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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7s3Xl8VcX5+PHPnBuoinvdra1VkZCE3DkB99a6a60bwbAI1l+1Vo2trbsSFgkErVqtWrH1q61WQCAQXKt1qbWutZAzJyQhiNa61Z0q7pKc+b1OEjRCQu5ybnKT+5z/2sw8M/N+zovHe+85M4r+dpmhI1F2Fpab0U1TM7083+NKCye2BJQPH86D4XimlA+totJdxFWJjO9R1Oxg58RpOCWR9tIGDAXnK9QP4zQcJh4iIAIi0BcFVF+cdLdzXjJ0R/KCWaA2IZZXzrD6F7vtk2SDujqGBS3MUvDKmhbKR4zggzCEfyKH2oCHdA2xREN6FDYq2EHTsHWifaRdWIQLFypoitMwSTxEQAREoK8J9M8CvDYLdUMvIrCTwJajV8yOKjl1HqcHEH7KPk+XcEPHuKaUeyzs4dZQkOh4HgX/T6H+pGno3/lIFCTBdj7F21maa8E5U1N/X4LdpJkIiIAIZIVA//8Hv27ogQR2FvB3dNPP01F/6SU2+uB9ZlnLsDw4a1gJS9aNZ0p5H8U1ehGVyYxlKGwB+3+axjOT6ZfrbX0KjgN1w0BaSobS9F6ue8j6RUAE+o5AxgvwiR6/Uop9e5OkBeU8w87DP2TgVoXq3ft2CVY/m+x8XDh4GIz4tuJerTmns/51ZewXtPCUrsFJNr6hcKWFLV0atk22b663NxReDnY3TeOYXLeQ9YuACPQdgYwX4DLDLQr2yQaS59l6q8GsqleKpH4Tzrccu4lll83hvnKXY7tai19KtYW4rmHPZNdbS8EvHNT18jV0snJt7Q2FjwH3aBquTS2C9BIBERCBnhXIeAHu2eVEO1ptLSMch3utJS8WY1RxMf/Y0AimlPdQ3KwXcWkqM/EpbFHw22Iazk+lfy73WUbR0ABbC7GD49Ql/Q1HLtvJ2kVABHpHQApwF+7GcDVwrrX8w3U5uLv0LBtFcWAxxTXkKQi6a9/Z3w2F/wG+oWnYMZX+ud7HUHAqqJ9rGkpy3ULWLwIikP0CUoA7yZHv8a/wq2QFU+MulyeSRlNK+JT1AbqG7ybSvrM2SymYGEPN0DQk/RtyqmP2t34+hTcH0OzSUN7f1ibrEQER6F8CUoA75NPzKFNwi1K8Z+H7WvN6ouk2pbxtYY5bw7mJ9uniU3AQQFUJDZPTiZOrfS0H5dXxdq3FuUpTf0euOsi6RUAEsl9ACnB7joxhNpbxjmJBsSapp2mXncDuLQ4vfPYpW+z7AKvTSbuh6DWwVtOwSzpxcrmvT8H3LeovlqDEZfnKXLaQtYuACGSvQM4X4OXL+ebnnxE+tLMjAWfq4a1fJSd1mZHciuIIXUPaRdOnoMqiLpWvoZNKwXqNfYouDAiOcGk8PL1I0lsEREAEMiOQ0wXYGM7HMhNo1C5uqsSmlP+iuFsv4qxUY3TsZygMH+IKi/Cvo4iXqzEMhYuABk3DlFw1kHWLgAhkr0DOFmDj8RBwGIrfdbWxRiJpWzaO7Vs+582BsFNBDW8k0qe7NobCNy32U5fGlB/o6m6MXPj7cxTsMABVC8FPXZb/JRfWLGsUARHoOwI5V4B9n31swN2Ag6JUa55MJ11+KTdaKNU1RPbqkE/hby38QtOQ8IEO6ayhP/f1GHqCwvntJ1CyPw2r+vNaZW0iIAJ9SyCnCrDxuEYpfmnh71pzaBSpMqW8Ajyiazi1NZ7yX8Xav4L+aTrxDYUffEbz9/dlRV06caRv6y5ZVwDf0TSMEw8REAERyBaBnCnAppalKIahmKw1kfy2Wl/Gps0trWf/7ukuYiUs2QKV9z5W7Qbxl9JJsqHwBrCvaxrD4iFXmgIeRY8DNS7116UZSrqLgAiIQCQC/b4AG8MYBf9n4Z28PA4oKuLNSOTC/YdH8hur+LFbQ/sBCv61KE7CxrdPd4w6hh5miU2PU79furGkf/gpuKAQVK3CHhin8Z9iIgIiIAK9LdCvC7Cp5U4UY7HM1yWMjRrbjOLfNuBZdzEntX39bF7Chr8p65OjGCt8GKsFvjechhe6izeF+oMrKQoPJJCrCwGfotMgOCtO4whBEgEREIHeFuiXBdj32Y6Apy1sb1s4wx3B3ExAm1KCvICSorswYB2U34JVwyBeH8V4hsI/gF2habymq3gTWbKjYsCTEGxRhbtNFOP25xiGgltAfaZpSOts6P5sJGsTARHoGYF+V4C9pVykHGZYqHddMrYpvz+qdYxyvYit21JlLkfxM6z+ZlSpq2PY0RZ7cZz6H3QWcyLmYgXTFapuBnH5VJcAfD0FA5tbX02yV2gak950JYEhpIkIiIAIJCTQrwqwMTyC5RAF18Xd9PZk7k7PlLICS71ezKjWtsqsxOKBHt1d32T+bihc1YzVI2gMn7b+8qrAPArqIEtw3Uzc85KJmett6xh2YEBwXwzlDqM+qbOhc91O1i8CIhCdQL8owJ7H/kqxGAtOjBOKi3kmOqLOI4VfP4cHNrg1PNVegAOs2g/ikT7gYyj8E9ilmsbfheNUYL4XPs0LBAHq+MsjHi/TbtkS31B4MXCIpuHIbJmTzEMERCC3BPp8AfY9wk0rzlHwaNylR/b9NaVMQnGhXsQWbbeLNxWlzsXqLaO+feoYdoLFnh2n/vBJmOsD+LmCR6rQR0Q9Vq7FMxQtBlunaZiaa2uX9YqACPS+QJ8uwJ6Hp6BAQUXc5eqe4vRGtR7Y++/4Io5t+/TrN2LD94Djx0c9h6ngjKRw9f3c8NInbL2ngokz0L+JepxcjNfI0B3X4NQCP4nT8GAuGsiaRUAEek+gzxZg3/BAEDDYwn4lJbzTk4SmlJaY5ahhi3m4/evnFmxwBJQ8GvU8JmMm7M3v/rSKwauaOK7gcoa+F/UYuRzPUFQK9mrLgBIX834uW8jaRUAEelagzxbgnmX6ajRTyvnANF3Dpm3/r3cRSk3G6s2inlMFZgFQticPPKmZszpO/Y+iHkPigU/hlQF8y6Wh7X1uuURABESgBwSkACeJ7JViFLyta2j7DVb5Pta+AfqoJEN12Xwq/rfWYJ9wYOsW1GlHcPx9WzFotYOzfTHL/hfVOBLnKwGfwn9YbLWm8QZxEQEREIGeEJACnKSyKWWNVZS5i7irrQB7zdhgJAy/N8lQnTavwJ8I9rKwslcR32ttI5/C6gB7v0vjbVGMIzG+LrCEYcPyCGot7O/S8C/xEQEREIFMC+ROAZ5iwk0XFlGpF6eK6pVSDvzKrWHPthi1v0A5V2D1oFRjduxXgQm3kjwQ1DVVxC/s+DdD0ckQlGoaR0YxlsRYX8Cj8HTgZy4NX/6HjziJgAiIQKYEcqcATzUegX2X6W50ryopbwmWD8E9OJ0EVVB3IASLgGYH55jpFC9dN96z7LH5RnzjfUVsszh1H6cznvTtWsBQdCvwsab+HHESAREQgUwK5E4BnmLOxzKN6br94akIWJX5AsvJoOenGm0i5neK1k/WD1V18zuyT+HdAcx3acjI3taprqE/9XuMXTfakkHhq0kzxLk/ZVbWIgLZJ5A7BTi0n2JaUPyQafqh9FPh/RSlfofVG6UaqwLPBzUE7CVVuL/tLk54mo8lOELTOKa7tvL31AU8ig5SBHd9Qaxkb5b9O/VI0lMEREAEuhbIsQLsNYB6iUp9TNo3hfKfJtyN0roHJBvrUrxTHNSNwOt5/G+faRyc0PunS9hzmzwGvNbMRpuNYOmaZMeV9okLGAouUagfxGn4YeK9pKUIiIAIJC6QWwV4smndQpJK3b6FZOJQ67VU5jMsZ4H+UzJRKjALofUAhzuq0D9Opm/Y1lD4YAC3lNAQxpErgwIehXeDrXVpnJbBYSS0CIhAjgrkVgEOkzzZBDgcyDT9ZOo5905CqduwemCiMSqo/Q6ox0FtqWg5dQbDwwMVkr58is6yBPtrGk9OurN0SErAEN8ZmmtBnaypj+Bni6SGl8YiIAL9XCD3CvBUswKoZ5puO0YwlUv5fwe7CVbvnUj3CswkINzwv7YKvU8ifbpqU8uQnRzymjQNm6cTR/omJuBTGN4nv96Ez0sG88LqxHpJKxEQARHoXiD3CvBl/gxabDnT9dbd83TRQplPsPYCcGd1F6MCL/zUGx4heHUVOjwCL+3LUPi3APvbEhrvSTuYBOhWwFAUHvSxg6Z+QreNpYEIiIAIJCiQewU4hJliAizDma69BJ06NKs7HhUsxOoBG+o7Cf8QS7AA1BeWvKNnUmSSH6vzHj5Fv7QExZrG06KKKXE2LGAofNKBO4tpCB+ek0sEREAE0hbI1QL8b7DPUummsPm+eQhlt8O6uiv92/jHzJ354JI8WlZtxed+MlmysIXigSI45FMYaDvv+74Dt2wOFyT09HQy46/b1sIql7F7pBOjP/RdRlFxC9Q6qH2KWbbeRin9YY2yBhEQgZ4VyM0CPNW/GhucQqW7bdLcynyEDX/P7fxM3vaNNQ7ak/ce07yV4raXc6Za3hoKB9TAPis7n+MNZytGPGLZL/xNO4OXs0ozNqknvTM4mV4NbSg4A9Spmoa0fsfv1UXI4CIgAlkjkJsF+LIlmxDkfYxiCNP084lnwzscpR7E6ti6fSoweyvULIs1eeSVT6Poi8Tjrt/SUDC6LR6/1TTMWLeFR9GFDva7cRrCXbTk6iEBQ+GfwK7WNP6yh4aUYURABPqpQG4W4DCZU8wrKPso09yfJJ5bcy/K7oZ1Czv2mYj3S4W6UqHKZxAP9xKO5FpG0S4t2LCoOxZbXsLyl9cGNuTvCbHHNA07RzKYBElI4FX223gVq8OtKqfFaZiXUCdpJAIiIAKdCORuAZ5qfodlFJV6x4TvDOV9gFVXgW79RHoJdVvlEYQFcicHVT4d3ZBwrCQaehRVKOx5oMo19V/uO20ofA64WNMQnqIkVw8J+BQeYmGhpaXEpek/PTSsDCMCItDPBHK3AF/mb0dg30JttDPT8v/bfV69A1DqCax2wraT8I62qFkK5s1AX9J9//RatP+jf5OFB1wafhVGCwuzg9023v6/0xtBeicj4FM0McB+z6Xh6GT6SVsREAERWCuQuwU4FJhi/ovlbqbrs7q/JcwilB2GdfechKm02J+GpxjNwL2r+77RtFjC8E0G8Fn4u3C+Ihb+9vuFpeVeTcN3oxlBoiQj4FN4j4V/aRqmJ9NP2oqACIhAKJDbBXiyuRXFEVTqXbq9HZRZ9W0bzD8ZtYdCrf6cL86+ir3f7LZfBhq0P40bfhr+hYLTLZzt0vBUBoaSkBsQeI6iXQZgw60qT3Kpf1iwREAERCAZgdwuwFOf2w078EW2GbQF5wzewDaDnh6mnNrjrP3YYitn4l6VDHIm2tZSGHdgFtjNFOpv8jV0JpS7j+lRUKZQM/OwbhGNH3XfQ1qIgAiIQJtAbhfgUGCKeRur5jA9fm5XN8WmmPkT4IStaDnscoY/kU03j/lG/j3qC+dHgeV2l8ZTs2luuTIXQ+FvgG01DUmfbpUrRrJOERCB9QWkAE8xs4EDqNRd/46qzAMDLbd9gf7yCeRsupn87+602r601WbAS5qG3bJpbrkyF4+Cp0HNdmnodn/wXDGRdYqACGxYQApw5ZJhNOfVMS0eQ6lgfa5/fhO10evY2OakublGpm5GM4rLeWmL3aj91vFt32rYkzWNCzI1nsRdX8CjQCtULdjhmsYU9hgXVREQgVwTkALc9jX0e1huZrq+dP0bwJyKw5EEeky23hy1I9nPUdysaxhmKAx39hoMPKRpODJb59wf52UoOlPBKXHq9+uP65M1iYAIRCsgBTj0nOpXY22cSr3nerzKuxsbmw/Fc6OljzaaX8oLLZZRJYvxPQpvVBC+WvWepiH5/a6jnVpORfMovN2BVXEaunymIKdAZLEiIAJdCkgBbi3AS/cliD3N9LZNNr66ntwMtelq7P82g4Oz+glXM5Lf4PCBXkRlOP/n2HWHgQwKD2rYFJxpmmWt/79cmRXwKR5kaQlfTZqsqZefATLLLdFFoE8LSAFem74p5n0Cey0z3GlfZbRuPKqlDOuekO1Zrh3JDxzFNbqG4R3naih4FlR4eo+naSjJ9nX0h/n5FBxqUQuase4IGl/pD2uSNYiACEQvIAX4qwJ8D9g9qHQLvmRWZgGWB0D3ieP4TCmvtFiOHL6Y5V8vwoXnWtRVCvtZHuxdRENj9LeSRFzHfBKwr6bhGJERAREQgc4E+mYB9mb/CscZT/ykvSJL65TaQ8F5iMq1Rw3WD0Q1f4j9ZEfYf1Vk42QwkCnlBhSv60Vc0dkwhsI3gO2B2zUNSZwClcFJ9+PQhsL7FOqZOPVV/XiZsjQREIEUBfpmATa37wx5T4DdBhU7lfi4hSmu/+vdppgPsXY6090roa4M1fITrNtnNtv3RnK4UlTqGrp8Cten4C6LOt7Cyy4Nu0biJkE6Fain4Nstba8mjYnT+KgwiYAIiEBHgb5ZgNeuwMyeD2o0qDnokyakndrJ5q8ouwOVbhzHzCbgCdB/SDtuDwYwpbzZHHDAiLt4sathDUVHgL1HQfji809cGrL6Ce8e5It8KEPRGLCVilhJnLqPIx9AAoqACPRZgb5dgEP2pbMnEFM3AW+