Problem 56185. Extract the Acrostic Message

Created by Ben Placek

Solve Later

{"parts":[{"partUri":"/matlab/document.xml","contentType":"application/vnd.mathworks.matlab.code.document+xml","content":"<?xml version=\"1.0\" encoding=\"UTF-8\"?><w:document xmlns:w=\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\"><w:body><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>An acrostic cipher is a way of embedding one message within another by taking the first (or last) word of each line. Given a string </w:t></w:r><w:r><w:rPr><w:rFonts w:cs=\"monospace\"/></w:rPr><w:t>s</w:t></w:r><w:r><w:t>, and a positive integer </w:t></w:r><w:r><w:rPr><w:i/></w:rPr><w:t>n</w:t></w:r><w:r><w:t>, return a string containing the message you would get by taking the first word on each line, having written the message in </w:t></w:r><w:r><w:rPr><w:rFonts w:cs=\"monospace\"/></w:rPr><w:t>s</w:t></w:r><w:r><w:t> with </w:t></w:r><w:r><w:rPr><w:i/></w:rPr><w:t>n</w:t></w:r><w:r><w:t> words on each line.</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"461\"/><w:attr w:name=\"width\" w:val=\"585\"/><w:attr w:name=\"verticalAlign\" w:val=\"baseline\"/><w:attr w:name=\"altText\" w:val=\"\"/><w:attr w:name=\"relationshipId\" w:val=\"rId1\"/></w:customXmlPr></w:customXml></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>You do not need to worry about punctuation. A \"word\" is anything separated by a space. The input message will use only single spaces (and no line breaks or other whitespace). Similarly, the output message should use only single spaces between words.</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>Note that the number of words in s is not necessarily a multiple of n.</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>Also note that this problem can be solved more directly than using the method described above.</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"code\"/></w:pPr><w:r><w:t><![CDATA[t = \"This week's Cody challenge is designed to test an essential skill that's easy to have a problem with.\";\nacrostic(t,4)\n\nans = \n    \"This is an easy problem\"]]></w:t></w:r></w:p></w:body></w:document>","relationship":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/image","target":"/media/image1.png","relationshipId":"rId1"}]},{"partUri":"/media/image1.png","contentType":"image/png","content":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAACSIAAAcyCAMAAACwpflgAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAA2UExURf///wAAAAsLCyUlJTAwMDU1NUdHR39/f4mJiaSkpLS0tMPDw9XV1deIJOGmW+vEkvXhyP///y9h9CsAAAABdFJOU/4a4wd9AAAACXBIWXMAADLAAAAywAEoZFrbAADqjklEQVR4Xuzd62LkOrKe6Vm722p5y+Ox7/9mByQD50AQYGaSBPN9fnSLIHgCwMivVFKt/+f/AgAAIPf/EJEAAABKRCQAAIAKEQkAAKBCRAIAAKgQkQAAACpEJAAAgAoRCQAAoEJEAgAAqBCRAAAAKkQkAACAChEJAACgQkQCAACoEJEAAAAqRCQAAIAKEQkAAKBCRAIAAKgQkQAAACpEJAAAgAoRCQAAoEJEAgAAqBCRAAAAKkQkAACAChEJAACgQkQCAACoEJEAAAAqRCQAAIAKEQkAAKBCRAIAAKgQkQAAACpEJAAAgAoRCQAAoEJEAgAAqBCRAAAAKkQkAACAChEJAACgQkQCAACoEJEAAAAqRCQAAIAKEQkAAKBCRAIAAKgQkQAAACpEJAAAgAoRCQAAoEJEAgAAqBCRAAAAKkQkAACAChEJAACgQkQCAACoEJEAAAAqRCQAAIAKEQkAAKBCRAIAAKgQkQAAACpEJAAAgAoRCQAAoEJEAgAAqBCRAAAAKkQkAACAChEJAACg8qiI9PPP5le2kfuT8flHtr/T9avkhDv4lUv8yPZK2v75k228F/WnFyOFWRCRvggRaUFEIiJ9BvWnFyOFWRCRvggRaUFEIiJ9BvWnFyOFWRCRvggRaUFEIiJ9BvWnFyOFWRCRvggRaUFEIiJ9BvWnFyOFWRCRvggRaUFEIiJ9BvWnFyOFWRCRvggRaUFEIiJ9BvWnFyOFWRCRvggRaUFEIiJ9BvWnFyOFWRCRvggRaUFEIiJ9BvWnFyOFWRCRvggRaUFEIiJ9BvWnFyOFWdwkIv3k78pvVtm78eLZhiPS7++HP03/fn9/ZNZ+fn4+fbXN9avkhDsgIl2A+tOLkcIs7hGRloL+Ewv38lG+hCZf5/dtxx558f7+zvlgvoPhiLQM6MeG5+/Xz1eiyMqfcH15PuEOiEgXvNonrSz3WLPP4PXvINDnHhFpe1/Ce7/V998zItJ2yLd8ZqwP68j2Hhn/T3zQ/LXn9tMp6fryfMIdEJEueLVPWVnbS3zs2+y3cf07CPS5RUSSei5b/pP874SIJAd8yas6GpH8eL69HhsBafXR6bi+PJ9wB0QkedYzp/mMlRXeHNme0/XvINDnFhGpeF22KuCK+8cjkj/gSz41RiOS9H53Nd4LSIsPzsf15fmEO/j6iHTFq33CvIZXeO7vI13/DgJ97hCRpJz7Uha+ifTxiBTrzdwFp9dgRFI/Zl/XNasfnI/ry/MJd/DtEemSV/uEefWXcGaexevfQaDPHSJS8bZIdY9fdSAi9RiMSH44ZfM9kjG3EJFeQ0QKiEj3c/07CPS5QUSSau7feCluy8vz6YiUnl+aHm0sIqmfsq/qTEhEpBd9e0S65NU+YV7lCovr1u/riEiYxQ0ikrwtsuWL21LG0zpnIyL1GItIfjRl8y38OYP4+8t/4V9IWhCRXkNEiqTp806YV7nCYuZ4cf07CPS5PiJJMfMvi3yM6x+R277mB+jwiyf9na94V8cikvR9Z1jxEyTqj+rwTyURkV7z7RHpklf7xHl1pGVK17+DQJ/rI5K8LL5sSw3Qq/i2730RKRYcaXi2oYjkx0Y238HPz6r1ry1tnYhIr/n6iHTFq33GypJLXLl832BspP5+N59bt3KBz/5To/4xpp6573N5RJJS5peN/xSXzYLsfFtECkd8w4fGYESSoXljVvGDvUj+LfXK0o+I9Jqvj0hhkE982DNWln+HP/iCnGBspNTF/FZygc8uls8/Bj7g8ogky8avzSIxFbadzUV2oET9uWNO+I9e3MNIRPLvs2y+gZ+dhV2K3KR8sIyc8UFmO+EOiEgXvNrnrCw3tT/WnzBmMDZSn88WcgEiEipXR6Tik9h/iDeWqux9Y0T6KiMRScbyfa+znxxn/6Q/Hywj16+SE+6AiHQB6k+vsZEiIuE6V0ckWTX+VZFV1FpE297mfkqUbSQi9ffs4+uD01MiPliriEhEpM+g/vQiImEWF0ek4rtGO99EIiK9ZiAi7WTVYeHS188OEYmI9BnUn15EJMzi4ogki8a/KX4RyWZFdhORjhmISN0dO8n5nMsnh4hERPoM6k8vIhJmcW1EanwTqfniyH4i0jH9EUne5re9zL463KE+EJGISJ9B/elFRMIsro1Ismb8R7ZfQ82FKvtbi4wSZeuPSDKSsvWycOE7lIfrV8kJd0BEugD1p9fYSBGRcJ1LI1LxXSO/2V5C0qHVgxJl649IW7e3vct+Ym7x6Xz9KjnhDohIF6D+9BobKSISrnNpRJIl4xemX0LtdSodiEjHdEckmQnZeln8JtIdPpyJSESkz6D+9CIiYRZXRqTGN5GMT2bpQEQ6pjsibb3e9ir72nCP4kBEIiJ9BvWnFxEJs7gyIsmK8evSryDjtZEerUVGibL1RiSZCdl62b2+iUREIiJ9CPWnFxEJs7gwIhUf2GHTWKbSg4h0TG9E2sbxbW+yLw03qQ3Xr5IT7oCIdAHqT6+xkSIi4ToXRqTiNelZQNKl1YcSZeuNSF2d+m2nc+7x0Xz9KjnhDohIF6D+9BobKSISrnPpj2tvayYsy9/1xbFW6drfmTQiXf1udEakv3Ve3naz4arvC10vuX6VnHAHRKQL3L3+3MfYSBGRcJ1LI9KairK3xL068pVK1lh3RPpbU9fPz8H/4Pfvjzv85/f3TS/O3/gb+LvewvIMHXex27n3u0hrSJIvCweGxFeGd3xy+Cd0t9BzB39uASz3625YWhw5w8c/yJLp+MtvtrqD/nWqPpHiUEQaWm2rgRvfTr5744nlkO12Bg7qtN3M8Vf7wMrqf5yXbu7AQG/G5rLvSZw3vIP72WJ75qXLsVFbj3VefjPWQWwMy/GI1PvWV/rnFC0XRySnWHHmAtyWWHORbavYv3h/fnOlLxLZqb0a6eE/5l2J0L+1HF0H+aoUDs0eTOpQZL2dPZ1bESl+nyfegHap4SFZhYjUfURD+Yh7xTB5LCfcsD/LMk3h3qybO/JtMHM60jvIR9XdZmv1LDqeSIxHpJ4FdPjG4zgvrBv3tm9lJkarvBz2lle71D8PXv/j7NycOrFR/0DnTf1zOTYx4yNVkI6Z4tmH6mSlfJxVdoL+86fnyh9NGjONKaz0j2HeNPB+ou36iDRCZru1uNIVkq+PhVJvjDpaHN6xvuJKbrxB5p5Nsr9+AKd1G32dwx3KtkheQfOtHR+SlXQfCRgK9Qmte8gLy0IWgD/Remw4q/HkoU/vEzfuNUxuegd963TV90Qb9ZNU2rRV2LeADt54/Skkt6XcuNA+uJrnV8lBb3m1cyPzIPofZ+/m1In1RgY6bXppLo3OB0aqJB0z2bNXAWYxEJK0BzpWh4unzUZF2jLqFFZGxjBtGphTWJ4akeqF5dRLRHbUe+r1JTsM4Rj9xV9263vCW5pcpLoBoS7zzs5hUGR7kwyV+ZBHhsQJp9efvVPrCfXx0ArEYr0Fv2fdiAWycaJ0fKRhT+tewwAkd9C5Tp3eJ9r458rmSNqU87duueh57MZlZ27tqtz4Sj+kd8Vt5JD6nqpnHTnr6DysBh5n9+bUid2MDXTS9OpcNobwwEjVpGMmuZp+DWf/zGInIrXOXw9PPTZJH2nJqINWGBvDpKl/TmF7aERqvMrVEpH2aoeyMPcXdLyoNOTWPeoiXfcswt5WKXLqd7+7c+go26vkaPMRDw2JE85f33g34wn1m2gdsHTOS0t4rObDhB59BaZ9r2EA4h00OitX6n+i1VBEMoY3n7QTbnwRRrwy8AdhOaK6JeXkzalXfPZx9m+uHZEG7yw29c/lwJMcGimFdMzEZ2/fkHr/GjMitZ7BKW9d6xpvQRoy9RRWTphT7HhmRGqubOkYSHO5dNQ3b/91DodpXbdXsb3HCY9lvJn1w/d3Dj1le5Ecbb4/B4ckebrjr6f5hNpiaB/gOsc6kndtPEzsIA02dZw24QLhDpr3KR2jgSdaqZ+k0lbORPvcTnaCAzfeHg/9xp32IU73KpL+b3q1vdF5cAYep+Pm1IldtC+j31loesdcOuXEHBgpjXTMhGc3b6hzqYT6lJJD+9+MRlfZufMYTaNjeGBOseeZEUn+v1YeKM3F29RYYLuvXDxOGlJyc7KV2nY4/gLtN2PVdbNe2jl0lW0nOdp8vMZVdofkHRHJLoROeWZrSH7K0hLOvrOo+u7futdQy8IdyP/XynsZeqKF+kkqbcWTWOd20s7jN97u2bhxewjrCzRJ/76H7ZpbZ3gehh6n5+bUiXWGBzo0yf/XyksMTcyBkVJJx4xcamfh1g+gUp9/G/KdC2Tzog9OuAPZzuze3vAYjs8pdj0yInm/v3/y65KB9PSktSiR4YDl17Xjctt/n8OBdcn1p2nviU+V3vDyW6bLU8jmqvlu7nQOr5xsZy9hfWOpw0MSH0+2h2VPo5OeIq8s2yKIP9QZvvL3LpuNh4knkwZTOhnOjyNfOuH8Ra/9dTr4RI4ftOxNkbZiqtPL7iygN994+EGLdOSzQ+R2sluUfnuke+thh9fxYnwehh6n5+bUiT0y0OlNLLZjeudyb2IOjJROOmbkSrJl6JnWbK1726LJnk6eWDZXydKKz+u6JcMiu63HaBofw/SGF7tzin3PjUjJLzUkP/NWvDTSWtRRaZTOcvTegl7ERS0NUbgF2Y7CHn8TyWMkF01/cE+aFiOdw+3JdvoS5iNQkV7jQ2I8eJ+sUPh/GMTVCmlZ5TeSPHv6WEnhWvmlEJrVxwl7dwZold5U/CVbX1dDQ3YjPes0PaDjiRx/J9kzSVv+KMk5dhdQdr2OG0/nLv1plWzynOSg9BD9iHxomqR3MW/SKCcZWceL9PnTm8vG5fjjSIt5c+rEHhno7J4H53L3SQ6MVEP2p4xlY7HtkcaVf9vyDFNMvupvOaF0b14gGW39zQjTsl1RNuPl17NujeEqezeXPmDfGGZ7uj4AseuxESlff2FPcaS05r3Dcpft5ejd9bwJ16m6S3u9J7zT/nJJLcr7xh1xnR/rXG4r95t7x5DI9qDkHpPU4WTFMJ3WpL2oB+kRyU7ZVstHvLw0WNJ7zc+1Xjk0hSFx8kEMe7J1OvxEcUd2HmnLrtlcA3FHPO3ojSf9i8WSnim78bgjO1O6Qxp2SOf8wtWwuLN2rmPnwDyMPE7XzakTm5ztwECPzuX+kxwZKYP6zOn9Z6dJM0w5Gi3SO+s+9GZIQ+i59CkfTp+6pgNj2H7ysKfz4gieGpHKVyPskm0hjXl3vwJlc3npytO1xLdHGrx4a+WLE/b4a7RXs3L2oc6hqdish6v0wpA0Rr5XHLhq5NJamNyNtDjVLSZPnJwuVhxpSIRL9DxuvJ96Nty+cEH9vldhl2wvrHnSnyg+U3Yj0padJVxwaLWN3ni9Who3HpurI8IVynWgk875eV5Yx44c7HzkcbpuTp3YAwN9fC47nuTASFm0Z05OY6zcep9Oemd3Gx6r582Q7fg8yr/UqE5dU/IQn5pT9HhoRKrWp1+exR5pzBeUP41sDgm3UCxRaV3ke8Jq988Ul3/1ZsR9ftdQ59iSb2kHF14YktfezTBv6k3GCY9nj0coByTPnJYzaamXTejfU9bi3Wi9f+PZY8eudXrgicIx2Z1IW3qaeHh97rAv7Bq8cWlxpCG1MxXKEPp9PXPxgVf7yDwMPU7XzZkTOzDQ8db65nLoSQ6MlEV75nj7yg0ll1BuQCGd097xHPUpwj6/yzeYz6NOXdORMRycU/R4aESShoTsKFaINOar0J9GWZq7wtrNbzGu9/IOwj37q1UNqbCz3O7pHG8u2+h5UH+qA0MSHl22x4Rn0C+t7JbtxgHJU8d5iLMjDYE5viXp2lqef+GC8a6lISE70lUiLSNPFB4puxVpS89jPmDYKduDNx7vrPvGQ5s2hGFn8pxt0je/tn8A9Yb2yLEfe5yum9MmNl66+84Oz2XXk8jm0P0YlGeOr6x2Q+klpMUmfdP7DeOjPUPYKdv+eurNeOo72SSdPzin6PLMiKQsA78vP1Qa82Xoux5aTOEe1FOupG0Vlnq4L9luPKPs9GeXrb7O8WLp1413MPfCkIRi1nGZSqyEjaPjwEpDPaC5eIBWWoqD9k6WCfe62zlcrmud7p1XfSK1HEtbOpbS0ji37AwHHLzxxqpRbjwcok63+lAt0jc/k79k445MB1bW2ON03Zw2BuEy/QOdNCoH+X3KXPY8yaF30KA8czhF4xKxvKk3XJK+aWdpaVxAdvoDwuW2TZ02dU1hwEfGcGxO0eWZEUl5LfT1KY35AWF1dr1dhfCypKs0nHGVnra65dBVtgt+93b2oc7ZixxLSNdThguND0k4VHltd1nv/Eb2hzuz1sBKdmenjKMhDWL3ZCnpapfJ1dg6lYaxJ6pP40hbcqIwObJd8Lv9iQ/euGxXZHdy47Ldmm7Zuz/CjnTNbzU8b2ssDQdWlmx3Pk7XzdXDnFxYtiuyO7uRY3PZ9SQHRspU304Yqmx9p1qvtE66JjccriDbBb/bP4Bstu/HqR/DIH3HxnBsTtHlmRFJtlP6CpHGfEnFt+vIctKWaWjbSOtCWuKVfNfGpf29be/FUOfkwZJHbL6CmReGJBx6ZDDlUOPYcHp5SNlKC0cuzEXaIzRmFxq69VBTm1cOwtVkO1Wt0/IBa9oTqctd2pIpH1xAx268ucKqG987xB8gmybpmp8qXKBrSnNy4MA8DD5O180pE3tgoJ3QJtup4bnMn0Q2BkbKVj9zOEHzkXu6RNI16esPb0yFHxD/AOFqxuXUd7IhDPjQGIY22U6NXB2Jr4lIYc3J9kbainUtjYu+dzilLG7f5O+vfhFjk29pXVh2b48x1Dm5tfCF9UZnpPdidEjksCPvpn+trWtKD3nI+IjrpkKZH0fa8uPq2TGEzrJtsLqG25Ptg0+kFkRpS840uICGbjxMnmzXqumtzlHwBxjLIZCuxbBJ46LnJIkD8zD6OLK5aN6cMrEHBto5tghlu5Q9yYGRstXPLA1WTRm6hnQ9/maEEXb31Hrs+jHajo3h0JyizyMjkrZbXyHSVizE0HeR/AtcfcI6DQdKy4+/XFzU0pDcsTT8s/xTrhp/9vHOxXNteh/uhSEJ4yHbA/yhVlEJd7beVChV6z6VdMiLXzguuVQ4c0+R7bpXYXUNF5Xtg0+klmNpSyZdGnoX0NCN+87G6EmP0CXctVy+Ivt7JkS6vu3VPjAPo4/Tc3PKxB4YaOfQIux6kgMjZaufWRrM46VL1zWk6/E3IwznQvmF/4UydU3HxnBoTtGHiLQqylG63t0aHKmkyZXC2g3bfpc/YXgRwhXCwXuWI4Y6q/37n+z4kIQje2pVzh9qHil9tmfpOELvIo3pkIQb73pY6dvzlP7EXev02BOp5Vja4vOMLqChG5fNkRv323sa739GupaTl19iYB0rg1x6+XE6bk6ZWGkZuTPHN3XN5dCTKBcrdXRJVM/cESA6OwnpefzNKA5QQ5L6TjYcG0Pf1DWn6PPIiKStK32FSFtZR8OZvP5K6oSDZdu/Gu5L+crfoGwmzzP0ao6+x3X/gec6PCShVPWUhpwcaFdS6bN1spaA8PeTd6nvMoyWeXVPX1+6oXUqm4NP5JuyMZe2OHWjC+jQjRsLpbzxco219Kwk6Vpd/ug6PrCyxh9n/+aUiZWWkYF2rOep5nLoSQ6MlK16ZmUQaiNvpPSMQzj6ZtRH1PfWdddCug6O4dCcog8RaVVVF7/+vJF/hDdcSu5Dtpab9qfddoSLxJOX121azj3U2VHe+21Hl8NDIv3NGq6T4+y79Pe1PqR8bV0q6x+FTwHfHhq6btuftaf+Da1T2Rx8IvV2pC2eyvfaJWceuXH9hcuVNy6b+6S/RXrW41Y+dOc6lt4j8yCb+6S/s3tzvkOc2CMD7RxahLvSzgMjZaue2d+7+bKFh+iYX+l5/M1wwt+9eeXD1VPXJl0Hx3BoTtGHiLSqV2K14HsWtgiHrlt+Ka8b8vV2PdlITz30ao6+x2EMooGnOjwk4bCRiy363uqs8sjXVmnxZy1WSbiY3GXY1lZTLbuLHUPrVDYHn0i9HWmLpxpdQCM3Xj2Iorxx2dwn/S3S822vtvQdmQfZ3Cf9F3s3V0/skYF2Di3CXWnn8XewoXpm694j6WTdhyc9j78Zq+qg/Mr11LVJ18ExHJpT9CEirbSVGI4Q/d9ICkeuR8hdbffsX5P06/TqQ6/mUGenfKJFz/saHBuSeJvS0Eufs5I//fok8vVgaVn51SM7wua6tSu7ix1D61Q2B59IvR1pi6caXUAjN94zeeWNy+Y+6W+Rnuq4hXsTPetYuo7Mg2zuk/4b++bqiT0y0M6hRbgr7TwwUrbqma17j6STdR+e9Dz+ZohQNES2V30nG6Tr4BgOzSn6EJFW+kos35OOd20T3hT3tb/wdnC65XulTzP0ao6+x2EMUtpgtR0akjAcPcUh0fdWZ5VHvrbuy5+1fPA4OtlW5/hkd7FjaJ3K5uATqbcjbfFUowto5MarB1GUNy6b+6S/RXo2xm18HUvHkXmQzX3S37Nurp7YIwPtHFqEu9LOAyNlq57ZuvdIOnXMbd119M3wym8Cpu9fPXVt0nVwDIfmFH2ISKvWSszflJ61vQoXc+eVm/LHxs1w7vTiI6/RWGcn3JY7RP7fMd5CzYEhiYeMXSsdxjb/KOutyNdW8fR3U3UJY7LsCRvbvl3hGWXb4s/dtU6tzkJ5It+UzY+0xeFUexmGblw2rQEpb1w2R5ekSk7VPFeYsNX+CEjHkXmQzQOP0745ZcqkZWSgnUNz2fUk0ndkpGzVM/cdLp2scfGk5/E3IypCUjJiI+c89tYPzSn6EJFW7VffL8SV/UompP9yNfnCH+rv4y/cbfYwQwt5dNWH/u6a8eu+upcYH5JYNaShkxxk32E269YSEEppEbJjucswPF3P54zMxdA6PfZEvilbXNIWh3PkphdDNy6b1uSVN97xrN3kVMblx9bxgXl45XFaN6dMrLSMDLQzNJdDT3JgpGzVM4fBkW1VVychPY+/Gak8JEmjUz2G4dgYDs0p+hCRVkZ1ia+aY/VLhauF10V2hEv+hi7Z3Q4t5NFVH/ov4xff455XNjc6JLH/2LXkIKtQFJ38UxnXaa+ScJs/cXRk164449JgaN+BMqfHnsg/SnaUtB3/IBi6cdlUO4vyfNb5R8mp3vZqH5iH1x5HvzllYqVlZKAd6+aai7DrSXznQ++gpnrmrnWrvgIN0vX4m5FLQ1K8/MgNHRtDa1hfe6IvRkRamfUxWfB9r7Qj/cNfaMUDw4vi/1/aN+E29yr2Yqizk49BfKqedzY3OiQHr+XHynqt8z4dR0gH7cZljxtQ+f/+CbdOW6oXRVSt02NPFFaZbK+kTfkg6FxAQzfuOxszLj3C+ToO6SaneturfWAeXnwc9eaUiT0w0I4/SnvuI3MZvfYOKqpn7lq3I/csXY+/GaUwBskoKFPXdGwMh+YUfYhIq50XwZ+4r0QswuWENC+kxStuVlr7iof07etcjUF4qt7jU2NDkgzHSM0JhcI4KNzIuhUu1Dwi9FAeOilsQnZ06Chq3tA6PfZEajmWtuRM0tC7AIZufH9AqhsfGMNdcqa99da9jg/Mw8uPo9ycMrEHBtp581wmDoyUrX5mabDuJ9xyzzWk6/E3oxIeMZ5TmbqmY2M4NKfoQ0RaNReiCLVKtvdJf5HecHh3V+WjDBWjoc7VGITN/edXjA1J8tAD14p3KA21cGIZSNlq16FwgLZKwkOJgXsN590/ZmydyvbYE/m27CBpS+4wHCrbO4ZuPDRovVf1jct2+5B+cqbd6ehex9JtZB5k+/jj1DenTOyRgT66CLueRPoefAdr9TOHE7Rnt3teF9L1+JtRq2elfgyD9B0bw7E5RRci0mqvjo6vr3DEShpX+Z7yXsPe1i2l/07KUOf6KZI72RuAWnmyHaFi6dNTkj5yhHF/4bxyxF5ljM9srhIhzV3kkI6DxtbpoSdSy7G0JYMZju1bQGM3LtvNKq/cuL9A65Bf9dIqOdPuyq7vu+HAPLz8OPXNaRMrTSMDPTqXQ09yYKRM9TPHM0hDJSSI1h1npO/xN0NRDbD6TrYcGsOxOUUXItLqbXU0kgNW+f2G1e/UTyI7rGeML+fWtbNz/RTxThonMIwOifRe7F7sz3cJF2nNUHgCf8690hgfWS3Pcfdib1lkwpXVE6f8RfrW6aEnUsuxtKWPJS3WuZMFNHbj4cYaA6LceHhWfeTXazTOVlpP4+zNYfc6PjAPLz9OezWkN3FgoGOjdkz7sl1PcmCkTMozS0vzEuEJ+i4hfY+/GYpqgLWpazo0hmNzii5EpFW11ov/yvaB9RVf0vKG2nsW4d3QnsLv9bc31Fl5ivii7b+3Lw5J+tQ7fwBz9+1vRw5w1EOUQiHbjQOSu1CHLL3LwWoSD9Wf7i9ccHCdSsPQE/mFkU2rtKXnGVtAYze+MyDqjUtDY+i3Xep/Rr2y9VWufXgdS7+PPs7uzWkTe2SgDy9C2c5tu8KTbJvOwP0YlGeO51AL187uinRO73fszXDi+72pBlibujbp/Mk5RQ8i0qpYhr/uTPLlZmx1b+QQpzxKmh3lfHHxK+9GuXOoszYG0uDsPNrrQxJvxzGOWvv5/clByhP6CU/PF0qbPST6KklPqZ7AEg/VDkz+KsJ37FynR55InR1pS08TDzfPLTsHbzwMiDbb+o2bh5g7S9K1fK4X1vGBeRh8nI6bU2/XvIx+Z+GYd8xlufPASFm0Z5YmR7mh5BJ9V5DO6e3Gc5jP4Hf+uZvMryUd4uHq1DUdGcPBOUUPItIqW4Xb4syuYZ25JS7j8qj2nkWoN/W7EQ/0dzfUWRmD2El7E4O3DElyLacxh9Ip7I0PWN+gvk9aHGNInMaNy16ncYdNydnrc7t7DY3W0IWTyPZCWpzuJ1LLsbRlZ4ljaJzbn2XwxusTRI0btw4xblUhXfO+r61j6en0zsPQ43TdnDqxBwb6nXNZT4xsOr0jZdGeOTlN9T1p39+pb1YlvbO7rZ8qqAZD/n2GtGM9hurUtUlvp3sMB+cUPYhIq2QRhvcruUh4W2S7jxyjHCXt+nMk6794kPjShhs+1lm2F0k5qd5E711Dktzsov4Lk+WPYptwpfSYvBYmd54NZNJeXCA9Ql8lTuzUHI+W9F7zg9eThguOrtMDT+R3ZCtM2rJ7S+65OLeygEZvXDmFaN54PKT45EtuVH1tStI3vXC46MF1fGAe+h+n8+Z8t3wMXhjo8bnsmJgDI2VQnzl55Ozvu9ZvxQXFaLRI76x78lzFbVajLRvp8eHoeKw+dU0HxnB0TtGBiLRKXo34ZoRSEF6JzsUt/Jnqo/wa1240fwOSG0ub44EjndUxiO978+neNiTxROLn11e3v7/f9J7jafNjfPesDhY3kexKU1h5cX3wY7ehJ9tkNxXqtg9+4YK+m3YH4fKyvRp/Ij+W2UNIW7pOxhbQ8I1L0yK98fTki/R80rRIbj75ZxQ7i7z0feurPT4P/Y/TeXPqxB4ZaH/y9Ga93bmUJqcxMQdGqk1/5vTC//g68psXhmTyTdL96JsRr+kfKD5