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BBBAgABmDCCAAAIIIGBBgAC2gE6TCCCAAAIIEMCMAQQQQAABBCwIEMAW0GkSAQQQQAABApgxgAACCCCAgAUBAtgCOk0igAACCCBAADMGEEAAAQQQsCBAAFtAp0kEEEAAAQQIYMYAAggggAACFgQIYAvoNIkAAggggAABzBhAAAEEEEDAggABbAGdJhFAAAEEECCAGQMIIIAAAghYECCALaDTJAIIIIAAAgQwYwABBBBAAAELAgSwBXSaRAABBBBAgABmDCCAAAIIIGBBgAC2gE6TCCCAAAIIEMCMAQQQQAABBCwIEMAW0GkSAQQQQAABApgxgAACCCCAgAUBAtgCOk0igAACCCBAADMGEEAAAQQQsCBAAFtAp0kEEEAAAQQIYMYAAggggAACFgQIYAvoNIkAAggggAABzBhAAAEEEEDAggABbAGdJhFAAAEEECCAGQMIIIAAAghYECCALaDTZP0Fup3upDvvtWQcSxlLKUSc0ank5xWr/0gRz7159Bq+/qcQ4lf1F7iMHvTv+s/ixbv2YyFFLKQUqmZZtVT9Tf5t9a/q00KIuSejl3D4KIT42WWI0ItTChDAp9SuaVuBNwi9KPaqXf30xkzGarM285fh2/L7/zvXgOp1e+PutNORamNd4k9tuZdeGD1Hz38SQvyuxKIyv3rn3y+boefvD5Ltry09GY2ioV/1eqjlqYBrPPu3h0Jt4Ufhc/jUOEb7Gct8uG7c/q922PDL1jG97E0oqzH8uvz+r0KIhxP1h2ZqLFBqQ1LjfrPqOQSOE8CHV0AdMU460+l4Mu7lWNWjfLTXCma9hWyKOK7897L04mgUPf2hyg123gBW4TEUj38RQvymasAzCuBhIAf33mrnad8RblW9lyKW8dmM36p6xXKqF6h8g1L9KrJE2wI2AnjTZ7WpDP0oHIWjf6kypAxNh1/k4P4YwbvdvhTjVjwfzx/bhut18GN5A1idTz3WUegZBPBwIIP7Ko9289Ro7ovwe/h4qqP7PKvGZ89AgAA+gyKc+yrYDOC0zdSfh6/h60k2ZjeNm0V72TxJW5s+Rp6MHqNh6aPh/AEshLqSPYyH/1z1To7NAO57QdiIpHf8I959v+Dj7dic+zaD9TMTIIDNnJz+1LkEsCrCOij+eIxrp5si33tB6Eei4mveZkMokiJ+jB9LBWGhABZCzI6wg2MpgIeBDNanm83cj/MpAvg4rpezVAL4cmp5tJ6cUwCvOillvLwNX0bPo7uqOx14QehZCt/30+5SxMMSIVwkgFM7N5XueJw6gDvtzvR61qvkVH75sUUAlze87CUQwJdd30p6d3YBvL5RZH61eHt5e7mupJNqxq7XDxuRX+CUpbonJX6/NWW1PqtbWor/RZ6IHqPHQjOTiwawWttpM1q8Lkat4mu+/c1TBnCveT/vLmSzjPvH2h+6HclUhwA2lXL1c9WMVVf1HOm3SQBHUsZvzdeFCUkrvPYbUeR5whPqPlqT72R9Rs2UHsaP/1HFbUt9v79srG7dMf9T7b+1xvPpbNrZ962bq5vXxrjR82Mv9+zbhS/C5wITeMoE8PoUeGVHwacKYBW+q5nqBf9ULUMp4kVnNn0bv10dWMxDt9P9H+15t/Vx7/C+TxPABcvhzNcKb/ycEaKjwiiAkwlEuQIsRftD3+//t9XRZ85AriIwVEi235qHNrrbo0DK+Kd4+CSEGOQYHg997/73yaQg87/lXfQ976n2MgGs1uy1PZ4d2qkwX/vT3Aecu36bDkgZT72ZejhK2Rn2P957g4H/6V55AjjPWHHxswSwi1XP2ecTBPD7Gq3uuZ3LlunMVXWbUsnJQw8DGXw1vU0l9ET0VPDUsOqkephHb9LtmvavyA5G2QAOZRw/xU+5dhT2DakTHAF/G8jgl6b1S9ZTimkzrPRU+6b/qr6d9cNa1FO1jnV7V86fMB8/UwEC+EwLc06rdcoAXvf7h4Ec/L3p6el1SP1bkQdJ5AmrZXI/culbk1ah9N2/MT3af2vGi8niyfi6bJ4+ZY0ztVNT1fX1Iwdwrp0n1df1ZYujzqJfm65mYs+TJ2MVPjV+TtsB1qV6AQK4etOLW6KFAFaGD4EMviZPLtL/zXwZvoTDvOH4bSCCvzVpoMykqKy1z3PadH3rlfERqVkAH55kVFV/jxnAea/bF72mrh99fAKBYgIm255iS+ZbFyNgKYBXIWx6ejhvSKmF971B2DB4xvX6qKnUvblZg+Hav162w5Zv8iPMc11WF8Cb5xYfOm27fjyleslAnuvcn7p5xAAefhGDwPRU/qQRLt+WzxyJXsxW6TI6YvLbv4ye0ovCAhYDeH3NtNPVr7wUy7swz4SlPw9E8Hf6H4AUs6t5pbc7pfsykEFkcv0yz7VgkwBWL4Norm652v9X9nr3aifnSC9jyHO/dlWXDvRjkE8gkE9Av/3Jtzw+fYECNgNYcQYyiHSnolfXLRuL5cvyxego58YfLNthrJ21XdWp2H3DQj044mrWa+t+iOsj0r+avPbOJIDHLTnvLUTz0HX2Kl7ScIwAVqfvW2/NK52ZMj92/S7w506XTihgMoZPuDo0dY4CtgP4qnG36C597fXdpRdFo2ikDVVlPJCDSDfJq6rTsLqaVr2DYRLAr623eWfZaeiOghfJaxONTLP6eYwANvFS67K+dFBocp6uZvw7AlUIEMBVKF74MmwHsBDix4EI/kY3WFWiPhrcPpPcCqQ/rZ3ntG+ZIXDd7M87C0975G56e5BpAM/ms9eBCIJDrmVf0nCEAB7q1jmphRSTZrh4q/CpXmVqzHcRyBLQbdNQQ+AUD+LQKhsdsSZPxtLOFjaZfKWOftVp2sl8eIrnCptdj04eAKKdDJYjgNsmR5MFZ5ivalp1AN95d6HuqH116jl5qYV2LGgHHh9A4IgCBPARcS9l0WdwBCxMJiuZbnRNwly98MEk7Kqq8b28j/z48OOjVzsFncl0Mp0cnJSWJ4BNXl5QZhZ41QFsMg5UTfLMGq+qhiwHgbwCBHBeMQc/X5cAXoem7qjH7HR2uUdr5h4l6v3DrWWzoftBzv04/B4+HbwenieA1Yqa7JAUfUlDlQFseumgyC1puQvGFxCoQED3e6+gCRZRd4G6BLDJEXDyqEtx8KlSeWdUV1Hf25vbl+ZL41r3gzSZ1Zs3gE1mhK+PgnU7N58oqgxgk0sHagXKThyrop4sAwETAd3v3WQZfObCBeoSwCYhYbIRVwG8uFm+fn/5fnPK0ppcjzXZycgbwEIIo2vQRU7rVhnAJkfqavJVzvvBT1li2kJgS4AAZkBoBeoSwCazhAN5H3maa60mIadFK/ABo4BJrk0fPBItEMDi3rsPfc2bmoq4VBjARjsJJjthBUrDVxA4igABfBTWy1roGQSw0cZ36clopHkloknI2bqGaOJscoRXJIBNH24x7k4n48m4ZzrCqwrgbqc76U27Hd0Gq4qnd5n2jc8hUFZAN57LLp/vX4CASTBER5y01G0NZr153NIN1nFLzMfzx0O3DRkF+TH7cmg46IJTfddkJrRuOWoZ6kEcs/lsy6qqU+DpPlYVwKaT1Hjm8wVscBzqgm6b5hAFXd0nYDuATU6PmjyqUR8GSsDeO1xNnvi1LzzTtSsawCa3JJkcgR8jgO+9IPQjcfDUu61r92w5ECgqQAAXlXPoe5YD2Oyo1eDBC+1We3Y9v9IeSds6ijJbP/0OQtEAVkPa5D7b0Iujp+jJ6PGU+p0efX/UepneJz0Uj/+k3qLl0M+TrtZYgACucfFOteo2A9hk1rJyMAlNk4AzOcI8lrvZrUj6wCoTwGaPxZTiJzE0elVhVQFssmPABKxjjUyWeywBAvhYshe0XFsBnPPBC6Uf0bgpWd6JRlWVWh9WZqfIywSw6TuYTe+11fdJv0Ohem1yfbpkAH/rtDv/JY7jSreJ3W53Onoe3VU1RljOZQlUOtgui4bebARsBLCaldt+a17pq2C2AVfL0QVT0pa9+0j1YZWsoW6SmK6fuqN8owdzCCGG4vEvQojfHKqRvk9m9fsiB5HQhKPJQ0r2ravOTD8Osz9RcqegaLN8ryYCBHBNCmVzNU8dwFfN/rxr8HYgZZLnOcVmG1l7AWz81ifNjHNdP3UBnBwFD77qXtdo8pKGigL4YSCCf9RtrHQ7Jod+Qzqzor8/ArionBvf041pNxTo5UGBUwXw6qh33OrpjnQ2K6uC5K09nk1n045JCc02slYDWJgd6cno8cD9zrp+GgSwMHnrkMmrCqsIYP0yzM4MEMAmvxI+c0oBAviU2jVt68gB/K3v93/eiHzPNHg3jEs/Ckfh6OCLCdLkumBKPksAr82MZp/rJr/pw1N/Clq/DAK4ppsW51ebAHZ+COgBTAJYnWqLVo+J0P956nbOWPM8SM1iilzvq0EAV/KmJl0/TY6AFb/RvbdSxsMDj8bUhycBrP/F8IlLFSCAL7WyFfbLJIArbE67qCLhqxaqCybbR8D6sEqehKWO/J8PHPnr+mkawGqe1UAEgW4j8daMF5PFU+YbpvR90gdwVdfGOQWt/WnxgRML6H5bJ14dmjtHgXMK4IUmfKrYyDp+G9IWYeAFoad5AtWhlzRUFMBG18ZNXsaxb3zodlqK/i6ZhFVUzo3vEcBu1LlUL88jgKV4bb8ZT7jK6vCtf79shfLgE5xyHB2WMs36stl9z/ojRl2Y5OmjyUsaDk2GO2UAnzrsdM6qxqdep8oHJQs8qgABfFTey1i43QCWYulF0Sh6+kPZRwyaPAlLVczgpQ5HKazJ+pmEpy4YTJaR7qDJYyD3HQVXFcBmb7ES8TB+PPi86CoLp3MmgKvUvsxlEcCXWddKe2UngFXwhtEoGv1JCPG7KjqUvGzgqp1cSd33pz/CrGJdspZh8safY74NaV+/TF7SoNZrfrV4e3l7uU4vp7oADiIZi8PbK4N3JVdZOwK4Sk03l0UAu1n3XL0+ZQCrU3Yzfxm+Lr//a9kj3t1O6sMg+Yatd8qaPfdaf5uULhjyHgErE5NHQWa9pEFvbrbDY3It+tS3kOmcOQLOtZlx8sMEsJNlz9fp4wWwXF0jU5NnFp3Z9G38ZvDoyXzrvvNpo3tby0zmKbN2Jqd6hcFRni4YigSwyUsa1q+E3Ho8ZVUBbLJzUqRfZeqlcyaAy+i68V0C2I06l+qlSQCXeQxgqZXL+eVzvJa46UJVb/zRBUPRoDKx2308ZVUBbPquZN0tWjmHy8GP65wJ4Cq1L3NZBPBl1rXSXjkXwMmLBv4qhPhZpZCHF2b0EI5kQtro4ExuXTAUDeBr/3rZDlv+oY3G+vGU7xOhqgpgsxniQkQyjh/jp5NMxNI5E8An/PXUtCkCuKaFO+VqX1IAmzzdSV1LLHvLU976dFuDWW8etw6Gm5ro1FgsX5YvzUPL1wVD0QA2fUnDtBktXhej1YM5qgrgVdsGL2RYn6LXvpoyb32yPq9zJoCrUL7sZRDAl13fSnp3SQFsMtNYoS09GY0OvPCgEtjUQkx2DFRwLm6Wr99fvt9YCmBh8qrC9C1JFQawCOR95Bk8wfQ1xws6ytSRAC6jx3eVAAHMONAKXFIA397cvjRfGte6gX/qByiYXf89/NzlTSF1wVDiCFg1oZ3Ilr4lqcoA1vVr0/9TzUcwWZ9TjyPtj5kPnJWAbjt0VivLytgRuKQAVoImk4nWM3of1cePrd7tdCe9abej+zGa3h6lC4aSAWz0qsLNLUlVBrDJU7lWp32Ta/hbs7GPUUOdM6egj6F+WcvU/eYvq7f0ppDApQWwSX/UyaHkudNPxq87LIS7euvQfehHUjtxyPTUqi4YygawyrcvYhAceqDJJgT7d/2fN5792/2fzedssvOk6rDwwug5ej44Wa1ovUzPNBDAZYUv//sE8OXXuHQPTQLrVKf9SndGCGFyS0tq43nsCT3aMMu7IT9BABvsNCTBKq/jtyoDWNe3zfhY7wD8uxDiV1WMmaxlmKwLp6CPpX8ZyyWAL6OOR+3FpQWwyXXMDWh6Ru8xkE0eMJH3iE4XDBUcARvMblYvIpDxvDcft99aV1UdAZu+IlGZHXunUOecd8fpGOOLZZ63AAF83vU5i7W7wAA2erTisY+Ck+uj3q2+yFL8JIbG16N1wVBFAKt1Nnk85dwXYfIGqn3P3853Clq1a3rKXn123IwX4z3vKta7H/6EzpkALit8+d8ngC+/xqV7eIkBbPKCgQROiqUfhqNwVPW14IeBDL5qXzCwejZ1HD1FT8bXM3XBUFUAmzwcQ92SlNw6VF0A6yd2bQ/5WcZLIkr/KIQQOmcCuArly14GAXzZ9a2kd5cYwArG5NafDWDVR1J9v79shJ5BqOY7+lXrqwuGqgLY9ChYtbd/Q5P/CDg5Cg5CPxLaiWvJPpSMl7fhy+h5dFfJD2K9EJ0zAVyl9mUuiwC+zLpW2qtLDeBu835+tZAHnyqVhqzqSMo8fIs9EEQXDFUGsPmZhH1DslgAr67jy+DXJmcQNi2bziI3/fHonAlgU0l3P0cAu1t7455fagCbHsF9QJV/RGXeI7ef4mHuWdi6YKgygJMzCQP1COaC25LCASx6zft5L8cOlFrX9Zuu/ljFO6Z1zgSw8SbG2Q8W/NE46+Vkxy85gNXDHdpvzVyvQYw8ET1Gj3/KuREffpGDe5EjqMbd6WQ8GffyDjpdMFQdwCavKtzfh+IBnPtU9PtKSJG81OIpbw23uqFzJoDzjlz3Pk8Au1fz3D2+5ABWGHlOCaePhkMZxcvecvzy9nK9D1Wdor2a91p5TpWqZanX6hWd+KULhqoDWL0o4YscfM2zc5F2LPnAk4dABl+9uNhjddV9uksZxs/R89Dw7Vffrv3rn7ejlicPTi5Lesh9wLk3N059gQB2qtzFOnvpAbw6Fe0FoWc6qWcPo9rYvv9TLKRcZcK+2b/7a7E+wjaYoJW9DAsBbPSShuy1LXcEvF6m8Yzyw7+AZHMYq5qlarmqY44zF+k2COBi2xxXvkUAu1LpEv10IYCTV+2Z3RZUglL71bLhqxqwEcBqUlQgg1/nPxKtJIBVt0sdCWsLU/ADBHBBOEe+RgA7Uugy3XQkgFcbcXshrK5LhtEoGhU+8t3U2FIAG72k4fM4rCyAkxD2Br/3otjs9qQyPwrD7xLAhlCOfowAdrTwebrtUACnNuLqHtP8p4/zuKY/O2ssli/LF+Nbog61YyuAhRDfBiL423wblUoDeMXSawWz3ly2Tlm/ffUggIv+Itz4Xr7fihsm9HJHwLEAXvX+qtmfdxZe89g/kPXL65+qfO2hxQDO9ZjIZJhVH8Dr4fvDvTf4bfKwjtPtSG1+OqpFFb5vzbfFbD5rs1FBIEvg2NsX1C9AwMUAPvZGXG2gZ81o8boYtaoeIjYDOM/LEo4cwBvWb4EX/KLsBLs8NVq/BOL/HvNNTHnWh8+erwABfL61OZs1cziANzX44c67+20j8r2yPxh1VDTpTKdF7u81HRCWAzjnjPKjHQHvcj1cNfv/s7P0GnlvCTvsLkUs41idyXiKHk1vZTItJZ+7cIGy25ML56F7CHwSyLgPdN/tRsnGWb2Wb9IazyfTSRfP8xBQL3QQL961r+4ffr9lTK3b4dPVqpaRiMTS86KXcPWGqp+dR49YizoKEMB1rBrrjAACCCBQewECuPYlpAMIIIAAAnUUIIDrWDXWGQEEEECg9gIEcO1LSAcQQAABBOooQADXsWqsMwIIIIBA7QUI4NqXkA4ggAACCNRRgACuY9VYZwQQQACB2gsQwLUvIR1AAAEEEKijAAFcx6qxzggggAACtRcggGtfQjqAAAIIIFBHAQK4jlVjnRFAAAEEai9AANe+hHQAAQQQQKCOAgRwHavGOiOAAAII1F6AAK59CekAAggggEAdBQjgOlaNdUYAAQQQqL0AAVz7EtIBBBBAAIE6ChDAdawa64wAAgggUHsBArj2JaQDCCCAAAJ1FCCA61g11hkBBBBAoPYCBHDtS0gHEEAAAQTqKEAA17FqrDMCCCCAQO0FCODal5AOIIAAAgjUUYAArmPVWGcEEEAAgdoLEMC1LyEdQAABBBCoowABXMeqsc4IIIAAArUXIIBrX0I6gAACCCBQRwECuI5VY50RQAABBGovQADXvoR0AAEEEECgjgIEcB2rxjojgAACCNRegACufQnpAAIIIIBAHQUI4DpWjXVGAAEEEKi9AAFc+xLSAQQQQACBOgoQwHWsGuuMAAIIIFB7AQK4xiVst9qz6/lVK6uIseqXFPG8txi/vL1c17ibp1z1H+68u982It+TQqmuFNd/UkQyih/jJ++UK1Sntg6Nx8x+SBn/FA9ten4LvMEvZBR7278hKWIRi9CLolE08jPW/c+BDH4tYyEPfMZ66fp+f+mHnq+2A8P40aazdYtzXQEC+FwrY7Be2xu8dGBsh8fCF+Fz+NgwWKSzH+nf9Z8b3/0bEcfr30SGp/3AOOv6dNqd6dWs194Ns+0dmfQ+jb0AVut6Peu1D4HGe4JrNVae/VvVr8iT0WM0zApp67UayCBSOwmCcWu9FvtWgAA+29LoV+wjgKVY+FH4HD69h+y1f73shG1fbSTUcdz8avHGkfB+0/eNlRBi6UfhKBz9ixDiIfWNH9ut9t1sPju40dZXza1P3Pn3y2bo+WoUvrbe5mfitzqC9VQ4CSEmjeXybfm9ma6MCtnpdNqezqad3YoRwG6N4WP2lgA+pu6Rl30ogFXTN/5g2Q7j1d556InoKXo8yz31IzNpF397c/vSfGlcqx9DKOP4idPMWjPTD5xjAPdawaw3Fy3Vh6Uno1HOI1gC2LT6fE4nQADrhM7433UBnA6W3VNlX+QgErGQ6yPn53t5f+/H8n08xFLGw3j4JIQY7BJcN24WnbDlf5yuTU4yzvx5+Bq+7jvV/dD3gt/7kci83jZthMu35fPWUci63WGybupr29dkYxmra1s/CSF+VqZMyenIq7Zaft4ATjsufBl2F6K5Ou23/lufxvwPIcSvdtbx2713/wsvkp88IhnHk/ZkNplOuvv6pWp/tbhqequaJS7qv9V3n+KnKutWhlbkDWAVjp8MNf3Ku4K3/v2yFcrVzqhpAG/6sfd0+tZKSLG8C7+Pnkd3m/9bhbb8Lm9UvdLzCzZzNcLb6CX9efW99O9bLW8+8Tq7NsvkOvUf1Nma9I6B3uTzWTP9d/hE1QIEcNWiJ1yeLoB73d64N+msNuLZARxLFbQqSJOBsBkO66BLrh39c/pUbOAFoReJ9YQOKVQIqoVsNkyRJ6LHz0faDwMZfE0H0zZT9sbg5urmtf3WvPpMurk++3lDV5D/xy9i8DebPkz27wx8WnwSwLGMpIg3pzSTD31cQ16H8L8JIX6zWUDgDUIvit8dk7a3r92Pm/FivHhaHaml/7Zr8LnHWdclC9atIOfH1/IEcN/rh2oC3KGQG7fEfDx/LHUZQP0uupNOdzPmx93JZDwZ9/wXdMEAAA6uSURBVA519tYPls1Q+CYbzNWOUD9+fho99TfLTF/i2NfObOcy0eb3rT4fe1LNAVzvrG3/Tjdnt+779yNvJO8+1nF3IuFHy2od1dyQ78wNKT3GyyzAZDyVWT7fPaKALoD73iBsRCoXhJg3FsuX5cv7EeYmODartz7i/aMQ4nfpjXU6jO7WG6Ek0LeC9iGQwVcVQFlHwulT4QsvjJ6j561T4WrD8TR6Gu0eJQYyiJJQkyJjI/lwe3P737+/fP8/O9dqC4mrGaMNNWN08ydl/NaIlpOMAEw3sOu49OJoFD2pIxKxMVH/e7ffqj0v8r1Fb741S10dnTVDudrQr2uyNXt1az2ljGfb3/8WeMEv1FF8ej