SN2Afikan/nXxFP9YsDVU6gGo8NPwF4PppQMXUr2jvJHcrBya9CKu6S6GoTB8SnpPhX0kTuPh3bWXv6cm4FN4bQBbuzSckloE6SUCItAfBfp+Af7y0/CccPehAlAT0SeFe/Omdk32PuHvzOZJtRtWH5ZakN7r5ZXyI+Ait4YfJDILQ9H1YH9uYZVLwzaJ9JE2yQv4FD1jW397r/998r2lhwiIQH8U6D8FOMyOP+c6LL8AHkGPPyKlhE02j7GIIhrD92n1DSnF6OVO/ihWfd5MfO+7eTWRqfyT/G9+A+dFUOF+0jM0DVMT6SdtEhfwGVpicZZYbIlLo0m8p7QUARHorwL9qwCHWfJmH4BSi1EEWI5Dj38uqeRNWTaGm1ru5J3mXWFEn3yHs/YKHndqeVEvIKnTkcIDBRQqfIDL1zTopNykcbcCPoXlAXaCS+P+3TaWBiIgAv1eoP8V4LUpM3PCp04PBn6LHn9eUpmcYuqx6jSmx/+ZVL8saWwe4t/8g231DMJPtEldtRSc4+D8BuznARxQQoOfVABpvEEBQ+GfgXc0DecLlQiIQG4L9N8CHOa1bvZFBGoGsAw9/ms7RG0w7VP9KmygqHQn9rXbo7aWbR3Fy1Sx8ZoWhu21mPpU1mAo/K+CHSzMlnNuUxHsvM+TDNlsEHnhq0kTXRqro4sskURABPqaQP8uwGE2nvvTDgwc+BSKbbH2dPSE7s/0nezvg7J/pFIX9rWEeh4/dRSHBpXspxRP6EWcnOoaDAU1oEYCL+s03hmuwHykcE6YQfEjqc6lP/XzKDpcYecqYm6cutdSWZth3kcO6oRixohpKoDSRwSyQKD/F+C1yGbOncBYYB56/Lhu7aeY57GMYbruU2e7Go97A8vc2HT2sYpxuqZ156uUL5/CQyzcD8QC+GkJDeFXqAlfE/EuVDhTqogn/XV4woP0wYaGwskK9orTcFyy0/eYd6EDU+KMFdNk8aS9CGSRQO4U4BC9du44HHszSr0FzfsT//HbXeZiqn8VNviYSveyLMrXBqeyZAlb5MV4r7mFzWO/Y6Bazf8+X8Nu+9zLS+muwadoucXmA3/TNByaaLwKjFHw1gy0nE28DppH4V9APelSPzNRz7CdYV74FPVbmrFimgyctBWBLBPIrQL81afhpcAwrJ2EO+HKTnMy2f8+yl5PpXazLGddTqe2lh87ihO0S2nrP9SlvKbggXgNp0exhnBDCQu/BP6nafhmIjErMGsUatQM4vck0j6X2njk76qI1QKjNA2PJbp2w/w1imBUnHFimiiatBOBLBTIzQIcJsKfey3W/hLs39ATOt9wY4r5D5YfMV03ZGHu1puSqWWRVdzjutzeXoDDTR+O1TXsHNX8lzB8ixif+Qr1niIoj9PY5ZPiFZifA1dWoTeJavxE4hjmh69f3QC2STM28YfvEgkecRufwrEWe9knbOHuzzOfdhfeMK/VVDO2h00LTgV1A6gmTX1Wm3ZnKH8XgWwRyN0C3FqEZ+8L6i4sChuMxD356a8lZqp/HUHwFtPdpL4i7I3kPv00G2+8ER+i2MZ1eb91eaV8y8KrG69h2yH38m6U86ql6LQY9sYALnFp+G1nsSvw/6UIPp6Be1CUY28olse8xQpOsHCby9g+ceKToeA6UJsnckKVz7x/BdiPXcb1oGnRYoVtN5VTtHrqXpZx+r9Abhfgtfn15jyM4lAU1xMf/6sv0z7FPxTsTCp1eKB9Vl+1tYx1FBO0y9fOnzUjeROHar2odYewSK9aCgti2FkW9WYelBfR8LV9uCdivoihfjyd+LxIB+4k2DLm7R6g/mZhcwU/jjPm3kyPGWV8Q+E/HeytxTTevKG4hnlftK1vbA+YFu0eYDuYNvQp0yjzI7FEIBMCUoC/KsIXoKjC0og7/qvffaeY/xLYHzDDXZmJBEQV09Ryp1X8zXX5v44xvZHc5jgcHF/Ed6Iaa904hsIrLIwDVe5SHz4xzWTMqQHMqkJvlKlxv0wdd16mcCrALtGM7fIoxkzPI534dQwbHhA814Jyh1Nf11mstq/W7SzN2B4wLbpMYStALdHU90nTdPIhfUWgJwSkAHdUXjJ3G2L2WRTb49gzKJ4wlynm91j7AtPdq3siIamMYS2Ob/hQOXw3HudrT3YvGUV+nmV5fBUbq7/zWSrxE+lTR8HxAWoW8EdNw+QKzFNhvyr0AYn0T7WN4c4nQO1nsVe6jOtzG6d0XLeh4Oegxmoavtd5AZ7XaqoZm2HTwnbT4EqXxj5tmup9Jf1EoCcEpAB3puzPmYPlJLALqCm4DZyJVOrv90RCUhnDGEZiOUu7dHoAhSnlHaW4Lb6IC1OJn2ifZRRt34KdpVCb/4WrDvyEHc+ajv5jov2TaWeYF641fLf7UwVHxRmb0o5fyYzZE20NRbPDozU19ResO55h3mdgyzXjMmSafwTE7gT7qcIeFWd5vzDtibzJGCKQioAU4K7UzNzRENwCvEtN0Za0BC5VJS+ngpzpPr7HbQH8y3W5sdNPTqWthWpvXcPumZ5LGP8vjJ+zHctPGsDnp8ST3LgjkfkZ5v0B+Blwn2bssYn06SttVrLH5p/wjfDVpIvjNCxaO+9a5o5zcG7XjB2YibUYCjuYNvQr00x4SUwRiEJACnB3it6cJdTu7KK4n1MPSnrXou7CR/H3f3m8b9cwbO+9Oz9+cGkZw2Mt/EvX4EQxXncxKjCP7UDdDt/nivAd4CfjNJR31yfRvxvmhZ/KdrcE57ucFH7l3e8uQ2G4wcafN6LZzWfFf8MFGuY9pmDTOGP3inrBhsJ2U853aeiXplGbSTwRiEJACnAiitUP3sXg9/YH+zv0hMpEuvREmzE++25qqdnV8s3JLt/Y0JhmFKuw3KhrmJzpuU3E+8QhduF0pv/epzH8B33vAKe8hGXPpDq2x/zTFfY6Bf8pxtGK0V+kGqsv9PMpmBqgSlwajg/n6zHvkxjqwmLGdPotRypr8ihsN1X/KaZAK6r7tWkqRtJHBDIpIAU4UV1/9rewahaKPAKnHHfcfxLtmol2J/r8SlmuOBJW7WV5Lu5ywgYLcCk1QKGuYUgm5rM2ZgXe8aAWVqEHrP3/DAU/oe0BrYmahmuTHd/jzrsV6jiwf9SMOy3Z/n21vaHwAbCPW6YsV6iFmjFfmqa7Jo/CuxW0mzbmjGm6btJfBKIUkAKcrKY/+1KsuoggKKfk5PC31R69Ri7nm7HPmaUs2zt5nHVpM/XNLRw2YgQb3MrQP5HvE/D3eA2xtgkvORiVNw2rD4xyARWYvyrYfgZad4xbx7D8gGCWhXdbWFM+gue73RjEMG9PsI8q1