oPLIxdU3jY+iP0IZVnVPsIyKt0lcjWZnuxftL37neN07IUbKVkJtpvSvJFbd7cPEha0sPHOisj0Hs3Hx3k/O9OCTZnRmSWynLvEJ6iryGLCksveUf/5W2SpzQcfDJVuXj/TjyZXJB6w7sdbrqeSK1HEtb8WTZPdsLaPjGy6nIT65ORXaIPGq+BPomRjpnvZPHOrSOD6ys/sfpu7nG5+z4QGs364WzyfZqaGIOjFRb45ml1dB3ekf6F6sg3O9CHjhr8zeUPO36qMmwJPfceIw26b/pGUNrWNU5xT4i0ip9NfK3O9W9tsV2Ju2o7W1pvsHZe1jLz9jfWR+D5HlbD/i+IQl1Ykd63p0HLAubdbvLia1Vkhw7/GQr617DBa072J2jivpEajmWtnK8dsY3OcX4jVvnbkyF9ayLcrYbpPd7X+3heRh4nL6ba33ODg+0erMi3Ipsb7qfZHFgpJoaz7x3P9UYtckBh9+MdsfkjK2paxoew/E5xS4i0qrr7e5/47z1sOK1W62XMM5nvpvlcd2dG29J8rzavS7eNyQ7t+tlJ25dfaPcQ/sA19laJcndtYZih/F04YLWHezPUUF/opGIZN1zfoYDN94+d3Mq7OnunRfpnvdvnTobJsvoPDjdj9N1c83P2dGB1m92E+5EtkX3kywOjFTLgWde9K4UR46oDjEvkN5Oq2N6wuGINDyG1rA25hR7iEir/NVorMyBV04sJ9LvdTmfVR+Md7O+jd7OrbckOb71jG8bEif78QVd+ydCK+r4tg5YOlurJB7YWGL72vcaLmjdQThctr3BJxqKSN0L6MiN+zspGVPRHsKBaZEDiodtnLp/HQ/Ow6L7cXpurv05OzjQR+ay+0kWB0aqof3M/jya/jl9w5vR6JjdcfsxmgbH0BrW1pxiBxFpVbwa2socWNiRO06vAu4K9gmtl6PS2VkfAye+382betuQLPK/0a8UAWnRrP+tQqheYZ0La5WEBTFUYHPNBBguaN1Bc470J1qnQDmfWo6lTXm2zgV06Mb18VhP0TyfeogzMCtyxPtf7Q8+TsfNGZ+zYwPdvFlncBE66sQM3Y/BembZVRmbUzno+JuhP2x+ugMRqTGG6xmUMbSGtT2nMBGRVtWrUX0kj71ynruqfFXaLQ/pz/wFrUTQ17n9lsQXsf2cbxqSjfGdpOw3eAOj/uuUGLaduGuV7EyOTb/XOFxddyDbiZEnUsuxtCkfBJ0L6OiNy57E3lSoIXpoUuSYD7zaB1ZW9+Ps3pw6sd7IQLdvdnQRtifmwEhpRp9ZWbk75LB6sfS+GU791hedzMdoGhlDa1iNOYWFiLSqV3z+Zoyt6oRRPeSLtvLl/LEO6encfkvCHutR3zQknl5sldojqlqV/iaspriAP7O1SmSXWitH2Pd6uJL1P5G/fjZL0qY/XM8COuHGg3J5vO9T7/V1/MHH2bs5dWKj/juzbnZkLu2JOTBStZ1nrlZu31lTcqSyWJyeN2OVP2x1rp3HaDphTtE2V0Q61/Yblj8/v+OvXNAsH+V/0Ue3/JZn900MdT7mHUOS+nV3LO/18kut0toUfum29w7k/D3nXoQy8obHG77XPoNPNOSjC2i58eXc6Y1vA9Qc7uV2qmPe4vV1fGAeeh/nxZs7MNCjhibmkyvW24ZsuaMD+ahD95uhjP07nDGG0BGRAG+tsgsK0Snkc+1dn9xoYaCBY4hIgAjfUOeT5Bz+k5tE+mEMNHAMEQkQ8jnCX9efhU/ukzDQwDFEJGDDN5He6+9XyHZNxptP7tcw0MCnEJGAVfhZbb6J9B77v0Mj+xnw1zDQwKcQkYAV30R6NxnP5gczv4f8JjKMDDTwbkQkYME3kd5OxrP51zt+yEf/oRgUZBwZaODdiEjAwv9EK99Eehs/pK0R9d+3Y8RfxEADH0JEAhy+ifR+/pO79c0L2c0PEb+KgQY+hIgEOOGbSHyMvE346S59TEMqZchfxEADH0JEAvgm0mfIkDa+uxFSqWzjMBlIBhp4MyISED9j+IP2O4XPZu2jO6RSfkLmZQw08BlEJIBvIn1GHNb6ozvuI5W+jIEGPoOIBPBNpA8J392oPrrjBzff23gDBhr4CCISEH7cVft7CrxAxnWRju1f/Egnlb6FDOaCgQbehogEyGcInyJvF7+H4fz8/P7+/f39hkS64Hsbb8FAA59ARMLX45tIn5N8F0PFkL8JAw18ABEJX08+RPgm0ifYH918cL8NAw28HxEJ345vIn1U9rc9BUb8jRho4O2ISPhy/FL0h6U/Mpzjx2PeioEG3o2IhC/HN5E+7lf97P4hkr4bAw28FxEJ341vIp2h/uz+Zbg/gYEG3omIhO8WPlL4y4jP+vv9+VkG2/3v7x8f25/DQANvQ0QCAACoEJEAAAAqRCQAAIAKEQkAAKBCRAIAAKgQkQAAACpEpGmsv5nuvO/XeP3vux//dXc5QXZP/p9ifOlfYnz91jCT8K9TyTbu58iL/ZZi8CQs9NkQkaYhrxYRCc/DJ8f9EZHegIU+GyLSNOTVIiLhefjkuD8i0huw0GdDRJqGvFpEJDwPnxz3R0R6Axb6bIhI05BXi4iE5+GT4/6ISG/AQp8NEWka8moRkfA8fHLcHxHpDVjosyEiTUNeLSISnodPjvsjIr0BC302RKRpyKtFRMLz8Mlxf0SkN2Chz4aINA15tYhIeB4+Oe6PiPQGLPTZEJGmIa8WEQnPwyfH/RGR3oCFPhsi0jTk1SIineD3932jjA58ctwfEekN3r7Q/37yGlls4lVEpM/7+3vLB668WpdFJO0x5ASPi0jL5UlJJyIi3R8Rqa27xr99oS8jnIzucn5S0jsRkT5u+7R//fN2PY3zvk/uoRyiPsba5qTND4hI8giEpNMQke6PiNTUX+PfvdDlfCEVFZt4GRHp07Y1+4YPeznPRRFJuhZ9pfFpEclf/eGF/UaISPdHRGqRh+ypVu9e6H6A5Xzh9Pzp7l2ISB/mP21fX7RymmsiUuMxpO1pEUkuzuf1aYhI90dEahip8e9e6HI2f2U/3tfUzUciIn1WeCNerxJymksiUusxpO1hEekr6vq9EJHuj4ikG6rxb17o5elk640fEl+PiPRZQ6+PTU5DRPo4f3HZxOe9+ZMDH0BE0g3V+DcvdD++UoD92fkm0vsQkT7LL+GFNB0lZ7kkIrUeQ5qeFZG+oazfDRHp/o68F9/wLrWKo+q9C708m2y98TMCRKTPGnp9bHIWItKn8U2k8xGR7u/Ii/2WYnBzQzX+vQvdX1rqrz8530R6IyLSh8midV5dt3KaSyJS6zGk7VkRSS795Kp+O0Sk+yMiNcgzOvvl6r0LXc7lT1YkJrwDEel9fkW2QP2qff2dkNNcE5EajyFtL0WkPxm27C7OiEj+wsWA+vuXTSwaY/U2RKT7G32xF0eOmU6jOKofCG9d6P5k/gKyecWfK5+LiPQ+skCLDOM/7F/+cJHzXBORGo8hjVnraFVU+58RkRo3Kpd+dFEf9umPOiLS/R1ZA59eN/fQqPHSmjW/daH70ZXNMjHhHYhI7yMLtFyhf+4Fese/dipnf+MLMJRD1MeQE2T3NFoV1f5Dt3aQfqNF2cFqdFJHEZHu78ga+PS6uQm9xsuzfywilZFINj9ZM78QEel9ZIW+McNk5OxXRSSVnOBJEUmu/PCaPurTH3VEpPs7sgY+vW5uTZ79YxHJD65slokJb0FEeh9ZoUSkTW9VVPtfF5GkUbaw+fRHHRHp/o6sgU+vm1uTZ/9YRJIz+dPLWPNNpPciIr3PtkKJSNLWWxXV/pdFJGn8ypJuGJ3UUUSk+zuyBj69bm5Nnv1TEcmfSjbLxIT3ICK9jyxRItKmtyqq/S+LSNImWxCf/qgjIt3fkTXw6XVza/Lsn4pIMrb+7HJmvon0ZkSk99mWKBFJ2nqrotr/qogkbV9Z0S2jkzqKiHR/R9bAp9fNrcmzfygi+TPJpr/ahz59vhcR6X1kjRKRNr1VUe1/VUSS68oWvE9/1BGR7u/IGvj0urk1efYPRSQZWn9yOTHfRHo3ItL7bGuUiCRtvVVR7X9VRKpbsPj0Rx0R6f6OrIFPr5tbk2f/UEQqziMj/aEPny9GRHqfbY0SkaSttyqq/S+KSNIkWwhGJ3UUEen+jqyBT6+bW5Nn/0xEkhOFc2+bfBPp7YhI77MtUiKStPVWRbX/RRGpasDm0x91RKT7O7IGPr1ubk2e/TMRSUZWtqrEhHchIr3PtkiJSNLWWxXV/tdEpKLsIBid1FFEpPs7sgY+vW5uTZ79IxGpjETbJt9Eej8i0vtsq5SIJG29VVHtf01E2q76leV8x6c/6ohI93dkDXx63dyaPPtHIpIMrGxViQlvQ0R6n22VEpGkrbcqqv2viUjbtmwg8emPOiLS/R1ZA59eNx/1aqWVZ/9IRNpOEs68jTPfRPoAItL7rKvUeV+GycjZiUjvUl34b22Zspp/2uikjiIi3d+RNfDpdfNRr960PPtHItJWIGXDjfO6/aFPnu92j4j097tN8T8/P7/2h+Lvj+voOhmLoaOL464ol9zrGWxHuFts9F9P5wwu1D933p47lrOPnt4Yjm0A5ohIbpTcphup3Zv9WwZ06bqzlLQLLyFJvixs66U597v6l7jTuyQ8Y47fZH9SD7xQifqTYztd+22LRkdrxGtPFXziFvsHSMij6P07HlR9X7Z7aL6Ve+tmeHzl5VY6bzuOv6GVv1f/gLY+mJPe0SsLPeeGPj3Cbb54u1DdICJtf3ZPNN+3v+1tWv3oC6qjiyOfVpGyPIu1nN9k2b98hNXWRzZaySa/E//k2p81pKV1IpU9HH5nOd7JQeEY2S6uLo1Z615VTEnXzHpcfmvpY7gOVikII7cKz1w+qmxmthuuRmmRzq919Yb+Jb7IHtZcEqvGHEuLfyxdONS6H+mSKU7a80KZht62TMdoyZftVydcLn+sl59KdNziHukaniC/Nf2+fJftgumQlt37HtSfwQ9Svqr1JV0ek+m5bH6C9Ijsetmp+qYpHKHem/Nr7BHSQbaScc2Gxlt2H1/otbL32NHoc31E0haTHm6KF0p7JTu6uJVU9FpVXbO1XN9k3r/5RmivT6K+k+28WvmUFv1Eup3h8LuL9uSoeC1pKK4ujVmrH4tWfUlJ18x6XHpr9Xw1w28Yt0C6lo8qm5nmDZc30Lp6S/8Sd6qHNZbEougf5jIORft2Yx9pUEmXTDZW1UfdYqzcZ0+397YlukYrnK81w7I7H6q+MrFvdEJV0lVusB4gbTn5C6+Xy+9i3e/1Tl/+YivDowxOfkymb3zTEzTfw7iOhTIalb3Fv+zXzxOPlP2ylXSvZ8hZdmezXvc6sL7wWVdHpGpxC+WVqt6ouk9HF61kbYrXIV3L2iHZqZtvhPb6BOpRa7HLXiQhLdqJGvaGw+/P38vkqORS0lJcXRqz1rSo7ZGumfW45NbUJaIOglp0t6crH1U2M60brm+gfwqcgSU+uiSc6pHDaWW7/VzJwWZllj6Z5Jz6qDvmSQvp02nn05+hd7Tk69bEhdOkV2k91dDcH5hQnXRdr24s84zv5vYUazB9zv7py17s9nNlsmMyneObnKB4CEf6Kqeqr1cLh+kLdbmyfprw7H63bCb3rg7POnny9dhCx3Uujkit98QtlfJt63gPel6V+j0L8jclWcv6Xaanbr4R2uvjtR7e9UxfJE9alBM17A6H75A9eHJUeiVpKq4ujVlrUtR2SdfMely8tcaEKaPQmtrlhOWjymamccPaabvnQJ0FUX+gNDu7ntqSUA/wjxHvu3W3oYc9VdIpE49oP9/IMCVPp59Qu8Xu0Qqvp/5hGM4T7zcOXkU/R0P3Le6QrtlxhWbFdDcsX3nSYdG6wUVxwvTFbh1WDk6rGHSPbzyBdsjaV72XjlmKJ5SG3M6ehR8g2UwGLKy41LI7mXV9DO13Eae7NiJZ72fxgna8Bz2vivFqFqszruXWXSanbr4R2usj2g//l75IgbTUJ2rYHw7fI22MR+XvqjQWV5fGrLVVFTXSNbMeF26tOWHr8an21Lozlo8qm5nGDcveXO8k6LPglWdpd9aXhH6Af8a4UxpKoUO2KirSKRPGyny+/mEaettE+9LVaMmGfkPh5Y0LoL2WnMY60Qzcok26pofViofzF/8tbyN5gPYNLvITJi92+7BicBrFoH98wwn0Q9wdNu6lY+mFI7X1v124vccJNyrbyTVDn9SyO856awztlxFnuzQi2e9n9qY03qn0PejoYr+ajdOpq33V8UZor8/Gevi/+CJF0lKdqKFjOPwtJC9lvKuiqElrcXVpzFr9WBQnUEnXzHpcuDX5/1p5emtqf6pHlc2MfsP6PPU83EI/2ivOYnVWl4Q9x3GvvmTC/p2HkV4ZOcQa9FXvOIUT9bxtm5HRCmfVPn/CicIVdh5LH07F8IQ2SdfkKE1+Y/7qv+WYyv7R6YsvtvVc+YzHY1ID4xvuvXHN6jchAjmBId6GNKR29yT3KdvJjat3tewO12zedzGLuNiVESl7UX5//5zsJwfT1yq0/7h+cXWlFa+jS/ZuL79mulxSNlfJ6ixf4617/psT0tV4I7TXZ5Wex587niVcXHovpKX3DRoYsdgW76r8bJPm4urSmLX6a5Vn0EjXzHpcNjyODH7avJ4gyKdLxjN0D1/5R5XNjH7DsnM9ZxzGnodzRpb4gSURjtDnOLZIQy6OjjQ0SK+M3LhsGXbO7Q29baux0ZItbSTCQXEy0nNvp26WCcvYLZqk6z/hJ4eWXxLPTrfIV6Xvmo2iE3tJgyEddH+t+A0duYf8/NnghGNke5MesDO++QPKFWVjEcZjOU02HB2TFO6jXqX+Gdt7lHGMlyxue7PsDkcLWRbpiHS+MjjHhREpXSz6O5GsFWmRJikU+Xu3NjlGl2QhJjvSH1iUJidby+lvtCY3KC3LKdZ/92SzfL3Ydklj8camZ09vpXy1pH0hLT2v/kJ69wxHeLg4EHlHR9qLq0tj1uofoTqFYh0n6e/HbT1XvBMn+e2aZK6SKXHSA5K7KT8e/EHLhaQpXFi9Yd9Ldm4PZ/7OfmJoib+wJLazVHMcz5jOjxf27k3UMjTS1XUW2