<snapdata remixID="9136517"><project name="PythaogreanTheorem" app="Snap! 5.4, http://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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BNzb4BDq61YIi4L3NVrzn4Ny0KTQJvGSRpIR4fDNqGBLj4mBkbIy2PXujYQs3ZGVm4uKRgwi7Eyw23ITZc9HR06tUDBkdFYWdP2wo1iHr7o2b0Gv2CUys7UtlTLrSCQewrlhah+bJAaw+xhaBt0NLJwZeE2NhzjyaDF6RNXZu3IBTe/6FraMjZqzZALtq1cWGouAXm5ctxtXTJ9nPKlaqjNX/7oWJqVmpGHPf1i0wMaHgHBYS+8vOzoZv4FNU6/1VqYxHVzrhANYVS+vQPDmAy97YadEvEHPrCHQNvHm5uQi4eAH+p07gadgD5OXmoXaDhujiPQAb538D5AFLt/1VCL4ia6WlpGDW8MFIiI1hPxo44RN4j5tQKsZMS03Fz4sWoHm7dlL7e3w/FEnV+8PC0aVUxqQLnXAA64KVdWyOHMBlZ/C0mJeIvXMCHs2qw9Onv06teGPeRuLH+d8gIvS+VAN4jR0Pn4mfSn1+/sA+/LluNXtubGqKtbv3w9K6dDITnT14APFRb1HJ1lbi+Cg4xyXfO3Ds/23ZfWBa1jMHsJYZlE8H4AAu/a+AwBtz+yjaNraH12AfmJkJS+oecjsYvmdOoU6jRhp1xkvnu4smjmNXiooro6bNQI9BQ6RWoetJc0cPx5vnz1idbgMH4aOvvi4Vg9LqfcPcb9CsjfTkFK+ev8BLw8ao5OJRKmPS9k44gLXdwjo4Pw7g0jO6MsF76dRJODdprDHgTU1OQkjAdbh36YafFsxDwPmz7D5tp/7eaN+rDywrVULE/fv49+cfQatjKhWsrNiq1sRM+tlu0KWL2DgvPxGCvoEBVv39r8Qta1VY+YafH+5d90e12nWkNu97OQh2/RZCT99AFUPQqTY5gHXK3LoxWQ5g1dtZ2eB1cqmPVp27lmoQCqEqEXjJmYr+o3PbMTNm4c+136FcOUN2fYju8hYsBN8F48cwL2gqJW1DU52ln3+MR3fvsPotO3bG1OWrkJ6WiqT4eNhUVZ0nMq3AV0yZhHqNGqFy1aoSr0LFRsfiXmxFVHX3Fiohf++9AhzA/FPQOgU4gFVnUgbeW0fRtoliW833bgeDVrw1NQi8pOrhv7bh+K6/kZqcLBZZT08PdD46cso09Bw6XKL4Fw4fxLbVK9kzYxNTrNn9H/N0llYIvgRhKtR+d5/BuHrmNKo4OGDB5q1KvyNM4PU/fRIPg4Ph0rwlYt+9w/NHYchMT4NDjRpFYHzdLxAVu30DA+PS8dJW3Rddti1zAJet/rx3FSjAAax8UTPi3yIq6ADaNLKH91AfmAs849VU8IoU/WvDWpzdt7eIwPY1amLFjn+khnQkwM37aAReP3vK3u3k6YXxs+cWayjahqbt6A/L5KUr4N65q1KMXBi8LWBf/f9Xo6iD7OwsPLwTghePHoICcohgnJaahoDHGXDsOEYp49DVRjiAddXyWjxvDmDlGZeB98ah985VA3QWvCJFKYjGgglj0LGfJ+hu7JG//mSPLCwrYs3ufcWGkLx1xRcb5sxk9elsd8Vfu0Dg/rDQVvPZff/hxD87xdvWbOVsaspWwr2Hj2T9KVJKAq+ktgnGj+6GsJUxjTEmOg62/ZfCuILklIaKjE9X3uUA1hVL69A8OYAVN7YIvO71K2HAsMGwsDAX1Kimr3glTZqCZpCzVWZGBmYNG4TYd1GsWv+PxmHQJ58Vq9PySZ/hYfAtVqdZew9MX7W2SP2nYQ+xcMIYtq2tOvDegUvz5kVWvLIaOfLVaxzY8Q9su0xChRqNZX2N1/tAAQ5g/klonQIcwMJNqizwht69iwvHj2vMGS+Fgwy+6o/QWzeYY5VFxYpo5N4aDVu6FXveevnYEWxZuYwJTuEl1/y7D1ZSktxTnYj797D40wliuM7btBlO9V0QePE82vboJe7r1yULEXTpArp4+8DzozFKW/E+CL6DBs1pq7maoI8k+u07+F/yR7yxE+xaeELf0FhQO/ylfAU4gPmXoHUKcADLb1Jlgffh/VDmXFWtdm24d+6i9l7NdPf13MH9OLx9G+JjoosIV8e1ET5fuESq5zG9P2/sKLyMCGfvdujXHxPnzCvWAD99OxcBF86xOraO1ZCRlsb6nrJsJdw6dWE/F42lOEctWaws2mrm4JVFrdKvwwFc+przHlWsAAew7AIrE7znjx2Bg5MT2vXsrfbgJYUoIxFFrgq+5i8WjK4S6ZczKJStiFbDc3/8BQ5OtSQKe/uqH9Z/nR8jmbaml/35Nxxr1ZZqhBfh4Zg/dqR4FSyqSHdvl2/fKbvxiqlJvxj4nzmF+7du8xWvUhRVTSMcwKrRlbdahgpwAJcsfmZSDKKCDsLNuaJCZ7xh90Nx7thRODjVRJsevWBgoDnBGTYtmo/rZ88wsWo618OACZ+gcavWzEHqwa2b7G6vKCJVZTs7LN66XepW8Kqpk3D/ZhBrq2nb9vhq9TqJRjj93x4c3bG90Gqbtq47ew1A35Gji72aVLJVAQLv9fPnEBocDOdGjflWsyyilWEdDuAyFJ93rRoFOICl60rgfRt0EM3rWMJn+BBYVhDmXKXJ4CV1QgIDsHr6FCYUXemhbWaDcuUKCUcezwsnjhVHsRIFxJCk7pMHoVj08TjxqnbOD5vQoEXLIlV/X74EvieOsZ+rArx3gwJRr3ETVKslebVe0t+42Jg4+J33RZxRTX7GW5JYSnjOAawEEXkT6qUAB3BRe4jA28ypPAYOHwIrqwqCjKbp4BVN+qcFcxFw/hyMTEyw8eBRiWn46ByWVsE3fS+LtZq1YSNc3VpJ1O7nRd/i2tnT7Bk5Vs396VdcPHyQJVNo3a0H+3lM1FvMHzuKhapU5opXGeD1v3gFceVqwrZFP+5cJehvh/wvcQDLrxl/Q80V4AD+v4F0Gbwxb98i7M5ttOnes8gX+9UgL0RHRqJuo8b49pffCz0n8B7buQMXDh1gV42o0L1bun/bzWeQ1By9Ua9fYc6IoSx4BRXzChWQkpjItpXX/Psfu8dLJSM9HcYmwpJViAbKtpovnMPdQMVWvHExsSDwRus5ws7NCwZG+WPkpXQU4AAuHZ15L6WoAAcwoMvgpXu55NV8+egR5OblSgx48VmvriycZO2Grli4eSv7OilWMwW/OLNvL/NMlhW8ok87OysLa2dOw/0b+WfBokKOXdNWrUHj1m0U/lvwf/AGwblxE1Sv5SSoTQ5eQbIp/SUOYKVLyhssawV0GcDKAm/E43CcPXwIdtWraZRz1bNHYVg55fNCsZolBbz4apA3oiPfsFXp6l17cWbfnkLgNStfHn1HjEb3wUOkrngLfucUu/nnRfNBq+6C4O3QzxOeo8dKzbEr698VDl5ZldKsehzAmmUvPloZFNBFAGelJiDqxmE0qW6MgcMGCz7jJfCeOXQQVWvWYFu3muDVTNvEfqdOoEOfflj15WRxpClRkgRbB0cs2rIN5hb/P/f+Ye5s3LicH2eZnK9ysrPZ/ybw9hwyjP1nVt5Chq8tvwplKZo5dCAL4kErXg5emaXT6YocwDptfu2cvC4BmMD7NvAAGjkaYvCo4bCyshRk1CePw3H60EFUtq8Kj959Uc7QUFA7pfkSgZfOaem8ls5th0+aynLvUhk/+xvERUejUhU7tO1Z9HqU7/Gj+H3FUvFwZQXvqycRuHLiOLzHTRCf6YoaObZrB969fq2cFW9eHm5euYzga9fZNrnQreaE+AR2xhuVW5Wf8ZbmxyljXxzAMgrFq2mOAroAYAJvZMABuDoaYtCIoahc2UqQgTQRvDTRKyeOYc+vPxe6T2toZAQKKdmiQ0d8uWJ1sXpQEI7pPl7iZAd0DUmSs1bBRujMeMmnE1hGI8datbD8z51KDzhC8Z8JvLf8/FFXgTNeAu/VC754m2sHO/cB3LlK0N8O1b/EAax6jXkPpayANgNY18Er+pR8jx/D7yuWSPyyPpo+E918Bpf41Z35bw92fJ8fMMPSuhLm//wbbB0dJb6XEBuDDbNmIOJBKHs+ZsYsdB3gU2IfslYoCN5aLi5wqldP1lcL1ROBNzLbBnbu3ihnIvs2uqAO+UsKKcABrJB8/GV1VEAbAczBW/hLI6ekJZ9NBMVqrlmvPjYvXSSuMGLKl+g1dESJnyZlNVr+xSd4FHKX1aXrQpSjt2nbduJ3ybPZ7+Rx7Nn8MzvnpeLWqTMmL11ZbJKGEjt/X0FZ4E1kW82+iMzi4JVVe3WoxwGsDlbgY1CqAtoE4Oy0JLy5vk9nt5qL+zBEaQGpDkW1ouhWVBo0b4k5GzfJ9E3FR0dj+eRP8fblS3H9Kg4OcHSqxe4AU4SrlKQk8bNGrdrgy+WrWAAPRUpB8Dq5uKCWwBWvCLxvs2xgy1e8ipikTN7lAC4T2XmnqlRAGwCcnZ6Et4GH0dDBAD7DBgk+433+5ClO7N+nMc5V5I0ceusmwoJvIzb6HcoZlIO9U000adMO5M0srVCS+G/HfyQOBTlrw49wdXOX6TOje8Mb585GROh9qfXJs7nf6I/gPW4iS7ggtHDwClVOO9/jANZOu+r0rDQZwATeyMBDqG+Ti0EjhsDWzkaQLV88e87u8VraVGZhD9Xdq5lWs+cP7seRHX8i7t27InOmK0XkXDVq2gxY21SRqAltQ9N1JCrV6zpj6dbtMjtJUdq+S0cO4uz+feLUgtQObUu37NQZPQcPk3o+LIuBlAXe5KRkXLvkj1dplnzFK4vwal6HA1jNDaSpw2uxKMjsxqKWqaU1/k6LLlS8uKgzO6TTRAArC7wvnz3Hyf37YFHJGh379WcB/9W90Bbvxrmz2Mq3YKGVJoG5YClfwRIz1m5A7QYNi0yLAmvMGj4YdG5L5dNvF7HUiPKW5MREJMbGsHvDlpUqyft6kfq3/K7ghq8vFNlqJvBevXAZr9Iqwq61D3euUtgq6tEAB7B62IGPQokKaBKAGXgDDsHZJheDRw6BncAVLwPvgX2wsNYc8JLJ6drQyilf4PG9fEeoynZV2R3b5u07oLylJRJiY3H1zEkc3LZVHN3K1Lw8FmzeAoeaRcMw/vPTDzjx7673bdlh1c49ZfZLyJ3rV3HTzw+U51foGW9B8Nq6D4ChmbB73kr868WbUqICHMBKFJM3pR4KaAKAC4KXtpqrVhW21ayp4BV9KQf+2IIDf+QnQ6CAE1+v+4FFo/qwRL95g++mTxY7S9EW8+ItfxaJ1EXJD2YMGSCG9bAvpqDPiFGsOdoGpq1sVRcCb8DFi6heuw7quroK6o6DV5BsGveSnscyPy+NGzUfcGEF9PWjVSFJTl5ugtB29fPQQU/foK7Q9xV+Ly93msJtqKCBnMw0RAYeRF3rLHbGq6vgJWnJy3iqVx8GS3JyWv3vf6DE99JK5IvnzNFKlChh7MzZ6OI9sEj147v+FkfEIpiv2b0P94ICcfivbZiydCWqVq+hAssCd65fQ8DFCwqBN+X9VvNLdsY7kK94VWIp9WlUz2O5f576DIePhCugnQrkg/cQ6lhlsq1mXQavyML3bwZh1dRJ7I/k5TxjzfoSjU/hHnf//BOrZ1etOlb/s7fIOwR2OguOjcpPjGBqbs5iNFNp2bETpi7/rsR+5KlA4A28eJFtNdd1LXo2LUtbHLyyqKR9dTiAtc+mfEZqpIAIvLUsU9mK19GxqqDRafpWs6RJk9czJbynQl7GI7+cXqI2FEJyqndf8Rbz8u07GfgKFgrS8ee61SxOdMFC28+tunTDJ/MXKsUrXBngTUtNw7VLV/A82QJVWnrxFW+JX4B2VeAA1i578tmoiQLKAm/k6zc4dfAATC3Ko0NfzzJzKJJHVrrSk5GaypIVUKYhaeXcgX3Yvi4/ZjN