CCFmlDMmL9EOdeoY01kycEOedNmEI1pHcN2a6GlFs5fqRg0QDP2a6apzN+QvyfEHlUwSOFMKGZZVpumskbpIwJ9RUAKcCqZMnMOBsJPww8RHx/ujdwjV9kyfkRz67hzqzWX1tZyScxhYlyzeSITMKP4QFl+Ha+hbWcv5a/G2pmgr0ikfyJtKjAfOqhp04l3+tqWR9FMBzvBoso19fd1FdNwZ6VFTVTwz0y/dpPIuhJtU4G/OsDOvDwiU4/CkxSX3GGxk1x+fHmi8+isnaGw0kK7aUNGX2VKZ57SVwRyRUAKcKqZfnrBxmyyJvw9roigpZySHy9JNVQi/co8ZqD4CYqzquO0bsJvaqnD4XWt+WEiMfxS7rfwHV1DUVt78wBK7YyNFyfSv7s2E/EOV6gHq9Dtn7I771FLwXEO6kaL/bNLY8W6rTxa33fdR6Eu14zJ+G/W3a0rmb9XYB5QqJ1nEI2px9zDFc5fYcafNPUpf1XsUdhuyuXhe9rJrEnaioAIZEZACnC6rt6c8HWY8FPpr9Djf5duuHX7jzHsGe4oBbzfrChf3GGjDa+WZhTHu27reb3dXv5IjrKK+3QNeW2NvR+huBvrtv/vbkNssEEF/j1gd69CF3YXqRZ3W8UXsxRsrYiVx6lb4bPgKEswF9THDrHDizmxqbs42fb3iXg/UnB3FdGY+sy/x7Y+9V35CXCzS8PXdjrrbv0+xUdZWuYCHzs4hxezrM+ZdrdG+bsI9FUBKcBRZG7p7cXE8m7E8gotH5Uz4owPogg72uMUq7hRWS5b4PK1r3R9n3NswOXaZVAyY5lSPnIUk4sX0fYwlDIfY9VEiF+XTJzO2lZg3g8IrrmckoSfFK+l4HwF0+GgfykOPFCh7okzpvXJ3756VWA+Dr8+nxmBqWFeq6mi6gEFTysCN9ENMgwFt4A6TcE98fanqfuqqcxbBPqjgBTgKLPqzbkK1XoWbzl6/F9TDm1RJ/rMUor9VUD5ApfWLQg7XqaWpVbxgetySDLj+KU8HFi2cRfTvt+1eRTFllid1hFzFXj7W9RgYlm6AAAgAElEQVSTM9FJvWtsmZrns/FKxUPftuQ9FeehgxQEyawp29pOwjxqYcsq0jP1uHP/8D1qzdhWU0PBL0CN1jRscFc2C3k+hT6o74I6V7Ms3GRDLhEQgSwT6D8FeOmQo3DUr3vfN74FHPEt1P8+hltaz+VN5tqCz/fOIyg8hJfn8jzl1aNp6ay/8fjCwnjXpTqZ+GYkpSjm6xraX2nxylBqDlantcNSBWYh2HgV7uBE52OYfybYay38+y4WuSNZfr3F7peHOmsY9V8/GjLRoFnQrgKvDNScKtIzNcxbaCHuMvZLU4/CuQ68Fqfhok7vC4o6mDbEp0FzFpDIFERABDoR6D8F2B8S/tf+lVmRZfutzeHbm8LTSR0ZN5T3Ts8jGPau2rjpjfhrQ7tai+dxuqO4Pq7ZOJX1mlI+RXGuXsTvW/sr/1OsOgeKk/p9sePYk/DfCwj+MBM3oc37DfPD34uPtXCLy9jT18byKTzFtv7mbadoGn+TyvqyoU8F/qcKdc6MNEx95r0XoP7gMuZLUw+9pWJNLajzNfWLO67VUBg+nNdu2vClaTZ4yBxEQATWF+g/BbgPZ3fUEvKdPB4GBgWWCYtcNvhupm94xlpatEunp+Z0R2FG8g8U39A1tJ1zrEx4+k0eNp7SsXNTWVbcTGCqKI6Bshsav5bZBQ55DwGbtBCcNJyTHly3vU/xEEtL+IDWqhYGlpfgvdPdmrLt7xW0mVaRmukyFhYHtJhiRsfUOqY+hUdZuK2ZwB3B8jfCc5kd7EOgNmmBk4bTsJ5ptvnIfERABEAKcC/fBaMN063lUhT/rNYk9G6m8fjcws9cl6S/4g6Xa05gAg636pq121d6p6DUzVi9we0su6KahDcnQO0/E/3dDXH6zJth4RLgWc3Ybv/jwadwhsX+PwXlcRpbX73qK1cF3imgbq4iNVOPO+co1P6asZ2aGgqngSpW2IavTDs/xrCvmMk8RSDXBKQA92LGTzQ8pSz7KMXlC3RiezQvXcqEWFg8u9n7ubtlmVI+t5afuYvbi7gyn2M5DXR4HF5SVwXm7QA753Lcc7vq6PGTJYrXS+Cj1xXvv5r4AGorC3viWEXgZMnDWXa1wnb7Os+7DN53EO+8uDHvJ/0J3rLzCPj0XcWqLrc8DWJ2bxWomNr9f69R/EYSpmBhJw5jR/UInyeei4y2DHdpy8rDTjK6agme0wJSgHsh/aM8jnYUYaH7mI04rDqfFYlOw/d43MJG2m3/+jjRjuu080t5xkKzrqHtiVpl/gl8nuzWlJNYtrul5YU1bLT5leR/uO50ljJvaAxmWVZ/oHhkbsDypApF69QGfba3+tbqM23MbsKrmz+kPvxGt9tYpsiSULcWrKeIdbuOJ7n4FgjWfI+rzkoocHujGIN3tuxfrbj/sBbeDd//XecKdo1hLwhiqsXu8e4fKHirMZn4YVu7C7vkHcOFdiCbBX9lrmrijWRjRNn+Gw5/L1jEyihjSiwRyHYBKcA9nKEyn1taP2kq7qmOk/T7rqaWTwM4r6SEm9KZet1ITg8crteL1j7IZc5EcS1WJ/VgVwXmVgtHzETvsu58DHee2nYIg71UMy7pQxjWizeSc5XDTBtwtl5MRg6lT8d03b6TMWcGcG0VyZka5t8KwRGacZ2YFrSbcmkqB1usZ7qUc1Ws3bQk+02jzI/EEoHeFpAC3EMZKKtnIGswKHa1cO5CTdLvZhrDSCwLtLv2FaL0Jm9G8YUNGO8ubn+VSZk12JYxMDw8OSmhqwLzX4u6aybxL8/8fYzH8rbmzVkWNaLt99uxzyYULIFGfin7hk9JK8WSVe9RfvDfs/s1mwrMGkXLmBlJmBrm/1dh74oztoPpQXlb8054mMUIRVAeZ3l0pj772oDwobclq96n/OCDs9s0gdtEmohAnxCQAtwDaSqr5SwcrsHyb1ZS3NW7vd1Nxfd4OIBtXHftJhrd9djw300pS8MtLnUNh7a2VJ6HVe+BPiyRyFOp36GZ5jcsA3eaSUHrV5iGBd+D4CYLT7gdCkgi8ZJp45Uyy1F8r7mZs4ffzRPJ9O3JthPxPIV6rypB03oW7NBM8MZABuxUwKh204LwgbWbLOoJl4Yvi3LU6/C8dtMWzh4+PHtNo163xBOB3hKQApxh+TLDvcAxynLLApe03s00Hh+hmKI110Qxbf8EfmkdZuqatdtZmvNQVGL1ponEn4g3S6FGVqF3DNt7zLtQwRSw5ZpxdyQSI502ppSTw324raLSXcRV6cTKVN8KzHlAZRWJmXrMCz+JjtSMbTctulBhp9B2elTmTQ0nY8Pf7Kl03ew0zVSuJK4I9LSAFOAMiZfVU0AzD6HYWFlOWqBJfWvK8JPlUo7E4X7trj1IIZqJe6U0xxTHFS9qf/dYmWZsyzEwvNt3SSdiXlXw8FgaL23BCf/R3hxayl3G99jDNN4oBocFQylWxwZSPuxO3opGJrooFZhmRcsxMxIwNdz5KqiHY8y4tAU7y2I3D/+DxmV5z5l6hDtvtZnGKB82LPtMo8uORBKB3hOQApwB+xM9qpTi4vB912qd2mYZ607LeIRn5+6q3bVHCUYzcX8k58QXc/2X0ZSpx6qXIf6jDY0wlfpNm2n+8CBeLt+WTyaDc4tmzJRoZpV8FFNKeNbtT1GUu4u4K/kImetRgakH9XJVN6b1LNi0meBDxe3lllfCIwNv0TT0nqmh0gbtpm52mWYuWxJZBHpOQApwxNZlhmew7IWiqlozNarwxuMDC1e6LlVRxew8jj8RZS/G6i02NM5EvGs075w5mPfeBqfcZcwGd+/K7JzbonujOFrZ1qMb5+ma1g0/suKqwJ+osBfPYMOmHndeAw+fCf98G4LwU2/vm3ocrdqO25yndfaYZkViZRIikKaAFOA0Add2H72UY22MPwMfBgM5dFFBdO80GsP3FDwe12zwoPuIlhLuDd2CbT4Ihnf5cNMNPN2Yz3ubbI9yiznmf5GNnWagp8vYetAxPGl3Zoi9kVJ3MXenGTKS7hX4LQ7NB03fgKlPVaPl6U0cXnGLWZY9pk+z9SMb8+TriiFnWkpdNztMI0mMBBGBXhSQAhwB/mjDHy38BMvd1S4nRBDyayGMR/haUKF2GRJ17E7jKbMCSwPo8GjFTq8K/NWWAUPWPv3cI/NKcJAlS9gxL+AVriDPWm53F/P/EuyasWYTMSsUNFRtwNRn/uoB5A1Z+/RzxiaTQuDSJez4jTxeudiSZ+F21+190xSWIV1EIKsEpACnkY5jl7DJRgNYSsB3HIdz5se5JY1wXXY1HqvCd19dl0mZiL9+TG8GyinHxrfubLxJ+MdZ7C+r0G2vL2XhZWp5lGdo5FFORfFqnsOIomo+6q2pTsSboXDKq+jc1GfBcZaWX2rGZa1pmeHR/QIaD1GcCryaN4ARRUW9Z9pbuZRxRSAqASnAKUqOruNsa7magBerI34wquOUjMHFslS7JHXQfYrL+qqbMgG2eQSMqF03Vrj7Vfg9dRXxrx7eSnvAaAP4tZwTKLTrcqo/ijpr2RO4UNdwQ7QjJR6tAhNYmkfM7MQ03P1KgR9nTNaajvY5hwC9IDQ17aaWC3VJ75kmri8tRSD7BKQAp5CTsjruw7Y+8HPzAs2ZKYRIuIup5U4c9taa3RPuFEVDZV7E8hzocesXYP/dFoIRV+B2eVBAFFNIJ0ZtLd+JKZbGXbYJ45hR3ITlDGV5ML6Yo9OJnWrfCsyLCp6b0Ympz/x3A4IRLuOy1rQ0NI2xtDrebmraTeHBuNs7pqnmQvqJQDYISAFOIgujllHstPAAsBGWsdVu6xm+Gb2MxzsobteaCzI60HrBzdUoTsHqbTv+aRL+URZbUYVuO8Qhiy/j8URgmVlS0pozak/gUOUwX9G6BefR7l2Ynpz+RMzVDpwyg6+b+iw4ytJSoRmX9aZlhidswMyFa01rOVTBfKX4wsLRrtuzpj2ZPxlLBKIWkAKcoGiZ4XLgIgtPLdQcmGC3tJoZw55YVjS3MGjECDo5FSet8N10XrIJKu9j7Jp82OvL05oqMDeBerGK+NWZHD2K2L7HBVaxu9Z87TQir5THFXzPwtVuTev72j1y/Ywlm2xL3seKNfkzOpga5t+k4MU4Y7LedLTPBYFl94XrmnodTN2eM+2RxMkgIpAhASnACcCWGcKN74dby4yFLtMS6BJJE+PxJyyH6hK+HUnAZIMo/2Vs8Bi4Xz5FHB6+EMBBl6OfTzZcT7f3PAaHr29pl53WHduUtp6/HG5yUatr0jvaMZl1TcJ/2RI8VtXBNDx8AexBmrFZbzrKY7CjeLxad2Jay+Rwq9RW0zSPy0zGVNqKQF8VkALcTebKPH6Ew6yWzzm4Zm/+3ZOJNh5vAgu1y8+7HXeyfz+KNVTGI3wNyvsdSp2I1TuE40/CP8RiL69C79PtfLKkgfH4Z2CZWFLCo+tOqbaU7zjwOLAl8BNdw+Kvt/HvB9ZAdKYT8X6nUCdW0Wbqs+AQS8vlmnF9xrTM8E8bMHFhZ6a1fCcs0K2mip9ova5pltwYMg0RyAIBKcBZkITOpvD00+y8yca8phy2j8d5u9tpTq07GhvMgdYDGw5lWhSfUFdui/r4bexnu8C+r1VgrgP1VhXxmd3OJ0sa+B4TrWJ7rfllV1PyS1loYRRwh67hx1+1qzsa1W5qwxOj0je9lJXbOnz8dh6f7TKNfV8zzL9OwVtxxvQZ09E+EwPL9gs3ZGpYaC2jsNyhSzqaZsmNIdMQgSwQkAKcBUnobAqmlt9bxXFuJ1+fbnDKU7ynseyNE6tiWnH6W2Eq779YdQ/oMysw/7GoY2YSr89StvWmZQyF2NZDLHbd0Jz9UZxi4UYsrw/6lL0GP8DqL9sr72lgb2ysCtI3rcALz1C+Zyb6TMO8/yg4Js7YPmM6ylDowP3VuhtTr91U8fqgQew1eHAH075yA8k8RSCDAlKAM4ibTmjj8RqKB7Xmp0nHmWqmE3Apimep1OFZsmlc5hYUR1VYxgI3VKHdNIL1Slfj4aH4hdY82d0E/FJ8C0NswCXuXfz2q/ZmOopLwwM2sOmZVmDCDVuOKuP5sRDcoBnb50zLDB7wi+pETL12U7jEdTuadpcN+bsI9G8BKcBZmN+VK9n844/47RdrmLF3qr87X1aXTxA8jGUQVp3EjHi3xwt2TuF/F2X/faHlhoHwvyp0+p+qe9jc97gsgEGuy4WJDO2XcqOl9cnph3QNR33Vpy4fFYSvnrWZkprpJPzvWuy/R7Lihjzs/zRj+5zpaJ/LgoBBCxM19dpNLQ/pko6miWRE2ohA/xSQAtw/8/rVqqaYe4BjgVup1Ml/mg4jKfPWrywDN0EdOpP4ejtjZTth+25i87XbuhtWQpd3IgepgGqguSXGMcOrWdrh0/A9KI7FciukZjoJ89axvDBwI5oPjTO2z5mOMrgOzK/WSZh6HKSgGktzi+WY4cM7miaUFmkkAv1KQApwv0pnF4uZYs4ArgVeQsXjTFPNySz7+9Q9tQ/Bvleje+Y0pmQml2DbCw0f5cM1p+nW12QSvswoHsNyoFJcE1/U8RO0OQPVbmrjcUjOdC6PPjWY9/bdi9F91nQ7/9sf7WxXX+Pp