdFJpPZ2yPtxgPR9i23VKr1x59r6eTjWWps7ZpqrtJnp4eEwQR29tjXNenzFKuioIoCuj1Bli2TVnpKh+lBLYUhFGoPctMd4KMOhGua5OmOcvVAtsRSDaz4W0HYzweNzQ8s66M4Ife8KiVrzREY9tunX8IsG1BmuY1pNZByhLdHK+kLCVFmSMKj6IssLAppe5uuVjNcSyXqBviuwFZkTKbzFms5vhuwMjXQtN5nlJWAtexEMLACdpoGhHqqkqpqoKy1FWAtq07FjiOV5PdNbZsSn/jlYEvVOMpm5/N5v9JHQ24ZxItRVE0ALt5gGEYNgbPfAFNydb1cLztfZpzm37XQOMBmRK3F555GiHQbru9xm4sS/fnbiaRAkvYWlHcUrrTodADLoWFVFBVUhvTSm5gqKC9udrnoNIyxAilCDs9SglK2BSyZDCKdIdGy8INXM5OTinLgm4votvtYtuC6TRhPk8oy4jLywum0yviWLf57UUh/V6XyPfI4hXTywvtkbheY0ykAFUKpLCx0F0clSUaj8ALfBzPqykfdQgvIS9yyioHlN7lhSCOEz3uUiflqhJcz0ZgI4QOZYQQFLkkL1LSpK4gURaVLOrMo57Meb6JRUux5tValoWQEqpSe5+y0v3Ry4IS7SMVLTjHqj2JNE0RUjVJxDAIcD0PAVR1mK4pUXETMmqVqZDRaNC02TVJmCDwsW1BUXczBahkQVWuN2spJWmhISNZQRoniFDQjSJ6nQ6llMSLmOnlVENSZabl2BxB5Ec4bqDHUxbaQwxd0lXM5PKUKs/wHF21cjmfEHg+vt+n3+9i2xbz+YKyLCiKUoecZYmUVZ24s3Acq+YoWo2xlqwZKJpAHjQMkaeeeqrxak0UaO4zTXPKSmlhj6zAdW2iqKt7maMZEY7jkaQ5cTxnPp9SVRqL7nb7uK7H2fEZwhH4jk9FRbyIWSZLOoHGun0LlvMV08sppSoZdkb0uwMsZVFmOVIqpNKOS1lp58KwIvS8Ek1pclVpDVfNVRa4rk2WJhsQUp7ryr4g8On3+w227Lpr6O+TOhxYZ97WC1M2YbLBpBqqQL3gYR3iPekwRhPYMLbt0ksdbuusfBAE3Lp1C2yNw2XFWtPS8OMcYVE5GqMUdavWSllYtgNIZKUopU4YmdJIhGpKJS1RZ5mVoJKlDs+x6t47qi7VrMjzcJ3lF1rxaL5IWSy04tFsumQ+i8kzpXf+wGG3roU2no8Je83mYFkWfktr0rIsLEdXOoCFagxCiZK2xnmU9n7NedYZ1hzbaWVLSx2m2e66Jlkbj6JRYg9D3VRqMtFtH5aLmqJjQxD6zWJt08aM0YsXy+aa2/iamTcVWknGFpscXtD1x2YuoRRpktS9n9b0EsS6HLAJI+sNVwjBdDpt/q+UapIDxhstK21EirxqDI7jOChLZ7w7UU/zWLO88YAliizJSdIUW/dw1W2QXQ/H1teTxomW7/N8nazc20EqnZXf29/HFhZJvGBnZ4et7RHDwZiy0pSisspIE91IcLVa0u1F9ELdmkEjFCVhGBB2NMatWmNnJAmNbinQlIeuVqumAkprlurKpDRdM1d0VFQ1RqjX6zWJoel0VhudAZ6n+aFFlhOIACW0qEayilGlRDoVVVqSkeo2u3GiHSvLRmZaSyJL1jmPqsqacmcTgRi7YsSrNZ2wqK/BoqocppMJjmMR1gIzeb5qaIe9Xm8NFSnZYNef1OGYh2EeFLBRhWMoEGbBtDPOZjDMzm+O69kwc472313XrYUdhjUZVhsb23N1/5mqbMD1hq5guUiJ9i6FDmMsdAgglUIClVRUdbMk3RtHQpYjZdmA8LpnjQ4NKmzSeEGaxTi2xlGqknrhKqQq2NoaIyzJbDbRrRoyiZQW/V5fZ2p7HYajfpOQQCrm8zlZmmIJQbfb1fivp4UZKiWRUuHIltFD6T7jZX3tUpePUXPfTMJGOLofOEjyOhoIvbDGj9zGUGtQXfclX62SOvzXYZnBioqiIM8yLuMlBkNrJ/wMrBHWddGgNz+BxmRVJbWhz/M6aWA3bAeNV2kql1cLNiNNL/I6Eqnqv6F7GrVZGkppkQ4T6Ziopv1/c52rNG7miRACR3k1D7duFVx3D5XVmjanLO1J+lHIYjoDW+A5DnbiYgtBXpZkSUKcpnSjiKKqCDyPQa9HkWUIpXT5ak9LulkTrfZuPKp+v0uvp7PfeV7WIX6Hsswb8RffD7WnLWwsd524M2vL97WhTpKEsipYxUvmi7n2vkJdxSUrxepyAcLCDzz8IMB2dNYZYWE7Lnmh128QRvTrZRoEAWUlSZIFru0SOjrcz0qFb7l0O5GmIElBvkqhkERuQCfsIErF5OxSzyFZMRgNNfYpJUVZkeW6t5VfQz+r1YqykrobpVSU1fp1DSzX6zTQm9nUDL5uWDxCsFH19EkcWq2ovghV8yBNVs4ogpuKHONtmsnaNp5POtpAdbtqyHgKQRDQDTtUsmAxm6EEhFI3M9Ohixa8EFLzJ0GH5U24Z61btmoAT+lkgxBopWsLIRRpmiFlCVgbBtNxJEK5LBYryjLH8wSWcImLeM0ZrXKkDIjCLkrWlKQAoqhLrztkvlxoWEAKZtMFtm0zHA5xvQCkwPUs3dwMyMuSOF7WzeotorBDEPq4ti4tVNJUUehNQIfn6xr9ShZNRZSmj7CR3TaZZpMVb7BfsVaNGo/H7O3tAbqf0dXVBcvlFTbriOB6Mg/4mOdp18XXSlD/LDaedyULVAVSlg3ZWAiBsMFSGiJxa4/Y9T3N+8srEBLbdrWafV3LHYU9ijIDZTW18EWZIbDxfEeTx1W7LLdW1M8LimKNrwthE4mwuQ9L2LolcpZBKakKCztfJ6N0hZB2IpJkhXJtep0OKyRVkaFswWjQ0xs4kKZx4+UZTqaUgm5XY6ur1WJDU6GqlqiV4vkXXsL3QzzPiNmoNVczSfGdmi5WVlod3rap8oLSssnLCilLbEezTDzf1ZGT0Nl1x7Up8hLbsSjyElVHYq7n6IisLLAqqPwSJEhVEQYBw/GQ0A/Jiow0Tul0I/q9HmEnpCoqLieXlHlJEAUslwu8wAepWK4W2hMNAzoyxLK1AEglXWTlUSmpk26eg0A1mLGOpPSm3ev1ar6ohiuWy6XuK+Z9vEjmr/poLJ4Jc/r9fmPUXNfl6OioIRKbxbOWmNI7tiqffBPG57RqbBEh6h21xtrygljFSFWyShJmi0UThlRKkS5jbMuirBTdMGpqa8s8096A4yCQSCWRVVkbTIVSmtZgWTaO69DrhHWSRGNKjmPXRGWBlBWBG4DraRA8T3Ecl8ALcB0bxwqwhEfge/het/F2iqJiMpuQ53WioiixbA9h22SFpFIWeZZC7ZVPp1OyLCOKIgY1piiEjaUsqrzCcVw816ayKrIs11QTuU4yxctFYwg930HU/amjICAvJXmVI6RAWQovXMtqGQqOCWuKoiArNUTQHXTp9UOQN4iTpW4qNptRFkUd7pkweM1dbYfbGmopaq9SNXCO5hIqHMdtWBBgMqRg4gxVtwvOV3n9d40xV3WGmZqKVeQpmOeaK4SwsIWpba42NvJSKSBt5qBVt/9oZ58xnyZ0stB1BTTNW2XNiVx7MjrJ4lIUGYtF2cz/otAJUNfRG5rnrEs29exXBJ5DVqsjCSEQSrdbdn1Xh/LjHRw/QFaQrIoaOtAUJ8NMsSyt1t/rdBn0+huVP67roXCIuh2UEsxmE8pSEkUBruuTpnGDbfp+yHg8pKp0skxaMBj0qAqJ5QgsZRHaIZayyKscMh3NZUVG1IuwsZkupsSLGGzoD/t4oaZKWZYkjlfEqxlCQRh0cWzFajllPp3h+lqqzXJsAs8niEJE3WpmPN7WNLq8IvCjJp+ik8SCosiRsqKqrMZ5+6QOB7SxNPgi0IRGpu9MW8UIaKoHzOTrhtFGoqB9GG/FhO/th208km63y+XlJcfHx1xdXXF4eMh4PMapycG20AvHqd9rMorGU1X1rm4wDiGE7mBZ41xhEODVHmP7WvS1OU11zGq1qrlqCUrJjaSWWWzthFbDlaux0KKoWC5jptN5k4zQ0nlFDXgrqko1Xo9l6fHzXRttvBVaT1R7g7ZnN16241pYtr9BDTI/p2m2yWOtsU7zXA2X02xUhhGhFyNQlvR6PTqdDp1Oh8vLy6aaJYqihhRt1aB7ZZ5frXGaJ6mWRmsMaVVfY4FSsjE+mkry8XpgIZ31/zHGZk0JMudbsy/M3JFQbZK8zXnaXxpuUAhLYYlWchIdmASh1/ztSViurNbPvqwgL8TGvLDSzaIJc63my/BdwzBkUPegN8/i4uKCTqeHkTZzLAtqdooFqKpqWCx+q+rJODGW4xB2+yRJwsXZOafnZziWze7+HqPBUFPXqhJpC2RZADZC0WCRjuMQ1xVLQgh8ta54MhumG2g4qKz0nBZOHV3aOuG6Wi3qhHGOa2smRBT4gKTI0poCtRbmUKpC1i2pNWm9wnMDwmBTVtI8y+Fw+LE580kdDmhPwRhJYwjaxvHk5KRp52qI6+b1rutS1D1nrlOK2pPYYE+GgGs0LpVSDafQVKCEYUgYhnXr19UGnWKDQ1ZPYkNrMec2lAvHsVmt4ibJZDzUtqdkWRYSVWflgoa6YGgulmU1hqddzmXCNiEEaQ1EJ0nSNAeTUjbZPXPvbXmu9oRo1wyb17U9OZNdNr8b+o0x/obwbTh6sObWGly1beTNItbntEnzHD/QVDJTVWGen+M4jaJRVVVNyG+qOFy35l7a63tRai1P1oTvXGctUJP1P360544xLO2jjV8CqNbPxmg1WX2xZmuY917/aj8LM/bt6zTzpW0k29dgsNPrSU6zyRqWidmQTcWcEKJOWE2ahKqZz4YyppRqKu2cOjRfrXQrZMdxCDualC6QuI5Fv9chCkJGwz6+69QtbtGcUVVRlTUn1rZQKGSdMTfPV0qjKmaehSKKgvqepC7SiIIGZzQGzTgnvV6vKaow9DBT8GKoYeZLz3WHspQ4rmYO6Dm22cjQYJlths4ndTQCwqa2VwPX6zKnLMsYDodN6WQ77GrCoXKTh9nebduTF2hqcU2FkBCCNNPlWVEUNQPSphm0P6tdAtkYSWg8YXPt5jAhqTFc7QmvXytYLePGCJrJbao8gKZ+1hiotjenS0PlRo28uQZTpmZoMuZv7Y1ESk3uNQbMjFfbg25jgOY9ZkMzG0278MAYXfPMVqtVc7/XNRarah1JpGnaTHojKm2MozmnWexrFoXSXhFPwDjRWoj60EbTHKIOqTUTQLT+Jj5msMzcetJx3aCa+2qX45l59hd5gO2EZHvemr+1mR1tA9suBWxfq4G02mNtstzGGTEGBKDXHeA43sbG1p6jBi4TQlO0DLzT6XTwo1Ar8QvBqD+g3+/SDbv4kU+RFiyLHNdy8DyXwA2QQjbQjSMc/buwybKEOE7JsgTH8YiioOZzGl3cor524yxpmltVFY2ugRlLU34JNKwQ8z9zX2bTFyJFKbvZHMwcBppCGSP48ZfNg7+qwwEadZs0TRtvxRgFI4YBfGwnbnuU5u9P2uHbk9i8zpDjgyAgy5NG0cWUwQ0GA433DQaN+ku7bNMYK2OMzGQ0bWXTNG2oUO0svpmM7dKzNiZrFpcxQEDjmZrPNcbPbAJe4Dd/a3uepp3s1dXVhjdiPD0zTrZYi5W0qVpm3EzTtnaG0Fyz4ziMx90mo2zGqE3/alNtjBdj6qld18armQ5ZlqGkwPdqoxhojcqT47Nmo4iiiKjXbRZvlidUeYaUa+9SCKsJ0TXWl9fX0aCX+pvURlM/G0Mj0v9f44BgKkM2F4tovq7PwzY1qQ1DtL13My6wbpR3vcLGzI92Y722MTN/M5tXe2421KZ63gRB0PBJDR2qkeRbpRuFA8agrrVpc8pyHTV4ntN4eoHrsVousRwbVWnGgSpK8sJHVQpkxeXkim6/C50etmtji1oRTFUa+6fUVVJVAbJCqAqhJBayyQdUZYFQCtex64IWSV4VyLJkenXVGHuzHpFa37LX6WgHqd542+OY1/X1tuVvPA+3roM3BnO1WmFZ9kZ0+UkdDtAAqYZ/2eZMmgZO7UliPKcGT8s268+vh+PtCWzwnHY1kVv3izH1zUZlJwiCDW5eG7Q3XkVVVYS1yw40k9sY2TZ3VCs5r8M0s6uFnZCqks09h2G44Z3AxxeDMbBSSiT2x7y66wvP3J/5TFjX1ru+u/E/I5xgxscQu9sGsz3O7RDOXKNZrMZjDMMQz/Ma+o1ZoJYlKGuPVQjxMU+91+uxt7fXbGTL5bIpmzVCw6oqasHdvIkKqqqiKCukyuoNZ136pw1nkxKskz8fL6k1PxuYwfx+3fNs4+LtjdH8bDaRdnTyJO/1SeF620AaD6k9D9thfBt6ue6ptteMWWfGS18tk8YjNcyUdhRluL1m0zIhqpSS5XJOWtSJKOGgqMgqiVSFLkyocpSSOjkqdR+pEhtH6lLNsspB2Giak4fn2di2W1eUVbV2gVevG1vrHgibotDUNcexKctNuKJN8TI2xDhihoWzERVgIgqnJvV7CGEqe1ZNbX4bKvikjoZWZBZQr9drvCATohkMqx0aJ0nSTLRuGG1iSq3d2niGbYzU7DKaYKtVSMyuOh6Pm2sxPNB2kqYdOplJVtprYQljWNs0pvX1bBpBs/ikXC8GY2CjKGomaFumbr0YaLC6vFSN4YLNXkbtJFFb2b7tpbYhBLMwzHlgXTpo7sX83dSNp3nZPCtzbkOLMmGOGXuzIIHa+Gv+oe/XHEjHRpaaiK5qTchbT93WZZ9nLsvlEmqhBtevNRBdu6nDNotFV3ZkTYZeyrWx0QmjttHf9P4VmwavUtcSRUqZOq1mLvxFxxpXVZuLtGXM5vP5hoFqf5lF3zaS7XlmnqtZR086jxlv87+2J2nbNgeHe834ma92H6zFctaE/WbeNPNBiqYKyLZdLEu3sq4KTVUriozxcEwYagGMJNHiMUi3NoSSJElxvZrfK2qWgJSUha4M63UdzYJAIVVJkWWkWUxVt7bu9/sbDoiegw6wzoe4rt6cXdfBcTRUEwR+A0OBptUJS4ESlJWulCrKTLMc0MwUxY8Bhjmfz5s68sFg0ITmV1dXVFXVgM7GRTYP3YQdVb5JJm3vMiZja8JdWGfOzf8sm+bzDZfQhKfG43sSFmU8C2OQ2zXqJkliQmvzP2Ok2kKkWSsJtaaMFI1xMTX1bXzWLFKdqfQ3ruc6ftXGYY3H1Dbw5t7M5DHvMbuyyZIa78T83WCZQRBueLLG8BjPtB02GqNhxsB1XfI0RnsL+pkaaTjzLIQQDAa6RNHcs3nGZtG232fGXRtMPY+kdOtrXpdeNhugtakm3s5Um8+7jl21Dd6T/m9eA3yMVtRO2Jij7UmacTTnMApAbSzXvN88AzPvzCbVvj4TcbQ92aZKqSy5uLjYwMaDIKjbgqgmjDWbjznMBmhZFstF3MxXA6cZI6qUIkmSxqtb1k2V+v0+3W5Xz1lLoHAoRLERqZi17LrxxtgYoWYDNejnrTbmtlnL7XYaBrs0xn69Aax7iJkvz/Zqh0DrucpKUclyY9P7JA4HaJrKmwyemfgmW+z7ft0yImY0GuG6LovFAqXWUvJtg9MW/YyiiPF4XJdlTZusqynh0u/VO3QbPG8vfK1Ivf4brGkP5vrNYjDGoT2xG2V3nrz42iKrJkljvAaDrbZ3dqAxXmVZYmFveH1mczD315R21vfe6XSwLKtJqgjlNtirWazm/aZjo1kIQHOfRuAjSZJaTAMmkwlxHDe7/mq1ajYjc80m5AedUCjLfONzDQ/OjHeSxc2zaScrHM+nGwRURUGea4xK1q6pZdt0ez1cd8zW9i55oQnIy+WyKZHTNBqbdBXjunoDq6pKK3XXybrFYoFl2zjOGgYpioKq1Bw9DSmUT9zIrhtHc0/X/99+z3VMHmhCZDP215M8Rn7MvhbpmHO2MXQTebSP9vy8Dr2Yud7e7Ns4OcB4OGruxxgjs5mZCG8xnzYbrW3bTK5yri7PqZTErSOVNs7dxm2X89nG9VhAr2OohBaVcW4cDXtVZc4ijZt7aUtAGjth5li8qnAdfyOPYMbevD5NU2azWUN1+ySPjZ4+be4VrBe/Cb+l1D2h2wsvz3M6QfhEz8Z4VO2FaBbLYDBoJtagP2geDqwnlXl/WZaNPqExgGEYNl5TW7wY1hO9zTmE9YJoexpmVzQGbDKZYChGhjRsNhPjYcCa0uQ4DkkNaF/3jsz5zfi2x9KA5Kbkyxht2BS70Io5a3qOOafRL62qCscLGs/EFB6YyWfYB8aDNZ6LWZTdbpeqWi/o9oJsj4/xhtoQR+PB1visGXs9F7TKntlIXMdnOPDodrsN1GLYEq7rYinTPXDtjTiOw3A4bDwrM5faHqNSiqIsNv5vvq4bwuveyfXN+fphztemal3/Ap7oYbbPZ1ruts/bPto0rr/oqz13r9/LKl9DAWbetKl45nmbedQ2TqXUXmdVn9uwWNoesRnHJ8EVQtjM58tm3hhD24602h52OxIyazxR2cZ7zJgaD96MgREk+SQPB9gIEU0obQbL4HrGpTeL34C3ZuDbO7yhKJnXmcRDgzmWaxl98/mwqZtp/mY8M7NTmf+bUMBxHIpsLf7afpjm+tuL3Ey2tkGrapK6CUPNuZIkYblcNteulGoy5kZgoJ1Bb4fN7QWySTLXu7wRcHVdF4s1hGEmfBuzMpCGuTfTlthQWqg/2+zaxhAJIRqytNlwzFjmed4kb7Tm5Bo2KMv19Sul1dttW/c4Wo+vMRqCOE6bDVSPeV16aFWU5fr1tm0TBh3CoNMY/DRNWS3nKEvgRyFht9OEq5VS2muhDolbSS0zrkVRbISv142ZeZbtxQpcW/Sb2gfmPe05ZcbCfG+f3xjMtkfbNiz/scO2Ng3y9c9CaXEWWSfHlJQbuG8QrMs9y0oii7V6u5S6jbW+NoElLFStJyulQlawu7PfvNZ4qO2xbCuXlVnZbAxrp2FNh2snRJueQ1G08XfLsqhaCTDHcVDVWvTHsiwsamUvAb7vIZROdLn2x5/VX+XR9PRp3xCs+W1VpRWz24TnNt/Q931Ute7j0cZhTNZ4Pp83BtZ4DGYHaVOCjKFpZ+CBxjC3Qfj2LtvehdoYpznMw70+GcxrpvNZk5E2fzMelTE8bTxNa0jGze9GNt+8rp2gARoMtA0bbNyPZTceXztbbby7tqFvv8+8tpRsSH61RYPNRmeu23jL7Yx6O6nRBu7bxtt4LW3PwYxJWV+7ZVl6cX/MeOie0mma6yRT/TwNp3M+m1EUabMZwJrLaKAJ81nmeZuxN/Pluodvnodoeb/tedGeL/+xo43ptedX+2+w5v9eN5jGg2wff5mRbv/8JM/3+mGiovbcMGv6ekLRGCWzvtuQ1/VNxqzBg4ODDQ/aeKtrbP7jwuHGwaiqitlstgGRta+z7cU2EFeNr5uN0bBlzGs+qeNb3/qWNpgmyWLwC0OrMdibwS9hvQANmTuKItzayzKHuSnzcHzfb9x8YziN/iGsQ3BjNMqybBJMZsEYz9UMtlnYbY+uHbqYo+0pt6ECWE+KdnLEZJ5BP6jd3d0a5ysb49JwFmvDIrH/0s9oqwhdnyBpmhL6bnMuk/hpwxKmgZaUsgllzfuLogDLaQymMRDmes1zNAkeY0iN8ZtMJoR1E7I2ftamfUnWXMQ0TUmytFFAV0oRBRpLtdD6mWChhMCyBbbr6v7fKKpKi9ZKocnNwrKxbUW/3+fy8pLZbMF8vmw2RP1MdbmoXvxreTn9fwvHERuMDTMPjLEQQnyMVmTmxXWvtD1frofr10NkY0yuh/PtjbG9QV4/Z/t7ka8wYivtjWptVGpxFmWMtIUQxqFQKMtGCqHFUGr2gGzZWaV1aeoe7Nd6BgndsfFJY2GOJMk2DJ0WAPZb4/nxMTTGz2zS7fHWhrdoPs8UOejXGO+1bGzDauVsrPdP6vipn/qpdUje3tGVWktrpWna9DMxTZUM1tH0CrbWBOm2ZwXrBIU5hymTMkYBaPBIk1S5Dm4vFotmh2rjReZz2pUw173LNlZiHqAxPm1jaj7XnCuO16C1+XyDRZnzQe3ZifU1Xa+OaSca2nQj85kaA1wnssyiMZCDOU/7fo1naDy1rFhjlmbzMDxOE/YDjZ6iUlpKz2xcbWzSXGs7iXF9VzceQBt3ai8ccw4NEdSYFet+Q8aom/EIo4h+q1TWfGa7cslcT3vh6b8J8qJEi+Wu58X1RX8dqmkbtieF8WaczZz6j3l6T5p75u9/0esBBDZR9GRBiTZ8YK7ZfG//PBwON+6nXXXWhLx/CWRgIJ72Z7Q9aJNZ/4uOTifccATaBRyu6+reT60I0oTrxgC27c71zHpbSc3gq5/U4bruOku+Wq2aAV8sFlxcXDQDZdostLFJs2smSYLwPz45jXcDawkyg62ZmnET6hvMsm0Yri/cNn7aXjiWZeG0QrI2nQdoMBhzmAdrFmtVVbqdaCvraHb5yWTCyclJk2QyeKIxeMboUWNQZjc112mMStsDbntya0L92qto04AMNcNMpPaCbHf5TLJlc31mUhmjakLpxWLRtO01BtR47WVdP2wO814dDdjM56tmwhrWRLfbbTa9ZJVuhMlFUaIVt9kw+m6NdSHWvFfzecPRiNF43GwYZVkym82YzWZ6U0KrswMIy8JujEhdWSLsDTikbTDaSaL20Z5nTzr+U8P26xCBMRTmvddD+o1wHptOp0dbEeq6Ib/OA21HU6BYLmKEvd5UXC/AD9awgfGwr68BIQRCrSEV/fqPJ3b299c8y+tfSlUfc0CuJ9va8JmZs+bL8zym0+kGVctsUO1qtf9/IIr/nIcDNJ6OeThx3YAqTVPCMCRJdAdEgy8Zr9EY18gPNna4NtbQ9gja5WA7Ozv4vr+m1rQmUtt1tyyLTqez0dGyzaE0nkgbiIZ1qKSUFvM1BqjN5TSvN0bK0Fj6/X4jALJcLhu6lTF4bQxH42MCiYUsSpI8o8q1QO2TDD/QvNdMGN/zsR2tkp5mMZZwsKJ1wqDtAZiJ2e4Imaa6rthsQG1jYXbp+XyOlJLt7W1tJGvjDrofdbsiylyj/m4TRVEDQxjOazspd3i4Q1HQZL+TJNkQpGgbErMwXNdtFPHzJG2ijnVCUIsiB0HAo0ePNuZWg92WpaYUlVIrEVmb/Frz/Nd9YTbxzeseJ8rSxGhl1QRq/V1WgJBYwqkVj9bfEZIsLVBo8eeSHJQuDTVN0QI/AiF1yxBLNd9NHf1isUBrta6/2g6HWU/tKKO9rsIw1EUGmvOt+6RXRS3OrLCFBbbAFlpoRv+/RJb6fH4LY3+Sl23YKeb5mc1UP0uDbeaUpcT0QNK15/q76XYKVi3W4mJaZ5gum7atK4n0PevIAazmvFatY1uWPwaK64vFAs/zmj47Qgj6/X6z0Ez4ZoyemfDGE0jS1cbkK6uSstoEjl3P1pNRSLq9CMuGJNUN7stqvfu2VU2MctDR0RGe5zVYqjFgZnFUVaUnoJAUZa1RWE+CoijwfIfJZIKUksFAa1HO51qCLYoiPNfeoFBNri5Ia5hgONBiptPplPlsogUPfJ+qfnC9jibWFrWnGYQeRZaTZClV3XkPW5e3TSYzlBIoLLK8xPW0GjVYkEvKUlIUObatsFyHMPQIO77GUCuFqEVh+3WpWZysyOtQdj5fkmW10rUf1lQcPfl8PySKZE3h8XEcDy2yq5NbjmXr9gyOhmbSTHuMpljBQrCo29w6joOyHdJ43YxqPlno8N/38B0bG0VWd56k0hUjVEAFlVUn6lSJrPTC9zyPLF1TXkCS5wVCWAyHY7a3d7l//z7Hx48aTFcIofvvRBFWtfZi2p6ZELp3ZSfqNSIQBoJob2AmPNReXomsRSV0MmOtUiXR2WkhKiwLhNCq/FpbVaIcUb+e1nkqZJVi2u7qEj+n9bvxqhRW3RCsnYGGdTR3HTpovheFltyrKoqqQlUVpb6IpiuBEgLXtsHSWqJ6r6qThFnSGMPriT8T9V33UNuJ4tzIvmG3NgYbS1jYnovlSBzfawShszSnKDPybE5RZtiWFoy2LRfHtTQv07U2/m42KGudw/pEjiZLbhI8hqJh+qgYfKQdWhnjaLytJFkPeBsMNw/aUG9M8sd4KWZiGMPXfghtV9zgbq7r0u/3m+SUrkRJsNBtZ58Ukhn6jHm9wV1NostMwHaiq339bdC6baANLJDlSS1Y4dVdGiumWU6eZqgat2tTomCN9ZrFu1gsmiIBHWqv76PX6zXX0eaCtonkaZo3/zMbmaEYeZ7H5eVl460br9OMlV6sa8+h7WGaDafdmMx4bBshvOs149r2wGFTsMXgvwYDXi/SNdNBSmrDoRDWmq93eHhIr9fh4uKioUcptIbp9mD0MezNeN8mKrlOaTNeqqZ4dZprXWd+1+yEdtTTDu3NZ5o5Y462YVMKsizeiKCuZ9mNAb8OYZn7acsStpkea6O6mf3f8FSFaCrF2g3q2kdVFRtrrx0WG4PZvrf2+hBC1HqwYHBkg2Wb1+t5VydAHR/XgUAFVKG+FwOZSSnJ0opU5RufZZ7Zfwo88p/7cIDGgzIL1BDFDcfNAK1m12lzFk0So+3Kt5Mc5sG2J2iSJGtPrVoLc7SrdMxEdRyHq6urJkxpS6aZhFQnjLBZZyuNwTThvsFnYU2/MQsW1nig+VyT6TbGYWdnp0n4tMUpzLkt4dQ455quoRe/5mvG2TqrbQxWlmUNpljWnEQzaY1h11qEUUtlelPtyfNdbMthZycgjtdKU+2EktEUNQuvrZb0JFzJXENb0COO48YDN024DI+0zYlsY1vAxqI2z7jtwRghFiOovF7s1BuDqMdct8kdj8dIKbm8rPvJlHrDOT4+buamSXS1k2LGeJoNup041Ly/dWHGpiFai3+0Ddb1bHJ7k72OtRn8uf3/64u/7UG2x828x0R1zaJtlRjr932ceN8+/3g83jj/9XWq1Gai7Do01i78uP5eIbSWwV92XGeltCmMSin29vY2xv86/c+waX4cjgbDNDu/yfAa/T4TkhuVlLZmn5mkwIbBM+c0Xkrb6yzLktVqxWAw+Jh6DmwKKbR3urbxNYbUDGhVVQ15u+39tsUgrpc2to1kE3q2Prvtpb733nsbiRhTagh68uaZrrmeTKaNQQcasris57pl1fSIegEbFaisLvnqdrtEUbRhdJtKmDox1vbcLVtgWw5rBfe1p9HOUraTYW2NUVgnuNpYYzthYYymiSTOz8+pqoqdnZ2m94qQ6mPPpp2oMB6OeT5mwzXjKOWmOMVaUX2NfWqmgtZuLYqC09NT0jStoZpVMxfSNG1KRdsbQdvgtOeUng8fVzu6btDaYWj7EEI0G9p17+dJ57x+bliL31z3ZM1rzXO5HoGtz2NtGJzrBt1cS9sQt9ea41gbTInr43P9fO1NQSmFbPGQ296z+b3NXFjDJU8ufX7SOLYV168b/b/qwwG4urpqdsmqqprFO5/Puby8ZDQaNZlik8k15WraCJUfy2bBOsQxCRNjtAxlydSdG36l8UCuP3hTDmUeZluM1/SMqeR6YrcNBNA0vDccynbo2g6P24aqfZiMrRCC8XjcGHrb1vXcrlPWgiXZhtLMaqXv0/a0wet2dbbRqPEYMH02m3Hjxg22trYaz1171NZGOxDLYkN3sChKKqErOIx3Ze7FbAyG1rFarTaSMdchlHaI3t742iG6UVtv03wsy8KxrY3FaMav7TGYBWKen/HydJJo1UoWlmsDZa9D0iRJkFJHQ6PRqLmW1TJhPN5uPHc9N0vyfNlANzqjb+F57kbJnecFzb39xwzOk4zdXxQiXjcO7ZC2/f/rf7v+3uueaNtbbR/XDY1+NpqrKYSox+7j97WGLzZ5ze3EUzuZ2jbc7edbyid7z+3Isb0RtB0us8lehxLahtdwhz9pYwmsievGAJk2BebmkiRpiNLGIzODYKhGk8vzVsZ4XfFiXmcms6G4tLUqDQ+sbTDbWWgzsGbym8FeL46cqigRlmoejPm7wT7ak/b6A4FNHqpZ9MaryvOcmzdvNkmj4XDYtLJokgF1ptL3g2YzMGWO/X6f2XJRMw26tSFYq5ybazZwA9Dig66VibThWL+mmXBK4vthE5aZMNwYY1OWat5j7r2dFS/LvBkn8/yMQTSbQhsisSyLfr/feOyO8/EqE/MslVIN9GKMYtsIt+GPthHX5xHNZ5hrMFDK9vY2q9WKk5MT3bQN8cSFp5Qm5wPXsrvrOfwkr/JJG/d17++6AWk/l/ZX26t70qLfkDhrfUb7Hsz1Pel7O+RtGylzbUYg+UmG2rzfbGDt59f+vW1QzbmNB+rwZJ5o2yCajbN93eZor7knHW2a0id9NC0q2gkcU41zcHDQ8KTMQjGLDWgWnfEgjSGDdYhuDGbbIzOlkSZzaRIS13ceM5BtULwdmptwUUoJaj2x24kF4ykZ6lCbcN1WhWk3oDcT2EyOy8tLhBBNuWc7pNUeUlrjPGLjf+ZBt7FeAK+ecAZPPDo6atpztHHctgGHj4d4tm3j2O5GCw3tydtNn2ff92tGgO4cqDce3WbYJFiMcW8bC/MMhRCNgG2n06Hf7zcbo/E2Vbl53eZazfs9z6aqNts0m+u3LKtuZVxThlztWZvx03PC1KevN17H8RgMRhwc3GAxn5JXZRMeDwaDRhFKKcXx8TFJkrCIV811tj3p0PM3Nog20dvAGOZ3cw/GELQN4nXP09xn2yi3n6M52s+4Pe+f5G22oav2364bqfY5n2So2tdg7qX9+e3raxvMNhRg1nWnN/jY5z/p9/bRhunac+b6l7mmv+g8f9VHYzAvLy+ZTCasVqtGrqrf73N0dNQo4JibMImP5XJJlmWMh/0Nj0zKtcyawf2yLGtwR1PMbyZC2yC2J187KWOMtDGEZucMAp/5dIZs7W7tCWNZFqPRaINMbtx8k/1eLpcbSa7RaNRUJJm68dFoRLfbpSiKxoM0WdjhYFz/vm6gJqUkrsU7SrVeeEII7JbUFcDTTz/dZKKNp2kmYzuEMbismbSe4+K4NuNwQJoWjTdqFpCUsukeaYynSd5c55K2vRPjyZnfzXMzi8R0LYS6xNLzm43JPLv2z3Fcbjwb46loLNOmrPJWxt7a+HzjvetGdGWDNed5zmg04uDggHi5YjbXc9dxHEajEf1+v9mUHMfh4uKCq6urjfDSGN/FdLYxPte1DNo43pPCdePNX/8y93zdQ2q/3/y/bXzbBhPWBtfMgevX0YaszJi3jbdxBNpRVfscZqO7rhBkIpDrKvxtoZ62rkT7mbc3jOubxfX/tQWWn/S90+k0m1V7I/gkjkbezfATy7Jsduc8zzk/P2+6RZqMqUlmNNQWx2oESU0lTDs8XiwWDAaDpk67LXRhvBXjiRoIwLbthmtpMsoGXL+8vEQp3U3PsnQZYF6ss2mDwYD9/X3Nqaw3Ad/XfMbFYsHW1lbzECzLaiqPjJLPfD7n4uJiw9s0i/h62ZmUmryvvdq1LmMzwI7DaqmvvaoqzW8tS05PTxvjbHrxtBuMmYVtPktPansj02uOPP+4jJ3ZwBquacuzFmItkdbmJLbDLONNmCSWea3BQg3WrQ1i3AjWto2eObIsa8bXsqyPUYv0Yt3s2aKUg6yTSYbloBRk2Zq4bDbRbr9HVKscGSOQ5eu6/cMbNylKyWIZo1h3GEUpbMvG9kTzOUY/1ODqZVk+UeOybdi0RF61YejahuR6EqcNLV03xMZwtVkV7WfZNmTm3Gm6TppcT7roebHWejDjq52btC55DjewffP5bSHjdiWewUTN/CiLdXWemUMGK3ddt4lA22PT1lxoi96Yow2HGG54eyP4pA4H1jXMxnCYrLgxGNd3I5PJNZxKk0Bph7FtN96c1/yvPRi2bTcll2YnMxPNTBBTIWSu1VBvtKHJkGVFXuj/GzFh48X2+/2msqXNe7QsqyHBG+jBVNQYb8MY1Nls1tBpzMIwmV7f90niNQ/PTPD2ffT7/Y3ySlPiZybW5eVlM4lgc4dt44JAA4mYxVwUBd1OD6XaoZoWXDCbXNs4Gg+0/RzMZ7SpQbA2SFEUbtyX+dkkgnrR2sNpL/K2MTCekRkj83qFFgI2v28aGZrn0fZ82vNH93HXvdDbi7a9sIqiYH9/n52dnQb3PD09BSDodgldp3mdiTRMp0alVDMXzJgYWcI2vt/edMzrzP23x6y9kbRhq/b9m7lqXmPWwXXVK/Pcrp/3+hxq9wgyBtFxdDuabreLlGxwfE0UsVqtNih9xpC2r1vPw2zjmZr1ata3ed1f5OGa5/akDLuZ5590KG4OB7Q8lFlYYRgynU4bg5mm6YYHZrKwxpNsezPmJhuVm3rHaicq2ovT7JbXd18Tdhmja7w6E16Z0LgJK4uyCTuMHmQcx4RhyPb2NsCGKOpyuWxCr7IsefjwIUEQbLQEhbVxNoY0juPG82ov4jWusw5TYN3ZMep16wSZHseivnfDD0StkxnmGtp42hoOuWYwq2KDWN+eyPpZAAgsy603i7xJNK0FLjI8L9gwQsYwGS9otYqbMW0Li5jJvsYV1/xAYyTN+LTD7M3FY5J1FUqZBbTGstsGU9X8rIoKJXWlUDvZaD7bPAvzGWma1kwJG8dxmc3mdLs9er0eh4cH+HUddpZlXF5ecnl52cwXIUTTl95ci4aCgsYDM3PZzHGzsZgNyGjCwsfFroENmMUYEjN/HMdpiPpt7L0NOVnWOmT/+Dhsbh7mutqYrfHkzRy6rutgDH67Jt2yrHUyOIg25qwppTVrRZd+fjzZY+aQmTdtg3n9dT8uhwPQ6/XIsqzp1Gi8OeMOG7zJZIfNBGpTjdoeo9HEbO/Kxns0C6a945oJYcJKE7obQ9w+l/GQzGDbto1Q4Eq38TqNyIeBFc7OzhrOnpkIBuvK85x79+5pzLEO6U323wifmj5HJrlisDGzcbjOWuK/jfWaJJNpyeF569e18UBLbOporo3RGu+6jkG1z9Pu22wMV5sveB0XM4u3bfCehP2azzOQgen1ZDxh4znkdWXGdU+r7RVfv4/m+oRJOGwSvq/jgOY8xqiY77rzYbHxeeae29ek6V56TpkWzt1ul9FoSJakuPbmZm/u00RIZhMvioLZbMZ0Om3WhFHbMnPLfO51/ub1ZE7bAzXva49T23i2x6S9HszYNePR2jjNvevyW5oNus28sG2b8Xi7gUgMU8ZALMbDa28A7blSliV5udaxNePUNtb9fn/jOf5F3rA5rr/u+nh9kkdjMI0CjUmwtHvAGDfbLC5jcMzCbGMuxntsg9RtiX7zkNoZ1SdhQ23P1excSZI0Rm39gB2wVLOrmYSVwU2MAC99vgAAkpdJREFU4g2sZeTaqkee53F0dNTgrWa373Q6DTm97VGb6zeTpSgK3e1OrLtPNrxJ++OEXnOYxZXnOX4Ne1wPKc2XgTysutNio2jk6uuvyrR5fzukNYsI1qr6xttpG6QsKxqP3Swmz/Oa3k4mujCfbaAYEw1Eg2EzF9rJAzNO7Un+sWw6UJY5CImSm9QmIdYtS6SUWI1RNF/1ghL/v/b+9NeyJDsLh5+I2MOZ77lD5s3Myuqautv92k277d/PstuDjGwElpHAAiR/QwgJGQmpMYj/gQ8IJBBfQAJkPoAlGtONbYQwMhLvK2yEkUCWPLSxu7sqsyqnO5xpnz1FxPthxYq99r4nqwoLO8viRunWzXvOHmLHjlix1rPWehbVEFLhmo52GjoHgGGnCYBsNMIyOPOsJa7X1CTwHtFM5UXOTr2rq6s4flIw8ia73W573Ab8zhi2kcJbznOeK5PJJM4xeRxDBGwJMXbNY91BP0T+Iceutd38OVrO4zV5zvH80CqJHATyexb0vG7YspHwG7fVpmM6481UpseyAiQ3VLkhyzlySCDKjfwT4fS5vLyMWpPUEDmOkIDlMgqePM+j04Q0rS5siF+kDC5nbQvodknGhdq2jY4VJtuQ5rMUoMypyddkTbCpamR5EiEAzhPf7/e4uLiIDqfxeByPYexQhlzwImA4ggUIO3W891H486JQShGbDQCgK37mnCMCgqCV0IRJ4rmMw/KYA4gZR5wHbozq4ZpMzBCdbT4V33UeVGkiAriRoTTEStPUxrAq1iI5E4pTM5VSPU2KC1KNRiMsF0dxIbBQiSMiFrGMsYwLQwVmpEDaIJ+nq2UeMDvFzD0QGwPAdbSlh11qc/ybN2B+/iRJkGaMrXept5xZwkLs8ePHuL6+jrG40+k0OiAll4LU3jneUzroWEiwciGhHamZ87yS/I+HtH96JoKpoG6arfzsbCVKgc3NKYcs62JTJU4tYTcp8Hg98/uUoWb8rCww5XyUG4Xsh7SGhpCNvOdQ434VLRIIE4kDmZ0cuO6ci95CpmJjs1myAe02q94LkSEInM3DgkK+dBZIMmxITuyhB7Eoikg5xy80y1JkSdrFOIZdnlnS+bOYEWRtLCzGjhzWSrnf8/k8TmS567NGyseyCceakbV9IN75Lr2QNK9+VoPE/+R4db87M2vooefxi1q9bdC0XeE4qUHmyNG0CUwbAPtEaDrWRzOPsWHWLvje7NjLsiyGXPEGmaYpYPsmP4+j9LhLzUTCMUzLprQilhsl8UvWxsLG6dtwfkc/R4w/JDj5XL6vhEnYHGUPP5ud4/EY2/UG3nYLk7VkFlz/7//7nXj//ef4vd/7PTx9+hSr1Srict77mLvOlhiHnPGmyE6iofOEBQb3VSoZUlhIjJPHj9eEhD0kfi03JQkTDXFN54jcWWL6EqKRmKeEjaTQhE566483Cn4GuYHKa/L8lVUzpUIhHUz83avGMxOAkvPzPMeLFy9ifR1O8RuNRpFAmDNimF2EWb3v3LnTE3SM/wwXDAsIoBOYLNg4LIkdLFor1HWDpqkxCyEj19dA09QASHgSb+cVXntAIURaa8xmMwDdRD47O4tecd6tmYuTPZHMCM2aKQsQFposoKVmyM6PJEmQmCwIiX68mQ2CJNXdJJcvH9C9HVdmvTCDTF3XQdhXgUjXwegE2nSJArxJeBfwHgdAB3LEQJLYti3qqoE2ColJoY2CbR3atgkbzyhuFDw2rC0z+QYv6r4jyqNt2hsakBSMQFerCOiiA1hgTqej3iJmMl3SdDy8DxBPhHy6UrdKKXhn4X1HKs2bitRquG+sJfMGvdlsMRmPY3EtGSnAi321orCpT33qUxiPx3j27FkUmByJQNlSBk1ToWmI9k2pHN7bYJk5KGWQpgZpmoN5IblP3B/gZqkTKWR5vnRCNsfl5QskqUaWjpCPUqRJDpN0dGvwGtbWcBZQ2ofvqf6SVuRk43kpnaucgbder4VHvIOcWIA5oZUC/RRlnjNS+EmMk+cHPzc3Hn8+Rprzr7IlAJAlGqlReO3+Oc7vnMbFUNc1VlcXePbsGcbjcQze1qB4SWcUUjOOC1dqEjI7QmsdBRoPRpqmOD4+JmEUQn0unj/viGSbCvvdHtY12G5WWCwWOFrMUO53KIo18ixDmkywXl/jf/2vLWazGWazGTabTdxlGX9aLpc9x8j19XUU9m3bYjLtUgfji3Qe9b5C04QMpdkCRVGgtR4eGklKAuTi4gJ51hWih+c83gTKODinole1bS0uL67hwOVvKd1vu90iyxJst2vkeYqTkxOhZWRwzkJpIEkNAAVjEvBG6z0JPngi3aUsGQ1rGxApLZBlI1CVQQ14wFqezCHziTVpY3A0nyJLNMEVTQWfhYWjPNq6hGs76i3nXPRce9/fAKSQIvgFaFsXj9WaPeoetR0wiYcwF9p4u0J8xnS1kbIsi7ihtU1PkFB1RQ0fnnU0Gse5x2Z2XRM2mKehAJ0ibclrwk69Umh9lwc/mU1RVCVeXF3iar2KxCNUT8hiX+6QmAzjSQ633WO1vkKejXFySvSIjNG2NuDkiUKWkqVWbHcxEoXXUZZlmI4nPe96XYpoCBWo+to6cBRYeK+wLyoUvo5/A5Q6CzhoncAoA6UMbOBeZQHZtm10TjLxDuOnLPCkqSwduN5ajLIkCPoarg0OQaXgrEN7gA3JGIM8NTCjETabDbywtJVS8PBwTMLiPZy1cLBo0a/Z/ofdEqDznMqBkNgKE06w54wxMR48xoUk1sHxm6zZSTOPNTSAhOeayxAEwdtaemGM71XVHm07wmiU4/z8DspyGjWfus6QJKMI4M/n88iExEHrTJDMpgJrEIwzAYiaI2uZQFdygjcPhihYIBtjMJ/P0dSl0IgaOEu7ZRuERlkHQglH98/HY6Qp1zUiYSQnoxr8nWZkThNrdZdBRe9OoSqJLFjipMDNOD86HhEbBMJzCmcWv3vGqCVDlTT1IjYIi6Ymxp/uHp2nFkBPQ5JwBP0baFwDDxc0ZBfniAs8mfI9AZ0Di7TNFmmaRKvgULaZdLjxuLKJXtcei8kE2nabwBBHG5r51lqs12tsNhuUZYG7p2dI0jzOnyxPcG9+D2VZ4oMPPohOE76WCuFezrewDij2uxggz++NIQ+5FqXXncfZOQevONDfwVp2orBJrmMmjdZNgFa6tGZjOu5UCedIbZIhLAkPsZUgNXEJuTFkwE5fiY0OMVCtEjjVhxkYmuB1yc/7qlsCdEAtD5icLACZrPyArEWymcomtgRl+UVIDDKq78JMY8xns9n0sjT25S6yezPlGR9HaYwUJsGY4n5f9ZwaPLAcgM/OGg6xYMJeNj3qhsgdeDEwZsOLikOiWJAw1iPxLn4e1qystWg420MHExJpjzmJx9IKrU2Gb8TQFHTxidz4GZ3zAwHUzzGWWSUSD5aTjzU2FkLMcCRbZy5375PbMIxE9oPPJRPVQymEH6GxeAUPB2e78SNMUPXmDfedBTC/L+9tL51RmqwS9+KFKtNsnQuCsO3jgRIikDG/HI7EWKhSFImxOJpF05rv45yL/APSecHPwl54SixwaG0gZvZAU1KefpqmgKIwIg9PWK/msCMACjBJFq8px4qfmZ0y/MPRJnzcbDa7EWjOz89OLb4ewxkyM47vK5v8m7Pc+P4896LCVXcyhOZ0X27IjUTOu1fREgCRTQbogsvl4pVaAWuCDHIzzskmkZyk/Bl7xKVmxsKS8VCZibMvd5HVWymF6XQSvdc0EdtYpM1ai3v3HsZj2ZnTNFTel4Ut95e/l06hk9M7ABC9wewk4onAHlHuA++4QzA9Yiy+C8ey1qJtQjxp2sVI8nhnWYaiqeJYscnIGjwJzD5gD3Q4YNs65Fmf4FW+g5fF/8njWMtgPI7/BrryDdyGuzwJgoBdilo3XNMGysG2hFU65yBr28ARa7pJA+u6wLNk/9lpyNgma13cn6bpMDXeeOXzSgcICwTmCbC2IY8R+tkxLEzquo64+nK5xGQywb1796LA0VpjfXWJFxfP8Pjx4947mM1muH//fixKJ7VVmcvP6b/dRtFVv0zTtJdrPdycvPdIB5vkcEPkNdtz1IjnHToTZRotQIqH1BD5N2uYvLlKR61UJPieMoKE++O9R+XaeDw/E68FHh/5zK+yJUB/4cgFKbU+6eHkHVeGQkiNMppr4cXLwlR8LDuWttstjAB/8zxHlic9LyzH/THpw8UF4aqc/vid3/n/YLvdxoLxjG3xwDPpLE8CNqtZQPOLZFZuuYuy4OJdOU2JK5TPd87h6rLomXFahd0xaN8MP0hnAz9flmUo91QAise2qhrkeYs0ZS0zgc4MOXDQOQVoUrUwOole4mHYxTDQWArLCMQH7VJrhbZlIYN4LzlJ5XPyeyaBBgDhPOXgHGmU8B5JmsA5Cw8HwIdCY4D1oVCXDQ7Cts8G1GGtvMl28w9AD1uTzy03m0NOAv6OhFOKZr+H0QmM7gSJsw5lWZNgFLWHppM5JuNZdCBmeQLz+kP8zu/8Drx7F1rryP612Wzw+NEHOD4+hlIA0dUlSJMco7wT6LvtGk1TBUHD2hk/j0PT9IsE9rX4fqzroeOGmy2vTT6HFSbppJUbD+dy83lS85MOUXkPfk+86UhZMZQvMk6bz5UwBDtn+fleZUsAdIHWA7OBB0V6tnnBsznCOzXQLViZMmkteQmlWdwtdgLAy6KIGM5oNEI+mvTUd8aA+JpnZ2c4OzvDeDwOkxOR868sy8hKwwLp9PQ0mhBZlsXg5BhCAR295E3T9IBuNrGkic7ClxemxHuVUnBJGIswZpw6NhlTXju07u3SicmimcWapvRE8oalTfd9V0KCnSwdgYnUkKSZw/fkicj97ayFfj671Mz4M54H8u/hHO5roSo4wdgLepNzkp0rzh7mbOzmTaeZ8f3pHfWFhjSBuT/DTbx7RgpsN4NNQGqCvDGzBs5zByCvszIJ3njjDRwfH8fqnCykttst1ut1nEOcPMD+AGMMbFtHJUIKOGuJ7EYKfXltwmeBui6BA6zn/PwMN/G6ldotP5c0oflzntecVy+1ep73eZ5jtVpF64+zkNj6HHJN8G8pa9IsCREbnZCW64sVDmkdvaqWAN1L4B9esFrrSNwgY6867KgLF+IFxjuHLAP77rvvRi97mhJ/o3xhLIRYyDmf9Rb27/7u7/Zyd2ezSQ/HWq+vkOc5zs7OYhkFxpvu3r3b47FkLZKbtRaj8bSXvcIYJU9W7ic7luRk5BK+cvz4nfIC0Ukg6gi8i151RAoc1K5CLGHbOkGAPIa1HgDjcQZN3cegusXbFxASB2JhP5yQ0URTplfzRgrpjzKDOoypbwbzv2l+MW7F+LhMeXRRwHmhDNJ4dzn2Eq4AOmIQ2nT6deil45LfjVzwcuNQypM3Fx6SwANaQScGSZZGchgZI5lkXC5Eoa4qpHmGdJRj94ySJbIsw9HxEnfv38OjR49i3/d1hdq2KJs6bsqTUYY0T3sbpUm78DXWfJ13sE6kzyqPVGdoY4XQPhzD/95sNlE481hzLHWSJLi+vu7hisMN8d69e70NhBMcNpsNnHM97tFDcA/fk98Pfyd9HVAe2igoIeyVBqA8JtPxjbn1qlpkK5KTnF+c3Bl4orLwYU3EOddLo2QVXO4wjx49wvHxccQGGXvkgZxMJtEJUxQFqpoyJ9hBcvfuXShFYUJUrI14Kzl1jz16fK2HDx/COfJoM9u4UipqkFyFMgp5h1gojHPIpSefdzsWpJJuarVaYT6b9EwaJoVowt/7zY40i4zw3nHITWZh19Y1fG9XTiLsQe+gb65I72SW5kGoHq7hMtQwJVbNgjHR6DHUSy1AahX8OwoVcBYOCb7hcdyk9/WQ8I2fi+/p+I4vtSxLbLdFxKZ57khHkIyRZS2I3zubfcOFq7UBgkCXSgFvnIzPs9Y+NC+9V8GkbbBYLPCFL3yBQuRCFtlkMsFnP/tZbLdbXF5eYrVa9TKqAKCpMmRBALNzkR0l7Fjh93nToUX10GWUwtA8lvRq0lnJ63W5XEZrS84P/pstRLkWKHqlX5VTZlGxA/ZQZtlQoDOxtcRO+T2yY1ae9ypb5MNk81p6GwFETY25JHln4sUsAWGtqf4276Z87I/+6I9iu91GcmLnXKwXtN1uMc5zvP7661gsFri6usLV9UUUrswT+fz580g1dXQ0jznRkZR3kBnAL5FiHAnP3O12WK1WsSY576YmyfDaa69FcPnk5ARKKTx//jxmF3HBMhbKXElyOp3i+bMnfVgjpKmp0CeTdoHuPMbS887MQZLGjlnO+fnrugUQcoCh4R3QWgt40i6ilhYmNuOyLAikwGRBoFRI/3RtT8OXzDiyDj0vaN7sJM5kbTOoP9TPapECjjXomOkxmYbFlcMYjbblVM06bt7b7RZFUfYsC9Z2JhNyejEuDiBaRqvVKoa18OJjzT/i85zv7QF4D5NmSNIUrfNo7L6XMkz31midB5yFR4MkpGxSfI/CZDpHPprEcd9ut1gcHWM6W+B+23FBEg9Biw8ev4fVah9hqyzL4RxDJC3G40m0RGazeUjYuEZRULG35dEJdrsu6oOfjd8Dv1fp7OF3W5ZlL9dbbpByDvBncj6xc5C98JzdJHFQPiZGRKh+mBYJ6AqrVRFlkDHE2jUe56iq/lzusN1X06KXnDvEExTo1PO2bXF2dobZbIYnT57gG9/4BpqGeCTZCy3juXjgpbd1Npv18m9nsxmOjo5oxw59IGF4BJOQ5vbNb34TZVni3r27+OY3v4mnT59iPp/jnXfeCoWtSHt4/PgJTk5OcH5+HnPfKUaTBPfl5WUPi2QTizcGTmHkXfPx48cAaGKNx+Mo7NjhM5/PcXx8HAXzbDrG5eUlLi8vSYCjI3cl076MG1FRFGgD0M2Ev8p3FFdNo8Xu7pGmHWakteltDrwg5vMul1sKThZeMq9XOkn4Wt51fIvs6GIBKU01aRLxd5y2WNdVHCfpIKzrulezhptcNIbj7Bxi36TWyBvxaETvTUIgvJjYCRnfqfDWsmCOkz7pEx0712fAAroSymzOSg25pyGBigDK4m08PnzMYrHoCRrpfAOA8/Nz2KaCbT1MopCYDB4Wxa7Evtxhs6Y4Te9IoCzmS5yenmK7KQIZTVdRlMdWCjfp2JQ4NL8njpMemuU89sOaQNJj7pzD1dVVPJ6VEz6G3/9w7vCGy/NeZgMxPMaWLL+XT4yGyWoz78IS5+JBY2F4dHQUBQEAvPvuu1gul734M965GFDmh+WFyBOWwzWyJMF6vUZRFL0Xwcdw8Ozdu3exXC4jOcJms8FqtcL5+TmOj48jRsphHHJw2aN3cnJyQ+Mpqy5wu2maWCGS86YZoM+yDMvlMpo4PFasDfPz2LYL4UjTFElGmih8gt1uF3kEWaikpl+PvW1cZP6md8CaUb8+NtBhiHJCyyYBeI63ZExTawohaaquzOsQi5JCSQZv88KjuUDlOeqaxzGFZBoi7zZAKhwF1xvjYIyLOCVAAlMuaF5E7DUdjTrKP2nmsaYprQsZUyxDdVjQ8/NSH6kiJ/eXhcx+X8FajywjrdJ7BWsJKqBrUCaNszZ+NrR0uI/S5Jcbl1IKRh/DOcKhKWkhgXNtYJGqcH29xmp1hYuLK1xerzEatZhOxxhNZ/DawDVtNH9leJA0q9kqkJsgr28Ou+MNk8dBzm+5WTD+yI3ni3T4SgeXfO4hPMNrnOUDrwme11rrHpnyJ0Jg8gCysAK6wQQQcRT2UD948ABt2+LZs2d48uRJDLORjpXr6+souFgTYsYgGdIDALNAg8+aYbGnGjRcT2izWeHOnTtxB9/tNvjggw+iqbBcLsGlWFerVdQupbePFw7jsvxs1lrMs1E099M0xXQ6xWg0wtnZWXwmqTnt93vsdrt4jWfPnsF7H1lsqpIWtAlCurGhcmJLk3Ub+geE3RyI/WKv4G4LjEa7YKJ0Xm/puOLjObxJCmlpPrNA4ckPIGodxhjoYL4CffLfISYaHRLG9BZAUexhbQvvyWPOp2nNmxKZUvS3QpJw3nQQ0PpmoHscmyDUqQ+dp5efleEAyfHImi3QUYsNMUC58CR0IQlNjCG2rmHfpEMNsSp334srMbqXbWR8rOVrg4LSvfNQWiPPxkS7OCWNcjx6im+9+w1s1iELTqeomxIGHZOUdOxJ56vEnXkMGJ6Ra4GfUVoEUgGRgp6bNMmHAtMYg+12G//mZ+dNz1rbI0RhuI/XHUMRQ/n0qloCoLcL8W4uMyl4ofKgMRUYA9pSO2E1nNmBnHMxU4DrAbEA5oV/FTJoeGA44JxNZ9a02rbF5eUlPvjgMeq6xp07d/Dw4cPYT4YTuP9MjzWfz+PuxfgR0JnMVU0YGeejj8djzGazuFiKooiLlnOcAZoo8/kcq+vLOD55niPPCLB3oI1nW1BmETztykmSRI1oOp1CgUhgtTYwpht3fi+s2XjP4SAeShkkSRbyxNUNocDPx8KDHTqy8UKWqWtAnz5suNCHgqWu68j2lBiyJpqaFmiejZHlaSR9IDYiAJ5qZhudAimAQN6rlen1ixcHWxmE43aMOJ2XtY3vWzoAEcZfLngZchQXoqg4Sinx5K1Ng9bG4zJsPDJeKaJXUwou/NtDwXmmRabradOv5WOtBSzl9Dvn0No2eOoprtWYBMZQ2NTR4hijfIr5fI7NhkqzXF1dE2SgO3hJwmFAJwRZcAL9lF+GqJhaUW40Xa5+J0gltCA1Vb6OhINkyjSPvUyhZOHetnWo40WpssZQ9ELTECzChDo0pz8BXnJphrA2SJ1zEUiWi5CFBpupz549i2o67yKMi7Jjg7UgOaAMfNdBAPNCnC+mserfarVCliURj3TORVade/fu4fz8HN6bmMEjsUalVBTe7ARifIT71jQNdkUZCTJ4PBhWYG1ThkuxSc1C/+TkBBcXF5F3cDwi4V8ET2jVUDydd6HchTDnkyTBfDqLQo/NGKDjCZRmsty5mTsT6LQC7vtwJ2Yhw+eyxkHHd5uNjH/jMeIaTmwZ8GTnhdc2jmIhlYO3Hs6VMA1lPPEC5v45Swuk02AVkpTYl1hgSshBYusyR1zCRcakNzQsDlfh1D7p+ZapdgAAjxsLmjdAoB8KM9S+AAXXWmKHguTy7C9sKeCl1eWMQ1M1cG23/vomb1eOWSmFO3fu4sGD1+A9lQ9O0xTPnz6Jyoh03Eo8mseUNXYeU611L2pEaoHMCCYxX7nZSI2Vx0xuRPy8Ml2Zx0iOtdZTFEURn5vHgK8rrZ3hpv+H3RKgY//mCRadAb7zkkr8gdPodrsd3n//fbx48QLe+yio2EPJ5zEGyPdgXsJoJgYMc7fbkek+SmNMJPcNoADc4+NjAJ3JeHV1hdFo1rtu27Y9Il4OHGa+TxZW/LxpNoqeawb52UPPQdN8LaBPDnt1dYXxKOttOG0TWOo5IyohAdS0RMScBg2aJwMLp2Hsq1YJ4GUYTAcrSJOU3xmPlTQ7ecKyQGEhLE2e2jadxzo8J28u+/0+nsvvQ6bApWkKjIkhiR0oHOZENGc18pyxRaAJ9Zf4WdM0eFVBsZD8rIwR8qbH75s3AskKrnUHaUhWKt70eGx4g+fNgxefEaxEvIi5H0A/tpGViQ63s2gbos3j74bOF6DT9qVTjn92u13MJiKBlkKbFEob+BDoXzc2ClltUmSZwtmdczLZJ2M8f048nTL6gC0z1hI5jZmfn+fNarXqbZRSQ5RCfLhRyeeVGzUL3uE4y2eWP1y9UmLlfF6SJDHP/WWa/h9W+/f//t935BsszFiq86LknZ2BWQ46ZxIKqanIGDE5sXiH5H9zGiNpNBppMkZrayjtMZkyB981iBy2S69kwlcyBVdYr7ch73oduTTZjODyoBzkzcJfcl7y89YN4ZGMfX7qU5+Kgp9NOhZQTLDAAHtVVXj+7AJQDrPpImIyVVVBJwkWiwWKskaej+F9Cdv6mH0kd3fnLJzrys0CHV4moRLamXVvIQJ9DkoWitxPuWnx9aRQYQxOmq0AYswqx+QmCaBUVyCLNdY2Zf7GFt6zluEDPFMGrZ/4H2lx1LC2QZ6PO03CAUrEEvLz8Nzs4m3JgeS9hXM0P7zXSFPKeuH+89zkAmg8FrwhyEWcANi7ErZpUQNEnQaPRBskaQrlAWU0NBSZ7M6jtRa2aYMgqjuNCV1gPnF5hvAcF0x/22GJUltSmtJITaJgEsIyrWvi3E/SBFrTWBT7LYo9bXqzxRyf/8IX8L9+9+vQ776HsqnRVjWqtkHmHFQSUkADTmxCIL6Fh2vIahyNRjHtmOv/ZFkWq53y/Of5xut4GM3A4w6QlcbcurxZsaIlrReaRymSXGGUZvBaoS32aJxHZgx0muH+/ddQ2xa2btC4Vyc0f+iHfqjLJedYQ8YYOY6SFw/jQxzIy7jV+fk5ZrNpiAsrYG2L/b6IWKFzlAlwfX0dF3dR7LDfF5hMJjg6msPZBq+/do7pdIrdbofHjx8Ts/poGoXH+fk5lPMoNlsopTDOxlAzg6vmKpIXsOnFmQcALXqOFWXteD6fRzy0LEuYJMPJySk+/enPRMHCGirtuOTAoIlCmTbb7Q6TyQSvvfYQxdEuPFMZ4kI1kiSFdYB3CrPApckC1yQZ9nuqTZRlGZZHRyj2W5T7Gs575FkeMdeyKmAK1dPurO2wOKU0RqO0txEwhMAbAnuUGYeVDiTSCHz8nrEoDh/73u/9XiFkO3OLF0jnXMpQVy2aNkFTWzjfwjuHNiyYummAmjbFPE+hNGnPzrcYBchkiMXapkJbE16slEJqNLIkA7yGByUI+OBdbqoQeeA98tRgnKeYjnOcLBdR66HrAHAtnND+rLUwShHeCoAQSADWoS4r5EkKrxSUU2ishWta1G0D31pYEJ6sdYI0zSP8xA5JikDh2ttcmkLHzauqKozHI/E++3WN8pwdXg5NEHDG6PhZXRPu+cabb+N4eYrf++Y38PSDJ1gen+KtN97Eg4evYZTl2Oy2ePzeI3zz3W/h6ZPnGE3GGGVkySyOZsiNBoyGTmnt17ZFs9tC74uoXUpLEwCSLNDsORuSTrZxc2XFRSkSoBSDve1ZMFprjMdTTOdHyMIG5LxDPp6hsS32ZYWqqVGVLax3UB7QyasjEJ5Op53ATNM0grb8wzsAM26zdiXxQNIoEb3L0vRVirx3bBZxHeSzs7Nu50w0Lp9/AKALTegwGBrY+ewI4/G4x6DDk5KxHNYqmceRNTfWktm0mEwmOD09hTGEJ+52O3iYqEHz8ey84jAlflbGGL33WK/XePLkCYzSPa8/35dN6O1uR5qccETwxLPW4uLyeZyEJsl7wsh7H/k82cySOeykpW57+DMLMQm2S6+w1EbpXXYxjOyltNbi+Pg4OlFkG+JJUsPIXRc0za0vsG5qV9143aSv43/zWCilgjamYBLAeyME/81MEqBzfAzvJ03/ODbitwoRDAwHcAiUvF+iNJyiOkN13YafOioY8opB9wDl1jODj4VRLmjHrPXyMwOA9Mjzs3XHMWQxmUxwcnaKfEzM8KwceO/RWAo7Ojk7hfUu5sYzUTBHfOQCKpJOR0424XGQeLm1FibUsuLSNmyVsgOJqxdI6I/nTFVV2BYVdGJ6LFdJkiCZZphqH4mX24bKlLzKFoOpJIXZ1dVVxBRGoxGWy2XPhOUJyS9kvy8iHljXNTabDdbrdbxuWZahpOlxxATZo+xcC9t67IoN6ooW/Xg0xcnJCY6WpBk+efIE+3IH60hT4pfB2jnDAIxxSuggTamsBqXWbWM/x+NxjKlsbUdAIkN3gK4EAXsQpZOFtfJR1sWa8WbCpB6EDaWoqj32+xAAn+3DIiDhlWcdOC43JIY5eLzZvGM8kQUhT2SZOy2FmRSah4TJttjGKIU0TbHb7WIUAm8g0lEkBSYvgqE5LwWeDA2RzgLpNJCecemB5TkZTduBIB1ekz+TAlEef/g+fM4wF7v7m9+HDDvin6oqe+PKG7R8Thl9IoVOmqZQvoXW3XgMHXZDh8lQEyfLg7KCtDZYLI56XnKtDfJ8hPF4gpOT0zjX9/s9Nps13v3WN3ohPHLTtdZiNptFbJTnlMwIqvdFL8qCr8H3YYEOIJr3k8kkaNgNoBOkPoVOFVzr4VwD7x2MSZAkBkqR5UC16D8BApM1F+be452HcUp+WKALIZCaG9fEYaxQFilj/HI6ncb6xNvttjcx5/OjEKq0x36/i8I4TVO0lgab8ZVu4QOTKQWEZ2MqX8C550wMwF5Dyj/vhCDXY4lhO6ASvhKLvb6+jlkKcgLTJNv0ogES0zlTpHCzQSDeu3cPaZri8pKuWceg60CEkHclcGXGBgtvSWMGdLiwzDFm/Eh6QHlB8nH8GQtReQ+p3XF1Tq5Xf0j4yCbTTLlxv7ivcqEPHQZdXZy2d+6wDT/nf8t0Xv6Mjx1qx/ydfJZOYCP2yRgDo2/WJ5LCnP/N6bm84clYV+nx5WtLQaeUCmFl/c1oKCTlv+X8cA5I0yxGb0griOch1+SS2DYrQ9PpFGWxx/XqMtb0YliGK4bevXu3JxA50iDGJW93ePHiGV68eCHw7m5N8PPwuEoHJ22EHOfbOWNp3OrYF5rLCdK0C5h/FS2a5Pxi5/M5Hj582AsburoinFAWtN/tdri4uMD19TXu378Xa4DwxOIdiYXQdrvFs2fPYvjPdDqNu8xySdk3s9kS+0DXP5mQJuoCFR45bMhjSyC+CR5PKotalnXUblmbZDyW73d8fBxDkgiHJI0zSUcRNgAQeToZE+VKmkz2AfTNTC6rQBqWhjG0+UB3oVbE/k6hVggLaFjrnBeQFH4cH8daK8fTyQXM1SXZ8839Y3CdNYMeZhdChDhIWM4DGaPHm4505HGTWuzQ0TfU1qWgHMZCSkHB1+XFOBQW/GxSQ5T9Yk2ftVE+Ziis5XW1ZoHYXdNaG+vNd/CJ7/WNj51MJnHc+V4Mb/D8l95f1ubYOaa8g9ZKCOIuSJ/o8fopl2yyR4jAUyxoHpJC4oYd7quTBA5UisR7Dx1ilQHAO4cHDx5QJIShyJc0TbFYLLBYLGIK71CD5/CkJNWAdTg6OsJ4TL4Kmq/0rJPJOOCXZZwr3ivsdkSKnGUZdKupTImXFTu7ELP19WWcN1IIv4oW2YrYaWCMwZ07dyIz0MXFRSyxKxPs2eNc1zVWq1VceE1D9b4vLy97qjfjfQwIM8lqXdeoFWE6d+/ejRodeYKJTu3Z8ydhZxlhNMowHudhkVCYDnQXZ5YkxPTy4MGDnpnKzirWtmTqZtN2TPFsevF12Ns6n89xcnKC+XweUyPX6zWur6+hgpbR5TMHfkZFC/jRo0fB2XREWVFBYF9fX2O73UbNmCcxTxop/Hjys6CWAsmYJO7aMoxjGKIhsUJe+FmWITVdupv3PgpraWpL4Sa1OO6v/Ju1kbhgxbmHcMqhFjsUrBKDPGRi85zkDYL7w+PIG4ZcdLJPeZ6F8esiPUhgdhujPJc1Wj4uybNADlL04Ae+PwtN7rPUsIxRcG0DY/rkFMDNjBv5/PL9w3ebjLT+2MKQG4rc2JxzcJrCmNKUFA8ptOR7lWY6W2bk1E2QpwZnZ2eYz+e4vr7G48ePcXl5iSyjssz379+PDGUc60zF43ysViu1frmJeu9jLOjwWV5F66VG8ktghw6zC52enqIoih5jkdQ4s6yjwWKzl6/L2ChF8nfUUJSrS+b/vuFytWnEPqrKoiwLinOcjJEkXAwpmEQqLER47AIBAe/ESZLECnjSvC+KAuv1OjqMOCuIIQKpuVDe+FEkF2ENk0NTWLvNshSutbHeEMMU1hK9m/ceddtGlnfnWiijYx/Y+SXJLiQGdMikBPoTnz2uctPg8WcTbZj5ITWgLBljv9/HZIPFYhE3Lg7PGi5eFiQkAOyNhY3Avq61wmiU42aTtccPcx1KTXX4uTxeatNyU5AL/pAW22mdrPGaXogd15vvtMlO+z+EWTK+yUILwA1YZ4jRsuD13sX5OtSGZeD6IbwWAJrGoq5bKNVVayXTvAuLi1BDLzbSwiQG+XiE8XTSgx84DpM+67BfG+JW67aBLz1SQ5boaDLDWTZC6wDrQ/C/SXF5vY6hdkqt+3PRXZOJn2hQNptDU5e92pDz2ST2+2Ww0B9Wi5k+HEbDQoVpnx4+fHhDW2BTHeA0qzKa42maRmYj3kV50XOK2/Pnz/H48eM48U4Xp7DWR28clEeSaCRJhjQzgcWaBOhut0PTVsErPsJoNEFrU6RpHvGk7XYbhQZjq1zSV0YAbDYbbDYbXK820VRiZ9fZ2RlGoxEWi0VMA/XeR55DTp08OTmBDeEevOvyv00Yt/F0CoCwwRcvXqBuSQtJTFf+QsYajkajCH1wfBxjfEMHCU2g9IanWOJ90vkw1PrYCuCFXdd1KDyXY7MpMJlk2O2q3nWHAou9tnJBHzKduL83hYbpfc8akjxvKCjkNSReNsQwh/eS2mqnMTOhyKD2te9C02js+zn2/Pmu3EcLjTcnVjratsXJyUmvXxKn7OAw3RMGUmC2bb9WlnyfSmmEKsVRIWHFhZWC2WzWY6ySWjNtNB4U19ovMcPrXK5/mTjBOLrWHZ8BR8tMp1NcXFzgeSidLZ2nfEzbtthsiFOT8WKJO/O9ZInuQ9j2H2aLmT5sUo9CneAXL16gqqpIZ6a1jtUj67rGixcv4gCVZYddsvrMWhjQOSnYNN7tdnj69Cm89zg/PwdAednjcQ4OdNWacrg3mw2ur6+RpgkuLp5HAPjFixdYLhe4uLhCPlpGgcn346BZLkehFKWYsVrP5stqtcLVVeDlHI/x5ptv4u7duwCAtq1R1yUmkzGaUKhsPOY0ywYXF8+hlMJ4NMJ4kmM2f0BjsKMNRCcUd/n4gydihx9hrCiQmgXj2ckdsNdyt9vh+ppyhHkDkIKQtRgG9knodcQgrPHwOZI2i81u/p7f/eXlZcxs4kVTVW2gtrMfqb3RZ5Tm6D0FbMsFzriiFLCdWWzQtp3WOxQo/Mx9jbCfmsfODqBzaPD7ZocMzyn5012Tl8NhguOupk2nUQ4hBIZpJDSQpml0xgwjGlhb8t7G75PExv6z5q0UCVP53DQsXJ/ew7cE/7TWoi52HSSQGDjvsS2CszTEMFrn4J0HbHC6Jf2yEYqFkw/0fR7QSRprb/XoApMUJkng2xbWe2jvMZnNcHb3LvZVhSdPnsB6SpyYzudIw5zNRyOMVOC/DAoSp3emIl44zTJ4dIXacOD9/GG2KDClyn50dIS2bWMsJfM8clA4L9T9fo+rqytY2xFesDAaj8eYz4no9+nTp3Ghcr7122+/HY+/szztzEi4eI3JZISz07t48eIFAI80zaOjBKC4N+9oh75z50706rJ5yZ5vDuRm2jaOY+Qd8vj4OJrb8/kcZ2dnmEwmkTmbsT3uF+/SMe1MhJCwwCyKAg5ckngSYzmdc8hG48gGzxsI48NsossN4+TkJNLM8b0lLqd1P9+Z+8hmN+PIrEFL05Gb1IB4wfNuLz28Qy2Hvbv8vWwv+5wbCUR7w5s6FJockTAUpPx7Op32vLj8rEwSw+M2/OmEZl875vNt22mpZFn18WG+znQ6jeFeUtPlYySd3/A7axH5U/vjcjPedfgdmcf9MKrhMRK2kFYJW4qE8VowMe8QDnjZRsXWoVIKCGuBq4F6RyF+D+4/JCpGr5HlCZwFiv0WddUCyqGuSMg2bY3j8Rynp6cRzuKsO157HCf6icAwebJxsK3WOgahcg0bNue4zANTqe12OywW8xjYzmo0MSZTsDmHHTEmyuYnq+qr9XVvYtLn5Cmbz+e4c+cOfu/3fhff+MY38OTJ+9GTv15t0TQWb70zw3RKsZuMRzJ2yYKATRTGoPj+eZ5jFOoNcSwin8MBt1dXV1E7kxpGnuckaFOOUQz5rylNkDZ4VZ23gPJR28vHIxijUBSECacmi4JsNBpFQcpxrhLzYQE2DDUCbpIaDFPV9vt9LAUCdOEhie4X1+LjmVyEtX5eYEM881Drm40vpzmjxfvxrsXHD3+zuQj0yW/5ncnrSJOUP+sghU7YNk2DpradJqX7HKpyg2p9t8nz2A3hK35PMoJEavrwmjKYnAJ0+K3CT8iwYr7QiP06FSJIiVNPgSI2unFh/PcABqw96OwWiaaKnDSmXcXQaPJbB+8puJ4+MwDEhgOPxFC5DmupMF9iMpyd3YUx56AyHjQPKcHDwXvCXItiiycfPIJ1DVZbCmlaLBbIxhOs12saJ4+YUw/1CRGYznWlA+SL5yqMUiB6T97lu3fvQmvKNGFWH6DDIniBcuF7FmJPnjzB8+fPozc7HZPJS6QNDlW1R1E0MY3xzTffDKbzFZ48eQKliKewKEpoTQ6VpmliSAOAXs0f1nB5l2K6N4YNTMj5ZgcQA9SyTEZvgYiAXC4zQJpQVw1Qaw0TxoI9gizEnOsY4eu6xny6jPdg1qTFYhGfgU1CjkqQwpvum/WgDBkmBCBucpLEgkF0Y0yY7H0PJb97iU0fwibpHi4uOCncpGYirz8UekRphvjZUFuSuNVQa+VxkRqQfNcyMuIQRsiQBiAzevolZ3njfFmoUtu0ET4Zfs/m+tADLnFoPdiADmmLwxbHCWQyy+eSDsDoyRcWIJ9P614hGfXnC72TDvflNX8II1dKIVEJme7OgiuPkiVHTFL7ENhOc0cFhWWE8RiYTEbIRwkuLykGdL3Z0LHhnnlQHJz38M7BfhIwTCb4ZAcDTxI2h1iTYgHkfZc+yP9mKihmCuIXyqEEPHFGo1HPQ7zf71EXu4ARAkp1E+/4+BhpRi/z27/92/Gd3/md+Na3voX9fo/j4yU2G3LuJBnFUXIFRyYUThLi2WSnCi8m1s5YizMpCX2Oy5xMJmhtDVfRM949P+sJGt4QWIBcPH8RtJAG3qcwJqQ3Bs1kX1dhglk0ZQ2PTvubz+fYbQh3Ym8+jwtrNuyMYS2Uj5OapFxY0gyTHlapHUoTUqPzRLNAZO2SQ37YDOOF2DkOSGBqA/jAqA5FuTM+/IegKAmpGH8zpEL458uzdD6sDWM2ZYA5WwJSQB0SSPRcfScRbygch+p95zSTjijeBOWckNosm+T8nnqhS95DC41u+A7585dtRgqgwHdN2qAPY+mcR+ssWhuo17wDnIXyg7r0WqGxbc/c9t7H6pQcNRFg0/AuOdie+lmFgPP4TCAAtq1KoKL4S1tXUZjLsCXvLSazOSbzGRaLJR4/+QBXLy5wfb3C0WyO8wevYTaeoPWOcvg/CZk+L1686IX6cCgKL7B79+71TDLWmp49exacP7aHCbJ2NJvNIvAtBUGaprh37x5evHiBb33rG/BNjareR+JZ54hmTGmPLCcyAzbv7927F7VgrYJ3WOnISsTs70qpqI0xJiuhB94URqMRWteRU7CgZe+fNH3ZKcabSRQyqov/I4ajkE/NWkax7wXdtrYfT8naEDMusfDnKAOGMbhPTGwg+TsZZ2SBzk1qUjIGUXods6yL+WQnDWu/MiNDChw+VmsifcVg0R8ywYffAZSvTUHa/ePlMSxYgJd56QeL3fZzx4dmOV+nw/NU75pxzIyJ710KVG7RfHed8JN59XKs+PiIPQpHGJeW5Tbc/IZYYl+AenjroYWXXb4r1i7lHOF5zfNdCb+BHEPGumWooJxDfJ+2sTc2DDkvmQBY4ubdvDRomj3ySY7j0zOM5lNs797D1foKiUpweucMk3wCr8lJZfFqKd5iTR9+YaxF8GAZYyJHJJuoXL+G6/tcXV3GQkmyWiS/AMZrJD8h0Jn8d04W2O81djsyUxU8Wlvj6dOnuLi4wOsP30C5X+Hdbz2KL5kGn7J4VGKiJgx0XInsAOKSpRIP5Mmd5zl87SJhMZvLTN6RZRkuLi6CE2oS00WllsUCk+/pPXltnWdtw8OYLnXOB1JYNv0X8+O4GTGDOdNsMSTAzhvWeFhToecte55kGWs3NIf5e/6cJ7E8ht8Ve81lDWt5LB/vnI2ah2xDATj87YOGGVWXlzQppA4JYBkmI7/jHyY+GWK+3fW6QPPeNSDZmJjnE70Nua7rwFjUbUzsLJPjLQW1NOelZjxsh7TsG5uOonrlQPcuh6FVkkCZLSxeR2mawuh+GBOPKc8zSWQj+88CWQXs1XtCRT1HScAgMRrFrrzxzK1y0NqSZaKA7a6At8BokuO11x/iqDjGfldSkkdVQycKqck+Eu/+g24JALz99ts9gcY4Hr8ANquJqqpfcIqqJ+pYd5zP4zK4XWZNAeeALEvgncV6swG8xesPH+LrX/8N+CCAuGxnlmUo95TqeHR01DlM8hx1Tbnex8fHmM1muLh4jsXdu2BauqbcwxgFA4/atri+pv5y7mzf85ZiPB1hu11jtdpEElTaCK5wfX0dQp46hxYA1G0bqz1WdQt4TyEenndoR2w3mnCcum5RVbTxjEcTpFmKLElhJ8QHSCmjm5gwQLGfs5jLy9EJkgmmC0ju2LMlR+lQMPIz02ZGYTLeW0BgU0DfucQm7ZDLkDWfJDEhWkGHUg1R1SSSNH3T29sTEIrMRwpk5zRTxL8B9pIT+5MOpifdSvcsCX5OaVZLLZ4F/iGhKQUef8akvl2pECY/SWFtE78bz6ZxbkgMUWqnUuOWgpRuRs9CzEadxh0GKHzOv4mDgIuuQWko1QQeToaK+pomh8yxQzHLMmiGoj3R9tE/yetuwrimJoFXwGQ0RussvKXwJQ1FmKJ1cK0NGno/I40tUhlwLje1qPG64BBSCq0lMo6m3mG7W8O2Hkd5hmJfIMsTqIxCm15lSwAKqC6KImqXbAICZK4zu3oSnCNpmkbHR57neO1Tr2O73eLi+grOOSQKkTjWWovJeAyAiAL2bYlRmmExn8J4h8vVNaz1WK02sXbOclnj7t27ePD6p3B2dobtdot8MsWb73waTdOQxpuTVjyZjGDbEsfLOV68uKDdMzW4uniO5eIIi9kkejubpsJqVd/QkpJEYzQm5upEK2y3W9TlHlVFP+893uCtt97C0fEpJpMJMWRXNeABDR2zijoN02M0ngpssUGruoVThQgDby28UpjNZjHsiFNI67rGO+98Bp/+9NtBiG5Q12V8R7wxcbgWLdgcSpnoAAJo0dR1GQUFTWyqMWM0Zbm4Af7nlYJJU8yPjqJVAQCtc1BsCioF6z180yJJMijy1wGsqSj6IZYZyp9nZc7jJt0aQIKABaNzFmSm04ZC3VNBGHhw/j6d1zeph3ifhFSk5j3MohpqeiqUnTCJgjZMI9eiLFs430JrhdlsAucsXOPQOhvvkSaMqwI+mPysCSpFFG/Ufw2vEjgXnE5NVw2TGeeBrq64SRS0UoBi876B0imUJ7M8TVPkaY4sSWP0xSgjzDsfUUZNEmrmxE00bECJVvBKQcNTuJL3xM+aGqQw0OEVwzk01gJaoU0StK2j+kXqZjgSbzL8XliuROGpFZrGwitiInXWwXqLPBsDmUZTW6RpDnhPmUzNJyDThx+Sw4GkqcbxiKytyHAgDkRvXBu1T2stEtWvi1NXFA+pHGklbU6mgXUNjPL44he/O+bhMjYnfwBgtVrh/fffj8QAy+WS0jXXKzhnsVlfo65KbNariAm5lhw92YjiN+vWRdOaMVHSSvcBfy16lSin8xnOz+/jarWKFHdtS6mN7PlM0xwjk0XvuIxbZNNsNBr3nC/ee0xELOT/+sbvRjLj0WiEk5MTjMdjnJ5S+VWJTcldnB1ZrF3yu+R78/26wGjC8kwStBlFJt3QPGd4gwXv0JySmphSxAnJrdPQgintbkaC3BBMUSn1QdMi4UmLzEBrTp+0oKwUNnedOO7l5r/EDrtUv5v1waV5PDTxe/1WLjha6J6yzv0hE/swjMFms4L1fG0dNwKlKPJAqa7ODcEwgFIUx8gtzRIBb7jeeyItNo19IKuh4xdQStEmGOaXCi9Egxx3Gh0kIv3TiSaLQiva1JQYvyEGewh37ja18HxgrkwfNsvujnwcb6avsiUAIiNOVVVI0zRqSewdZ8YfxgR3u12Pxfv07lkcVB00F25t26IqKQB1lGYRg5MUUMokkUVIVoiUVGpsEhVFEQWAUgrae7StxZMnz6C0jkn+x8fH2O3Jaz9uKJ/dqy67xHsV8m9rtC05kYxOMJ/lSBLqZ902qKsWSRZCGxwAaIxGE4xG3UaTeB03EKAjOGbsS+KmvJikl/pugBPqusZyucTpyVkUwEnYwdm0pwljb0xOubM7B1DZW+bopHchhQALkDAwsNajyxcGtE6EadiZhGQG97UIjX6ueed0CGasECAvw+u4jnnXZEwghf7QYvLxmZQCtHaQlQRfhgmykJIOkWHsqRwjOZ4ssPjaQ087O0eHzyffjdx05MZJmAXDHDx2DEvQOLRt0wkhxXgtv/MkjjPgoLwGVR5NQqA30DRdzj87TJOEuVJvCrEhbio3FTnG7BhzSsMnfa5RKSCJTQvihzc2iqQwxsC7rqaYdEDKMDk5pq+qxTK7+/0+OmRYOHEoEWuW0vvIkyRNU2w2mzioPJiSIagqyZk0yshZxKFCfLxkI5FYEAsdjvjnEhZXV1eRlPjkaIGyLPHo0SMch5xd7ifndTdNQyV0F8vg4OootpqmwXQ6RpYlyLJRxJza1kUMizTRLGYCZYFMwlmaEKnq8tOrqooYsOyHDICWY5hlGd566y28+eab8dldyKvn85mwhIRYHwvid8AWgMz79Z7OXy4X/TAi0zHL+0AlxuMmveNSK+0J2NDis6juvUutjh0RcpJLjC1cBVxAjQUjaaesTRKRbPc5CxMKnwFsbyxe5kgZCkn5b4ZT5HNJ013GIcrz+BxJ8nyoD1LzZZyxw4KZgb0fJeC9o81COTSNozLFSsFohSTpYmiVUtHUR2c0Q4dytd4nB/kHvPeAJ/PcJZ3jb7iByPGTzxHnoLJIko5VnjZpFawBek/GpL3P+Teg4bwM6+qYkOQ7/SS1BEBMIeQfDviVO6RMTxsuHs4TZ2xTYkN8LmOjZVlGbChiKOk47twdRVrH6M7xoZwzzAu5KArU+wKPH72Lb33rm3gYNDStDcqyQt02xJ2ZjzGZLTCdUvZSxbWXRyNMZzOMRyMKjYEOtUkKNLWFMhpZNkKigMSkmE5mmE5myEZ5EGaUlphpyW6to2NGhmXEmDuxqDjVa1+Q8J9NKfyCOT3bljBKNv+BLqeWJ7z3RF6hYHqhKgACgQltBCQEwiL25MnkMBnmeeRnLwqqN8T0dkPCCqmB0XU7OID7SYuZPmtt3Zt0Mhsl6Bg0H6yHB6UkWtfQhgWLNCHMDl4TBuooe4oyXWzcYA9pefxeJJwhYym5r4fMRn6moUCVYxGe6MZ5QxP8wxprlR026+h5VRfjSvXJ0/hOu41XOvUABQdnm7iWmqaBixsoqNBcyBCy3sE7BEilW8+HwtIOaY6x/4qVJRNgFbJM2KNNvzXYIcobNF+ibWpY20FN8t6HNN5X2RIAePbsWaysxxgfa0uswrPHW8Yz8sIdzybxwZqmga3J08weX+/IvG6rYJqPsxg0nuc5oEmLYccHp+zx9fi79Xod781ZRNY2+Ppv/ib2+yLybM5mIzj46BWczo9ieM5qtUKx32MymURWpSoGFgfcR6cobQ1nybE1nS/gvY/QRWM7zYS1aBbwrA3KCSu9rDwJZEA0X5cbO9O07rzVpD36CJ0AoDK86Kp+atux8VDoyAh5ngoB0eeu5InI5qbc4SNcEgQpN+57z0zSHQE1jwUfByDWYRma7PRvBw8VqdSc68h6Y2wf+Hx5XudRd6ZfMmIouKRmKLNf+DOea9xHuWiHZrxUFvicNMlvmOLyGYeYr+yj95Y80C4ExfsWHpy2SMeOxxmMUb3UVHmfLEvFeqT0RLIaq8i+xccrpaBVQndQgVzDuWglHNIyJaRwaGPpsm9s7z1075y/53HjDYzIj0lYut695JgxVn8IV/7DbgkA7HZbzGZTaE0sPISJuB4LEQ+Q1jpQq43jy9uV+95iSYJmyKl1tqUQGOV8DO1h7SVJErSuo3VioQx0i1uykjOrOpermM1mODo6wuc+9zlMZlNy1oRCaOPRFDpJu0XjKRcly0aYTucYj6dI0xxN1cJZB3gPYxJkGVCWFcp9gf2+RJpPYihV01jko0kP26qLrqyGTA8Fupd9CPjnEB9ZspgEj8F4nCFN26hpKuXR1ETs0eXEdya51jqSOMhJz6VZabJ3YSdy0bIwraoGzgF5Po5hZM6Rd5L7TM/F4T0menLlYuqEJuI4cb/4d2faIsQ3dngpaabswKAcfZofnQbSCW6hqfqOyUeOA4ci0W92Mvnw04Ul8fNJzBnoUiZfpmEl5qbD6VAbCpL4tyfNWmlPaLFgJ9KaLAUWIB7EXkTXABQUtFEUXqQTeEfmuHNcJ6jzTJNTyMMYvoaCjk6zl+ODh8Kw+huHFZ+zJssmO+BZUMb/HJy3sM7CeWKYH8Ifcp5IgfmqTfQEIGq1o6MjNE0Ti8Er1RGjssnCGohkJQeAbJTHB86yDNNRHs2zoihQlaHYV5ISa/miX12ydTpqcOwpZw2O7yM9nIytTqdTLJcLnB2f4Lu++AVsi13k1NxsNtBplxu+XC4xmx/h7t27mExmWC6X0RO8mM1xdXUVa6U753tCm+EArXWk6+cNoqoqbFZbON/G4HLWyniD4eeQE4E90cykxGNJuK2PMY/GGDRNHfFJSerKQlHWWOH35F33/igsqB/83WkRpLlyfK1zLpYB4Xcki2Nx64QLEe/y9SU+xyaZFEDdpsCTX5I+9JlyhtoMzzugK8RljIZ1zUHNkn8knMTzSOK9VVXHsT6Eh0p4aigsAdwowfEybehlApM3Harp3qW7MoQSNWJvoX0XHsUWEQkscp6oRCH1nDRCx+12pPh0Jb27GF2aM20UmC8TmsPnkRsIVxgYOtKGAu5l2Chr0hGTFZo8z2egr6m/qpYAlAD//PnTmNlRFFsA3S6+Xl9jNptBa8T62pMJmXucbyyDVNl5oJSicBwQCW+eENb0/vvvRw1RKYXRZBGJMzjtjyc2C52TkxOcnp7GhdQxvtR47bXXcHF1iTQlgdw6YF812O32ODo6Rh60PqUMZrMFRtMJGmfRlntkJgGcDwHwF3j69CnyPNReL6meTVm3WCwWOD09pYwgnQiBSC94PBlHDJedVdLjzwteax2hg8lkgiRJcHG1inyKzONJgcYUrnJ5QePPOHBR7EMaJY1V21qMx5Mo3L13lCKq00jRx9qK3LU7IaBiDr4kwGVmI56wjB2zgAZI+zcJaTI8Z1ho8trzB7ysUWPyCmXZRG106KFWSvWIW/j8Lk0X0CbDkJFHtk74sqAiYeMcRUsYk8TrSm1Zajay70CfnEKrviCR/5Yadx/37Zw2ZcOYf7exyPkf+zXQnGOqpmWt28bnS7TCYjbBYjbBNi9CYkoTHKEahqKiYhlhPdAw5eYhYRx5/24j69czkuPE854/O2TSa63hVZ9iUn7PGznLglfZEgC9BwIgskG61DBjTI/qa9h4d2nbFj7UJ4kYn23i5GM1nmsgp2mKxx8QMfDdu3djRg1fS+bA8k7LKY0UQ0lszyOTxUnIPJTTKVFFNcIJJXdKay321pLQDJoIh/dUFRWR11ojH097dVw0dBwfkyiMHpz3PPuM+fGYcBVLrsjHsa5Pnz7FZrPB/OgYl5eXsXwGM7lvt1QWZD47wnq9juWLldJRA3TORa0W4FxwWfisi0KgTa07Tprt8p0z/iq1Bk6nk9gyCzXSQH1P4LH2eKj1tQQVhK8+uNiAPlsOf99pSApQ9uC9Dmkjfc2O5gEL/5dpQ0MNWQoOAJEDYZjDzo0F/SENqa/RkbbYaViE00aB5Qh35PPIrL4JBUi8EQBOTuZoW6CqusJ71pJp3DQtkoR4LA9pkPLa8vml0ywkCr1UO5VN9ovhiLquAW1670VumEw1OcRWX0VLgI4KXmsdTU9ePKzt8INyih5rR845JEEj45CUxnXeYvLSBceH70pG7Pf7zonjDc7Pz/H6668HE2IXnSBsFrIw4rxg0qyoAuVolGHu59BJhjR4fCeTCaAMTk5PUZaUW56OcuSTMbLAzu58jbap0TgPo4F8lGK+mKLYlWiaOtQqysFpLJSzXcGkVM8ozWhc0uC8kd5xuTgmk0n8LjoyhIDj3PGioLIgp6d38PrrryNNcux2u8gjWhR7GJNEDb5t27jp8E5O2qPDft+VXCWMyAbMOebEBVMsTF4YwGu0jQtllvcoin3kSDU6RZaOkJgE3nm0lvBFkyjA078l/jd0FEhhyJoewp2z3ASP/02zl8KKunPoWgCHFTnvQ9A04vXlb6AfRyi1W76X1mn8fqgh8vr40EVkbjqGet8nnQY7vHb87YLmGjA95/qMS1qzkDHw/MCeAFmlFGKklg9jIfvgAaOBUZ4gS2lNMzmyh4X1Xd671KBlGwrKXt8OjI9S/BP6SZ+G/+uIWJPMbGN/D0EWXLZ72KdX0RIAMWyFTTEeDK5Lwp5frlUsmXJS8jwAEHRioWZN1FQspTNWBXl4t7t1NDfKssQbb30mBsjLGjY8YJxDzcHhnPfOgklyFXIZijRN4QIdF8eS6jSJm4AUXOv1Nbyjmi2sDQD0nicTopaSpCS6bZBlgbjDW0oBFFiT5FVkocZCgx1hzE50584dmCDA25YmBGchGZ1GUuPxeIzZbB4rebI2IzFTqZHTO+xY4ROT9saJjyUHaQoLG7V6Di1iAc/3GIYXHcINpbecFoOPYWTD41kLjSatN/Cw8E4DygUSXQfbesTMFuVAqZ0evqVrJ8lQCGNwj/6/bx5HDpChuSgF96GFzH+nSZdff0hgfrhJqwK22CUNkJXNQfoUvtb1pa/FKq9gPDpqPUgckvpYFGVPK6f63nxciqqpe884fHYZljV8xv7fOkAzGkoROQ45gVT8nDa67rdSgUpS9aM3ZGgiWxgfhrH+YTWqGgkL51301ME74oN0DnVT0qR1XbBs03q4PT2Qdwq7LTHr8GJVrl/q1FnCIdihpA1wenoaiX8Xy2WMq+QUSfbAO9fVuuFwG9YssyzDyckJzs5OIu6plII2KUzi0ZQ1VqsNpgsS7MZ51FWDNhS94pzf69Uldps1AB13Mw8ita2qPU7unCHLqMwBlIcyGjrk4xpjkKdZ7C8Xd+JkANaUWWvnGNcYRB4cSWmaR628bVusVitUZROC9rvyoiRoF2EDGQUvOMVSUiiOxNdIIEmtgB0ypImGUhujLo6UNVcA0fHEmwVbH2yaU59c0KD65htpA8FMR1/QSHklYRqlQo8NqO/BE+99C+cAbUiYQAcPt2ItJwjY4J2ls8NNPHr9kv8m7YcD58PhB4Ta0Es7FJpeaFt8XalVS81oqKlRTCKHSUlsMmia9AVtEFFYcFQAWyocUWDiA9Pn9G+Ok/Wew3f6gpUhiWH/hsJLPofU0lvHCqI0txkaCO8SEFYC/QAK3jkkSQaH/rjI+/P4fxJaAnSgqpTqXHFuGOrDi17y4rUtegvRBfwscupZ0gSXQTBmeUfisd1ukeajGFsp86LZjGXznWM0eSBHoxEmk0lkS2dnCxPscjjKdrslLVkThACtorbKJho7W5xrYS3jKkRRdefeOZxrAZCw6IpJtTCJ7nFncv2YRowBa2fcVyZU5iiBxm6h1C6ezwHtTU3jd3l5Fd8DQGE/XMaiX9unK7LVeUB9JDXxsLEwncSneFIOOTAl0wxrz/w57/pKceB3N6m6BRcW7g3cUGoJlNFDgpEFU9+jbAx54+ma/fAsSla/Sf8mj/koRwHNp5vODCk8hoJSetMjiIe+YB56efv3Y4xQo2197xz6YQ1TwcFBeUWFy0CCrwvdCiFFSgGQpnX//Q7HRGkPJUpzDDFgXs/yGvJ3xBlh0Lo2CkgShLRZdwKdx8+HecIhYDzGDq43J/oWDPf7VTt8gCAwOb6Rw1WstViv19HDytqFMQanp6eRbq0LL8ricdZa1ME5xEHbWUpF0SY5CYqmraI2ut/vkY1mvVhPNlvZQ0s0bB1r9mw2w+npKY6PjwM+6EJ6loa1XaC3SgyUU/AVCZtG0cTtqMoSNA05WZ4/+wBVXaKs9ih2hN1lIyID3m7XAQ/MA0FxAmsb1DWZC7Uos8svWu6SMuA4y7IeVVyapsjH87go0zSFgoGzNx1Um80mlPxYRA88gAhDMI7atk3UZCk7qo0atYIl3BH9ONemaeMm2X1Hpm7b2iD8KI+cnEoUitKx7hwG/b33sTphJ2Rugvccy4cO3YoC14RUThlq1N3PAAeEwiFzWvYpCpIoLA8L295ziMbvy3sfIRl+PqklyYiRYV86DYrNVe6HFCZchTOMWavhFGX/8Gdyg1G6E6QcuRDDwozEcAG2AEgwvhzOYEfgyzBErXWM8eyyuMIzxmt1mGaEIhyF6COw8vMzS2hACulPgpaZAMBsMo24l1IKbeNwtdpgtVp1sYBlRaEw4xnu3T2POeSbzQZlVcFrXqx1xAj55Uxm0/jyrzdrrFaryHuZ5mPQPHNQTqGuS6yvrvHi6gVc45DkCaqiQj7Job2G1x6L6QxvvPE6jmZH2BQ7tNZCmxTaeDRtiaYlwtO6bmHhMc5yWO9hm4bMaZ2QsKwtiv0Oi+kobhScUVTXNeZqgTzXQXhbjMfAYrFEluRUW9xrJNogn3Y1W+Rzs2dZmrWbzSY+/3w+x/LoBFVre+QdVUkafZqmOD4+htYmCmMuw0sxqMtIN0dhMkTlxrGzLEBHo/zgZGPtSJpg3HfpGeYSzGy6MZZL10go00M5KB/8EB5BOyevrncKXisop+AUM+EEphu6Yq9fcuF435E+y37LhaVUAmgXvMg2YIKWNL+YUtn/7RH+jrybfc/8wbF6SeugDnoWa32wjlpQUTAWeAbMsMQYngVn2qhgWFvAq+gn8cGB4xURzVjvoL2Cg4IORBzWKHLshA1NOUX7CDS88tDKQBkiuoZWgLdorafoFYdAC9jP3X6Zhi7D0Wiu03NBe3jnInRwcxzFRhhLl5CHS5sUDp7+VCDeTXjAedI8nafoAP77FTYyyfc7lMUe6+0G984fIB/PUdQtjpan4EyRTz18DW+8/jpSY1Bs19ht1lDW4Wg6QVleAg6oywKpURgfzfDs2TOst1ucnZ1hNJlF4tL9nu4T86tDDNn6+hJZQvV1qrLAxfOngFOYzifQMFhf71AWFeq2wtF0hmK7RrndYbY8wmg0QwvAK40ky9FUJeq6iR5rW9ZoLGlE2WiCyZgcHVlOOGKxe46Hn3oN775r8fTJc6R5BpMSS9B8nuHp+09hTIr0LAOsR7mtsCl2mI1nOJoa7IsqYpFaJ1FgZekIpaqhoFBXJaqygYJBmqRITIYk0MK1e6p7IrX8+WIKrY7irs7aCo/bZELm+NXVFQCH/b6Acz7gVRTs7gI/o3SYKaXQ1IItPoaOtbCWtUvKA2cYgLT2BtYmAe7gzJ2QaogE8IHmTasgOEmAOxAPpPcKMApwxF7kFdGKAZ42zIhH9j3opDXpoAkSBMDaL0AYurMkZBDY2zVCbW2lY9lXgFJJCaMXAhQkuuQil/gZcNPhw817DwUDz5yiINLkurUoqxr7okLTVsjSUbifhzagomdBwDhHpLyOPcU6bAjwsCFtsiz2mC3mSJIU0CoS+u53lKRhDW0qWaKhvHBIgWr2OEtB6w4eTlnasJSG1hmSSJ3nbmwKw/Hg+XJjTMLdGC4ZYpHMK9BpoH0MNjEKjh1XLBy9h9JEVmxCfXUVagW9yhaLoFlLZUUvLy8xmlBt7sViCecVLp6/gDJJKAlrIs+kr1sU9R77/Q6NbSMWyiQWo5CxYwyFQngFJFmK+fwI44mNeee2JpLTtm2xX1dwrsV0TOmIrrVwsLBNS+zo4xxpaoj12VGd83TkUTuHtm5gmxq2CaUDGtKa900RYkLHyJOUCFhBS05rjdligfWqojrJ1iLLSCPbbHYo9zVGowlOTih8p9iVYMvEWovr6zWm0/EBU7FjveHA68lk0jPbWEPPxpOek4tDtKqyiXnjo9EI5+fnmE6nkYYvD9o5FUwLYT7GRG2XcSZJ1sCTWQLp0vTiJheJxOLkecaYgB+S88dGrQCk4IlxUFCwXpF2pDTgEcwxB30gllAKp6F3/obZ7UUROGYPd2SqsrBUCMcE01Hhw/Ewef+hwBw6jRxr6kB0pNH9Vcz3Z5MV3kBpRfcPDkQiWA4Ew8y45zttKh+PAmckjW8baghZTzngbLK3zkX+SmUVrLHQTkfLxcIBXoX+hqEAeiMhNfuXaduHxgrK04bBMi3Y4FSzqTP5lVbBAg/fBa1cxex5OldzXw78fpUtAYAPnj6N4StN0yD3Hov5AvP5HJvNBscnHWZZFgVc28K2JWxZY1/vcXx0hLKugdk8eLD3UaOx1sK3FnVZQfkQ8znKAB1qopQG2WwKA4VHjx7hydPnpBm2DnUTTG2tsd3to8Pn0eMPMJ1R2QinNOY6xa7Yo60byqu1Dm1TwTWkrRXbNRbLk0hI3MUIAkmq4awJHukGSungdElQV+ShJxb4JRaLRcT4ZrNZ8Kh3AfkMRUhNkX8DiKFQQBcqYa3FvqbPGBNmbdXoNMalsiBnnkyOOmjbGpMJsX7zBB+WYpA4qCTYAPoZHdKrO9QQ+PhhHGkHQ7y8Ts2hmD7xV/j7EK4pTb8+lyf/7nDI/mYlr8Xve3jvl8EU/Pnwfh/WeCNiR6nssyRe4Xu8zIEx7J9SXbVPnnvMt8p+BZN0sErvGdTwmkO+Sx4TzrpC/B0FH4Ye8IHHGw5aErGE/5TW0Ep42T1royJKQiEE4pNlIB09/BzDcfm4QvwPqiUAhfjMZgsUeyJ1yMYTZCGN0Xvig0yNhg8A9n63gW1aqLAdcrzefDpF6xyapqPqf3F5AYUd8raFch4Yj8hB4wA4D60TpGkStMcxRlNiQ7cg50+SZ8TUnhIfZm0pNnS13RBupDTGbYumJodFDgN4D1tXEWy3bQ0Nh0QrONugKgjjJMeJAlwDpRLM50fQOokxkKenZF6fnt7ByckJptNpxPOOjo6QpaPuHiIjqSzJxNZaR+HJoVD7/T5ye8b0QiGMAARykwmylDzus9ks5sRL4bvdFqJsRZdjLU1t7gdjkVJgylQ9dkyxEI8UckAM5eo5S9BNXtKgu9RJKbB5E+bjpceZWvhM9wF/eX2JY0rth4Sl7gnkYR9fJoS5dU6Pm8KWr9ORl9xM/YP3UMlN8hgJeTAhN9Bp8TFvOjy/9e6GwGPBKrOu2EG73W6x21Fkxfh41LMo4r/NkO19OMbdWMhxOeQ4G/7dPf9N7/rQ2hpusDeFXz9yYoijvqw/r6IlAHD37j20bYvNlngQy7KMpmBqNJxtUdXkEKn2eyjQoqZg7xbVfg+vAJvlZFZYhyRJkWgDozTapkFiDJketovxJA+jwsXlJYXbTGd48613kBiD9L33YExKmTr7PWbLY7z+8CGc99gXBY5PTpAmCaq6pprHzkJ7B2dp4pZVgbIg0gGjNJxtsN/v0O52UEpjUtdwDVVhnExzzKYLvP4wi2YyoCkPPc9jDrtSClk2CXGICaAc0sx0WRquC/j33sdYxdVqFb9nzZvDNqy1yPJRJOLg8h/ee+y2xDh/cnJC9dsDUxNHECRJhjxPgxe0W4QyT3lo2rIWO5x8vMikR1LiVtLrLwOXlfZB+N4MMJZCG7i5KOk+ga2GsUteLOg0HOb7VCATjsJtAARtRS6ooWB7WRsu6GH7KG2wgwAYi/Q3xpf63hVCk2MT7w/ie3VCmPFc476VZdnbhNq2jQKTkyKGwoyuoyKGTZ/7wTM4HmD5YXy+QzBTvAdUpzW6wSYy+LfMlJJWQ5QBg+E9JBiH/XlVLQEQszqIfXwKlVB85K7YIjMJyrJCUeyw3xVIjcHRfIbJZIJyv4tZKwBilk5RdBRkrmkxHuedZuBIqNUtaR0cDlOWJRqOwVRUGCzLMpyfn0fT4+zsLPJBTqdTIrgYU72cfJTCtRptXaKp9mhrSnvk3Gzb1Nisr9G0DqMRZSxpReV865rKViyXp4HwgiYmV2ucTqex6BiH81AoThUmt45aBYBIzMHmLmt1NDm6v5lxPYZBCY2mbVusV1usVqteTZ6maXBxcQHnHO7cOcfx8XHIFe+IMfhaUjCzcObFLLVKFooSX+VjAESoQeKXUXDCxFIIfA0Z1DxsPOl7Ws7AJB9qIVLosybHnmmOE+VjuQ37OdS2paA8hOfK/g/Js2/8OAdJgMvX7TbZLH4nhbr3Hl6F+cJ4otAIh5ljvAFR6uouOvP4+ZwbhN7YbszjWIsxlX8fGnfpcByO782xkuFMqjf+Etq4+fPhGVaHznuVLYr+8XiMfESkugCgQzGmqizw9INngHLkBTUqxk/WIW7PhsB0zom21qNuQwxlkhDTedOi8qF0r0rQNh0rtNYG+7rp1UJfHJ/EOuBA9wL3dYM0y5HkIzT7PfLEoKr3yFMCxbfrPXabDdqmopCOmsrurpqGCs5D4ezOObIsRZalqOsmLsI0GWE8nuD4+CTglsfwvgur6TgiW9Q1Bbl7b2Btg/2+jH3cbDZo2xbj8bgX+M1CzLkOGx2NRthXHXzAgkwphWJXxrpGTHbM4wNQiNN4PMZqtYIxnXkttUA24fgZJZ42FG49zVEsaonLDbkipaYoryc1M3kt2fhzHbQhea5csMO+cN35ri/dNaVA4nNZuMrrD3FaPlYu9iGWKbXE+G+nQv73zTpBcpzlOdKJxUQxLDD5nvyuGM7g5+Zkh/V6HdJlZ713yNd3zkH7LuQpjE5vPKUZ3GU7dUTOLMycO6BhBoGrlBf0f7xJREMBjImGv8Aupm6cX7IJfYiW+SpbJN9IkgTFvsLV1RWVsl2vo+b37PkT3D09w/z4CAB51ZumgQkDtN8XmEwmMd98PCaNrCiJhsx7HytIjq2FSfMuCwhUKD4bj6JWybW48zzHer2OE6Kua4xGo8hludls0DQV6rJCajSahkzW1fUlAEA5H8NwWNiaJMV8PocO+GvbNjhankQikDQdxXz5tqX651ROdRaD5xkD5AXSNG2s4cOhPlVVRUYlnswnJye4e/cumqbBkydPIjWe0iZmUEkSlKqqsF6vsV6v4b3H6amPyQOEj7Z4+vRp4BDtcz52sYFdYSlehLyIpebA2szwGp320gkVFgBk+utA+aeixjxkMJdtKJBZ0DJ5xxD4H5qFMlceCMJM4GiHNNuhuSo/l5uEbIf6zcfLd++dgkrSG4tZatHyvCEcYr3DfD7vQYHcJ1lplAWmNMdHoxElQYA1ezXoq7+h4fU3E75jn6VoKBwPaZjdtQCuq8TnHnqPh1q3Ub9cWA77/KpbAgCj8ZQ0HDgUOypoZuBRlSVsXePTb72JYrfDxYtnsaxCa2s0jUKamRiUned5YDYKAmA8CqmNRVyg2+0WVbPC1RWl+x0dL9E0DeaJ6WkN6/U6Cg9Oe2Sz+Pr6OmJ9RbHFer2GMQqTUU4m6mZNBBUNEbu6AtGU9t7HUhjjKcWGcq2goijixNztniFJKZ1zuVxGTzGD+lonmE6ZA5PqKG82m+jQsdbi6uoKV1dXyLIMZ2dnOD4+DnnjJLRfvHiB3/7t38Ybb7+Ds7OzqH0C5IXnOM3j42Psdju89957vck/Hk8xn0/x3nvv4cGD+5FVitMfZQ4wE0Q/e/YMdV3j7Ows4l/b7Taat2z2Se1Q0tXF8hhBY2ta3BCQ/N0hj7rUPllQkqZDNV+U6jQd1kBYS+bNTykOlSEG/NQkNxbYIU1Xan88TkopFGUZtWgAvXE4tIjld5zrLYmdGXaR2jyfw5VXY/ppmhDfgO76yvSFfE3W4IqiwOXlJay1uHv3Lh48eBD7w8/Ov0n7tQPhYwfjj/AOO3rHKMS8hw9jBvGshzTyLO1gETnGfMyhJsdUQshDC+PQ/HmVLfJhcqhC0zSAwGMUHDltAjnGBx98EBfgeDRFU1Roqjqy9zC3YRtKejZtG0pBhCwRBYxCjjTHJ7LWwP2QuBQAXF9f9+jRsizrtDdnsXznbWxW13j//ffJwaIVTk9PURRbFNstJpMxYDSaqkHTWuyKAqvtJrIEQRcwOo0YIQmjMYUchTAhxgcBckIAXdra0WKJNMmjN5mBefZ2ExnwKF4fIIH45ptv4vT0FOmITPfr62uqgRTuz7Vi2FG02dDmwGS/xqTBHDdRmHnfsbWzVtP1W/dSKjluVjpnhngfgIiTDU1YAIBiJvy+04KFDuO9QLegh57UPO1II4ZaDJvhQ81seFzszmBR8TlDLUVqf0McVH73URqSChikxIZZIx/CH/y95DAwKdcc7+4tsVXe4N977z1cXFzg6OgIb775Js7PzyNbfxtrJvX75w94wftCNZCZqP4zHxpXfl6JtXNzHEspNkQp5F4WQiXvIzX4oeYvz/9ECEyOD+w628CGUJ2mrvD86TPsdjtcXFxgt9thOieyi6pssCs2UEohz4mKLGa7CBNwv7/EZD6j+juLBfJsjOXJMeq6DqZuGgknWDDatkFRlT0B5HhXhgdsCxsEfJoZJFmKJCdwfbVawTsHDYU0H8N6jzxJkGYjqBASxOEeVVNjMpkGfJKKSWkTSDYUhRWV+xpZRsHPxP9ImSLOAhbELsPCiDUna4lx/ejoCOPxOFLlbTYUDjUej3H//n08ePAAq+0uljmWweFqZKIQ5tREDjOh6ySoqn3MouKJxo1N7DRNo9BiRnseU+99hBqAvlDjxZHn+Uu0Q8pYoY2szw7OGy5fS177pqnHGmCHq0lhxSY4fU8xeyxgvPcwyvUWs9RSpACUTS54GVEwDFE6ZLYPr0fztRu3IQY7HE9ZFlkngW4Q/RIcHRUbWW+Xl5e4urrC+fk57t27h+Vy2Qt34n71NgzRzT6WyDBBEOaGmOe7GEseZ04dpcBzrW9CJVzQTL6XPoZ5eMw8+/rQEYVIjJjP4XE7dI1X0RIAcdeDJ02kbRtUbUPpfFWFPE2wh8fJcom33noLk9mcdtXWY7FYYHE0Q2NruDakcpUUVL1arbCvKxwfn0Il5DRRWmM8nSAfE+nwdDrFZrOiF8gxgm0L61wsD6qA+Fsp1ZlATQPrGmw2DWazCR689pBMl6rE+uoSWaixU2x3IWfWwCtyMF2vNphOu7g2730vLEbrrqgYT06azAZKacAT6YO1HtfX11FTYXOYNcMsyyJ+u1qtosBcLBZR0HHlyaOjIyyXSzB+pYIHmk25+XyO2WyG1WqFi4sLpGmOk5OToJGOesKKNXbW8JgImFnlpak4JMgdaggSGpG1dDRlH8J7hNTKPukt//0yRxFff4iRDX+z1s/tkBb6MrNNapcvw8I48Jr7KZ03L9NOD2FuLCTl/bj/UouVfYzHCW16qF3leY4HDx7g/Pwcb7zxRqRFZBhMe4697KIdeDMD+vnf/SahhpsY7HCspaYszWkZrnQI+5Um/PA7Xms8bsP3+GERF6+iJQCQjsZAuUdVEsVatdtivy9QVxVcU+Pq8hJN22IyobrZq9WKnDGGyCGOT06w2q5QFgWUAtKRxthO0XoHU2c4v3cvOk0aZ7EpdtGpka9zKNsiTQ0MFFrvoJyH1wragyCBqkbrLNEgagC2BZRBnhgkyRTeaKQ5Lfrze/cwmUyw3+4is3uejeEVVYK8Xl+jqp9idnSF1x48xPn5OQCP7XYDoCNTriqLNMmDF5KYygljM+BCVdyIzaejcWOCYxYWPGG4xjgLITq3RROcU2zGy3Cetm0j85DWJpYmZvb0o6N5dIzx5GSaO9Ye+W82lWXYEeN4w91cCgCpNUnHEQBAuXAN39OCuf/sdDokDPma1n54kbHhYpLto8w92YbXlQKMf0toQmrCQ8HROXFCqJggYJabgHSuyY0hap82XMu7uLHx/ODxTtMU77zzDsbjcSxvwpSC1lokpnP69N6xHrL8DMcZQbNETMO8IVgV4ZlKBUIQ0looldE5aFBGjxybYRtinsPxP/TOpbD833nHf9AtAQKY31LRsNXVBXabLZq6gg6BrWdnZyTgygZlscPJGe10SmcoywLr3TZ6zsfjMRaLGU7OTgGwF1Mjn4x75k3rLOq2gXMt7hwvkYQiSKhrNK6Bax2qYJ7neQ7lCHT2VY1d3URTMRuPoNIESlN++WQ+x2w2h3cW9Z5CMKqqQus8yrLG5dUKl6s1JfsrDa8Qnn3T0xK9d0hSHctLAAg0dsEhgI5lW+KwAGKAOWt1rHXysbyIyrKEcw67krzhjF/ypEpMFoUlLc4uE4icAhZPnz4NwrNb2LzYWBtkDUdqULywenjaIBaTf4ZlaHvCVblQNbEf28nXOOQZvqkRHl44fIw0mfm6/D1ZAl07JASH7YbgHDgWhr+H+J7cTJzrPpOCdaitMfwxHAeqMtFl/PD3PJd405lMJjHihNJkszjXslEaNpW+9qfCPToLwg367uBZW8ZNrfKQRig/11oDGlFODJt8X0PtUTY5boeOGUI6r7JFpw8LoNlsBg2Fqkzg2wbwFqM0wX5PAz2fz/GpT30K9x7cR914XF9fwmQGk9kYdV2HRamjsEiyDIBGmncYW5JkgNEwSYJEAS9evEBuuoXKzVqLtqlh27oXzsG45tHREZI8Q1OWmCxmyLIcbVOhDjGR2WiM8XQWmcK1TvCwsbhcrXG9WsOEPPXV9QWaqqvBnmWjkAdP5RGUMqEkh6ZSD4ZYadrWoWkqKE31fljLkwHHxhhsNiSMmaCXJzFrpF6bWM6WtVI2pTnmla7XkfjSItBwrsXZ2Rm4TC4LPjnh2FHGeBhvDLLS53D3l8JRpklKoW+MCfgXYVmsTQ4XO7dDWgT/fpm211ucg2twH9jNOry+dMB8WPOui9OU9xre91B4DYDwzLYnGGRwPQunQ6ZxjL80/VAcKdg4OoO1Suk4OgQ3DDcmGa/aE6hKBcg4kKG4gaYXhDln9XhPjiSlhDMnkG7cGFOxMci01kMb0Ie14Zx81UKTCIQTcros50vY9hR1scN2s0axWaOqKrz7rW/Be4+75/fxzmc+i8ViiRcXVwA0lidnaFwJZTqspCg6TsZca6RpHmuA82Ly3ges0mKcp0iiyRdi7ULeOjtK5EA555HnWcAAEyivYVQC5wDbEuW/cx6ubQA0wVFiw8s2SJMsCkBjDBaLJQyOBNZnAqu8xr7coS4bTKZzGJMiD8LUexfiKPcwCVDXVQwHYa2QTWcOEdntdoEZyvaycHYhXpXL3LKGuC+qmC9cFAVGIx296U+ePMFstsCbb34KWZZ2dHmDRcJjzl56PobNcRaYQ+2nWxAOaTqG821c+K21cF6jtcz7aXpaAmuqfO1D5BP8WylmoPFBQyJNSamOZo4dDgDR0NH5LLi55MFh7ejj4V8+3B/BrKV7KdUJ0aGw7BY+wxTdRsSCTrLhS01bnu9BWqJOulpLPFZ8DWnWy3z/NE0xHU/Q1k3oe2eGQ9E4ynZIUw615KJGykXlyOwOG6Tqis2xe4e/1+Gdce2hYc0eygBK0PGBevE98YIqlaCrBdSx7/NxTWMH1311jTRMq9A6C7gW3pFjIxtNYZIUU9tivSuw3ewwns+h0wwvrq7RQmE+X+B6u8U4T2BUAsOq/4iqAAJAZjJsVlvs91UsbdG2LWxjYUADM8lzbFaU7jcej1GXezx+/33s95QCaRKN6+sVoFRkULJ+hMlsgtVqheOTuxhlhD26yqLxCYym+MGyLDEejwEw7qgwD+mOAE0irrWuNGJIlW26MKf3H72HxfIYWnkYo1BWezS2qxsNRYvBmBZOkbfca4PGNSh2Bfx2h/F4jPnyGIvjE2y3FB5UBFM2Tck7X1WU784bBdXMpoWktIfRNDmN0Tg6WmCxOEKe5ygKqm/E3n+Jc/GCkyxJUrs1xkB5C4QFoUXGENBpJRqg0oOCYZ04LFt46yhbx8jMoU74unD92HynuSgoQFE6s9YmCEkTFw7gAhGvi5+naSK+B3FfHmgyjk960FngsBaY5iyEmDCDx12aheQ1HqY/crJGua9jvr/UpFjo8SYm728tUbSlaUZwk3fwDmjC3GPB+eD118giMAmxfYaYTaPp+ZNUhzJHFr718DqEDIU+mESGTSFolQpKJbCGirDpoG16pYjAV3lYR5CBNgT5KA+ipvOI6aBOAUrb8P6IA9XaFt5bEFE3QOVdHIg8uS8YAYe2tSHxIQPxuZIztQ2QnRSUrxrOTACgcR7KOTjbwLUNvG1h2wpoKf3v3v0HKI9LWAdcXF9hPJqjqkrs9i8oeNtM4GwbPXppSoKxCKEySaLR1hVWuwIWHqk2UAk5eaCBJ0/ex3ycIUkMVqsrymIYU+xh3TZ4+sFTWEexi9xaD3itkCcZ0jTHKNwTYw+t2dGi0DQtyrKKcZRSWLRti9ZaKGXQ2Ba2bGGbGm3doG5K7NYbbLdbeK/g2gauqUONdYOqalBVNVrXIglZLiz4NptN1ADm83lgFtrixYsXPUyTPl8HgVYB0JGE4+TkBGmaR42zaZrIxH58fByC3H3M/+d78PFSQMgwFqAzL9nckyhgX9OUk5QqOtIxfDRtQEnSr+vdw8h8n8yDj5MaGmuUtIh4MSl02kT3W2Ke/PlQkxq2oZkrzWuuB0TPFjRLsAnJQuZmTGG8plNQCWBbH0lRpKdcaoNscQCIgfgURtfEoHAeL47d5flwCGrpaeroCqJ140hjzAJbvmM+z3gV2c49SChCkddeapngzx19rsNGx2Fg/ffjgnbeadd0Xxs/Z2uC5mADij6h31qzlUROVrZKEd/Rq2sJAOSJgbWAD7F0TdOgqSv4poVzbdQ4Li4vsSl2eP0hZYjsdgUmkxGs9WjqFlyXhbJZDEwFVC1hmU1dYr+vKFwoy5DlObQxUL6FMQrQCk2oxzMaTTDLMuz3FZ5fvMAXvvBF2JDP2jiLy+sN6qqBbR2mszGADq/hbBnGOfmFDYFlNlm11mjKEt462GCSe+vgW4umqlHsNkhMhqIosNlsMJrOMAaVODBGI0lyZHlHYMGLhDcP4qqk9DfWannRzedztO0dAEBRbFFVTTThaXHQAtlsNphOp8jmo0i6QBOTTO7xeITVirKnxuNxLFnMY8CecF68chy890hGWRQGMtPnhll7AyfzvefpPu+3oVl8GCvt82keOn54Xvz8IxYRa3qH5kGHAX5Yn/m4A6E1TgUyawfrKNkhao/84xo436K1Km461rXwsFCKNDJlNNIsie+fC/wxsY3U+qVg1aBSH1oIdf7hd3iIXKQ/jgBbBIcRjI6sg49nHBNQEQbwUXPla+u4GbLQpHWSRkHetmQ5eE9aJRNhAzyXVAhd4s34Q1/1H3ijXHJtiNvS0m7jXYu2alGVBZqmqyhZlhWmWR5NudGIHDlVVaEq92gayo3m0BwZWpGnBnAkmIEWVVFh2zRo6xpVucUluoVsWx886IDSCb74Xf8PvNKBdGAL25J2luVTpEkec7k511aaTSxEeSOIKWmCu7GqKmij4Ywms8a2pG37QNOWaNimRrkvUO5IizNJhnxEwfKMTzKrEGODVVXh+vo6BrFHEubgHad+UJ2eui5hbWeek3Cj8WDGojwbR82YQoXI3FuvV7i8vMR2u73h9ZZ1eIbxcN3vrgpoX2AOYhBVH3T3B7yjcsFKHPVlx/D8kGw3h675snOVEnXNP6LxPJY4byziJjDWD7s/Pbfw5GsPb13IdDsBZTypsBYaVNUez59fwNoG222Ftq3hPRFVJEkWnJdzpHmG0WiCPE9DyWUEweLj8WzCOqcjxqfhYXRHsTYco+FYDXFMwBEU5T00NJXKCHXfOUFDK2LWVzAkHAe/Ka3VkiXm2qCRcxnnNnzuwnMwhkkxnBxKx32SG7r8/aqdPdwSAKirPdjLCfTDAaz1MCZBXZc4OTnDyZ2zEI5AxLKr1QqjLIVzhAc1bRmpy+BaeGvR2AZwDkYptNai3Hcxkm1LZKjZKEWSZMErXMEkCe7cOcede+f44OkzLJcnyLIJ7p7PkeVTFEWB4+MTAB1/Jw84PwObo8OQDhaqjDc5Z2E0adj7LfFhtk2FYrvDbrPBfDyCs0Tn5jzxbio4wFso53vmOI+dTOdjk/nq6io6fZRSIV5zH4QaRQ9wmh15zTsHzfPnz2Fbj6Ojo6CZtri+XmG326EIhMhs9kkCjMlkEkpYdGYom4VDDWToLZfaFH1Av3p4mPhi6J3laxwKXB7ehxwAqrsJ5KLWNxb9IdP0w9qhc+j5Qabnh1ziZSZ9zIzzHIOaIE25RlKKum7RtnmAZfbY78lJ6BxgjEKeExeBTmhjS5M8ZpI538I7hGJtwcECHevckG86OHl8qG0mBbl43mFiQn/TIz5K7xEK2FHBuu5dqICZErbImqXUMGlMNJwl3NNZT1CHJ6hDqwSt7cp2JIYweduSUiBJXz7MQvkkCE3CMKsiDnBiFFSaQU+BNNTcLssS2hjMZpTeeL3awDsPow2K/Q51SZ7STpMLNc5di7aucXV1FYNbvaXwl7au4Kwldd232FcW1XqDxlrcv3sfn/62z+H09BTOemw2O+T5FFAt8nyEPB9BKyokxjGG7KCRWiVrTIzpscbDgeWEORHpiFUe5W6L9eqKsnFAdUWyJMHV1VVcYLa5A6MV1aGxhPsmKS2Ko6MjeE+5v8ysJMtiFAWRkDDWSOV2Na6vr0GB39RPTlVlDbMzJxHZaoixpojf8bvhrKFhiNJwskmNkjcbiXt2JpYIrQnndmYsa4jmhhCRk78ndMU1bgrNm7GAQ+F76JyPanx/CZnw+9S6g+fitX1/8XYC82b5Du99DK2q6xJ13e9nmqY4OZnD2iWapnM0dffXqNsmXF+Bq0yyd9loSuYAELQ5BxViT1WIJNDWR0/3IaEiNfeh4CenJYKGyJtgJywZC5VmOQKtG2PIznKIXdPTEAHOr2fmJAfVKFSoosLgLFCWNaSFcXMefsI0TNvWAMKuG6q6pamBMROMvEfTtlEYUElXcqrYpsZsPMGm2MFbBWvJfNcqxBl6i6aqsN1sSCvTHiowsjtbw7Ytattis9uirEl1v3N+F2+8/Q4evv46lNK4ulrh5PQOZvMjbDZbFLsSXhNLjQUNep50TEJs6rK2qbWOdcA5lIfNcoDqamtFJS1c0DrhPCYTIqnIkgTb7RZ106DcFdgHzTjJUjJVjMa+3EAFLYG1NNY6WYAxETHzaqZpGsrkjvA//sf/QNs2qOuOSJhwLCqaxjn3CjTu+/0eJmxgWmusVtdYLBYxfGmz2cTcfIZIpPYtw1wAAK6N71QKFCmQeGHFf4vPWYOXQoTnE7fD2NmBFEHcXNQyjm94PkDxgx/WeBHy++9rYjIM52XOL/7scJC1Z8FxACc3xmCz3fc009jC8McYZevJp+JorLUGtFHQjn4r5aG0oudVAAUlBZOaOyj6zD33YB8OOWrCLyEgASgdNNpAl6fot7wfvAsarydij1ANtKooRlgqLHIsuRopgBCv2idRbluOIlABIiFBLYW3OjD3XkWjsKJyHzEIKx6YFy8TSFytN9jtdjg+oUDp7XaL+XyOsqHA8mJPWTVpojGZjJCGzIPjxZyA75BC6OoK5b7B5eUFrrYbtCaFznK89fZb+OIXv4g7Z+eoqhrOAWend3F1tcJ8TpkvMABMAuf2qCsqRWEm4xhC4w70nwUJf8e/yWtpcDSdYLtdY70iTTLRga1ckWlx//59IvSARlFssbq6JrKPNMPYO4zGNAbssZ7P5z1PNe+6TdMgz3Pcv38/kmpcX1/jM5/5DK6vL3F5eR2pvxgQBxDJO4rdJtYEopLFJV68eAGlunxrFoLMlcgxoRK/A/rmeJYMSV3RG7+h1tf9m/6WNWvkdeQ15Pkv0wyHmNUhzWK4GD9uk9pL7/oIMMpLhCX9sCAcYr/0uw4E2lw9YHgNeU9uLEy1JmYvEugaqU/iZhaTDJJ+qJcDsRshxLByhs/LWiRzUX0vfzeO4XraUxkQ7yHrlNvgzPUxtdJ3Qe6eIlFkKJR0HvKclOPC64+uD8JCB4xJ0kxnHP6T0KjM7nqF2XyKzXoNBGFhrcV4EtickxRX6w1s62F0iuvLKwDAYj7H0XKJbDwihvGMcLNnTz/A8+dP0exLVFUJ4x0WR7MwERrkwgkzm83w+PIa3/b2Z/CZb/v/IBtNsNsVYTIZbLfbiMNZixCgzQu1IQq3zTpSsXHcIQWmI8YfsqBkwQp0xcbYrH/48CGWyyXef/ddPHr0CM5S/x49ekRMS8ujyJ+pmhomqVE2NezFCl4rLJdLTKdTHB0dAeheNjuFJHxA4UoeSaJjbZbxeIrtdovr62uUZYm2JUG32+26FxacVMTqboMWWeKDDz7AgwcPcO/evQhDpGlH/8aLUAowXpRZkvUiC3iyD1MQZeYMjWUN5qfk5+XGxw/DYXjByGNZ4+gW9cvMc8S/e7DAxxTEfEwPk6Sg0J7AvBnX2cWkUn/7FGSclDGkc+NjD7VhoL+3Lo6DURom6ZP+8r+jMBOPqlW/0iOzv8vrq+gJ5/7cxJgP9Y8FoBw/+ZmCxvHxHNa6mMkmCbYB3Nio+3SCNpK5yE3kZab472ez/D/ZiK3Ityh3W9TlDipJURZ7lHWFzbZAURRwSmM2m+F4eRrDZNjjvF1voAyZfq4h054JdhHooC6uV7i+vsZ2t4aGx3K+QGtrJFmG0WyO737z03jtjTdx9+45UY21weNmAeea6P31HqjrNmCfFGBrNLDZ7pDlnbnNZvlyucTp6Wnks5R4pnyZidFAC4xGVBJDg9iBLi8v4R1polXT4Pr6GlVrkWYVlNHI0hxpM8bi6Bit76ewyRfOcADH3nHVv81mg7IscP/+fSTJBOMxhZFwDaHdjuJYT05OaAK7bseuqgq7XRFKXdAOfHJCZT0468cEKjvp9GJT8WUe6b5m151jrQUEdkcLwsbjAAiB18egDuUSH8IuDwnT4fHynA5DfXmusdSQDz5nz3CNXw6O7WIch/f13qOxXRaU1CgPtZeN+aHnk9DIUOh/2LWlJi3vMbxn/Df6G9ah44abRLwnPNqmAmfHMQR1SHhKzVk6GNM0jRUuXzYvPyktAYCrF8/pQRQwnS2w3u6wLyvkowmeP7+ATjLkowlGkzEmsylcy+TAFcqqwGg8BmwLr5JYZfH4+BjKW9Rlid1uh92WSi2M8xQnJyfQ4SVNj5bQownmiyOMRhMSOgFYdtai4VChhj3bRHAMBG3FWqSJjuTCjB/yy+AwH7mIJY0b4GE00GgFpTWm0wnUvXMURQGlwnVBDPC7/Qr7pkWej6FNQgJWady7dw9V2xU1G2pTLLDY+82pkdyPyWTScw6Nx+NQJmOH3W4XNyjbdh55Oo82NMBjtaLQItba2YznGM4hsYZkEMrTflVI7jdlaQi6Ntf0TEUpSOSCG2KTbJLJBdFbnF7DOos2bMJSG+H0R8VeWaWCBhjuGzOg+uQVQD/aQ/7N/WKB+VELtKfZhdbD6NoBsXJQ9eIxUeD1g/e97zS8ocn8cVo3fn1H3DAuVmqQh+AV693B9wP0yZ75XcrxVIFIm86nKAHAhKJ8Bm2bht8cCsfwQ6dNSsasnvbvOmLlT0ojDLMhrSfNMjR1iedPnmJdFDg+OcN6t8Wbb72DxWIRQ2dYw1OKnC5Xl5eoAz7HTp/RaITZhHab10cjbFYr1HWN6XSK8SgLJmdL5TEc4TCcKcED1AZm9tFohHpfYr/boqlIi2Ut0VoLb9IY0H10dITj42PSFDVdczab9UwmNgs6HI804qq1sCsiRD4+PYG1VGZiv9/DegXnFZRJkKQZTJZjvjzC2Z1z6DRBbrpyqhzGwxotZypwn5WiGkEUbnJMFSw1et5qduokSYL33nuPil/tyojtWGux31ORtMlkHD3wxhgsl8teWQ+OcxsKzKg1hPckY1elthKFqL8Z+M2/h0JSChBpQgOIzhdujH9xHK307ss+SE1SCixKyftwbfLQZ9533uUP0zBZs5TC5pAQcY6dSByVQPGlziGYwjr+JtJc+u29p3AhrXvP+bLnGEISw+5+nPNlk5jioftrsSHxs3aCOUQfgJSo1gJaJdCGwg5HY+JtaNoKddXC+RZMxK1Vx6cw7OfQgfhJaQkAXDx/hrptkOVj5BNKsTNpijfeeAPvfHYEbSjFDwiL2lGmiQ+aptYaiTGkqdVlnPi8YyUOgNYYT6fIx2NUTYPtnkJn1vsG4/EUrbWwbVdO1BgTa437tsF2swp1elpkISPCWou6tdgUpAVOp9NIYsG0bGwGDwO3JajsnEOaJmjqElebFTKTYDoZYTKb42q1xmgyw7HJYUyK6WyObDxBlo9x584d3Ll3Hp05khHdOdfzVHNxNzbbWfPNsi4ziXKmSfscjUbg2kjf9m3fRib4dk/a+m6H9XqNpmmRJAl2ux2Ojo5wdHRE3nSlYjTDnTt3Iq7bx45cHINhqMxQYEanQcC3edzYGdKFnhwOW+kiEsyNxcgbDAfk9zNCzEAw9PG8TpgfntwvExC9zeBjLJLunv3F3C1o+UwUHoTIWI4gMIf9YNYfUOSID1isAvxLcM/e+bxfKA+vFADX62ffxOcNrtscun+HcDuvIiuRs/1xcyrkvreU687EmApsAYT55IiYResEiddIU8pCSlINbZi4mlKRmUzDew/f3GRo+kQLTNc2VBKibaGSFMvlAsd3zvH5z38ed+7dx2/+1tdjHjYAygRqW7imRaI0stEoCDp1EOAtyxJ165DpDPvaYV9UqK2CNuS93pdkTnvrACVCW4Km8eSDx7i4uMDq6hpQHrPxBGlqgsD0WO1q3L13D/fu3cPR0VFchAC99LIseyaH913lR+89qqahSpLawHmFqrHIWsIMAeDtdz4DaBPCiBI4r6DTBNP5EdIkjyErSqmITzKlHDtfZjOq5b5YLG7AB2z+cs4y97lprKDMA+C7mjyUqZRiv99DKRDVneCh5A1LEvpKYcj9HU5QqT0MnTHRLEZnUrLAHE74Q6Yx46ryuLZtURRF7/gPw7Hkcc5RqFrbWkgNsWfWRXP6poc7fs4/3RUGdz3sQWdcWWsWBMy01AnLKBTiu6VYxs6zraADa48UDh+lKXebmgrP7m98/7LWHwuNJOTOH3rGvgY94CENfeBNzhgNpVLxeQOOXOs/D9csasJ1+ymfQ0H5SRKaCQDcOTtBWTXY7PdYzmeYL0+RT+YoyxLPnz8P8X4merOaugxeXossS7Df73q1d5rGIk1z1I0FGsIs6sYSb6RrUDcWST5Cqg2K/RWqqoDynn6UQhMCW9OEBO7q6hpVuUeiFdUTTykMwSuPJDUYjTMcHx9H7/Rut4tOHhlz6X1XYxuAOMahamokmphn2ppKdCijcXxyhrO757TQHchsd0Caj5FlOcq6gtGIQpArUjK80LYtlstlFNBcwpcdQ2maBC0MGI1U1M4Jmuibqt518Z0UupSFLKcSaZpGTZrDMKqqgjEG0+k0bhJSGDF+NhQCHX5Fk4QxU49+KV6IYOaP0gqkkJMON+bxlJjzEP8chpX0TFMwlvryAO2hVtsTJh9Ty5Tn9jBCpeAUkWQrJgMJ2hdfmEJ/eHMZ9EM5GK0B9OEHyGcUGGg8z4crq76D7mV9/ujPhloy06mxAFNBM+R7kLDldEgeE6bkI2KNm+Fh0nphGIPo+Tovf4eJ053quj74XK+iJQDw6PEHsPComxZ37j/A65/6FHRCcYLPnz/HyfEZvNDQmtahKAo0DZWWYIIA6aFmrYiCrhdwjhYejIZywHg6BVjD2O5gQuaAAmtCHqMsx2icYzLKkac6hgtp01XqUyaHvdrAGBO9ckS5RZUYm6YGs/rs93tst0SflqYpFotFDP6uqgYqA9J8BKU0qv0eSTbCveUJVpsN8pz4M1trkU+mhOmGPPJR3tWlJk2VtAemaXv+/Hl03rDJ3bQtjEqC0GpD0HuCLNNIU4/RyGMysSFXfI2rqytcXlxHjVMpqhlfFEWs+TKbzSIxB/ORLpfLqAVIc1duIsNJ3X1OCyZJMljbhEwVYbZrzg4KnvPWByo3HXONqcCmhvdt+O3hnYIDHW9bIlShrJZQW9skcArQ/nA9mF4/nQOcB1OeDTXJ4ULtm6oKAOVJ0yoPQmMgS/h20hESr2UA7xQaCvmGhSfRpzuBx/NBcX/C+FBgeHjmkKvtYam0qgoWjiLeSJnbTedRzKRS7NRiLdbF35KXUtKqsSBEOJ/mjBHPe1PIReJMuHBVUnCc7zBTnmM8vxiCoTBAfpdBKw7lNDwAZ4n5nejlaMPxKqSAsl+L9oZe/fZX0RIAUHmG7XqL8XSCZy8ukHzjm3jt4evQJsV4MhX0UB7OkeDKRyM4T0KWA6qzLAtEE5Shst1sMJlMUJek+ZS2pLxZk6Da79FUNSbjHG21wb6ga2hQXFtqDPZ1gd3aodyTUFgeL1CWJeazYzx+8kHAPypUJWW3TCYTGKNR1xV2O/IOE3mBw8UFRQJMp3PSkpuQogYDoEVbN9hUdeeQ0Bqtc9gWBU7v3MF6tUVR7KDTBJm32Jc7tJbw22JD5j8Tevg0i/V77tyhLCUZcrQva3gFWLRoti1ca2FMfcOTHeP8sjHunGVYHp1QuEZTRu3VWcQ4wPF4HIU0L9K2bUOhuQ2qqgrVMbP4nXMODdUZABoL6xvkucZoRFCD8y32VYPW1j2MUWsdLKuOeq3D7hRxJyriR2ydJU0aGvuqgfUGWZagbFpcXV2jrCySRCFThuSD9SRvDGC0JvpBFRwqFOYMACRcfJcr7dAn+vXUUegQjeA8e14l1ACkOg0Eyd35Mo6ULRLFqiKb/CyUdRCSTpPH2dOGwI0WeQQdSbSy4IPvSH9Dhjg0CXLyypsAOXTnd63DkFmoS0c9WwCdNdCRJAOcHw5onRDpDsMX4VqsSCdai+MTwHmqAcS/Y59C/K7id099oOdFjG91PuSbOxKInrX8AOO6oJ0ivEOTJvEu7hWb50TvNp1hmaSYz4+QjchkbNsW1bZCUZSYTGZRwzRpSDFMM/hQVZJJa/M8x36/j4ud4wXTROzKHtEpwrvReJwhMWNkaTBJqwK7qkJdVbB1g1E+wWazwsXVJcqyxNHxKS4vL5GPJhhP5jg+PkFRFLi4uMByeQRrG6xWFVpbU9XIYo/JdIQ8oz5WVXDKZBMahCAkpUloDNFrMVVamo8xC/GNbdtit6OiaVprKNd5xPM8h/HojcHQJPQgaqvGkhmfaoO6bqI2wlAB8wXKvmVZFoP0o/YFE8tTxD6pzmNcliUARGIOoAsmlmZ57J/AkYhUt4G1LmiXXWmDqMVxjl+c1t1v73nhceaICdf1kY9UawOlDZVpMEkX3qKH2KIYQ+/jOpUwAt2jj1O+TIsOR0etTzpO5H2kWTy8D/WDtC6vPYwHvKP9J2pDkb9Ti7+DygQOV2JzvROM/LeOZBg4+JseqWOrZyHKjRMB+hp2MIsHY6mUChCCiuNhFPeeNwgqSOg1qHBhJKMaWgHMQdA9v/c+3DP03fmQuikiEPga3UBH7fzDsNk/jJYAwPndMzS1xWy2gIdGqg0xjje0s5bFHtCE0OiEaN201mirGqvVCkeLWXQuFEWBuu4WY9M0WB7lUUWXTgalFBKToGgduMxAXdcoiyLUeg4BwRWVqG0sOYGy0SSwnLiI52HXORYiTrmjMhIsgJRSof53HQlavfeA6eqkcGwkY3+z2QxN01A5gOkUZVnGgmVtS17qlJmvgwNHuRZt28VfpiHOjB0tULo3DtYjBvoaY6JgUwpRM5VOkhgAHMpG5Nk4UsaxNUBe9hB0X1XR+cRF0bgcByAWfmgydpRN/F6qnuASBeSCeHnjzYDvJb3ixmRRu5Y/SjiZhvifbNKZNVxQUmi+rF+Sfk6eP4xffNlivSFEmcFH9QXAx23D631UbCYXYpNha4cwQ9kiZo2AHQ7uTz9how4CV3dStb8J8TUdb6D9zSl+713/e1FATv4+9NknxfGTAMA4y2EMebzXuwLFdo+2tVAgjcY2LXRiAAXUZRvDinbbLdarFYxGTEUkZwdNQA7AZoyTH1p6qzlwuHUW+7ImQRS0JV70xa6kUJtJjvO793F69xzrzQatczg6PgV8invze0E4lGgaKofhfItnz57h9PSUoIJcZGcEgZEkCUaBsJfriAOIQpexR17sLPhZ+KRpinGWx3OTJAEMTdy6DqxIwURmNiLvuwgCAHBN2xOovIhZM2DyDP5cEtMyJgh0mwXXOienUhrHO5KmhOMYB2YTnZuM02SnGQvLoabVeWr77WULlc9noU2Y7s04Tvo5rOHJ+8vvh8KFjx3G+XGLjqieiX7TadQ9583nUKrTgjuNO9w3iApnB3GGvUuFMg8KN57vkFZ7qMmvZYbPITy3p8kFgelc1yd+n7xh9a4jBKbciCJEEqyViNWiv2HE98kbiZCBh6yA2MdPUHhRAgCXLy5gvcPelLi8XqGuWsyXS6RJjkXVIEkypHkOkxLWYRt6kKbcQymPzWaDNE0xmUxwdnYGQOPBgwdRYJb7LiVQLmJauBYnJyfYFYa802UGg1DcPWTGZHmC8fgEs8UR3nn7M5gvj3G9WmO13mK+PEZVtsjHROevFFCWRZxorFFZa7E8GlFWTkWOFNaiJgGn4nNk/1hD5fxz7ynbhvBRhSzLMB13HJRKKbhIYEAEzFfX66DBkiYVKwRqwCiNtiKMbzTKhfbVRAHQMaxT31ioc+PnZIiDj2GtkNPVJAUea3QygJ2fT4aRsBZ9CNuLwomB+QML9ZDgZM1VanZ9jaUv5Iz0SnsyZxmXk/d92b8PaVtDoSvHctifj9IsPQYCVcUBAXAzn/yQwGS8UfZzKPD+d5o852UC6KUCU3ADKEVkNAefM7QYKsZmvmctVzyz77DOTijeHOtDP33KuFfbEoDK3CZJgvHIo9huUFahjrRKyAs7niHNc4zHY2QjYoPmyX40m6NqG0wmE9y9exfHx8ewlkhzZWF6JuwF+gu8bVvMp1MAc9ijFkp52KqGtQ22wlGxWMwxmx9hupjH81lrms/H2Oy20TNsjKEqi+MM5+fn8W8m28gyTjVELOXA2GtVVZjNZjEvlq/HHvihScqmbtQuAUCz99tFr/0hDYV/9iEUiMvg8rgACJ7+pqfhDrE5Ln3BQpA1XynUePz5WqxV9lMdb6bRDbUs7sMhgcnnHFrw0kzkZ2QzXTbvfVxw/HcaYJIPkxtSO5P/luM9/Hf8fqBdH3r24bs71OLnByCOXl8/RGD+/jC6Dz/nw4QR1RJCrI8OkMCjx+gwboIa4hXjdem4vuapBmFB3ftA7/hu+G9qlfKzIWP/q2wkMAvy8mJNjgwYoCqvAQBX+493od/+jf/TXeva08tV98f/7//7B3ej23bbbttt+5Cmqqr6ZOi6t+223bbb9glvH58a5bbdttt22/4vb7cC87bdttt22z5muxWYt+223bbb9jHbrcC8bbfttt22j9luBeZtu2237bZ9zHYrMG/bbbttt+1jtluBedtu2227bR+z3QrM23bbbttt+5jtVmDettt2227bx2y3AvO23bbbdts+ZrsVmLfttt222/Yx263AvG237bbdto/ZbgXmbbttt+22fcx2KzBv2227bbftY7ZbgXnbbtttu20fs90KzNt2227bbfuY7VZg3rbbdttu28dstwLztt2223bbPma7FZi37bbdttv2MdutwPy/tP2X//Jf8G//7b99Jdf/l//yX+J//s//+Qd2bwD423/7b2O1WuFXf/VX/0Cf87b939WSV92B2/Zq2vd8z/fcKP/6R+n6t+22vYp2KzD/iLb33nsPv/iLv4i6rmGMwY//+I/jrbfewq/+6q/iyZMnsNZiE+q6/+RP/iSWy2Xv/P/23/4bXrx4gT/zZ/4MiqLA1772NTx69Ajj8Rg/9mM/BuccfumXfgl/7a/9tXjOP/pH/wg//MM/jM997nPxs6urK3z1q1/FZrOB9x7f/d3fjR/6oR/qXf/q6gr/+l//a+x2O9y/f79XZ/rFixf4hV/4BazXaxhj8Gf/7J/FeDzGz/zMz+Bv/s2/CQD4hV/4BTx79gx/+S//ZQDAv/gX/wLf9V3fhddffx1f/epXcXl5CeccvvSlL+F7v/d7Xzpmq9UK//Sf/lP8uT/35/DGG2/8n3gNt+3/snZrkv8RbT//8z+P7//+78eXv/xl/OAP/iB+4Rd+AQCglMLXv/51/Kk/9afwl/7SX8Lrr7+OX/u1X/vQa/3H//gfsVwu8bf+1t/CT/zET+Bf/at/hTfeeAO73Q5Pnz4FQMLm8vISn/70p3vn/sqv/AreeecdfPnLX8Zf/at/Fe+//z7Ksrxx/TfeeAN//a//dfzwD/8wvvGNbwAAvPf4yle+gs9//vP48pe/jJ/4iZ/Az/7sz2K5XEIphdWK6tG///77aNsWbdvCe49Hjx7hjTfewH/+z/8Zi8UCX/7yl/EX/+JfxH/4D/8B6/X64DM2TYOf/dmfxY/8yI/cCsvb9vtutwLzj2j7qZ/6KfyxP/bHAABvvfUWrq6u4nevv/46ZrMZAODk5ASbzeZDr/U7v/M7+OIXvwilFB4+fIif/umfRp7n+PZv/3b8+q//OgDgt37rt/C5z30OSdI3SmazGX73d38Xjx8/RpZl+Mmf/EmMRqPeMd/61rfw+c9/HgBwfn6O+/fvAwAuLy/x4sULfPd3fzcA4LXXXsNiscC7776LN998E48ePUJRFEjTFPfu3cP777+P58+f4+joCJPJBD/2Yz+GP/2n/3R8zqOjI1xfXx98xq997Wv47Gc/i+/8zu/8yLG9bbftZe3WJP8j2n77t38bv/qrvwprLZxz8N7H77Isi/9WSn0klrjf73tCbjweAwA+//nP46tf/Sr+xJ/4E/it3/otfP/3f/+Nc3/gB34AWmt87WtfQ1EU+NKXvoQf+IEf6B1TFMXB6+/3e1hr8Q/+wT+I39V1jaIo8Oabb+K9996DMQYPHz7E6ekp3nvvPWRZhrfffhsA8OzZM/zyL/8yNpsNjDFYr9e9ceD2G7/xG2jbFj/+4z/+oeNw227bR7VbgflHsG23W/zcz/0cfuqnfgp37tzB9fU1/v7f//u/7+tNp1MURYHj42MAhCsul0u88cYbcM7h61//Op49exYFlWzGGPzgD/4gfvAHfxAvXrzAz/zMz+DNN9/sHTMej1FVVa//ADCfz5HnOX76p3/6xnWvr6/x3//7f4dSCm+++SZOT0/xS7/0S8iyLGqJP/dzP4cvfelL+K7v+i4AeOkY3L9/Hz/2Yz+Gf/7P/znefvvtG3jubbttH7fdmuR/BFtRFMiyDMfHx/De49d+7dfgvUfTNL+v6332s5/Fr/3ar8E5hw8++AD/5J/8EwCknX7Hd3wH/t2/+3f4tm/7Nhhjbpz7la98Bb/zO78DADg6OkKe51BK9Y55+PBhNO0fPXqEZ8+exeOPj4/jd7vdDl/5yldQVRWWyyX2+z2+8Y1vRA3z4uICH3zwQcQgt9stzs/PAQC//uu/jqIoUNf1jT4eHx/j/Pwc3/d934evfe1rB7XQ23bbPk671TD/CLa7d+/iM5/5DP7hP/yHmE6n+JEf+RG8++67+Gf/7J/9vjC6H/3RH8W/+Tf/Bn/n7/wdTCYT/Pk//+cjVvmFL3wBv/Irv4Lv+I7vOHju933f9+EXf/EX8Yu/+ItQSuELX/gCHjx4gG9+85vxmD/5J/8kvvKVr+Dv/t2/i4cPH+Kzn/1sFFp/4S/8Bfz8z/88/tN/+k9QSuFLX/oS8jwHAHzqU5/Cu+++i+l0CoAEX9M0SNMUAPDH//gfx8/+7M9iMpngC1/4Ar7ne74HX/3qV/FX/spfOdjXH/iBH8Bv/uZv4r/+1/+K7/u+7/vfHqfbdttUVVW32+1te2nbbDb4x//4H+Nv/I2/Aa1vDZLb9n93u10Bt+2lzXuPX/7lX8b3fM/33ArL23bbcCswb9tL2na7xd/7e38ver5v2227bbcm+W27bbfttn3sdqth3rbbdttu28dstwLztt2223bbPmb7/wORxUf6YtU9XQAAAABJRU5ErkJggg==" | [
"the unsalted ice cubes",
"the salted ice cubes"
] | null | 0 |
math | grade-4 | identify-rhombuses | false | true | Is this quadrilateral a rhombus? | 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" | [
"no",
"yes"
] | null | 1 |
math | grade-1 | ordinal-numbers | false | true | The first picture is a moon. Which picture is third? first | 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" | [
"rocket",
"star",
"moon"
] | null | 2 |
math | kindergarten | cones | true | false | Which shape is a cone? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAUq0lEQVR4nO2dWXBUV36Hf73c3tWrNoSEhHbQCtjg3YztTKom5XEe4jxkMqmal0lVUp48pFJ5SKpSrnLlIZsn8cw4XmbsMTaGoQJGbAZhQKxCtjAIxCKB9hbdUre6W61W7+o83L5NNxKgpW+fe2+f74k+ffueP+LH0e17z/mOLJFIJBwR4O484I8DsQQoFMGhlAEFCqBOB5SoAJkjnEj0zJIui0JZPjuMgHJwnn2xTgU06NlUUyhCwx8H7gSA+xFgYB6Qz8bYN2h... | 0 |
math | kindergarten | select-two-dimensional-shapes | true | false | Which shape is a hexagon? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAGT0lEQVR4nO2dS08bZxSGX3NbpEm760VZ97Lpmj/T39cEBSkbuonUDbsYkBIRlKZUiEUCVIIFOEYO2EwWn2go2Nhjz3e+c3kfyRL2zMQj9OB4zrznO62qqqqjC+Cfc6AzAPoVCJmZhRbwaB748QHw3RLQOvpUVe2z0qdFPLP8NbCwe56e/LAE/PxVspCQWekMgHdd4PAC+PscmDvrpw2UjDTJo/nkFAB8HABzgxsbCGmSa6cuK2Cu7KmQKFA0IgJFIyJQNCICRSM... | 2 |
math | algebra-1 | surface-area-and-volume-changes-in-scale | false | true | Look at this cylinder: If the radius is tripled, then which of the following statements about its volume will be true? | "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" | [
"The ratio of the new volume to the old volume will be 1:4.",
"The ratio of the new volume to the old volume will be 27:1.",
"The ratio of the new volume to the old volume will be 9:1.",
"The ratio of the new volume to the old volume will be 3:1."
] | null | 2 |
math | kindergarten | triangles | true | false | Which shape is a triangle? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACJCAYAAADUvSEiAAACV0lEQVR4nO3UvW5UVxSA0X1nbBf8JF0iGrqQR+CFqPMuSc0T8QaEVDQ4rQ2WcDy6Ka6Q0nv0DZqsVZ2jI23t4tNZ1nVdr+9n/rqbuT3MPKwDj3axzDzfz/zyZObnq5nl+uu6vrs59Vqcs9c/zFx8uNsuL65mfn26VQiPdXuYef9l5tP9zJ93M7ubh+1BZBzT8/3W1MzM58PM7vCfBzimb039s87sTrsK/xdCIyE0EkIjITQSQiMhNBJCIyE0EkIjITQSQiMhNBJ... | 1 |
math | grade-1 | match-digital-clocks-and-times | true | false | What time does the clock show? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAN8AAAA2CAYAAABHskxmAAAIe0lEQVR4nO3ce0iTbR8H8O+9zfMyZ3NuaZmGCh3ooPXUH0FgkmmvpmW1qAgxSuhABEURUVH5bycIkiCk+iMpqreiAxRIYD6WpBm1Ugs6aBmGMw+p2/f9w2d7H5nTtOwm9/uAyK7ruu/f755+3bw2ppBkYxdQ2w60OoAeQggxAnQKMEYLxAcDkf6A0vid/NuudltC+Ja/QgHd6/beGxZ/IDGkN5lCiF+v1QHY2oCGLuBVO6Cx9/ROSPCEGFljtL05A4BvDkDj+Ne... | 0 |
math | grade-2 | fractions-of-a-group | false | true | What fraction of the shapes are rectangles? | "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" | [
"3/7",
"2/7",
"3/5",
"2/8"
] | null | 2 |
math | precalculus | determine-continuity-using-graphs | false | true | Is f(x) continuous at x=7? | 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" | [
"yes",
"no"
] | null | 0 |
math | grade-1 | comparing-review | true | false | Which group has more? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAagAAABeCAYAAAB2DoBwAAAGJklEQVR4nO3dsW8TZxzG8ediyJlgcFBRqy5RloQMIBgSJTtDKxAK6tQ/s4CoypDdgAckFhN3oCylAok4cRIfxboOV6uxuXN89nt3P1+/nyVA0Hv3tYdHBoO9MAzD95+l30+ko770JRQAALm74ElXKtLakvTdouS9D8LwxWHRtwUAwH+2r0oX2ifRT75flG5cjtYLAIC8HfWlN8fSn5+l/RNp4fBL9A3GCQBQpCuVaIskqduXFvpnvgEAQJEGW/R3KC0UeysAAMR... | 0 |
math | grade-1 | compare-objects-length-and-height | true | false |
Which tower is the shortest? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHAAAADrCAYAAACxQRLLAAAUs0lEQVR4nO2dWZBc1XmAv7v1Nj2rNFpmECBAmBjv2HFsVzZb4SExtlNe4jy4Ko5xpUJRScpOUYlNMDgQG9siMTZ2ZCJip7yo7HIAgXFAECGzCwuEzcgRWmE0o2U0ml5v993OyUP3tEZiRjPT09Nzjzjfi+De2/ec7q/PPf9/lh5DSimP+rDPhWIEoUQTY2wDOi1Yl4GVCTCOelLuKCx1tTTN8M4usPe6tf9ZnYDXddTsauJLMYI9ZTjiw0sumIWwdkLLU4NOq+Y... | 2 |
math | grade-3 | select-figures-with-a-given-area | true | false | Which shape has an area of 8 square units? The shapes are made of unit squares. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAGgAAADgCAYAAADv/yMUAAADi0lEQVR4nO3csU4UURxG8W92gQJBO9FWgyTYwyNIb+XD2MiT2Mgr+ArSa4IYW5eWhU1ANtdi3GAiERL37hwm59dNNrl3kpObae5/m1JKGV0m3ybJeJpclahDS02yPkw2V5ONlaQZXZRyeNr1a+kmuw+TpeNJ+/B0Jdl60NZTd8bT5Og8+XGZfJ0kg9Or9gfjMKwP2xZJcjZNBtM/fhDDrMXPkgy6fRXdxkBwBoIzEJyB4AwEZyA4A8EZCM5AcAaCMxCcgeAMBGc... | 1 |
math | kindergarten | count-to-100 | false | true | How many diamonds are there? | "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" | [
"4",
"7",
"6"
] | null | 1 |
math | grade-3 | fractions-of-a-group-denominators-2-3-4-6-8 | false | true | What fraction of the shapes are rectangles? | "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" | [
"7/8",
"1/8",
"2/3",
"2/8"
] | null | 3 |
math | kindergarten | identify-pictures-with-symmetry | true | false |
Which picture has symmetry? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAY4ElEQVR4nO3deZgcdZ3H8fevqvqcOzPJTCYnQkACJBDisYqCCxhdRPHER13wXmHd9dnVXXnW53GfPXz0cXH38cJjWbkWXFFRRBY1rBwCSiRBIIgkQJKJSSbMkTl7uqur6rd/1PQxMz2TmcnM/Kpnvq/nyZM5qqs/M9Of/lVXV/1Kaa11pwvPZWDQB08jhJgnjoI6GzakoTUOqjOn9Y4B07GEWHpeUQ/O3kz4yco4nFYTtlMIMT8GfXh2GI64sCcD1oAXfkPKJ8T... | 0 |
math | grade-5 | points-lines-line-segments-rays-and-angles | false | true | What is this? | "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" | [
"a ray",
"a line segment",
"a point",
"a line"
] | null | 1 |
science | grade-5 | compare-properties-of-objects | false | true | Which property do these four objects have in common? Select the best answer. | 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" | [
"soft",
"salty",
"transparent"
] | null | 0 |
math | kindergarten | count-scattered-shapes-up-to-10 | false | true | How many shapes are there? | 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" | [
"6",
"7",
"10",
"3"
] | null | 2 |
math | grade-5 | types-of-angles | false | true | Look at the angle marked on this shape: Is this angle greater than, equal to, or less than a right angle? | "iVBORw0KGgoAAAANSUhEUgAAAtgAAACgCAYAAAA2PRuAAAASbUlEQVR4nO3dTXBU9Z7G8ed0JzSd7iQNISSEhHRDoiRRiFhCgaWFcHkrqywUwcXMYnBkMbObqZrV3MW9CxezuTPlYjZzq+5dzNS9Ncxq7p1rAl5etAQRkRflLZBclJj3hLygaUh3n1kktAkgJOlz+n+68/1UWfVvPJ7+qSwej788x7Jt2xYAAAAAR/hMDwAAAADkEwI2AAAA4CACNgAAAOAgAjYAAADgIAI2AAAA4CACNgAAAOAgAnYG4vG47t27Z3oMAAAAeEiB6QFyVUdHh44dPy5J2vbaa1q9erXhiQAAAOAFFi+amZtkMqlPP/1Uly9fnvHrTU1Nevnll+X3+w1NBgAAAC8gYM/B0NCQWltbNTw8rGThIvWue1G2LVV+fU7++/cViUS0e/duLVmyxPSoAAAAMISAPUtfffWVPj11SnYqpR+WLFPvuheVDCyWJPnvxVVx6ZyK7gzI8vn08pYtev755w1PDAAAABMI2E8Rj8d17NgxffPNN7IlDdU3ajhWr4f/oVmSIn+5oaU3rsiSVFtbq+3btysQCGR/aAAAABhDwH6Crq4uHTlyROPj40oEi9S9/iXdK4k88a8JjA5rxcWzKhj/QUVFRdq1a5cqKyuzMzAAAACMI2A/RiqV0tmzZ/Xll19KksYqqtTX9ILsgtmVrliJhJZfPq/i3i5J0oYNG7Rx40ZZluXazAAAAPAGAvZDxsbG1Nraqv7+ftl+v/oa1mmsatW87lXS9a3Kr16SlUyqoqJCO3fuVDgcdnhiAAAAeAkBe5r29nYdP35cExMTuhcuUXfzRiWKQhnds+CH77XiwucK3B3VokWLtG3bNsViMYcmBgAAgNcQsCUlEgl98sknunbtmmxJw6tWa+jZ52Q7tNJh2bbKrn+tyLcdkqS1a9fq1VdfpTMbAAAgDy34gD04OKiWlhaNjo4quWiRep57UePLlrvyXcGBPjqzAQAA8tyCDtiXLl3SqdOnH9tt7RY6swEAAPLbggzY8XhcR48eVWdnp2zL0mB9g0aij3Zbu+Vxndnbtm3T4sXuhnsAAAC4b8EF7Pl0W7tlemd2MBjUzp07VVVVZWQWAAAAOGPBBOxUKqXPP/9c58+flzT3bmu3PK4z+6WXXpLP5zM6FwAAAOZnQQTs6d3WKb9fAw3rNVpVY3qsGYq7vtXyqc7s8vJy7dq1S8XFxabHAgAAwBzlfcB2o9vaLdM7swsLC/Xaa69pzZo1pscCAADAHORtwE4kEvr44491/fp12ZJGatdo8Jkmx7qt3WLZtpZOdWZbmuzMfuWVV1RgeJUFAAAAs5OXATub3dZumd6ZXVJSot27d6usrMz0WAAAAHiKvAvYFy9e1OnTp2Xbdta6rd3ycGf2ls2btW7dOtNjAQAA4AnyJmA/3G09VN+o4Whd1rqt3WJJity6OdmZbduqrq7Wjh076MwGAADwqLwI2F7qtnYLndkAAAC5IacDdiqV0pkzZ3ThwgVJ3um2dgud2QAAAN6XswH7kW7rxmaNrqg2PVZWlHTd1rKrF+WjMxsAAMBzcjJg51K3tVvozAYAAPCmnArYj3RbR+s0WN/o+W5rt1i2rbK2yyr9pp3ObAAAAI/ImYA9s9s6oJ7nNuRct7Vb6MwGAADwjpwI2DO6rcvK1fP8i0otCpgey1NmdGZblrZs2UJnNgAAgAGeDtgPd1sPTnVb4/EsSaW3bqjsxlU6swEAAAzxbMCe3m09URRS9/qXdL+41PRYOYHObAAAAHM8F7Af7rYeXVGtgcZmpfx+s4PlmIc7s1944QVt3LiRzmwAAACXeSpgT++2tv0F6m1q1t3KlabHymnFXbdVTmc2AABA1ngmYE/vto4Xl6qneaMSwSLTY+UFOrMBAACyx3jATiQSOnnypNra2mRLGo7WabC+QbJYZXCSZdta2nZZkanO7GeffVavvvoqndkAAAAOMxqwH+m2XveixpeWmxpnQaAzGwAAwF3GAvaFCxd05swZpVIpuq2z7OHO7M2bN2v9+vWmxwIAAMgLWQ/YM7qtfb7Jbuta9oGzzZIUuXVTS29coTMbAADAQVkN2J2dnfroo4/otvYQOrMBAACclZWA/Ui3dVWNBhrW023tEXRmAwAAOMf1gD06OqqWlhYNDg7Sbe1xJd2dWnblAp3ZAAAAGXA1YLe1tenEiRNKJpN0W+cIOrMBAAAy40rATiQSOnbsmNrb2+m2zkF0ZgMAAMyf4wG7v79fra2tGhsbo9s6x9GZDQAAMHeOBmy6rfMPndkAAABz40jAHh8f15EjR9TV1UW3dR6yJJXeuqkyOrMBAACeKuOA3dnZqaNHjyoej9NtnecCo8OqvPSFCn/4ns5sAACAnzDvgJ1KpfTZZ5/p4sWLkui2Xih8yaSWXbmgku5OSVJzc7M2bdpEZzYAAMCUeQVsuq0R7vlOFZcvyEom6MwGAACYZs4B+/r16zp58iTd1lDB+A+qvPC5Fo+N0JkNAAAwZU4B++zZs/riiy8kSXeidRp8psm1wZA7ytoua8mtm5KkTZs2acOGDYYnAgAAMGdObw65e/euJGlo9bMaqlvrykDIPYPPNMn2+bS0o00jIyOmxwEAADBqTj+ZFo1GJUnBOwNuzIIcFrwzKEmKxWKGJwEAADBrTgG7trZWfr9fweEh+SbuuzUTcoxv4r6Cw0Py+/1atWqV6XEAAACMmlPA9vl8k0+xbVvhnu9cGgm5prinS7JtxWIx6voAAMCCN+c0tHr1aklSuK/b8WGQm0K9k/+x9eD3BgAAwEI254D94Cll0dAAayKQb+K+iu4M/vh/NwAAABa4OQdsv9+v2trayTWRvh43ZkIOCfV2S7ad3s8HAABY6Oa1MPtgFSDU2+XoMMg94anfA6yHAAAATJpXwI7FYrIsS6GhflmJCadnQo6wEhMKDfXL5/NRzwcAADBlXgG7sLBQNTU1UirFmsgCFu7vkWxb1dXVKiwsND0OAACAJ8y7U402EYR7JtdD1qxZY3gSAAAA78goYFuWpdBAr6xk0smZkAOsZFKhwT5ZlsV6CAAAwDTzDtiBQEBVVVVSKqWiftZEFppQf4+USmnlypUKBAKmxwEAAPCMjF67l14ToU1kwQnRHgIAAPBYGQXsB7u34YFeKZVyZCB4n5VMTv47l1RXV2d4GgAAAG/JKGAHg0FVVlZqqK9PX//7vzk0EryuaGrvfsWKFayHAAAAPKQg0xu8//77OnfunCRp+bZdWt7YlPFQ8LYHzTGshwAAADwqoyfYktTQ0JA+tx/9MNPbwetSqcn+a0n19fWGhwEAAPCejAP2vn370ueO1j9lejt4XGiwX1YioeXLlysYDJoeBwAAwHMyDthbt25Nn3vbrmuk83amt4SHhXq/k8R6CAAAwE/JOGBHIhG9/vrr6c/tR1syvSW8yrZVPLV/zXoIAADA42UcsCXp7bffTp+vHv6dE7eEBwWn1kPKysoUDodNjwMAAOBJjgTsvXv3ps+sieSvB+0hD/rPAQAA8ChHAnYkEtGePXvSn1kTyUO2rWLe3ggAAPBUjgRsSTpw4ED6fPXw7526LTwiODwo38R9lZaWasmSJabHAQAA8CzHAvbMNZFrrInkmVDP5NNrXo0OAADwZI4FbNZE8phtK8x6CAAAwKw4FrClmWsiHS1/dPLWMGjxyB0V3L+ncDisZcuWmR4HAADA0xwN2NPXRL4994XioyNO3h6GPHh6zXoIAADA0zkasCORiJqamtKf24+2Onl7GBJiPQQAAGDWHA3YkvTee++lzx0f/sHp2yPLAqPDKoyPKxgMqqKiwvQ4AAAAnud4wJ6+JnLjxDHWRHIc7SEAAABz43jAjkajamxsTH9mTSS3Ffd0SuLtjQAAALPleMCWpEOHDqXPtInkrkVjIyqMjysQCGjFihWmxwEAAMgJrgTsGWsix//MmkiOoj0EAABg7lwJ2NFoVA0NDenPrInkpnBvtyTaQwAAAObClYAtzVwTaW/5P7e+Bi4p/P6uFn0/pkAgoJUrV5oeBwAAIGe4FrDffPPN9Pnm8Y/c+hq45MF6SCwWk2VZhqcBAADIHa4F7IfXRG4ebXHrq+CCUO93klgPAQAAmCvXArYk7dixI33uYE0kZxSM/6DFY6MqLCxUTU2N6XEAAAByiqsB++DBg+nzzT8fcfOr4KBwz+TT62g0Kp/P1d8iAAAAecfV9NTc3Jz+Abn43busieSIcN9kewgvlwEAAJg71x9P7tu3L32mTcT7/PfiWjxyR36/X6tWrTI9DgAAQM5xPWBPXxNpZ03E84qn1kNqa2vl9/sNTwMAAJB7XA/Yzc3NqqqqksSaSC4ITdXzsR4CAAAwP1n5CbYZayKtf8rGV2Ie/PfiCo7ckc/nUywWMz0OAABATspKwH733XfT5/aPWBPxqlBvt2TbqqmpYT0EAABgnrISsGeuiYzp9plT2fhazFG4j/UQAACATGWt5Pitt95Kn9tbP8zW12KWfBP3VXRnUJZl8fZGAACADGQtYG/fvj197jhCwPaacN/kekh1dbUKCwtNjwMAAJCzshaw9+7dq3A4LEka7ulW35XL2fpqzEKoZ3I9hKfXAAAAmcnqe7D37t2bPl/5n99n86vxBFZiQqGhfknsXwMAAGQqqwF7el1fx1HWRLziwXpIVVWVAoGA6XEAAAByWtafYKfXRLpZE/GKcG+3JNZDAAAAnJDVgC2xJuI1VjKp0GCfJKmurs7wNAAAALkv6wF75poIr003LdTfI6VSqqioUDAYND0OAABAzjPyBPvHNZEu1kQMC/fSHgIAAOCkrAdsSXrjjTfS587PPjUxAjS1HjLQK4n1EAAAAKcYCdj79+9Pn68eZg/blKKBXlnJpMrLy9P/VwEAAACZMRKwt27dmj733riukc7bJsZY8FgPAQAAcJ6RgB2JRLRnz57053Z+2DH7UimFp9ZDeLkMAACAc4wEbEk6cOBA+nz18O9MjbFghQb7ZSUSWrp0qUpLS02PAwAAkDeMBezpfdi9bayJZFuo9ztJrIcAAAA4zVjAZk3EINvm7Y0AAAAuMRawJdZETCka7JcvmVA4HFZZWZnpcQAAAPKK0YDNmogZoan2kPr6esOTAAAA5B+jATsSiWj37t3pz6yJZIFtp+v5aA8BAABwXoHpAd555x21tEwG6/O/+Q+deP8XM/58SXWN6nbsVvWmzar72S4DE+aX4J0B+RMTCofDKi8vNz0OAABA3rFs27ZNDnDr1i3FYrFZXVtSXaOt//wL1e3Y/fSL8VjlVy+p9PZftH79em3ZssX0OAAAAHnH6IqIJEWjUTU2Ns7q2tHO2/rfv/tb/fdf7Vd8dMTlyfKQbaf3r2kPAQAAcIfxgC1Jhw4dSp/rt27TP978Lv3H/v86rBf+5j0FikvS13SeOaXDf03InqvFI3dUcP+egsGgKisrTY8DAACQl4yviEiPron8/ZdXtLhk5tsF46MjOv3Br3T+t79O/1p5Y5P2/+fhR67F45Vd+0pLvu3Qc889p1deecX0OAAAAHnJE0+wo9GoGhoa0p/bj7Y+cs3iklK99vNfate//Gv61/qvXNbpD36VlRnzQXEPb28EAABwmycCtjRzTaTjwz/85HVN+w7MCNnnf/tr3T5zytXZ8kFgaj0kEAho5cqVpscBAADIW54J2G+++Wb6fOPEsSfuVzftO6A10yr7vvzNr3/yWkwK9/FqdAAAgGzwTMCezZrIdFt//ssfr/2olbdAPkW4u1MSARsAAMBtngnY0kNrIi1/fOK1pdU1M55i8xbInxYYG1FhfFyFhYWqqakxPQ4AAEBe81TAnr4mcvvsmadeX7Npc/rcd/WyKzPlgwfd17FYTJZlGZ4GAAAgv3mipm+6xsZGXb16VZJU8cxaLS4u/slr42Nj6m27JklaXFysimfWZmXGbNvxD/+kymfn//e27MoFLfr+rvbs2aNoNOrcYAAAAHhEgekBHrZjx450wH4QnmcjPjamb86ddWsso8JfnFLV6EBG9ygoKCBcAwAAZIHnAvbBgwf1wQcfmB7DU8rKylRVVZXRPdauzc+n+wAAAF7juRURSTpx4oTpETylublZkUjE9BgAAACYBU8GbAAAACBXeapFBAAAAMh1BGwAAADAQQRsAAAAwEEEbAAAAMBBBGwAAADAQQRsAAAAwEEEbAAAAMBBBGwAAADAQQRsAAAAwEEEbAAAAMBBBGwAAADAQQRsAAAAwEEEbAAAAMBBBGwAAADAQQRsAAAAwEEEbAAAAMBBBGwAAADAQQRsAAAAwEEEbAAAAMBB/w/7qP87FFQwiAAAAABJRU5ErkJggg==" | [
"equal to a right angle",
"greater than a right angle",
"less than a right angle"
] | null | 1 |
math | grade-1 | compare-money-amounts | true | false |
Which is more? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAj8AAACYCAYAAAALKohIAACpmUlEQVR4nOy9d5gcZ5W3fVd1jtM9uSdnzYxG0ihnWZItGRvkhAPYGANrcljSsizwssAuLPvCAi/sByyYJRljGxvjbEmWbcmyctbMaHKOPdMznXN3fX9Ud1lyAMlYjnVfly9Z0mim66mqc85znnN+R5AkSZqMQ28YAilISqioqKioqKiovGXQCmDTQL0ZivQgTMYk6ZD/9f5YKioqKioqKioXn5V20PaE5d+49DDPIkdGKioqKioqKipvFQIp6ArBRBy6wyD6k/J... | 1 |
math | grade-5 | fractions-of-a-whole-word-problems | true | false | Mateo has ordered an extra-large pizza from Pizza Palace. He asks for his pizza to be cut into 8 equal pieces. Mateo sprinkles grated cheese on 1 piece and red pepper flakes on 6 other pieces. Which model represents the fraction of the pizza that Mateo sprinkles with grated cheese? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJ8AAACfCAYAAADnGwvgAAAei0lEQVR4nO2dd1yV9R7H3yDI3kOWgEwHw62BIK4cmTM1Z5ZpadmwLC1vN6vbbVzThitt3FI0FzjK1BRRRJyAqEwZIiCyD/Owzv2D9LpZ53meg57368WLF+c8z/f7Oef14fd7fltDoVAorldDSgWU1kGtAjVqBEFLA4zagbs+dGgPGtflCsVpmdSy1Dxu9DMGreSKhj9s24OnQYMz1agRgtI6SCyHnGpIqgBNWW3DG2rjqREao3YNPgMoqwPNutveUKNGaG76rEY... | 3 |
math | grade-5 | types-of-angles | false | true | Is this angle greater than, equal to, or less than a right angle? | "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" | [
"less than a right angle",
"greater than a right angle",
"equal to a right angle"
] | null | 1 |
science | grade-6 | identify-elementary-substances-and-compounds-using-models | true | true | Look at the models of molecules below. Select the elementary substance. | "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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAYsAAADMCAYAAACCyo/rAABGK0lEQVR4nO2deXxU1d3/P3eZPZM9gQCJYFjCLiCU4oYKKlhqrdbH+kBplce61FYqtaLPT7BuYFERFFuXap+61NbX424R+wiitvpSAWWRfUsgezIzmfWuvz8m5+bOZJKZJEOYwe/79bqvmbn3zr3nnkm+n/M933O+hwOggyCIfuFzr45RLsAtnOySEERi2lRgTwColYACETg7P7qfP6mlIohvGSQURKbjFqJ/pwDgVzv2k1gQRD9CQkFkA+zvVDb1O4knpygEQRB... | 2 |
math | grade-7 | bases-of-three-dimensional-figures | false | true | Look at this figure: What is the shape of its base? | "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" | [
"square",
"pentagon",
"triangle",
"hexagon"
] | null | 2 |
math | pre-k | what-comes-next | true | true | What shape comes next? | 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" | null | [
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math | grade-4 | interpret-bar-graphs | true | true | A food industry researcher compiled the revenues of several pizzerias. Which bar graph shows the same data? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAABSsAAAHDCAYAAADMak/ZAAD2RElEQVR4nOzdd3xTZfvH8U+SNm3TAQXKquy9oUihyCjTagUERIqoLH0ExOJERX1QEVyoVEEERZGfwiOVVkCGyl6CgOyNzDJkdo905PdHJRjaQsFCAn7frxcvmnPuc851Tk7T5Mp137cBsCEiIiIiIkXCZrNxygoHUiEpG7L0bltERESkQG4G8DVBDQuUMYMBJStFRERERIrMqQwbvyU6OwoRERGRW09zP3BzdhAiIiIiIreT/am5/5czQy3v3EoBEREREclfUjb... | 1 |
math | kindergarten | are-there-enough | false | true | Are there enough marshmallows for every mug of hot chocolate? | 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" | [
"yes",
"no"
] | null | 1 |
engineer | grade-8 | identify-control-and-experimental-groups | false | true | In this experiment, which were part of a control group? The passage below describes an experiment. Roger and his neighbors wanted to attract more woodpeckers to their yards. They read that woodpeckers often eat sunflower seeds. The neighbors wanted to find out if filling their bird feeders with sunflower seeds would increase the number of woodpeckers that visited their yards.