x5pXPlBKW5Yu3Qtffjdt20xOFqhuZ658BDhTpPHSk+dNEuT7cCENklXr3W67Omy2ZFBXXqvOxeD01fed7orPZW0rfwxyQ2PjW920dC7vJX44PEk2SV1xivgz1PvkR3p80tD0tL8QBhe6LjYhRGpuZjjDmlQ3jTXp/jxxI4uyfJs7YhrtlHgnLgnP4s0DrXW9xiffiGtC2kpTtTSMRxhoP1Dx0sXM+LIjo6Hq668Q+2fjkJ+ybAn6+9P4iRlZ5HscdKdXTfqLyeb6+QXV2hrDmjcIQ2ONDi9S6J6ANcxOzY+uzSkwll7Hkcdq/S+spNkd5w/TMPw2yZtTtdoxbNIQxD2hMsm91KcWlo7V4D0dbrf8Sbpumm9x066J71KMqbh3tP9PdPXfpOcZNDS+dPWzdD4phdNeifncNIBifeen1wVOpcTGs9fniXsSR5JWsq+0po1pzeeDop1SVzpuohkrIh64foXRTbd0WWZ6OkSzpuvTSfejDSkTVX3sCt/saSxeB5pzFvje1zdSrLPkbaFtHS+QB3DEa4kj2Hd1MDDaVXRovZPBqG87bBLthfJZFVPmezLZ6zrRqs+6Z/8dsQrN4c+3pA1+slopI+9P8fSoVypi3BzXfOkjVUysNU5rH0ao3/YlT7D8Gj5B2gvp3omjKeSBsvwLVqk66o+XTJ60rJILlIfYk+Rui8M4aJa0cnlkonS1s3Q+CYXzdZwNoLZzYQ99S1WwgXLW4mXLfdIc3Z6aSmvKK1ZszHqYVf9suI610Wk9osS94VdvkE2Nftd4uqsX56wL+xK1rK0RNJe7JG24uzSmLdKm/rwcWQcaVpIi3Lzmo4RC322VzJeVrsp2dXxcFpVtKj9481U9SJUL6USq6OTzGR2tp4b9cceqlrhIZQr+H1hl2zrtxOHI51R3yqbivjo0hCFU3atJ22s4k0pt5wMes8FRt82aekfreZISGs8UexZ33jY1/FM0nNkQtuk60I7nXrP5vwcmL74kunPH06YnE9ZN2PjGy+a32Vyg8XLGfb0vLPhnot7kdaFtIhw9vR2pKl1krQ5uW9piaS9b0XgJJdFJHWpedUq9yu5fqmC/S6t12EVdsp2spbrVy28t7K9kbbi9NKYtYbjtYdP7iW7gLRYY5DoGLHQZ33AeFH1pmTfwMPpz1ZT+8e7kYaE7EjnRVoaj5uUpXQue27UH1qvgX1DS/zIkuiYY+lRP4B5czVlrMId66dIBl1aLLF3PdLhQrLtHBitcEg+WqFruG5o0YY17JTttgO3aJCuzt7ppMGJbdrqHZ++eMTeaxav549JrjE2vvGiRXdpXUiLJ62Nkco1XoPkUYvBU+9emlq3mDYPLnRc7rKIFJaD9qJUb5ZfmNq7Lva7SIfGqyM7w/3EtSwNibAvu3lpK55IGrNWaWo8fHLp9NrS0jim1DFiWZ/w6ncOz0Yas9Zy7vao/cPtKPfv98UDwmJqXDM+XHq6nhvVZ7pPuCv12OLqstW6kLok0vlriMcV5w1D0vdgyliFMzTGr3lpTewsDQllDqRhZLQaV5C25CGkofFYsnP/maTfyC0apKvTuLDsTffbEzQ+fWE9tw4JHeJ+Zd1IS+MksrO+aNm9fTdhj2yb9PdA2jbStgqjkl1U2sq5kdasubEMV2FfcR5c6bKIJIuhVd5lr19HYdW3F89ul503x+/2N6S/DEJ25deStuIGpDFtDXeiV4mkQ3qv0mIMQWp3OBxfHtwjh0rRuifZu/9w4cqthyup/fXKtakPkIb2w8ru8YgUjux9moQc2bXEw3S1rhM6JEsitHXMcXEX5upW1GO1e8fmp0Fp7G1732jVwxO6yXbB725ManDoFtuka/t0YQDjjTWmfrN7f/X0xTturbdwRdmOx8SrhLPIdsHv9vccupcPEW+v3LNzhZy68OK5F+n5w7mzIZC2clykNWtWr+fJrub44gJXRaSwUhqrwb9sshnXbMcb3ejiT9nY7Y/3L0Q4X/kGLmRXz4sijWlrXUkK8VmkYSEtne9Px4iF+0j/+d1Wb9m9/3ChirSvm1P7W0NUHWBO1SqcTit35o1KH6dv3KNwV40D/T1lG0NLomeOY5/sNsL1Op+qHquOMwxcxJxC2RVP89popYMlTcpzNYbUn6W51MShW2yTrkZn2Z/0MIe/Y27KLn4NtJ+97tFeN53j276otNdDEkZ2f9k52kRJi0juVF1DsX9xQWnNmsMZtEGUXX03jnNcHpFku+TfDL+QZHOhra2F7F6oXfy7sHe8bJprWT2XtBULXBrT1p0q4Vjvbef7I70XrScOTxEu174l2b//cEpVtKn9tQHwqrUTGppDo05m142GI12/zpEX1W0WsiX+2pJwWnMcLpOdOtzb8UmSBusM6qjrzK5hncr2wdEKIxHnMTTFy1YXK8ju1qx6x26xSboapwuPIts7F5BdI9OnjF9JOsTBq9fN4PjWj+VJe70n3HfX+6q8Cr7JX1tZL/mppbG8oLRmzWMLHde7KiKFV2f5l1U1st8vlrCyFsk/JZjY6yJ7/pELVPz6lO7hdNrF1LUsbfuvj7QYb4JWGKRFvR9Fx4iFGhq0C6Z02H84pSra1P7+1rSThCeTbXW0CtIhG/K+G5VOq6GQFE4v66si+9dbkq8Hl0THHCcPkOwPMy/bu+qxkgbjjvv6bMbeNtk+OlrxMGlIl4C09JaJFuk1eItN0tU4XT2C1jvUccKqT8cNV5dsrxsZzkoxvu2LSrvyeLJDXUs1f8F4BX9NvytcIYxxcU1pLS8orVnz2ELH9a6KSGFd7ghrMT9A/Tiwu4S1uUeOG1/L0lYcII1JazizbCu0LtKi3o9mf8SqSairTSA9dh9Oq4o2tb+/Ne0k1eCos5HTuvTdaLFu+qtXNboNy+UPLoniGnpICh8y8TnDuexHT1RjFc4q26quTqtwR9ojlJN3dLTC7fiLhIY4q+HAPepYB0dvsUW6WleVHvFZ/LBpk3xk+vymsWiq01bHjI5v+0bbjyc7dqbIC3dULq/fcHHZEW+mOLO09jSHq2k3Vy503MA0Eak6QlliZpfRdzP03zZz6lqWtuLOpDFpbb/1kfRIu0iL9uC63RGrJsEoftJj9+GUqrhD7a8OsKhmRjatyuIvknbpvNFy4bS+W1OqRrdhufzBJdExx47sSnaGo2R7XzVWXYNnvkOZobft6GiFi/gT+RMnD1HOdpO9Cg5PaIN0tfqWo6Q9XXBk+vwxxmtWTWN1ndHxbd9o9byB7NiZosCfyN+0v6T7Unb5S2xb9c1Ic3lBac2aqxFKtR8Jl7kqIsla2Cf9Hb9yPeVvPawu5b4mWZ/ja1naihdFGpPW9lsfSZf04tLS++I7eyMWakPQfjelw+7D9T1eSu1vFYtqZmTTGhl/kfR8vTda/PcirFFKSed9rm/PrUiXYj36Iz3lrYifSmVD7xQpN+jHxDxFuJAxM5uht+3waIXBKjaTCS3Hs8leBIdvsUG6Wn2rS1rv0JHp8xewnly6hAmvbmp0fNsD2X482bG/6jbhMeVMyZa/+rYj3Ht5Ymku26U1ax5a6LiBiSJS/VFVvzZGl9F3c3wtS1vxokhj0tp+6yN/AdlcSEv1fhp2Rqzc6zRPLvt3H67v8VJqf3WARTUzsmmNjD8mPV//jVZrp2cOpOs+1/fgklh0vBWhh9x22N42e1Q3aE1QJJ32x2vobTs8WuEq25l8n/Q81VS32A/+woSqpKt1uqEpsvZF0kmmz1/AmkzpEvpUNzU6vu2BbD+C7NhfdcKfaZsJv0jWo+Xr7RqyUd+LtJcXlNaseWih4wZmikjJ+hLmH5k3ocvouzm+lqWteFGkMWltv/WRv4BsLqSlfA9t5oiF0pBonV127z5c3+Ol1P5WsahmRjatkfHHpOcbuNHqv87eUcSk5z7X9+CS2JhzvIgd8s2Oh/CqG7QmKJJO+2u2mtNUea3jo+Vb1+Ywp9qi2GU/+EsTqpCu1umGpsjaF0knmT5/AWsypUvoU93U6Pi2B7L9CLJjf9WJ/IVIv/YXWa8eulXnlfZyh7RmzUMLHTcwV0Sq3zDlLWh0GX03x9eytBX3JI1Ja/utj/wFZHMhLdojW4wR8xfJyL6S7N19uL7HS6n9rWJRzYxsWiPjj0nPN3Sj5Tdr9g+Sjvtc34NLwjPmeBXufX38sLXu61PdoDVBkXSyZmYz9LYdH61wmeVUvkt2mnIom+wHf3FCK9LVOt3QFFn7Iukk0+cvYE2mdAl9qpsaHd/2QLYfQXbsrzovXQl+icjBsrVcRL5UbkV2lBeU1qx5aKHjBq6OSN2rOMjfsXq5OmqX9rumG1/L0lY8kzQmreaZhfRIu0jL+JA1R8w/hRO/bIyP7N19uPGBVvtbxaIav47K4i+Sdhm80SIk7U6D9Ouar4NLImrO8Sqcfjk4bIwU4mqstAGtSSfrsTbmAJTz+8JohTlsjcPgomh54RZV0tXqW9259Vocmb6eY6RLWPTVTY2Ob7t/+/FkR9ebt0qXgj+t7JJNd/nQqT6t7Cj3SGvWbC4Ma8Zwkasi0iuLwb81K/0ESpeeopUaX8vSVrwo0pi09tyJ9Ei7SIvyhu5qjJh/iuWc8Wu9eMnO3Yd7UxG01kc1fh2LyV8k7TJ6o0VI2puHjrsKDi6JVGOON2Gn2xEeQvZ1qcYqnFG2VV2dVkNv2wujFQ6NKz6f/p5zd3jDhGakq9W3Wm/WAjwyfX5TO5+oHtsfEwZ5dHyrEwTtx5Mdu29oFNeCvz9/rL9+PKty57KjvKC0Zs3m81szhovMGJGSd9dpvAdVl9F3c3wtS1txR9KYtIYzN27d0S4uLcZRBnXE/FMsLeGKjQvIvmKnNGat7aKmU/tb66MaHN/ZuKJ2vtEbddKQtLd0rUcoHVwSOXWOhTS7HeE8PfcVVGO1fztO/wibpytH8pXRChMYhiQfh67n2vfKLWqkq3G6+nmsBdh18WL6OmYzLEHZPrhuEu2Lth9PdliDVQj3HX7oUHaEy/xYMyp7yl3SmjWbz2/NGC5ydUTaL56q5KOqtZzKLtYS14yvZWkrLiCNaau0GG9CVWocaem9/4I2YtlThOfVryC79h/OKGo6tb86wKKaGW20CtIhO9/oja6SYZKWFv8IXaeXvoNLomC8FeHo+B+bkT19qrHqep36h2DsbZPtI6MVLtQYh67n6iBneW1CI+lqnC50kc3Od2hg+jpuuFomx9ZNojpB0H482TEyheFR5f/jScMNyP9rTy97ygtKa9Y8ttBxvasiUsfrZgsrtl1+iy6y0bv+xteytBUvijSmrf7ojluX7YW0jLz4mXrE8qcIDzxQBaQxa20XNZ3aXx1gUc3MftkNPdLzjd7oJg7TzkQMLfFjS6JSz7En7VHnayDqsZIG637CCOxfq5rTVLUYXhmtsEeU9ybNg+NTeeUWFdLV6FwvN38B9Ulkn3X1cvo6plM6xB7tddM5vvUJvPbjyY6RShmeTSSHSounnVR2lfukNWseW+i43lURafRNqXVUmLxLeAvWrV3ja1naihdFGtPWcCfa67aS/dnFpaV90J5qxIqnCPu1ui579h/OKGo6tb86wKKeGdluXzKMeHq+0RsV4fJ7EyHdupb4sSVRq+bYC3ctBh+6Hqv9O27fTG3sbXtltMqBkOYgnFu2D3rXhArpapzOD1KcIesdOjJ94ZDm2qlfDX+Msm5ke0d9Aq/9eLLDeLRaeNhVes58j3rbsqu8oLRmzWMLHde7LCL51dB63X731om51jZ5l/r9LeT/oMz4Wpa24vzSmLaGU7ceMb6V0rCQlubt76qeqHyKeNl6VmTH/sMZRU2n9lcHWNQzE25ctkvhiOx8ozfqyWHN2fP8XfUs8WNLolaPjRdPsNq7+UI9VnFMpaHij+kZ4PZ9O9VieGm08oGozhDO3XrP6n93SvPSLdaka/t0YbBjh2rYUgemLzQ0D5HdSQdj3fSNb30Cr/14smOoUsaHW2RHSttGPafsK3dKa9YcHl+2M+aM4RqXRaSwJPV1vK4kc6WYa21TdJGNVsVe1mfydo6vZWkrnkgas1ZpMh9+Iy0LaWkc06F6ovIpkutWF5H2jodrFzWd2t8qFvXMhMVkTO0mPd/ojXrWvaWGlvjacWF03kiLrh4bLzmDM/rMylhJS/Nc8YJ7A+W079upB1waDo1WPhDSmJAd1lrqCUnbSZzXJlRIV6dx6bDEZdux16nsHJi+sJ53D4lXNNZN3/i2X9L248mO1lDpwgA6+cXSPfpkyb7ygtKaNYcxku2MPWO4xGURKb6isp3bdv2ka6X4z4dqa83uEl5xdQXK3nCK8bUsbcWLIo1Za7gTvUwk76S0LKRl4MXfG7HqKUKP+irSPPBwjRJYUftbxUKZGWloDE7yWNmCkrbdGy1uoruQST99Cclev8QPLQmn460QySk67r2gjFUcVfWWd3YXjPvWBvzoaK3SgVDGIZxbHSPZWwy74qVbrEjXhbTkwumSq9XDlhqfvvBEjVPGQ+Lg+GOSa4yNr3IC0X482aEXg5bk6YoD23s82VnuldaseXCh43LXRSTtpQ7qnctv4siXm/rd2euivcJBtXN8LUtbcXZpzFulbefhHWlaSIt286r9EaufIqkGxWWktePh6omxqf3VARbKzMT7VkYnTm1+vr4bXX5NLL8LOWx/IsJEmrMsO2Vrp7MjTauOtyJIh8F+ZIV2Xmly7Ktpc1gafdukZWy0RDoQ0pSKu821tDv70u/QLVak60I7nXpbyrClZK/TOX3xJdOfPjxTcj5l3YyNb3tBtx9PduxPUSaZEmnx2nuE7CwvKK1Zc3hA2c7szBiucF1Eii9De/UXL0rWsVxOHV2q00b13YyvZWkrTi6NeWusNtbDO9K2kJb63lUdw6E9Rbx4cWPS2vFw7aKmU/urAyy0mZEWpxqeOLVOer6eG5Xfkdeer1EuEweW+MLq7Eibsx3SPW7xCvUg7dHGKhnY6m+ekmtZwxuMvm0HRiuSXY42TPXURNaMll66xZJ0XdWn0y9lrQVnePqSRm1o1GHzx2j31TW+2gk27ceTHYOrPD5eeca4p3FG2VvultaseXShb36dsafBu1wXkZI3pXhD03d3bQhLNHlPwtHbZkeX7MTFIoz3Etbz+FqWtuJFkcZGa/3wya040rqQlvI9VHUNh/oU0uTkRUkaOx7OXzs/vk3trw6w0GYmPHB1SLLHSXd23GgYs/iA4eodzxfncm+JO7Lt9C2J8GDJjYSesp2TfV23XjAnaZFVcAmWm/xhGobfNmlyul+gII6+NOSSySnWUnLqjqeSns74LZak66Y4Xeu2tGFLpXfRM33tN8nRVrSjrZuh8W2/pO3Hkx19Ky8KV5ftSNqbUyV7ywtKa9Y8vNAXW3trHvFRF0ak9LVPXoCsfkiTbCXFIXSSIzu6OOlLnqzbtDmsw/G1LG3FiyKNRWtSJrLylD78QpoX0lK+h6q+4dCeIrmx7ELS1vFw7aKmU/urAyzUmUkGLv0JtnScF+n5Om40ntU/YVwr+UjopOsiuYqyxJ3RJdE3x6mwu+fWc/pYZbfm/5z7m33Cdl5LnVPPn6+xTntfoEj2qavLiXOc3X7a3Dgy89ItFqSrl54uva3ud2iV3cj+9KUXcrLXLD0mOURfNyPjq55g1X482dG59AJ/qfqEfk/rhLK73C+tWfPwQnd8s/5W47OujEhpCXEv3O/f399v+prEtZW8gEu39CUe6OIkrVs/d8WsLa7C8bUsbcWLIo1Fa1YP/K38hFsJe6X3QlrKE+mSh2oPh/oUyaykV5Kmjofz9977Qqv91VsT+sxI20ZWU3jqMLLp+TpuNF2iyzAm49j1eP1L3Ml37C+JeC/Wko/CzfTOTKIxVtJq0CZQoc+p0CZveLRS/mqyWUlG0p+6VSYsr9xiQbrGgzpuy+9qT4F0MKjvS7jm3opurZvspu0H0U+waD+e7NDfAoOcUTls29GcKdldHimtWfP4Qk+W0egD4Q2ujEj5B4girIh2x/DmdHRZZC9iLek7vpalrVjI0lgtb+tO4n9ISzovpKXvPekaDv2NTG4suZS0dDxcu6jp1P76rW30mWk/8XJq7Xw9NxrLU6lrGsy7WmRnGVwSXXOcCKfvu/VMY6z2Hs8c21T9dAl9MQyOVmbbpy2ujXVup/epXrnFnHRNjlIUt6UPW2ps+uIasJ4rv1pj3fSPb/slbT+e7Bhe59u1tOHartU837rXKTpIa9b80kJvzyQ+5tKItPOKJiur1TF5cTq6LMyXM+07vpalrXhRpLF+v9p38qdeXFrqE6l6hkN/I5MbSzpLS8fDtYuaTu3fuLVVY2ZaT7yeWTtf1422Zqm3WrXvalHMZetijSXRM8dR6N07ManmWLVvedG3Vh3l6aLGYhgcrdS2WzY05mP1D+ALt5iTrulhtcZqspaq+ZzFCZM10D6sGJvWuuke3/ZL2n482VGOx771lNpRO+tl3esUh0pr1mzOuv5I0ujUg4CPuzYiWe97vhwaHdXFlytXvPFyZl3H17K0FVeUxuo+2nfiemoXlxblRKqO4dDfyPTIOAnS0PFwXckjofZv3NqqNTONJ15PrJ2v70b1Wep9uPZdOfVJBpdE49z6Cgnn1nfb9j+pNP1Xas3pSpu8xeBopZZd2toKjMcaGb8XbjEjXbPjCtXUtIYtYzxn+aDpGjCeK9NcN73ju7/w6seTHdXN7FovJl/nlou1T7cctih6SGvWfGChS6NTDwI+7uKI1P+uaYWhWDEdXRadJWZ8LUtbcevSqL1g+p0sHbWLS4t2ItX+cLSKTHJkuJhsdzxcu6jp1P6tW1u0Z0ZdTOt5tfN13qjvltJuq0m9K0ebyLEl0THHQXiM3nnJGGOl37IzcqH2nDrNxTA4Wollv3zZ0HqsweE7fosZ6ZofmKnvy3qHotZz1ifM1oC+qKsl3V43nePbPkH78WRHfTe73Dn1g5bbkC8V2+WqY6U1azZnXX8kPwSDZQfvcXlEyn/D1NPWQlwpon5rOro4f1U3p/xF2gNrWdqKF0Ua1VdPuZPtjrWLS0vjHdbsDUezyCTly19NNjsezl9VHXuF2r95a44xM8pi2m5NO1/vjSajsanWyo7uJe4MLQlnb46DcA+yPcYcq/qWnbFBMubUWgyjoxU1JyDoKxO7jt9iSrrKalZOqdxXe9hyvdPn+8nt14tauVB+TKZvfNsnaD+e7ChqVQ93NfmqZJ5Nrld2kdas+cBCD4cog4iPuz4iuXVZvGytMpS/U+p66eiyKN/OH+0Nln39a1naihdFGhtvWHEn/j60i0uL9aqWdoajXWSSGZHLyVbHw/lrNke/oPZv39rOzBSLyd+Ydr7+Gw1XXGT/VZxOvUt8MbAkFp1LPvTqnZbczlhVL9ToGI2/bWJwtIK/5p6oeqpjY3f0FlPS1a/n8pTqcrKGLdc3fb6Tf4BiUXcdk+kZ3/YJ2o8nO4pa1aW5cH+taZLrlReU1qz5yEKXY6yigY+5Q0Ryll+GXdbH8luk0qTafrP5x3WThlpHl4X//dvdjh+3/MKru5MP3UjncDzJMp7LgO6spSHyW8luHKVhWO8SXwwuiZ45XnqsZPvttptwXhijY469QOqHduVNZeLld3wb2vTT1k/6z3tW+bHpC4Pzd/Am7lOGN+3BfMsoH7RkybPfKoibRCQAHxT+vN6XDHAzMntHvjEC4DgiEvB88gn7uW8i4aNk9ohIwLmISMDjhW8i8d36Ocn0EZGAcxGRgMeTD1i+iTQrmT4iEnAuIhLwdPKTuHwTaVoyf0Qk4FxEJODp5POVbyJNS+aPiASci4gEPBzfRJqeTCARCTgXEQl4tvCv1fFNpGnJBBKRgHMRkYBn45tI85MZJCIB5yIiAY8WvonEvxo5L5lCIhJwLiIS8Gh8E+kBZAqJSMC5iEjAk/GfHnkCmUMiEnAuIhLwZHwT6QlkDolIwLmISMCD8U2kR5BJJCIB5yIiAQ8mH618uM5NJpFZBM5FRAKei28iPYPMIhEJOBcRCXgu+WTls3VyMotMI3AuIhLwWHwT6SFkGolIwLmISMBjyQcrH62zk2lkHoFzEZGApwq/8M83kSYn80hEAs5FRAKeSj5X+WSdnswjEwmci4gEPBTfRHoMmUgiEnAuIhLwTOG/X/uPNGBaMpFEJOBcRCQAAIAKEQkAAKBCRAIAAKgQkQAAACpEJAAAgAoRCQAAoEJEAgAAqBCRAAAAKkQkAACAChEJAACgQkQCAACoEJEAAAAqRCQAAIAKEQkAAKBCRAIAAKgQkQAAACpEJAAAgAoRCQAAoEJEAgAAqBCRAAAAKkQkAACAChEJAACgQkQCAACoEJEAAAAqRCQAAIAKEQkAAKBCRAIAAKgQkQAAACpEJAAAgAoRCQAAoEJEAgAAqBCRAAAAKkQkAACAChEJAACgQkQCAACoEJEAAAAqRCQAAIAKEQkAAKBCRAIAAKgQkQAAACpEJAAAgAoRCQAAoEJEAgAAqBCRAAAAKkQkAACAChEJAACgQkQCAACoEJEAAAAqRCQAAIAKEQkAAKBCRAIAAKgQkQAAACpEJAAAgAoRCQAAoEJEAgAAqBCRAAAAKkQkAOf53//v6/63nAsAPoqIBOA8RCQA0yAiATgPEQnANIhIAM5DRAIwDSISgPMQkQBMg4gE4DxEJADTICIBOA8RCcA0iEgAzkNEAjANIhKA8xCRAEyDiATgPEQkANMgIgE4DxEJwDSISADOQ0QCMA0iEoDzEJEATIOIBOA8RCQA0yAiATgPEQnANIhIAM5DRAIwDSISgPMQkQBMg4gE4DxEJADTICIBOA8RCcA0iEgAzkNEAjANIhKA8xCRAEyDiATgPEQkANMgIgE4DxEJwDSISADOQ0QCMA0iEoDzEJEATIOIBOA8RCQA0yAiATgPEQnANIhIAM5DRAIwDSISgPMQkQBMg4gE4DxEJADTICIBOA8RCcA0iEgAzkNEAjANIhKA8xCRAEyDiATgPEQkANMgIgE4DxEJwDSISADOQ0QCMA0iEoDzEJEATIOIBOA8RCQA0yAiATgPEQnANIhIAM5DRAIwDSISgPMQkQBMg4gE4DxEJADTICIBOA8RCcA0iEgAzkNEAjANIhKA8xCRAEyDiATgPEQkANMgIgE4DxEJwDSISADOQ0QCMA0iEoDzEJEATIOIBOA8RCQA0yAiATgPEQnANIhIAM5DRAIwDSISgPMQkQBMg4gE4DxEJADTICIBOA8RCcA0iEgAzkNEAjANIhKA8xCRAEyDiATgPEQkANMgIgE4DxEJwDSISADOQ0QCMA0iEoDzEJEATIOIBOA8RCQA0yAiATgPEQnANIhIAM5DRAIwDSISgPMQkQBMg4gE4DxEJADTICIBOA8RCcA0iEgAzkNEAjANIhKA8xCRAEyDiATgPEQkANMgIgE4DxEJwDSISADOQ0QCMA0iEoDzEJEATIOIBOA8RCQA0yAiATgPEQnANIhIAM5DRAIwDSISgPMQkQBMg4gE4DxEJADTICIBOA8RCcA0iEgAzkNEAjANIhKA8xCRAEyDiATgPEQkANMgIgE4DxEJwDSISADOQ0QCMA0iEoDzEJEATIOIBOA8RCQA0yAiATgPEQnANIhIAM5DRAIwDSISgPMQkQBMg4gE4DxEpIN+5P8BnIeIBOA8RKRj/v6RLwCch4gE4DxEpGN+iEjA+YhIAM5DRDrk5x8iEnA+IhKA8xCRjvj7h4gEXICIBOA8RKQjXEIiIgHnIyIBOA8R6YAfIhJwCSISgPMQkcYtf81GRAIuQEQCcB4i0rg1IRGRgPMRkQCch4g0bP1rNiIScAEiEoDzEJFG/W4JiYgEnI+IBOA8RKRRkpCISMD5iEgAzkNEGiR/zUZEAi5ARAJwHiLSGP/XbEQk4AJEJADnISIN2X7ffyUtAM5DRAJwHiLSkPDXbEQk4AJEJADnISKNiH/NRkQCLkBEAnAeItKA5K/ZiEjABYhIAM5DRBqQ/DUbEQm4ABEJwHmISP2yhEREAs5HRAJwHiJSt+yv2YhIwAWISADOQ0Tqln8TiYgEnI+IBOA8RKReRUIiIgHnIyIBOA8RqVP4azYflaQdwHmISADOQ0TqJMHon1/+S//AZYhIAM5z/4j097t+3+bn51caLuG/d/QT/vlI2QHgPEQkAOe5YUTyf6X1t2yk/571Pz9r0xXCX7PFO5I9AM5DRAJwnhtGpCSDFL9nv3wT5xpy+X9+iUjAhYhIAM5z64hU/hKZc83ftsW/ZiMiARciIgE4zw0jkuSRHy0hyV+/ncynojUWEZGAyxCRAJznhhFJIsj2U9qVK/6qTS6d/3TUugfAmYhIAM5z34jk/Szk64X0OlH612xEJOBCRCQA57lfRMp+RPvX/71a+Luu838aKftrNiIScCEiEoDz3C8ixTCU/aVaSE5WRNL/bk7T//d14cKS1ohIwGWISADOc+eIlIch326Fm09EpPyv2YhIwIWISADOc7+IFGJOmWIazakPRKSQ2GSbiARch4gE4Dz3i0iSQOoMIvnn3IhU/jUbEQm4EBEJwHnuG5GqfwDpkojkzxj7E5GAyxCRAJzndhEpfNtGtqMrIlKdkIhIwHWISADOc9uIVP/imsSVM3+jrf5rNiIScCEiEoDz3C4i+QRS/T2b/xu4M/9dJOWbSEQk4DpEJADnuW1Eks2E7Kiz08doCYmIBFyHiATgPLeLSBJA6r8I83/pdV5E0v6ajYgEXIiIBOA8d41I9V+n+cAimyeQCzb+CUvZBHAeIhKA89wtIrW/V3R6NFH/mo2IBFyIiATgPNNFpL5fRXsD/a/ZiEjAhYhIAM5zt4jUDiCy47RfaJPrVRckIgGXISIBOM+zItIb/12kxl+zEZGACxGRAJznbhFJksnBX2h7X0TyQahOQkQk4DJEJADnuVtEkvzR/oW2kyKSdNsn/QGcgIgE4Dw3jUgHf6HtbRGp/0RyAIATEJEAnOdmEenF3/l/V0QKf822T44AcAIiEoDz3CwitYOQpB/7F9reFJHC7/t3kEMAnICIBOA800Qk2XFKROo/DREJOBMRCcB5bhaRJJwoAWbbYf+09psM/DUbEQk4ExEJwHluFpEkdxz8hbY3+THJjfwjm3IMgBMQkQCcZ7aIJJsX6vq5cQCfQEQCcJ57RaQXf6HtFEQk4DJEJADnmSUitX9I6WxEJOAyRCQA57lXRGrHD9lh/0LbKYhIwGWISADOc8uI1P6FNiIS8M2ISADOc6+IJOnj2l9o20FEAi5DRAJwnskikmxeiYgEXIaIBOA8t4pIM/xCGxEJuA4RCcB55opId/iHGolIwGWISADOc6+/aAMAAxEJwHmISACmQUQCcB4iEoBpEJEAnIeIBGAaRCQA5yEiAZgGEQnAeYhIAKZBRAJwHiISgGkQkQCch4gEYBpEJADnISIBmAYRCcB5iEgApkFEAnAeIhKAaRCRAJyHiARgGkQkAOchIgGYBhEJwHmISACmQUQCcB4iEoBpEJEAnIeIBGAaRCQA5yEiAZgGEQnAeYhIAKZBRAJwHiISgGkQkQCch4gEYBpEJADnISIBmAYRCcB5iEgApkFEAnAeIhKAaRCRAJyHiARgGkQkAOchIgGYBhEJwHmISACmQUQCcB4iEoBpEJEAnIeIBGAaRCQA5yEiAZgGEQnAeYhIAKZBRAJwHiISgGkQkQCch4gEYBpEJADv8v/tkpTzkv8t52r7P3I/APACIhKAd/k/EmIuxreZALwDEQnA29wiI5GQALwFEQnA+9wgI5GQALwHEQnAG12ekUhIAN6EiATgnS7OSCQkAO9CRALwVpdmJBISgLchIgF4rwszEgkJwPsQkQC82WUZiYQE4I2ISADe7aKMREIC8E5EJABvd0lGIiEBeCsiEoD3uyAjkZAAvBcRCcAHnJ6RSEgA3oyIBOATTs5IJCQA70ZEAvARp2YkEhKAtyMiAfiMEzMSCQnA+xGRAHzIaRmJhATgA4hIAD7lpIxEQgLwCUQkAB9zSkYiIQH4CCISgM85ISORkAB8BhEJwAd9PCORkAB8CBEJwCd9OCORkAB8ChEJwEd9NCORkAB8DBEJwGd9MCORkAB8DhEJwId9LCORkAB8EBEJwKd9KCORkAB8EhEJwMd9JCORkAB8FBEJwOd9ICORkAB8FhEJwAnenpFISAA+jIgE4AxvzkgkJACfRkQCcIq3ZiQSEoCPIyIBOMcbMxIJCcDnEZEAnORtGYmEBOAERCQAZ3lTRiIhATgDEQnAad6SkUhIAE5BRAJwnjdkJBISgHMQkQCc6OWMREICcBIiEoAzvZiRSEgAzkJEAnCqlzISCQnAaYhIAM71QkYiIQE4DxEJwMkOZyQSEoATEZEAnO1gRiIhATgTEQnA6Q5lJBISgFMRkQCc70BGIiEBOBcRCcAFhjMSCQnAyYhIAK4wmJFISADORkQCcImhjERCAnA6IhKAawxkJBISgPMRkQBcpDsjkZAAXICIBOAqnRmJhATgCkQkAJfpykgkJACXICIBuE5HRiIhAbgGEQnAhXYzEgkJwEWISACutJORSEgArkJEAnApMyORkABchogE4FpGRiIhAbgOEQnAxZoZiYQE4EJEJABXa2QkEhKAKxGRAFxOzUgkJACXIiIBuJ6SkUhIAK5FRAJwA1VGIiEBuBgRCcAdFBmJhATgakQkALeQZSQSEoDLEZEA3EOSkUhIAK5HRAJwEyEjkZAA3AARCcBdSEYiIQG4AyISgNtYMxIJCcAtEJEA3IfLSCQkAPdARAJwI/+HhATgJohIAAAAFSISAABAhYgEAABQISIBAABUiEgAAAAVIhIAAECFiAQAAFAhIgEAAFSISAAAABUiEgAAQIWIBAAAUCEiAQAAVIhIAAAAFSISAABAhYgEAABQISIBAABUiEgAAAAVIhIAAECFiAQAAFAhIgEAAFSISAAAABUiEgAAQIWIBAAAUCEiAQAAVIhIAAAAFSISAABAhYgEAABQISIBAABUiEgAAAAVIhIAAECFiAQAAFAhIgEAAFSISAAAABUiEgAAQIWIBAAAUCEiAQAAVIhIAAAAFSISAABAhYgEAABQISIBAABUiEgAAAAVIhIAAECFiAQAAFAhIgEAAFTeH5H+13/+85//+d9Ag1sf/5Evgcr/pIDAQgGBZSkg/0vSyBu8PyL91z8AAABX+C9JI29ARAIAAE9BRAIAAKgQkQAAACq3jkj/djf4L/nBKaD0n2UF8+OWaPkXBQQGCghMSwH5t6SRN3h/RPof7gb/h3wNlP57qXD/LRtAiQICCwUEpjcXECISzkWFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoWDiQICCwUEJiISpkaFg4kCAgsFBCYiEqZGhYOJAgILBQQmIhKmRoUb97eMmfMn249GATnsd1sm/8jmM920gPysI//Pj2y+jzKp0vIrm8gQkTA1ItI4IhJ6EJGuQ0S6CyISpkZEGkdEQg8i0nWISHdBRLon/ym2+IpPsqOISOOISOhBRLoOEekuiEj3RETqREQaR0RCDyLSdYhId0FEuiciUici0jgiEnoQka5DRLoLItI9EZE6EZHGEZHQg4h0HSLSXRCR7omI1ImINI6IhB5EpOsQke6CiHRPwxHp9+fn9/cLwxQRadxIRPr9mXxRPa+A/Ll33X+CfvSdJyJdh4h0F0SkexqMSH/yRn3fKicijRuJSMvCmjp6P6yA/MqbnvrU/BCRrkNEugsi0qn8+jQtr8VYRIq93/9K3RwRadxIRBroek9PKiBaPtp8ZH6ISNchIt0FEelUH4pI0nEx72fZMUSkcQMRaf5PyecUkHZAWnzgxSciXYeIdBdEpFN9JiJlpVPavgURadxARJKlNXH1fEoB8X+X3vT+OSIiXYeIdBdEpFN9JiJJv80H/jR5Z0Skcf0R6QEfkg8pIHsBiYh0EBGJiGQiIp3qIxEp7ft1C52INK4/Is3/TaRnFJD8FdcRkQ4hIhGRTESkUxGR3o2INK4/IklH2ZrSEwpI/i2knx/5Fba/v7+koBCRDiEiEZFMRKRTfSQi5X/RRkTCju6IJMt16iX1gAKSJqSfcjJCSiIiHUJEIiKZiEinOiEiSdu3ICKN645IUqdla07zF5AkIVUBabX9JDcR6RAiEhHJREQ61WciUtr5/e/UvRGRxvVGJFmtc5fO6QtIkpCaM7HMKBHpECISEclERDrVZyJSUkW/LSERkQ7ojUiyrGRrUrMXkM53+5eIdAwRiYhkIiKd6u83sa5LIU2r5ZNrLCKFdf91CYmIdEBvRNp6TV45Jy8gsUrsvNt/RKRDiEhEJBMR6TrruhTlp9VgRNp+aFP/SYVnIyKN64xIUkxla1ZzF5BYB3qqwJsRka5DRLoLItJ11nUpXo1IX4uINK4zIm1VevbCOXcBWadgcUURICJdh4h0F0Sk66zrUhCRDiIijeuLSM/4JtLcBUQ+KD/xUdmBiHQdItJdEJGus65LQUQ6iIg0ri8iPeObSFMXkFAFLklIRKQLEZHugoh0nXVdCiLSQUSkcX0RaesjG/OauYCEbyLJ9smISNchIt0FEek667oURKSDiEjjuiLSVkrnL5sTF5BQBC6qAESk6xCR7oKIdJ11XQoi0kFEpHFdEWmr0bIxsYkLiP8m0jV/zUZEuhIR6S6ISNdZ16UgIh1ERBrXE5Ge8k2kmQvIOgWObJ6OiHQdItJdEJGus65LQUQ6iIg0riciPeWbSBMXEP9hdtU3kYhIFyIi3QUR6TrruhREpIOISON6ItLa4QlFc94C4v+e7bL3n4h0HSLSXRCRrrOuS7Efkf5+17fmZ/Sf0Jbjxg+cw+wRaf3PzZysJyKt/1y7fD21eQvIOkcXfhOJiHQhItJdEJGus65LsROR1g+s4KfobXzL6c//UXTzvLdg9og0FFz/evOu6ycdtQjWE5GcP23/dmL1tPc0bQHxr/wr72yyXvZO8yf/0cikJxHp8+KLmr9SW2uISNJt571T5rCiTKq0qMfYlaTQe5fhkaXF0l3zPoWIdJ114kW5pvLUk26t8j9ctCOSfx+i6/5M+hn3j0jrsDt6BWp8AG1VIZ+uYjKbFaOIxf9UBUuPSPGodoFLbqHM6Xc1bQHx8yGb4/I/V9kzllcYWVnJp2lYHNsehew3Fs89XVlA5MM/SN5U2bO+//kL3QwKardkDjdVgxGRdivJgbvMF2XrLr28d7vmfRAR6TrrpIty7WWpJ69fqyzpZJ2lbVWs8M0Fq+yD7h+Rwlsu2xk3Q+p8yCHJdGqLoFw1K2XSi0v4UzXWinrWRVExm/1u5VsjkrJemiGp/CiUuU0+uMLZWtXDn2G6P4JdV0CqQXfCBMnOZTj1ySntz+FGSSPSUk2tcoNFn/G7lJ2Rfpeb7pr3SUSk66xTLsqJTxeHslLzUpR2Tk+kHthYu7O6f0RS4k60tMuXKT9zcZb1uaw/kJSqssiu7fvoa6W5PKpTtz4ub2XaArKNsTLFXRrvvnq2EOITS8f0gyv0aSwP2ast5nu7qoBog57Mj8yf21ZmUpmDnjlcVQ1h7hp/kCpk1x69S21Vqne50nonQ3QSItJ11gkX5XJqrM9EckTaudGcmOKDrdsEESlUL9lOrLuUUrJ2d/yu5nIo64VeVZz0Iv5sSVs8TrkbUZ+73fc+Zi0gfpIOva7N9aLNWfOTKPvgkq8b9+PPcfbn1+suKiCNFzWMn+z/0TtWk9g3hwsljUhLPrONG8yv/bG7dLpr3ocRka6zzrcoV5NR40SyUNLOyYmkpXDyAvu0CSJSFXiitbmeEV8x/B5jNeQHN+tadnF/utgUj6vv0dPO3e59G98YkczqUc5Za8385B9cfkOfc9mXfcbN4ZIC0pyg8DrLrPyEYc+UJaNzDhdVQ5i8bKW1zugkC+BjdzlQ8z6NiHSddbpFWXfMIreJKzrtHE/UOIVa4eY1Q0TyBaB6tWVHNSVbc9yR1pZfR37JZJWeNJ3yn7WjbCzqlRFaYjdjdUiPf36Sqx/5/D7ZrAXELxpjRlp2ikd+xvzTzU1umF359Sj/wSUb6geUP+bcD6+3uKKAtCcoDGD65jrpvCwOzqFTNagRqbOSDN1ltmvpatxl3nu9gaTh1GVGRLrOOtuiLIQ7VW4R10naWV++v3/+dyfLC81uhohURR5PpqgMGr5g+BmOFTD+sGJsS04qLU44Zfwpznq9+CPjSjFWh7/gembZmCAhfWFEymrH9ktI/henN+kpk85hcfnO/pitNfRU7kj2pB9xs7iigKxjtZHf0fK/fahGpPB7XMlkScuqfw4dv65kcyEt6dssTU5o1SpJdpf+0o279Bd2wm/GNe8y6b1T8z6OiHSddbJFOefJMlv9uJCTlTlHuuad44mkYSGNbonN8KE2ZIqI5N/tYvTDvMm25+dZpi1Ob7pKQsVSClZsckJhCUf7E0pDXFbp+UvSK7mn7Cq39X0RSQ504qdLsl7yiZMmJ7tQ7OwUbfW8t/fc3wUFRJ+JdYJCQzIB6cSE5rRRmpzdOYzrSjYX0pJUp3BoNqN1JRm4y1jF0lWZLktHGtPeauczFxoR6TrrZIt0ISziEln53dl6ivleGhbhREljWFB/Zy6tc0wRkcJU59McZjOPTr4S+cnSCs7Ct/ujw4wXsxzaZTs0bOcLp89KV0X6yJb78598cXdfF5HCB1l5aKwIce5C53I600ojTeH46pakPf3Yncb5BcSaoDANcfzzTuVL74zMYewtmwtpiacMM12cMbTL9shdSkvnXYbGYoiUE38aEek661yLsurEcraIe9P1FJZJ2jl0jS/imevpdHNEJD8Z+UxIoyMNGz/HMpVhdss14o/3NccfV9agcHV/An/GdTusqOqwjBxjd7qjb4tIsRhURyq7ZFuZ16TSSEtzgTUX3gzOLyDrWC3qqf0JQ9h6Lf0cxkoSZrVrDrsiUnNCy0X5qbsMvashkvb6LB9DRLrOOteiXAphjSyS9eDX6CI0p53DiZKeJ66n080RkcJcy+YqmaF0+v1s+lnz3eqg6/fIpmxl19jIDn8Gf4Xlqq0iV/LHyOY8Zi0gfsDrabeFCa0+XZJCUa4tbVrjJ5c0xMOLU0vrfGtjcXoBsSbo/4bZDr1kO5Dm2D42h2XRWEhLXGnSoJxRdviu/Xfpe2plpr7L7pp3AiLSddapFuXrEqrRIt0pTYuw2tLOoW94cxztZXyISSKS9s5L0yItHL5g+K6yqRUF6bod3S4rYYHIOkg2Q3XSSleqOMU8viwihVqgTlTYK9uypXeWfcnKCzVFtjflgp3L6QVkHSvHfpP8oFbvZZURZHt0DmVzIS1h/vorSfdd2stS9sXuspnepJfVvDMQka6zTrUoV05YUgtpW4XPNEeass7hRKGcLc5bUGebJCKVn01ONkFx/n1PP2V+W/sAklNsXf3KWDcKskuu4k/5F1fT/gKRjtVKvbvZI9Lgq+tXVeMwP+HbarKvERaHbMf++SKQNnXh3d/ZBWRngrx8ohL+eNkcnsPyeEdawqX8QbKZkV2yALrv0m9rVay+S/9MWm850+Br8QIi0nXWqRblB08oRk62UMJqcqQp6xxOlDY69s/izmuSiBRqRJyGdCaTOS6rjlLSonSffK0WITmJ7PNLI/42SUfB8fcx20qatoBso92Y+CY5qCoonuzeJrxelBnZm9xBWASyvSgX7GTOLiB+uGSzpdktvLyyPTqHvr9sLqQlTGC5nZLDZV/3XfqOfXep3GNk7fsEItJ11pkW5dJJA062VEORcqQp6xxPJA3BFf+V5M+bJSKFOZJt31AVGdkOocUsqbJvmXR/AauwyUl9V3/qrj+SJYus+g9+39m0BWTnU0VnroJFtpzMtaXulpb0/NLSOsndnV1A1rHaf+WaU+Nn2C+L0Tncj0gDlaT7LmWz9dTFecxnkn2n1SAi0nXWmRblhCcfSPlS7Y9Ifp0lej4KJzNLRAoTV5S2P5m8ojlOumxv/xxtSfYtncPCkF052bedMl0vi75lka6niULStAXET6j6SdVSfjRVsrPK1635931lcxGWjmwrC3YyJxeQ3lnN39hEOcOy2T2HyqRKi78l36OjkvTepd9sPXVxU7K1W/NOQUS6zjrToixpoRQ52b6wfh1panWWlszjQtI0EclPkp+BsLV9UVSHOE/SYFrKRbowmrZTputlUS6+Bl+cNp0HXW7aAhJmSba7KB+ABemwfsKkXyu0k0lTPEa2h+7yTi6KSLLZJC9bXa/9svDvn2x2z6FyA9LiT+F7mLauvXdZ3nSpuCnZMrUe+O2ISNdZZ1qUayf9FMv2petXmlqd1aX+tJ9JmiYihenYJkC23IsuX2XNsQCkc9u0lKg8wDRsF6nO2bkmikvMsZLmLSDbKI+Ns18/sqmQDsuS2fvg8vtlcxXWjhzk18Rpn1jvdnIBaYaKwrvCRzWHygqRFj+FA5Wk9y73lmV+l37LtDuC70JEus4606Jc4ekqyfb5xbaQpmZnfa2Xl5rbPBHJz9L2bstGbN8K1PZ18v53l4uBwlafc23eVxx4WpV6xbwFpIrLHZqfWUHSw09nsyLIftna+HUmdyVbUywF1cMjUjWHt4xI+V0WZUZ32oojIl1nnWlRrvB0lWT7RiJS1jmSnc8wT0QKs7FMkXy9ViX5OmlOPhW7y8VAYavP2V1vihWVrbZ7mreAhGkaGOX9T+Ckh79A8/yyX7Y2+V35VTcS4+6FiEREMhGRrrPOtChXeLpKsn3pZ5Q0tTvry/20xXWGiSKSn6alFMm8pO1JczJD3eVioLAp5+xfE3lIKtft/UxcQLYhHsofzc+sIOnh10FzEmW/bAm/ANZrpF/PiYjkuxCRVESk66wzLcoVnq6SbN9gRFIXfNVnYhNFpDB3f37G5DXfNtx0+g7JZ2JRa9p6a68T10tcHP1r4i9dgu2idxcTF5AwT/2T4ydUNhXSYV1i6dcKf33ZFOld+csNhLi7uSYi7b43zde5LAiy2T2HSlqRFn+K5qVrvXepXDST32X5iNciIl1nXQaiXA1+lSyyfennkzS1O29+/Wvp9Sz+WcwUkfw8/frSkreHf+w6m5+taf9DaK8KJcJ6+UmWzkA9iv/k5AQfjjMXkG2IHdnet78KpMM6b+nXCr84ZNPz13DLNH41rZMLSO9r2hs+hudQuQFp8acYqCS9d1nedKm4S9m6R20hIl1nXQaiXDt+zSyyfX79LqSp3dlLP9OcmStaaaaIFIvP9n9hHrbNf/w8ZqVBa9MMFDZ/neX6ce1s+/okC0pabmvmAhImp/uN9auguVz8Kdc60