95Mz9XgMOFDBNfEEP0EnnDBpKAJ9SEAKcB9KVlpTnTo1DzvSB76L5Tym698nHu9fQ3ZVef5/7F2bwLQg8X7Z0XKqxVlRx5qzApb+wGXvZGfll7Y+SX0ZFqNrOvafmofqYEriphfxryE787m/ioc3mdYHTbE4Tt2QNUcF/176F3dN8qY+E23AZeEuoTqFnCSbQ2kvAtkoIAU4G7OSyTlN9f8Pa8Ovou+lUh+X8FDKexirZoFe513ZhCP0WsMyw8gtLFU/h920y0apTOS549llYIx/oNhaWU6L17Dwqzj+/6HsT7HcC4mbVuA9DGpWVR80xQwdOch+UXW0enG3ap2i6XPsMnAA/4B205KOpqlkSfqIQN8SkALct/IVzWwn+Ueh7Fwc9TF5zUcwefjy7gObn+MwnED/pPu22dWizPAnYGmF5RoUJ2vN/FRnaEpZAJQ5itnFizi5QxFuM0V9jG0+Aro3rcCEG6wMr6LvmWLyW03LaLoGOLk6HVPDAmy7qe5ommqWpJ8I9A0BKcB9I0+ZmeUU8ySWfVHqCirj3Zw1vOTbqDyD1Z2eEZyZCUYTtcywKhYjfvEaFqP40HU5OJ3IprS1SNwEvPFJjH32r2bVl/GUCV912herroANm17Mkm/nkWeq6HummPxVxPLiZc31iy18uDBdU8PJ2HbTT9ln//07mKaTLOkrAlksIAU4i5PTI1ObWjeNoKUC5TxHZXz/DY6pvMexsV9D8V96ZG4RDNK+lehF1XF+UFvLLxT82i1hkwhC45ViFAwN3w/Wiwg/CbZfddNQLRXgPIfdsGkF3uOK2K9n9CFTvKE/wrEXEW/6wZhafhEofl3tRmTqtZtaLtUlHU2jyJjEEIHsEpACnF356J3ZTG8czJo1j4LdDOwEKt1wD+ROLnMeDkMIdPhUdZ+4ygx/AFZU67Z/zL1amh3LyPjw8Pfa9K/aUm5w4GwLj7g1HPFVxMbBqHZTaydA56YVmPOAIVX0HVNMfqspuvXrZ8o8mpXDyAXxiExrucFR7aZuR9P08yURRCCbBKQAZ1M2ensuU7y7QB2P4o9M06etP52le6BiT649nKG3p5vI+GWGN50YB8wfxothez/clUnxhtbRbQbhH8/3bR6FehGdPFnu3YVSx2P5I6xveglL94gRe3Lt4QyJrKnX25j8N4nlHcCw+lbTMh8fyxvVUZou5fs2RqHWnZn2uoBMQAQiEZACHAljPwoyxTsdq65D8TLbDNKcM/jzr61OmWewzmQofiTbVz26jsOsZXp1nP3WztXzuEjBZO2yWc/N3zsdpa4DXsYO0vB10wrMMwpn8ow+YErd0MOwdjrxpi9NR3tcZBWTq3VPmvZc9mQkEciUgBTgTMn29bhTTHg4wO4oez7T3FlfLce7FEftRKB/ke1LLDPcALxerbmi41yNR0tgOaKzIwozuibVbmrt+fCV6US8SxVqpyqy3xST32qKbvqaaZmhxQYc0dkRhRk1leAi0IcFpAD34eRlfOqTzR9Q/Ay4n0p9TNt4tQUo50Gs/nbGx09zgDLDK06MI+cP42uvWfkejdbygi4h8feg05zLV93bTS33Q5vppdQWODgPVpH9ppghrxAbcCTD6r9mWubTiOWFat0bppElRwKJQI8KSAHuUe4+ONgU73BQ88B+RrNzJDPj9SizFOucC8XhJgpZeY2u40BrubY6zvB1J+h5TFVwrnbZsncm7x2Oaje1zpEQr6/ALAXn3KosNqVu6IFYey3xpvVMTwxNFedW694y7Z1MyqgikI6AFOB09HKp7xTzBIS/pdorqeRzHLU5gT4/WwnKDL+xltULXaZ1NkfjEbQE7D98OM/22hpUu6m1V06EzxVq8yqy1xST/xssq3GbOjUtMwROC/vP703TXkumDCwCyQtIAU7eLHd7TPGngp3EqyznNrsJ1t0jWzHKPF4ATqx2MV0U4JUWjOtS1rtr8Kei7KRvwfJTrN2kiuw1xRvyAgQn4q7s1LTMsDLcL7u61017N6MyuggkKiAFOFEpadcmMGnZ7jjB37jOfovduApPX5JtNPlm+8s357Pxz+kPuvyd2hgux/Iz7fLN3p//st1Rwd/OsfZbL8FV95J9ppifXw5vj0cv6NK0LDSFn1XrbDDt/azKDESgOwEpwN0Jyd87Fyj2n2e43ZVd1FlUxm/NGiZ/6GnKBv+3nfpk1VvxV7fpal4LFhDbczDNzS0UjxjBsmyY/wn4z9cqu+srVp0F2WQ65zRs8H+oV1YRr+jStGwBMfakmWaKq7PENBvyKnMQga4EpADLvZG6wGR/H5SdhbK17NRSzhkj1qQeLM2eS4YPYMBHs7Cq5BD78rCt1adnLNSthzB0eRkvPB+ZJ3VWHQDQwTRoKYfeNP3DAAZsOgtLCfaPw1CvnYFesUHTMsNLFp5cmFWmad5b0l0EMiQgBThDsDkVdrJ3I0odSEtwNlUlPf9kdO3QA3HsLKx9vCy24ikCbqvWDOwuB77HtRbGa5ftumvb4393vBux6kBscDb0humcA3FoNSU2o9UU3dSt6Wifa61lfLXOQtMeT6IMKAIbFpACLHdINAJTzYTW84JtMIPp7pXRBE0gijf0ovAhJrDl6BWzyzweR7FxtabbQ+JXrmTzjz/iA+WwWzzOSwmM1sNNzARUuyk9aTr7IpSaBKocfdJsvPxWU3RTt6Y/XMnmm37MByh2q85K0x5OoQwnAhsQkAIst0d0AlOX7oGNhbtmfURz89nMHPFGdMHXibRk6I7EglmgBhHEyhneED71TJnhE6u4YGGcDrt3dT0L3/Cqhb9qzU8zNte0Arfuv91mapvPhkya3rEjMSccaxBBUM7wk1tNMfmfoIILiD+fkGmZz6tY/lqdtaZpJUQ6i0BkAlKAI6OUQF8KTDXTsJwOnE2lXhy5jBk6EuwsHG6muGnq2vijPU6wiupqzYBEx6yt5feO4jjtslOifXqlndNuajkbMmE6eyQwC8e5meKTvjTFG3oCylajmxI2HV3L763DcdU6y017JZEyqAh8JSAFWO6GzAhMqf0hOLNQLGCavjiyQczQX4MdjROUU/z8Ax3jlhkewrJdtYtOdDxj2BnLa8ph+3ictxPt1zvtan+IajcNojSd225qyyme8DVTTH6rKW5TwqZloSm8tpFi+zuy3rR3MimjikAoIAVY7oPMCUz1tiRQN7Ue3qA4m8vi4QEPqV3+0CJsMAulXkMNOJviZf9bN1CZ4SMLUxdqfpPMIMbjTWChdvl5Mv16p623JY66Cat2ovXTcDqmfy7ChgXdeQ1lz6Z4/HqmmPyPgKnopqRMw2MgLSxcqPuCae