So, four of the neighbors filled their feeders with sunflower seeds. Another four neighbors left their feeders empty. Every morning for a month, the neighbors counted the number of woodpeckers they saw in their yards. | 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" | [
"the yards with feeders filled with sunflower seeds",
"the yards with empty feeders"
] | null | 1 |
math | calculus | describe-linear-and-exponential-growth-and-decay | false | true | How does f(t) change over the interval from t=1 to t=3? | 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" | [
"f(t) increases by 400%",
"f(t) increases by 2",
"f(t) decreases by 4",
"f(t) increases by 4"
] | null | 3 |
math | grade-1 | more-less-and-equally-likely | false | true | If you select a marble without looking, which color are you less likely to pick? | 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" | [
"neither; black and pink are equally likely",
"black",
"pink"
] | null | 1 |
math | pre-k | fewer-and-more-compare-by-matching | true | false | Which group has fewer? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHIAAACGCAYAAAAB3t5yAAAdbUlEQVR4nO2dd3gc1aHof2e2q61Wvbmo2Va35SKwwXEBYkMAOybYEJJHgDwghRJeCgmQ7yYkhHtzkxASeAkO98EljVBCTegOIS5YtmxV26pW72VX23fn3D9WkiVLcgFJxvv2933+rN2ZM+fs+c05c9rMCCml7PRAnQNsfvBJQpwHaAVEaiA7DBL1IDrdUn5oPdfJCvFxKIkCba0j8CFZD4vDA5ZDfPKx+eGoHTo8cMwBitUX2BCSeH4RqQk4Axj2g+IftyHE+cW... | 0 |
math | grade-3 | match-fractions-to-models-halves-thirds-and-fourths | true | false | Look at the colored part of each shape. Which shape shows one-half? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAQV0lEQVR4nO2deWwc133HPzOzu7xJURKPFcWbS1ISZVuSI0qWGt+1LR91pSh2HBSF7b/7V4G2DtCgCBCgLdD+0wMoEDdFYru2FR+R7dpyDFuhJFOWlYgWKZHLJUUu70M8vCR3uef0j+EOlxYlksvZc+YDENLODN97y+97M+/9vu+9EWRZlsd80OOGuSAEZAzSCJMAeRLYsqHEAsKYV5YvuRJdLIN40JwPJodb+WC1QEOOUhsM0oe5INgXYNQH3W4QXQHlhCF2epI... | 1 |
math | grade-5 | classify-triangles | false | true | What kind of triangle is this? | "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" | [
"right",
"acute",
"obtuse"
] | null | 1 |
math | algebra-2 | classify-variation | true | false | Which equation shows direct variation? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAFoAAAA7CAYAAAD7AJ39AAAFxklEQVR4nO2cS2hTWRzGv5ukafrIhNY4Y9QKtk4rdmFwYYmIGx8UdECrRUEFxU2hFKQxGxW68BUhWlHQRQWpi1DciI4IBcHHQm0VjVqtmZaAD5gMrQTtWNPmJt8sMgkTm5q0vTnp6PnBJb3/8/X8//fLyUlyTzgKSQbHgcFRYCQKqIREAwwKYNYDvxYDvxgBJThG9n7Kd1nfN3U/AYaB0fiJzQjUlMSfBcnMGYkC/s/An+PAH6OA7pMab5Ama4tZH/cUAP6OArr... | 1 |
math | grade-2 | which-tally-chart-is-correct | true | true | Leah and her troop went camping. They brought some drinks. Which tally chart shows the right number of each drink? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAABF4AAADrCAYAAABQDFIqAABr1UlEQVR4nO3deXxU5d3//9eZNZnsISEQQDAswQVQVBR30LbWBVu3VqnW+m0rahe1rVartmrF1qW21lq12mqttrdaNwTv9u5PxKpgxSqishpAQiBkT2afOef8/hgIGbLvk+T9fDzmkcyZc51zzRAmc965rs9lADYiIiIiItInbNtmVxQ2B6HJhLg+bYuIjBguA7KcMNUHRZ7ENgMFLyIiIiIifWZXxOY/jYPdCxERGWxHZ8NoD7gGuyMiIiIiIsPJpmDi61gPlGY... | 1 |
math | algebra-1 | write-compound-inequalities-from-graphs | false | true | What compound inequality describes this graph? | "iVBORw0KGgoAAAANSUhEUgAAAtgAAAApCAYAAAAPgl6QAAAMg0lEQVR4nO3df0yU9QMH8PcBh4TCAYEp41d9XSiKKJ4cqLCsaSxyBQTB1sylZNmv9V2b/dFaP8itVbhZbcQXiFpzDr5Cs4CIkR0M+SlxgoqZhUJ8A5STC5A7ftz3D7rLgzt+njzPQ+/XX95zx/b++Bzcmw+f5/PIjEajEUvI8ePHIZPJkJqaKnSUBeE4xIXjEBeOg4iIxMxJ6AD21tHRIXQEu+A4xIXjEBeOg4iIxGzWBXtkZARnz55FXV0dVq5cyRkXmlZXfi+6/tuDsKZtAIDGs+fhm7QSvkk+Aif7Z+L5oPk4fvw4ent7oVKpsGXLFsjlcqEjERFJwowFe2RkBA0NDaivr4derwcA3Lp1644HI2ka7R9Dc1obtDU6AIDjX28xbY0O2hodugp6sOk/a+GkcBQy5j8GzwctxK1btzA8PAy1Wo3a2lpERERg69atLNpERDOwWbBHRkbQ2NiI+vp6DA8PAwBcXFwQEREBpVK5aAFJWpoPtEFbq4PPbk8EHvCFW8hyOCkcoa3R4UpGB7Q1OjSntUGZv17oqP8IpvMBoxGQyQAjANnfz/N80HT27t1r8TlQVVWFhoYG8+cAizYRkXVTCvZMxZo/UMmWrvxec7nelLPW4jnPKHcoC9ajMek8tDU6lPvXCJRyfsIRAwAo/0RauQH8Xa4Bi3Jtoq3RoSu/F77JXC5CluRyOaKioqBUKi0+FyorK1FfX8+lI0RENpgLNos1LVRXQQ8AIPCAr83X/Ovf/mhMPr9YkQj4u1xPo6ughwWbbLJVtNVqNerq6li0iYgmkZm26cvOzsaNGzeEzkMSFpa1DY4GJ+zqiLL5mtH+MZzeUL+IqWhafy0ZGVs2Ck3aGaHTkIR5enri2WefFToGEZEoOJj+sWzZMiFzEJGQltRu+CQEV1dXoSMQEYmGeQZ7qSwRef/99wEAhw8fFjjJwkhxHI1J56Gt1UGZvx6eUe5WX6Ot0XGJiAh5Rk6skZcKKX5/WCO1cSyVzwkiojvNvAabF7PQQvkmrYS2VoerOf+zWbCvZPDGGovt9mscbfFNWrk4YUiSWKyJiOZmyi4ivJiF5ss32QddBT3oLetD84FLCDywGm7rbtum72gHtLU6yc2WAtKbaTQx/VXBXLInbdMHTMxe8wJHsobFmohofmzug3170T579ixqa2vNRbupqQmHDh1azJwkEZuy16L5QBt6y/rQW9Y35XnPSHdsyl5r5SvpTjCdD23txI1mrJVrng+y5bPPPsPg4CCAiet0IiMjOcFCRDQLM97JUS6Xm3+omm6V7uzsvBjZSIKcFI5QFqyfuDV3QQ+uN02UbO9wr4lbc3OmdFHxfNBCODs7Y3R0lMWaiGiOZizYJqaiHRkZeSfz0BLhm+wD32QfyS6tWGp4Pmg+uO0eEdH8zLpgS4W/vz8cHBxmfqHIcRziwnGIC8dBRERiZt6mj4iIiIiIFo5TJ0REREREdsSCTURERERkRyzYRERERER2xIJNRERERGRHLNhERERERHYkyW36DAYDLl68iNbWVrS2tiI+Ph4RERFTXqdWq1FYWIienh74+PggISEBDzzwwOIHnqXx8XHk5+ejoqICg4ODCAwMREpKCsLCwoSONidGoxHFxcX4/vvvcePGDXh7e+Phhx/GI488InS0WauoqEBmZqbN519//XVs2bJlERMtzPDwME6cOIHq6moMDQ1h9erVeOGFF3DvvfcKHW3WRkdHkZqaOuV4WFgY3njjDQESLdzY2Bhee+01dHZ2IicnB+7u7kJHIiIiO5BkwT5x4gS++eYb8+OxsbEpr6mrq8Mnn3yCuLg4bN68GT/99BM+/fRTODs7Y9u2bYsZd9Zyc3NRXl6O1NRUBAQEoLy8HEeOHMFbb72FdevWCR1v1kpLS/HFF19gz5492Lx5MxobG/H5558DgGRK9tatW+Hv7z/leGVlJSorKxEQECBAqvkZHR3FO++8g+7ubqSkpGDVqlVob2+Hh4eH0NHmRKebuN17XFwcAgMDzce9vLyEirRgxcXF+OOPP4SOQUREdibJgv3EE09gz549aG9vx5EjR6y+prCwEBs2bMC+ffsATMxyXbt2DUVFRaIs2H19fSgvL8ejjz6Kxx9/HMBE5kOHDqGoqEhSBbu6uhpr1qzB3r17AQChoaH4+eefUVVVJZmC7e7uPmU2sbe3F2q1GgcPHoSPj3RuMf7dd9/h8uXL+OCDDxAUFARg4pxIzc2bNwEAUVFRCA4OFjaMHfT19eHkyZOIjo7G6dOnhY5DRER2JMk12K6urvD09MTy5cutPm8wGPDbb78hJCTE4nhISAja29uh1+sXI+ac/PrrrxgfH8emTZvMxxwdHREaGopLly4JF2weDAbDlHPj5uYmyv/3ucjKysKGDRuwY8cOoaPMSXV1NdavX28u11LV398PAFAoFAInsY+8vDxs374dfn5+QkchIiI7k2TBnsng4CCMRiNWrFhhcdzNzQ0AMDAwIESsacnlcgATpfp2CoUCQ0NDGB8fFyLWvDz00ENoaWlBbW0t9Ho96uvrodFosHv3bqGjzVtbWxvOnTuHp59+Wugoc9bV1QVXV1dkZmbi4MGDeOqpp/Dhhx+aZ4SlwpR3KRTsc+fOobm5GU8++aTQUYiI6A4Q/RKR9PR0aDQa8+PMzEzcfffd036NrTIqk8kAWF+zvdgmj8u01OXChQsWM++mWTux3tHe2vmJjY3F9evX8dFHH5mPJyQkIDY2VoiIszLT+6ygoAAqlQqrVq0SIt6sWRuHwWBAQ0MDEhMTcfjwYfz+++/Izc3F0aNH8fbbbwuY1jZr4+jv74eDgwOysrLQ1NQEV1dXREZGIjU1Fc7OzgKmtc3aOBQKBXJychAfH78kflkgIqKpRF+w9+/fj6GhIfPjpfKBNHlcgYGBiImJQVFREVasWIGAgAA0NTWhqqpKwJQzs3Z+1Go1iouLkZiYiJCQELS2tuLUqVPw8/NDdHS0gGltm+59ptVq0dLSgldffVWIaHNiaxwxMTFISUkBANx3330YHh5GVlYWfvnlF6xZs0aQrNOxNo6bN2/CaDTCw8MD+/btQ1tbG7799lsYDAakpaUJmNY2a+M4deoUDAYD4uLiBExGRER3kugL9urVq+f8NQ4O1le+mGaBJy/DEIK1caWlpcHFxQX5+fkYHh6GUqnEgw8+iIqKCptjEtrkcej1euTm5mLnzp3mQrdx40YMDAwgOzsbKpVKlLON073P6urqIJPJsHHjxkVMND/WxuHk5IS77rrL4pjpryQdHR2iLNjWxhEdHY1169ZBpVIBAHbu3Am9Xo+Kigo888wzovi+nmzyOHp7e3Hy5Ek899xzovw+ICIi+xB9wZ6P5cuXQyaTTVlrbXps6+JIobm4uCAtLc1iNi4jIwMKhcK8vEXsuru7MTQ0NKW0BQcHo7y8HN3d3Va3vxOz1tZW+Pn5ifZ9MxMPDw9cv37d4tjIyAgASKrkKRQKeHp6WhwLDg5GdXU1tFotvL29BUo2e2VlZTAYDDh27BiOHTtm8dz+/fsRHR2Nl19+WaB0RERkL0uyYDs7OyMoKAgXLlywOH7x4kUEBATAxcVFoGRzMzQ0BI1GA6VSKXSUWTNtbXft2jWL41evXrV4XkquXr0qqRuyTBYaGgq1Wo0///zTfKFvS0sLAEhqXHl5edBqtXjvvffMxzo7O+Ho6DileItVbGwsoqKiLI5VVlaipKQEb775Ju655x6BkhERkT0tyYINAPHx8cjIyMCXX36J8PBwaDQaaDQavPLKK0JHs6mvrw91dXUICgrCwMAACgsLAQBJSUkCJ5s9Dw8PqFQqlJWVwcPDA/fffz8uX76M0tJSREZGSm4NvcFgQHd3t2jXjs9GQkICzpw5g/T0dCQnJ0On0yE/Px/bt2+Hr6+v0PFmLSIiAh9//DG++uorhIeH48qVK/jhhx+wa9cuUS4Pscbb23vKTPv58+cBTFyHIcVfQImIaKolW7CjoqLw4osvorCwECUlJfDx8cHzzz8v6j2MBwYG8OOPP6KzsxMymQwhISF49913Rb9zxWQvvfQSvv76a1RUVKCgoABeXl6Ij48330BHSvr6+mA0GmfcuUbMvL29kZ6ejry8PGRkZEAul2PHjh2S23IwJiYGer0eJSUlKC0thZeXFx577DEkJiYKHY2IiMiCzCjW/d+IiIiIiCRInFtTEBERERFJFAs2EREREZEdsWATEREREdkRCzYRERERkR2xYBMRERER2RELNhERERGRHf0fjIsA9kkTS0MAAAAASUVORK5CYII=" | [
"$-8<x \\leq-6$",
"$-8 \\leq x<-6$",
"$-8<x<-6$",
"$-8 \\leq x \\leq-6$"
] | null | 0 |
math | grade-1 | find-the-next-shape-in-a-growing-pattern | true | true | What shape comes next? | "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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAe90lEQVR4nO3dW2wc153n8V9VX0hRLVJiHJGyTMYZOrtLxwkHiYRJLCdxBgMLA8gvydMCC8zbPC+wrwkWswl2scA4ASZAxpn1JrsBJvE8xKu1BTn2Bo6UWJZj2RnJN8nWXZQoNiU3KYpNsrtu+9ChREkk1Ze6nKr+fgA/iGTVOf9zqsr1q6qutoIgCAQAAAAgEyzLSroLRrKT7gAAAAAARI3gAwAAACDzCD4AAAAAMo/gAwAAACDzCD4AAAAAMo/gAwAAACDzCD4... | 0 |
math | grade-3 | reading-schedules | false | true | Look at the following schedule: Which stop does the bus depart from at 11:00 A.M.? | 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" | [
"the college campus",
"the pizza place",
"the softball field",
"Main Street"
] | null | 0 |
math | grade-6 | rotational-symmetry-amount-of-rotation | false | true | This image has rotational symmetry. What is the smallest fraction of a full turn you need to rotate the image for it to look the same? | 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" | [
"1\n5\n of a full turn",
"1\n6\n of a full turn",
"1\n4\n of a full turn",
"1\n9\n of a full turn"
] | null | 1 |
technology | grade | logo | false | true | This is (part of) a (former) logo of which computer related brand? | 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" | [
"Corsair",
"Micron Technology",
"AOC International",
"Cisco"
] | null | 3 |
math | kindergarten | fewer-more-and-same | false | true | Are there fewer hummingbirds than daisies? | 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" | [
"yes",
"no"
] | null | 1 |
science | grade-8 | predict-heat-flow-and-temperature-changes | true | false | Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow? | null | null | [
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science | grade-2 | read-a-thermometer | false | true | Select the temperature shown by this thermometer. | 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" | [
"35°F",
"55°F",
"90°F"
] | null | 1 |
science | grade-8 | identify-how-particle-motion-affects-temperature-and-pressure | false | true | The diagrams below show two pure samples of gas in identical closed, rigid containers. Each colored ball represents one gas particle. Both samples have the same number of particles. Compare the average kinetic energies of the particles in each sample. Which sample has the higher temperature? | 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" | [
"sample B",
"neither; the samples have the same temperature",
"sample A"
] | null | 2 |
science | grade-8 | analyze-data-to-compare-properties-of-planets | false | true | Use the data to answer the question below. Is the following statement about our solar system true or false?
The four largest planets are made mainly of gas or ice. | 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" | [
"true",
"false"
] | null | 0 |
science | grade-3 | compare-strengths-of-magnetic-forces | false | true | Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material. | "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" | [
"The magnetic force is weaker in Pair 1.",
"The magnetic force is weaker in Pair 2.",
"The strength of the magnetic force is the same in both pairs."
] | null | 0 |
math | kindergarten | count-sides | true | false | Which shape has 4 sides? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAEIklEQVR4nO3bOW4VWQCF4VPPQ8DQLbVQI1IkYAWILXTSm+gVsBr3CtiAicmICIhIAAdk7RaObLD0/Pze7aC4NIOHN1SdO/1fUlUqVekEvyqrLoQQDs+kg1PpZC6dBwEb2+6k21vSgxvS3V2pO5yG8Oo49SzU7Mkv0vb70/7i3q706GZfIbCpk7n09rP0z5n07lSaHJ/3N4gMQ7q91TclSZ/m0mT+zQ1gSLGpWZAmaaegFYQGC0KDBaHBgtBgQWiwIDRYEBosCA0... | 1 |
science | grade-2 | identify-solids-liquids-and-gases | true | false | Select the liquid. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAA1XUlEQVR4nO29aZAcd33///r2NdNz7jF7H1rJsi3JxrJNfIENxAbySyChKoRKgASS4kmSIqSohCTFA8hdqUqlKlwBigRyUCE8IeT/Cw6h8qNiY4ciPvAF+MDSrlbSXrM799Hn9/+gj5mVVtZKXkljq19Vo1n1dPf09Lznc30v8UhNyuuzkFdJSLisNDx4rgUrNgxrcPdQsF1JBJlwpcircH02+Lvp9bYriSATriSR/hzZ26ZcmUtJSDg3iSgTBo5ElAkDRyLKhIE... | 0 |
math | grade-1 | identify-thirds | true | false |
Which figure shows thirds? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAIIAAAB8CAYAAAClm2iUAAAwc0lEQVR4nO29eYzkaXrX+fndcUdG3plVWVfX0d3V9z3MZc94xrODwcsYG+w1GFsYAwIEEkJIILDWYndBNiCMVwJpMebwrm3ZXh9jxuP2HD0z7sPTPX1fdeZVeUVGZNzxu/njiTd/kVdlVmZWdbWdXylUFZERv/jF+37f53ne53q1OI7jRQ8ut6ERQhBzhD8FMDXIG3AuA2M2aItuHL9U/6Bv6wgfJJ4ugHmpLU8mbLiQFZYc4U8+GiG814IFD95vg14P5A9HJPj... | 1 |
math | grade-2 | select-figures-with-a-given-area | true | false | Which shape has an area of 12 square units? The shapes are made of unit squares. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAKQAAADCCAYAAADHGGkGAAADzElEQVR4nO3dv25cRRjG4e+s/xQhcRoE4gICjVOnoIh7lPvJHcD1EHqcIk1auwmhxwga7MRSjFdDsbYETSKhnZ3Xe56nWa1WmhmtfhqdZr+dWmvt7Krq18uqi2XVdSvYmN2p6sFO1aN7VV/uV01nH1p7fT76WFD15KBq9+3l6s1X+1XffLaqFTblYln15n3Vb1dVv1xWLc6vVx+IkREe7Kzaq6p6t6xaLP/1AYxw297frWox9ijwX4IkiiCJIkiiCJIogiSKIIk... | 0 |
science | grade-8 | identify-rocks-and-minerals | false | true | Dolostone has the following properties:
solid
light gray
not made by living things
made mostly of dolomite
no fixed crystal structure
naturally occurring Is dolostone a mineral or a rock? | 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" | [
"mineral",
"rock"
] | null | 1 |
math | grade-8 | identify-similar-triangles | false | true | Are these shapes similar? | 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" | [
"no",
"yes"
] | null | 0 |
math | grade-2 | which-picture-shows-more-up-to-5-dollars | true | false |
Which is more? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAe0AAACYCAYAAADJLLE9AACSrUlEQVR4nOy9d5xkVZn//751K+fqXJ3DTE/35JwzMDDAkCW5ghHUVddVf5vYr3HVDa76df2uOaGCgoBkGBhgApNzd890zqGqq0PlfO/9/VFdlx5BnUYaht16v168mp4OVeec2+c55wmfR1AURfEkoTMKIQnSCjly5MiRI0eOSwCtADYR5pqhWA+CJ6EoR4Pv9NvKkSNHjhw5cvwp1thB2xHNfOLWwzxLxqLnyJEjR44cOd55QhK0RWAkCe1R0ATTmS/kDHaOHDl... | 1 |
math | grade-7 | classify-rational-numbers-using-a-diagram | false | true | Use the diagram to help you answer the question below. Which of the following is both an integer and a whole number? | 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" | [
"–43.5",
"–57.4",
"0",
"–67"
] | null | 2 |
science | grade-5 | use-data-to-describe-climates | false | true | Which statement best describes the climate of Rio De Janeiro? Hint: Summers in the Southern Hemisphere occur in December, January, and February. Winters in the Southern Hemisphere occur in June, July, and August. Rio De Janeiro, Brazil, is a city in South America. It is located in the Southern Hemisphere. It has a tropical savanna climate. | 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" | [
"Summers have lower temperatures and slightly less precipitation than winters.",
"Winters have slightly lower temperatures and less precipitation than summers."
] | null | 1 |
math | grade-8 | identify-congruent-figures | false | true | Are these shapes congruent? | 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" | [
"yes",
"no"
] | null | 1 |
science | grade-8 | compare-concentrations-of-solutions | false | true | The diagram below is a model of two solutions. Each pink ball represents one particle of solute. Which solution has a higher concentration of pink particles? | 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mJiaTmlgiuoqSSCWoKEVPsczqVWuQSjGpOc9Fb9rfi8xTl1p9zaK1kCcQkDG6Csxjdfeh1pdO07sz2+ys2zBwSl4477elsD70hdaVri33H3lBYsSEnZmjWl9u+lBhIy+ts4rWmZR091Z41eurLt6AObjias5lmDF7Ji2FHKEg+Sccj7B+BBaKWo/QeIPYSAzz3P4N1ZGYHlypHcG0B6nM6246Iy06/Rh7hTYyc71GWxuL3xHpHL2yXVMRzt9VXmKkFMVymTWvbqBUKjOxOc/FXmSeKlL6ymeYMWsmLYWs0ZXWmY3AHK05+oLarkP7t2PEIKU1qI3IwNWbRuuk+rmjM2prYqnIyziHtRFZtb7czIeNwLS+4ue95Qqvvrre66sKb8ASXHFNbM4zfa+Z5DMhAZhuw4zTbZiqhTkRWLVHaMajDCAS6zdH30c6sX4kZmcUqO2WSq/nDnJOzeWmlEkrurl5PZ6l4tTC9GMpkqxetZZSqcyMtmY+eMT+I/PjeUY9A9WXaYjqS1+4M2u4TqE77iv+zBp9UaszrStba46xy+NH2ZfO+oi8UuMwSXcpItIZjrS+0l2/feprQjMffJPXlzdgCb9Y+govbNrOpOY80/aaSS4MCUUsqhC3oJzO0QeO6OK0Ya1H2FckpkUliBf2F5m5nmJ6uptaDxD9iomyrNhM1EWtZ6j/1RsXFmHz+NqDjGS8vCJtJFaKIlYsX41UinnT2nnXon2G6ifyjGG0vtqb88zoV1826grZib5I15Z3SV/675RX2M90UlTVuZL/DEhfVRmPmq5E6eorbdRq9SVZsXyV11eCv6ElcPeLa3lh03ZyQcDkWdPJZ/oQVyAS42Wfh7jdhrbArB+NKHEKzyaSs8/1djLO52aSz8oEARkB2SA2nNnkuX49q9cPhF0O9kJg9q+69d8aYXe/40K5smkds3+J8Q7Sx58J7HrZMGTO3L0IhGD5xm3ct+K1Ef41PaMNo68wYOqsaeQcfdV0HQoVn0uk9WXS86R1FCS6q9ZZqnaWbC/j6kvrRljdZIMg0ZdeL7DXASHMeqHWV9X4NNfY2v2xunONcKD1pY9T61Ko1PVFR6Z6P7KhYG+vL8O4j8DcQZT7zJlNW0shPlmqLt76BMwYI1BtrNLP6+XmbTrRvlazvvEU0632qZR9gpvmsJ6gG1klnl4fNa/ayCudVqwez2LHq9j6l/EUFVSUfdy+o5u1a+PxPW9duDdH7jV5yH87z+jH1dd+c2fT3Jw3xqDaOdQ60xfzevoS1TrT//rQXVCdAUn0E1TlNuqUwEyE5dbA0vpJ68PqK0kf1tGdq8VafaV1pSOzdCSmqCi8vhLGdQS2obPIPS+uAWDu7OnWeAWJkXLFlYhOe0hxpFLb2lsdiaVy+o5nZj27qkdcTzGwHhhVkRmxp6hfzwjIinREZB6F4+FhPcDq9Ez1uLXa43S6MPX3gfac05/X1trE9JnTALjvxTWs2dEzQr+qZ7Tg6mvf2dNpbi5YHZGOMExEIkhmtKk9/9zIxo3EbPcvaX3V0xmCrLDna03Gg7TejA5NZkPU6EtHcq6++468aocEuMdpI9Pa8aYmEvT6MozbCKxYifjBH5fRW5FMn9jGtJlTzcmRSm8YUVXVvkR6nFfNXGw1z9NGzby3jidZnbuvjryqsV1RfeXilb03EbUzBFS30ldHbtJ5riOw6m4pXWi2kZiiImHtutfYsaOLMBR85KiF/k604wRXXzMmtjF1V/TlRE6BqB9JpSbsxY4H2xV9gY3INFpuQE0ktiv6MtqiTqSm7Mw3sa6SZareeLD+9KVYm8zYMV71NW4jsBufXE5vRTKhKc+0mdNiD6daXG4kJvQ4ldqaka5puR6g+9x4dlUeXr0aUnUhOz0jQW2uP7WfznPjgZLk8lOfF6RqC+79kwL3eHCPL2lrxolQqzxg93Pj/YBZs6bR3NJEFCn+65mVI/PjevY4rr6mzJxqdBAIVaUvWwt2uxCrzzv3eb1MQSjseW1rVoFTS3bOU+e8dSMjNxKyc5yma8mp89yp0ZnIDB25xf+s8+rev6yq9gzm+Oz3JNLfD1p3yrlOBeNeX5k9vQN7gsdWb+K1ziIt+Syz5syMrbiSVMoVpFJUlEQolSquZoSgJKx4YrdKJX9bT1GnP4Q56YPEGMTrCZTxBnVLcBzN2cHMiZMYe5siSFp8dc3LncbGLk/dRsX9m1oPMHWPIpIJRoVAyuSWD0mkpe8Z5ubtRRgaDzI1VkXGgy6jZHlFqngwJoK2Cc30dPewaUcPf9mwjUNmtI/wL+4ZSR5asYHXOou05rPM2nsmISASfQVKESlJqkkoSSuWiP8GhUj0pf8OAp1WtJGUNkTaCOh1bcSlIzRhJtAWKX0Jp4Ve60xPpG3HRcZbdqKvgegLm9Ww+lJV66XvF6YQiCAwupQ62jI1MBlrTsZ1MK+vcWjAipWIh1asByCfC9n02mtx7cjxALPJZKLu8zLxCZ/2zERitOITNQwClIhMzUsEAVJVCIRAVeXCBYJABJBEaiQGUymnKJ2IS48vIxAoGa8f91skg5wF5lEqIAiQUhIEiWgc4yeVIgggkrFgUAoRxONS9HgWHZbHgzEloQiIVHxXXFmJUjfqM3MjRnr2emmaPaSCcjKzQKEpT093L3cuW8X8yQfSnPWDMBuRbcUSj62Opz4q5EI2bUzrKwQyg9FXpZLoy9aUhdFPtb7sI0AQWB0plTRwCNsAFQax8Qqq9BUKO5g56W+KH/vUV3zOW33FiCAeNxmIWDOBXk/rKwiIZHwzFhlFifGScbre66tfxl0K8RdLX6G3IplUCCGoTdfpxgn73Obe9XrptABOOkO3AOsWWZVKA+gUYJwuAHDSIIlqQkeI7nJ32hycz08/JqJNjCnKaSQJdOtuutAdP1cmjamjwdT2nP3Uy/VrtsAcOIV4PU9dnO4QSlHIZ8hmQ6RU/OTJl0fuB/eMKL95fjW9FUlLRiDr6CvcbX0Jqy/h6kvX0TANHUAf+qJGX1Y36bSf+6jTflZfbqOGbsjQ+iKlr2wq7b4zfanEwe1HX1TpK5chDAOkVPziudUj+pvvScaVAVu6bgurtnaRESCzmaquQGHSg7rr0PUETRGZ+p6eO+7E5MqdR5061CexUOlcvhaFSX8I0nO9YY2TmSanaj/081iU0szWLQTO/cicmheYmlgqpYN7Eakd56aPU2BrdPH3FqQvVsn7dFdVU3MOAWzt6uFPr24ekd/cM3K8sHE7q7bGtwAJm7Kpbjyrp3r6svXVGl1pJ0yka1jaiAVK1ZyP7vrG+GmjkxC4+nJ0487IUVdfOiOCnasxpWt3/9E6iNfLpPZT9KmvlIGjSl/OMab0JaClNQ/Aq5u3jxt9jZsUYrES8XCSOmxrylbl1JOGBVEbgbndTtUND9Viq22wUATJyetGNXp95WxH6DRGIh4gzucLnZMXNs1hal9V7YnO8sDZnk5lSKVgM0TPVqg8E6E2K9SW+NVgXoCaLRCTIDowhElxLcvdT5lsL0o+J74cxBeBTBBQltKkXYJkP+Ll9iKWLWQpFcs8+NIaDpvZ7udzaxCKlYjfLFsFQEs+JBuG6ZZytJGopy/tsOmGjVp9hT2QeUUSrnPHcynEXgKxnyBoEXaKKKyzJxx90Z++AluDrp7IVycDBZjaV+joQcvQPE+Mq9WdROg0YZz1NJ2HgfM+uz1pjKL++EwQUEnSlkrG0ZdKvk8lJaEAFQQ0NcepxPGir3FjwB5bvYltxTITsgKRzWDnNLRhvYnARGCWicQI6dZcYYxS4sWpuNsuFifYiMs1dtpwpXP7sWlLhOGkMVwP0BotCJLcu2vUDCLevlQyJQaZCFr1QOlXZUqPVup+P2q5hOXxvmTujgiOC+FtYSwmYcWtc/hahHYOOhkbq0iaFAqBQEZxJCijOH3TXMhSLlWQUnHn8g2cvXD2cPzcnhHmsdWb6K1IcgHk8lnTeFGtLz3LfF194eorcXrWKXL3KsLnZerzdIu6XhoeHJI7PUO4V5CKmKy+ZFwzq6sv6+y5d1x2TB2IREdQq69kRfvczo2ojXaUOHdmzEtsDU1tLpJpI4ZSib70duNamYwkKsmSKASBtMsD4rp+b1GMG32NCwNWrESmsBwWciaNEYi0MYrTDoExOG5uWhucdI5e15bqRWBuOiQxYsKKVEdUWkyu52fPczfiij2zIEgbEy0qLTYTqTkijF6VdH6/iBroWMceCO6OyD0nEWeGlPdTRkR2P7UzadMqSupHPdYlfi6l9khjT7xQyNPTXWTZmk2ctM/UcTd2pdFw9dVcyKXSfXX1RR19Ua0vQeE3iuwfZR+fmiZ6NqLn2YjciRmazsmmdAAQOF2GtfqSVc5i2ogpMHdzFpDSVxJQJSQNIMnxahMolUoaoZTpsuQlRfhcRHatgiIEaxXRLKAgKM8SFA+D8qx4GzriM40oEtNsVVdfTXm6u4r8bd3rbJ47hclN+d35eUc142Ig82+eX80z67cwJR8g8zmyYZw7z4ZBPF4jcMaRiHhONHechi40u+OudO46ECTjPXStR5jCrM6RB46R0p4hYNp5rVGKEwP2dujxCulW+ur0RoyZLVvGbYxSxmmR4p/K9PyqNHDjVYfSJVnKHenBmvFs2srcnC+SdpZ63fpbUcrMpl2KZDIIM27/3bGjSBRJ5s2YxLsOmjP4nfPscR5asYGHV2xgQlYQNuUS/ST6ItFVIMzMMdlQ10ptxkM/D4BMr6D5uohg3eD2J7N/QMv/VyBoEabL1tVZTQRm0oqxMcOYLcc4JW2GcYQW68t0ITqfbSIwPSQl0WmUPFZelET/XYG1O7/sljsEO94Cpf3i7kMlAipRREXZ6dvKUYQUgnKU6K1KX3tPnsCFh+47uC9yDNDwTRzFSsQz67cAoLLZJO2nUrl44/2hGxpstKTz0MZLNOlB3SUlnEe3e8mmR9z3xbjGiKRb0PEQsR6qjryqjZdAuK5fkibBrBcEgmh1tNvGCyD7H2Uy63QjiK4ZxgbWesyxL5ruQkw3rLgNHoXm2CtcsXErxUq0ezvo2WO40Ve+KWvO+4zrBAqrs0xgKqdGd/bv+Pxt+qkctPECqLwk6f5RMUkbYrpxtW6MvpzlgInEkrxCrKdkPcz6VEVq6ZpcnF63Ne8gWR4KQXRrheiH5QEZL4DsCsXkf1e0/T6+jqCcbuYkkjTdkEG6+aOQZDVe3byd7nLj6qvhDdhjqzcBMCEjUIGOoII4Ry/SkZRtWXfShAoTVZnBkql0oTViNV1+QsQiApP7jsUjjNGqNjomR06Vh5gSIXEJ11rEZH3MeihF1427b7wARA/kbokcYy5M0T3+fkjElYzLSb6DICmW2YuYbXDJBIIwE7fV3/Pyht3fSc8e4Zl1W+IZN7KCCoHRF9X6wg5SrknDm3oYNP1GEa7Y/aRQ+SVJzy8raaOjBZIg3OX96Eu4j856+n3GedRGz6l1xccf0HtzmcpDgzMkLfcpJv5Spx9tqtUYxyAwOtTfcyYTEIbxFauR9dXwBuyZdXE7aTafdYyKsq2pKaPjpPnAnIy6VdZehFXqYuxGXG5NSxA3XgB2BgDiDcdikLYAHDiRlV7LLQgLJ01o9i/J32mjl6ynlKL30YjKmoHVDwaCWKvIPiGrahZW3O54mlQrffVt4c33BblcFoDn1r4+ZPvpGVl09BUkjVG2Zb2OvkT/+gq2Qu5PQ1fRKD5QRm5Oumyr0oeo3dOXWwtGOF2ROoJzygU9N5WIHtu9KKjpaUXr72X/+hLudQzySZZj2brG1VdDG7AXNm5nW7FMSwYqge16ci+2AjuXoBthCSFSRkmLzl6M3UGOsWhtCzCOSJU5uXW0pW+REs8kEKOkTV8ku5EqGOOKBidQc6MwoSNIQfcdpSH/PjN/VPb4nGM0HmlQ3fCSXMxEkJriRxuzXC4w9bpHx8m4lUZi6botbCuW406wMEg7c6pq7j/htLZDrb4EFO4d+nJ8z2/LACinuxCwDRmySl9SOhUwi4CUvlK1NL2OOb7EiAGVpRUqu2m8NG33Q26FMqnX1PdsNGkHXWeTebekVPy5QfXV0AZMe4dt+YyZQ80d1BhHSMLUdIIeQXarMBfb6i5EIWoHK4ZYTwuqPEwcY4UTgZm0oY2QRCIezHsVumXXvW25LjjbbTneYbJeZZM0nudQItYqwi2OMdcXJccpiEUkjIEzt4EP9EwE6VpiJhs3wj6xpnG9xEbF6iuozUgEtvYbJA4NrpNDulYsgOxTQ3/O9j5aMZGekk5rvE7xBbb1PR4PFtgILF7R/lfFr9QYQ6rSh7qGJqDn1vrDVgZL+/04xkrrC/Mdu79DAOTzcS3sqQbVV8O20RcrkZkVoDfQgyrTRqxlY8ikZwPa/ibIbBOp98sClN8gKL1BIQ8SxuvRHqXtLrSFYWtc7MXcjcB0etCkDYUdBGkaNCCVP4/nXAtM5OWOA0thUiOKyvKhSx1WE66TyEkCpeJJf7WRj8wgy3SkpVuH9XgZMyOIisfFFPIZOksVtnb1sK1Y8i31Y4RiJeK1ziIAQT6D6+yFgbAT8Oq0lhuBmUYp6/RlhnF2sfKLEdn5gU0POtpRjr7087r6su+IBz3LeHCyksmINGFrarrxqvRIPFnAUJJ7BfIrBD37KquvZJylccQTfQVCkM0G9BZpWH01bAT2zLq483BaPhkf4eaGtwk6fpVlvx9nmPRoUGO8AIIi5J9StN0ErddJMi/bvHPamFU1boBjvNx0oePTJeLQufdUWgKMMTI5+iQy66uFPnnR/BltGr6uI7HW1gMF8bABsF1S1ru2Eau+uJm0h+N5h4EgCOPjfXr9tmHbb8/Q8sLG7QBMyQkiJVL60i3r2omxGQm3VhxvRzcGZYagcaMvyi9FQ6ovY+SSISup7WHTiJWXhueYmv5apS9Te+5LX/FlvhH11bAG7IWN8Y8VZMIknRGfnBNWBRxwfZYJLw780MMV0PQjSfiEzj9j0h5g02ju+BKdJnQjMU0ckNncOzgFZJVet964lZ3hGsuhxjXa5iJEMsha1/ScFIfApmvTaSNdwI8bbABeen37sO23Z2ix+srU/J62gam2O9dtcNDGzj2XhouUcdoNfSlnPaPrpNkjPhy7vfLSoU0fajLr7XeIq68k01PdkJbNxYm2RtRXwxowN32o5zyb/GLAwv/MEfYOTi3ZWyThvbJKrKBPmpq0oYpz7OAYlaSxSde0tHJTXU0Otff/qo3kqp8P59h0odOn4Bw/SRom3aWol5vamEh/b1pkuUx8Gm7a0T1s++0ZOoqViBc3xRfDcpgMnahKq6eMls40EA8dEW7ruXF0hpfqxovq5VCrL42qcj7rRmoCUzszkw4Uh+FAgPwr9jsLhTMrPjjff7yuTiNCY+qrIQ3Yqi2x8WrPYNKHra8F7Hdndre3Le5R8IQ1Yu64Dx1BuRFYnCN3RCDqR2B9pS/68xD7EmN272GcwHOSMBMf60/XRjseMqDTiKJqyIIzaFUbL/RFz3Yjrtw+BAPXPMOKTh9OSPTljk/SEbd7EU0NznecGdeJGW76qh0PJALrS2ep5bo7GGvEhhM34tKNUvo7NjP/kGRAGlhfDWnAVm7tBKA5F5rup/l3ZskMMvKqRv1aInowaUnhdh+J5ORNPDJ9/y4zvkvZqWd07h12z0OsXl9MGoqjrE+wl9O16XjPtkU6NZINd5CoicJwLmrJ+3Q34tNJ7dIzelm1JdZXi6Mvk1bXTouTWQDH2Qlqz2+BQnUMnxHL7h/aRqjd1Je7Xo0xBMeIDb9RBqr0ZR1LN60LjauvhjRgWmCVJDc8c1mG5o1DeKg9EN0lk4u1Y7RwI7LkZNYRGDr3bk9tVyy74yFWk50TEkweBgFNAjFbpNKEOtrSEaX+PmIhJcuD9Pq6C9SILRDkkjz92iT16xm9bOiMvfhKaigKxpkLXOOl0jNvIG2ELvR5gEDMG0YDNj/o2+jsag3MbbhK3qffY9KHJHofJioz+9dX/E+lfg+rr85h2689QWMasOQiWEo8kunPDv1oAflkfAtw05prIjAbiQFmIlEBOtfmDN2yJ/lgPMT+amBNJw79MYenJh43pDw9dGux2T9bYBbu+DDhRGpVaaUw6UTc2tVYKY5G5LXOIhlh9ZX6PZO0VioC0KepcjMS7vuShqg3Dr0Ryx8Z62DIamDOdozhMoYM0NcDILdoeFL5lZmOvlw9CTdd63R7KkXG6GuYCnN7iIYzYLr+1ZycO9mioP3VYTjMHpDPKZP7Ro/z0q20CUpKk0603U/pEz9+aehqYEIICm/JDGkUJiYJMgfZuQ6N8XFEFBhj7RyfUqmILXXREuluKZ1eWrHZR2GjFa2vlkRf8e+X1D6F89zVhY7Ik0xFumtRmfQybxt6nTadHhuw4ayBKVfXTi0sM0xRZXk/9/qRHgzufq9GX1qXDaivhjNguv7VlIl9kNZNw3eIcq3tItTTxyRXabOO8ZDiJ6n39+XZuQymBqbXa33f0A1azF2cgSYn0kRflJKZTYqCzMuS3CuK7AoIenAaW5RNGTmRqk4jauMfJN2Iyxqw3bdR0OnDXKKv+PeTNYP4a2q/Ce6Eum7XIoCYAsGxQ6fXwgkZwilJOnMYa2DV79FNl/mjsojCEByIu+08lA4IjDMYVOsrXiutr+SxEfXVcDNx6FtziGTsV37b8OXW3chLodDz1evnkE7rVe9JdQ2snsgGOw5MKUVuQUjL+7J03VQe9DECFN6bRcyOj0nvj1AK0Q3hExG5PyhEndpwNBEqE6HzzYIdC2SqBhbp49IeefIYAb3R8HZweQbPhh2xARPJXZNRwgyV0BNX67sqCNMdZ/8Xnz9BqoYjhB0nGLxDoNYJ1Mu7dw5k5gW0nGe7juvVrtzl8THteg1MKVWzTSFAKhBNivxbMhTvHLrxYN1nCmjS41EFFWnvwK73IKUv2dj6ajgD9lpKYIKmHcNnwOQabaxsBBZP82uKXH1GVvHLdnl/HmJ5dQRFCGcHBC07r4m54ioclSFoEnT9qjyo+REL782QeZOIb2YpMaLgIUlwr4wjrT4It8b/8q9A08KA105VRO2k0ksBgkpyH6YwCCgDmzp9HWy0sq0YTxKtEn3F51k8rVKcpkrShKG+VZB7PrsRVzqNKJznuQ+ElH8SIQdpxDLzAiZ8KF/XOPWXDuwvjd/X+npZ9fo649J0Qoby0ohogPcA64/KvoLyG009wtTe9U029f36Iul0fQphZg4Jw8bTV8MZME1RQVbAtr2Hb17AYC+b08dEYDYiYyfpib5qYOUXJaVnIkpLK0R1jE5uUUhuQUjhyCw0p7fn5vr1Y3ZRwMT9C3T/tkzxwYF5g+G8gKb3ZmGSii9Oersoov+MUE/s2vfa/DeYuxI2nAKbF7nHL5O5FJWZyaPX3+By1KINWFm4g/h1DSzpetMNPToCE3buQ5V6Tup1IHZuWgLyl4ZUblOUH961c6FwQobmczPJtocmw1Gv9txfBGa2C9AMEz5WYOuXenZrYLOcCcULba3RVivsnaHt/iWvC5umjaRK7tbWWPpqOAOmBUY8do8oP3yfJSYJ58S1nuVgIjAhBLJL0fWrEsVH+jcypWciSs9E9NxXpuXcHPlD7M/Yp4fYDM3nZsgfFVJ6JqL8oiRaI1OiCiYLMvMC8idmEuMcm2N9iwmJovIzucvGy2y/KJj16zjdsWmRApn2EAni7ZaixhFYo7GtGKejpRCE4KQF0zUwEQRxLSgxZtqZC53nWh/o5+b98WP2bEH2xJDSbRUqz/Z/zuUWhTSdbWteMPAMx84isGp2FoHZZYkrW5BM+FSBzh/1DioSU7Og+KEQWdDXFfdzAqSSxiEQSjsNjAt9NaABiwWmz6mu6cP3YwWTHFdHKTA1sCTt4M5yvZMIrLSqwvbv9+7SHZSjzYrt1/VSOCqi9QLbsNGfhxjuJWjaK0PhtHiZ7Aa1RRHMxnxpseFKDsvMui2p3CWJHt/973PmPQFd0xSdM1Scow8CIimTGRygt3f3anaekcAO29WRc/wsidiVHVphGjqEfu7ORu/WxDCZC709MUnRdHEG1Q1yhUK6N2kVgnC2IDsvQDTX7xY0ezuCNTC7ntaRIJismPAPebp/W6H3oQHWxAogjxNU3hbGs+YTmMkPdM1QJel3zH4r00cW6zf+/iOpyISNp6+GM2AaN6e+8aCIac8N7ZgMMQnC/ZPTSNWpgTke5s4isMqrcpeNl4uO2LQRG7iHCEEzqCYtXlxlJM9jD06tUVTuGhpnICwK9v1lyLN/X0k8RD30wF6cylKRDWr327Pn0A1SrWFaXzZd6ERkpiYmzMXUNHa4ERf64iuS/6df149BC4QHB4hFtksx9fkDyHCMVA3MLBNx84RuXFHNiubzMuRPDOl9IKL0XP3brYhZAvYTqOMD1ESSRqeAirTpQ/s5SQQm9IxAoNO56PuWSel8zzGNoq+GMmDuHIgGpVh7bGXIDVj2VL09mzYUIki6EXVAZruD+hJP9Lpi2/eKgzZemuIjFURBJPn/gXqIIrlWuGmdZN+SC4qOwEoPDq3XltsmmPiiYOO8pAamRZjcU2zV9h7mTWze+YY8I8ZrO+J8c+ieSk7DRnIvIQIRpo1atREJ3Fb5pPPDFsEQIrABnlNLFs4g6F3NcOypGpgy60ujr2CKoHBuhsK5GaSUVJYnx9MEzI6vGZFSxLcac4yQCMxMJqnvXwRUZDyxgtkXJZM0Yvx6pOLOjkbTV8ONA4PkGmwcOEFpgmTHnKFr5hAFCA+yLfPmUYtJf75p8KjvpSml6H20stvGS1N8tAw9u+AhogNFfdLH+x3/qYxRk12SyhCkDquZ+YfQ2U8dscavbesdnltReHafan1JfV8sZS/WccNGsn6VkUkZAzcyEMl/lN2+yXA4zlX8+U4Njb71pdmdcWD1IrKB18D0+vZWQ66xRgjCeZCZHyBm12wkNfQg1mPt55g0oukKVfa6pI2n+R7j9zWKvhoqAkthromxx7fi7DIHXTv4W6m45C7NIJqT7WNP5lQtIPn8/iIwuRl6hnCMiOqBzl+WaHt/brciMNPknERg0XPDM26keYMg7IFKQXuMrmc8LB/pGSocfZmW+YAkTRjWRDb6UevRrXmZi7sCJw9mP6ivCGwnxqevCExuhtIzFYqPVKi8mnZsRRPkF2fILQ7JL05PQ+Vud8A1MMeopzMcSbVKSVMDNml8tJ1S5voiXpLk1gE9iqgA5ZlQmgkqlxi3JAJznYhkR5KI1umtp3H01bAGzKbQ45MsaoKX31tm3s1Zgt0wYuG7AoLZyfsdz9DtxnI91MA52avp/u3QF1N7H61QODEkOyfc5QjM1MCIl2lPV74+fI0wzRsDintHQPoi0SD6aliq9UUgTNpcGxvlGDltbIKkOxFACa0XBcqtgWEjPLfGrLfj7MBAa2BBECC7FN13lum5v2/dqZ44HV98pEJm7zIt5+TILUiXHwab4XBKfUhXX7rL18mEKICHJOHDknAL9HUjqOIBsOMoRdRB8h0qp6acfF9S/xDWWDeKvhoyhQjWw3DTY8WZilUXVCi3D+LnK0D4dwHhmwInxNIeJDXdU+b1qkcXOQSDG+uhtqTFW++zzX7hRmDJgsQC64uG2jIsuwlAfrvez3R6JKy9JnhGEfX0Va8hwjh5wk13YYyVSXcZn9A5D7SusOdpsthcgWU/+nINS3l1xLbvF/s1XtVUXpVs+176PfW6GfvVl2vsktNcKa2uJA0aiJQO1VqF/GGE+rWEnWiv8FeY9hOYcrNIT99G+vPN95HsaqPoqyENmPvbVJ88xZmw+v+TbD1h4DUx9UaBuCxEHGQjL2ushDkhScRY7SG6jy6VNcMzyLr8ajRwD5H6NTBdEEaIQc3gMXDSNTBNps4+e0YH1fqSib60MbI1MLs8jirctJtNVZtxkyL5jyme2U8TzulRneHQ+1GNPv+1IapOFw6Uzl+U6LyxZD5n1yIwW8Oyx6j9RBshmUzRg5LyVZVdnkqr+W8w6z8EmW2B/R3M58fH7WZYGkVfDW/AUt11iZhUM2w5QbL2Msm2UxW9B8Tz9pn35CHaFypvFVQ+JuBdAWKKeTWdSzYeok5v2HEYaHFjxaQZrJgGQrQmnZfv30OsNfJKR2DJVSOcPXynSbHNjcAaz0NsRKr15To/phtX2W456yzVGYfl5gtV8h+dCcA+dxsYTIajqgZWs59CoLphx3WDH6Ki0WlFs91dznDompSzfyYCi7+v6DFF+b8Hn67PrYe5/wZh0X7/1ng2ZoajIWtgqfOfJAcc6hy0QKp40GylXdF5NHQfHXcLhgLCIJ4QKhSCjIgfU8lrHXEJ99PSuXvjISrVZw1sqDoP6yG7B5Oj1+PX9A7acWA0DV8EtmMflQzOjEWuP6k515Cn5phmels8tfpA9eXWwJSpgbkNQ1pICqX60VdfNbA66TwXpRRdv6o/Hdtg2PHTXjLzmggmM3B9sXN9KSmRLylK/7n7DV1hUTDnFnjpguR3SWpsRl/JV9Eo+mqoCGzupBYAtlRI+ncSj1AXlAGSNIZNe2DVIqy4tEhsZGXDfn3R19tzc/Xg5Oh34iEOF7vlIeqFTgSWXTw8J3vPdJVchPR4HmHuYD27bYjvQ+HZbQqZuJmhRl9Cp9HTacLqyMnVl3lu8tZuWk2vj60lJ+vrxfr9/dXAKi/Fw1SGku7flnexBlYnAnP0pbdT/NnQ7WfzKsHEpcKmdU1mqPH01VAGLI1VgZ7oUqfGbM5ZO4CJdKpy2+aiqsxZh/UQ9TgXG3JpMboRWF81sKG82WQ1wWTBwDxEYa4RZvCo3nenBiZmKcSkod/fruk6DSSdi1lMrgFmCWhsHH25RgaScWE2IjO1Kyftp3D0+JKC5xTqHoV8WCFfksjNWCdQf6SyD9pJ7K8GtrM5RQdD76MVZNcuzMShjUiQroHFux87w6VHI9SWoXVwZz4cmO9XSn1dajx9NUYc6ZAPA3ojSQ6JJLQ5eWJjJZUyI/jNRKNBcjEX8Y8dmpNNR2CBrSsrK87A8XBAoaeRCvTJUmUM3RM9nCIIJg9Pg0R2fpAyxv2OU4FkdL5MXWyMV5zMAJA5IqA8RFNJAUR5xatvlSknQX92Jjs8t2L3DB21+rL5c+G00qMfcWpgQUCwDnK/VwQrFKLoBCZAlPw32Cu+C3j+tBDHbDnboU99AZSfGZ7hH6VnI/JHhjvXl97rZC7RtL7iI1FKET079NeA3DZB60rBljlJQ41MZvagsfTVcBHYjLYmALLKnlDaQ9RpQ2kumpiTyr1Zo06PSOfiqkl1V5nnoD0cnUYBkr6Evj3E3MHDcyLlDg4H7iFCHJHWeIjKKZRLsqeFdvzbELDmbZJKIf7GZPI5MrnRXnO2r1Evnj3N3Ilxmr5WX/HvqPrTF4qgKCjcrmj5v4pwWWy8+kKuUZTuiuj6PyUqL9mGD5Nm7EdflVflbt2+pD8qq+Wu60tPclBHX5Vnh8fQtq0WDa+vhjNg7YVkQlspjVdvTzab/pOmtTTt/cQzZzhGScUXWZ3yUFVGzXpaNn1oTmjheoi1+1p4y9AHwPkjM+aml33l6M33kaRy9Pxo8craGxZOGjROR2TeHcIQpM675ipePzhKPs7WJHWqd2JLY+TnG5HpiYMoHX2R0peTFsY99wSiR9D2Y8j/adc+U26BnmvKlB+zEXuyyVQt12U4m6Sitf13+Rqn1tWXcx0wpQchkMPYjdy2Kp2JaUR9NZ4Ba4oNmMn4Cj3q3eaApa6BmTVtCsPODOB0T+n/CVKFZyNeTDWJVMSma0u4npclmBzfgG+oEAVofnu2ppbneoj6uK2HaNM97rUhroGRFMqTaWhmC7KXZnfLiBWnK145VzoFeFtDiZJbRbQ2SIdUIzIxcRADR18mPZac/9I8j1dQgOiBiddDZv3gP7vn5gqlxyIgPddfshv1RTYM9D8OTBinNp3hsEYXbMZnOA1t9fWvEfXVcAZsRmvsIXaXZZIGjJcb46XTiLqxo8p3s8YO0/obn47xBd6kR3QaUbnbMW2N8cYEToNCLUIImt+eJbPX0PwMrefnUy2+9TxENzcfe4jK5MiF3n29825Xpj6s2SA+nkV17PrFonuuYuUFkqhJmbSGGxnL5EZ7e08Y+7NkNyp19SWCVJpe15LB6mviz8RuGS9Nz80VKi8qs91U13C9NMcw0H8XouMcOxFYupEMjL6GeV/dCLkR9dV4BixpD+2KrGmynr7z3BRUkxy9SUmn04Mq8aicO3bXpCOtp5kYNee01N199TxEpRSiGdo/VthtI9ZyTpbCUbW3Uok/tk4EluyPjsCojsD0F4I7XU9i+CYr1N+HRBeGqAFEY5WJsP5ditV/J6k0p9OwKtm+cpyK/RrgNg+NynRHXxqZzHYuEz1VOydNTwvyK4duH7p/Zqd2Mvcdg5S+RNPQfV414ey+u3xr9KX1GDhdz2BS+MNJVEj0JRtXX40TSya0F3JMKGTZXizThKSsQnNfrtAxWpGUhGFoL95gLqZhEFijpBQqeS4BoeLITG9PKnewcpAygqaFVjd8JII2JTKd/miGCf+QZ8ePSpRf2vWCbtv78+SPtA0h1UZM/+0OHUhusID2GN1bYsTRp/07fj2pacTviLunDhKU9g1hHbBGEq4HsSVpkS7Es2V3LVT0zhKUIoWSpI0WOs0hYu9QQS4bMqnJ3l3aM7ooZELT6VtAUVYipa/Y2QmIEh1JpZjwwND6yXKzovfRiMJRGSd9qfUVn6+ZvYevyzczp36Xr6s7rS/zXOqMTbr5K9h/+NKeXdMTx1sIZCQbUl8NZ8AA9pnYyjPrtxBECpUhaY1PuqSSx0CLLghIJhJIGy2hL+Tuc5E8xmk4iSLEablXOtdtT1Y984CZsFTpIYVxoVsbsbA1oP2yPL2PRnTe0jugDqrcopDW8/KEU6yQoO8cvTZeiRk1+23SPq5HqKMttAcXt9rr70MSG0HZLJD7KWRHkNyET9+QLzZSEjedRNpoSWvMKuV4neltLbvyU3v2AHMntfLipu2EkaSUCWJ9hcLoKEqcOqkUhQ0Bma1Dvw+VZxTqqOQ+X26NSafthCAzL6S0eejHgtXt8nWdxmSZjsJ0zd3Vl3bkAIL9AuTLQ9/M0TUtyaBIRaUcb7/R9NWQBmzupNiAdZUiRBhCECCB0LT6ph9DJxetIypILrZKoZJxYCaF5hgB3eghlJ7TzImAAt0woo2eba0FZe5PBNbo5I8MyS9qofRihd6lEXKzMlFZMFkQTg7ILw7Jzg/J7J32bHWkVC+NGL+u9zs2vu7cdNUeog7HtAdnjRemISbOgjhDDpLuM+V8oJTSpC+kUmb7qaENCMrlOC2035S2ITgDPMPJgmntvLhpO8WyRIYq1ldivCSKDIFxepr+Njz7UH42ArJWX7ompfWlFM0nZSg9NrQGrLrL1zZsOeO+cPWgbA0spa8YqSA8cugNWG+74vX50gwqb1R9NaQB2yeZUmp7BSYoYT1ClDFiYVJ41ukw3bgRR2Ymm2bGtQiSe3sRn3R6ELNy5nZzT2qRGqfiDHRU8Ta1R+aOYzEibIb8IRnyh9TWtKqNUjU16+nODL0cm8JI3mFmJkl5iNi6n65xxMZJpAyRNuw2orJdm6YmImUq+jLGK/5miJQ0Y1QOntZYAmtEjL4iRQvV+opvXx8k6cPchuFLkUWvqsSJq6+vYK/Y4AzldFI1Xb6OV7hr+rINZuJNAdwKDOG4tY0HS6RqfH01pAFz62AZGUGYSSKuxFMM4hpYEAapmpc2VmFgIzKVCMKtgRnjpSMSbSScGTzi7eiIzvUQMR5iIOoYP2wfRbxarZHbGXWNXZW4pNv6HKTTfO5j9GyEfA7k69ZDDAFmCaI3CtTMeJlMZuxQjrECiJIuTCljo6edBmMElUIm15dcNmPG8XlGL+2FHNNbC7zWWaRVSHoIjQ60cxgpSSjC+B5Vw4TqUY6+kgYJo6/Y4Ww5J0u0Rg7JrYva3p8nmKKnX6vWl6jSl7INXcZZJa0zgZlwN3h3iPzJ0Axo7p6uWH1MFOtQNra+GtKAQZzmeHz1JkQlIgpDU/NSycmlIy19MbXGJDBGS2LTizoqC0wDhLDGTcUv2kYRpctdNS234JzkfURg1fl1G0ilIzEdGVbjfq7bmaVrcUqrJ/6EGg9RdkHpoYjygxWocwESQOZlReYPICdC8a0BlcNiT8/dB50ejFIRmE0zyqRfs7cUpzc6Giy90cgsnjWZe15cS6m3QpQTNqMh4vMgMBmO4aM6Xa/zJklCINZHi6D1ghzbri7u1swcTSfGXb5u00YsI1dfTlmhB6K1ksqrEjEZgqaAYJ6tlSmVnP9adwcHcKyCP+yeoY3yiuVnVFKNUo2sr4Y1YItnTebx1ZvYVpa0FWzEJBOjE0lFECaRQWgv5lJJ003oNjjY9Fc89kAqZUbYK5NGSFqJ10KwlxVRYFrrYy9NG60gMU7mNuxaFCnjZWtlQRCka1zuATtC0nMbiqTAnRyaYxiF2Z+Uh0g8BU/xx2XkloFdeoKt0PwLSfgc7DgvoJxTSWowSV84t3KQKk4rStKDK6NkfMrJ+80Y8O/r2bPMndQKwJayoi3npBFVfAsira/hxu321dFXtb4yc0ImfqaJHdf1DioSa3t/nvxR9lKp5zY0+koOU26G7l/2Eq2Rfd7CJXNwQOaEEDEvQOtCZyjkO0IoQvDE4IxYlFf87b0RXdMx6fxG11fDGrAZrQXbTh9F9IShNV7aGBiPUcVGiTi9aI2djcyUSFpjtWeXiFX0CCpPRqjHFWpt7UmbXRQSzhPkj8wiWrRtciKoxPiZmwAKTN1KEYvF7RLUN7+rSSfq3KPxSAMjarNKlfGKscaz8qqk5welQc0OkP8rBD+WbL5IIAu21qWdhXQNzEa+5Urc3pvPZswsD57Rj6uvnIwoOfqSjr6691E0rxoeQxbOD1Lpd+hDX0Bmakj7xwr0PFCm577ygKKx7P4hzW/PklsQJg4tfeqr+7dlen5b7m9zAFSelVSelQTzAsJ3Z1CTrD4ipZDvChETIfsH2e88kdVsWaRYfXJEb0EZ45XSV64x9dWwBgzgyDnTuOfFtXSVIiiETo0rSNXAAhUgE+9NJhPbJjGQ7UJUSWMDIEUAXYrgT4roYVk3zaYpPxNRfgZ6f1eh6Zxs4snptKAuQINS0honMN1UyjGigRMpGdtlmjSSv6Wdfbp6DrZ05CVBWfGXV0eDNl6a7DqY/O+K1z6ANWKOJyiVNl6xWBVQTtIbR+3beN5ho7N41mQeXrGB3lKEcvSlhNVXz3TJcMyXoCeWlkrauz+YwSG6lT25EzGJjloDms/IUXhzjtJfypRfkvQuTTd4ZPYKyM3PkF0ckpsfR0mxh0laX4keS6sjOq/r3eWbZsrlEnlVieAjGdgrsEZHKuTbAnrfKMjfI8k+rxC9fW+n1K5Ys0SxfW5ERWm91errmH1n7tL+jRUa2oAtmjWJh15ez7ayZGpOIQWJuOw4MJkYBZkUfXVjg0pSXdp4SG1QEKguReZHEupEXH2heqD7pjKVlxTN52QJWuJ0ZaBv9VIzniX2Zt1GD5PONGmT6g9RqdbdVMQl+ojAku0Wby4Pybxs2fUw4X7YeJqKRSTiQZQKYWpexohJ2x11+KyJu//hnhHliDlTeWzVRraWJTOaFGUVO3dxhiM+r7YtUOyVVwS9QxuFZY4IjZEy4ywx5soZIhIvFM54zHAKNJ2co/lk6nQPuzVsZbZoNu6sV1odsf17xcHrpgfk/6sgL8kgZwurFymRE6Hr/ADVrci8rAjWQ7Al3oXKREXXXEX3dCjnJWWZjLdUOvKSib6U0dehM9sHuZOjm4abSsqlkAlZMC3+4aJyGZm0/MYRgQ2z45qM/ueku3S3IU7qq1uR/36E2AXj5VJ6tMKO7/eaCExHSLIqYtI1KzcNYmb8oKqA7D6q9Pt0wdhEYNqI6eNSitKjEXKQx1OPtkfi2pg2UspxEiLn+y72JMXlqe3mbr+esUMhE7Jo9mQAKr0VcxFFCJMWk0rx+pFDd24BiAIEb0pmx9EzxCTnebKGqWHr1J+dwNvZFyeS0l2LNQ0a+l+8WaOvqEvReV3v7jt9PRDcEN8k06TdsTX3qADFAwU73gJbzxVsPlux5UTo3jeeKirSzq20+tLXtWJPCYB5DayvhjZgAMcnhcstJUVGeyZKmtqXPmlc46UbDZRyDFfyWvN1ErFl9/YpWiPpvqmEnuVdaqMj3dqU7TqsnijVDIpWej37aMat6ffZUhdmRpHkpId4E6XfDf1sBZPuF6n0YboGFguvUo6Ly6cvmDXkn+8ZGY6cMxWA13slJL9zRWp9xb/3huMieqcPnRHLvCcDzc59rhJjBfocU4mu6uiruivX0Ukqw9GHvvR6xQfKu5w27JMtEN6jTGZCJdcj87mQHKft3tUaSuvLpg8jhdHXaQ2sr4Y3YO2FnLkJnypViJJIJJISpWyuWCb1rciZNTpejhkHVrhXEQ7BjNoAvY9U4luJG1HYcVk2caEjqSAdsYkkHac15j5WiVUZUVDVLRmLpPKqQg3DfHGtL+jv0zoLkbIiLXbH3uHcKRMasrg8Xmgv5Fg0cxIAolSpuahGSWSw5iyJzO/+eSYODxAH20kI3EjPOkm2xiyNvpyuYVVHX7gZESftHq+WfHgyNKRHDKhhY1fI/DGCLTa97jp78aMEERgNuWl47SzEEVh8zdL66pja3nBjv1wa3oABvG3BXkDsJWZQVPTJrxRKxSKIVNINVBWZmYt/NxT+NLQX+uJvy2b7OOJBfybaQ5RpI2caM+KzWJl/SaSmx3XJ9DgcVX1cMGx3gw2Lgtx6TDpJIsz8iRWpqFTizz1z4exh+XzPyGGzHLG+tI7cbrju6ZKV7989I6YODxDvyZjIzkZgjvFK6UCnF9MZDiXq6ItqJ1KYKEg51wEQFP8ytMZLk3k+cmrEysxUY9OysdMtXSPmpmuxRk3r6+0NHH3BODFgM1oLxkuMiiVrvJJHN11YkdLxgqw4Ck+pXWprHQhys6K0NLkzsVLGOLm5fJO71x6lFmEiJmdVrOdYZ/ya3p4Rf2LI7IcNOaIoqLi1xiTi7e6K26o6prb76KsBcKOwqFg2F1Xp6Esq6JmhWHWhpHcQDaeVtwXId4eOc6kv1ipJm1vHTJ/n9lZHdkYY7fSh15NuhsMxcildCKNJBZQeHR6nL/O8TfPrsoUkXbPXkZabMbIZDq2vOPrat8GjLxgnBgzgbQtmkw8DtpQUohKljJfOJ7tGLZLKRERSKfJ/HZ79il6UTo47mZ4K62FaUZEaxIywOW/bNemIz6md2VpebQQmXxo+A1ZYb2dm0BexclkiI0kYiIb3DscTx+83w+grE1l96fNN66tnBqz8cMTrpyhkfufbrXQIuj+VofzWgEiSGMXYITMNDE7aLXaUbC0IdNY8MJFMrb6SCEyqvvWF1hfIzUM/czxAZoUT+VF1TIjYucY2nBnj5SwvVxJ9CcEZ40BfDd1G71LIhBwxdxoPr9jAtu4SLS15RCbOkUshEOakkIgwICIJapIcee6V4bnQV9boOcuknZ1e2OmldO7eFKKdQnMqOW+Mlx7ZH48rMxPpSlsgtgVhAZMFvDwsh0axPcnRExuxilT09MTR12F7T21473A80V7IGX31FMuEzQKR1Gz0rUWMvoKALW9W7DgGCuuh+W+CsEeQ3aBQBYhmC+REiA4MoCmeYlTo093JVJDMvRkmNWE9DiyZ+8WMmwwSXQTOpACQdBMqZSbpNnOCmjEqOoJL62s47jGmSTmXyjVW0tQW3VpybLx0BCbp6Y71dfjcaeNCX+PGgAEc3zGDpes2s71YRlUqRGGWIDmJhYgLoEEyTkwIYiMWCHOjvOFArpVGVJG09wfTOQsdgbnGy0ZW6VZ5LTItQqmnccJ6wqA9usSgTR62Q0umlYrTiFIJeoollFS0NuU4Zf/G9w7HG8d3zOCFjdt4rbPIpHJElBOJnkAEKpnJJjFqSV67OENQngWBiA1JQNzOHojECGGNkDRGJZ5zFBU/xkYoTiYJZY2X1nE8DVu1vuL/pJxCJwKz48BsJESSoRlObBRpa3pRdQQGJqKVSXpRKujuKaOkYkJTnrfOa8yBy9WMmxSi5qw3zAVgRzFCVWyXlC4M65MkAtuVOKwzaqfTATaXL0yO36QDU+NrdI0Os65Om+j7b+ncuO1aSncrRQrkpOETZNf0RFxCUCpHVEpxu/5ZB8wZts/07FlOmR83TG3pqUCSio8vuLGmdLrLTQPatJgTWVSd32aQLqScoopURNgakGl8kDg6qdWXHlRfrS87kwVJ45FAdzW6TuBwYdOHtlXedPOaWrIy30N9fe09rPs4mhh3BmzupBaO64iryD3FYqq9W4smNmrKdCeWh6D9ty/EZDuOxTVOWpB2LkGRiM2e5PpkjvRJXSVWd3vGa4O0EXvD8Axw7J6u6C1IpBBUooju7rgD5uDZk9l3UmPdFdZjmTuphTclY8N6unpr9WUG3Sb6wjqRbupMn999PUqgoiMQx0mL3Iu+0/Dh6svVmDtXp2vk+tNXMHt4Lpulfe2dL1wnUzsBusEsco+zSl+H7DWFueNIX+POgEGc6pjeWqA3AtlbikVAfGJUnAKwPsmHp2SbMEmYk9MtfJuIqqq13x33otMJSTbGNKQgRGp7kYqHDkRYI1bRhfUmRbTf0J8Ga94k4+9TyrgrSsGEpvy48g7HK6fMn8301gLFCCo9JZvRUFCJpHWiwDiJ8eBcNyKrNlp2fZtRiM+v+Hx2HDRs2s29+ONEarG+rFHTxtU2RKRb002LulIE+w+P01eZiGN8HSPlZGgqOtJMDJmrr/bmPGcs3GtY9m20Mi4NGMD5i/clHwZs75WUiqWU56ZPEvNcKjoXDtOOzA5M92PFSa/oTkgz/gPtMaa7J+0/7anZ1vWKlERKmHRoRar4uYrTLjoNUTx/aAVZbFesPyguNvf2RlQqEWEgeP9hHUP6OZ7Ry5ID55IPAzrLknJvJRUx6IjGpu8VFWnT+GaQsrJOmU4zukbN6EHiGC5MWtFNLyoEFSWd6CaZhgnXOXSmPQO7n1XOrDp4eNLunUfbsoFJiSprjG0NzF6ftL4ygeCCQ8efvsatAWsv5FhyYFwP6yxWKJUic5GXStR4fN1zhyeNGB0UdzyWpSNGnRIByrrLyDFK7kmtRWuMlD7ZdXpBKSoKKkkLsvXg7PRZcrKg+NahOxVefHtEpKBYiigmXYdnHbjPuOiK8sTMaC2YCQR29JSJIpXSV6oGlpyHFakS5ysdebnjMW0t1xkfJXSrfhyJmRqZjrjATHhrHNPEOJRVHX3hREJgHnVKj/0zMMRZi/JM6J2lnUxrYK0T7WZU4v0o9lp9veOg8amvcWvAABZMm2Dy9Z3dJXpLVWk34yFKtiwa2LiVXUHuFyD3D2LjIgRlaVMgFeUYoyRNokUYG6HEw5R23UpyYpelJEIk6zsF9NRFwBkMqRTFt2UoHbj7p8MLZ0RsnqMoRZKerjgv/6a503jD9Am7vW3P2GLxrEmm3tzZWaS3UkdfuKky18hVRVq4568zzkvX1LCNINZoJenFxHnbub6kMX6xvnREV6sveXYWCkP3Xb1+TpD+PiTp70NfHxLjX4okPUnd66h9prNw2vjU17g2YBDn6/UsAl3dRXorUSpHr41FqaB47fihrYZVTskkaQ4oR9IYJy0UbaSsR+mkR5x8v007pkVpu7XcNIwdwa+X67khd7w/pHjY4E+JF8+IWHeQpFSRdO7oBmD/ae2+ZX4cc3zHDOZPnUCkoKuzSLESmXPVprVtVKEjEH1+x7PF2PSi27Woa2DGeGHrwnpSAKMvRw8Vk3IUjp5cI+foyzh/2vAl+poliE7NDsl39Po5AT0zkrlJ9feRpAld3WvjX62vk8dJy3w9hBrOuYTGEL95fjXPrN9CIKB9QhOZICAMICMEoRCEIr5V+r63hLS9sPufVz42pPSODIEQyR0bRDJoWvT5d/WdmFPTTznblkm3ojsxqTLLhZntGmq7vQCaHpa0/F4S9HMjPZfedsULb5dsnhMPVt62rQsU7De1nXcv3mf3vyzPmKZYibjxyeW81lkkG0BLWxPZICAMYl1lHH2FQhAEac0FQo8N0+PDYr0Y7SjM3xC/HgQBKBWv34+m3JtTpvSl9aNsQxVgxlzq8WPh4xVy/zX4uzl0HirYeHbS4KJkkl6VyawjiSFPjLBOsWp9zZ0ygQsO2Xc3fpmxjzdgCa7I8qGgua1ANggJUGTCgJBYTNmiYN5NAYUNg/+s0htDet+dMUIKguR+RIFzfyJwxBWgJx5V7nRSuMKKJxDQxkvfX8yd0FfpiEtYY6aNlm3RTwZF90DznyTNzytyfRzrjjmK1xZJNixSSXoDtm/rQkrFxOY8F79p/4a9D5Fn16jRV2uBbFitr9gQZYKAgPjO6YFjxMIgiI2TEMlg5fiOy0Ey04d+FMYpxOiKxMjpwctQR1/JTBv19eVM61alr8zjEflfV3ZprtTKRNh0TkD3XB0pSlPH08bMbaGv1ld7c54Pen15A+ZSa8SayCTeoPYSAyHI9Qpm3xMwaekgPuOYkJ6zwpSYBLFAATPtTvxET45TLwJzJxxV5rYsStWJzBSpCEtBaoZtnW7Rxssd+xIpRbAFwi3YWgPQOU1RKtj0T0VKtm/r9sbL0ycD0VcoBGGQRF1QZcQEmUAbKQgQKR2Zv6uWa30prJHTCNGXvsxkOMnfql99sVmRvyci/+TOJ/rddpJg21GCiqMf3ZWpdPpS1+vq6MsbL4s3YFW4IsuFgkJLgUI2jMWUiCwTBAgUU54JmP6gILdt59uNJsKO8zNU9hMmwtIi056k6xmi7BxttemN6tmynXShOxeiCNA3wdOr2xkH4nExqVs1kO4Kk8q5OWEyfscOpJQmR1+OFNu3d5mxKF5cnr5w9dWUEWSb6+srIM5MBCQGDRLDlqQZSSKrqggM0pGYq68guWWRidCgRl9S2cmiXIUpRzeCeC5Roy8nHa+6FbllimCzJPtykt2YJCjNVJRmBhRnKCpNtuGkerxm9UBlra8dO7pR3jmswRuwOrgiCwW0tjWTywSxhxhYAYUCcr0BE16A1pWCwgbIO+m28kwodQSUOgS9B8VihMR71Hl4Jy2i52zT0opFqEUXG6FAuOkNJ83h1ruqjJW5P5Kzjv47NTWN082lZyMxaQ1sK6/rIZYqkh2J8fLi8gyEvvXlRmFYo4Wtg5nngY3KtHFK7JmjL0x92TVStlYmjK6E+cOm4+tGYol23DlI9ct2rtH0Mnc8p737hX3NDtmxjVzamPV6ffWLN2B9UKxE/Ob51by4aTsAE1oK5PKZlIeoxRQKgRAqicxi0cWPcaQWJsVi6ykCOq1hcvTKFJ6rIzERaDGK9C1VHGpvoaI9xnQu39S8nNqXch9VumtRz8GWbnmOH3uKFbq74oki95ncxrkHz/Xi8gyIAekr0UyYTKgdhoExaml9JU5g4EZiyhgxU1veib4QpCb0dXH1JXCcQ2lvuQKY5igzPm0g+hKCShR3HpoITCp6est0J0NRvL7q4w3YTtDdiQAt+Qz55nzSQUUqveHm6d2uqTARk05/aIGZiMsUnB2PUScxRG36sKYLMYnWbLHZKTinIrV0jUuiUEqYOpeukbnpQ1sHw2nljVv+O7uKlJPJQw+cMZF3HjR3JH4OT4Ph6qs5n6GQ6CvWU1IDw+orTPTi6ks46Ub9mpuGt/pKdyFSFZntir7czIbS/7S+kigt1hp96MuJwqr1JSWdnV5fA8EbsAGwdN0W7nlhDb2RpJARFFqbyYbCCEqLKJMITxuqMHANll3ueorx88CILc7Jx58bb7VeDQzHQ4xXNst1d2ESqaXmlFPWc3Rnt449RJuLr43AgngcjYoHKHfu6EFGkkwQcNrCvVg8a9JI/hyeBsPVVz7RVy4MyCS6cfUlzPP+9eU2eLi1MYV2EvvuQiRxJsFJ0yu3y7fqfnvKmRggmVFHOvfvcvUWdxXatGElkmbi7QgolSM6O2N9ZYOAU72++sUbsAGyobPIb55fxWudRTIBFJoKFApZIzKTo9fP0Tn7wLTKuylEN72hx6roVl+bo09EZsSl0x9JLcvxAFHWS3TrW8YzpGpiVPOaMwecqYFVeYfJY3dPb3xDSgWTW/KcfdA+zGgdwukIPOOWan01NRXIF7K2hd7NcGCNVpik/8JAJB2HykRn6PWwrfSinr7q6KqmlV5rCmUis7r6SgyTu8zMcl9XXzYC6+4u0dNT9PraBbwB2wWKlYh7XlhrUx7ZkGxLgXwmtONWcHP08Z2eg8CKTrieovYQjZGzkRgiTlEqqj1E29ABaQ8R3EKy9RS1oUoZsdScc8J0G1aLLJKSslR07ughqsQtwgfNmMipC/fy+XjPkFKtr6ZsSK5aX9URmEpnNIKd6Es4NbBADJ++ImnXM/rSTVN4fQ0V3oANghc2bufuF9ewvVgGoLUpS64pb2YX0OIJq8TkziKga2O6uSNdE9NdiM7ffeboMQKK/67nIcavpe6n5AjOzv6tUxt27El3V5FefZz5LKct2IsF43TeNc/IUK2vlqYs+V3Ql43ArL7SNbFd0Ve6szfWkx2CUm28YCf6wpl42Otrt/EGbJAUKxEPrdjA46s3ARAG0NrSRCaXIRsGCFWVo6dO7StJZbhpRkg3dICTu4eUyNwfzhotaR+F7UKUVSJzZ/Gu9hArUlEsluKb5CUfclzHDI6YM9V7hZ4RoZ6+WpqbyOYzZKu6fetFXjrTgVImzZjqQnQapGxtLJ7pxg3BtMbccWBaX0IEZvykNmT1b8IpTIu819fQ4g3YbrKhs8g9L6xh1dYuIBZac1OeXCGXzKfYj4foeIR6DIs2crrYHIvMjkvR48LAbeRwmjh0owZuFyLptCFpD9HcLymSFHviPLze9NyJLbxtwV4+F+/ZI9TTV1MhT745b2bxMGl6rS+EHZpijJmdLECQtD6luhPd8ZbpGjOkOw/rtdCbhihVR19J40c50Vd3jzVcXl+7hzdgQ8QLG7fz2OqNVYasQC6fJZMJY4+xThciqCSdaGcSSHdJ2XFiWjTpHH3y6HqIwnYhRsoOtjRGTNgcvb5xZk9PL8WeXrPdORNbOHLONJ/O8IwK6umrqalAvlpfok6GY8j0VdWFWE9fVTUwr6/hxRuwIWbVli4eWrHeCA0glwnIFfIUCllTiA5E3KIhnPSiUk4XorKzCOi0R1/TSVXXwtxBlwrdEZVuqY8iSbG3TE9PLzKyt4mZO7GF4ztmMndSy4h9Zx7PQKmnr3wmIJvSV7qFflD6SmpfoI2ZGoC+bBre62tk8AZsmFi1pYul6zbzwsZt9DoncEs+i8hlyWZC8rmMich0+jBupY/XTXVLVReYjW8Yr1N9C5VIytRs9FIpSuWIcrlCuVSmVLK3gMiHAQumtbN41mQvLM+YoG99ZRJ9ZcjnMoATgQXWWOkIDBVP56aXSyXN+EvADE/RNWg9g42eTkrPsKEUlMoVr68RxhuwEeCFjdtZum6zmTbHJZfNkMtnyeazBAhy2TDVJaVbfd1xYNYzNK0dJo0BySShFRm36JYq9JZKVMq1s2TPnzqBxbMm+zSGZ0zTn76y2Qz5fJZcPotI6Yu0EavSGW4a0blE6jFeXl+jA2/ARpBiJeKFjdtZtaWTDZ09vNZZ/wZCYSgIgpBsNhPXy5KuRB1h1ZurrRxFyIokiiLTeVjN9NYCcye1MqO1iQXTJviOJ09DMXB9BQRB4PXVAHgDtgcpViJWbeli5dZOXtvRQ7ES9Sm6XWV6a4FCJjSCmjupxQvKM67w+mp8vAEbhWwrltjWU2ZDZyy6gVDIhMxobaK9KUt7ITfMe+jxjF28vhoHb8A8Ho/HMyYJ9vQOeDwej8czGLwB83g8Hs+YxBswj8fj8YxJvAHzeDwez5jEGzCPx+PxjEm8AfN4PB7PmMQbMI/H4/GMSbwB83g8Hs+YxBswj8fj8YxJvAHzeDwez5jEGzCPx+PxjEm8AfN4PB7PmMQbMI/H4/GMSbwB83g8Hs+YxBswj8fj8YxJvAHzeDwez5jEGzCPx+PxjEm8AfN4PB7PmMQbMI/H4/GMSbwB83g8Hs+YZMQN2COPPMIHP/hBjjzySPbff38OPfRQLrnkEp5++uld2s7f/vY3Ojo6eOyxx4ZnR/cgY/3YfvrTn9LR0cHPfvaz1PKHH36Ys846i4ULF3LkkUfyzW9+k0qlMuSff8kll3DGGWcM+XbHAl5fO2esH5vXl2VEDdif//xn3v/+9zNx4kT+5V/+hVtvvZVvfetbbNq0ife+97288MILI7k7g+KGG27gk5/85J7ejVHLxo0bufLKKwmC9Kn117/+lQ9+8IMcdNBBXH/99Xzyk5/kpptu4hvf+MYe2tPGw+ur8fH6SpMZyQ+74YYbmD9/Pt/5znfMsoMPPphjjjmGc889l8cee4wFCxaM5C7tMs8888ye3oVRzZe+9CVOPPFE7r///tTya6+9lvnz5/P1r38dIQRHH300pVKJL3/5y1x22WVMmDBhz+xwA+H11fh4faUZ0QisXC5TKpVqlre2tnLXXXdxwQUXmGXr1q3jH/7hHzjkkENYsGABp512Gr/61a/qbvfKK69k0aJFNdv+4Q9/yMKFC9mxYwcAv/71r3nHO97BgQceyBFHHMFXvvIVisWiWf8f/uEf+OhHP8rPf/5zTj75ZA466CCWLFnCU089BcB73vMebrnlFn7xi1/Q0dHB888/X7Mv5513Hh/4wAdqll900UWce+65AJRKJb72ta9x9NFHM3/+fI499liuvPLKPsP9a6+9lgMPPDC1bN26dXR0dHDvvfem9v3666/nuOOO44ADDuDiiy9my5YtfPWrX+XII4/k0EMP5Z//+Z9RSpntPPvss/zd3/0dhx12GAcffDAf+chHWLNmjXm9t7eXjo4Ovve979XdN5f777+f+++/n8997nM1rz388MOccsopCCHMsre+9a2Uy2UeeeSRutt76aWX6Ojo4MEHH+R973sfixYt4phjjuG2227j6aef5p3vfCcHH3wwZ5xxBn/5y192un+NjteX19d409eIGrCTTz6Z5cuXc+mll/L0008jpay7XqlU4sILL+Tll1/m2muv5Xe/+x1vf/vbufzyy7n77rtr1j/rrLPo7Ozkj3/8Y2r5b3/7W0466STa2tq4++67ueyyyzjuuOO44447uPLKK7njjjv4x3/8R7N+JpPhscce4+mnn+Y3v/kNTzzxBJMnT+ZTn/oUAP/2b//GwQcfzFlnncUTTzzBwoUL6+7LH//4RyNqgB07dvDHP/6Rd7zjHQB8/vOf57/+67+44ooruOeee/jUpz7FT37yE77+9a/v+pdate+vv/469913H7fddhsPPfQQ55xzDh0dHfzpT3/i+9//PjfccAMPPvggAGvXruW9730vQRBw8803c9NNN7F161YuuOACc7EKgoCTTjqJjo6Ofj+/p6eHf/qnf+Lyyy9n5syZqde6urrYuHEjc+fOTS2fNWsWuVyOV155pc9jAvjOd77DV77yFZ5++mmOOOIIrrjiCr7zne9w7bXX8uSTTzJx4kS++MUvDuJbayy8vry+XMaDvkbUgL33ve/lM5/5jPnhDznkEC6++GJuuukmenp6zHoPPPAAy5cv51/+5V846qij6Ojo4OMf/ziHH344P/nJT2q2e8ABBzBv3jx+97vfmWVr1qxh6dKlvPOd7wTgmmuu4aijjuLTn/40++67L295y1v4zGc+w6233sq6devM+/SJ0tzcTKFQ4Oyzz2b58uX09PTQ1tZGJpMhl8sxefJkwjCs2ZczzjiDKIr4/e9/b5bdddddRFHEkiVL2LJlC7/85S+57LLLWLJkCfvssw9nn302F110ETfffHNdD3qglMtlLrvsMrLZLAsXLmThwoXkcjne9773EYYhxx13HJMnTzae7U9/+lOEEFx99dUccMABLF68mKuuuopVq1Zxxx13AJDNZvnxj3/MkiVL+v3s7373u0yYMKGud9zZ2QlAW1tbzWvNzc3m9b5YsmQJ8+bNIwxDlixZQldXF+95z3uYMWMGuVyOt7/97SxbtmxA31Ej4/Xl9VVNo+trxLsQ//7v/57HHnuMa6+9lvPOO4/Vq1dzxRVXcPLJJ/Piiy8CcR48n8/zhje8IfXexYsX100rQOyZ3X333cbrvPPOO2ltbeXkk09GSsnSpUs5/vjjU+9585vfDJD6cfbZZx8KhYJ53t7eDsC2bdsGdHzTp0/nqKOOSon9zjvv5Nhjj2Xq1KksW7aMKIo47LDDao6tp6enT29pIMyZM4dsNmuet7W1MW/evNQ6ra2txnt96qmnOOSQQ1L58dmzZzN37tw+v+d6LFu2jH//93/na1/7Wt2Lzu6y3377mb+1SN3jam1tpbe3d7cuTo2C15fX164ylvW1R8aBNTU1ccopp/DFL36Re+65h5tuuonu7m6++tWvArFH0dLSksrnArS0tNDV1VV3m0uWLOH111/n8ccfB+COO+7g9NNPJ5/P09PTQxRFXHXVVcZzWrhwISeeeCIAr732mtmOKy4XN6+9M5YsWcL9999Pb28vnZ2dPPTQQ8ZT1d5Qa2trzbEBfR7fQMjlcjXL8vl8zTJ9LJ2dnfzhD39IfScLFy5k5cqVqe+kP6SUfO5zn+OCCy7gkEMOqbuOFsX27dtr3tvV1bXTAvOuHtd4x+vL60u/t9H1NaJdiBs3bqS5udmcTJqjjz6a008/nfvuuw+If5Curi6UUimRdXZ21g2TIfYYDjjgAH73u9+xzz778OSTT/K//tf/AmJBZzIZLr74Yt797nfXvHfq1KlDdYgAnH766XzhC1/gwQcfNEXsU0891RybPhYXNw0QRVHqteoLDZAqjg+WtrY2jjjiCL72ta/VvFb9G/XFunXrePrpp1m6dCk33HCDWa6F981vfpOnnnqKmTNn1ni/q1evplwuM3/+/N06Dk+M15fXl8t40NeIGbBNmzZx9NFH8z//5//k8ssvT72mlOLll19m2rRpACxatIje3l6effZZFi1aZNZ78sknWbx4cZ+fsWTJEn7xi1+w3377MXXqVI499lggLpQuWrSIV199NRUal0ol1q9fb9IYA2VnnsiUKVM45phjuO+++9ixY4cpdAO84Q1vIAxDHn/88VSa48knn6StrY19992X5cuXp7bX2tpKT08P5XLZpDCGIid96KGHcssttzB37txUauTll19m+vTpA9rG9OnTufPOO2uWn3feeXz4wx/mzDPPBODEE0/k7rvv5vLLLzcXjLvuuovm5maOPPLI3T6W8Y7Xl9fXeNTXiKUQp06dyoc+9CG+973v8Y//+I/ce++9PPHEE/z2t7/lQx/6EI8//jiXXnopAG95y1vYf//9+exnP8tf/vIXVq1axbe+9S2WLl3Khz70oT4/Y8mSJaxYsYIbb7yRM888M5UvvuSSS7jzzju55pprePnll3n++ee5/PLLOf/883da5HRpb2/nueee4/nnn2fLli397suDDz7Igw8+aNIbABMnTuRd73oXP/jBD7j77rtZs2YNv/jFL7jhhhv44Ac/aDqDXPRF5uc//zkQC+A//uM/BrzPfXHBBRfQ3d3NJz/5SZ5//nlWrFjB9773PU499VTTNlsul7nkkku4/fbb627DLWi7/4IgYMaMGey///5A/P2/8sorfPrTn+ZPf/oT//Ef/8F3v/tdPvKRj/SZVtodOjs7eeCBB2r+rV+/fsg/azTg9RXj9TW+9DWiKcTPfvazzJ8/n//6r//iM5/5DFu3bqWtrY3Fixfzk5/8hBNOOCHeqUyGG264ga985StceOGFFItFFixYwLXXXssxxxzT5/b32WcfDj74YJ599lmT79ecfvrpfPe73+Waa67hqquuoq2tjcMPP5ybb765Jl/eHxdddBGf+MQnOP/88/nhD39o9rma008/nc9//vM0NTVx8sknp1774he/SEtLC5///Od5/fXXmTVrFh/72MfMBaaagw8+mE996lN897vf5etf/zoLFy7ky1/+MmeeeWafrdIDYa+99uLmm2/mG9/4Bueddx6ZTIYFCxZw3XXXGe9VSsndd9+d8tQHw3777cf111/PV7/6VT7wgQ8wefJkLrnkEj72sY/t1nb7YvXq1Vx00UU1y6+88krOP//8YfnMPY3XV4zX1/jRl1CjsTLn8Xg8Hs9O8LPRezwej2dM4g2Yx+PxeMYk3oB5PB6PZ0ziDZjH4/F4xiTegHk8Ho9nTOINmMfj8XjGJN6AeTwej2dM4g2Yx+PxeMYk3oB5PB6PZ0ziDZjH4/F4xiTegHk8Ho9nTOINmMfj8XjGJN6AeTwej2dM4g2Yx+PxeMYk3oB5PB6PZ0ziDZjH4/F4xiTegHk8Ho9nTOINmMfj8XjGJN6AeTwej2dM4g2Yx+PxeMYk3oB5PB6PZ0ziDZjH4/F4xiTegHk8Ho9nTOINmMfj8XjGJN6AeTwej2dM4g2Yx+PxeMYk3oDVoVgs8sMf/pAzzzyTQw45hP3335+jjjqKj3/846xZs2aXt/fJT36Sjo4OvvzlL+/2vr366qt0dHTQ0dHB9u3bd3t7u0JPTw8HHnggHR0d7L///mzZsmVEP9/TGKxdu5YvfelLnHTSSbzhDW9g4cKFnHzyyXzjG9+gt7d3l7d33HHH0dHRwV133bXb+3bLLbfQ0dHBGWecsdvbGiiHHXaY0bT+d+CBB/LWt76Vq666ih07dozYvow1Mnt6B0YjH//4x/nd735HLpdj8eLFhGHIU089xW233cbTTz/N7bffTktLy4jsy6c//WnuvPNOli5dCkChUOCkk04CIJMZ2Z/v97//PT09PQBEUcRdd93Fu9/97hHdB8/YZtu2bbzvfe9j5cqVTJw4kcMOO4wdO3bw7LPP8v/+3/9j7dq1XH311SO2PyeeeCILFy7k2muvBWDWrFmcdNJJzJ07d8T2QTNnzhymTJkCxN/Tyy+/zNVXX83jjz/OjTfeOOL7MxbwBqyKl156id/97ncA3HrrrbzhDW8AYMWKFZx55pmsXLmS++67jyVLlgz7vpTLZbMvmqlTp/LjH/942D+7HrfffjsACxcu5G9/+xt33HGHN2CeXeLXv/41K1euZK+99uLOO++ktbUVgNtuu42Pf/zj3H777VxxxRXMmDFj2Pdl6dKlrFq1ioULF5plxx57LMcee+ywf3Y9LrvsMs4//3zz/Prrr+dLX/oSf/zjH1m7di2zZ8/eI/s1mvEpxCq2bdtm/p46dar5u6OjgzvuuIOlS5emjNeGDRv49Kc/zRFHHMH8+fM59thj+cpXvtJv2P/nP/+Zjo4OFi9enFp+zjnn0NHRwY033si9997LggUL2L59Ozt27KCjo4OvfvWrfaYQn376aS666CIWL17MwoULOe2007j++utRSpl1Dj/8cDo6Onj88ce54oorOOSQQ1i0aBFf//rXiaKo3++lp6eH++67D4B//ud/BuAPf/iDTyN6dgmtr6amplQW4x3veAd33XUXy5YtSxmvgZzX1Xz3u9+lo6ODSy65xCzr7e01ulm+fDlf/epXeec73wnA3XffTUdHB/fee2+fKcRbb72Vs846iwMOOICDDjqI97znPTz44IPm9RdffJGOjg4OPvhg1qxZw4UXXsgBBxzAm9/8Zm699dZBfVfHHXec+VtnPjxpvAGrYt68eeTzeQDe9a538e///u8sW7YMKSX77rsvbW1tZt2tW7dy7rnn8vOf/5z29nbe8Y53EEURP/7xj/nABz6wU6PQH3PnzjUiymazXHzxxRx55JF1133iiSd497vfzQMPPMCBBx7IaaedxsqVK/nSl77EN7/5TbNeLpcDYgO0YcMG3va2t9HZ2cm1117LL3/5y373595776VYLLJgwQKOPvpoDj/8cJNG9HgGykEHHQTEmY73ve99/PKXv2TNmjUIIZg/f745R2Hg5/VgOPLIIznssMOAOHV38cUX95k2/Ld/+zc+8YlPsGzZMk4++WSOOOIIHnnkES666CLuvfdewGqru7ubSy+9lDlz5nDYYYexYcMGLr/8clauXLnL+/iHP/wBgBkzZuyRlOZYwBuwKiZOnMiXvvQlMpkMr7zyCl/+8pc544wzeOMb38gnP/lJXn75ZbPuj370I9auXcu+++7L7bffzre//W1uvfVWcrkcTz31lDm5B8P8+fO56KKLgLju9YUvfIFTTjml7rrf+MY3KJVKnH322fzsZz/j6quv5jvf+Q4A1113Ha+//joAYRgCsSCuu+46vv3tbxsv9Pe//32/+6PTh29/+9tTj3fcccegj9Ez/njLW97Cu971LiDORPzv//2/Oe644zj++OP51re+lcoqDPS8HgynnHKKqSUfcMABfOELX2D+/Pk16+3YsYOrrroKgK9+9av84Ac/4Prrr+fCCy9EKcW3v/1twGpLKcWSJUv42te+xk9/+lNmz56NUor7779/p/t09dVXc84553DOOefw1re+lS9+8Yvss88+/N//+3/JZrODPtZGxhuwOmiv79Of/jTHHHMMTU1NbNu2jV/84hecddZZPPfcc4D1kE499VQTtc2cOZM3vvGNAKbxYjjp6enhiSeeAOI0jOb0008nDEOiKGLZsmWp95x++unmb53GfO211/r8jO7ubiNAbbj0Nnwa0bOrfPOb3+S2227jwx/+MIsWLSIMQ1599VWuueYazj77bLq7uwd1Xg8HTz31lEnfuftx5plnAvDXv/6VUqmUeo/WRhiGJuLsT1+a1atX8/TTT/P0008bRzmKIh566CHK5fLuH0wD4g1YH8yePZtLL72UG2+8kb/85S98//vfZ/LkyXR3d3PdddcBsHnzZgAmTZqUeu/kyZMBWLdu3bDv57Zt20w9wN2PIAhob2+vux8TJ040f2vDK6Xs8zN+//vfUywWAfjEJz7BGWecwYc//GGCIPBpRM+gWLx4MZ/73Of47//+b5544gk+/elPEwQBK1as4Ne//vWgzuvhQGs8n8/T1NRklmuNK6XYsGFD6j27qi/NlVdeyYoVK1ixYgV/+9vfuOWWW4iiiH/913/lmmuu2d1DaUi8Aavi+eef56abbjINCxDXoM4880ze+973ArGnBFZYW7duTW1DpzbcE9lFCAFQM+ZlMCmR9vZ2sz13PyqVinne134MlN/85jfm72XLlpl/WpQ+jegZKA899BA/+tGPeOmll8yy9vZ2Lr30UlOTWr169W6d1/X0Ndh0o9Z4b2+vceKqt7e7+qpHLpfj8MMPNw1jA0lBjke8Aavijjvu4IorruAzn/kML7zwglne2dnJI488AsRFX4jz+QD33HOPSSOsXbuWJ598EoDjjz++7mfo7sZSqcSLL74IxIZBG0aNK8S+GkKampo46qijAFunArjzzjuRUpLP5zniiCMGePS1uOnDG264wXiIK1as4Fe/+hXg04iegfOv//qv/J//83/4p3/6p5RhWrFiBcuXLwdife3Oea31tWzZMiqVCkDNcBSw+urq6upzf9/4xjcyYcKEmv3QTt0hhxySauwaSorFIo8++iiAGW7gSePHgVVx0UUXcfvtt/PKK69w2mmnMWfOHAqFAqtWraK3t5empibTnvuhD32I//zP/2T58uWcc845HHTQQTzwwAOUy2VOOOEETjzxxLqf0dHRwT777MPKlSu55JJLOOmkk7jnnnuYN2+eETFg2olLpRIf/OAHOe200zjhhBNqtve5z32Oc889l1tuuYXXX3+dCRMmcOeddwLwsY99bLc8xHvvvZfe3l7a29s5+uijU68deuihzJ49m7Vr1/pBzZ4B8dnPfpYLL7yQP//5zxx11FHMmTOHKIpYuXIlSinmzZtnak2DPa9POOEEgiBg48aNXHjhhcybN48nn3ySXC6XqlfNnDkTgEceeYTLL7/cNJe4tLW18fGPf5wvf/nLXHHFFfzhD39g8+bNPPDAA2QyGT772c8O2Xdz9dVXmwHLlUqFlStXsmPHDjKZDB/5yEeG7HMaCR+BVTF16lR+/vOfc+mll5rpklasWMGUKVM4++yzue2228zg5paWFm655Rbe+c53sn79en71q1+Rz+f56Ec/yrXXXms8vGqCIOCaa67h0EMPZf369Tz88MN8+ctfNgMqtcjmzJnDhz70IZqbm3n88cf7zPkvWrSIm2++mWOOOYZHHnmEO++8k/33358rr7ySj370o7v1fWiv89RTT60784cuWLveqcfTF29605v41a9+xXnnncfMmTN59dVXWbduHfvttx+XXHIJt9xyi6k1Dfa8njNnDldddRX77rsvTz31FMuXL+cHP/iBiWK0vs444wyOO+44wjDk/vvv7zMSu/jii/nmN7/Jfvvtx+23387jjz/O8ccfz89+9jPe/OY3D9l34zZxPPfcczQ1NXHKKafw05/+dI8Nrh7tCNXfiECPx+PxeEYpPgLzeDwez5jEGzCPx+PxjEm8AfN4PB7PmMQbMI/H4/GMSbwB83g8Hs+YxBswj8fj8YxJvAHzeDwez5jEGzCPx+PxjEm8AfN4PB7PmOT/ByyhGmzrK+mkAAAAAElFTkSuQmCC" | [
