data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQd0VEUXgL+t6b0RQkLvLfQiCCIqTRCwACJFsRf8rRTBhgWpIiAgRbr0Jl1Feif03lJI79ls333/mVkTKSpBUcSz4+GYbGbfe3P32zv33rlzR6UoisJd2Ly8vO7Cp/57Hnno0KG89957f8/F/+arqtwA/s0S/gcu7wbwHxDy9bdwa8BfJeIG0A3gHZCAG8A7KnS3BnQD6AbwjkrADeAdFb9bA7oBdAN4RyXgBvCOit+tAf9DAJ46dYqEhIQ7BlRMTAzVq1e/pfu7AfyPAHjixAnFx8dHjubkyZPUqFHjd0HYs2cPTZs2vSVQStrZaDTeEoRuAP8jAK5du1Ypgm7OnDnodDq8vb2xWq1UrFiRvLw8Ll68SJkyZdi+fTsTJ04kNze3pFyVuJ+Av0OHDiXu7wbwPwLg999/rxRNf2PGjJFwCfAuXbpEQUEBUVFRhIeHk5OTw/Hjx1myZIn8+XY3YQZ07NixxJd1A/gfAXD16tXFGtDT0xMPDw+p9QIDAxHTovhdrVbL18RU7XA4MJvNJQalpB2FBnz44YdL2h03gP8RAFetWiU1oEqlwpCdxtmtK/kn0mM0Ok+adHsWi9WKSMgRGrBz585uAEssgf8IgCtWrCjWgGdmvEFrjnKh1P2kVn9CQinguJ3/97PnELpnApHWJApbDCS/qkvrCQ34yCOPlFj8bg34HwFw+fLlvwI46VliylUgsNsHxaM7u24h6dtXwU3SBn18fWk2Yr60D8VUbjKZpDNT1PLz86VNKZqYwstvGYxnrQcoqNenGMCuXbu6ASyxBP4jAC5btqzYCTn39fNoHnoXAUuTJk2k5tv+dFOa+tmKR6uPqYY2MAzj0e03iCpk5lkux8dL+zErK4uwsLBiDern5yedmMzMTA4fPsyjocmER0SSF9tbXkdMwd26dSux+N0a8D8C4JIlS4o14PkpL6B64G3q1asntZfQZjsHNL8GwJDeQ7GcP4wt5RKW+JPXABM84zTxCYnFAIaEhBT/PSAggB07dsjfRTzx9fo6HHZHMYBiCn700UfdAJZYAv8RABcvXiwBFLbexWkvodz/JmfPnqV06dI0btyY3c+1uAbAsP4foQ0tTfq0QTjyMq8RV9D0UxJAEarp3r07QUFBxX8XXrTwptPT0yksLKS5PU561Ll1npSaVgD42GOPlVj8bg34HwHwu+++K9aAl755Gcd9/7tmNeTAqw/QyNNQIjCChAaMT5DgiSlYaL2iJuKKAj7RRFyxTu72YgDFawLAJ554okT3EZ3cAP5HAFy4cGExgJenv4Kt1cBrAIzR2zHvW3dTMMwBkRgrN5PaTWg20a52Qi5fviyD26KVL19eAuh0OMmp00u+JgDs0aPHTe9T1MEN4H8EwAULFhQ7IQkzX8N672vXrMnuHfE8FTKP3xQMrQqqzDvLmTNnZPBaeMGhoaHF7xMAin+ilStXjti8nTicDrJr9ZSvCSekZ0/XzyVpbgD/IwDOmzevWAMmzhqIucUrcqqsU6eOnErjXr2fpv724tF61bpH/mw6vvMGTvymHONKckrxFHw1JPHx8X8IoNCATz75ZEnYk33cAP5HAJw7d24xgEnfvo6x+UtyGg0ODqZChQocGfjANQCqfQIo/c5Mkt7vfgMsvl8fJTkllcWLF0uPVmjCoiB2EYDi97Jly1IvfxdOp5OsWq5pVwDYu7crJFOS5gbwPwLg7NmziwFMnvMGhqYvyIBx/fr1ZWbM0dcfLLEG9Jl8hJTUNJk5I/IL9Xr9NVOwgFA0AWD9gt04FSeZNVyOhwCwTx9XULok7e8CUKvRytvbHb9qffG7+OI4FQW1So1KBVp7E4Ksc2XfbF1vdAHHMRoLURwKGo1G9rc77agUlewjEjwsFgvJyVfkF+92trt6W+a3335bDGDK3DfJb/zcNU5I7vRBlEk6UCJ5+U45zoULF4ptQBF8LmoCvpsB2Ldv3xLdR3S63QAKQF566VU6tG+PQGbegrkyAePll18mOjoai8VM3KHDVKteA09PD8YNNzB9jAuuV4d58eowPdk5ORgMFqIiI/Dw0HH2/Fm2bd1OqVKRtL2/LYVGM/MWL2bFkoUc2Lf3toF4VwM4a9as4jhg2vy3yW044BoA7TlpZJ2OuykY+oBgwuveg8FgkF6w0ADX24BFWdciA7qBYY+MPaZXf6w4DtivX7+b3qeow18BUEFBrdZwb8t7KVuxAh07dub4yVP07dWTiNBQNGo1DvGfwyG/TOL/TjkmNU4FCgxGpo60880XLk32wiAtLw32wtNDg1qrwm63y9lDyMBqtqLT6lChwoGThJR09h7YT/WKFdi0eTMXLpxl+dJlGAyuZco/0+5qAGfMmFGsAdMXvENOg2eu8YJPDulOM+/CEsnFe9JhUlPTpP0o4oBXt9TUVM6dOydfqly5MrVztqE4XQCKJqbgp59+ukT3+bMaUAARFVOWTp0706tXbyIiS7F//37Wrdsgp/+GdWpI+JA6EPR6nQyeFzWjyYbRZMJisfHtOJg+ypU31P8NJ8++o8Pf1wutVi1NDzFNiybGaLVYwQk6nQaLzcGqDZtYsmgBjZs3p1vXbvjoPZgzey67dm9n+7af