5bE+YM0+mbn5e9C2unT3N6k78Zj7TRVQoHeCaGV/i9dMn4p+JwOs1boJExy2ZOi1QSVngJa/mZ4mmbKvZqLy1vMPg9bVAAQ5gLTAin4L6KKBM8B7/by9MK1igc39vtQcvrTrp/JNWnWF3brOrQATf+k2bo9+oj9CwpVsRI92+6of1X3/Fft4pMocAACAASURBVO7gVAsrd/wjkyEPbd+Gfb//yuoO/vQLeI4eI36PxkHnxM8fP2IOV7TiVVvwug2AkYXi15xkEo1XUksFOIDV0ix8UJqmgAi8ThVSMXjkYDg62guaAq14Cbwm5mbo5OUtUzJ4QR0p8aU3z5/h16WL8KSYSFI9hw7HiMlfFvJCTk5MwOR+vcR3fRf8uoXFdi6pHNi2BQe25ntOj54+E90/SLxwN+AafI8dVRp46X7ytXPn2OpZ6BkvbTWLV7wcvCWZWGeecwDrjKn5RFWhQG5WBt7ePIYa5gnwGT4I1avpDnhJzxcR4SyhAXkyUyEv5mbtOsDU3AyhN2+IEx3Qs+6DhmD0tBmFzLBh9gxQoAoqLs1bYM4Pm0q8KrR+1gzc9s9/h2I+U+xnVRQC79WzZ+DoVJuDVxUC8zbBAcw/Aq6AAAUIvJE3jqKaSRxb8daoIT1OcXHNa+KKVzQf2maeN3Yk3jx7Bn0DAwz7YjK6Dxpa6G4upfz7+4f14hjNn8xbgPa9+4oleXT3DpZ98Yn4+dAvJqPviNFSJXsR/phtMefm5LAwkRv2HSr2nFmAaVlELgKvnWM11G/atMRfCCT1kZGeDv9zF/E00Qy2fMUrxAw68Q4HsE6YmU9SWQoUBK/PsIFwqiXsTmlpgpdAGXrrBhq5t1aWDKydy8eOYMvKZex/08qWVriSyj+bNuLEPzvZI4piRVeHLK3/73S0bfVKXDh8kD2nc1uvsePhNXZCkSAbr54+Aa2Yo169YnWl3QMWOsl88J59D94mAsGbgeuXr+BJnAlsWvTnZ7xCjaEj73EA64ih+TQVU0BTwUuQpAQHsVFRWPT7NjjVd1FMiAJv//DNLNzwvcQiV206droIMOk+LjllHdu5A/Ex+bFiKODGx/MXoE23HuKWqB7dBxaFo6QHlPmIVsr2Tk7Izsxk29mUaIFCV1Jp1bUbvli0TBAkPxRAWeC9dukyIqINUKXlABhXtFWazrwh7VWAA1h7bctnpgQFlAXed1HvmHOVobFRqThX+R4/iv1bfwNdyxEVefLkyiLd7JFD2PZz9Tp1sezPvwsBVRJ4O/TzhOfosahkWxROFCjj1yULxOfB0vqnFXKPwUMxfPKXCqUFpPY5eGWxMq+jSgU4gFWpLm9bYxXIzc5EZNARdsaryFZzdNQ7HNu7B0Zmpujo2b/UvJoLbvsWNMJXa9ajaZt2SrELRZui8JDmFhb4+fgZtjqVF7wFB0Kxmq+eOYUjO7bj1ZOIQmOkK02NW7eB10fjUEtCJiR5JsTBK49avK4qFeAAVqW6vG2NUyA3JwtRN0/AwSgGPkO9BJ/xMvD+twd6BuXQxdsbZuUtVK7Fs7AwQA+oUdcZlOJv9oghLPSisYmJOEOQY63aWP7n3xLz5L599RJBF8/jzfPnbKuYvJIpF66BgYHEsa/56kvQlR8qvYYOx7WzZwptNRe34i1JDAI7nfmmp6YyZyvaOpeUpKGkdgo+fxh8G36nTyt8xsu3muVRndctTgEOYP59cAUA5IP3OGz1IjFwqDec6xUObyirSGUF3oPbtuDmlctwqt8AC3/bys5GaUVqaGTEkh7MGjYIse+i2DQ+jB5FGYR2fL+OrT5pFVqw1KxXH9NWrYG1TZUiElByg/9+yw+IISoEblnAS78g0Mq5NMrjeyHMuapSFVvUbyrMuSozMwvXLvoi/B34GW9pGE1H+uAA1hFD82lKVkBbwFsQnJOXroB7566FJlzQY5lgSpmHjIyNkZyQgJVTPmf3eaUVyh5Eqf9MzMwKVYl6/QpfD/URQ7t11+4Y+sUUiWe8BV/0O3kcf21Yh8Gffs6yGenr66vk8yTwXjl5gv3y4OrmJshhi36JuX7ZD+Hv9FG5eX/uXKUSS+luoxzAumt7nZ65NoJXZFDyIF7597+FEg5QiMZ5Y0fh5XvQikI4bpg9E7f8fNmrtRs0RMuOnRlo6Wd3rl0VfyNdvH0wduasIt9MwbjM9O7U5auK/a4oAxKFn6RVOUWWWrZ9p9QtbqEfaPi9EPiePAErG1s0cmspGLwBvn4Ie5PDwGtaSdg9b6Fz4O/phgIcwLphZz7L9wpoG3hpq7l5+w5o2rYd/li9UrwalXQvt2DsZbqP+/Hcb7Fx3my2Ah0/e26hpAYkV8GYyxRog86OKWZzwRIdGYlvRg8T5+jtM2IUhn42qcgZM63QaRW+Y8NaBl9yqpr/828M+soqHLzKUpK3U1oKcACXltK8nzJVIC83B1G3T6JK7kuFznjjY+Nw6N9dpe5cJTrjFW01i8DrPW4iajg7M203zpuDoEsX2P+2qFgR6/YeKOJ1TfdtaRVKhc6HaYt15NRp6DlkeBH7UF+0Pf3g9i32rFm79pj+3boi9WhLefOyxeKf123UmDllVa/jzCJWPb4fAko9SICkQmMfP2su8wpXRuHgVYaKvI2yUIADuCxU532WmgIMvMGnYZPzHD4KOFcReI/v34cc5KGzZ/9S8WomL2DK+nPj8qVCzlEtPDqiIHhFYpLn8JxRw5jH8IDxH6Nxq6KRr548CMWij8eJ26vl0gALN2+V6BVN7UaE3sfiT8aL68/76VfUa9qsiP0o2MaeXzcVceL6sCJBf/ysb9CuVx+FvwEOXoUl5A2UsQIcwGVsAN69ahQQgdc68yl8BnvCxVVYBKj4uDgc3bMHWTnZ6OI9ABaWFVUz4AKtEngPbduK6+fPSgQarUJpNSqpUB5c+5pOxY6x4LmtW6cumLJsZbH1Ny2ch+vnzrI6DNi//SHxXJWiYv21bjXiovOjXn1Y6B7vyCnTUbWGsPCdovaUAd7s7GwEXrmKBy8z+Bmvyr9o3oE0BTiA+behVQoUBO+AQZ5o2EizwSvaas7OzkLwVX9mKzqHpchT0u7nlmRQ8l6eM2IoqE1qn4BKYJVWKPbynJH59alMWrychYKUVOh8l7bB7wUFIi76HczMy4PuHrfs0BGOtYVd7RL1Q/ecLx0/BkvrSoKdqwi8QQy86ajU3Is7V5X0sfDnKlWAA1il8vLGS0sBTQbvm2dPceCPLYVWvB+e8UZHvmGBNUSxkCfMpjNUL8Hy7vrxB5zcvYu9X79Zc8z98Zdi2/r7+3U4/d8eVqeKgwNW/b2beVm/jIiAY63CjlmCByXlRQLvxWNHYVW5MlxbCvNqznm/4g19nopKzfrBrErxuwTKngNvjysgSQEOYP5daLQCmgxekfD+p0+xOMiiUqehK8bMmC12rhL9vGB4SYLRmn/3wcjERJD96P7vzKEDxXl8v1q9Dk3bSt7Wpg6SEuIxc4gP0lLy8/52HeDDIlU9vH2rxBW0oAECYCveY0dR3tISTVq1YikP5S0MvH7+ePA8DdZNOXjl1Y/XV60CHMCq1Ze3riIF8vJyER1yARXTHmOAT1+N2mr+UBLyNl44cSyePnzAHtGWLW0xfxiggqJHzRwygIWZpOLz8WfwGjNOsMLHdv6F3b9sKrbPgo1LinxFz2VZQcszSA5eedTidTVZAQ5gTbaeDo6dgffueVikPGTOVa6Nhd0jLQvnquLMde9GIL77crK4yoQ589CxX9FrOpRXl1bCVEzNzbF293525UhIYSEqhw9GbFR+xiRpfdIzSmCwf8tveBicfyVJVAi+5HHt0qy5kCEUeoeDV2EJeQMapgAHsIYZTFeHWxC83gN6o0nzJoKkSEpMxPF9+5CekYFO/fuXilezrANdO3OaOPqUlY1N/hazsXGh1+kMePaIwaAAGFS6+QzGR9NnytpFkXq+x4/h9xVL2M+l9ZmdlYVZwweJ+6S66gZeum9881ogQp4kwrpJX37GK/iL4C+WpgIcwKWpNu9LbgVE4C2f/BADBioG3mN79yI5JQXdBw1SK/CKRKEwkfPGjGRb0AMnfsIiXJEz1oeFEtNvXrqI/ZgiSq36+1/YOlaTW1t6gUJUzh83Gi/CH7P3RdvatOIlINu9b1fUpzqC98a1ANwLj4d10/4ws+XOVYI+BP5SmSjAAVwmsvNOS1JABF7zpIfwHtgbzVoIX/GKwEtpASm1nToXSiBQ26WB1MAYImh+O2EMnj8KY1OR5S5vcXOmmM+0+qZC29o1nOvhwa2baNbeA9NXrWU/J1BTRKu6ro0Vlo9gf+HwYYWcq2jFKwJvxUa9Ud4+PxoYL1wBTVKAA1iTrKULY83Lw7u756Br4JXXtCGBAVg9fQp7jVbJ3/66BeQ9LbQs+XQCCP4flmXbdqB6XeXAjbymLx87xpI9NHZ3F+TVnL/VHICQ8Hhw8Aq1Nn9PXRTgAFYXS+j6OPLyEBPqC/OkB+jfv5vOrHgVMTsBmEBMxblJU8zftFnu5ijU5P4tm3Hn+rVC79Zu6Iohn34Bl+Yt5G7zwxcIvBcOH4KxiSmat2unEHjvhcfBslEfvuJV2Cq8AXVQgANYHaygy2N4D17jmDvo378r3Nq4C1KDnKs0aatZ0CQ/eIm2oL8d/5E4XCVtF9O2sTzl7L69+GtD/jYzFQKvtDjS8rRLdQuCt1nbtuy8Wt4iWvFy8MqrHK+vCQpwAGuClbRxjBy8SrEqOWORgxQV+xo1sfyvXXKFqKRAFZTAgYJdqBN46W50cMAN3HkcgwoNevIVr1K+Ft6IuinAAaxuFtH28SgJvKkpqTi+7z/Ex8dDE5yrVGVWuo5E15JEISopr28nOUNUJsbFoYKVlcJDVMaKl8B7OyAIdx6+RYWGvWHhKCyWt8KT4Q1wBUpBAQ7gUhCZd0FutPlnvIpuNaelprKt5vjERHTx8lJ7r+bSsH3BEJXk5b3m3/9gbGpaGl2zPpQO3gY9YVFNWICVUps074groAQFOICVICJvongFYh/6o9zbm/Dq3xXubYWd8YrAGxMbiy5e3qhka8tlf68AC1E5dCBSEhPZT3wmfgpXN3cc+ON39B4+Cg1buqlEKw5elcjKG9UhBTiAdcjYpT3VuEfXYBB5A16eXXQKvPEx0bh09AjuBQawlHyVbe3Qult3ePT1LBLfWVk2OfHvLvzz0w+suXLlDMWpA2s618PiLX8We69Y3jG8ffkS5w4dgKGhEYQ6V+Wf8QYhmLaa+YpXXhPw+lqiAAewlhhSnaZB4NV7HYh+fTqgXUfpGXaKG7OmrngpZd+eX34CxVn+sLi6tcK0lasFZzAqTi+6w7vs84+Rm5tbqFoNZ2d89d16FtVK0SIGr5EJmrVpLcirWQReOuO14OBV1CT8fQ1XgANYww2oTsPXZfCSHY7s+BN7NxefV7dFh074csV3SjUbZTQ6vmuH+DoSNU7g9R43UWo4S3kGIAKvnr4+WrRrD0MjI3leZ3UJvCG37iD4QSTMnbvwM165FeQvaKMCHMDaaNVSnpMugzf8Xghs7B3w7s1rLP1sIluB0p97DR3GIlMlJSTi5L+7EBJ4XWyVSUtWoFWXrkqzUsFQkuoK3lshz2Hu3BmWTopnTVKacLwhrkAZK8ABXMYG0OTulQHejPR05tX8Ljpao5yrCLzk5EQRpCgj0eunT3H/RiBLaj9p8bJCXsgE5U0L5iLw4gVmbgL0dzt3o5yhodLMv2PDWjRo6aZ2K14OXqWZmDekhQpwAGuhUVU9pYQnN5H34ir69W4v+IyXwHvywAEG3o59+2mMV/OL8HDs/nljodCNFOGJAlpUsXfAsu1/w8TUrIgJkuLj8fUwH6QmJ7NnI6dOR88hw1RtKrnaV+ZWMwevXNLzyjqqAAewjhpeyLQJvNlP/eDZuz08unQQ0gQIvCf278ebN2/QqZ8nbB0dBbVTVi9R7OTFn4wvdN4qGsuXK1ejhUdHqUM7smM79m7+mT23sKyINbv/g1l5i7KairhfDt4yNwEfgI4qwAGso4aXZ9oi8Pbp3godu3eRmKO2pPY0HbwF5/fzom/ZmW/XAYOwbfUKcRSqzxYsRtsevaRKQZ7Rs4YNQuy7KFbHc/QYDP70i5KkU9nzqNevcPbAfnZFSahzFQ3u3u07uHHnGT/jVZmleMPaqgAHsLZaVgnz4uCVLGJmerr4KlHBKFSV7ariu117ivUSvnzsCLasXMYaNjI2xup//4O1TRUlWEv2JmLevsX5w4dAiQ7oHq8Qr2bqLfTuPdwMfgKTOp24c5Xs8vOaXAGxAhzA/GMoooCugjc9LRUPb99G1OuXMDUzZ05NJcGRRaEaMgD0/6kMn/wleg8bIfWrosT288aOwsuIcFanQ19PTPxmPgvnaGBgALtq1VX2RRJ4acWbnZUFt44dFQLvjVuPYVzLA1Z1W6tsvLxhroC2K8ABrO0WlmN+ugpeilx1cNsfuHLyGGh1Kyr6BgboM3wkBn3yebERrE78sxO0EqZiXqEC1u3ZX+zZbsFrQ3p6esxz+eaVyyxk5KwNP8phMdmqFgRvC48OMDYxlu3FD2rRipeDV5B06vlSXh7o//T09NVzfDowKg5gHTBySVNMenEP2U+voFfnZoLPeOl88/i+fRrnXHXj8iX8vmKJ2DtZklZdvAdi7MzZUmWkTESUkYgyE1HpM2IUhn0xpVjZl0/6FA+DbxepM/enX1G/abOSTCbTcw5emWTSvUp5echNT0bGuyfISU+Ged3WHMJl9BVwAJeR8OrQLYE3/dEF9OrcFF379BLkXEXbmacPH8bLly/h0au3Rnk1nz+4H9vXrRZ7NNdu0BBunbvCxNQUBOa7AdfEZvpq9Tp2x1daoZy8lJuXCp3tfrdrr8SrVZEvnmP/lt9w/fzZQp7U9jWd4D1uAlp17qpw3GYOXnX426WGY6AVb14u0l6GIDnMD6lPb8K8ditU7jgeevoGajhg7R8SB7D227jIDAm8aQTeTgTenoISBBB4Tx08iKdPn6CzZ3+Vnl2qwkTBV/2xYfYMFrmKrgSNmzUHLTt2LtTVzo0bcGrPv+xnJSW7p7PdbyeMwfNHYax+u1598On8hUWG/vD2LSyf/Jn45+oI3rDQMAQEhvIzXlV8eGXUZl5uNrLiI5F45zRSngYhOzkWyM1BhUbdUbnjBA7gMrILB3AZCV8W3SobvB369IVDTaeymIrCfc79aARzhKJ7yLO/34TKdnZF2qRfMmaPHIp3r1+xZyUluw8JDMDq6flbz3S2u/SPv2BsaoarZ07Ba+x48Q4Dgf/tq1dqt+INC32EoKBQGDq1585VCn9h6tFAbnYmshMiEX/zCFIiriM3Iw3ljIxB/g2ZaakcwGVsJg7gMjZAaXTPwVtUZbqLu231KoyeNgNVHBwkmuH540f49+cfERKQH8dZlmT3BGACMRXKQJQQG8uu+0xdvkq8wiaPaTNzc4W3msl57PyhQ0hLSYEizlWPQsMQFHQf+o6tUcnFg357KI3PkvehKgXy8ij7BTvjTYkIRMqTIGTGPIe+nh4qOVZHo8498erhfTy85ssBrCobyNguB7CMQmlitaRXD5D28KzStpo1ecUrj/0ovvOhP7fi0d07RV7z+fgzeI0ZJ7W5oEsXsXFeUYetxq3bYOba7+UZhtS6BF66TpSRls7BqxRFtacROuPNSY5F0oPLSHpwCdlJ0UBuNspbVUKznv3QsEM3VLCxxYXtmxFweC8HcBmbngO4jA2giu6TX4chLew8enZ0Rdfeip/xagp4yQs54PxZPHkQyu66WtvaomWHTnBp3kImmSle8+8rluK2/xVWn7bp2vXohbqNm+CP71awn5mam2Pt7v2wqFixUJt0lrx11XKQMxateEXF1sER/ceMR9uevdg9X0WKCLyiFa+pWdGY07K0z1e8sqikWXXycnOQnfgOKREBSLx3Dllxr9n3W9G2Khp4dEG7IaNhbmnFdjcyUpJxZstPHMBqYGIOYDUwgrKGQOBNeXAG3du5oEf/foL+wS/oXKUp4E1OSMDuXzfB9/jRQvAT6Uqrz0+/XcScraSVuHfvsGLKZ6C4yHR+26Z7TwwY/7HYq/u7aZNxLyiQvd5j0BCMmjajSFO/LFmAq6dPsZ9z8Crrq+btFKtAXh6yEiKREp6/1Zz+5gH7fitUsmFbzc5tPOBYvyE79xUVDmD1+aY4gNXHFoJHogzw5uTk4NyxYwgPC0P73r01xrmKIkitnTENMW/z7+BSobPXrIxMJCcmiH/m4FQLc3/8pcjKlSqQB/PSLz7B45C7LMTk1GUr0bh120L2eBr2EAsnjGFXh8qVMwRdSyLnqt7DR8KxVm1Wl+JDr/v6K/QdMVqtVrwRj58i4Pod6Nm78zNewX/L1OxFusubnY605yGIDdiL7Pg3yM3OgGn5CmjQvhOa9uiHqnXrw0hCZi4OYPWxJQew+thC7pEQeJNDz6BbOxf08hK24mXgPXoUj8PC4NGnj8aAl8Sirdj5Y0cx8NFv/e1794XnR2Nh51iNgfLONX/8vnIZEmNjmbZ1XRuBAl1Q+sCChbac18/KX9GO+vIr9Bg8VKItvhk9HK+eRBR6RneDCcbKLMraambgvRYM2LuhcoOO3LlKmUYqq7bycpGdHIfU58FIvHcWGW/DQS5z5a0roVqDRmg/5CM4uLgWe6efA7isjFe0Xw5g9bGFzCMpBF7aai4n/9miCLyPHjxA2x49UcPZWeb+1aXif7/9isN/bWPDGT19Jrr7DC4ytBfhj7Hks4nISEtjz7zHTcTACR8Xqrf7l59wbOcO9rPV/+yVeKc5/P49lobww0JbzQt/+wPlLS0VlkXZ4M2zbYbKjSh7FQ81qLBxyroBWvFmpiLlyQ0kh/kj7cUd5lxlbF4eDTt0Rf22HVGzSUsYy+AXwAFc1sb8f/8cwOpjixJHkhr1BIkhJ9CtbX300mHwioT6ckA/0NltHddGWPDrFon6hd8LwW8rluDNs2fsOWX+WbN7X6EkC3t+3YSjf//Fnk9d/h1aduxUqK3EuDgs/XwiOx+u69oYj0LusChX3mMnoH0fYTsPBTtISojHmX37kJKUyLyahTpXPWEr3tvItW3OwVvi3yYNqUDRq3JzkPH2EeKCDiIjKhw5aYkoZ2gEe+f6aOU1FLVbtoZZBdl/AeQAVh/bcwCrjy2kjoTAm3D3BLq30z3w0h1cyiXcokPhRPdx0e/wpXc/plnfkaMx9PPJhfQj8B7443fQlSJRoVX+4E8noXGrwhl8gq/6sbNbKjZV7TH7+5/Y3WDybL7pewk7N37PzphruTTAjLUbEHTxAjz69EM5Q0OFvh4C77kDB5CSlIxm7drB1MxUUHscvIJkU/uXcjPTkPbyHhLvnkbay7sMxGYWlrCrWw9tBg5H7eatUM7ISO55cADLLZnKXuAAVpm0ijcsAm9n91roM9AbhgL+wdfUreb7N4Kw97dfQCCtYGWFNf/uY1eARIWiWFE0KyrdBw1hATWoSAMvbT1T1iE6K/6wkBPWgglj8ezRQ/ZIX18fNvb2oJUvnTNTIeeshZu3olrtOgobloF3/34kxMWxFa+5RXlBbXLwCpJNvV9izlUZSH8ThtSIACQ/8mcJE+ibrNXUDY269IRzq/Ywt7IWPA8OYMHSKf1FDmClS6p4g7oMXlLvwyQJ9DMKfkFBMEQlKT4Ok/r1Yn+s3dAVo6ZOl7jiLQ68BS0V9foV1s2cjjfP87eqCxYbewd8vmAx2+pWpCgLvM+fvmRezVmVGqGya2d+xquIUdToXVrhZsW/RvyNw0h7dY/FazbQ04O1Y3W4e/qgXpsOsKhcpYgTobxT4ACWVzHV1ecAVp22cresDPDStumFEyfwICREo5yr6HyVvJE7evbHlP59mNMUBRKgoBa0am3drQc+X7ikkKbTfbzY1jA9J69nUaGtZlnBW7BBSqnoe+IY7gUGsCtM1jY27DqSe+euCm03KxO81/1vINO6Iao06aVwKEu5P1D+gkoUyMvJQua7J0h+dBWJ9y8gNyOF3du1qV4TrQcOR4P2nZmzlbIKB7CylFS8HQ5gxTVUuAUReDu510JfgVvNBN5Lp07h4f37aNWlq8Z4NRN4D2//A36nTzLYkofy/q2/o3wFS8zZuAnXzp5Gqy7dJc7n7x/W4/Te3XKD9/KxIyCP4z7DRykE1pIMrxrw9uSZa0oSXkOeM/DGPEfK4wAkP/ZHVsJb9sukfZ36qN+uExp06ILK1WoKShNanAQcwOrzgXAAl6Et0mJeMueqjs2roa+PsDNeEXjvBd9m4KXtWE0pf6xeCYJhwdCN5NhE0bhGTJmGXkOHFzsV8myeM2ooW/3SGdmKHf+wtIHFlcf3QrBq6heg1W67nr1ZhCxlFw5eZSuqZe3l5YIcrBKCTyL5oS+yEt9SNBhUqFwFTbv3RZPufVgIyYLRq5SpAAewMtVUrC0OYMX0E/Q2gTcu+Cg6NKuG/kN8BDlXaTJ4RaLt+vEHnNy9S6KGi7f8Caf6LiXqSxC/ePggq1e9Tl0WaMOsvOTtutCbN/D9N7OQlpLMVr7UhzKcqkSDpCxHZ/btRUKsYs5VL569wDU/2mp2RZUmfMVb4kegIRXI2S8r9gVSn91GQshpZCdEvY/XbM9Wu26eg2BlZ6/y2XAAq1ximTvgAJZZKsUrisDr0dQBnoMGwtjERO5GtQG8oklTDOc1M75Et4GDkRgXCwqIISrzNm1GvSZNS9QnNTkJ88aMEoeirFqjBsbPmlvo3diotzi6cwfOH9jHrhZRGTtzNrp4DyyxfVkq0BguHD6E2HcxaNa2rWCv5lcv3+Dq5evI4OCVRXbNqUPRq1Li2Blv8oPLyIx5AeTlwMreES7tOqN+2w6o7tqk1JzpOIDV59PhAC4FW3DwlixyVmYmZo8YgujIN6xyzyHDMHLq9JJfBPAsLAwrpnzOVraiQoEyyHs5KS4Or589FTtp0Rnb0C8ms/NfRQuB99zBA4h++5ZdJ7KoUEFQk69fReLalUCkWzaATZMe/IxXkIpq+BILopH9PjXgZWRGPUFedjoMTUxRq7k7On/0CSo5VJMYr1mVs+EAVqW68rXNASyfXnLV1lXwJsTG4KbvZUSE3getVjUgRgAAIABJREFUco1NTVHDuR6LMEWBLqQV/9Mn8euShewxbRFTWMjKdlVl0vxFRDh+nDcHkS+eS61vXcUW476egyZtCidakKmDApUKgrd5ew9UEBiGksBLK940C2dUad4H+gaKBfaQdx68vuoUyE6KQerz20i4cwqZ754yRyqLSpVRx60NWvYdAPt6DZnfQlkUDuCyUF1ynxzAKrCFMsBLjkUXT56EJjlXUT5dSgvof/IEsrOziiibnzChD0ZMngZzCatFOiP7dsIYPH8Uxt5t26MXPluwWGYLkWPVuf3/4cqJY3j5JIKteinxAkWwovSCHfp6wsj4/2nZZG74fUUOXnkV07H6ebnISU9B2ssQJN2/wO7yIieLXSGq19oDrp17CI5epUwlOYCVqaZibXEAK6Zfobcz4t8i9s5xtHe1geegAYLOeAkafucvIOT2LTT38EAdDfFqptXuhtkzQatfUSHYkUNUQmxsoXu6Vewd8PX6jeJcuwVFDAkMwOrpU9iPCNiLt25HTed6cluJYJydmclW3x9mP5K3MQ5eeRXTtfr58ZpTnwUjMYQyFD1i8ZoNDMrBoX5DdBg+Fg71GsKsopXSrxQJUZoDWIhqqnmHA1gJuhJ4o28eRpsGleA9bIigmL4i8N4KuI6WHTvK5ICkhKErpYnIly+waOJYpCbnn8FSrGWvcRNRp0FDFiyCQjpePHIQh7dvY9d/qNBW9JKt2yWuhAnABGIqDVu6sdjMZVE4eMtCdc3qk8JEZkaFI+HOSZapCHl5MDYzR80mLeDefxBqNXOHgYAQsqpUgQNYlerK1zYHsHx6FVnxisDrNXQwzMzN5G6tIHhpxevSrLncbZT1C8smfYqw4NtsGJSgftgXUyT+pv/k4QO2uk1JTGR1W3XthkmLlxcZPm1Bfzv+I/Gq+ev1P6CRe34CBfJiVvXZmbLAGxUZDb/L15BiVpuf8Zb1R6rM/sm5KjsDaW/CkBR6EWkv7iInLYHFC6/m0hgu7TvDtXN3mFWoqMxeldYWB7DSpFS4IQ5gARIWXPHqMnhJOtp6XvTxOKaiY63aWPbn38UCkrIb0dUjUehISnAgKXgIOWORUxYVut87a8OP7M5w4MXzWLptB0xM5f9lpyRTp6el4tKRw3jz8hXLTiTUuYrA63/ZH0mmtWHboh93ripJeA16zu7yxr9Gwq2jSH0ejOzkGPa9V3KsAY9hY9jKt0JlG+gblFPbWXEAq49pOIDlsAUHb1GxDv35B/Zt2cweDPlsEvqN+qhERQvCtVWXbpi0pOgqmK4jzRo+mEXFolKunKHYsWvA+I8xYPzEEvuRtQKB98Khg4h8+YqduysK3kTjmrBr4Ql9Q+EOX7KOndcrHQVys9KRGf0cyY+vITHkNPKyMtjWctU69ZlzVfOenjApb1E6g1GwFw5gBQVU4uscwDKImZkYjXdBB9gZr66teClm8rGdO2BsYopBn/w/G5FIti0rl7FwklQmL13BEheUVF49icA3o/PDTNK23eaT54o4SlE4x7UzpuHJg9BCzVlYVoTXuAnoMWhISd2U+FwE3jcvXqBZ2/aoWElYijfRipeDt0TJNaxCHtupocAZSSFnWQQrChtJTn22TnXh4tEZrh27o5K9I3kMaszcOIDVx1QcwMXYIjMpBtE3DqFNA2v0H+wj+IzX/8IF3Lx+na2uNOmMN+7dO3w9fBAy09PZCvS7f/YUucdbEMBjZ85CF28fmb5uWt2K7uyu+GsX274WlTvXruLHb79hGZFEhcBL58vdfAYpvP3MwSuTiXS6Uh5dKUpNYNeJKCdvVuxLAPkOVu2GjEbDDl1hZeegdg5WshiNA1gWlUqnDgewBJ0JvO+CDqJlXQsMGDZYcISjgCtXEOTvjyZt22oEeMn56OLhQywD0fPwx6DzLiqi89o2PXri8wWFUwIe2LYFB7b+zurJc293/awZLP0glW9+/KWQPuSkNWPIAOZVzcFbOv8Q8F7yFWA5eRMikRIegPhbR5CblsQ8+avUrI267u3g1m8grKo6aLRcHMDqYz4O4AK2EIO3jgUGDFcMvNd9fTVqxXv9/Dn8tX41KJiGtMLu5W75EzXr1RdXoQQHK6d+wf5M29Tr9x1k0Cyp0PbynetXWbXFv2+Dk0uDQq+cP7ifAVidVrzR0fG4evka4gwcYEfOVfyMtyQza85zUbzmMH8kP76KjKgI6OXlwrKKHRp06IomXXvD1qkO9Mupr3OVrGJzAMuqlOrrcQADUDZ4G7Vqxe7Cako5/s/f2P3zT+KVLt3Rbd2tB2o3aMgiR108eggB58+x6TRo0RJzftgknhpdC5o5ZACiIyPZz7oPGoLR02YUO/Wc7GxM9eoLOuelre1fTpxhATOUXZS11RwTHQe/i36I07eHnbs3DAzlT6Kh7Lnx9pSkQF4ecjJSkBJ+HUmhl5H5LoJdMSLQNu3WB017eqJqnXqlHq9ZSbOT2AwHsCrVla9tnQawroOXPpV7QYHsbq4opy55MvccOhwGBgbiL4lAOXOIjzjZwcy136Nx6zbi5xcOH8S21SvZn2mVPHX5KrTo0Enql3jmvz3Y8f069tytUxdMWZb/rrIKBfu4dPQwXkQ8QdO27WAl0LmKwOt/8Qpi9R1g5+YFAyPl/5KgrDnzduRUgK1441nUqhi/nciKp18g81DBxhZ1W7ZBK+8hsKvtrFHOVbIqwAEsq1Kqr6eTAM5KTUBU4AG0rGWmlK1mTVvxFvys5o0ZiRfhj9mPhk+ayhydJJXDf23Df7/9yh5RDt1l23awszEqdFZM2Ygevg/GQavakV9OZ+n+CMgFi//pU9iyYim7UkQJFygaVkEHLEU+eRF4Xz19zn5BsKpkJag5Dl5BsmnGS3l5yM1MZdeJUiKCWNxmZGfA1KICnJq5setENZu6wVCBmOHqLgQHsPpYSKcALAJvi1pmGKiEM15NBi99ggReAjCVipUrY8O+w4VWvgU/U4Lb18N8QJ7RVD6euwAeffqKq9B1peWTPsXbl+Qtml8ca9VCyw6dYWNvj6SEBNz0vYSwO8HsGYF5/Oy56Nivv8J/G0TgfR4ejiat26JSFRtBbXLwCpJNM156nxow7dV9JNw6hvS3j5CbkQJ9fQPUdWuDFn0HwNHFFeWtKmnGfBQYJQewAuIp+VWdALAIvE2rG2HgiCGoaCVsZURezeRcpengFX1DBdP/uXfphskSAmIU/N5oW3frqvygGZTaj9IFFswuFB8djY3z5+BxyN1iP1NzCwuMm/WNTHeGi2tIWeCNi0vElXOX+Fazkv9xUYvm6IyX4jVHP2VezWkvQpCXk8VWvPZ1XdB64DA4t/ZQiyQJpaUXB3BpKV1yP1oNYBF4m1Q3hM+IoYLBe+t6APzOn4OrhjlXlWT+C4cOYNuaVaxau1598On8/Fy80go5XM0fOwovI8JZlaGfT0LfkYUjX+Xk5ODy0cM4tedfvH72tFBTtMr26N0PvYYNl8lTWto4lAfeJHbGG4OqsG3pyc94S/pgNOk5rXjz8pAaEYDkiECkPbuNnPQkGBqboHqDxmjasx9qNXeHhXVlTZqVUsbKAawUGZXSiFYCWAzeaoYYOGIorKyFrXhvBwTg6qVLcGnRQiO8mgl+928EsrNYykBkU7UqKNRjFQdHiR/LTd/L+P6br9kzisdMcZlLKnR3l+7wUqFUg2t370d5KQnpo9+8wdtXL5Gbm4PKtlVhV726QisNpYL3gi/e5VSGnbsXyploRgjBkmzDn79XIDcHmfFvkHjnNJLDr7GAGuSKUNmxBtoOGonaLVujYhU7rXSwkuUb4ACWRaXSqaNVAFYmeGnF69y0KZq376AQNErDjPSbPoWDPLhtC2Levi3UJYXNG/TJ5+g7YlSRoVCe3qlefdhKgc5k1+09iMp2diUOmRyuHty6yer1GjoCI6Z8WeI7ilRQFnjj4xPhd/4KB68ixlDjdylec1bsKyQEn0BKRAByM9PY9aEqTrXRsEM3uHn6wMiEe7JzAKvPR6wVAM5OT8K7G0fQyB4YOHyIQiteTQIvfUYUrOKXRd8i+Jp/sV/VmBmz0HVA0TCRFESDgmlQIYeoCXPmlfh1Hv37L+z5Nf8usLQQlSU2IkMFSsRw8cghPHsczryaKwt0riLw+l/wRVS2DV/xyqC7ZlXJYzl4M949YZ7NyWH+yE6MYh76VevWR7Menqjr3oaFjRR57WvW/JQ/Wg5g5WsqtEWNBjCB923gIbja5WLw6BE6BV4RfFdM/gzPHz9i9q9gbY3uAwezsI6pqSk4tfsfds+XCjlLrdq5p8gK927ANaz5Kn8FS6vgr9dvhKubu9TvieIzzx0zEu9evxLXadO9Jz5fWDhEpdAPkt4j8F45eRxPHz1Cw5buHLyKiKnF77J4zcmxSHpwCUkPLiM78R2QmwNzKys07+WFRl16wqa6E/QL3GnXYjlknhoHsMxSqbyiRgK4IHhpxSt0ZURnvKW14qVrOi8jIoqFmzzWpm3jdV9PByUuoEJOVB9NnwlTc3NxM+Q0tZ7qXL+WX6dnb3z67aIi3WyYPQO3/PLjMpual8fMtRtQt1HjIvUostSmBfMQfNUf1es64/WTJ+w+L4F7xY5/4FDTSZ4pFKlL4PU9cQzh90PRqFVrVKla8na4pA4Tk1Lhd/4y3mZa8xWvQhZRz5cpXjPBloH33jlkp8SxDEXWDtVQv01HlizBTIZwqOo5O9WPigNY9RrL2oNGAVhTwUvp/MjjmAJPrNm9TyEPYJFh3zx/hoUTxyI9NRUDJ3wM73GS8+NGvXqFOSOHikG59I+/GDwLFnLYWjBhDGKj8s+P6R8zSvfn0acfc+BKjI3F7at+OL5rhzjk5Kz1GxFw4TwuHjnI3unmM5j9AiCkFAKveytUsa8qpBkQeP3PX0ZkphULGcmdqwTJqL4v5eUiKzGKJUqgIBrpbx6AwrxYVLJB46694dqpO+xq14W+gebHa1alETiAVamufG1rBIBF4G1olwsfBVa8wUFBuHLuLJybNFG5cxV5JNM56bn9/4GciESl55BhGDl1unxWklI78uUL+J86yQAsqdCq2+/kcRzftZPFXabSyL01vl7/Q5HqBPTV06ci5m1+TOfiCoWqHDllGiJC72PRx+NY1Uq2dtiw71BJrxZ6rmzwvkmvADv3ATA0s5RrHLyymitA0auyM1lawITbx5CV8JbFazYtb4EG7TujSY9+sK9bX6viNavSIhzAqlRXvrbVGsDZ6cl4G3gQDWxz4TNiCGwEOuHcux3MtpqdGrioHLwF5acYyyGBAYUsQk5Lq3btRhV71aU0i30XhYPbtuLK8WNs5UuFtolFaQVnf/8TGrZ0K/KlUCakHRvW4vr5s+K6BStVrFQZPhM/QUdPL/ZjCkH5Sc8u4ry9v52+ABMzsxK/QA7eEiXiFdgHlofslFikPgtGYsiZ/AxFAMpbV0LNJs3RZexnqORQjb5urpccCnAAyyGWiquqJYBzMtMQdeMIXGyyMHCYj0LgvXTqJJxcXODepWupXyd6/igMq7+ayq7qPHkQisCL55k5KdPQF4uWFjEtAZKu99Bd26jXr2FhaYnmHh3QpE07mcfue/wo/tqwVgzFGs7ObHuawk7u3/Ib67Omcz0s3rpdaptvX75A0KUL7Mw6KzMTlWxt4dy4CRq3bgtDI6NC457Ur6c4heFPR06iQjFRxpQF3qSkFPid9wVf8ar4X4eyap7AmxqP1Kc3kUJBNJ4Hszy9JmbmaNixG+q17YhaTVvyFa9A+3AACxROBa+pFYAJvOTV7Gydyraa7QSeBdKKl8Bb06U+WnXuWqbXDwg6dPYb9foV5oz4/1nsIsqBW99FbNIXEeH4ffkSPH34oIiZm7Ztz8JEGpkUnwbv5O5/sOvH79n7VavXwJDPJ4lX/ORANWvYYNC2NJXPFixB2x49FfqkHt29g6Wf529/l69giU3HTkmEuhi8oaFo5Cb8jJfA63/hMl6nWfKtZoUsp6Yvs+hVuciIfIzYgD1sxUvxmsknoWbj5mgzaCSquTRiYSR5Ea4AB7Bw7ZT9ploAWBvBK8lQOzduYCEaqTRo3hJzNubfpaXV8aovJ4vT/Ul6l+7Bzli9XuovE9TG4k/Ggzyfm7RpiylLVxYB9vkD+/DnutWsecr5S7l7/U+dwLxNm+XOx0sr6nUzp4O2u6mIzoULjp3Owa+eOYVHIffg0rwFbAX+QpWSko6rl/zwMtkMtm7eGnnGSyu4jIQoZKclIScjGbnvjwZILwMjExgYmcPQ3BJGFYQlklD2Pwyl3V5OWhLSX4ciIeQ00l/eYyteMwtLlhKw7eCRqN28FQwMDUt7WFrZHwew+pi1TAGsK+AVmZscob4e6sOCZ1D5avU61G/WHN+MGsYiWNF9RfdOXeDSoiVyc3Lgd+pEocQG0oJpUFs/fTsXARfOsfu+lNXIomLFIl8ZxWYmj+gPi8/ET+E1drxMX2V05Bv2S8S5A/vYfV0qto7VsHjLNpiVzw/pSOClRA8Pgu+gkXsrhcBLK96XSSawa+UDQ3NhIUVlmpiKKhFIUiLDERN6GYnP7iAj/i0yk2OQk5Eq7rGcWQUYlbeGiZU9KtZ2g3X9djC1dtD+UInMuSoDGZGPkPTQFymPrrI/k7+CS/vOcGnXCXVatoZ5RWsVWUc3m+UAVh+7lwmAtQ28BFYLGe8dHtmxHXs3/8y+AMqD27pbd5Znl4BJie4LbkvTava3ZYsZzKhQHYq9XPCur+hTIrBT3GW6i7vy7/xV9oflt+VLcOXEsUI/JmD3GjYCgz7+rEj9V08icOjPP1is5+SEBNA2+eunTwo5aNGVJvpFwtqmSiHwNmjeAvbVyUFG/kIrXhF4bd0GwMhCM1PEkZNadMh5vLi4HanRz5CXk12iGPqGJrBwdEG1jh/Bqo67lkI4D3m5echKeI24wINIf3WfOVtRdulKjtXh3n8wGnTsivIVrcv0+KhEY2loBQ5g9TFcqQI4NysDkUGHUNcyGYNGCD/jvR8cjIt0xlu/7M94aQt26WcTMf+X31Gpim2JlqUrSbOGDRJv3ZJXdG5eLuZv2ow6ro2KvE9nt7NHDBHn4fUaMw4+EmBJeX1pW5jOy9b/dwhWlQtneTm7by9zzqpsVxVWNjZ4FvYQnb0GoO/I0SDvZknl5pXL+H5OfrKGD4uxqSmLL03ZkGjlLlrxcvDmK0Vxid8EHkbEsfwzeXmLfjljuI7/HpY1msj7qlrXp19C0iPDkHTvPFIiriM3Mx2GJqawqV4TrQcMg0v7LjCWwZNerSep5oPjAFYfA5UKgAm8b28cRR3LZPgM80FVB2GBFsLuh+LCyeOoVqdOmTtXkQlpC3b55M8Qfi8EHr374uN5C2SyLCVO2LJymbguncWOnpafYUhSKZiHlxyx1vy7rwhgd//yEyjgBxWKYkXJ7u2qVWegJeesa2dPs2cU65k8mmkVLQ28ojGcP7gff679Tjwkciar3aAh3Dp1YZG36MoRB29Ri5EjUWyoLx4fXofMpHynt8JFj61sKUMPFXY9jP77oFg6NYPzwLkwoe1oDS+Ugzcz5jmSKYhGmD+yEiLZ6ta+Tj006NAVrp16wKqq5s9TE8zEAaw+VlIpgEXgrWkWx8BbrWZ1QTMn8J47dhTVneuidZduarMtlRAbgxmDB7BAG3RutezPv1Gtdh02x8z0dDwNe8hg92Ghrcl5BfLq0oqWVrbSyod5eDv288KEOXMLVaexzBk1DCmJiVLbadGhE6YuXyXzlaac7Gy2rZ2dmcmctGj1TCvsgme8iqx409IycOXcJXbGq8lbzR8Knpn4Do8Pr0XMgytFwaqnBzObGrBvPQhmtrWYU1Zk4CHEhl0tUpe2o516fQH71pREQ0PvuublISctEXE3DrJrRZQoAXm5qFDJBk179EOT7n1Q0bYqyhkZC/q3gb8kvwIcwPJrpqo3VAJgZYPXwakm2vToBQM1DKpO57eH/9rG7EOeylOXf8fCTtJqNC01hZ3ZWloXdSKhGM5rZ05j71H85bV7ig9RWTAPr76+PoM9nSEXLBSZ6sf5c4qkJKRt7l7DhmPghE/YlSihhXk1nz6J0OA7UAi86Zm4dvEKniUYo0qL/hp7xitNx/jwINz/ezbI16Fw0YNVXXfU9Z4D44r/P67ISolnW9Uxob7QNzSGgZEpaAvawNgMFeu4w7H9MJQz1ayrN7QLkBnzAmnPbiHh7mkWu5mOKixtq8K9nw8Db3lryUcfQr9P/p5sCnAAy6ZTadRSKoB1Cbwi46SlpGDm0IHiYBTkjCUK+0ir4rFfz0Hn/t4Sbbnqy0m4fyOIPaPYy6OK2YamOgXz8NLdYHJ+om3wlxHhqFmvPmuHVuM3fS/hycMHyM3JZdvQLTt2hKW1cEcmWrFfv3AOdwODlABeXzyJ0YdtS+9CECqNj71U+sjLw+tr/yH86IYi3ZUztUCt3lNRpXlv6OmRy9H/S9LL+0iJfIxyJuVRzqwi+/+G5a3YlSv9coWDn5TKPAR2whIlJLxFypMg5tlMENbLy2Xby+TZXL9NB9Ro1ExLncsEilbKr3EAl7LgxXSnFADrInhFmhLwflm8ADcuXxTLTOBt3r4Di0BFkaikFQq6QQkV6AyQhajcuRtVHKSfg9EKl+76ikJK9hkxCtfPnUFqckqJK2ghn5wIvPdu3ET9ps0EezWnsRWvloNXJHBeHh4dWoPIwPwkFQWLaeXqqDd4IfNy1rryPohG0v0LoP8ymNd3JkzMy6OBRxe0HjAc1vYOPHqVGhieA1gNjPB+CAoBODcnC+9unUB1oyilnPGq81azJJNRkIl/ftooji4lqjNs0lT0GT5SJiv/smQBrp4+xeq26toNkxYvL/a9TQvn4fq5s0Xq9Bg8FKO+/EqmPkuqVHDFS2fY1WsJSzOoU+AtAOD/tXcecFFf2R7/0XtHei8KAmID7Nh7r9EUk5i6ySb7ssZsmum6ZhMTYxKTbNpzX0yyKZqYGNM1FhRUFARFRIqAgEibAjMMM+9zL0JQGJkZpvxnOPcVd+X/v/ec7/nrz9vOKfjqRdRk/9ANs0vgQAy+eSMcvXQ7hNhb3Ez1c3agqrk8D42n9kJeW8Jn924+vohJGYWUuUsRODAebNuEmjAIkAALIw7MCp0EmAlvzYk9CLWrwbJVS3U+XFV4pv1wVVCEcPd4rw8Vm/GyvWh2GCn74AG89o+1/FBT+MBBnWkkA8MjsGH7Do32rC9fqsRjK5d3lgt85r0PERU/uNsXwpaa2enp3f/5+Jo9XjZznjB3HubdejvP2dyXRsLbF3pX31WpoFaAA2IQv2oDnHxCehiIpWFs/+3O41Ydx6T1YJbeu2CHq2Tiq8K7B7LqIrCTzqxQwqC0cYgb055Eg7JX6Z18nzskAe4zQr11oJUAdwhvsG0VFq9YhKiYaw8BaWpVceF5/PjNTrMT3o7DVfNuXc3TOLL2xbvbkDppCsJiYq452cyuAU28WjWoNy47tm7B3s938MdYZqwntm7r9grLlLVu5VJeHIE1IQqvTK7gKSMv1Cgtd4+3t2CqVCj55T2efOP65uAViIGLn4Rn1PBuP2upv8STdrA9X5aOku0XuwTGwor9j7WNcPZM+ZUpJSRlJ9GU+zNk1ef5KWc2ww2JS8DE2+5F8KDBcHR10/i0fW9I6ef6JUACrF+efelNIwHWm/CeL8Kv3+2GX2gIRk+bodEMsS/O6eNdJnjsPiw71dxRyEBdRipWtH7zo+3LwCwRBruv21sBBfYsyzLFDnJ1pKj8n02v8hPVGT//hJET0jtL/H361hs8DeTY6TOx+K57BTPjZcJ75Krw+lnq4SotPqba/P04++lTPJ9x18aWZv1HzEXEjPtg5/xnqlB2Wvri/u2oOPgZT8XYtTn7RSJ+5Ytgv5q6tbWI0VyRx4WXVShizdndgx+qSpm3BJFDU2jGa+ogaTA+CbAGkIz0yA0FWJ/C+9M3u+AbFMgTVvTlKoyRuPBhWDlBtsTMZp8djc08pyxegoW3r4GLe/erIRsevA9nT2bzx5fecx/m36b+fm9XX77/ZDs+39ZenIEVSmAzCnYHl+VoZrmaWZOKRRA1NMI/pKclTM3J6GupWSZvxdH9h3G+uhUDhs9Xs7SquV2W8qT0cgkK/vssxJXnurnErhj5DZ0J/xFz+NUihbQJl3N/Rc2pH9Eqruv2vG/CRETPX8tzRZuk8XzNcsiqzqEp/zcuvKxwgp2jI8IGD8GQqbORMGEKHa4ySXB0G5QEWDduhnirRwE2Z+EtO1/I92bZrxJRE7x8B2DwiJFImzKNFyrQpl2fNpK9y67zbP12j9puivLz8Py9a/hJZWdXV/zr8xvf7+3oqEUqxd8WzYNU0l6ooaOxO8Jbdu7WqNB9b74xm1hN4lNHM3mCEF0PV5Hw3pg0+/NTcfBTlP3+MU9JeX2zsrGFo2cAv+vLZrwtDVU95olmy9FRcx7GgOTp3a4t9RZrvfyclQasKUbDqT1oqTgDhegy/4ehT0g4xq+6g5cIdPf14/d7qZkPARJg4cSqRwGuOrYbzhX7MGHmLIyZMhlu7h5aWVx8vgjGnvGeyT7BC84XnGqffV7fWBanv7648ZpiB12f6TjkxMrmsVq6He3gXlaRKIcXmt/10Qf8tz/47UC3wvRd+3rjyX/wgvaszVyxCqv++vAN+bGqR7s+fJ/PeDsa+0uNLTXPX31n32e8KhVYXufcrCxExg0m4dXqa9btYTazLfn5XZ7liiWl0Laxfd+wSXcgJP1WWNvonjxF23HZ8+wfDfLaixCfP4zGbFa8Q8WXlkPiEjFy9kLEj59MM15dwArkHRJggQRC3Slo9i94p9yPcd99q7Hvp59QW1cH38AgjJ08GW4e6sXYVMK788N/42z2iV6pstnk+nf+jeDIqM5nrz9dPDKdpWv8M/9xx4N5x7Kw6W8P8v8XXkNZAAAgAElEQVT68qdf8AQX6tqlslI8futKXlKQLbez59k/ANS1DzdtwL7d3/AfG0J4sw8dRmR8PKIGDeqVUU8P0IxXJ2xolTbhwp7XcSX/wNXyg93zPXfr2cqKH8DyGzId4VPvMmoGLFYoQVZbAvGZ/ZCUZvO0kTY2tvCPiuFJNJImzYB3UN+2P3QjSW/pkwAJsD5p9q0vtXvAl3N/wV/nx2F4ykg+QkVZGfb9/BMu19ZhQFAQxkyaDHfPdjEuuTrj9THiHi+b8fYkvIOSh/LTx9EJiWC5jFmxAHaAiuVTZo1d8WFXfdjP1F3refmzL+EbEHAN2ZrKCqxdvpj/3mOvv4mEkSk3JP/hyxux79v2ZAxjps/Efeufu+b501mZSExJ5b/HDnc9tmoFP3ClzxlvX4W3VdGGzINHca6iBb7D5tIerw5/1lol9agvzMSlrF0QleWx+eXV60bXijG7ysYuILHUkwEj5sEzJgW2ji46jKjDK1fzNTfm/ABxYQZaG6pgBRWcPbwwfuXtGJg2Dl4BQXTASge0QnyFBFg4UVF/CEulgizjbbz+2vPdrhMwMd7/80+orq2DqKkRARERRjtcpU542fWdRXfejfhh3a94XF/VZ93mN+Dk6tq5V9sRDlam7+lt73cTX/ZzJthrJo/nQn7X409hwpx5N4wiE9VHVyyFrKWZ83vwhY1ImTgJrLwgyx/90xefY8qiJVj993W8H5bSsqc6v9p8KmyPly0160V4D2Sg4KIUA0YsgJOvbnV9tbG9PzzLrhpJqy+gua4CssaaTpfZwSyXgBi4BsYYtfIRm/G2NlziaSMbTnwLZYuYFzrxC49CbNpYpM5bCs+AoP4Qmn7lIwmwcMJ9w1PQTSWnsCSxDdNmz1Zr8eaXNmDGbathb2/YfLWsys+WJx/rttTMSuKxazs9CW+H0UyYnlmzmlcnYo3VwF1x/4PY+tTj/MCWUtnWOUNmd3rvffrZHvd4H1m6ELVVl7Dozru42PfWfvhsBz59cwt/jIkwq5TEEm8wsWWNpapcvKb3fnobxxDC6ztsjiCuvvTmO/1cBwIqFRSSOp4yUnL+CGR1F2ENK3gHh2DQ6HQMmTIT/pExdLhKB7Tm8AoJsHCi1Os94Lp9b2HblvWwU1NFp/JiGb7a9S1mLl9hcK9e/Ms9OJfTfv+wa1v7yuv83uyNGjugtevj9kNU42fPxd1PPI26mmq+HHiptARbn34CzVdPIA8aMhR/2/QKXNzcruly40N/wZkTxzvf781hJoxvPv0EP3nctbHT2EvvuR8zV6zsrYsb/rxTeA8f5ofLdN3jZUvNWQczcLZMwpeahXDntE9g6OWeCbArRXIpxOePQHRmP2Q17dmr2MnmEbMWYsTcRRgQGgE7RyciaMEESICFE9xeBbi5tgxjXM5i5erb1Fr9/tatGD59Ftyu7gkbyr3C3BywZBRs5nhgz+7OnMhsZvniR/+5YZ3gL9/bhm+3f8xN62kGW1laglcffQSXKyv4M0HhEVj76pZrlqPf3/gi3zcePCIF/9jypkZusiVrljzjyK8/8xSDCSNTMXnRYvj46Z428s8Zb8bVw1XqCz7cyEgSXo1CaP4PsRmvuA7SslNoOLYTLHcza96BwYgYmoJRi1YgIFq3b8j84fQ/D7QRYFZoh91r7+kkv6NHAOxcPIWTpc0MQ9mrADOfqvZ/gLc2/hVuPSSeYD8XNTbinbe3YeGda4yGoKaiAv+4eQXPocza3U+sx/jZc3ocn2Wzeur2W8BOJ7O2/t0PEJOQ2O1ZVkZwy+PrOmfZnj6++Pu/XuusaPTNxx/iq/ffhX9IKP712ZdG87XrQDlHj+DEwUMIjYlB1CDd/tJUtCmReeAwzXhNEkEjDspnvM0Qn8+ApOgoz9vMZrxOrm6ITRnDs1cFxyXA1l67+/FG9ICGMgABbQRYermU17a+PkMbMyt86r3wY3fUqdCGzlHSSIDZSc7o+p/x4CMPqR3oi+3b4ReXgKBw9ddzdLZSzYufvPEan13yf837+fPrPtcn22CHnt7f8CIyf/+VP8dOHq97bataU9i1pA82bcChve3JNtjBqAdf2ICk1FH8RPU7zz/Drxaxu8DtJ1eN05jwZu3bx4s+RMe31/7VtjHhPZ5xDGfKxPBOmkFLzdoCNKPnVQo5pBdz0ZTzI1qqz0HZIuFLzbGpYzByzmKEJiTD2ePPdJhm5BqZ2kcC2giwpKoIJ9+5C2wmfH2LnrcWgakL2nOVU9OJgEYCzHq+dPhTbFq7HEEhPderbW1txb9efAnL/vKATobo8hKbsT66YklnDuUV9z+AOTe3L5V33O9ly85sr5c17wF+WP/eB/zX3hqrOsROK3fU6r1j3T/43d8X7m8/NLX1mz3w8NG9yH1v43f8vEN42TJ7bGKCpq9d8xwT3mMZWci/UA/vpJlwDdJt5qzT4PSS8QhcrVAku1yKxuM7IS3L4WM7uXkgMnk4UuYtRfTIUcazh0YSJAESYOGERWMBZv8C8izcgaeefVyt9b//uBcilTXihw0zmoe7//O/+OLdt/l4LPXjP//vc34V5/qyfUzAHt6wCX7BmicSyNr3O9598VnIW1r4bHfSwsX4bedXfKxnWdnAwboJoiZwSHg1oUTPtBNQQaVohbTkBMQXstBcerI9X7ODA0IThmD4zPmISRkNZ3ea8dIXA5AAC+cr0FiAmck12Xvw6MoUJAxJUuvBxmeewZL7HzDa8uz1+Zrt7O07S/YxI908PDHvttWYuniZTkUgigvO4rXH/o6G2tprfGbL0uzKkr4bCa++iVp4fyxf85WLaDix+2qhhEZ+2C8wNg6jFq/k+Zo9/dVnYbNwOuReDwRIgIXzWWglwPwkXNa7+Ncr12Z16upO3qmTOJZzGmOmzzCal+xkMjuh3LUx4Z218mZMXbIUjk7OfbKl7nINXn9sbec9YtbZTQ88hNkrb+5Tv11f1ofwtvE93kzkXaiHV9IsWmrWW3SE1xE7XCWvr0TjqT2QFmXy/M32Tk7wi4hGQvo0jF12i/CMJosEQUDfAsx0Qd5UizaZBMo2Baxt7GHn4g47Fy/aH+4l4loJMOur4fxR3JLmhglTJqvtmifnuPU2rasP6fp1svJ6T95+C8ovFPEuQqOi8fS77/dZeLvaI2tu5gewjh/Yz3972tLluPVvf9fV5M73mPBm7tvHk3QM1HGPV6lU4fiRYzh9vpaEt88REXgHLENd9XmIzv7BM1gpRLWwsbVFQPQgDJ0+B7GpY3naSDqZKvA4mtA8vQnw3EfgGT0Ctad/R2NxNuSiWrS1ysAyuzn5BMM9fCj8hk6HvasPXVVSE2+tBZj1Iz74NrZuXs//4PfUKssv4suvd2JWHxNNaPONnsw4hM2PPsJfYfu1z/77I7WVj7Tpt+uzTOi3Pv04ju3fhxHj0/Hwxpd17QospWbGL7/wwhB9Ed4TmSe48HomzKAZr87RMIMXVUooJPU8gQbLYNUqqoEVK3np4YlRi27C4AlTeJlAdtKZGhG4EQF9CbBv4mSwGzKii3m8ZvT1zdrOEd6DxiBs0u081Sq17gR0EmBJ1XlM9a/AohXqs1+9/+abGDZ1Oi/jZ6z2z4ceQP6JY3y4wcNH4h9vtBe412fb+/kO7Ni6BREDB+H5D7dr3bU+hTe3oAqeCdPhFmq4w2BaO0gv6JWAStnG8zUz0WWz3jZpAy+K4BMcikGjxmPcitVw0rJcqF4NpM7MjoC+BFhTxz0ihyN20WNw8qGc8tcz00mAWSe1f7yHt17+O5yce67YImpqwra33uJZp4zVis+ewbN338GvDrH2yL82Y+josXodns1+33jyMbi6e+DtPT9p3HeH8AaEhCJuaLJOh9TYUjOb8ZLwaozdfB9UqdDaWA3JhUyICw5CdrmYfzNu3r4YPnshEiZMwYDwKMrXbL4RNpnlxhZgdk84dOLtCJu0GlbWPa+amgyGiQfWWYBZNZchigysuf9etS589ckn8IkZiOCICKO5+fazT+PIL+3CGBIVjZc+/j+97oeVFp7D03fcyvv/5yef86pGyaPGYNi48T36SMJrtNBbxkBdslc1nvqBi7CqVQZHFxcuukOnz0VQXALsKHuVZcTbBF7oVYCtrGDn5A47V2+0NFyCUt7So0cOHv4Y8fAnsHHo24FYE+Ay6JA6CzCzqurgf7D5qdXw9es5sYVCocCmF17A8r+0F7I3RmPVhh5bubwzRaUmpQO1sUsqFuG+mVP5K2xGwmbbgeER2LB9B2xs/swIQ8KrDVV6llUFYXu87C5vQ/Z3aK2vgJWVNdwH+CFmxCiMX3UHvIM0v8NORImAOgL6EmAbBxcEj12BkLErYePoAlHFGRR9+ypE5Wf43fTrW8LqV+EVm8a/a2rtBPokwOzYeeDFr7H2iUfV8mR1g+vlbUgYOdJozNkeLdurZY1lvXr5sy/5ieyy84UIi4nV2Y4r1dU8wQerL9y1+fj7Y93mrQgMD+88XNWXpWYm6qdO5OJkXjk8Bk+jPV6dI2YGLzLhlTZw4ZXwJBqnoFIq4ODswq8TJU2ahvCk4bA1cLlPMyBFJuqJgL4E2DMmBYOWPQN7V+9Oy2pO7kXh1xuhbGvP0d+1Rc74C4LHraSrSV2g9EmAWT9VWbuw/u7JiBmoPr0hT85x31/0uhR8o29R3NiItSsWd6aoZEUaKktLcSE/Dy989B+dRfib//0IX/37nc6hmfDOu/V2TJgzD4Wnc/mpZv/QUMQn67bH2ym8p8vgkTCDhFdPf+EIsxsVXz1pKc9D3ZH/Ql53EUqZlAtt1PBUpC1YhpD4JDi5uQvTfLLKbAnoS4DDJt+JsEl3XCOocnE9jr26FG3y5m58gkYtRdTsh2BlQ/vAHXD6LMDslKb9qQ/w0sb1aj/I/NxcHD2RjXEzZxnto/3+k+34fFv3U9CJKWlY99obOtnBUlI+etMSfvClQ3jZwa8De/fqTXjdBk0EOzVIzXIJsDSRLZVn0Jj7I1rK86FStcHZ3QP+kbGYvPpehA8xXipXy6VMnqkjoC8BVleM4fDz03hSjutbQMoCRM97BNY2dhScqwT6LMCsn7ozf+CeaSFIHTNGLdjXN27EtFW3wN7R0eDwWXKLnR+8h6L8vGvGGpI2CovuvBvRPZQi1NSoipJi+AeHoPRcAQ79/At8Avz1MuMl4dU0Aub7HMun3lJ+GuLCwxAXZULV2sJnvANHjUf8mIk8X7OLp/Gu7ZkvSbK8LwRMJcCBqQsRNfd/SIC7BE8vAsz6azn8Fra89rza6zVVFRX4/IsvMXvlqr58O72+y3JDP7piMeq75G7Wh/B2DFyUdxoH9v4ArwH+SEoZqdN1oq5LzSS8vYbU/B9QKfld3rqsr9F88TTapPU8XzNLGzl2+a2IGdkuvJS9yvxDbQ4e6EuAQyeuRviUNddcLWqpq8CJrbf1uARNe8Ddvw69CbC4PB/zokWYtWCB2m/wgzffRPKUqfDwNmwZv/27v+E1fUl4zeGvA8u1kc94q85BdGYfJFdnvA5OzvAJDcfoxSsRP24S7PuYp9xy6ZFnhiKgLwF2C4lH3Irn4ejdXqJW1daK8oOfovSXf4NtTV7f4le9BJ/B6XQK2hAzYNZn/R/b8NarT6jNAS0Ri7F1yxYsueseQ31bvN+2tja+RBwVP7jP4+hlxgvg9KmzyM4phkvseNrj7XNUhN2Bqk0BeW0ZxOcPc/FtkzbylZLgQQlInjYbcaMnwIMqFAk7iBZsnb4EmKWa9E2chMCUBbB1ckNTaS7KD+5Ac21ZN3osP/SIh3fAwcOP8kIbSoBb6iqRZn8SN995p9rP9+tPP4VXRCRPkiHkpg/hZf6dzjmD49nn4RI7AZ7RKUJ2mWzrKwGVCm0tItRnfc2vFSmaLrNpAdx8BmDYjHkYNmMuPAOCKXtVXznT+30ioC8BZkZY29rB3t0P1rb2kIvroJA29XgH2HdwOgateI4/R+1PAnpbgu7osubAR9jywv3w8Oy5+HebQoGNzz2HFQ8+JMg4tAvvXngN8NN5j7er8DpHj4VX7ChB+kpG6YcAK9LRWl8O8bkMNOb+AGWLhIusT3AYhs+cj+Tpc+DqZdhtF/14Qr30BwL6EGBrOweWRoKXweytOXoFYuCSJ+ERMYxmv9fB0rsAK5qbEHH5ezy09n/UxuWPX39FrbQZSalpvcXOaD8n4TUaassZiNVBbaiCtPg4L5QgrysDy2jlFRiM+LETMWTKLATFxlmOv+SJRRDQhwA7+YbzSkfVJ74H+ztfXbN19kDYxNVgJ6DZkjW1awnoXYBZ99VHv8BLDy9ASFiYWt7GTs6hzpDSc+dw4Me9cPf0QuLIETqdaqYZb3/7Y6WCSqlCw4lvICnMgLy+EiqFDA4urjxf86jFK+EdGAJ7J6f+Bob8NQMCWglwdRFOvXM3r/Pbtbn4R4Ollqw+/h0qDn0GRbP42qXnqzmiw6fejQHJ02Hr6GoGZIxvokEEmNWGdD+7Heuff0qtR2fy8nA4MxMTZs81vtcAmPDu//47uHl6IXkUy0/KLoZo3/Jyz+LYiULQUrP27MzxDVYcobn8NFihBHltKb865Ortg0GjJmDcitsoX7M5BrWf2ayNACuaRagrONztVDM7dMVmwKzSUUt9JWpO/ghx5Tm0ycSwc/GCR8RQ+CZMgp0r3Wu/0edlEAFmA9bm/Iy/LU7AkOHqszq9/s9/YupNq+BgxJlCh/C6enggOS1N5wMxZ/KLcDy7EA7hqbTHa+l/gbHDVc2NkJRk87q8surz/MoFE96BaeMRPzad3+VldXqpEQGhE9BGgIXui7nbZzABZnthysxteOXV59Uyqr5UhR07PsHcW24zOEd9Cm9WVj4cwlLgEz+eDhUYPHKmHEDF93QlJSfRxNJGXiqAUibhs96BqWMx7qbb4RcRBUdXN51XUEzpHY3dPwmQAAsn7oYTYACikmwsG2KFyTNnqvX4g7feRtLESfDy9TUIFX0J79n888jMOkPCa5AoCa9Tdne3uTIfTad/QXNZDjeQ5WsOSxyK1AXLEZk8gma8wgsbWaQBARJgDSAZ6RGDCjDzQXRwG7Zufhq2tj1XwJBIJHhj82tYes+9enWZCe8+tsfr4YnktFSdl5qZ8B47lg+70FSa8eo1QsLsrD17VQGacn/mwquUS/lhqqhhqfyAVfy4yXS4SpihI6s0JEACrCEoIzxmcAFuqS3BBI/zWHrzLWrd+fqzz+EZFobQ6Jg+u0zC22eE/bMDlQqymgtoOLUHLRVnoBBd5svKPiHhSL9lDRdgVy9vytfcP78Oi/KaBFg44TS4ADNXrxz8AFteegiubm49es6Tczz/AlY88KDOZFiVot93fwtnF7c+zXjPFZQg82gOzXh1joR5vcgSCTDhbcr7DeKz+7nxdg6OCB2cxLNXxY+fDHtHuk5kXlEla29EgARYON+HUQS4VXwFCdJ9uOvBB9R6fuC331Hd1ITk0epLGvb0Mhfeb7+Bs5s7klN1X2ouLCxD5tFc2AaPoKVm4XyfBrOE5WuW1ZZAfPYPnjaytamGb1MERMUiMX0ahs6Yx2e81IiApREgARZORI0iwMzdmowd2LRuJfwDA9V6v2H9M1h83/2wsbHplVCH8Do4OmHYmDGwUbPH3FtHXHiPnIJ1QDJ8kyZTpY7egJn7z1UqsLu8jbl7IS3JRmtDFU8g4OLhifEr78DAUePgFRAEG1u6UmTuoSb7eyZAAiycL8NoAtwmb4Z/6X+x7snH1Hp/Nv8MDh4+jPR589U+Q8IrnI/HnCxhM15Wk5eljaw/votfJ7K2toFvWASSJk3nJ5ud3NzNySWylQjoRIAEWCdsBnnJaALMrL984js8ftsYDBysvkzg65s2YcqKm+B4XZ1UfQnv+cJSHD2SQzNeg3xOAuyUzXgbKiE6exCS4izI6y6C5TzzDg5F3KgJGDJ1FvwjY3Q+JS9Aj8kkInBDAiTAwvlAjCrArGqMXfZ72LDpWbUEqi5V49Md/9eZnIMJ72/ffgsHR0cM78NSMxNettRsFTCUlpqF8/0ZzhKWCEbeDPH5DDTl/Qp5TTFUSgU/xTxuxWokpE/FgNBw2NEBK8PFgHoWJAESYOGExagCzNxuLMzA6nHeGJOerpbC+29vg09YGLIzMvosvMXFlThy+ATgN4SEVzjfncEsUSnb+BWi5vI81B/bCUVjNR+LVSiKGpaCUYtugn9UrMHGp46JgNAJkAALJ0JGF2Dmesvht/D65udgbW3dI4mSC8V4/ZVXMGPJEp0PV3HhPXQc8GfCO4UOVwnnmzOQJe0zXlHBIYgLDnTma3bzHYDYlDEYNn0uguMSYWtPBcENFADq1kwIkAALJ1AmEeDmqnOYEVSDuUuX9kji688+Q6utHbwGDNCaVIfwKn0Hwy95Oq/WQc2yCagUrZBezGnP11x1DsoWCU+iwfI1py5cjtCEZDi6UDk0y/4KyDtNCZAAa0rK8M+ZRICZWw0H3sUbL6+DYw+VkF5+/jkMTZ+klfckvFrhMv+HWYUimRiyqkLUHf0vZNVF3Cc3b1+EJSRj5LzFiB4xyvz9JA+IgJ4JkADrGWgfujOZAMubajBCeRS33nP3NeYrFAqsf+wxTJy/QCO3SHg1wmRRD7FSgOw6kfhCFppLT6Ktuak9e1XCEIxevBLhQ4bTjNeiIk7O6JMACbA+afatL5MJMDO79vB2vPLUnfDuUgnpyKEMnDiVjZiExBt6VlJSgYyDJ0BLzX37AMzpbXbAitXibcz5Ec0Xc7jwsitFgbFxGLV4JSKGDIenv/pEL+bkK9lKBAxFgATYUGS179ekAtzWIkZY1S48vG5tp+XvvLYZYUnJsFVT3PxieQ0/XCX3GEh7vNrH2yzfYIerWusreaEESdFRqFplvCIRE94Rsxdh6LQ5ZukXGU0ETEGABNgU1Hse06QCzGfBx3bhmfumITwqmlv45KPrkD53bjdrmfBm/HEUcvdY+I+YQ4erhPMNGc4SlQrN5achKcriSTQUolp+Kj4geiCSp83BwLT2tJHsbi81IkAENCNAAqwZJ2M8ZXIBVra1wi3/YzzzwtMoL6/ER/9+F2mTp3T6/qfwxsBv+GxY21COXmN8GCYdQ6WCQlKHppyfICo4AIXkCqBU8uxVaQuWIyZlNC8TqO4am0ltp8GJgMAJkAALJ0AmF2CGov7MPtw/KxIXCovQ5uDArx+R8ArnIzGWJSqFnBdKEJ3ZB9HZ/WiTNsLGzg4+QaEYNHoCxt20mvI1GysYNI7FEiABFk5oBSHAYFdKMrfBzUHF72y2LzXTjFc4n4mhLWH5mqsgKjjI93jltaV8QJ/QcCRPmYW4sRPhFx5F+ZoNHQbqv18QIAEWTpiFIcAApOWnUfjNK/BPXURLzcL5PgxuiVIm5fmaG0/uQWtjFdgs2MHZBYkTp2HE7IUIjInjs2BqRIAI6IcACbB+OOqjF8EIsD6coT7MhIBKCYWkHuJzh9GU8yNam6phbWMLDz9/nq95/Ko74B0YYibOkJlEwLwIkAALJ14kwMKJRb+wRCFpgLTkBCQXMnkyDdbYjDdp8gy+3Ez5mvvFZ0BOmpAACbAJ4V83NAmwcGJh0ZawpWVp2Sk0nPgW8isXwZaebexsebrI1AXLEBqfRAesLPoLIOeEQoAEWCiRAEiAhRMLi7SkrVmElktn0ZC9Gy2VBQBUcHb34IftJt16F4IGDrZIv8kpIiBUAiTAwokMCbBwYmFRlrDsVdKyHEgvZEJclAlVawsvBciSZ7BTzXFj0ilfs0VFnJwxFwIkwMKJFAmwcGJhGZaoVJDXV6Iu41M+82X5mlnCjJC4RL7UzA5ZuXh6U/Yqy4g2eWGGBEiAhRM0EmDhxMKsLWEzXlYooSn/d37AiuVrdnB2hk9wOMYuuwWD06fAxpauE5l1kMl4iyBAAiycMJIACycWZmkJr1BUcwHicwchPneIZ6+ysrJC5NCRiL+61OxBFYrMMrZktGUSIAEWTlxJgIUTC/OyhGUva25C/bGd/DqRQnQZTIzdff2QMn8pkqfO5v/Z2sbGvPwia4mAhRMgARZOgEmAhRMLs7CEiSxLFSk6dxCivN+glElgZ+8Ar8BgDJsxD0Onz4WLl7dZ+EJGEoH+SIAEWDhRJwEWTiyEbYlKCXlDFZ/tNuX9wuvzssYqFA2ZMgsJ4yfDPypW2D6QdUSACIAEWDgfAQmwcGIhWEuUrS1oPPUDJIUZkNdXtOdrdnFFYvpUpC26CT7BobBzcBSs/WQYESACfxIgARbO10ACLJxYCMsSlQqtTTWQlp7k2asUTTX86pCbty8SJ01H2oJl8KJ8zcKKGVlDBDQgQAKsASQjPUICbCTQ5jSMQlIHaclJXpeXXS1StbXC1duHJ9FgJ5tZbV5qRIAImCcBEmDhxI0EWDixML0lKhUkRZloOPk95FdKeb5mlr0qJmUMv8vrFxENR1c3fs2IGhEgAtoTuJifiyvlpVCpVNq/rKc3FHIZ8vb/ggvZWXBPmgbf9DWwsqbbCnrCq1U3JMBa4bLEh1VgFYpY1qqm3F/QfDGHO8nyNYclDsWYZbfwX1k2K2pEgAj0jcDu1zfg2Pc7oVIq+9aRnt4mAdYTSB27IQHWEZwlvKZSyCAtzUHTmd/QUp4PpVzKSwNGj0jjS83x4ybD3snJElwlH4iAIAh8+9oGHN+zEy4envANjQBMsJrErhLWX6pAU+1lmgGb+KsgATZxAEwyvEoF2eULaDy5B9KLuWiT1PO/CAaERmDGvX9D0KB4uHh4Ub5mkwSHBrVkAh0CHDd6Av+zZopENbJmKQ5+vh2nfv6eBNjEHxsJsIkDYMzhla3NkFUVQXTmd4jOHuClAdmMN3jQYAybOR/xYyfRjNeYAaGx+h2BDgEeMnkGFj76LGxsbY3OgA5hGR252gFJgIUTC4NZompTQF5bgqYz+3l5QO6IXNoAAAvcSURBVIW4DtY2tgiJT0TixOlInDgVrl4+BhufOiYCRKCdAAkwfQldCZAAW/L3wO7yNlahMedHSEuz0dpQBaiUvBzg+JW3I25sOjz9Ak2yDGbJ2Mk3IqCOAAkwfRskwBb+DbB7u0xsxYWHeRINlrmK7TUFRA1E0pQZGD5zAZzc3C2cArlHBIRHgARYeDExpUU0AzYlfX2PzWa8DZUQFRyE5EIW5HXlsFKp4BMShoGjxmHk7IXwDYvU96jUHxEgAhoSIAHWEFQ/eYwE2EIC3dYiRlPer5AUHoK8toyXBrR3csaohSsweMIUDAiLgJ0jXSmykHCTG2ZKgATYTANnILNJgA0E1hjdMpFViGrRfPE0Go7v4vu97DqRl38gYtPGYczSm+EdGGySu4bG8J/GIALmRoAE2NwiZlh7SYANy9dAvavQJhVBVPAHTx3Zka/Z3XcATxvJavKGxCXA1t7BQONTt0SACOhCgARYF2qW+w4JsJnFVqVohbTsFBpz9qLlUgFUrS08N3P8uEkYvXgl/KMHwtHF1cy8InOJQP8gQALcP+KsqZckwJqSMuVzKjbjbUBLVSHqs76GrOYCYAW4efkgLDEZI+cuQdTwVCqSYMoY0dhEQAMCJMAaQOpHj5AACzzY7AoRu8MrKjjEf2UzXpa9ignusBnzEDFkOK9QRI0IEAHhEyABFn6MjGkhCbAxaWsxFjtgJas6j8bcH9Fcnos2aSN/Oyg2HqOXrEL08FReo5caESAC5kOABNh8YmUMS0mAjUFZizGU8mbI6ytQf+RzNJefBksj6eDC8jUn8BnvkCmzaKlZC570KBEQEgESYCFFw/S2kACbPgbtFqhUXHBZAg3JhWNQiC7zRO0B0YO48LK7vK5eXuCbv9SIABEwSwIkwGYZNoMZTQJsMLSad8zzNZ/8AZLiLCjEVwClEt7BYUhbsAwxKaPhExIOa2trzTukJ4kAERAkARJgQYbFZEaRAJsIvVIhh6KpGk35+yA+u5/v8drY2cEnOIzf401bsBx2jo4mso6GJQJEwBAESIANQdV8+yQBNnbsVCrILhdfXWrO4mkj2aqyb0gYhkyeye/zDgiP5OUCqREBImBZBEiALSueffWGBLivBLV4XymTQFyYgYbs76BoqgGrWsSqEo2YvQiJE6fBPzKGz4K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id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="doSetVar"><l>a</l><l>0</l></block><block s="doSetVar"><l>b</l><l>0</l></block><block s="doSetVar"><l>c</l><l>0</l></block><block s="doSayFor"><l>Hello! Welcome to the Pythagorean Theorem solver!</l><l>3</l></block><block s="doSayFor"><l>When you&apos;re ready, click on one of the letters and answer each question.</l><l>3</l></block></script><script x="20" y="181"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>a</l><l>0</l></block><block s="doSetVar"><l>b</l><l>0</l></block><block s="doSetVar"><l>c</l><l>0</l></block><block s="doBroadcast"><l>DrawNumbers</l></block><block s="doIfElse"><custom-block s="POSITION top y-coordinate: %n left x-coordinate: %n"><l>-139</l><l>-40</l></custom-block><script><custom-block s="Questions %s"><l>a</l></custom-block><custom-block s="Solver %s"><l>a</l></custom-block></script><script><block s="doIfElse"><custom-block s="POSITION top y-coordinate: %n left x-coordinate: %n"><l>-35</l><l>145</l></custom-block><script><custom-block s="Questions %s"><l>b</l></custom-block><custom-block s="Solver %s"><l>b</l></custom-block></script><script><block s="doIfElse"><custom-block s="POSITION top y-coordinate: %n left x-coordinate: %n"><l>-14</l><l>-45</l></custom-block><script><custom-block s="Questions %s"><l>c</l></custom-block><custom-block s="Solver %s"><l>c</l></custom-block></script><script><block s="doSayFor"><l>Make sure you&apos;re clicking on one of the letters!</l><l>2</l></block></script></block></script></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-164.990234375" y="75" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="255,243,56,1" pen="tip" id="87"><costumes><list id="88"><item><costume name="Untitled" center-x="0.5" center-y="175.