"Solution B",
"neither; their concentrations are the same",
"Solution A"
] | null | 1 |
math | kindergarten | count-money-pennies-and-nickels | false | true | How much money is there? | 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" | [
"14¢",
"15¢",
"18¢"
] | null | 0 |
math | grade-3 | match-clocks-and-times | false | true | What time does the clock show? | "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" | [
"eight fifty",
"seven fifty",
"six fifty"
] | null | 0 |
math | grade-1 | match-analog-and-digital-clocks | true | true | Look at the analog clock: Which digital clock shows the same time? | 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Re5taUp3iKJ4zHry4Y0fCz3t848bQanC+e+wHj+L9lsu/uyc2b86LvGvPGQ9eSuJ3nyqv14dfPP8qdu9pwu49TdEH2mTYP5tgkO0z4N9/EfAn2oudiIiIci3vAmyj0wfNnVjAaZlbkvPqC8kEys0HmvFuY2OGZpReu97YiTd37QrdvqehAQ1fXpnDGV322KOP5noK8SkS7DdNhFQkni5iDujwHbiYUDUSIiIiyj3JNM28+fQ2+zT4mi4kFFAoVUXCOdfuYyfg9fpQM28uHA57krOMr/lAM+5ftSp0W7Qj4te+em9ohfjhNWuw5pG1mZhewvNzH3Xj7hUrQrdvr6/Hr55/LiNzS1Wyv/tkdZzvRNupdtTMm4OK8vh56MPNkhAQf4/Lk2yw1U3kpl0iIqICkT91sANmwqt18mQ7rIvLhceP59bnyfKc8eC+EQErK4aEmzZlMqZNmSw8XipWYL9pInz7xN/rxgU/Am4V1gXcSEpERFQI8iPAHqoYggQayUguS1Jd80icqqp46MEHw1JfPmptxZKFi6I+J5Mr72OFVGaFbekE+JsvAoLfJ/W2fihX2SFPztyVFyIiIkqPvMjBDnzYDSOBcnzDq4D5Mfux67EfPBpWMYTSR55kg3VJRULP8R/s5qZHIiKiApDzEFU/PZBYxRC7DNvNEwFbzqc+pm366caC2YBZqJTpDlg/VSb+BL8B/1+7MjchIiIiSoucpoiYAzoCf+8Rf0KcSgzDtYhFNpuNZ3U31cXd/Lf+Jxuw/icbsjSjsa3ttAdzZlZFfEyZVQxzQIN2ol/oWMYFP7QT/bDMjV6SkoiIiHIrdwG2Cfg/uASIXvGWAFvdBEjOyFM+eNiNXf/5LgDg376zKqGNZ0SZ8vLv3kbrx20oL3Ni3cOrI46x1Lhg+gzoHrErOVqrCmWSDVKZNZ1TJSIiojTJWZ6F1qrCVMXbQVsXlkGeYIv6+KD3ctfHjnOdKc2NKF06zgffi909vTHHWReXizeiMQH/X7pYH5uIiChP5WQF27joF74kDgDyVAeUq2M3kqmZNwcd5ztR5LCzHB/ljRXLl+Hg4VbUzJsTe6AE2D4zAb4/dQoFzuaAjsCRHuEa8ERERJQ92Q+wA2ZCG7WkIgU2gSCiotyFlXfXpzAxovSrmTdX+AufVKzAtqQc/g/Ezg/dMwj5KjuUyqJUpkhERERplvUUkcDfewCfYOK1hGCtawuLXdP4IHK1ZqTA4R6YveKpVkRERJR5WQ2wjQt+4Y1cQHDzl3BeKtEYYb3eBakkcqWcUXQT/oNdwg1riIiIKPOyF2AbQOBQt/BweaINljksRUbjkCLB9pkJwmenqWrQ/tGX2TkRERGRsKwF2NqxXpiDuthguwzbpxPrckc0lkhOC6zXizeh0T7uhdnHVBEiIqJ8kJUA2+zVoB0XX2GzfboiYqdGr9eHk6fb4fX60jk9opzpON8ZKuV3JWVmMeSpDrEDmYldISIiIqLMyUqCs/+geNUQy3WlUetd/+Z3b+PUP9sxbcok/Nt3vpau6RHlhPvYCfz2jd0AgG/96z0Ruz3abiiH70+dQld/jK4A9DODUGawqggREVEuZXwFW/cMCjeUkUoUWK5zRn18eKWv4/yFtMyNKJdGvo87zkV5T1sk2D4jni4VcKtsQENERJRjmV3BNoY+8AVZb6gAYlTku/8rd2Hv/7TgltrFqc+NKMduWboYXd3B8+PGRdVRx0llVigzi6GfHoh/UL8B7XgfLPOif1ElIiKizMpogK2d6BOuea1UFUGusMYcM2dmFeZ8ffRl9HxTVVWFh9esSfh5DStXorauDgBC/1Jikv3d54LDYRdujmRd4IJ+zit0PmnH+2CZVQLYs17mnoiIiABIpmlm5npywIS38bzY5WpFguP2qyJubCSiIP2sFwHBLqjKjCJYF5dndkJEREQUUcYi2sBH4rmg1mong2uiOJTpDsiT7UJj9TOD7PBIRESUIxmJas1+HfopgXxRBOv9KrPYUIZIhHVxufBZGzgqvv+BiIiI0icjAXYiGxtti8tHbWwc3vhFNN5deS5IDll4A6PR6YNxwZ+JaREREVEMaQ+wja4AjHNeobHKjCJI5eEbGw8edmPLL17EH5ta2FCGxq220x784vlX8Ns33h71mGVuKSSH2Kkb+HtPuqdGREREcaS9ikjgSLfgK0uw1rjC7vJ6fdjb1AIA2NvUgn0tH2LFHZ/DkoXRS5gRjSVd3Sr+2NSCg0daQ/cdPOzGkkU1lwdJgGW+S6hzo9mrsfkMERFRlqV1Bdv4xCfcVMZa7Rq1sXHf+4fQ3dMbuu31+bHrrUa0nfakc5pEeWv3nqaw4Hr4viuv5igziiAVK0LH1D7ujT+IiIiI0iatAbbW1i80TipSoMwqDrtveOXuSjcsrI7YQppoLLo5QhMlr8+Pfe8fGnW/pdo16r5IzAFdOG2LiIiIUpe2ANvs02B0iuVMW64pHXVfRbkLX1hWC7vdFrrPbrfhtmW16ZoiUdp5znjw+MZN+NKdK3DNrNm4ZtZs3LBwER767oNoPtCc8PHmzKzCDVekRM26uhKzZ1aOGqtMd0AqFcvyEv3yS0RERKlLW6OZwOEe6P8UKM1nleConwIokXuid3Wr2NvUgg+PtOILy2oZYFPe2vXGTvxw3bqYY+5ZuRI/3rAeLpfYajMQ3Ivw5DM7UOSw47ZlteH511cwznnh/0Cs+Yz985MhOTPavJWIiIiQrgA7YML7zjlA4EiWeU5Yrhu9gn2lttMeTJ8yGQ7H5cYanjMevLlr16ix/75WrDW2qqp4c+cuNO7ZA7fbDZfLhdq6OtzT0IC6m9ianMQ1H2jG/atWCY29Z+VKPLllc0LHj/T+j8bXdAFmTyDuOHZ3JCIiyo60BNjaP/qgfSSwkUoGHMunAtbIq9fxfO2r9+L9ltF52sdPnYz7XPdRNx568EG0eyJvmPzmAw/gxxvWJzUvGn/u+uKd+Kg1uBmx1OnE+g0b0PDllQCG00Y24t3GxtD4JzZvDj2ebsZ5H/zvX4o/MMXzj4iIiMSknoNtiud3KlcXJ/3h3nygOWJwLcJ91I37Vq2KGlwDwIvbt+OxR2Nf7icCgu+n4eAaAH713HNhwXPVjCr86vnnsLT2cnrTizt2ZGw+8hS7WOqHAWgnmYtNRESUaSkH2Hr7IOA3hMZa5sZPDYmm3ePBw2vW4OE1a3BPQ0NCz33s0UfRq17uiPej9etx8Mhh/Om99/DwmsvpJW/u3InGd/YkPUcaHxr3XH6PzK+ujppe9O9r14Z+bnW7Mzonq2B3R+1Uv1AqFxERESUv5R1P2ok+oXHKdIdw3d5IRq4QNh9ojpiLHcmOF7aHrTaOvFTvcrmw5pG1AIBntm0DADy2bh0+vGN50vOk8WF4dbq2LnruflVV9spLytMckIoUmIN67IE+A7qHjWeIiIgyKaUA2+gKCDeWiVSaLxt2bN8e+nlpbW3EPNg1j6zFrp07cba9Hb2qil1v7MxYviwVvuEvZfFketX6SsrsEmhuNe44ra2PATYREVEGpZQiop8RKMsHQJ5kg1RmHXV/x/lObNr8K2x+Zge6uuMHBolyH3XjbHt76PbIS/ZXWjPisZEpAETJuvLLXar2NrXgR48/jV1vNUZ83DKzWOiMNlVN+IsxERERJS75ANsE9LODQkOjrV67j7XB6/Oju6d3VHvodGhpvtzoY3plZcxSfCMv9bckuZmSaNiuN3aGbcptWJn6FZHhTqdRzxWLBGW62Mq03i527hIREVHikg6wjU4fEIi/W0pyWiBPjlzLt2beHNjtNpSXObHkiu516TDyEn1NTfRmHUCw8kOpM7hRrFdV4TkTveIIUSzuo248vmlT6Pb86uq0pBx9YajpUvV1c6KOscwqEToWA2wiIqLMSToHW3j1ek70D/xpUyZjw7rvJTuFuDwjyvJVxwmwgWAQPrzq6PF4UDUje5vUaGxQVRU/XLcuVLWm1OnEk1u2pOXYtwl0NpUqrJBclrgpIOagDrM7AKl8dOoWERERpSa5FWwT0M9644+TAKWSm6lo/HjsB4+GXTlZv2EDahbE/3KXTqLnHFexiYiIMiOpANs47wX0+Okh8lV2QGHXOBoftj21Nax74z0NDTmpRiMaYGsMsImIiDIiqQBbdOVLdMMVUaHb9cbOUC11IFg15Mmfpyc1JFFSkQK5QiD1w2fAuOTP/ISIiIjGmcQDbAPQzwmkh8i5D7BdLlfo51ht0oepavpLBdLYF2lT46+efy6HM2KaCBERUS4lHGDrHYOAQGd0eYojDY3YUzNyY2Nra/wygCM7PsYq6Uc0TFVV3LdqVdimxldefy3sy10usFwfERFR7iQeYItsbgRgyYPNjSNrW7e63TFXqBvfudxcZn51+ksG0tijqiruu/eK4Pq13AfXAAC7DHmiLf64gAnjAtNEiIiI0imxMn26GdzgGI8iQZ7qiPiQ1+uDwxG5Lna61SyoQanTib7eXgDAjhe2R21zvWvnztDP9cuXZ2N6VOAe/+nGsIohD3zrW+jt7UVLc+RGRbV1qXdzvFJXt4qK8sgBvVJZBONi/OBZbx+EPEkgGCciIiIhCQXYxic+IH7xECjTHECE4iEHD7ux6z/fhcNuw7qHV2c80Ha5XFi+fDne3LULAPDijh1Y/a0HRq0wNh9oDqv+kI6uezS2bXtqa+h9NezprVtjPuf4qZNpncPephb8sakF5WVOrHt49ajHlelFCBzpiXsc/bwXVpSldW5ERETjWUIBti6wGgZE32DlPtYGAPD6/Dh7vhNzZma+kcu/r10bCoR6hy7p//a1V0NBtvuoGw89+GBo/DdWr2aDmRx6+eWXoWkaZFmGoihwOBy48cYbMWvWrFxPLeTKiiG50nGuEwDQ3dOLjvOdmDZlcvgAqwR5sj3YdTUWnwGzX4dUomRopkRERONLYivYF+N8UAOhD/VIbq5djEGvDxXlrqwE10CwBfrDa9aEAqJWtxuf++ytodbpLc3NobHzq6ujppBQZgUCAfz617/Gt7/97bD7p0yZgvfeey9HsxpNVVU07tmDpbXpT/dI1MjzaVRwPUSpLIofYCN4bislxemeIhER0bgkHmDrZtz2ywCgTLZHTA8BgDkzqzDn69lfHV7zyFq0ezxhK9kjA2vgckvrvNigNs5EC64BwDAEStZkkcvlynkJvmEi55MyxY6AwLGMi34oVzPAJiIiSgfhKiKilQbkidnZwJioJ3++Bb989llMr6wc9dg9DQ1o2vfnrLe0JmBwcDBqcA0ApmlCktgNNGk2WSj1Q2QzJBEREYmRTNMU2LYIaG4V2on+uOPsn5sMyZVYcZJscx+9XLKvZkENV61zZHBwEC+99BIeeuihqGMmTJiA/fv3Y968eVmc2dgSONwD/Z8Dccc56qcAjhwXryciIhoDhCNhoQ2OipT3wTUArlTnAZHgGgC++tWvYurUqVma1dgkT7QJBdj6BR+UqtzXryciIip0YstVBmD2xM/kZC1dEiEaXD/yyCP4j//4D5SVsYRcKuQJYuelcYlpIkREROkgFGAbF8XqX4t+kNP4lUhw/ZOf/ITBdRpIxQpgj3+qGxcEqgQRERFRXIIBdmFvcKT8wOA6dxSBtulmvw7486tqCxERUSFKX4AtA3K5NdX50Bg1ODiIF198kcF1joh++WU1ESIiotTF35FoAkZX/A9ducIWsf71vpZD2P/+h6iZNxcrli9LZo5U4IaD6//1v/5XzHEMrpPXcb4Tu95qBADc9+W7UFEeXhlHNH1Lv+iHPM2R9vkRERGNJ3FXsM1eTSz/Osol6IOH3eju6cX+9w8lOjcaAxhcZ4f7WBs6zl9Ax/kLOHnaM+pxyWUBlPj1xEU2MxMREVFs8QPs/vjdG4HoK2Q18+cCAKqvm5PAtGgsYHCdPbNnVsJut6G8zInZMyN3dxSp8mMInu9EREQUXdxGM9rxPmitvXEP5LhjCmBjkwoKYnCdf7RjvdA+7os7znHnVKHVbiIiIopMYAVbj38Ui8TgmkIYXOcnqUSsCZTQOU9ERERRpSVFRPSDm8Y+Btf5SzzAZpoIERFRKuJ+4orkZErFSlomQ4VtYGAAL730EoPrPCULnqdGvybY4pWIiIgiif05agDwxm88IXMFe9wbGBjgynW+s8tCle+ZIkJERJSamB+3opeKpRKuYI9nvb29ePHFF/H9738/5jgG17knlQqUvmeKCBERUUrSFGBzBXu86u3txfbt2xlcFwiRc5Wl+oiIiFITM8A2BC8VM8Aen4aD67Vr18Ycx+A6fwilc3kNQBfoLkVEREQRpb6CLQOSY/RhvF4fTp5uR1e3mvTkKH8xuM5f7mMn0HG+M+Jjoulc5gDzsImIiJIVczlLqERfceRD7G1qCbVHX//og3A47InPjvKSaHD9/e9/n8F1lu3e0xQ67x79t2+iotwV9ngipfokJ69MERERJSP2CrYvfgWRaCtig15fxJ+psDG4zm8jzzWvb/R5J1rxR+TcJyIioshif9pq8fMwJXvkAPu2ZbWoKHehosw5ahUtUc0HmvHmrl1oaW5Gu8eDyqoq1NTUoH75ctyzsiGlY5O4RIPryZMnZ2diBchzxoN3GxvRuGcPVDWYRuVyuVC/fDlur69H1YyqpI478rybNiXC798uVuHaFDj3iYiIKDLJNM2on6Ted84D/tgrWcqcElgXpBZAR6OqKn746Do07tkTdUxtXR1++dyzcLkyMwcKYnCdPrve2InHN21Crxp5f4LT5cKP169Hw5dXZuT1vW93AHHiZ8s8JyzXlWbk9YmIiMa62AH27o5gs5kYLNeWwjLfme55QVVV3HfvKrS63XHHVlZV4T9/v5tBdoYwuE4fzxkPPn/rrUJjf/nss6i/Y3na5+D9r3NAIHaEbZlbAksNzyciIqJkxO/kGI9FSs9MrrDtqa1hwfX86mr88tln8dbu3Xj51VfxjdWrQ4+1ezx46LsPZmQe44k5oENv64d//0X4/qcT/v0XMXCgE3/+3R/x//zoJzGfy+BazOMbN4Z+LnU68cTmzTh45DAOHjmMJzZvRqnz8pfVxzdtysgcJCX+OWuyTB8REVHSoq9gaya8fzgX9wDW611QZpekdVJXrvLd09CAJ3++ZdS4XW/sxA/XrQvdfvnVV1F3U11a5zJeaMd6oX3cF/Xx3sE+fPupf8dbzf816jEG12JUVcWShYtCt3+0fj1Wf+uBsDHNB5px/6pVoduZeE/7/rsTZl/sCkFKVRGsN5Sn9XWJiIjGi+gr2KIrWBaxTVOJGJlzXep04sc/2RBxXMOXV+L2+vrQ7Td37kz7XMa8gAn//ouXg2uLBKWqCJbrSmG5rhSSK7gP1llUitf/93b8621fDXs6g2tx7qPh6U6RcqzrbqrD9MrK0G2RFKmEcQWbiIgoo6JWERGtIiBlIEXE4/GEfq6pqYmZW11bV4d3GxtHPY/EBI71wrjoBzC0anl9GWC9/De1zHPCuOhH4MNumIM6nlvzFE5/cgZNf9vP4DpBdTfV4fipk3HHVVVV4Wx7OwBkZF+BpEjx9jgKVRAiIiKiyKKX6RNdwRJYDUvUyOoK8QIMbmxMnqlq0E/2A4idEiBPtMH+ucnwvnse0Exs+ub/xu/a/sDgOgNUVUVra2vodmVVcuX6YhL5UswVbCIioqTFWMEWbDRxxYd1438fwAcf/j3svvnXzcE9d90mPKmRQcXIYCMS94hL6FWZCEbGMO1EMC1EKlKCK9exWCXYbiiH/4MuLL12Ca5vWIoJDK7Targs5fAXzOmVlQnlX5umiR2v/H9h91ksCr7+1bvDB4qkiIie/0RERDRKyivYV1YkON95Cf0Dg+H3fdKZ0KTqly/HM9u2AQhWCNnxwvZRm8GAYE7rSzt2hD2PxBlqAAAgT3WEpYVEI091BL9QaSbK9OJMT2/c2PTTjXi3sRHtV6Q4Pbll9MbeWEzTxImTZ8Lus1hGN4ISSuviCjYREVHS8nKTY82CGiytrQ3d/tmmTXh667awMY3v7MF9I6otTK+szEjN4LHMVIOVJOQyq/BzhseaAa5wpkur2z0quP7R+vWZq4gjtILNAJuIiChZ0aNjSTC3OkMrXT/esCGsJvDTW7fimlmz8aU7V+CaWbPx0IMPhuVqJ7raR5eZA7FLtlH2Pb1tGxrfid7BNCUip2xmytsTERGNC9EDbMHqIJkq51WzoAavvPZaWJANRC5bdk9DA+tfJ2G4BJ85oIs9IWCGKo5IxdGziygxr7z+Go6fOomXX301dOWmV1Xx2Lp18JzJQGUcgdVpKQNXpoiIiMaLqFGSSLc3AMAVm6FuvekGzKicEnbf9GlXJT4zBIPspn1/xo4XtqNxzx58FGHD4/TKyqh1sik2eaIduqpBP+eFNWDGzcPWzwyMeK4t09Mbd+puqkPNgudw1xfvxNn2dvSqKhr37Im4/yASWZbxna83hN0nRbgSJfSlOAPVgYiIiMaLqJ0czT4Nvv+OvznR9ukKyNMcaZ9YNDte2I6fjWgh/dbu3ahZUJO11x9LzAEdvr2fAAgGzLabJ0Yfq2rw7bsAaCbkqQ7YPlORrWmOO5t+ujG0eXdpbS1eef21tB7ff+AijAv+mGPivR+IiIgouujXgQVXsLLZ8c191B0WXD+8Zg2D6xRIxQos15UCAIyLfvj+pzO08XEk/cxgKLiGRYJtcXmWZzq+ZLq2u9AGxgw0kCIiIhovoqeIiOZgZqnagKqqeOjBB0O3l9bWYs0ja7Py2mOZZZ4T5oAO3TMYXKX+n05ILgska/Dvb/QELv+NLRLst0wSKulHo931xTtDaU5PbN4csVU6gFEVRdJO4EuxcIoYERERjVIwK9iP/3RjKPAodTrxq+efy8rrjgfWG8phXeAKrVqaqgbjoj+4oXEouB7u5ji8MZISV1Nz+WrLm7t2RRyjqioaGxtDt6trMnCFRmgFm5sciYiIkhX9U1SGWKmuLHR82/XGzrCAZPOWLWyRnmbKnBI4bp+CsxU9eHnv7/De3w/g5b2/w4tNr8H+ucmw3TwRUvHopiUkbmQjpJbmZjy+cRPUEaUmPWc8uO/eVWHlJzPRPEmoSyNTRIiIiJIWdZMjAHj/cC7uapdlTgksCzIX7HrOePClFStCQcc3Vq/GelYNyZiDBw/ixhtvDN2ura1Fc3NzDmc0toxMEwEAp8uFmpoaqKo6qgTlPQ0NePLn6a/v7n27I24tbMu1pbDMd8YeRERERBHFvg4ssIqV6RSR7333u6Hgen51NfOuqaC98vprmF9dHbrdq6poaW4eFVzfXl+fkeAagFijGa5gExERJS1mgC200SnKCvfBw25sfmYHXn7j7aQmNqxhZXAjWKnTiSeZGkIFzuVy4ZXXX8PDa9ZgemXlqMfnV1fjic2bk95j4D52Apuf2YFfPP9K5AEBsS/E3ORIRESUvNg71iwygNhd/kxf5Mf/ergV3T296O7pRdtpD+bMrEpqgqu/9QBq6+rQ6nazJB+NCS6XC2seWYs1j6yF54wHnqHNuzULalL+AnkwznkX7XwdhZsciYiIkhYzwJbsctyryWZ/5A/sGxdVo+N8JyrKXEkH18NqFtQwuKYxqWpGFapmpHZ+jFQzbw7aTnuinndm3+g655FIDgbYREREyYodYJdYAPhiHsAc1IM5nVdcUV6yqAZLFjEoJsqmeOedEeUL8ZWC5z4RERElI+YylVwq9iFr9outihFRbomeq1IRSzISERElK/YmxxKxD1nRy85ElFsiAbZUoojVwCciIqKI4gTYYivYopediSi3ou2ZGInpIURERKmJHWALdu5jighRATCH9kzEwQCbiIgoNXFLBYikiTDAJsp/ouep6N4LIiIiiix+gC3wYSty2ZmIckv0PBXde0FERESRCaxgCwTYw6X6iChvGaIVRJgiQkRElJK4AbYs+GEb7fJzV7eKg0da0dWtJjYzIkqI+9gJtB5ri/q4cIk+wb0XREREFFnc6Fn0crHRE4ASIZ1k954mtH7cBofdhvXrvpf4DIkorn0th/D7xiYAwH1fXoGaeXNHjTF7AnGPw/QQIiKi1KUlRQQAjIv+iPcPr1wzg4QohwzA6BYIsLnBkYiIKGXxV7CLFUCRAD12iGxcihxg3/+Vu3DwSCtmz6xMboZEFNeNi6oBAEUOW8TVa+OSX+hbrlxmTffUiIiIxh2h5Sp5sh3GOW/MMWavBvgNwBa+KF5R7sJty2qTnyERxeVw2HFL7eKoj0f7AnwleaI9TTMiIiIav+KmiACAPMEmdDDRD3Eiyi7joi/+IEn8XCciIqLohAJsZaJggB0lD5uIcsgU+/IrlVsF/x+BiIiIYhH6OJXKrcE87Dh0rmAT5R2zOwAY8ccpXL0mIiJKC+H1KpFLx6If5ESUPaJffOVJzL8mIiJKB/EAWzhNRCDXk2gcaD7QnOspABA/J0XPcSIiIootAwE200SIVFXFD9ety/U0AADGBYH8a5dFKA2MiIiI4hMPsCtsQqPjbabq6lbh9XKVm8a2x3+6Ee0eT8ZfZ7iRUzSmqsWtYQ+wPB8REVE6ibdtk4JBdrwVauOSH9BMwDJ6NWxkO+f1jz4IhyN7H+rNB5ohSRKcTidqFtRk7XVp/Gl8Zw/e3LUr46+ze08T9r9/CA67DevXfS/iGP2T2PXrhymTmB5CRESULgn1RZYnxg+wYQL62UEoVxePeujk6csrel09KqY5Jify8gnznPHg6W3b8ObOnWH3V1ZVoWHlSvz72jUZfX0af1RVxWNZSg0ZXr32+vzoON+JaVNGn096+6DQsbiCTURElD4JBdjKFAe0j/vijtPPeiMG2DcPdZqrKHdFDAbSyX3UjftWrUKvOvoServHg6e3bkVLczN++dyzcLlcGZ0LjR+P/eDRiO+5TIh3Ppn9ejBFJA6p3ApYmX9NRESULgkF2FK5FVKRAnNQjznO6PQBAXPUh/acmVWYM7Mq8VkmSFXViMH1/OpqfNTaGrrd0tyMbU9txfqfbMj4nGjs2/XGTrzb2Ji114t3PomuXivTi9I1JSIiIkISfduU6Q6hcaIf7pmw642dYcH1j9avx/FTJ/H2H36Pg0cO4/b6+tBjL+3YAc+ZzG9Go7HNc8aDxzdtyvU0wuhnBoTGiZ7TREREJCaJAFtstSuXAXbjnj2hnx9eswarv/VA6LbL5cKTP9+C6ZWVEccTJeOxR7OXGiLCVDWYA7GvNAGAVBG8KkVERETpk3CAPZwmEo9xyQ/4ctPW0e12h36uX7581OMulwt1dXWh22oeBUZUeHa8sB3vt7TkehphmB5CRESUOwkH2ACgVOb3KvbITYsMnimT3EfdeHrbttDtexoacjiby3SPWHqIRfBcJiIiInHJBdiCOZtajgLsmprLda4jpX+oqoqWESuOVVWZ33hJY9PI1JDb6+txz8qVOZ4RYHYHYHrjXz2SK6yAPan/CyAiIqIYkvp0lcrE0kTM7kDciiOZ8M0HLudcv7RjB17cviN023PGg4e++2Coy970yko0fDn3QREVnm1PbQ1VpSl1OvHkz7fkeEZB+lmmhxAREeVS0stXwmkintgf9vtaDqHtdHqreNTdVIdvrF4duv34xo24ZtZsfO6zt+Lzt96KluZmAMGg6FfPPZfW16bxwX3UjWdGpIZs3rIl4/XUvV4f9r9/CB3nO2OO0+Kcc8MYYBMREWVGxgNsra0fiHK1erh1+gu/eRPuYyeSnUpEax5Zi+qa8Jbow6vWw5bfcQfbplPCVFXFD0d0a7ynoQH1d4zeTJtuz/96F3bvacL/+XX0NuzGOa/Q5mJ5gg1wMD2EiIgoE5L+hJVcFkglAuW9/IbQhquu7t5kpzKKqqr40p0r0Dqimkgkb+7ciccezU5baxo7tj21NfTeml5ZiR9nqVGR1+cDAJgIrmZHorX1Cx2Lta+JiIgyJ6UlLNFLzNrxyO3Vb6ldjC8sq8Wd9ctwy1Db53T43ne+G7ZaPdxo5vipk/jTe+9haW1t6LE3d+5E4zusg01img8046Udl3P6n8xCasiw+79yF76wrBYr766Hw2Ef9bjZp8G46Bc6FtNDiIiIMkcyTdNM+tleA97G80JDbbUTIF81OihIN88ZDz5/662h209s3hxxE+NdX7wztEGtuqYG//n73RmfWyE4ePAgbrzxxtDt2tpaNA/lrI93w1dGhr+8OV2usIo1w2NGXjmpHaq3/qP16zOejhQ40gP9dPyrRfJVdthqJ2R0LkREROOZJaVnO2Qo0x3Qz3rjDtWO98GWjQB7xMp1rAohP96wAfevWgUAcVNJiADgsR88GnZlpFdVQxtmoxl+POP12DUz7obiYZY5JZmdCxER0TiX8i4ny7VOoXHGRT9MVUv15RKSSH1rNqShWBrf2YN3GxtzPY2otJP9gB7/YpRUrECenPkvukRERONZaivYCG52lCfZYFyIn/upHe+DdUl5qi8prHUoBSSS3isC6mzl0VJhqqyqwsuvvhp3XKvbjZ9t2hS6PfycjKaH6Kbw5kbL3NLMzYOIiIgApCHABoIf2v4Ll+KO09sHYa1xZbQ82MhApldVseOF7Vj9rQdGjdu2dWvo5/nV1RmbD40NyQbIdTfVpXkmo2mnBwB//NJ8UCQoM7i5kYiIKNPSEunKV9nFSvYBCESpKDKS1+vDrrca4zbUiMTlcuGehobQ7Z9t2oSnt24LpYC4j7px372rQhscAWD1A6MDcKJc2r2nSaw2vBG9Ss+VLDOLAUVKcWZEREQUT2pVREbQzwwicKg7/kAZcNwxFbBE/qDf29SC/S0fwuvzY/bMSnz7XxsijotFVVV87av3hgXR0cyvrsbbf/h9wq8xVrGKSGpUVYX76OVNs8msYLed9uCF37wJAJg9sxIrli/DtCmTI47VTvRDc4vtH7DXT4HE5jJEREQZl7ZPW6WqCLAJHM4AtFOj80W7ulVsfmYH/tjUAq8vmM998nR7Uh0eXS4XfvXcc3FTP5bW1uKV119L+PhE0bhcLtTdVBf6Lxm732kK/XzydDt+8fyr2NvUMnqgbkL7h1iDJqWyiME1ERFRlqTvE1cCLHPFyn9px/uAQPjCeUV55E2Gu/c0Rbw/nqoZVXj7D7/HE5s34/b6epQ6g9VOpldW4vb6erz86qt45fXXuLmR8srBw26c++TCqPunTZk06r5I51E0lnli1X6IiIgodWnZ5Bg62KwSaMd6gXj7rQImAq0qrAvLwu5uuLs+dGl82KDXh47znVEvkcfT8OWVUWthE+WbttPto+6bdXUlaubNDb8zYEI7Id4WXXSPBBEREaUuvdeMLRKUWWKr2PrpgVF1sefMrEL1dXNCt7+wrBaPPbw66eCaqNCsvLse3/rXe1BednnF+a47lo0aFzjWK1T3GgAs83mVhoiIKJvSuoINANa5pdAFa/L6D3fDfmv4pe8Vy5eF/o2WNkI0ls2ZWYV1D6/GvpZD6O5RR33BNL0G9Aj7GCLh6jUREVH2pT3AhkOGMqsY+qmBuEPN7gB0z2Bwg+SQinIX7v/KXWmfFlGhuaV2ccT7tY9UQLD2D1eviYiIsi8jZQWs812AVazebuCoCmhpqRRINOaZqgb9zKDQWGVGEVeviYiIciAzdbusUjDIFuE3oH0sVmqMaFwzAf9fu8TGKlKwayoRERFlXfpTRIYos4qhneyH2afFHaud6IcyoxiSM2PTySpVVdHqjt/kJhqn05l0a24au7R/9AmdTwBguaZUrC49ERERpV1GI1rrwjL4918UGhs40gPbLRPjjuvqVvN+86P7qBv3r1qV9PN/tH49A+wENL6zB61xunYura1NuvFLJnm9PgCAw2GPOc7s18Wv9NjlYIBNREREOZHRAFueaIMy3QH9rDfuWOOSH0aHF/I0R9QxO99qxIdHWpNuoV4I5ldXY/W3Hsj1NArKpo0bcbZ9dP3okR5esybvAuy20x789ndvAwC+/fWGmOUo/Qe7hDc2Whe4MpX8RURERAIy/jFsvb5M+FX8f+sB/NG71Ay3TT8ZoRnHWPHjDRtyPYWC4j7qjhtc56uTp9vh9fnh9fnhPtYWdZx+sh9md0DomJLLAqWyKP5AIiIiypjMJz3bZViudQY7PMbjM+D/axdsN0VOFblr+TLsazmEJYvyO32i7qY6HD91Mu44VVXxuc/eil5VBQB8Y/XqnK+yzp07FwsWLMDRo0cBAF/60pdyOp94WpqbQz/Pr65G/fLlEcfV1uXX6jUALFlYjbZTHhQ57Lhl6eLIg7wGAm5V+Ji2heVpmRsRERElTzJNM/M18gzA98dPYA7qQsMtNS5Y5op1hCxkm366ES/t2AEAKHU60bTvz3C5cp9f3tPTg/vvvx//8i//ggceyO90lbu+eCc+Gsq//tH69WMuvcZ/4CKMC36hscrVxbAuKsvwjIiIiCie7ATYAIxzXvg/ECwxJgH2WydBKrNmdlI55D7qxt0rVoRuP7F5Mxq+vDKHMyo8qqpiycJFodt/eu89VM2oyuGM0ks/2Y/A3wVXrx0yHF+4ClDE6s8TERFR5mRtK5Q81QF5gk1ssAn4/9I1phvQPPboo6Gfl9bWMrhOQuM7e0I/T6+sHFPBtdkTEA+uAdhuqGBwTURElCeyWmvAekO5cBBgDujwH+rO6HxyZccL20NpDQA3Niarcc/lAPtsezuumTUb18yajS/duQJPb90GVRUPUPNKwISv5ZLwcKWqCPIkwS+vRERElHFZSxEZZnR4g6vTgqyLy6HMGDtVEa7c2PjwmjVY88ja3E6qQC3+1EL09UbfPOt0ufDbV18tuJri/n0XYVwSy7uWihTYPz8ZsHD1moiIKF9kvVquPM0B5epi4fGBv/XA7BfbHDnctCOfPfaDR0PB9fTKyjG3KS9bGt/ZExZcL62txdLa2rAxvaqK+1atgueMJ9vTC5PI+1I71iscXEMCbEsnMLgmIiLKMzlpR2H9VBmkEkVssG7C/8ElIHp5bADBph2btjyLTZt/hY7znalPMgOaDzTj3cbG0O31GzbkRdWQQtQ8VJ7v4TVrcPDIYbzy+mt45fXXcPDIYTy8Zk1oXK+q4ofr1uVqmti9pwmbtjyL//ObXXHHGp0+aB/3CR/bWuOC5Mp8pU0iIiJKTG76vcmA7TMTAMGFN7NXQ+BoT8wxw81nvD4/Os7lZ4B95cbG+jsi12ym+HpVFU9s3ow1j6wN+5Licrmw5pG1YUF2S3Mz3EfduZgm2k4FV8/jNkfyGgmlTslX2aHMGfulLImIiApRzhoqS05LsMujIP3UAPR/DkR9fMnCalRfNwfV181Bzby56ZhiWm17amuo42Cp04knt2zJ8YwK25M/3xKz8sqaR9ZiemVl6PbIhjTZdEvtYsy6uhJ31i+LPsgEfO9fEq+aY5dhW1KRngkSERFR2uUswAYAZVYx5KvswuMDh3tgnPNGfKyi3IX7v3IX7v/KXXA4xI+ZDZ4zHrw41FAGAFY/8EBBlZTb9tTWgqzIUTeie2Ou5r9kUQ2+8/UG3FK7OOoY/1+7YPaItUIHANunKwAr866JiIjyVU4DbACwLamA5BCfhv8vXeKbwPLEY4+Gb2wspKohu97YiWe2bcPnPnsrmg/kZhU4WZVVl7/E5GoFO57AkR4YHZG/NEZiua5UvJ48ERER5UTOA2xYJdg+PUF8vAn4my/B7NUyN6c0anxnD95vaQndLqTUEM8ZDx7ftAlAMOd5ZN3pQtDuuVw9pHbEana+0D7ug346etrTlaRyKyzznBmcEREREaVD7gNsAFJFgoGDbsJ34CLMQbHyfbmiqmooQAWA2+vrUXdT/gV60Xzvu98NrbzPr67G+p/kR0Mc91E3tj21NeYYVVXROKJiS1VVfqXk6GcGoR2LXsN7FIsU3BhMREREeS8vAmwgiUvfPgP+/RcBf5z6fTm07amtoVXUUqcTT/68cFavN/10Y6jbZD5tytz1xk7ct2oVntm2LaxV+pW2PbU19OUAyK8VbKPDi0CCXUptNyaWSkVERES5k1ef2LbPVEAqFqyPjWA7dd+Bi4Aev/qC1+vDy2+8jc3P7EDb6cw3HnEfdeOlERsb16xdWzA1r5sPNIfNff2GDXnTDXHH9u2hwPmhBx/Ei9t3hD2uqioee3Rd2Py/sXp1xjaV7nyrEb94/hUcPCxWBtC46If/r+Ll+ADAMs+Z0GZgIiIiyq2st0qPxxzU4XvvAuATX5mWJ9lgq5sYs65222kPXvjNmwCAm5cuxorlMcqmpcHXvnpvKPd6fnU13v7D7zP6eulyZSv3exoa8mrl3X3Uja/de++oFunDK9RXbmacX12NV15/LSNfbrxeHzZteRYAMOvqSnzn6w0xx5vdAfj2i30hHKZcXQzrIvFylkRERJR7ebWCDQBSkQJ73URAES9DZlzwI/Bhd8wx06dMRnmZE3a7DbNnVsYcmyrPGQ/c7ssrmvmSXiHiylbuP86TvOthNQtq8Mprr4XVuAaCgfWVwfXt9fUZC64BwOGwY9bVwXnEq71u9mnwNScWXMtTHQyuiYiIClDerWAPMy75gznWCcxOnmIPViTJg68Nqqri8Z9uhNPlypvNgfHseGE7fjZiU+Zbu3fnTWrIlVRVxa43dmLH9u2hBj5AMF+8rq4O33zggbzZUGp2B4LBdSCB4HqCDbabJubFe5mIiIgSk7cBNgAY57zwf5BYvqpcYYWtdiIbcSTIfdSNu1esiPhYdU0N6pcvxzcfWJ23eeTuo+68/DJgdPrgf/8SkMBeXKlEgX3ZZMDC9zAREVEhyusAGwD0fw4gcLgnoedIpRbYb54I2Ln8J0JVVdx37yq0umNv1KuuqcEvn322oLpQ5pLuGYybujSKXYZj2WSAFUOIiIgKVt5/iitXF8NybWlCzzH7NPiaOmH2FUYzmlzb9tTWUcF1qdM5Ks+51e3GfatWFWTb9GzTjvclHlxbpOAXQwbXREREBa0gPskt851QqooSeo7pNeB77wLM7kBCz+s434n97x+C1+tL6HmFynPGE1bSbn51Nd7avRuH/nYETfv+jINHDuP2+vrQ4+0eDx7/6cZcTDXr2k57knovBI70QGtNoIkMAMiA/aaJkEotiT2PiIiI8k5BBNgAYF1cDnlygrWANRO+fRdgdIoFSF3dKn7x/KvYvacJb+9pSmKWhWfH9u2hn6dXVuKV118Ly2V2uVz41fPPhQXZb+7aNeZXsbu6VbzwmzcTey+YgP8vXQm1Px9m+8wESOXWhJ9HRERE+adgAmxIgG3pBMgTE+j2CAAG4G++BN0zmNDTxssKduOey90Q12/YEHUT45W1sN1HxRqrFCqvL8G/v27C33wRRoc34dey3lDORjJERERjSGFdj5YBW91E+P/aBeNcYoFM4MNumF4dlmui53NXlLtw35dXoOP8BdyydHGKky0MI0vcVddEr8LhcrlQ6nSGGry0ut15UwYvE6ZNmSz+XvAb8B24CFNNMOdfDq5cM7gmIiIaWworwAaGgpIKBA73QP9nYpfitdZemD0BWBeXR21kUzNvbtymIWOVx+MRrhBSVTX2K4mIvBeMS374/9KVUOdRAIBFgq1uIuQKpoUQERGNNYWTInIF66IyWOY7E36eftYL3393wuxJbPPjSF3dKl5+4210nO9M+hj5Yn51dejnWGX63EfdYe3JKws4wPZ6ffhjUwt2p5hnrx3rhX/fxcSDa7sM+62TGFwTERGNUQUbYAOA5drS4Gp0gsxBHb73LkA70Z/U6+5takHrsbbQhshCzteuX7489PPT27ZFzK1WVRU/XLcudHt6ZWVeNnUR4T52As88/wr2NrVg//uHkvuS5DPg33cR2sd9CT9VKg42kWG1ECIiorEr7xvNiDDO++D/S2Ld8obJk+2wLSkHbGLfNdpOe/DCb94Mu89ht+G+r9yFOTMLb1VXVVUsu+WzodVpp8uF1Q88gNq6OjidTrS3t+PxjRvR7vGEnvPLZ59F/R3Lox0yb738u7fR+nFb2H2zZ1bi2//aIHwM47wP/g+7Emp7Pkwqs8J+E7uMEhERjXVjYhlNnmKH7aaJ8LdcArTEAh+j0wfvnzphW1IBeVL8CiW73xmdVuBw2DF9yuSEXjdfuFwuvPLaa/javfeir7cXvaqKp7dujTr+G6tXF2RwDQCzZ1aNCrBPnm6H+9iJ+Hn3BhA42gP9VOIl+ABAnmSDrXZigV8zIiIiIhFj5uNenmCD/dZJybVH9xnwH7gI7aNeIEZ83tWtRizfdtuyWjgchVsJomZBDV557bWwfOwrlTqdeGLzZqz/yYYsziy9bqldjKlXTRp1f1d37KYww51Bkw2ulcoi2OoYXBMREY0XYyJFZCRzUIe/+VLSbdKlCitsN1ZAKlKijtnXcgh7m5rh8/kx6+pKfOfr4ikG+W7XGzvRuGcPVFUNVhWpqkJtXR0aVq4UrjCSz0am+FRfNwcrli9DRXnk2t8AoP9zAIG/q4Ce3GliuaYUlurEN+MSERFR4RpzATaAYNOPg90J18oOUSRYriuFZW4pECVd1uv1YW9TC6rnzSnI3OvxbG9TC2bPrIz5dzP7dQSOdMO44E/uRRQJ1sXlUKY7kpwlERERFaqxGWAP0U8PIPD3nqQ2PwLBig/WReVCudnR7Gs5hNaPT+DmpYvHbX3tbPB6fdi9pwmDPh9W1MdelY5JN6F91AvtZH/MdKFYJJcl2Pq8OPpVECIiIhq7xsQmx2iUmcWQJ9jg/+ASzH494eebAzr8By5CvsoO66fKkgqYft8Y3BTZ1a0ywM6gttMeHDzSCiDYhfG2ZbUJH0M/M4hAq5p4XesRlNklsC5wRb3yQURERGPfmN92JTktsH/+KigzipI+hvGJD74/fgKttTfhXNzhTXXTCrTKSKEY+fudNmX0RsZYTFWDr+kCAoe6kw+urRJsSyfAej2DayIiovFuTKeIXEk/6w0GUUluWAMA2GVYa1xQqsQD9q5uNfmUBRI23PBHuKKL30DArUI/M5jS60oVVtg/MyG5CjZEREQ05oyrABsYSvv44BJMNbkqI8Okcitsi8ohudKXZbN7TxO6elTcvHQxN04OycjvxAS0k/3QjvUmXDf9SpZrSmGZ7+SqNREREYWM6RzsSIZbVQeOqtBPJtcqHQDM7gB8/9MJeaoD1mtLIZVbU5pXx/lO7H//0NDBwQAbGfidGMGye9qJPpgDiefkh7HJsN0o1pyIiIiIxpdxF2ADACTAer0LymQ7/Ae7UlrFNM554TvnhTzBBsu1pZCvSq7hTEXZ5RSS2QyuAaTxd6KZ0Nr6g5VB/MlvYBwmT7TBdmMFU0KIiIgoonGXIjKKbygP15NaHu4wyWmB5ZpSKJVFCacNeL0+DHp9Qvnabac9aD3WhtkzKwuqOslw/fCKcheWLKyOmy+dyO9k9JMNBE70QT89kFre/TC7DOt8J5Sri1M/FhEREY1Z43MFeyS7DOsN5bDMKYH/UHfKudlmr4bAh93QPuqFZW5JMBhTxCJth8MuvEFv11uN6O7pxcHDbtSsK5wA+6+HW0NpHw67DUsW1cQcn8jvZJjZp0H7Rx/09sGka1mHkQDL7BJY5jkBC5OtiYiIKDYG2EOkMivsn5scbI3d2ptyKoE5qCPwdxWBY72wzCmFZXYJYE1fcDZtymR09/QKBZ+JNGH5r71/xsfHT4fdt+KOZZg7a0bU5yTSTKfIcTlnOdHAOR7jkh/a8T4Y531pO6Y8yQbrwnJIJWwaQ0RERGIYYF9BuboYyvQiBI71Qm9LfhNkSMCEdqwX2j96oVQWQaksgjw59cBy5d31OHu+E9MF6msn0oSlu7sX5zsvht3n88ZuFz7cTGdw0Bc3wF6yqAbTpk4OzSVlfgN6+yA0zyDM7kDqxxsiFSmwXu+CPJWtzomIiCgxDLAjsUiwLnDBMqsEgcPdMC7GDjCFGMFOgfqZQcAmQ5nmCAbbE5OrQuFw2IWraowMZCvKnEm9XizlZU509/SGAudE5pMUzYR+dhB6+yCMC2n424ykSLBcWwrL3NJx0IaJiIiIMoGbHAUY57wIHFVTL+0WiV2GUlkEy/QiSBWplfqLRXSz4Gu7/oC/tf4j7L77Vq5AzfzYK9Md5zsz261SN6F3eINBdacvPbnVV1Aqi4JtzlkdhIiIiFLAFWwB8lQH7Fc5oJ3og/aPvvRUpBjmM6C39UNv64dUpITSSNLZwAZIbrNgIjISXBuAfm4oqP7EC6ReYS8iyWkJNg3K4BccIiIiGj+4gp0ovwHt1EDaaipH5ZChTLBBnmiHPMGW9oA7mt6+fvh84WkXLmcpbLYsBJ+aCeOSP/jfRT+Mbn/GgmogWM/aMqeEedZERESUVgywk2UguLnuRB/M3tRK+wmxSJAn2IL/TbRBLrcVfo6wz4B+0Q/jog/GJX/KJRKFSIAyvQiWuSWQyrhiTUREROnHADsNjE4ftBP9wdzgbJGCbd+lUgvkUgukof/kUgtgy6PI2wTMAR1mnwajT4M59J/Rp2X2CsCVrBIsM0uC5RIdefT7ISIiojGHAXYamX0atBP90D0DGU1tiMsqjQq6pVILpBJLwt0lhWkmjN7wANrs02D2axnZkChKKlZgmVsKZUaRcMMfIiIiolQwwM6EbOVpJ0MGYJEhKVKwK6EiQQr9KweDUMvQfboJUzeD/2rBf6EN3acZQ/8O/Zdn5Ak2WOYyv5qIiIiyjwF2JpmA8YkvWLO5w5ve6iM0ilRqgTLdAWVGMaRidl4kIiKi3GCAnS0GYJz3QmsfhHE+cyXnxhupWIEyPTOlDYmIiIiSwQA7F3RzRH3nzDRNGdMcMizDQXU5K4EQERFRfmGAnWvaiA6FFxhsR2Uf0V5+QnLt5YmIiIiygQF2PtHNYIOVLDVayWt2GcrE7DfaISIiIkoVA+x8ZgBGt/9y0H3Jn5cVO9JBKlFCwbQ80cZNikRERFSwGGAXGFPVYFz0BTsgXvIDvsJc4pbKrJAn2IZWqW351RyHiIiIKAUMsAud34DRr8PsDzZ1MQd0GP0azH49tzW4JUAqUiCVWCCVBP+Vh38uthR+m3ciIiKiKBhgj2WaCbNfCwbgA8HW5MONY0JNZDQz4n2hmt3WoSY0yhXNaEbcB0vwZ8mhhAJoqYQpHkRERDQ+McAmIiIiIkojXqgnIiIiIkqj/x/LlKRTWGXzYwAAAABJRU5ErkJggg==" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA5oAAAEJCAYAAAD1mFhPAABWaklEQVR4nO3de3RU9b03/vfee265zCQBIpcEuamQhALiKQlasU812Bbr+j0GRaqnPWit7XOODf4qdq2nBX+CZz2rQh9AXatVKuipVVHC77da0ZpIn3NigURbBEomYrmaiYABkuzJZW57798fQ4YMmcue+0zyfq2VlczMd+/5kszW+czn8/18BU3TNBARERERUVIIgpDpKRBlnJjpCRAREREREdHowkCTiIiIiIiIkoqBJhERERERESUVA00iIiIiIiJKKgaaRER... | 0 |