5VStKCWfpu9qAKdPn14MYMbCd8mq118upYlvvbDlzg7qfJ0N2ALfxg+RMXPYDbB4TDhIekZmMYDX2zrCthRaz9/fn/DTS1wasNqvAD7zzDN/C4BarZY2DzxIg4aNCC9dhlatW5GZk8W6HzaRGp9IZEQpXnnhOYL8/CR6AlTxHmHLFTWRIV5QaCYx6YoEcNPCSGaOdVH2yDO5dOybhc1cSL26sfj7+uLt7bJ/xRiFRnTYnKgVUFCRW1DIoPcG0bzFPZxLTOHRTl3w8fZiz46dJCScY83qNfj5+3Pw4L7imOofCeauBvCbb74pjgNmLRpMRt2+UmBVqlSR08/5IY9cA6C+bHX8732UzLkf3yAT/ZcHyMjMkomsYooU1/m9FnFmqfg0SK3q8qZFHHDAgAF/CUBXoS+V/AK0atUao9HEkSOHqVGjGps2bZLPNHHaLExGA4ePHCU3P59zp0/Quk1bPhgySKgrOXUKDVak+cQ1rRYbJrOFU5fjuZIQz4EDB1Bl9ue7r13ZPh37ZOBfcRVtWt+Lv58/5WKiCPD1/kUTulLaFIeTQqMFh92JVqNhxOefsub7NVSrVouQkFCiSkcSGhLG668/L1eQRAhMKAERDhPAiwyjzZs34bjOORL3v6sBnDp1arEGzF48hLTaT9GwYUM54OzsbC4M7XqtBqzeBJXOA+PRbTfAohu/n8ys7GINaLP9mkWTkpLC+vXr5Xvat29PbP7OawAUU/Bzzz33pwEU4IgPukaNWnTu/DCfffYZJpNRvlbUvH186dGrD75eXqxdu5r4y5eJii7D2rXrKBUejoenCzwxdqEFRRMQCADMFjv7Txxn946dREdG8POy8uxYU1X2adLhFO16pZKSni4hrBATTaCfNxqNtvg6YrAWkw0hE5mEi5O69eqSlpqGp6cXAwe+QWJSEgsXzMHpFF/cX+ZwwMfHl3bt2mG32+Q6vXD0ip7vrgdwypQpxQDmLBlKSs0nr3VCjm0jIP9KicDQdnhBpnIJDSLsmOvbrFmz5Ev9+/en1Nll8ufUKi4NKAB8/vnnS3Qf0elqJ0RM9UXLf+Lnotjj9Rfr3PkRmja7h8mTJpCUlCiXCufMnU+rVq3kdOvpoZNvKYpfip8FMFarg5x8I/GpqWzcsAGLsYDN8yPJueRKH6vYaBsB5ZbToGljOrRrT2RwKIH+3mi0Wgm06hezUuVwOSh2p0Ned8OmjfTt+5TMj/T19eettweTkZbKlKmTflPTiXsVgSeeV15bpbq7NeDkyZOLAcxbNowr1XtKIQkbSLQ/2qZZYlqu6ihCM0Ir+cXNkZ5hcmVXEqoA8MUXXyzxJYsAFMBdrWl/7wLPPP2ctGnHjR8tvyTigxs8eAhDhw6RPxfF7sT1rnY8xN+E7WcwFJJnsrB69UpGjfiYKmEjSTvjyuZ2+k/D4j2ZT0aO5r57WxLk74+Hhx6d1mVDFslSqvyrNJsAb+TokYwY8bFcFxf9Xn75dXR6PV+OH3XTcRVBOGzYsLu3QOWkSZOKAcxfPpykaj3kByKSSTMyMqhWrVrxZyrU//nz52WQWniP9957r1z7Fa83atRIxs1q1qwpNy8tXbpUert169Ytfr+AT3jHIlRTO9s1hV8N4EsvvXRLAArwbhbUFR9q+3YdqV27DmPHjcZsNkkIWrduw/x58wgKDpAffJE2EZrUbneg02pdnqhKhc3iIDUtDaPFQtyRw7z9v/9hSetNgPKWfN481Wj8YpYw4avJVK5cUTo1nno9Gq0alVOFWqNCpXb9c2kxV4K54nSSU1CACD+tXb1KsqnWqHmqd3/8/f2YOPHLa0yI3xKOuNaHH3509wI4ceLEYifEsPIDEqo8Lo1skTgg1mbFclxRS0xMlB+U0GAtW7bk9ddfl8I7duwYIrYnEk7F78JjTEpKkn1FXqFowvMV8Am4hYHtsXMynr7+XKno2gcinBAR9C1pE4Z6UYr/H72nTFQM7747hMFD3pLgixYQGMrKVWto3rQBGo1rGiua2sTYLBYrVpsdpwj6qTQ47S4oRaA5LS2J3bt2MXZ4AT62gfJ6iv83dH4mj+b33COdt+CAQFCDp68nKgf4eXqg06nQ6fQu+n5p4l4Oh8L+Awfp1q0Laamp8i9CbsOGfsDK1culE/VHTcQz58yeQ68nS57IUVIZ/xP9VBMmTCjWgIWrPsQaXp1zmnIyLrZo0SJq165d/BziA9+9e7fUfJGRkezbt4/Vq1cjNJfIfhHQCa0npsdDhw7JhFYxnQv4hENTZJuJKTBq7zhCqzUqBlBMwa+++mqJxyy83MOH4/4QQmG8P/boY6xd973U5qIJx2DwR5/yxisvSk/1amNewiQBtJOQnEKBxcTxc+eJDo8k/txpdJ6+pCQnM3/2DLIvPIIm32Wzmr0m075XCrXqNcLDwxNTYT7RMWWwOh3UqFmdqNBQQgP9r5qKfx2muF9BgYkFixbx9psDKfzlSyIg7NOnP3v37pJfzt9rwuNfMP87HnyobYll92/qqPryyy+LATSu/oimnlfYGNyVVE2EnD5vtitOaDjh4V5t/F+/i04MWKT3izXgo4cPUcZ0kVZpS0iq0IWkil2kPASAr732Woll06LFPRw8eFBqq99uKoYOeY8xY0cV72MWyqd0TEVWrlhJ7epV0Opca