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAFfCAYAAACP5qa6AAAAIElEQVQ4T2NgYGBoYBgFoyEwGgKjITAaAqMhMFxCwAEAcsgAwTW0t4oAAAAASUVORK5CYII=" id="89"/></item></list></costumes><sounds><list struct="atomic" id="90"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>-225</l><l>135</l></block><block s="write"><block s="reportJoinWords"><list><l>a = </l><block var="a"/></list></block><l>20</l></block><block s="gotoXY"><l>-225</l><l>105</l></block><block s="write"><block s="reportJoinWords"><list><l>b = </l><block var="b"/></list></block><l>20</l></block><block s="gotoXY"><l>-225</l><l>75</l></block><block s="write"><block s="reportJoinWords"><list><l>c = </l><block var="c"/></list></block><l>20</l></block></script><script x="20" y="232"><block s="receiveMessage"><l>DrawNumbers</l></block><block s="clear"></block><block s="gotoXY"><l>-225</l><l>135</l></block><block s="write"><block s="reportJoinWords"><list><l>a = </l><block var="a"/></list></block><l>20</l></block><block s="gotoXY"><l>-225</l><l>105</l></block><block s="write"><block s="reportJoinWords"><list><l>b = </l><block var="b"/></list></block><l>20</l></block><block s="gotoXY"><l>-225</l><l>75</l></block><block s="write"><block s="reportJoinWords"><list><l>c = </l><block var="c"/></list></block><l>20</l></block></script><script x="269" y="98"><block s="setColor"><color>255,243,56,1</color></block><block s="setColor"><color>231,242,239,1</color></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="72.5" y="10" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="73" y="20.50000100000001" color="4,148,220" hidden="true"/><watcher var="a" style="normal" x="18.999999999999773" y="9.000002999999992" color="243,118,29" hidden="true"/><watcher var="b" style="normal" x="18.999999999999773" y="28.50000400000002" color="243,118,29" hidden="true"/><watcher var="c" style="normal" x="19.499999999999773" y="48.000005" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="POSITION top y-coordinate: %&apos;Y1&apos; left x-coordinate: %&apos;X1&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="X1"/><l>40</l></block><block s="reportMouseX"></block></block><block s="reportLessThan"><block var="X1"/><block s="reportMouseX"></block></block></block><block s="reportAnd"><block s="reportLessThan"><block s="reportDifference"><block var="Y1"/><l>40</l></block><block s="reportMouseY"></block></block><block s="reportGreaterThan"><block var="Y1"/><block s="reportMouseY"></block></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Questions %&apos;variable solving for&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="variable solving for"/><l>a</l></block><script><block s="doSayFor"><l>Okay, looks like we&apos;re solving for a!</l><l>2</l></block><block s="doAsk"><l>What&apos;s the b value?</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>DrawNumbers</l></block><block s="doAsk"><l>What&apos;s the c value?</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>DrawNumbers</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="variable solving for"/><l>b</l></block><script><block s="doSayFor"><l>Okay, looks like we&apos;re solving for b!</l><l>2</l></block><block s="doAsk"><l>What&apos;s the a value?</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>DrawNumbers</l></block><block s="doAsk"><l>What&apos;s the c value?</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>DrawNumbers</l></block></script><script><block s="doIf"><block s="reportEquals"><block var="variable solving for"/><l>c</l></block><script><block s="doSayFor"><l>Okay, looks like we&apos;re solving for c!</l><l>2</l></block><block s="doAsk"><l>What&apos;s the a value?</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>DrawNumbers</l></block><block s="doAsk"><l>What&apos;s the b value?</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>DrawNumbers</l></block></script></block></script></block></script></block></script></block-definition><block-definition s="Solver %&apos;variable&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="variable"/><l>a</l></block><script><block s="doSetVar"><l>a</l><block s="reportQuotient"><block s="reportRound"><block s="reportProduct"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportDifference"><block s="reportPower"><block var="c"/><l>2</l></block><block s="reportPower"><block var="b"/><l>2</l></block></block></block><l>1000</l></block></block><l>1000</l></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The value of </l><block var="variable"/><l> is </l><block var="a"/></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="variable"/><l>b</l></block><script><block s="doSetVar"><l>b</l><block s="reportQuotient"><block s="reportRound"><block s="reportProduct"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportDifference"><block s="reportPower"><block var="c"/><l>2</l></block><block s="reportPower"><block var="a"/><l>2</l></block></block></block><l>1000</l></block></block><l>1000</l></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The value of </l><block var="variable"/><l> is </l><block var="b"/></list></block><l>2</l></block></script><script><block s="doIf"><block s="reportEquals"><block var="variable"/><l>c</l></block><script><block s="doSetVar"><l>c</l><block s="reportQuotient"><block s="reportRound"><block s="reportProduct"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportSum"><block s="reportPower"><block var="b"/><l>2</l></block><block s="reportPower"><block var="a"/><l>2</l></block></block></block><l>1000</l></block></block><l>1000</l></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The value of </l><block var="variable"/><l> is </l><block var="c"/></list></block><l>2</l></block></script></block></script></block></script></block><block s="doSayFor"><l>If you would like to continue, just select another letter and follow the same instructions.</l><l>3</l></block></script></block-definition></blocks><variables><variable name="a"><l>0</l></variable><variable name="b"><l>0</l></variable><variable name="c"><l>0</l></variable></variables></project><media name="PythaogreanTheorem" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>