math | kindergarten | circles | true | false | Which shape is a circle? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACbCAYAAACao4KyAAAMIklEQVR4nO2d649dVRmHf2vf97nPtZ0ytLW00FKs2NYCNWiMXISieEk0Ev87jYQvgighDRECqGhDBYwtpTMQCp1Op9NzZs5t3/defjiMFoLUs++X90mayczk7L06+znvetd611qHcc75dQdYNYChD3gcBBEZiQFNEThUA3YpALtuc35ukHWziDLzQAuQVozJN0sKcE99YiFBRGXoAx+MgXUHuGwAwsCb/IIkI+KkKU6cAoCRDwj+Lb8giDjZccrlgJBtU4iqQKI... | 0 |
technology | grade | font | false | true | Identify this font type | "iVBORw0KGgoAAAANSUhEUgAAAPoAAABQCAYAAAAwa2i1AAAIQklEQVR4nO2dv27iShTGv+u9L5EqKbG85B1WsiCR0m9LmQJBtBLaZ1hFoERykZI2PcJYQuId0BpvGSqeIvItro7XEGzPGAOB+X6SlYQ/nvGc+Txnzpxx/onjOAYh5Kyxjl0BQsj+odAJMQAKnRADoNAJMQAKnRADoNAJMQAKnRADoNAJMQAKnRADoNAJMQAKnRADoNAJMQAKnRADoNAJMQAKnRADoNAJMQAKnRADoNAJMQAKnRADoNAJMQAKnRADoNAJMQAKnRADoNAJMQAKnRADoNAJMQAKnRAD+PfYFThXBoNB8vuPHz+OWBOyD07NvhzR90QQBOj1egiC4NhVIXvg1OzLEZ0chSiK8Pb2BgC4urqCbdvHrdCZkyv0KIrw8PCgdKJTuLN1u11cXl6ehKt1rgwGAwyHQ4RhuPa64zhotVq0zZ7IFfrb2xum06nSiQaDwac3kud5cF33IPWs1WprP03H933c3d0lf7fbbVxeXgIAlsslZrMZer0eer0eRqMRbm9vj1VVJU7OvnEJ6vV6bFlW8rdlWXG9Xi9zqoNiWVbcaDSOXQ3j6Pf7sWVZsWVZcb/f3/lzRB9toS8Wiw+CaTQasWVZ8WKxqLRyVUOhH57xeJwMBKr9QwYSir06tKPuLy8vALA2d5ff5T1CBHHXX19flQNu8/kcANDr9RBF0d7qZhLaUffZbAYAa3Mo+V3e2xWJyKaNbNv2p5+3HYooiuD7/tprt7e3lUauN8so0/7dbhcAMBqNtOs2Go1wd3eHh4eHkwj0fnp0hn9xwzqdzof3Op1ObFlWPB6PS7sX4/E4mQZkHZ1OJ14sFskUIqs8eb/sse0as5Br33ZUOVXo9/uJW7vtqNfryu7uZp3le4vFItcGOu2y6/VnTQm32TavHOm3m4dqX923fYv6fNahM7XRGtEnkwkA4P7+/sN79/f38DwPk8mk1Mg7GAzQ6/UAAK7rotlsro0CURQhCAJ4ngfP89But5PXt5Vn2zZc1117TVYQNl/fhkSEVbi8vNx6TtUVCxWazWZyPolYS/tEUYTlcgnP85IkjqJRUOq8Wq2Spa60DbaVMRwO4XkeZrNZ4l5nIZljzWZz52v2fX+tL2zatqidr66u1j6fvmYVDmFfQK1fli5X585TFF3fjMarIndMlYDNYrFYG9V07mqHDsZVVZ5cb6PRKGwfGR1UV0HSwTIVG4ititpd6rErKm2o284S3d/F+yxTbhY6bSXtr+NZxbFGME7u0K1WK/Mz8l46D7gI3/fheR4cx8F8Pi+cy9m2jfl8DsdxlMs4ZZrNJsIwRLvdRhAEhe0TBAHa7TbCMNQaTcMwVLLB8/MzACQjfxar1aoSGzmOg9VqtfN5zoHBYJBoReygirLQh8MhgPwEfnGhdYInP3/+BPB/VFaHvBvOueD7PqbTKVzX1TLs8/MzXNdN3F4VROQqyLQp79xhGOLi4kLpfHlcXFxoudmnStFNUaZVOnZKoyT0KIoQhmHhHELmTtPpVGlZxPf9ZLTSjcrKTeWcc6Sfnp7Wfu7zuzo3Tp34BSkmCIJc8e4qckBR6NvWzrMQd1FlJJGbwc3NjUo11rBtG+/v72e95DadTuE4TqmbmW3bcByn8oAROSxRFCXTJF2vN41S1D29Pl4kYOmUw+GwMKdcXPxzFmtZpJ13maK0Wi30ej34vn+ybWzy/DyKInz9+hUA8Pv3752810Khi3sNYG1TQhFhGCKKorN2rUk2MoXbFZUp4zmSFnmZhKNNCoUua+fp3UZFyJruy8uLdnSQrLNcLo9dhVLUarUkGFjWmxCv5mR2iFXI9+/fAQCPj4+VeGOFQi8bzp/NZvA8L/d7VXSGc6WKtGJZKTlG2+6aQAX8HWTKxHBOmevra4RhiMfHx8q2VOcG41TWzrP49u0bgPw5vXgIYlCyjuu6yRRIF9WVkn0hwUDP80rXXwYZkwaBdN5Elc9NyBW6ytp5FpImm7e8I+ct2xmA/29G57rDSVY5VJ/yU9V3q+LXr18A/rqhOsh39pEvIf36s9HtdjGdTtFutws96G63i+vra/WTZ6XMbdt3rotKSqykI5Z5cIWkDqqmwUrarA677LGvIkVSrrHMJhuVsiUFVieVWCeFtEzKpk7941g99XozffqzpMDGsf4166YYZwq9it1o0iGKOpFOrnv6vGU7kMp3+v3+zg/UOHSue3rnmW6u+76EHsexch59mfqn65Nn13Sfkfp8FqGXGex0hf5PHMfxpkvw58+fzJ1eRemt6fzq9C4h2ZGWNQ3odrvwPG/ts9t2r6WXbMoEK758+QLg78MIi8rIc6OKHp6pslvu6elJaelEdfealKdqJ7GR4zhJympWnaRvbH4nz67b6r9p3836l8kAkwCW67prNplMJpjNZkl9X19f4ft+kmmWV/9D2De9jJa2QRFS9vv7u9LnP4zoefudi0a3oj3gRSOpyn50nT3XWeTtL06XUTSSZ+1z1jl0vIWq9qMX2SlrpMsqW9WrSo+qWUdZ22665XntslmPrPofwr67lqHKhxH9M5D1hJkqn/99iDL2xSGeMLNPsry3KqLrvu/zyURb+JRCJ+dJ+pnum1OnPDEyw3J3KHRyEGQOncdmHCf9xBvluSjZCoVODoIEQQXXdVGr1ZKkqc0gaJoqM8RMhUInB0GeCHtzc5PppkvsQVYMVKL5RA0KnRAD4L9NJsQAKHRCDIBCJ8QAKHRCDIBCJ8QAKHRCDIBCJ8QAKHRCDIBCJ8QAKHRCDIBCJ8QAKHRCDIBCJ8QAKHRCDIBCJ8QAKHRCDIBCJ8QAKHRCDIBCJ8QAKHRCDOA/7ddffUM8fFUAAAAASUVORK5CYII=" | [
"Verdana",
"Courier New",
"Garamond",
"Quake"
] | null | 1 |
science | grade-4 | identify-magnets-that-attract-or-repel | false | true | Two magnets are placed as shown. Will these magnets attract or repel each other? | 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" | [
"repel",
"attract"
] | null | 0 |
math | kindergarten | represent-numbers-up-to-20 | true | false |
Which picture shows 6 triangles? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAZYAAABcCAYAAABN/JPwAAAGKElEQVR4nO3dTW9UVQDG8Wc607G2TCn2/RVIUBO/AJ/Ctd/AT8AX0LUJrNhZcEvjRlOTsqqJScmQ6IY2KZgUQxtwcEFbpgkMzXVxmZGYaEp75p7z3Px/GyUs5vxXD03vmVvJsix79lr6/Ug6PJbeZAIA4MRqFalRlT4elqbrUuXZqyxrHsQ+FgCgDK6OSrVHR/kfZuvSpyP56gAAcFKHx9J2W3r6Wnp4JA0cvMn/glEBAJxGo5pviCS9PJYGjt/5CwAATqO7IZ1... | 2 |
math | grade-2 | identify-repeated-addition-in-arrays-sums-to-10 | false | true | Which addition statement describes the array? | "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" | [
"4+4",
"5+5+5+5+5",
"1+1+1"
] | null | 0 |
math | grade-4 | multiply-fractions-by-whole-numbers-using-models | true | false | Which model represents the product 4×
1
4
? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAaAAAACOCAYAAAB359yrAAAPsElEQVR4nO3dPWwbd5rH8Z/zBiPSLlksTrqKtJQ7d6LcJLaLiCrs6hJJTSophooAu84FMLBaVzZI2q7iE2BgF4mLABEkdSlCx1vJhUcJEAfZZqitNnu0KVwREd6CSejAm4vBK3gzlvUWvczM/yH1/QBE4hAZjuZr4eF/OCSPtFqt1tpP0n//KP3wRPq5JQAAIvfCEelXz0v/9rLU95J0ZO2frdbX37veLQDAYfLar6UX/v5j+w//+pJ0vKc9nQAAiNoPT6S/PZK... | 1 |
science | grade-8 | compare-thermal-energy-transfers | false | true | The table shows the same data about how the temperature of each refrigerator changed over 10minutes. | 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eOyHNBY2T5om26BBClIq2FhBSfzSOCGGGtujIRiv4hBBCCCGEtCA0wSeEEEIIIaQFoQk+IYQQQgghLQhN8AkhhBBCCGlBaIJPCCGEEEJIC0ITfEIIIYQQQloQekwmIYQQQghplugxmbK1+r2bPya7jWjsOAghLcThUzH0mkJIPdE4IkS+w6diGjuEJou26BBCCCGEENKC0ASfEEIIIYSQFoQm+IQQQgghhLQgNMEnhBBCCCGkBaEJPiGEEEIIIS0ITfAJIYQQQghpQWiCTwghhBBCSAvS6BP827dvY9y4ceBwOLCxscHz588bOyRSTVBQEGxtbRs7DIX17t0bmzZtauwwCCGEEEIaFOMJ/p49e8Bms8X/rKys4OrqitDQUAgEgjpV/u7dO8ydOxcODg5ISkpCamoqzMzMas2zfPlysNlslJaW1qnOhhASEoKePXs2dhhyVW9LVcXdUPWQ5iUjIwPe3t4YNmwYbGxswOPx4OHhgRMnTjDKX1paKvGaVP31iZCPTUJCAthsNl6/fi117u7du1i0aBFcXFxgbW2N/v37Y/78+UhPT2dc/rNnz7BgwQL07t0bHA4HkydPRlJSkjIvgRCiJAqv4F+7dg1ZWVlITEyEj48Pdu7cCS8vrzpVHhcXh/z8fHh5eUFXV7dOZRBCmqe0tDSwWCxs2rQJSUlJuHjxIhwcHLB06VIcO3aMcTm+vr7IysqS+KfIpIWQ5k4oFCI9PR3BwcE1prl79y7atm2LH374AQkJCTh27BjU1NTg4eGBrKwsuXUUFxfjs88+g0gkwrlz55CQkABbW1vMnDkTmZmZyrwcQogS1HmLjr6+Ptzd3TFt2jRcvHgRL1++VLiMnJwcaGpqwsDAgHGekJAQZGVlQVNTU+H6iKSGaku6Z0QWd3d3bNmyBXZ2dtDS0oKRkRFWrFgBAwMDnDp1qrHDI6TZcHd3x8iRI3H79u0a08yaNQsbNmyAra0t9PT00KlTJ2zcuBF8Ph+HDx+WW8fhw4fx8uVLBAcHo3379tDX18fKlSthamqKnTt3KvNyCCFKUO89+J06dQIAqS0zKSkpmD17Nnr16gUOh4Np06YhJSVFfD4sLAyBgYESb7P7+fkB+GfPd1ZWFhYsWABra2sMHjwYALBp0yb07t1boq60tDRMnToVVlZW6NOnD3x9fcHj8aT2X8uLSV7d169fh4eHB+zt7WFpaYkBAwZg2bJlePbsmTh/SEgItm/fDoFAIL4uCwsL8fm4uDh4eHiAw+GAx+PBy8tLIr+8GGRJSUkBm83G2bNnxcfS09PBZrMlVkIzMjLAZrMRGxsr1Zby4q6qZ86cObC2toajoyO2bt0KkUhUY1xVmNZTUFCA9evXY8iQIeBwOHBycsK8efPw6NEjuXUkJCRgypQp4HA4sLe3h4+PD4RCoVQ6Ju3PNJ2i96kuZScnJ2PatGngcDjo378/tm7dKlWeIv26rvewoQiFQpSUlKBjx46NHQohzUZMTAyysrIQGBioUD5dXV2oqakhLy9PbtqrV6/C0tISxsbG4mNqamro378/rly5onDMhBDVqvcE/86dO2jXrp3EL+Tk5GRMmTIF5ubmuHDhAuLi4sBmszFz5ky8ffsWAODp6QlfX18AEL+tHhQUJC6juLgY69atw5IlS3Dv3r0aX0DS09Mxfvx4cLlcxMXF4fLlyxg8eDBKSkok0jGJSV7dz58/h42NDQ4ePIh79+7h0KFDyM3Nxdy5c1FRUQHg/X5zLy8vaGtri68rIyMDAHD58mXMmTMHrq6uuHbtGk6cOAGBQICJEyciNzeXUQyy9OrVCwYGBkhMTBQfi4mJAQCcOXNGfOz27dtQU1ODvb29VBm1xQ0AhYWFCAkJgY+PD5KTk7F27VqEhoYiOjq6xrhkqa0eLy8vJCYmYu/evUhJSUF4eDiMjY3x8OHDWstMTk7G9OnTweVyceXKFcTGxmLMmDFS6Zi2v6ruk6JlFxQUYPv27fD390dSUhJ8fX3x448/4uDBgxLXzrRfK+seqkJFRQUyMzOxbNkymJmZYfHixYzzbtmyBd26dYOtra1Ce/gJ+dglJyejsrISXbt2lZs2KysL7dq1kzrevn17vHz5ss6fxSOEqEadJvgikQi5ubnYuXMnzp49i6CgILRq1Up8PiAgAFwuF9999x3at2+Pdu3a4bvvvoOmpiZ+++03RnVoa2sjIiICvXr1grq6eo3p1q9fj549e2LNmjUwNTVFmzZt4O7uLrUdRJGYaqp78uTJCAgIQPfu3aGhoQE2my1eYf7zzz/lXlNwcDAGDhwILy8vGBkZoUuXLti6dSv4fD52795dp+sH/llF+fDDTjExMRgyZAguX74sfuG9ffs2evXqBX19fbmxVqevr49ff/0VvXv3hra2Ntzc3GBhYYELFy4oXJYsfD4f8fHxGD16NLp16wYNDQ307NkTmzZtwqhRo2rNGxwcDBsbG6xduxampqbQ19eHi4sLNDQ0pNIxaX9V3SdFyzYwMEBERASsra2hq6uLSZMmwcXFBREREeI0ivRrVd/D+ujevTtcXV3x6NEjbNu2TeZEojpNTU1kZWXhzz//RHp6Oo4ePQoLCwssXboUkZGRDRA1Ic1XRUUFNm/ejNatW2Ps2LFy0xcVFUFbW1vqeNWxwsJCpcdICKk7hSf4Tk5O6NatG+zt7REaGoqoqCgMHz5cfD4/Px937tyBm5ubRD4NDQ1YWVnJXY0VB6amJnfCVFRUhGvXrsHV1bXWdIrGVFvdp06dwtKlS+Hm5ob+/ftjwYIFAN6v5NbmzZs3SE9Px8CBAyWO6+vrg8fj4fr164xjkMXR0RH37t1DaWkpXrx4gfv37yMgIABqamq4dOkSgPfvtjg4ODAu80MsFkvqWNXKjTJoa2ujY8eOCA8PR3h4OP744w+ZW2yqKyoqQmJiokQflIVp+6vyPilatqw279OnDzIzM1FWVqZwv1b1PayPzMxMJCQkYMKECRg3bhzOnTunUP7WrVujW7du2Lx5M3r27Int27erKFJCWobg4GAkJydjxYoVjLfEfbiQV6Vqi5+s1xdCSOOp81N0wsLCUFpaiiNHjkicr9oWsH79eqlH18XHx0ttQ6iPqn2DpqamtaZTVkwrV67EkiVLYGJignXr1uH48ePYt28fAMjdx5yfnw8AMDQ0lDpnbGzMaA9kbRwdHVFWVoa7d+/i3LlzsLW1RefOneHs7IwzZ85AIBAgPT0djo6O9arnQ61atVLa/m0Wi4U9e/aAw+EgODgYY8eOBY/Hw6pVq8Dn82vMV9Vu8lZ8mba/Ku+TMsrW19eHSCRCXl6eUvq1Mu9hfbBYLJiYmMDLywtcLhcbN26sczk8Hg/Pnj1DWVmZkqMkpGWIiIhAREQEZsyYga+++opRHn19fZmPp67aDqunp6fUGAkh9SP95zhDI0eOxIIFC7Br1y5wuVxMmjQJANCmTRsA77cOzJw5UzlR1qDqwz7yVs+VEVNubi4iIyOxbNkyeHt7i49nZ2dLpZW1ktG2bVsAkNoXXVV21fm64nA4MDQ0RFJSEuLj4zFy5EgAwKhRo7B69Wrx/vx+/frVWEZDrcDUVI+VlRX2798PPp+P1NRUxMTEIDw8HKampvDx8ZGZx8TEBMD7lfzaMG1/Vd4nZZSdm5sLdXV1tGnTRvzOQUOMtYbUoUMHxu/0ycLn86GpqSlztZGQj90vv/yCwMBAzJgxAwEBAYzzsdlsmV9E+ezZM5iamkJHR0eZYRJC6qleH7JdsWIFHBwc4Ofnh7t37wJ4P+nmcDjiJ7Wokq6uLszMzMR110QZMVXtY+/cubPEcVmrhIaGhhAKhRLnjI2NYWlpibi4OIm0hYWFSElJqffKOovFwoABAxAbG4ubN2+KJ/jOzs4QCoXYsWMHuFxurasssuJWBXn16OjowN7eHn5+fujSpQtycnJqLEtHRwddu3bFnTt3aq2Tafur8j4po+wLFy5gyJAh0NTUbNCx1lDKy8uRmpoKa2vrOuUXCoW4efMmnJycaMsAIdXs3r0b3333HebNm4fAwECFxsjAgQPx4MEDvHnzRnyssrISt27dwqBBg1QRLiGkHuo1wVdXV8e2bdtgaGiIhQsXircE+Pv74+rVq1izZg2ePn0KoVCIJ0+e4Oeff5b5mL/6WLhwIU6fPo3o6Gjw+Xw8fPgQnp6eKCoqknjxqm9MZmZmsLCwwKFDh5CTkwOBQIDo6Gh88803Umnt7OxQUVGByMhI8dN1AODbb79FfHw8tm3bhrdv3+Lp06fw9vaGtrY247dJa+Pk5ITExERYWlqKvxFYV1cXgwYNwo0bN+Tuv68pbmWTVc+TJ08wc+ZMXLp0CUVFRRAIBDhx4gSys7PlfsjW09MTZ86cwbFjx8Dn85GWloa5c+dKreozbX9V3idFyhYIBDh//jzevXuHV69eYf369Xj06BFWrlwpTtOQY03ZVq5cidDQUGRkZIjj/vrrr5GTk4O1a9eK05WXl4PNZkt91mbbtm0ICAjAgwcPIBQK8fTpU/j6+qKgoAArVqxo6MshpEkLCwvDhg0b4OfnJ34ktSw1jbfJkyejY8eO8PPzQ25uLoqKivD9998jLy9P/Fk0QkjTUe/HZJqYmGDHjh3Izc2Fp6cnysrK4OjoiKNHj+L169cYN24cbGxs8Nlnn+HWrVuws7NTRtxi06dPx+LFi7F+/XrweDx4e3tjwoQJ0NPTk1itrm9MLBYL4eHh0NLSwrBhwzB06FDcuHED/v7+Uml5PB78/Pywfft2WFlZiVdmXVxcsHfvXly8eBGOjo7ip/0cPXqU0VND5Kmqp2r1vkrVz/Im+DXFrWyy6jEyMoKZmRkCAwPh4OCAAQMGYO/evdixYwdcXFxqLW/q1Knw8fFBcHAwbG1t4e/vj0WLFkk9LYhp+6vyPilStpqaGk6cOIEhQ4Zg0KBBSE1NxfHjx9GjRw9xmoYca8o2cOBAJCcnY9asWeByuZg6dSqKiooQGRkJLpcrN3+fPn3w6NEjfPnll+ByuXB3d0dxcTGioqLq/A4AIc3RiBEjwGazsWbNGgBA//79wWazERYWJk5z9epVAO+/E6P6Z3bYbDYeP35cax26uro4ePAgRCIRnJ2dYW9vj4SEBOzfv1/iNYkQ0jSwfj95VjTZbURjx6FUeXl56Nu3L/bs2QNnZ+fGDocQhQUFBeHIkSO1fjNlU3X4VAxa2msKIQ2NxhEh8tE4qVm9V/AbW3JyMpYvX47U1FSUlZUhOzsbq1atgqWlJe0LJIQQQgghH51m/5gJQ0NDZGZmYvr06SguLoaRkRGGDBmCAwcO0FM0CCGEEELIR6fZz4DZbDaioqIaOwxClEreB+EIIYQQQmrS7LfoEEIIIYQQQv5BE3xCCCGEEEJaEJrgE0IIIYQQ0oLQBJ8QQgghhJAWhCb4hBBCCCGEtCCs30+eFTV2EIQQQgghhCiKvuhKtlYANQ4hRHnomwUJqT8aR4TId/hUTGOH0GTRFh1CCCGEEEJaEJrgE0IIIYQQ0oLQBJ8QQgghhJAWhCb4hBBCCCGEtCA0wSeEEEIIIaQFoQk+IYQQQgghLQhN8AkhhBBCCGlBGn2Cf/v2bYwbNw4cDgc2NjZ4/vx5Y4dEqgkKCoKtrW1jh6Gw3r17Y9OmTY0dhkI2bdqE3r17N3YYUppjWxJCCCEfK8YT/D179oDNZov/WVlZwdXVFaGhoRAIBHWq/N27d5g7dy4cHByQlJSE1NRUmJmZ1Zpn+fLlYLPZKC0trVOdDSEkJAQ9e/Zs7DDkqt6Wqoq7oeohzUtGRga8vb0xbNgw2NjYgMfjwcPDAydOnGCUv7S0VOI1qfrrEyEfg/qOg7t372LRokVwcXGBtbU1+vfvj/nz5yM9Pb0BoieEqEorRTNcu3YNn3zyCYqKinD58mUsX74cKSkp2LNnj8KVx8XFIT8/H15eXtDV1VU4PyGk+UpLSwOLxcKmTZtgY2MDPp+P8PBwLF26FOXl5ZgwYQKjcnx9feHp6aniaAlp2uo6Du7evYu2bdvihx9+QI8ePVBQUICAgAB4eHggOjoabDZbBdESQlStzlt09PX14e7ujmnTpuHixYt4+fKlwmXk5ORAU1MTBgYGjPOEhIQgKysLmpqaCtdHJDVUW9I9I7K4u7tjy5YtsLOzg5aWFoyMjLBixQoYGBjg1KlTjR0eIR+FWbNmYcOGDbC1tYWenh46deqEjRs3gs/n4/Dhw40dHiGkjuq9B79Tp04AILVlJiUlBbNnz0avXr3A4XAwbdo0pKSkiM+HhYUhMDBQ4u1FPz8/AP/s+c7KysKCBQtgbW2NwYMHA5C9RzktLQ1Tp06FlZUV+vTpA19fX/B4PKk9w/Jiklf39evX4eHhAXt7e1haWmLAgAFYtmwZnj17Js4fEhKC7du3QyAQiK/LwsJCfD4uLg4eHh7gcDjg8Xjw8vKSyC8vBllSUlLAZrNx9uxZ8bH09HSw2WwcO3ZMfCwjIwNsNhuxsbFSbSkv7qp65syZA2trazg6OmLr1q0QiUQ1xlWFaT0FBQVYv349hgwZAg6HAycnJ8ybNw+PHj2SW0dCQgKmTJkCDocDe3t7+Pj4QCgUSqVj0v5M0yl6n6rcuXMHs2fPBpfLRa9eveDu7o6ffvqpxvRMYmHSdkz6vyJtqQpCoRAlJSXo2LFjg9RHCJGmq6sLNTU15OXlNXYohJA6qvcE/86dO2jXrp3EL+Tk5GRMmTIF5ubmuHDhAuLi4sBmszFz5ky8ffsWAODp6QlfX18AQFZWFrKyshAUFCQuo7i4GOvWrcOSJUtw7949XLlyRWb96enpGD9+PLhcLuLi4nD58mUMHjwYJSUlEumYxCSv7ufPn8PGxgYHDx7EvXv3cOjQIeTm5mLu3LmoqKgA8H6/uZeXF7S1tcXXlZGRAQC4fPky5syZA1dXV1y7dg0nTpyAQCDAxIkTkZubyygGWXr16gUDAwMkJiaKj8XExAAAzpw5Iz52+/ZtqKmpwd7eXqqM2uIGgMLCQoSEhMDHxwfJyclYu3YtQkNDER0dXWNcstRWj5eXFxITE7F3716kpKQgPDwcxsbGePjwYa1lJicnY/r06eByubhy5QpiY2MxZswYqXRM219V9wkAbt68iSlTpsDCwgIxMTG4ceMGFi9ejJs3b8pMzzQWeW3HtP8zbUtlq6ioQGZmJpYtWwYzMzMsXryYcd4tW7agW7dusLW1VWgPPyEtiTLHQXJyMiorK9G1a1clRkgIaVC/nzwrYiIiIkJkbm4uysnJEVVWVopev34tCgsLE3Xv3l0UExMjkXb8+PGiSZMmSRwrLS0V9evXT7R161bxsR07dojMzc2l6goMDBT17t1bVF5eLnVu48aNIi6XK/55+vTpovHjx0ul43K5oo0bNyocU211yxIbGysyNzcX3b9/X3zs+++/F1lbW0ul/fTTT0VffPGFxLHCwkKRjY2NaMOGDXWOQSQSiebNmyeaMGGC+Gd3d3fRF198IbKyshLx+XyRSCQSrV69WjR27FhxmuptWVPcgYGBIh6PJ3Xc1dVVtGzZMrmxMamnuLhYZG5uLtq5c6fc8qqbNGmSaNy4cVLHq/cBpu2vyvs0evRoqX74oeptxSQWJm3HtP8zbcvaMH1N+ZC5ubnI3Nxc5OrqKkpNTVU4v1AoFGVkZIiWL18uMjc3Fx06dEjhMghpSuoyjpQxDsrLy0UeHh6iHj16iLKzsxXOT0hDqss4+VgovILv5OSEbt26wd7eHqGhoYiKisLw4cPF5/Pz83Hnzh24ublJ5NPQ0ICVlZXc1dgqampqUFdXrzVNUVERrl27BldX11rTKRpTbXWfOnUKS5cuhZubG/r3748FCxYAeL+SW5s3b94gPT0dAwcOlDiur68PHo+H69evM45BFkdHR9y7dw+lpaV48eIF7t+/j4CAAKipqeHSpUsA3r/b4uDgwLjMD7FYLKlj7du3r9NnL2TR1tZGx44dER4ejvDwcPzxxx+MtoUUFRUhMTFRog/KwrT9VXmf8vLykJqaKre/KhqzvLZj2v+ZtqUqZGZmIiEhARMmTMC4ceNw7tw5hfK3bt0a3bp1w+bNm9GzZ09s375dRZES0nQpYxwEBwcjOTkZK1asoK1yhDRjCk/wr127hqysLISFhaG0tBRHjhyROF/1dv/69eulHtkVHx8vtcWhPqr2B5qamtaaTlkxrVy5EkuWLIGJiQnWrVuH48ePY9++fQAgdy96fn4+AMDQ0FDqnLGxcb33Ojo6OqKsrAx3797FuXPnYGtri86dO8PZ2RlnzpyBQCBAeno6HB0d61XPh1q1asVoDz4TLBYLe/bsAYfDQXBwMMaOHQsej4dVq1aBz+fXmK+q3dq1a1dr+UzbX5X3iWmsVZjGIq/tmPZ/ReNTJhaLBRMTE3h5eYHL5WLjxo11LofH4+HZs2coKytTcpSENA91HQcRERGIiIjAjBkz8NVXX6kwQkKIqin8mMwqI0eOxIIFC7Br1y5wuVxMmjQJANCmTRsAQEBAAGbOnKmcKGtgbGwMQP7quTJiys3NRWRkJJYtWwZvb2/x8ezsbKm0sla727ZtCwBS+/2ryq46X1ccDgeGhoZISkpCfHw8Ro4cCQAYNWoUVq9eLd6f369fvxrLkBW3KtRUj5WVFfbv3w8+n4/U1FTExMQgPDwcpqam8PHxkZnHxMQEwPvV59owbX9V3qeqfsj0D0pFYqmt7WbNmgVAfv9n2paq1qFDB8bv9MnC5/OhqamJVq3q/PJGSLOn6Dj45ZdfEBgYiBkzZiAgIEDF0RFCVK1eH7JdsWIFHBwc4Ofnh7t37wJ4P+nmcDjiJ7Wokq6uLszMzMR110QZMVV9mVfnzp0ljstaHTE0NIRQKJQ4Z2xsDEtLS8TFxUmkLSwsREpKSr1X1lksFgYMGIDY2FjcvHlTPMF3dnaGUCjEjh07wOVyoaenV2MZsuJWBXn16OjowN7eHn5+fujSpQtycnJqLEtHRwddu3bFnTt3aq2Tafur8j4ZGxujR48ejPthXWKR1XZM+z/TtlSl8vJypKamwtrauk75hUIhbt68CScnpwb7g5WQpkbRcbB792589913mDdvHgIDA2nsENIC1GuCr66ujm3btsHQ0BALFy4Ur0z6+/vj6tWrWLNmDZ4+fQqhUIgnT57g559/xtatW5USeJWFCxfi9OnTiI6OBp/Px8OHD+Hp6YmioiKJF6n6xmRmZgYLCwscOnQIOTk5EAgEiI6OxjfffCOV1s7ODhUVFYiMjBQ/XQcAvv32W8THx2Pbtm14+/Ytnj59Cm9vb2hrayvl7VAnJyckJibC0tJS/I3Aurq6GDRoEG7cuCF3/31NcSubrHqePHmCmTNn4tKlSygqKoJAIMCJEyeQnZ2NUaNG1Vqep6cnzpw5g2PHjoHP5yMtLQ1z586VWolm2v6qvE+rV69GQkICgoOD8ddff6GoqAjnz5/H/PnzZaZnEguTtmPa/5m2pTKsXLkSoaGhyMjIEMfz9ddfIycnB2vXrhWnKy8vB5vNlvrswrZt2xAQEIAHDx5AKBTi6dOn8PX1RUFBAVasWKH0eAlpipiOg5rGUVhYGDZs2AA/Pz/xo6oJIc1fvR+TaWJigh07diA3Nxeenp4oKyuDo6Mjjh49itevX2PcuHGwsbHBZ599hlu3bsHOzk4ZcYtNnz4dixcvxvr168Hj8eDt7Y0JEyZAT09PYrW6vjGxWCyEh4dDS0sLw4YNw9ChQ3Hjxg34+/tLpeXxePDz88P27dthZWUlXml1cXHB3r17cfHiRTg6OsLd3R2ampo4evSoUvY9V9VTtXpfpepneRP8muJWNln1GBkZwczMDIGBgXBwcMCAAQOwd+9e7NixAy4uLrWWN3XqVPj4+CA4OBi2trbw9/fHokWLoK+vL5GOafur8j4NHToUBw4cQEpKClxdXTFgwAD88MMP4PF4MtMziYVJ2zHt/0zbUhkGDhyI5ORkzJo1C1wuF1OnTkVRUREiIyPB5XLl5u/Tpw8ePXqEL7/8ElwuF+7u7iguLkZUVFSd3wEgpLmp7zi4evUqgPff61H9MzpsNhuPHz9W8RUQQlSB9fvJs6LJbiMaOw6lysvLQ9++fbFnzx44Ozs3djiEfFQOn4pBS3tNIaSh0TgiRD4aJzWr9wp+Y0tOTsby5cuRmpqKsrIyZGdnY9WqVbC0tMSgQYMaOzxCCCGEEEIaVLN/zIShoSEyMzMxffp0FBcXw8jICEOGDMGBAwfoKRqEEEIIIeSj0+xnwGw2G1FRUY0dBiGEEEIIIU1Cs9+iQwghhBBCCPkHTfAJIYQQQghpQWiCTwghhBBCSAtCE3xCCCGEEEJaEJrgE0IIIYQQ0oKwfj95VtTYQRBCCCGEEKIo+qIr2f4ffuf3bHjAe5IAAAAASUVORK5CYII=" | [
"Thermal energy was transferred more slowly into the refrigerator with its door open.",
"Thermal energy was transferred more slowly into the refrigerator with its door closed.",
"Thermal energy was transferred into both refrigerators at the same rate."
] | null | 1 |
math | grade-3 | compare-fractions-in-recipes | false | true | Does this recipe call for more cheddar cheese or picante sauce? | 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" | [
"picante sauce",
"cheddar cheese"
] | null | 1 |
math | grade-4 | measure-angles-with-a-protractor | false | true | Is this angle acute, right, or obtuse? | 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" | [
"obtuse",
"right",
"acute"
] | null | 0 |
science | grade-4 | compare-properties-of-materials | true | false | Which would stretch the most? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAA9n0lEQVR4nO29eZgc1Xn/+zlVvW+z9WgWjbYZ7RKgBSSx2KwGh8VxIF6wzWM7tpM4uTZ2QhwS+F3HSRxvsa9zwQGS+Dp2bIiDV8B2AgQvLDJCLAIJAdqX0ewzvS/VVXXuH6fXmZFGmunRtER/n6ee7qnuqTpV9e33Pe96xHNRKVf4IahTRx2nFXELXk9CnwFNDrikUe3X6oSsY64Q1GGFX71PWKX9Wp2QdcwlCvzLydI+bW6GUkcdx0edlHXUHOqkrKPmUCdlHTW... | 2 |
science | grade-3 | compare-properties-of-objects | false | true | Which property do these three objects have in common? Select the best answer. | 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" | [
"stretchy",
"flexible",
"slippery"
] | null | 2 |
math | grade-7 | similar-and-congruent-figures | false | true | Are these shapes congruent? | 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" | [
"yes",
"no"
] | null | 1 |
science | grade-2 | identify-mammals-birds-fish-reptiles-and-amphibians | true | true | Mammals have hair or fur and feed their young milk. A sea otter is an example of a mammal. Select the mammal below. | 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" | null | [
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math | grade-8 | front-side-and-top-view | true | true | If you look at this object from the side, what will you see? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA3gAAAGHCAYAAADiNfCrAABwm0lEQVR4nO3dfVzUdbo//tfIIHI7BILASuAeQYNODOHXpCBRdzcwU9sk3e6Q1VbPtomwx21TE2jV9uTJ8W5/q2dVvIndAjyaaagnhSJDDWVohQzdmBoFBCGY4UaEYX5/DDOpIXIzM5/5jK/n47GPgmFmLoTaz6vr+rwviV6v14OIiIiIiMxCIpEIXQLdw4YJXQARERERERGZBwMeERERERGRnWDAIyIiIiIishMMeERERERERHaCAc8Kdu/ejfvuuw9TpkyBUqk... | 1 |
math | grade-7 | identify-trends-with-scatter-plots | false | true | Does this scatter plot show a positive trend, a negative trend, or no trend? | 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" | [
"negative trend",
"positive trend",
"no trend"
] | null | 2 |
math | precalculus | determine-one-sided-continuity-using-graphs | false | true | Is f(x) continuous from the right at x=1? | 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" | [
"no",
"yes"
] | null | 1 |
math | pre-k | name-the-shape | false | true | What shape is this? | 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" | [
"triangle",
"circle",
"square"
] | null | 1 |
math | algebra-1 | identify-linear-quadratic-and-exponential-functions-from-tables | false | true | Is this function linear, quadratic, or exponential? | "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" | [
"exponential",
"linear",
"quadratic"
] | null | 1 |
math | kindergarten | triangles | true | false | Which shape is a triangle? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAFvElEQVR4nO3dTYscVRSH8ae6e2YRM+NCUFw5BNSFZJ2lXyeIIPkogmi+jtsQsglZxIiMK8eFkEwnA0mmu1xULplJ5qW76r6ce+7/2RVNwenmR0HXy62u7/v+6A38eQLLFZz2KDW5RQd7c/j6BnyxC93R675/cFx6LOW5O/uweHYybHy5C99+MihUamrLFTx9Bf+8gT9OYHZ8OnwgZCpme/PBFMDLFcxWZz5QKmbB1NseZmVHUa0kaCpLgqayJGgqS4KmsiRoKku... | 1 |
math | pre-k | tally-marks-up-to-10 | false | true | Count the tally marks. What number is shown? | "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" | [
"2",
"5",
"7",
"8"
] | null | 3 |
math | pre-k | count-sides | true | false | Which shape has 5 sides? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAADR0lEQVR4nO3aP24cdRzG4XftXYNCAg04QgEpDXCE3CJF6pwhRQ6Sg+UGIXQUmNZOLMXYGoqVRYQITcbv/NnnqXY00m+/xUezO/ObzTAMw9lV8ttlcnGTXA+Bz7bdJA+Ok5/uJQ9Pks3Zh2F4fT71WKzZk6+T7dvL/cH3J8kvX+0rhM91cZO8eZ/8cZX8epkcnV/vT4iMMT043jeVJO9ukqObj07AmG6b+mtIjqYdhUMhNCqERoXQqBAaFUKjQmhUCI0KoVEhNCq... | 0 |
math | algebra-1 | factor-quadratics-using-algebra-tiles | true | false | Which area model represents the factorization $6 x^{2}+8 x+2=(3 x+1)(2 x+2) ?$ | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAVUAAAEdCAYAAAC8B/QvAAAUo0lEQVR4nO3de2zV9f3H8dc5p6XAKW0jLVigXFoQYYCFyozgJhgrmWJMBDfNppvJNrNgMmemiRn/bH9oJJmXZGHOX3TZMmEzwRkYTChemDrDMC1hAeaASkfLgfYUegqnpe053/P7o9BAhV7fh8+5PB//4PkSz+fNKyev8/me72m/vkQikTjVLR3tkM7FpVhCAIAhyvFJEwLSnPHS5DGS71RXIvGvdtdjAUD6u61AyjnS0fugdIw0N9jbuACAoTkXl76ISqFu6b8... | 0 |
math | grade-5 | compare-fractions-and-mixed-numbers | false | true | Which sign makes the statement true?
1
5
1
11 | 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" | [
"=",
">",
"<"
] | null | 1 |
science | grade-6 | identify-ecosystems | true | false | Select the hot desert ecosystem. This ecosystem has:
long, cold winters and short, cool summers
many evergreen trees
soil that is poor in nutrients This ecosystem has:
a small amount of rain
dry, thin soil
many different types of organisms This ecosystem has:
long, cold winters and short, cold summers
mostly small plants
soil that is frozen year-round | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9d7Rkd3nmi392rF05nTo5dPfp0zm3WmplCQkECBtjkrkGzGAGh7GNPU7M9Sz7esbL8FsMM75g+5qBMTZgkoVBmCQhqRU7SGp1UOc+p0/OleOuHX9/7Krd5zTC2DO2sU09a5W60t6161u1dZ563vd5XuGFkutuDUNUooMOOuiggw466KCDDv5JULHhcg2EsuW6HeLZQQcddNBBBx100ME/NSo2CK7ruj/sA+mggw466KCDDjro4EcD8tobu+96Nf0... | 1 |
math | kindergarten | compare-two-groups-of-coins-pennies-through-dimes | true | false |
Which is more? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAlYAAACYCAYAAAAm2KfyAABatElEQVR4nO39d5hdZ3no/X9X3b1O7zOSZjSjXq3uDrZxpRkIJYSThITwcsI57+E9L0nIC8kvnHOSkxAgCQdMQgs9Nthg3OQm2+q9jkbTe92z+96r/v7YmgkOJMhmJI2s53NdXJaxNHvdW89zr3s96ymS67rumAEXcpC2wXIRBEEQBEEQLoEqQUiBVj9U6SCNFV33QOpqX5YgCIIgCMK1bUsY1K5c6V9qdFgeKFVdgiAIgiAIwq+WtqEzC6MGnM+BnLJK/0EUVYI... | 1 |
math | grade-5 | compare-fractions-and-mixed-numbers | false | true | Which number is greater than the one shown? | 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" | [
"4+3/5",
"5+4/5",
"4+1/5",
"4+2/5"
] | null | 1 |
math | kindergarten | one-less-with-pictures-up-to-10 | true | true | Count the apples in this group. Which group has one less than the group you counted? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA1YAAAB+CAYAAAAnS4CtAABQR0lEQVR4nO3deXxcZ33o/885s++jGe2rtS/e7cSOs0GbkARoQoEkQGmB0kJLW+AWaH+U0tvtllJa6K+0F3rh9hZof7fALbdlbcPSssRxnDheZdmSrH2XRrPvyzm/P0aS5Xi3bGtkfd+8eDkanznzaI6/33O+z3me5yiAjhBCCCGEEOKm0HWd2SycS0KsAHm52r7jGBVwGaDdDlXm4msKUlgJIYQQQghx08xmdF6IrncrxO2y3w2VZjCud0OEEEIIIYS4kwwmi3/... | 2 |
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