9kUkYVASnA/fkeMHPCg9MP6vUlPr/NljRstx3fXv06I157MOn52HeOgVe3Rd13LvEV13fWf4zhiAAeqNbEko1vPP6E5VBdQvcHTLQdUNH7pk+xJY+xHUW8zgkqedMtPj2GrT7bluGvn0t8fKemmPwjgAfQTUmblpnWV8AOrdYJmCabMGkvAv1EQApwP0lkp8vwZp8CqveLRTi5pm33YNPPV7Lz6qcSJlefbIT6x2TUplsRbPpn3KvC35U7vcp87iVgt2qXwoTjtzc0hj2xrGhuYdCIEXyywf5TvFOyogCHk/wHe/BNVlJgEzcd0LIRBe9M5vMBW/FZ3p859eAuTfHzW01xm5I2HWPYM4AVWzUz6ObuTJNNmLQXgX4iIAW4nySy3y3DH/JLrPo1ihXEm+Ldra/M8IGFqxZqZnTXtrO/G493UNyuNRek0r9P9PHntJvaFcTHd2uKyf8A7FXoFSmZlhneUXD7gv5s2icSL5PMVgEpwNmamVyel5//AJYjUfYm4ivO7o5itMcBVvFEtcbprm1Xfze13IliH+2yW6oxsrqfP/sBrDoSpW4iflK3pnhDDkCpJ9BNKZuONtxpYZ9q3U9NszrhMrm+ICAFuC9kKVfmaApcCP4C5GEpw236eyJLLzMsAoqqNUMSad/pJ2CDi2WpdlMv4qmOndF+5k4XWv4CKg8blOGenJApJr/VFN2UsulYg9sCS9P5D6OM2khwEehlASnAvZwAGb5dwMu/CsV5rb9s6qaDk3EpM6xCMas6zqRk+q3b1nissjDLddOLk84cIu3r3XEVyjkP1D/QJyVlislf1boLV3x5WqatubHMqu4vppEmSILluoAU4Fy/A7Jh/Sb/OUCjuIx408xkplTmtfarjeJTlvGoAQq1m/on6WTmntG2Zk4H0/FJmeIVaFRQm87Xz2vXVmbaTNP5diKjThJcBHpRQApwL+Ln/NC1+aNw+COwii/WHMjeL76arMmJHnOVYt8ofmc0hu8peDyewqtMyc47Y+1r7xiF47SbOgey97ikTfHy56LYF92U9u/hZYbvoXi8Op7862EZM5LAIpAlAlKAsyQROTcNM/QOsBOAcJvD0amuv6zt6eU/V2vOTzVGx37Ga32a+krXpSqKeD0aw8ztYDo+ZVO8/FZTdFMkpuET6liurO6Lpj2aQBks1wSkAOdaxnt7vS/tuiUfbBR+PboTqLPQy+9IdUqjPAY7iufJY7PqIsIdm9K+jMd9wK7apSjtYD0V4KU/bckHA9tNnbPQ41I2xRs6GGWfJ8/ZjKLGSEzLTJtpte5Dpj2VOxknpwWkAOd0+nt48WbouWCvwLI8mb2Fu5rlaMMfLRwW5W5LZilH4nC/dsnrYZ3UhjNzzgWuwNrluBMS3q+5y8FM/h9BHYZe3v2uYAnOeLThSAv3V+s+YprguqSZCKQrIAU4XUHpn5iAyf8rcDhwI7rpF4l12nCrMsMbSlGzIB7uiRzdZQwHa81j0UXMUCQz+6+g2k3HR2KKyX8DZWsSef86mVWNNhy8oC+YJrMoaSsCaQpIAU4TULp3I+DtuRfKuRdwUMEo4s8/EYVZaSM7xr7gv3kxdrhzGG9FEbPPxPBm74VS94JyUC2jiJ8ciSmNQ3fkC/tfYnk7MKw+t0z7TPJlov1JQApwf8pmtq3F5P8Gxa+wPI5uOiTK6Z1ouEnB8Tl35qyZ025qH0dPiNQUM+QmUMejm7L7bOQobySJJQK9KCAFuBfx+/XQXv4SFMXAFHTTFVGvtczwqoWHFmpOizp21sbz5rSbqinokyI3xeS/CvYh9IrcMc3aZMvEckFACnAuZLkn1+gNKUOpW4F3GagOoGD5G1EP/8Nn2XzTjfjAibHH/GG8GHX8rIvnzSlDcSvYdxm48QEUjIrclGf32JyN8j4glrcHw+r7v2nWJVkmlIsCUoBzMeuZWrOXPwfFSaAWoJePydQwoz2utYrx1ZrtMjVG1sT15rSb2gXoCRkzxRtyLUqNRzf1f9OsSa5MJKIniBkAAAutSURBVNcFpADn+h0QxfqX7LkNMfUsSm2PwxkUN82NImxXMcoMLyl4aoEm3Mijf15L/rANsU2fRbE9jj2D4gkZNcXkvwQ8hW7qv6b9806RVfVhASnAfTh5WTF1kx/uljQTVAN6eUnG52RxynxaghjxRcOoy/h4vTGAmXs+2HbTk3rEFD+/hZiNM2xF/zTtjTzKmCLQjYAUYLlFUhfw8h9GcShKXU98+a9SD5R4zzLD5cDPqjXfTLxXH2rpzWk35Xri43vEFJPfaopu6p+mfSj9MtXcEpACnFv5jma1fsE+ENyNRWEZidv0dDSBu49S5rESB1Mdp6z71n2ohX9nB1NnJO64HjPFy281Jd7Uv0z7UPplqrkpIAU4N/Oe3qr9/Kuw1kWvOCy9QMn3LjMEOBxQXcwzyffO4h7+nHbTCT1uislvNaW4qX+ZZnG6ZWoiEApIAZb7oM8IlBmmAOdVa7bsM5PO9oma/FZTdJOYZnuuZH79TkAKcL9Laf9dUJlHI4oXqjXH9d9V9vDKvKGNKPsCuklMe5hehhMBKcByD/QZgTJDi1UcsTDOo31m0tk+UZPfgnKOIN4optmeK5lfvxOQAtzvUto/F1TqsVee4oIFmsxtRtE/6bpeVetBGbELMrlpSq6RynpFIBkBKcDJaElbERABERABEYhIQApwRJASRgREQAREQASSEZACnIyWtBUBERABERCBiASkAEcEKWFEQAREQAREIBkBKcDJaElbERABERABEYhIQApwRJASRgREQAREQASSEZACnIyWtBUBERABERCBiASkAEcEKWFEQAREQAREIBkBKcDJaElbERABERABEYhIQApwRJASRgREQAREQASSEZACnIyWtBUBERABERCBiASkAEcEKWFEQAREQAREIBkBKcDJaElbERABERABEYhIQApwRJASRgREQAREQASSEZACnIyWtBUBERABERCBiASkAEcEKWFEQAREQAREIBkBKcDJaElbERABERABEYhIQApwRJASRgREQAREQASSEZACnIyWtBUBERABERCBiASkAEcEKWFEQAREQAREIBkBKcDJaElbERABERABEYhIQApwRJASRgREQAREQASSEZACnIyWtBUBERABERCBiASkAEcEKWFEQAREQAREIBkBKcDJaElbERABERABEYhIQApwRJASRgREQAREQASSEZACnIyWtBUBERABERCBiASkAEcEKWFEQAREQAREIBkBKcDJaElbERABERABEYhIQApwRJASRgREQAREQASSEZACnIyWtBUBERABERCBiASkAEcEKWFEQAREQAREIBkBKcDJaElbERABERABEYhIQApwRJASRgREQAREQASSEZACnIyWtBUBERABERCBiASkAEcEKWFEQAREQAREIBkBKcDJaElbERABERABEYhIQApwRJASRgREQARE4P+3V4c2AAAACMP+/5obliDrCaJmBIqAABctWwIECBAgcBIQ4BOkGwIECBAgUAQEuGjZEiBAgACBk4AAnyDdECBAgACBIiDARcuWAAECBAicBAT4BOmGAAECBAgUAQEuWrYECBAgQOAkIMAnSDcECBAgQKAICHDRsiVAgAABAicBAT5BuiFAgAABAkVAgIuWLQECBAgQOAkI8AnSDQECBAgQKAICXLRsCRAgQIDASUCAT5BuCBAgQIBAERDgomVLgAABAgROAgJ8gnRDgAABAgSKgAAXLVsCBAgQIHASEOATpBsCBAgQIFAEBLho2RIgQIAAgZOAAJ8g3RAgQIAAgSIgwEXLlgABAgQInAQE+ATphgABAgQIFAEBLlq2BAgQIEDgJCDAJ0g3BAgQIECgCAhw0bIlQIAAAQInAQE+QbohQIAAAQJFQICLli0BAgQIEDgJCPAJ0g0BAgQIECgCAly0bAkQIECAwElAgE+QbggQIECAQBEQ4KJlS4AAAQIETgICfIJ0Q4AAAQIEioAAFy1bAgQIECBwEhDgE6QbAgQIECBQBAS4aNkSIECAAIGTgACfIN0QIECAAIEiIMBFy5YAAQIECJwEBPgE6YYAAQIECBQBAS5atgQIECBA4CQgwCdINwQIECBAoAgIcNGyJUCAAAECJwEBPkG6IUCAAAECRUCAi5YtAQIECBA4CQjwCdINAQIECBAoAgJctGwJECBAgMBJQIBPkG4IECBAgEAREOCiZUuAAAECBE4CAnyCdEOAAAECBIqAABctWwIECBAgcBIQ4BOkGwIECBAgUAQEuGjZEiBAgACBk4AAnyDdECBAgACBIiDARcuWAAECBAicBAT4BOmGAAECBAgUAQEuWrYECBAgQOAkIMAnSDcECBAgQKAICHDRsiVAgAABAicBAT5BuiFAgAABAkVAgIuWLQECBAgQOAkI8AnSDQECBAgQKAICXLRsCRAgQIDASUCAT5BuCBAgQIBAERDgomVLgAABAgROAgJ8gnRDgAABAgSKgAAXLVsCBAgQIHASEOATpBsCBAgQIFAEBLho2RIgQIAAgZOAAJ8g3RAgQIAAgSIgwEXLlgABAgQInAQE+ATphgABAgQIFAEBLlq2BAgQIEDgJCDAJ0g3BAgQIECgCAhw0bIlQIAAAQInAQE+QbohQIAAAQJFQICLli0BAgQIEDgJCPAJ0g0BAgQIECgCAly0bAkQIECAwElAgE+QbggQIECAQBEQ4KJlS4AAAQIETgICfIJ0Q4AAAQIEioAAFy1bAgQIECBwEhDgE6QbAgQIECBQBAS4aNkSIECAAIGTgACfIN0QIECAAIEiIMBFy5YAAQIECJwEBPgE6YYAAQIECBQBAS5atgQIECBA4CQgwCdINwQIECBAoAgIcNGyJUCAAAECJwEBPkG6IUCAAAECRUCAi5YtAQIECBA4CQjwCdINAQIECBAoAgJctGwJECBAgMBJQIBPkG4IECBAgEAREOCiZUuAAAECBE4CAnyCdEOAAAECBIqAABctWwIECBAgcBIQ4BOkGwIECBAgUAQEuGjZEiBAgACBk4AAnyDdECBAgACBIiDARcuWAAECBAicBAT4BOmGAAECBAgUAQEuWrYECBAgQOAkIMAnSDcECBAgQKAICHDRsiVAgAABAicBAT5BuiFAgAABAkVAgIuWLQECBAgQOAkI8AnSDQECBAgQKAICXLRsCRAgQIDASUCAT5BuCBAgQIBAERDgomVLgAABAgROAgJ8gnRDgAABAgSKgAAXLVsCBAgQIHASEOATpBsCBAgQIFAEBLho2RIgQIAAgZOAAJ8g3RAgQIAAgSIgwEXLlgABAgQInAQE+ATphgABAgQIFAEBLlq2BAgQIEDgJCDAJ0g3BAgQIECgCAhw0bIlQIAAAQInAQE+QbohQIAAAQJFQICLli0BAgQIEDgJCPAJ0g0BAgQIECgCAly0bAkQIECAwElAgE+QbggQIECAQBEQ4KJlS4AAAQIETgICfIJ0Q4AAAQIEioAAFy1bAgQIECBwEhDgE6QbAgQIECBQBAS4aNkSIECAAIGTgACfIN0QIECAAIEiIMBFy5YAAQIECJwEBPgE6YYAAQIECBQBAS5atgQIECBA4CQgwCdINwQIECBAoAgIcNGyJUCAAAECJwEBPkG6IUCAAAECRUCAi5YtAQIECBA4CQjwCdINAQIECBAoAgJctGwJECBAgMBJQIBPkG4IECBAgEAREOCiZUuAAAECBE4CAnyCdEOAAAECBIqAABctWwIECBAgcBIQ4BOkGwIECBAgUAQEuGjZEiBAgACBk4AAnyDdECBAgACBIiDARcuWAAECBAicBAT4BOmGAAECBAgUAQEuWrYECBAgQOAkIMAnSDcECBAgQKAICHDRsiVAgAABAicBAT5BuiFAgAABAkVAgIuWLQECBAgQOAkI8AnSDQECBAgQKAICXLRsCRAgQIDASUCAT5BuCBAgQIBAERDgomVLgAABAgROAgJ8gnRDgAABAgSKgAAXLVsCBAgQIHASGMLS95XuJGCQAAAAAElFTkSuQmCCYou will need 5 copies of this script. To duplicate a script, right-click (or control-click) on its TOPMOST block. (In this case, the REPEAT block.) You will see a menu of options. Choose "duplicate." Move the copy where you want it.

Using the parameter number of branches, 6 this blocks draws a hexagon.

creates a pinwheel animation, that goes for 3 to 12 branchesdog123after forming the 12 branhe pinwheel, this block will do the opposite, and go from 12 to 3 branches.

Using the parameter number of branches, 6 this blocks draws a hexagon.30Using the parameter number of branches, 6 this blocks draws a hexagon.