7ZXQyjGazZbuRifiEqnJSUjh7QrVxj27puYLBY6tO9ATnY25tQnObmzmbx1qRobqNf2KDaLkV07tmNVnIz47DN8vfyIrV2V3JxcypeNKc6PFNN8kVzFvYUWTErLpH+/vmz7aVPxcIQz16NHLxYuXIDN9tvj1Oq0fPrp57z15hsllt2/qaNq+/btiojbiRZ4aBY1clxpVvH2AE7Zfs3nExPHtSb0rQ9Dp3LSQJ9MgNrlISe3G8NlmytrWnikLVq0KPFFxTdf2IAic+e3Wu1adVGpNBw7HldsR3n7+DFr4RJaNW1EaFCAtMkEDEW2pHgG8XNenoEt27fLDVRp6ekkp2ShsgkHZAXly8dQuXI1Tu5qTtYFl/ngW2YxjR88xsmTx0lMSOChdu0IDgwhOz+XwEA/7mvVijZtWssxiuiA3INtMMiAv8ukcZKXV8imrTvo80Q3rNZfIwg1qtekVGQpfvrpx98cZ2BwEMOHDeP1ga+XWHb/po6ySr6o+SLsPiGgIpvt735I8UEXJSeIuKOwKW+lefv6EOQXREpa8g1vE3bRQw+1Y/16kcntigN6eHjxYJduvP3mWzSuW0MusxU1oY1E7C0lJY38vHzy8gpA5WTylKlY7SpOnjjKxXNnsdksxJStQIcOnTi1sxnnD7aSl6h5z25i6mxm0eIFFIgwlE5Pzdp1qVq7LuFBodJB8/PxpHy5aKJjovHx+XW7apH2FTZmfHI6Cxcv4rP3h2Ey/frFatqkOceOH/nNL1tsrXp0e7zr3euE3M3HNDRp0oxt236+AUDx+okTx69Z4K/bqDnDPvuEe2rXJTTUH5XTgVNRcfrEOQ7GxZGXb0SFk0KDiX0HdsmpPSMjhQpV62Czmtm0fhVmk4l69Rvg6eHBpUNt0Ra+IO/t8JtCUMWVch346OE4AgID6dbtceITr3Bgz26iY2LQa1XUqFVLhnv8/HylrSxA7PJIV/x8fVBpNGRn5XHk7Hm+nvglKxcvkOvIookvVLeu3Vm6bPENY42JKsuA559xA3gr2ut29BWOTnSZsly4eO6aUIV4vUuXbixevLA4RBMYEszU+d9ROjwCLyesW7eOE8dz+XHLSSzWAJxKMGaTJ4pTTI9i+tOgUnxRnBmoVImoOIdvoAm1ViQoeBAUGEig8w2unHBV86rUYAsmz0kIe+z40SPojXoaecVS0RZMlBJJWMUYyjQPIyC2GlmhCtn2XM4nJ3ExPYO8jDQUs5mKpQPp1O5+vMMjyMrN5pnePUlJcOVPitagfiNOnzl5jRYU2rN+bCO6dOvEe0PdB9XcDq5KfA0vLw9atLhP2kaK4toEJZpYRhNapsg2jIqO4YXX3qRZ02ZMGj+VnbsMePk0we6MIDsvH7tFhc3mjcphBodY8TGjwguU8qB4oVdlEqwJQlFlkeucRkTZQkJCQwlU3uL8ftcUXLHBFhy+X5OXnE+jjHp00zRDn5tKqnIWtVqLb2AgmnBvvJs3Qd04EEM5Pwrx4GCWjsQUhdMnzZiyUkg/sJx7mpnp2fcJFJWKz4YP4cjBQzJ0XRT+unppUQBYr159HnmkM++9d2NySImFeQc73sUnJXni5e0vp8fCwt/fNlqufCW6Pt6L9d/voqDwIRyaCHCqEetjefm5WI0e2J0eqJxq1IoTxalDsWtQq0TeSg4a1Vl8nDGEqGOI0nhy0vEO2sgsPE2v4Mx2Ze8oAdPwjVxM3+zHaJtbjhzbZVCZKVQuYFCZ8QkJx79KFAGNo9E3L4OxeiROjYZEgw/7zjo5fMTCicM5ZFwyos4/TpmAxbRv35K5c6aQn5v7u0uL4sum1ep455233VPwP/0lElOtWDUIjyhF/C/bPa9+hqJUKhF6KRdTlXIBr1NoCcPDqaBGI6ftfIuD+EybBBBFhcUszp9zoGDDQ2XBT8klCD3V1GWJUQKorQ4h0yOODx1PUa3MBNLPueoZhlZagSNlEhuYgsOShNl5FEVlxqacx0EK9kAPvMqXwuOhmvg0q0J+jUrkOPRY7F4cPJbHsSOZHDmZyeXTaZhtYVQsm8SZvWMwm/Nk3Fqm9/9GZlFsg0acPXWSQYPedQN4JwAUJnr7Ll1YtfhG41wAKJbYxAf3ycuf0jjxAdQOldRsDkWNMU2DIReO5Nq4YC5E0evIzPRDpygEY6ecWk2U2pt6SjCRTg/8NFq8UZMYcIVu3t0pHT6IcwdcU3D1Zjsol76JsVkDUDvjUdl3ojgs2NVmHJYN2Px12CND8Xy4IfbW9dBWq4xZpycrs4CMK0mcOppE/IkkMtPSsSkqQkICOZFykR927UKr00lb9vr1bk8vL3r2fpoFc2bI9Wz3YYX/MIFFyQi9+/Vnz+5dnDh69JqpSsAnUrQEgEcWrKBKthbsWqwmH2zZatSF3jgO+KDJ9qBQa0apFIjykx5PLx0yD8MJerEUrBOmoILDw4HTx0la43RG5o5k15ZYDAmuZNrIauto1OAgn6ieRJ94Ck5tAEsCtuhYtGdmoPJScFYKgra14MGKqKKCceg9sVtysVw6jjUrg8yDGZDlQNGAM1zPmsxKjJizHb2HXo5BAFgUNFehpu3DndFqdPywduXdnQ1zN4dh5IcfFc1rb7/Ld/PmknjxHCL1X2iMoqTS4EB/Tmweg7+tAGeh2NChh3wFs38AuuTyqHzCMafp0AX5oT2hx6FWUEJA5aFCpVVQB2tQ+aulI2DX2bnkfZHBnw5B73ydfetrSgC1obNx+nzN8Q9no2Sn4txzBHX+XpyNWqLaPxMPZyqmepFoHm6HzjcHhz0fs9qJVnGgy0rGmJqI3mRFm29FpVHh9NWx29aMB1/bhuaXjBqxvi4cERG+aXl/ex7q8ggv9ulBQW6OG8B/WPnJ212dD9jv+Zdp3fo+Xn62PznZWdK+K5p+y8WU4dz+Sa5QjchucWpB8UDl4YsjyweVdxhaH0/sKi3OfA06fz0qtUhAcMXgVIgtTL+ksKgVvlu9kMHvDUWV9zzqPFcCbaFuPFavrzi87QeiQ7xRshNQrJfBrwLW+B/RGH5AXbkV6tKNwHgOlVaHWmNDUeWC8QjkJIAhGwxiW6fYC6LhvKMNNbttlFkzQpMLAEXz8Qvgy29msGD6DHZu/0m+dldnRN/tGlB8AAHBIUybOYdvv5nKyuVL5eqH+NBkiKR8WQ5t+RC9ygZaf9AEoVb5SqgUqeoCXBl6am+cMnlU5ESJOdghU6mEF+BCUIVT5aRdpwfZtn0HfvY38He+Ke9h0Iwlhy/4euIE+nVvjVJwAsV8Ga1HXWzORNSp36Ku+SYOewEadRIqlciJzESlFKIU7EGdE49iyZOrL+Sb5bx/zNSWIdNh357dMkGhKMG3dmx9uj76OFMnf0luVrYbwDuh/a7XgIpK4b77H8JcaGLrzz/IRxJZzSKnsfeTPRnYO5RQPxNog0AvimaWRlFUOC3CwNej9o9CGl8qLZi9sXsoqAvUKJZfNih5q9B4Kuw9sZ/O3bvwwAPtOLazCYYE16Z6VdBMbH5T0OnUHNy8DK/cdMg8gDowFrGg5nVpIuqmfVHUJtTeGWi1NhSnqAxhxpkVj2ItxH4pF21ICIrVgMqh8O2OuvjXHMj7QweRGJ8gNaDQ4sHBIXTo1JmlixYU1/J2a8A7QOH1+4IbNmrMlStXuHzporSVhAYUOYpP9uxNj44elAtNw+rtD17lsFs8sSga8oRi05YiRxtFvsOJ00PPyUSFcD9P0i5qiVR5os3SEKyGiEALH054HqsI65SJ5qdl5TAkPO6yAcPmULvVPg4fO0zfjo/xRuzz6PPN2I3BGIwF+OnHk1U7Fr9KXniEZqH2u4LZdBqnvQCHIxenzUjO8QxUOh88HQZ8LeGM21iW7s9+xtixo1iyeIlrZ53DQUREJOXLlyUu7te92m4A/wUAiv0XlatU4UhcXPGWSlFpoV+//hzcs4ABTwRg9fHFqq9JvN2Xs1YzGSqFbE0wqaoQDHYbwT7eGPI9CUYhLtUbj0A9mTsMRJ7ScG/wRnZuXYFHUABbf9iM+UoP/B2uFCir92QsPhPp8dTT7Nu+nQn3j6X2kepgUGEJteHZfg/22qHYA/V4Ryugv4jReZbLBQY0Wm8MlkLCjYF4e/hjMenITcnnvY9Xs2jJWiZMHM+Ijz+W2k94wuHhpSgsLLgmLOMG8F8AoDTjNBrsV4UrRowYgdhr/PyLT/HM8EAyFQeZlCMnoCEXPcK4qASiUjSkGYX288ZL5cSuaPB2OMnM88ZcqMJyRk+dg8dIWv0cb731LnHHj7NyxWKqhX1B4rEH5cjNXpPIV33BM8+/QERUJEdX7OfLrAkEZgViqGaAHvk46iaj9lbjU91CvvoC5wqTOGf3JZ5A8gq80F/SUksbTt6lK+icsHf7FqZOnSJTvMTxaNcnzl4tcjeA/xIAr3+MvXv3UqtWTZnqX2+gN7neGXh5NiPO7x4u4kcufthVOlRiKraaCFXp0WlUGPIcqD18MJsVdEeyyBzWm/yUi4QGh5GdmUl6RgoByjsEKC4NaPGaSLp1BB6eHvj6+hHgH0KLnGZ8aRqLIyKX/KZZ6O9JQimfjEdTLcfUSRy2ZnPIWIkcZ12yTBEEGrVEFOpxpuSRv2c1rz1yD61b3ysrzl69L+e3RO0G8F8KoMiyFtVYRVJpny9eIGWYGaOmDiaPvuQ7o7HhCWYFh0FBOMmeZgV1roJVUWN3mChly0HzwQAKz56kQp3alI+KYeP3awkM8KdW1HiObW0oRx5VZ7P0hBOTr9CuXUcRw+aHDd/zhKUbn/IkXj4XUKrtxh6bAv+rzjqfLLbbs/khrybJXo/jzCyH9YgKxxEV1bXJ1MsZx/SJY+UqiNjmIAAs2nbqBvAOwPZbtyxJcaITJ07ITVXCflq8Yinjzds58UgYZs8u2JzVUCs6MDtRGVQ4bSpUVgVVnoLaqaKSNQ3DW70pOHuYynVi0fh5k56QRHRkFIkX4wlS3iDr3C/bMoNm4VF6PlWq1yYzM0VuYsrKKyA/I537rDWZEPs2Ifr9WOvvRRlYg3X6FL4tuMAZS1NyfJ7CWlAJjqloak2h1NbRjP/0Q0KDg+WwRUEnAeDVWTDXy8OtAe8AlCUBUGwNLToAUXyA474czzJNAVee60OirhSoPFHMCkq+gsqqQmVx4KU4qHpyPzmfvEPBhQsElY3GM8AXp8kil+f8A/zJz85Bk/MM+Zdcm+r9yi/Ht8JyomMqYrYaSU26gtVuoaDQiNNgJMTLm88feo7Y6FN49AthLReZnHuBRFMbcgJ64+WIIHb3OXw3z2TyJ8OvKW0strzGxsa6AbwDjP3hLUsC4JtvvolwRIqaw+lky9YtTN20kUPNm+DXthPnFQ2KSUWg2U74qWM4l8zBsn8HpvwCoiLLUbVObXyDgzCZjfzw/feuSglmE9qcAXgaXRvpnUEzUEJn4+3nh4+3L/XrxFIqKor4+EucOX2ShPPn5KaiTh3a8HCnxoQ9EMh6RyIZxlgK4px4HzpMVb2el199BT/fX2sqii/N5MmTeest1/7j32tuDXgH6CwJgGIX3unTp695OlmtyuFg6YqlbN25h1N6PcZCM55ZuXgWFBIYFExeoYEAf18iS5UiJzuHyJhK/LB5PTWrV8bXN4CDB/aSc6oD9gxXRddCj6+IbrCF+k1MRso2AAAV0ElEQVSaU5hnICslmco1apGZnkpwWCBbt/yMXa3Gy8eb3PgEDIUFlCsfTWJiCkOGDGHA0/3k0uLVFRnEdcWziqMr1qxZ4wbwDjD2lzWg2GQlHJGIiIgbriWW1wwGE9O/nceaDZvQe3sR4B+M0WCgTs2qHDh0kNJRpRGbfpISL6GII2sLCjEWFnD27Cku7W6Bn821jdTmN5Xy9+yiSq3a+Hj54cyzyPK8UeWi8ff25PPPPqZ0tSp4+PiQef4CakVFQW4WkaUiWLxoKRUqlv3NsYrlN2H/iQQLtwb8lxFYEg0oHnnZsmW/eRK7ADAhKYXezwzAYHVQtmwFgv0CyM7KRI2Cl68nnTt3RafSyFU6k9PMkb1HKDDks3ndanLOPEyA4loLLvT8iog6m6jfqBkVKlcmJjiC5CtX0Pv5yi0CiYmX2HFwF54+ARjz8/FCzY4fN8h6gZMmTeXpZ/rcoP3EdcW5KkVH6boBvEsBFAWPxo4de6MGVBT2xcXRtVdv6jRtTo2qtdi3bRv16tQlvFRpwsJDyM/Lo26Nmhw7d5zw0AhyUjNZu24VJ47EYb7SE3+nKw5o9PwKr5gllK1Qifs6tMeQlUNoeCg1q1Rj5+6DhIaHUWjKJe7YUXKzs0k4eZqk5Es4jGYGDnydDz54X1aPuL5NnTpVlj+5WXPbgDeT0N/w95JqwKgyZTh58hR6navaV5FtdelyPO07PYJNryU8MhLsdsLCImh1bwsMhSaCg4MoNBgpX6EieZmZchvnmlWrZVwuJfkKSsZTeP8yBZu9J+MInomffwD1mzfF4nDSpk0b/LU+HDtxHK2nBrtGTUF+AWWjY1g+61sSLl+kIC9LZuJ888038oiKq21AYf8J+3D8+PE3lZ4bwJuK6PZ3KCmA0TFlOXbiBB6/JHaKZNW8ggJOnz7Lqy+/gt2pULVuI3QeHjRoWI8z58/gGxyAnygsroi8Q39Z4WD3tp/ISUuTm87bPvggSUceZMfqynJgDR84StN2p/n++zWcuXSWpi1aUajYaVinESqHk7CwYHYfj8PbP4Ay0WXYsX4TCSdPgMOCVq1j7NgxNGrcUFZKKEojE7WoO3boxJ49u24qPDeANxXR7e9QUgAbNmnC+o0bsRgMMkkhMTmFsNBgggICiI2tx4VLl2nd7hG0Hnpi69fnYuJlHB4qtAUWalWtxu4D+zl1/Bg5aanc06wFvXo9SUZ2Fmd2N2XtnHA5sOYPnyW29RGyMzI4dvo4u3Zuwy8wiAZNWxJVOlpWXch1mHA4FcqUi8aclc3KefNJSbpMoF8A8+Yt4IEH2sjydqJwU9ly5bhw/oKsmrply+abCs8N4E1FdPs7lARAscT79LPPM3LUFwzo15/3hw+jWtUqspKXqPLlqkmtJt9cSPlK1VGpvPD198E/OBCjoQCVw875s6dJFRvENRrKV6pGk8aNqVKpEru/r8qxba6lOF3pBcTU/xkPrY6z586ReuUSJkMhgaGlaN6ytbTvPIP80Qf6kJ2eSvLZi+zftQMvrU4WJ583byHBwQGyGKjQ0OKkqbi4w8QdOcORuD0y++WPmhvA28/XTa9YUgDfHTyUZi1a8mzfpxj5xRc89mh3WakrJzdPluaNLhNNQlISpaPL4xcYSnTZaM6eP4NWqyczJZH482exW8VeDTVeXj5yiSwjMxMv86v4Of4nnzNPPQZVyExZukN411azWZ4rotHqCA0vRZkKlahcpTp2xYnVZsZhtHDh3EmiIiLksQyjR4+VpXpzc3NlFdennnoKk8mCr38YW7esJy3NHYa5KRD/dIeSACjS6Xv1eZounTvxwoBneO7FF3msW1cZWzt+4hTduz+K3WalfPlyHD58GP+QcAKCQ7E7neTnZJOfmYahIK94aGIKFxpK/AtEZMMUVUgdRS6jZIVTURVV7CcpWrvV6bT4B4UQEBKKXi/2HasozDdgNGTisIri52Z5wHeHDh1kxSxRtrdBgwb06dOPgNAoRo/8QG5Od2vAf5qwm9yvJAAKbTRi5Djq1KzCY90f49EnnmD8mFGyKFB+oYlpX09h0LvvoFariusbFt32+sV/udFdrUKv1ckpPEB5m0Delt0FfHmqUXj5+GEy5aNRaa/JXinaTqnVe8qlPMVhK9401aZNW1atWiHLGou2Jy6Ojg8+xEvPv4h/YBifj/wYoyHfDeC/jL8SnRUnbMBNP23H38+LTu3b8Ui3R5kwfowMfVxOSMLL04PYevVJS025qnT47480onQkudliW6UdH9v/rgNwNFq9TmpUUXz9j7JXiu6g9/Bi3949REWVJiREZL+oSEpOoVbNmgwdPBSrQ83IL0ZgM7vqN/5ec9uAd4DOkmlA2L57P9WrVaF2jWrElKvAmpXLEcXShSZKSLrClaREunR5hPy8G6e5orhcUfVXlVbjqrjlcP6mBiwSg1j9EFOpaEXbQ68WkdCI/oFBTJ06nftat5RAlyoVJiul9unXn9WrVvP5p59zMf4KM2dOxWx0OyF3ALE/vmWJAdxzkKqVKlG/bg3S0jN5+eWX+PSTT+S0Kzb65OcXcO5CPEuXfseSRYtl/p3Mu7quIlVRUfSiqvy/NQUXPbGo3ipqYl8PoAC6bt1Y6jVoyBO9ehPo6yMrqFauVElqTHGQz6hRY4hPSGDSpEl8MnIsJ44ecgP4r6PvFo5rHfPVFHkE68gRHzB7zhzCwsNZMG8e9zRvToGhgEnTvqVLp46sXL2SRvXrMX78OH76cQt2u1WeTPR77Y8AvP49RXVqRAlivc6DH3/6gQ0/bGfD+rV8PWk8G9avl5nbIu+vZs1a1G/YmKbN72H23EXs3LIRo9FtA/7rGCyJBhQP/epbg3j77Xf4dtokhg4eQpNmzTl74TwjPviQefPmcOzUBd54Zyi1apTjpWcHMGvmHFnRdN/eXTIHMDU9i7mzZ3H5ugpcNwNQrGr0fLIP1WtUp1bV6tRv0JANG9fx+ehxaNTIQ23eeO1lzpw8JuN/oiC80L6i4HtUTDk++vhTPv50DMcO7CQnJ91tA/7bCCwpgAPfGszrb7xBfkYKNWvWkAmjnj6iimpnZk6fISsfVK9Zl6nfzODF556W+4o3bdgsl8yEXWa12MnKM3Ds8BHeevsNTp08KkXh73zrBi9YTLGBgUEMGfq+PGNFrD/7+XqTnZ3Dgu8WMW/BIiIio/HQK9SvV4/hQwbLaghiyh41ahSDBg2SPwcGBfH1tNkMfHMQF04cICvLDeC/jb8SecHiofsPeIGPRnyGp0bhofbtuXQllYLsNPo+2Ztly5fKwwJ1Hno+HTeZM8ePMmvqRBo2aoLDrtCz5+O8+torslaLzWoj/koKb/zvdbZt/RGd4cVrAMxXj6JL5248+8KLNGvSBH9fH+wOu6zgOuS94aSnpjFw0MeM/nQI/fv34/TpM6xeuVyWERGH+win6KeffpIa8Jvp07FrfJnyzXQSTx2i0PjH5zW7veA7gGdJNWDZchXZtnM/Pno102bOYM2BBEL89fibUgkJCWL06FEyAeC+Bx4ktlZdZsycTk52Ji+/9D/mL/iW2rVrMXz4cLlqUlBo4uctO1i1Yinfz4/Ax+ZKlcoXKyFB0xk65H3aP9yRyhXKkpiYwOgxo5k5YxbVatbF6bDzQMeu7PxpnbRJR40aKQ/ZEfG/Dz74gHfeeUdeSzg7cYcP8+lX32C3OlgwTaSS/Xq60m+J2g3gvxjA0LBwduw7ir+vN6bCbD6bvoYqtetyfON3dGx3P337PCmTACIjo+jzVD8OHDzAjz9uxNvbl9q16nD4yEG5KbxZs2b07NmTBx98UP4+cYSVxdNcZ5y0fPg0fQdaZOa12IknvFmxIUpspRSrH2qNF8++8gZzZ0zg4U6dSM9MY/XKFRKrTp06kZubz86dO3A6HXTv3p0evfoyduYCwgN8Wb/MdajjHzU3gP9iAIX22L7vMGXLlkOjmBk3eSoRsfeTfTqO7euXEh4WzMKFC9HrPen8cGd2795FcsoVWRatU6cu7Nq5nUKjqwa161Qjh8zbE9rPz/FLdSztWAo0Y4sLiReJQwTCq1avReKlFNq278y61fPlGSO7dm4lOSVZFlMfOXIkH3w0ArPRIGOMy1es4ODxM3z/827KB/nw/aolNw2SuwH8lwP4+biJ9Oj5JF46OH78CCu2naRqrVp8+e4LvPziAGn8izSoOnXqUalSRdasWSVtMjHNt7mvHT/8KA68ubb52v+Hr92VEW3QjsWgHXdDH09vLxS03PdAdy6fP02pUC8uXb7EhQvnJcjiEGpRSHPzj1swFRbIk6I+/Hwsm7bvZN/BI1w5up/4+PM3la4bwJuK6PZ3KKkNKIqPt7qvDdPmLsDf0xuH1cDn4yZR494ufPryE/L0ovDwMBYsmC81kkgESEvLkFsqhcYTpxSdOHkCi0U4AuLkaVe7GYBC+1WqVI309GwefrQX82d+hcNuISAgkJycbKkthe03Zuw4CvLzpPZbtnQ5as9AVm36mTOnjnNq/xaMN3FAxLO4Abz9fN30iiUHECIio/h5134CfP1w2EzEHdrHT3GXmf3lx+C0M3jwIN57b6h0CsSpRC1b3svOndvlSomXlzcPtH2IjZuu1YI3A9DL2wenU8UT/V5k/47NnDt9kooVK3P69HFZ6+++++5DpVazd/9BCvNzqV6tGpt+3MbRU+dZvuEnIv10jPp0+E3l4AawRCK6/Z1uBUCVRsva9VuoG1sfjcaJyZTLBx9/xnfz52M1GmjevJnUgt99990vp6frcDhsxSdaxsRUwGa1kpX9azzuZgAGhoVhKbTTpFU7flg9R8Ybrz5uQVS1n/DVRIwmI3arjblz59KwxX3S9vxq2mzIT2fmjK9LJDi3BiyRmG5vpxID+MttH32iNxMmfo1a0aBWTOzdv1uGQ4SWEwdof/DBR7z//jCZFFp0KpF4q1ijFfuLW7e6nx+vOkr1jwDUe3pis9iJKlOJ5Cvniw8eLDrGtkmTJvj4+HEo7gi5ORmUjSnLzr37sNjUWG1WNmzeyBcfDSc7y3XG8c2aG8CbSehv+PutAugXEMSBQ0cJ8AvBU++QBxn269eHtWvX4u3tQ7Vq1SlXLobly0Vw2OXxXp1SFRoaRlBgKAmJF29iAyqUianApYvnccqC467EhqImriu2Wk6ZOg2rxSr3i8ycOYtOnR8hz2jj5ImTHI3bx8cfvld00OdNpecG8KYiuv0dbhVAcarSmrWbqV+vKVqtE7vFwP4D+2UmsvBIdToPPvvsEz766CPpEV/fdDo9Awa8xMyZU+Tqxe9pwNKRUeQWFJKTlXbDNQR84hR5oXG3btuB1WKW2z8PHDiEj38QRouVpcuXYTMaGD50UImF5gawxKK6fR1vFUBx59lz5vJgu46cOXuOhnVqkJiSzDP9+7Nr1y6ZIygKm4tQiNgUVDT9Xv3EolKp2GC0devW3wRQnKTZvElLNoqwjTDmRBMxQ29/TOZCcDp49913ZexPeL1iqh8zZhx9BzxLodmG025j08YNsgD5z79zQPVvSdAN4O3jqsRX+jMAVq9Rg80//izPAhYQLlu6iIrlYvj888/l6eiiiaQAUVFLaMGiwPPVD/XSSy/JadqW0e+GOGDzZvdw7OhRMrNd1xJNHvsgin0oTpo2aSJji1u2bJF/Eysnmzf/wFeTp1C2QkV69OzB0bjD9O71OA7b76eCXS8kN4Alxub2dfwzAIq7L1m2jNZtHpCgVK9SicyMdN56+21Wr14tH06cGN+2bVvplQodJvd5GERGskujCU0pluN+Xln5GgCN+i/p0rkrixYvvMZ29A8IxmQyylM9Bw4cKBNNheMj4J4yZQq9evXGaFfIzcuXTse40aNYtXzJLQnKDeAtiev2dP6zAIqkz3WbNqHS6/FQqTl94ricDkVcTuxKE01oRPHPbLZis9tkSKb4UA6gS5cuHPqpIer852V/sRISXGGFPDY2OVmcOexqV++ia9Pmfpngum3bNvm3yMhIdu/ZQ0hQOAa7OBoWEi5d4IE2LTGbTbckJDeAtySu29P5zwIo7j5j5iwe7tpVPoinVouxsJBnnx0gEwiKpkaRJDBjhitfUCyXCY+1iMKQkBBKeQ7HkNSzGMD7u19i6dIlxae0e3h6oTidWK0Wmf7/0RdjGP35p+RmilPY1bIezONP9MJiBzHZaoBn+vZi88b1tywgN4C3LLK//oa/AmBYeASbf/iB0mXKuGw0m52kpEQaNmyI0WiU0+MXX3whtWBWVpZMVBD3KyhwLZnJk8rLTyHrggtioQFFRszKlSvl7+K4CP+AEPJyxLl1Du5v25bYDj3lPuPpnwwmKjqaffv24ekdgMUpEhzsfPT+e8z/diZ2oW1vsbkBvEWB3Y7ufwVAcX9xnMKBI4cJDAlGj4ZCQ4FMNp03b558vPDwcFm647PPPpPeqrD9PD29SU1NlnHDCI9hOLOfLgbQ5jNZhnMEwGGlosnNysBqNUnP+otRozlv0KDxD+f0j0vo0aUjnbt2xeZUiw12bNrwPc8+3eeqleZbk5AbwFuT123p/VcBFNPp4z168uWUr2W+ncbhJCM9ndi6deSasNByw4YNQ9ToS0tLk2vEYRGlyc5MIyQkFGN2VQItc+RYcvRPYVXvlhX5L1+OR6f3ID83R+aR9urVS6bkb9+xg4cf78flc6eYPuUrecysAy35Bfncf29TUpOTbpp4+nuCcwN4W5C6tYvcDgC9fHxZtHQZjZs2kRDGn7/ApK8mMO2bafJhRMxP1OgbPHiw9GyFJgwJDaegIB/F6bjhgUXor0LFSpw7e1r2F2GW0aNHI44ME56vVqvh29mzaXt/B7ReXogTYYcPeZfZM6be2uCv6+0G8C+J78+9+a8D6LpvcEgIO3btISgiVCYFFGTn0KRRQxkXFFqwR48enD9/Xh4OKAD8oyOzrh+JCFyLYkPz58+Xf2rZsqWshOUbEIRVcTBl4pd8flUV/z8nCXc61p+V21963+0CUDxEg4aNmPntLHm0gihSPnvmTAYPGiSnVLFf5PLly3/6WYXHLK5z7tw5vp09l4oVqyC2CYwbP5oxoz7HYb9Rk97qzdwa8FYldhv6304AxeMEBAUy/IMP6fF4D7Zv38pLL7wg44JFJ5X/lUcWWlMkutaMbUiVypVYNH8Bx47Flah+TEnu6wawJFK6zX1uN4BFj1eUAXMrU+1tHtotX84N4C2L7K+/4e8C8K8/2T9/BTeA/7zMS7wx/Q482j9+SzeA/7jIRfV6UW3U3YQE3ADeAQ7cAP4qdDeAbgDvgATcAN5Robs1oBtAN4B3VAJuAO+o+N0a0A2gG8A7KgE3gHdU/G4N6AbQDeAdlYAbwDsqfrcGdAPoBvCOSsAN4B0Vv1sDugF0A3hHJeAG8I6K360B3QC6AbyjEnADeEfF79aAbgDdAN5RCbgBvKPid2vA/waA/wf2oA4fqOkIjQAAAABJRU5ErkJggg==data:image/png;base64,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10TIF B. See below.playingfalse3.3.3.5TIF B. See below.playingfalse3.3.3.5X's turn?