5A0boVgtz5kmkAqzkL7bCV7vf7UbwKv+SINRZqR+cxftzamSmynrs7MWonadKZTnVBrNoqcgpataeG8lM0HKbO2Dzce/e/9yNvtdOx7tt7vbNmlSdnrEbqLNO3gQx+qXZq1W9uKB7/kt7BU+vJJKwiI+O03yGAT+tdaWsHAvjhzg/+QW3IV0cTGUey6eCIpIwfU0e66SPn9SkuFUwPAzn4uj7gVaent46MhRB/Hojg75Lg2L7tITmyURsZIV7b41nWxJYsmE0Ar4Not71KLdXCrhu3i86y8ekU+trgT2rnZLfRtGPGkfNwIIIgy+TQyr/veHyevfpuvK5p1qnt3UUXrlsVwKYBPJADdfZ8Eyb/vrszdmhnsuh69r0gbERy64hbhVmYPQnvvZkiAXxgHR8GIvjHrDGye5fDrDHf2onemKgd1Nf226ffFQFcdGSc7nsE8OmsK29p/21IqaakjJe34afrS5vgWIflVrhlbWC6ne6kN+12VhOV9kzo2tmIvu+RXzf7887Cez/6Xh8NZgZaGunjCDgJ9XEj1h6RVoD8cLvaefl8unHaWC5fd2bLvp+Czj71ro6Ck6P4HLeCvJ+e3vnOVeNu0V36qx0E02uXZepWgaXRNeBDl0o262DymYLr+0Pfu/9tEsTpv+xQK3oEfGjdNkG5u+Oa/n0vPRGNdi7t6HZuCOCCI+KEXyOAT4hddVP7H3ywfpDAgT35nQDW3qS/G/bq2u9ufz6u8WZMQvHuQ39nwtHqWlkS5vvC+Fsgg19+uraqThf6y3DPpK3KmNWOiP/dv1FHZpuF7l6X/Qjg7PtB3zeuyWnCv+5MGPt259//fHfj/+64E8C6DW5Wx8vWrSymyTrrLqWs12HvkWLZdUyHfGfa6aTH2+512ZIB/GPfCwbJZMePn8+m3vsDuNiEKQK4qpFxvOUQwMezPfqSDTdcmetRLoB1Xds7OWo1ozmZCbr9N9u5Rp3+11U/F1dbs4tX/77n6F63dnn//apxu+gum43VPdU7p9dzBvA/ba5X9zN2SD6tV+UBrOt5ZZPa3huqMIBTlzhWM/S1O4263u779zvvLmxGjeS6bMaDNgqcgn4I5OCrl9qRy2qbAC5asfp+jwCub+22blPYfRCHrlt5A3hzq456oIJ6UMV6IoiumUP/vpowpG7D2TwsJOMI8dP3V6cip93O5hYodeHwFI+HfL/WuxOKxgGc3Na1Co30KXk18WbcGs/T18X3nYL+uH3G/IjoCHXLVXOTADY5Tb5nXkKudTH9cDpgs56GlTeAk0BXs7uTiXXznYl3+lPQ5vVO95EjYNOK2/scAWzPvnTLpzwCPjTJqkxH0pNr8jwp6cQbl70TzA4FcDo0Qi+OnqKn1Szr9C1I4+700y0w+64bp5eXde1+Tx32rnuZupl+1ySA02Nr3yzney8I1T3k6sTtuCXnk/mw1K1Ih9Z/q24ZD2ZRs/b9kVzd42ty3/jOZYjd2cofdxDsnF0p8/tW67ZvToZp7fjc8QUI4OMbH62FMj/QvEfAu8GR9YAJdbTVm/dac38ZpicrqclDS28azeaz/71zy9APgQz+fnOr0c7DC/586wf/1buO3nYfUJC+j3Pf83rzoKvlNeed1nP4+JjxUI9vAzn45eY68O7tRAcCePhFDu43R+rLu+j9wQwfs8KlmPvx+72Yq36piW6bU5UZE7d2J6YN48f0Qzcyb0NKB36euuUx3PdZwwAWm4DdHCUO4+H7DO87v796nGXyb+VfLNBtDWZ+OPNfw9f//DTbeueZ4NNmtHhdjD7di70JN7VOuvvGPz4rxbgVv9/HnJwJ8ZvvD1KpOIDTpusdm6PfSVDFmHFpGQRwjat96gBO7j38CKNtuo+b/pNQ+Xgu9fZDCLIeDiBXb57ZHCGq5e5/qs/2918qeL7w9lOO9j+8IGsjlr4NafUoDSnj+P3BJsmmdbLzQA3jlxZkz5x+v/9z39DNuG5ZqG5V/DRMAzi5ze3Qw1rew9fk1quDq779EJT0R7drn7oF79Py0vctJ/+YevDKzoM4Pn82e/Wqvgas5v19EYPgY8LX9jryII4qRni5ZRDA5fysfttCAKv+PvT9/j+o15xlPVIv61YhdcSnHjaQNdhUqL013xYZD+n/MZDBl+0Z0Am3CjV1Le1xz6My8xblY5LXZm7Y50devmavo9h9EMem7WQdVw+NyHws5L5HLqpT1ULGcSP0V6+R2/O6vszHempcctctr2PW53ME8M7Y+lja6t7c5AEn2lvXTNb5pnGzaC2bjazxmOc1nqvbwsKGrx7puvuY1N1HUWaF8OZpVI1YSvVUtCME8GpH1v/u3ah13O5vsevKJr58xlyAADa34pMIfBLQTcKCDAEEENgnQAAzNhAoIUAAl8Djqwg4LkAAOz4A6H45AQK4nB/fRsBlAQLY5erT99ICBHBpQhaAgLMCBLCzpafjVQgQwFUosgwE3BQggN2sO71GAAEEELAsQABbLgDNI4AAAgi4KUAAu1l3eo0AAgggYFmAALZcAJpHAAEEEHBTgAB2s+70GgEEEEDAsgABbLkANI8AAggg4KYAAexm3ek1AggggIBlAQLYcgFoHgEEEEDATQEC2M2602sEEEAAAcsCBLDlAtA8AggggICbAgSwm3Wn1wgggAAClgUIYMsFoHkEEEAAATcFCGA3606vEUAAAQQsCxDAlgtA8wgggAACbgoQwG7WnV4jgAACCFgWIIAtF4DmEUAAAQTcFCCA3aw7vUYAAQQQsCxAAFsuAM0jgAACCLgpQAC7WXd6jQACCCBgWYAAtlwAmkcAAQQQcFOAAHaz7vQaAQQQQMCyAAFsuQA0jwACCCDgpgAB7Gbd6TUCCCCAgGUBAthyAWgeAQQQQMBNAQLYzbrTawQQQAABywIEsOUC0DwCCCCAgJsCBLCbdafXCCCAAAKWBQhgywWgeQQQQAABNwUIYDfrTq8RQAABBCwLEMCWC0DzCCCAAAJuChDAbtadXiOAAAIIWBYggC0XgOYRQAABBNwUIIDdrDu9RgABBBCwLEAAWy4AzSOAAAIIuClAALtZd3qNAAIIIGBZgAC2XACaRwABBBBwU4AAdrPu9BoBBBBAwLIAAWy5ADSPAAIIIOCmAAHsZt3pNQIIIICAZQEC2HIBaB4BBBBAwE0BAtjNutNrBBBAAAHLAgSw5QLQPAIIIICAmwIEsJt1p9cIIIAAApYFCGDLBaB5BBBAAAE3BQhgN+tOrxFAAAEELAsQwJYLQPMIIIAAAm4KEMBu1p1eI4AAAghYFiCALReA5hFAAAEE3BQggN2sO71GAAEEELAsQABbLgDNI4AAAgi4KUAAu1l3eo0AAgggYFmAALZcAJpHAAEEEHBTgAB2s+70GgEEEEDAsgABbLkANI8AAggg4KYAAexm3ek1AggggIBlAQLYcgFoHgEEEEDATQEC2M2602sEEEAAAcsCBLDlAtA8AggggICbAgSwm3Wn1wgggAAClgUIYMsFoHkEEEAAATcFCGA3606vEUAAAQQsCxDAlgtA8wgggAACbgoQwG7WnV4jgAACCFgWIIAtF4DmEUAAAQTcFCCA3aw7vUYAAQQQsCxAAFsuAM0jgAACCLgpQAC7WXd6jQACCCBgWYAAtlwAmkcAAQQQcFOAAHaz7vQaAQQQQMCyAAFsuQA0jwACCCDgpgAB7Gbd6TUCCCCAgGUBAthyAWgeAQQQQMBNAQLYzbrTawQQQAABywIEsOUC0DwCCCCAgJsCBLCbdafXCCCAAAKWBQhgywWgeQQQQAABNwUIYDfrTq8RQAABBCwLEMCWC0DzCCCAAAJuChDAbtadXiOAAAIIWBYggC0XgOYRQAABBNwUIIDdrDu9RgABBBCwLEAAWy4AzSOAAAIIuClAALtZd3qNAAIIIGBZgAC2XACaRwABBBBwU4AAdrPu9BoBBBBAwLIAAWy5ADSPAAIIIOCmAAHsZt3pNQIIIICAZQEC2HIBaB4BBBBAwE0BAtjNutNrBBBAAAHLAgSw5QLQPAIIIICAmwIEsJt1p9cIIIAAApYFCGDLBaB5BBBAAAE3BQhgN+tOrxFAAAEELAsQwJYLQPMIIIAAAm4KEMBu1p1eI4AAAghYFiCALReA5hFAAAEE3BQggN2sO71GAAEEELAsQABbLgDNI4AAAgi4KUAAu1l3eo0AAgggYFmAALZcAJpHAAEEEHBTgAB2s+70GgEEEEDAsgABbLkANI8AAggg4KYAAexm3ek1AggggIBlAQLYcgFoHgEEEEDATQEC2M2602sEEEAAAcsCBLDlAtA8AggggICbAgSwm3Wn1wgggAAClgUIYMsFoHkEEEAAATcFCGA3606vEUAAAQQsCxDAlgtA8wgggAACbgoQwG7WnV4jgAACCFgWIIAtF4DmEUAAAQTcFCCA3aw7vUYAAQQQsCxAAFsuAM0jgAACCLgpQAC7WXd6jQACCCBgWYAAtlwAmkcAAQQQcFOAAHaz7vQaAQQQQMCyAAFsuQA0jwACCCDgpgAB7Gbd6TUCCCCAgGUBAthyAWgeAQQQQMBNAQLYzbrTawQQQAABywIEsOUC0DwCCCCAgJsCBLCbdafXCCCAAAKWBQhgywWgeQQQQAABNwUIYDfrTq8RQAABBCwL/H+hdyjg1Y4CYwAAAABJRU5ErkJggg==

12345679Konrad Sukiennik- My custom block works through the use of a sensing block that determines if the ball is touching the wall. If it is, it will grant the blue team a point, and move the ball into a random area in the middle..

Konrad Sukiennik- My custom block works through the use of a sensing block that determines if the ball is touching the wall. If it is, it will grant the red team a point, and move the ball into a random area in the middle.

Konrad Sukiennik- My custom block works through the use of a sensing block that determines if the ball is touching the paddles. If it is, it will make the ball turn around 180 degrees.

Konrad Sukiennik- If the last broadcast equals "difficulty 1", then ball speed will be set to 3 and computer speed will be set to 3. It will also broadcast "start" to the other sprites".difficult 2Konrad Sukiennik- If the last broadcast equals "difficult 2", then ball speed will be set to 4 and computer speed will be set to 2. It will also broadcast "start" to the other sprites".difficulty 3Konrad Sukiennik- If the last broadcast equals "difficulty 3", then ball speed will be set to 6 and computer speed will be set to 0.2. It will also broadcast "start" to the other sprites".00-141.550772512843233