3.3.3.1 and 3.3.3.5 See 3.3.3.3 above for why we have to test PLAYING.

available squares3.3.3 TIF A, here on down. See comment below.available squares1TIF B starts here. The instruction below only needs to be run once. It makes a list of the two endpoints of each of the lines to mark a win. It must be in the same order as POSSIBLE WINNING TRIPLES. TIF B: First of all, we don't want Square, the sprite with nine clones to show the board, to move around. So I added another sprite, named Sprite. It's hidden, but can draw lines with its thick red pen. (Click on Sprite at the right to see its code.) The actual work is done in procedure DRAW WIN LINE. But instead of running DRAW WIN LINE in the Square sprite (this one), we TELL Sprite TO do it. We modify makeBoard for TIF B because drawn lines are behind sprites on the stage, so the win line is hidden by the board. To fix that, we apply a ghost effect (transparency) to the board sprites. The value 30 for the ghost effect was found by experiment. Any more and the board is too faint; any less and the line is.3.3.3.3: If the ninth move, the one that fills the board, causes a win, then the game isn't a tie even though no more moves are possible.3.3.3.5: There are many ways to do this. The way shown here uses a /flag variable/, i.e., a variable whose value is true or false. In this case, PLAYING is true if further moves are allowed.3.3.2 TIF A This is quite complicated! We are asked to make a check, never mind details yet, after the eighth move, because that's when the last move is forced. But if the eighth move causes O to win (it has to be O because odd numbered moves are X and even numbered moves are O), then we shouldn't do this. That's why the IF around this code has to include a check of PLAYING. If O didn't just win, then we are going to imagine filling the final square with X (because move 9, an odd-numbered move, is always X). But we're not really going to change what's on the board, just what's in the BOARD list. (Really we shouldn't even do that; we should copy the list and change the copy. But if the eighth move has just happened and X can win on the next move, it's okay that we've already marked that square as belonging to X; we'll do it again when player X actually clicks the square.) It's just after the eighth move if there's exactly one number left in BOARD. We compute the list of numbers in BOARD, for two purposes: First we see if there's exactly one number. If so, we change that item of BOARD to X. Then, if X didn't win, we can announce a tie. Note: The code from 3.3.3.1 that checks for a tie on the ninth move is now never going to succeed, because we're catching ties early. But there's no need to remove it, just in case a player manages to click the ninth square before we locate it. Maybe mark it as obsolete in a comment.

LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.

Hello!12

1datamapmany

data lists

110i

121

cont

catchtag

cont

catchtag

Sprite

I'm kind of bummed that I didn't find a beautiful one-line solution using FIND FIRST, but it just gives the value it finds, not the position in the list, which is what we need to find the line endpoints in WIN LINES. So it's a plain old fashioned FOR loop.

falseO,X,3,O,X,6,7,X,9false-100,50100,50-100,0100,0-100,-50100,-50-50,100-50,-1000,1000,-10050,10050,-100-100,100100,-100-100,-100100,100