fyE27SWlDTHf539Hp9lx5xcQLLxN/SGj+E5VCZVWvwsDlSS7ruUzdZCKS4pW/dYVkSk66zLQJRvTCiOTrbPL6aFNLU7R3lIksYnmCoipRPlhBIgk6oWnJ0SGJRFyZB1DQtj9wqZ8Cgd17vU1AUkTE73KEv/5mT6+pHN/bqnJnur3X7u/eFjK+dmLopIex//zde+fM9H51AJQNLib6m8gqH7LmWztVJkt7+p5mmvQES6zroMRLkc/RJbZPsORiT7ahObKiJls5dWAGnZ5NVzpwQGfhF0/NErr1/+AoMVyT9Kx/UuNXUBiW927yu7s1zCCdctew7zvilp96YuJ2cXkHXEHNls6Q4fo3Po+8vmQlr8GfwxHW92913ay7K8y51FfC4i0nXWVSDKKhMWjZPtSz9kpandOZUe2Ow0n7kiUjpTaQlKJ6eoN3YJTP7De9JPryu/6X8yJK9f8Z7GloUcNBaszjd3AYkLY3dytg7+gMa0+A8fWTaypXcO15btKFvGt18BtrMLiP0+B93hY3QOfYtsLqQl3JFsd1SS7ru0n7q8S7v3yf+xUSLSddZVIMoCmBahbF9YTY40NTtnS6l5xrnNFZHU6XPSySkLgDSrBcudLvxz6WZdydqL+hUvPrQumuXxXiYvID7TtD4vAv/BIb31uQxTLXv92bXOcVlIQyLelTO0am7n7AJSTkFDd/gYnUNfJmRzIS1hgfVXkv67lG21itV3KZtq77TmnYGIdJ11EYhyzuOqKfb55buQplbnv2zpNs84t8kiUjILWQGKnzlVufG7lCyynU12hFMrs7udw+/wPf12XFPS0JKduVke72X2AmKsjMTfj19Pob+yDMIS8acKMy/bqXhhaUgky/j2C2DH6QXEj6s6bqEoNN+u8uUdnUPfXTYX0hKu3V9J+u/Seur6Lo3e25nVwfsMItJ11rkW5WJMa1C2rz8iLa3JStIOfIDJIlIyDdKwiVOYJadF2FWukbhnO6ZdV0IN2jb9cVX9MivP8m9HyJcrOaS635uZvYDElaGsAG9ZVTIRsX97vcRdsm2tGbVcJNWkeVNzOL2AhFlQXraf0CbDX/epXt7BOfQzJ5sLaYlvsj/OOGO22XGXxlMrdxl6t9fwaXWHiHSddaZFuRTCSnCyfVrS0Tuvm+FbkmmfepXOa7aIFOahmARpzUqXCCWkWCRxSrcdrVPHE8gO37FYK4vm0tj+ca1kt1+IRKQPS9/ccglstqnwExE/cZrrpf4wbK8ZR5pS8VzNFTOJ8wtILOHlBP3E0ZTxr0e3fnnD+brm0PeWzYW0xFURZrd5RtkxcJfloYF6l6GxuYaLHZ9DRLrOOtOinPC4FIp98f2KC0rt7BfZ+jMK+b+IfPdPtRGzRaQwL8WM+wlS5iZOb1Zd4pT6U8Vik548/nsP/vC6fu1WHtkb7yAcIdu3NX8BSV9vt0DKGfLTG1ZOXAbpz2yk/+yHNC2kJe/b8W+EhNXXWDDTuKCArOO2yiZzGfPwfskElHkirobkyDBZPXPoJ042F9KSlJ54qH5Gf1sDdxlXcda7cZeN3nXN+zwi0nXWqRbljKdlMdsXF0lcUFrntF9JujzCdBFJJquqKluzOjfJXPoylmbeeCppcEKxTP9pdd/m10uysOISylZbEC4nJw7bt4/bTygg2cfI8sEqk/SXzm6YibQc/GwfwvkfkdIpTjqH3xTyvf3JpTnjT1h/Ok7mggKSTpD/BTGZyTCcMvb18Jovb8cc+omTzYW0pK+yNDlmJRm5y+TwcM72SvO36ZSPtDhx2RGRrrPOtUiW0ip9i7J9yTIJC0rpnDaV0ldhetNFJCkV1SRsE6vPTVJdXHVw5MtVUi3yWS87hnWk1K/kEtJQkJ2L7LSy+74eUUDSt74lLh3r5XfyWtNeWz/+qtIz47vJ5ryuKCDtCToUkYbmUJlUaUlrT2cl+dhdWr2dExMSEelC62SLvGzlSzTblxZLadI6ZwuqsPV4iPki0jpbraIiGyVjOrMzpSuhFJeR75UtrHAJvfw0zlyu2/t5RgGxJlYkn3Bm73LKWmvrR/s09fyuMz+rPuOSAtKcoDCeMiutOtF6eQvKHCqTKi3ZH8+sJRQv/bG7dFq9nVNXHRHpOutsi7JupSs02+cX00Ka1M7tBVZeam7zRaR1apTvFi0zqzRvmtNZVIt2ZUumXa1f8Ui9AKlnPrVWHfOUApK++Kr2NwEy9euvry03tdoHl5A92q7JXFNAWhMUXiiZlPoFU1/egTlUJlVa8uLTXkLJlT92lwu9t1Nf7pOISNdZp1uUhStdoNm+tFJKk9457ZgqrzS5CSPSMl3yZarRLBr1oprNdC0ksqri++QHxyP1JaKc+dxadcxjCkj+80Sl7Cd1ncZ6UWdM67t0VD+4Vn7PDAtgx1UFRJ/NMKAyJ/UA6y+vejp1DpVJlZbiz2c9lWT0LsdWWmMN6+XpY4hI11nnW5TTnq7PbF/6KkhTo7O+xE9eXx83YURyr35dUxzjm0hO/qsfm+q3mxZKsSz+yf5G/YoH6oukuoMp1tKDCkg7JCnrSVsvrRmr+64d9Q+uhexQ9kznsgKiTlCYSNnZHT6U060vfTWHyqRKS1V9lOVWVJLhu0x/5ntjrTRtiNSa90lEpOusMy6qBS/ti2xfumylqdm5XmDWZ/CcZoxIf/pHS6M5KAtGs1gUpa0oa3G9lMfH8zfOnC40Pebdz7MKiJKSfqr5Fd3rxck/uvxvWcnmupHyOyZZAqYLC0g5melEynz0h4/eOVQmVVqUZWTc4Or1u5RG2dy2EiNr+EOISNdZ51yUM99KPdmilaZ25yIkXbC+Pm7GiPR/Gx8tjY+6xK8vMNl/TLL29yvr5Od3/6Qj5MTNj+X7eVwB+fv79b/e46bBnge3Xrau8sv/Ft+1o0qs/RzZnNq1BST8sw3veaMG5rDTJypJfZfNiOT01rxPISI9nF9gHTVySlNGJJyHAvJ28pH1iG8iUUDuwIpIVyMiYWpUOJgoIG+3vHIL2ZwbBeQGiEgvoMLBQoWDiQLybv6bSNP8XauJAnID/i/zZPNWiEiYGhUOJgrIm4WffJTtyVFATvG3/APZjmwWiEgvoMLBQoWDiQLyZs/6JhIF5ByyahohSPbeckkRkTA1KhxMFJD3etg3kSgg57B/2kh2EpGOoMLBQoWDiQLyXg/7JhIF5BxmRGr/K0o3QETC1KhwMFFA3sp/1D3lm0gUkHP4FKQma79TNu+FiISpUeFgooC81dO+iUQBOcm6aho/jOQXlWzeCxEJU6PCwUQBeSf/TaRb/u7RIRSQcxjZ2vwO0+WISJgaFQ4mCsg7Pe6bSBSQk4S/oa1/4Mgvqnv+9x+ISJgaFQ4mCsgbPe+bSBSQs/ggVCWhsEO2b4aIhKlR4WCigLzR8rItnvNNJArIWcK3kfLVE/9b/jf9j4gSkTA1KhxMFJD3eeA3kSggpwlZ6J+fEJL+YnC666IiImFqVDiYKCDvs7xriwd9E4kCcp517Xjrf45Evl7d9JtIRCTMjQoHEwXkbfwn2pO+iUQBOU/4h9k1d01IRCTMjQoHEwXkbZZXbXHbT7MjKCDnMTLSfdcUEQlTo8LBRAF5l0d+E4kCcqrsr9YSN07dRCRMjQoHEwXkXZY3bfGobyJRQM71q4WknzsvKSISpkaFg4kC8ibP/CYSBeRsVUj6vXfmJiJhalQ4mCgg7xF+juRZ30SigFzg91d+me3n9+b5yCEiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgIiJhalQ4mCggsFBAYCIiYWpUOJgoILBQQGAiImFqVDiYKCCwUEBgun1E+re7wX/9N6D7z1Lh/iMbQOlfFBAYKCAwLQXk35JG3uD9Eem/lhUMAABwuv+SNPIGRCQAAPAURCQAAIAKEQkAAKBy64jEj2vDwk9bwsSPa8NCAYHp9j+uze/swsLv7MJEAYGFAgLT7X/pnwoHCxUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJgaFQ4mCggsFBCYiEiYGhUOJgoILBQQmIhImBoVDiYKCCwUEJiISJjaXSvc73Jfjmx+tUvHggICCxEJJiISpkZEuj8iEm6LiAQTEQlTIyLdHxEJt0VEgomIhKkRke6PiITbIiLBRETC1IhI90dEwm0RkWAiImFqRKT7IyLhtohIMBGRMDUi0v0RkXBbRCSYiEiYGhHp/ohIuC0iEkxEpHv7/fn5/f2TDdSISPdHRMJtEZFgIiLd2d/P8v7+88+vbKNCRLo/IhJui4gEExHpxv6Wt3f1Iy0ofWFE+nPn/pkpNRORcFtEJJiISDe2vLyCv2tr+L6IJMF5otRMRMJtEZFgIiLdl/wt20baUPi6iBS+tTjP95GISLgtIhJMRKT7Wt7dgG8j6b4uIvkTT5SaiUi4LSISTESk24o/ibTgJ7Z1XxeR5LyONNwfEQm3RUSCiYh0W0SkHl8ckab5xiIRCbdFRIKJiHRfy7sbEJF0XxeR4k+oScP9EZFwW0QkmIhI97W8u4G0ofB1EcmfmB/X7kNEgoWIBBMR6b7Sv2njH0Zq+LqI5L+NxC/99/naAvKz4fc8bI+PSH+yEGTzreTUj15jRKQbi3+nQkJq+b6ItJ16pr94JSJdwP8Bi4hke35EWpfBZxbCfH9cG0dEujP/2UJCavrCiOSq3lyfe0SkCxCR+hCRXkBEGkZEeq/lvzUx139s4mxfGZEmQ0S6ABGpDxHpBUSkYUQknIuIdH9EpAsQkfoQkV5ARBpGRMK5iEj3R0S6ABGpDxHpBUSkYUQknIuIdH9EpAsQkfoQkV5ARBpGRMK5iEj3R0S6ABGpDxHpBUSkYUQknIuIdH9EpAsQkfoQkV5ARBpGRMK5iEj3R0S6ABGpDxHpBUSkYUQknIuIdH9EpAsQkfoQkV5ARBpGRMK5iEj3R0S6ABGpDxHpBUSkYUQknIuIdH9EpAsQkfoQkV5ARBpGRDrL3++2PH++/N/eJiLdHxHpAkSkPkSkFxCRhhGR3siv7UWxvv9kbYovTkm3qHB/v1sK+PkNM2HEApduJd7+tsvW1sfqofPn/u0+UsL2Xtb+6wzlY2PxeUQk1W/PIvwG3x2Rut7qrY/WYzuWiDSAiPRG7YjkP3OiRy9Syw0qXDpPIa62YkERbv/RP6CSCf4pOxhlKT+5P1I2Q4HLama2lKprBcWKa9bTobE4xTcWkHwWVtmE9S3C7/DoiLSzELre6nSxpB2KNbSQPc9CRLqvdH1nNUxZnEUN/B6XV7jy46aIHmufSJm6euKKUxafX7JTiUjVybc+shGuk0SkqoTqUVuptGqaGhuLcxCRVskqq2fJ0abzK3xvROp7q/MYldQHZRXJnmchIt1XuoTTpatVOOc7i9zVFa74g9hqqSNqLFCK0qKYuapXHqJk+qswo558ObV8qUQk5RAtI+kLru45NBZnISKt4hpqlA9t4r/B10akvre66iXt6vGy51mISPeVru/kU1RZ9ov8c/RrXFzhmnVGiwWND6cyI9Xdsv2yu6xljWXhDpWv6oikHlJ9VDZO3FFNV42xOA0RaeVnvzmb5Sr8Fl8akTrf6rpb2K+87rLnWYhI95Uuz6R8SUuh+mT7EtdWuFbo+dFiQauzk346ad2U/cWEN0veXzsiyf8Xik/K5onLWxgai/MQkVZ7n4yLr8xI3xmROt9qrZvfr7zvsudZiEj3la7PWL0ai/sry5tzaYXzn/2bH0e+/Ed+rSutGunE/fw6aY1Jpk9altPJV0m8caQ1zyfZqlhuJB7bjEhe1rs8cVYJ17tOGtKuQ2NxIiLSaveTcfGNReQ7I1LnWx1e6qygbNJTCNnzLESk+0rXdyxe2eL+87+0+a0J6dIKl0xQ+DlHH3z8NEmzIw1ODCthMmNZ8lVp7SQb4YCFv4Bsbra2Rfi1lD852F8jXlUaVqE13Ep+tVAkkx/ljG1x2Y2NxYmISKt1UtN2+WV/v0o2cT6/xldGpN63WhrWTlKswgGxYASy51mISPeVru9q1S6k0a3t7FPtq1xZ4dZJWMXpcbLaIW1Ja5ZtQl0KZ5B+sr2sgTwM+Q5Za7xkI984YU+yrtKThGa1MXvEEO1iV2lwOsbiTN9aQPzMpdMRZyN+Miaz6UjTF3l0RFooC6H3rZZ+fnvZn73dai16GiLSfcWFnKzMpDGu5EcvUduFFS4EkHL4k4+c8JkT5q3oHNplW7JG6PVbza1SlrQ/AK7SJaREpPzc1a044VGKE/t2f9KhsTgVESmIc9FcJt/3Z61vjEiDb3XoVfb3B1Q16kmISPcVC1eySpNvDHxfOVNcWOHWSXDqApHkAmkJTVVnP6EywzLpRtFRylK4XlnC0jWkRKSiuz+NbDqha3Viafd3IZt9Y3EqIpLXnHdz19N9YUTqfqvl3W2vCaUWPQ4R6b5i3UpWaRKRHr0we11X4cJMyHYq5gJpCBlCNhOyQxKMn/RtS1OXpXbJSxdRHZHKjO2fKLbXLZ7fk2/1jcWpiEhemAhrmXxdUfnCiNT7VvsVU/fz6lr0PESk+4qfbnpE0krd17muwq1T4KizIPtCsWlXpaKE1QWtVJcl/9mnVqqwYMKlw7qqriHt8SalwUg+2zW3rzvH4lxEJE8a9ElqL4qH+8KIJA27b/V+Atrt8ABEpPsKVcsJ6zuNSM9emn0uq3B+dvQ58Kml+POYmhJkl0yxbLU/quqytDU0IkhYRXVEku1I2queSrDzC3G9jbGxOBcRSfjK0Sgafpa0uX6y74tIvW/17pLRatHzEJHuyy/lRbW+RfqbKV/psgrny0djAmSvjwWypX7+yJlknz9vc2qrsuSXRKNQ+ROGa7dLZHlqf6hs5pJ9Y2NxLiKS8BlINkuhsMj2t/i+iNT7VsetRuEiIh1ARHqjULSc+OEjDUHzP7r+HS6rcDufOPnudipxpGRJnUlmXf8PsFdlaSegVNdu30x5avMZZd9y1aGxOBkRSch28+NsZxk91fdFpN632vFdWx8zsp+I1I+I9EbJh2VSt+KqDR69QndcVuHWkW+Pff5HNb+1/cPXJdm3dc0mWAtJVVkqjq/I7gMRadu073o5i3zZNxYnIyJt/CSoH3WL6qP0O3xfRJLt3bfaST+CtJBU1aIHIiLdV7o+k7olLZlHr1HT1RGp9YnTiEiWrWuekZRPrKos7dWpbXe80/ZnYXmmbdO2nDb5UkNEukA5y/uTIB1as/hQ3xuRLH4RpJ9BSokhIg0jIr1RIyKpH7df+zNJV1W4ds7Y+P3bVp56GsKpit7FJaqytG23P9rkgLC/fevFqfP62OA6j43FyYhIG7+oZFMhHYhIz1IuhN63elP0LsJQVYseiIh0X+nqTD99fLHLtT6fHu6uEcl/4Gwb+pQV4qnMulSVpW27/dEmmfq6iJSPxcmISJv9T7P9Hk9ERNIki6CoXdlL/g1Lhoh0X+lazham/tc2svPLPDIiVVOc7qrK0rZNRNIRkTb7n2bf8HlXIyJp0kWQ/jf8nHTXNywZItJ9pWu5+PTJF+3my0qbeGhEKkNSsq8qS9s2EUlHRNrsf5rt93giIpImXwR5SEr2fcOSISLdV7qWq0+fbNFump9QT3ZZhVuHvB1M/ORtW0dKyV8WkqTRqc61bbcjkhxwPCLtLizp1zcWJyMibfxqkk2FdHj0513tayPS0MfFb/p5E9/zI3VtNkSk+/JreaGs52zVLr6stm3miEj7n0+a9A9vRlnaq1Oyfzwi7YYvb6dfPhYnIyJtuiPS7mw/y9dFpIPznP6BTZqISAcQkd7Ir+2FGvmNvyT+GpdVuJ3qkH8iHYtI2QxLi3LhvZPL7g9GpKGxOBkRSd+u+FkiIj3LmyJSXCDJoTsv/iMQke5rNyK5LvEj1JHGr3J1RGoNuuyV3bufT01hEYRDq7LkS1fj5NVHX/tmylP3VsChsTgZESnfbn4y7kziU31fROp9q2t+iQwXiJkRke4rfDo6jY+/+PGzaHZ6sMsqnP2H7jB3+ebwn9yU61Rlaefkvq6F3VXNDMpT+0Nls2loLE5GRBKy3awSsvvRH3eKr41IR15HOTIcWtWiByIi3Vf4aHGa6cd/Oi2anR7sugq3DnmrPIRpkW3Z0svSr/4fYxNyZJlbkutuDa2aJzuPRCQ7+iT/RQLp1zcW5yIiCT8N+iSFD059rp/r+yJS91td84f6cxGRhhGR3qgVkbI13JWjHuy6Cuc/U7RRj7MiDWZZarVvyjJUlyXz5P42496qZgbVqbdtPdy4q4Z/031oLM5FRBJhHrRJintl+2t8X0Tqfqtr5bnqWvQ8RKT7ClXLSVbtX7YiG52+xnUVzgcTrdKEXOJ3hmlS5mjrnO7IOpVlqC5L1snj+jgSkfxzKDVwO4vsGBqLcxGRvDAR1jJRZvrZvjAi9b7Vq2yxlOeqCsYDEZHuK5QtJy7UpTVZkuHDyZGmr3JhhVvH3KkLREwFYU7aZSl0lu3lH3OQL1eyNyQcpSyFU1QffskaOhKRwuHtE2+nlY2+sTgVEcmLa8FYJvWieLgvjEhhtvfe6vXfZgt1w/GfNrKp1aLHISLdV6xb6WJeN8P3QtM+j16oLRdWuPDhXw58kgpCMQkT1ey87dj+taukk69KVkSKq6AoeunyOBKR4t01T7ztKJ4iCjscaToXESmIf5wqZjPuKKfv+b4wIvW+1fKP1yad1m1HNpWC8TxEpPuKCzZZpn51rz9Vl/8DzGnc/xpXVrh11BfZ3943/iGG2Kp33sqMbMSiExaBbOtlST959i3GYxEprsHsevWHrWy6fh1jcSYiUiRNTjpLySRlk/wdvjEi9b3VYTMc6ReK9ce1xyEi3VdcyHGVZh96BenyXa6scMkEhd8D8anVVxNpdqTBCZ9P6T+QvrWF+ZU+YTvmX60sZUulOLu/xqGIlC648hEXoevYWJyIiBSly+Sf7dco/7J/pL9eEo/3jRGp862WLd8nRul1c6EUjMchIt1XWtBkfWc1rhA+Ar/KpRUu/XT558eRL5eYIF9ITyefu6y34wuYbC6yHrLbUcuScXK/K6wP31B/Hmqnzu6yvOukZ7ufMhYnIiIl8mVSqVfE831lROp7q9PQlPaInzTSSETqR0R6o7SeyfrOVnJh6/Ftrq1wrfn4CeVFOi6sz6dQvxqdkvqml6Xmyf986joYkaw1l3UcGovzEJFS1hpUFsQX+M6I1PdW652St14tGA9DRLqvtJz59d1e2V9Z3y6vcM0iosWC9udTMnlqp7QGNcpS4+TuzPLV0YjUXnNd/RpjcRoiUqa9Br+0gnxpROp7q9VOyYn0gvEsRKT7SqtZWJbJNz8z31nfrq9wWhFZKoYaCxqfT3mFUTplHVplST35sizky8MRSS+UyvFDY3EWIlKhMZvVevoS3xqR+t5qpVPaQXY/eu0Qke4r/cyL61L9JKwL4be4vMLlv7S1WOeiEQuUhFv9i//VGdWqVZel/PcbF1sf2TgekZRndKdTltzYWJyDiFTSKkj2e4hf5WsjUt9bXdaUvDY0a9GDEJHuKy1l6cqtV3b5IftFblDhst8J8kWmGQuKmqP+J5GyD7Gy/hhlKQ9J/mNPNl+ISHU5bf1X5cbG4gxEpFoZpr83IH1zROp8q7M+RYd2wXgOItJ9tSJSGZJaH1df4R4V7ld+4aNrKv5+5RPq57eZbaXPj5qgLP6XuJMD1213b7J51K+PP/Z/dXdsLD7viwuIJawTYxF+hcdHJFvPWy19fr7zg4aINCe/sr902UZfXuF6rAvl9Yg0KQoILBQQmIhImBoVbtcyQg4RCahQQGAiImFqVLhdywg5X/rtRgoILBQQmIhImBoVzln+eVynEYKWEXKISECFAgITEQlTo8LFn+vXQ5DfK5vfhgICCwUEJiISpkaFc5YxcPSfNrr0V+6vRwGBhQICExEJU6PCOcsYOHpEkl/qffS/XWKggMBCAYGJiISpUeEcSUH6N4r8v3sim9+GAgILBQQmIhKmRoVz/N+laT+M5H8UiYgE1CggMBGRMDUqnBP+HXbZTpnfYfoCFBBYKCAwEZEwNSrcYhmERf0DRz49feuPIlFAYKKAwEREwtSocIvwbaQyCYUd3/r3bBQQmCggMBGRMDUq3GoZhVX+70eG/6L7134TiQICEwUEJiISpkaFW4XvFv2T/Bf2/X/E2/nSf1rboYDAQgGBiYiEqVHhNuH7Rav1v0ciXy++95tIFBCYKCAwEZEwNSqcSBNR6YsTEgUEJgoITEQkTI0K57Uz0jcnJAoITBQQmIhImBoVLkh+Hinz1QmJAgITBQQmIhKmRoWL/vIfSBJf++v+GwoILBQQmIhImBoVLlWFpJ8vD0gUENgoIDARkTA1Klzh71d+1//n5/fr85FDAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAtPtI9K/3Q3+678B3X+WCvcf2QBK/6KAwEABgWkpIP+WNPIG749I/7WsYAAAgNP9l6SRNyAiAQCApyAiAQAAVIhIAAAAlVtHJH5cGxZ+2hImflwbFgoITLf/cW1+ZxcWfmcXJgoILBQQmG7/S/9UOFiocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1KhwMFFAYKGAwEREwtSocDBRQGChgMBERMLUqHAwUUBgoYDARETC1Khw9/S7zIsjm9f51gLys43/j2yOUOZOWn5l80GeWED+1sn6558/2cYLiEiYGhHpnohIFyMi9SEiwUREwtSISPdERLoYEakPEQkmIhKmRkS6JyLSxYhIfYhIMBGRMDUi0j0RkS5GROpDRIKJiISpEZHuiYh0MSJSHyISTEQkTI2IdE9EpIsRkfoQkWAiImFqRKR7IiJdjIjUh4gEExEJUyMi3RMR6WJEpD5EpPf4+X1oICMiYWpEpHsiIl2MiNSHiPQeZ1/vNEQkTI2I9Bm/7iP2lT8XEpEu1h2R6pkmIk3ugogky+2BC4SIhKkRkT5CKt7xGktEulhvRFJmmog0uQsiklyRiLSHiIRzEZE+QT43X0g4RKSLdUYkbaaJSJM7PyLd5nV/PyISpkZE+oRlUFeHPxOJSBfrjEhbLyeZaSLS5M6PSLLaHrg+iEiYGxHpA/xnJBFpXn0RSZ1pItLkzo9IckHZehQiEqZGRPqA+MG5/9O+DUSki41GpKQjEWlyp0ekB38TiYiEuRGRPsCXWL6LNK++iKTONBFpcqdHJLmebD0LEQlTIyJ9wjKoK9keR0S6WF9EUmeaiDS5syOSLJhHfhOJiIS5EZFe9bPJyunrNZaIdLHOiKTNNBFpJn/yAsvm4oMRSS6Wn1nWmmw9DBEJUyMivUr9LP1bWotCOISIdLHOiKTNNBFpJkoe+mRE2s6cL6ut7ZnfRCIiYW5EpFc1Pkv/XquvRKSL9UYkZaaJSDO5PiJJm2w9DREJUyMivar/s3QEEeliL0wrEWkm10ekremh30QiImFuRKRXEZEeiYjUh4g0RFlWslxk63GISJgaEelVRKRHIiL1ISINUZbV1vTUbyIRkTA3ItKriEiPRETqQ0QaoiyrrUU2noeIhKkRkV5FRHokIlIfItKQelltLY/9JhIRCXMjIr2KiPRIRKQ+RKQh9bLaGmTjgYhImBoR6VVEpEciIvUhIg2pltW2WJ77TSQiEuZGRHoVEemRiEh9iEhDqmW1NcjGExGRMDUi0quISI9EROpDRBpSLat188HfRCIiYW5EpFcRkR6JiNSHiDSkXFbbtmw8EhHphn5/1oX38zu0xI8dNTsi0qte+Cw1EJEu9sK0EpFmcvF3kZb/xt+Tv4lERLqdX1mEm3WRJy1Fel8tbet/jDJ49JLN3a3C/UlSNaOq67T0+GnN03YO8wzbKayTRNK30XU7z8hn6a9c+9e4QSLSOZpLZXxaAyLSTPYjkv3+Bz2vtbas/tTTbiezTjUJItK95FFn4dZY0taISNpR3+FWFa6cPb1ApL206uI/oZzGf2s/6bGoSl9WIrPOxQmrdSOfi9YfQ9XzyWa8EeVj9hqPLiDGUpGpzSOSn9fYrs20MnfSYn/GTmnqiBTnM1imqPv9T3S81q1qUdsrcTMhIt1Ktk7FbxGHNlmbsnabr8LD3KnCKdOg1Id8jvOPMKeIWco8KnWxqHxJiaw6ZxdU7nhtz2psplqh2/lkIz6u7yeb13lwATGXiuzLpjsuhtCszbQyd9Iy+8ed4uERqepRFZxV12vdqhaVosTVVWQmRKQ7UdagI39zswoLPG1TD5t7XXa7T4VTytWinIdqsqRdVGepPpUai0T2rmKJVG4q7amca22PJ8iV3yZbLZ3kSyLSieylIjOVznY8ILZqM01EmoXyei9TFCdV6ZBVik3na92qFqWqX1lGpkJEuhFtoRbC+t7vKx0f7jYVrjkheX2oa1ZesurT7B0vtM/CP7V30lO56bU9nGDdChoXd73kKyLSieylInuTyY6zpzSmhxKRZqG8kFlEUl/YvOA4ai/ltW5Vi0L+PaRFdcWZEJHuQ1mBlbDY9js/sJwp7lLhjPlIP320apQWEO00e8cL7XNP/r8QT9gqeuEE65bXvPgfEel8O0tFdsdVEWcvXXDaTBORZqG8kVlEkv8v5G91/2vdqhYF2ZWaed0QkW6juVJTAxHp+k+nM9ykwqWT9/PrpPOTlKTwJ6yf5K9HZd9CWrLdaX1JT7teJmnQPg037mzpgbFj2irWdn+CvJhK4yY7Z/0RSkT6tG18m0tFGsNcxzWRJiR1polIsyhfdGeZou73fyWtG+u1Ts8hth2Z0Cu9ZpHKZkJEug1lAdbC6u7oPfGy7HeTCrcO+Cp8isS/4E9Kkm9Z5kY6pD/N6D+c1pPIRvqxFBJWclRsC01ZiQzHxyWjNAVru/bBmXb2J/iTi/td8V79XcnmdZ5aQPwAr0MuG3H4w2z5tReXRP4Bqc20MnfSkl7gIR4fkcKv1Srv/6L/tU56etuOjOxZl5lS4qZDRLoLX5dsrYi0/t63X9kiexGe6h4VLsxG9vkTpqPMLr7XcpiWQqRt6Z2dMJa+9KiQxULfpESmx4fm7KRytHqh9DJxcTXuyYlLzveWzes8tYDsLJViWuMs5b3MmZbNhbQ8sKRMHZEWygwm72Q63aE5bRx7rdVqkZHz+Q6uP7/RliIiHbYurOjn9/fv7zeuXxGWpixV4ddwtrCv/3g6wS0qnFp7nNAu275+hJqRfTI52+5wlt/ifGHSi8N8e70M8hNU97PQip7vmF5HmqqLx4sRkU60DW9zqeTTGueoDDnaTCtzJy3l0Q/w7Ii0//5LS+drrVaLjCyecEjHP217b0Skm8jDUFhX5a9jhqWZtccFmy7s6z+eTnCLCucnoyocflZ9+ZGORTUKZPZa9SdMbnW8tPsD4yooevoblc2VtGUX9SdIDg8Lrrp4suZiOSQifdbOUsmntbke1JkmIk1FmcHmfNfv/+BrrVaLjHSoTjctItJNhKW6SBdgslKdsCfrL20LaVk9Z5m23aLCraPtyGZCdvgaI7PW+qTxcy2bJf/RVR9efKiFNVP21M6gFT1/gmQFSYt273GJxp1EpM/aWSrZtMb5qSuCMtNEpKkoMxgmfP/9l4be11qtFhnp8JzPHiLSTazrSuTrzy/rlRqR0v5p7+cs07Y7VLi68ARF/dopMNrnVUL2ah+L+YlDcatOJO3pnWr3VN+If0b11sOii+f1TbJ5nYdHpOY7Hqc1rAats3YeZe6kRVnhs3t0RKomXNrDPI6+1nsV7EYv/rsQke4hrMZFsbBlVa7C0kwb08IV6+EjC1rlDhXOz4VsZmSXTKlZkRzZXZe2hZ9abVrlxHLesAi2zYS0p6fQil5ddv0zmneWnPc2lfKpBWQb3saEOGFaY0XQutYzrc6dtDywojw6Isl2JO1hHkdfa7VaZPZK3HSISPfgl+qirEOxxiULLz1AmlZp5wcWtModKtw62I3hlorh921bjj43vr6ovwVipo5sn18E9UWUCqcVPX+CeBfS0Ch8/tbiBc2bPdNTC4i5VBw/rbEgmB+D6U5l7qRFX7VTe3JE2n//t83+11qtFpmd9TYfItI9rGtKSFMUqmGyNGWprqRpI22LBxa0yg0qXLsgOTJ3ft7itKm/6RHrS/znTAJ/rGzmZN92UH+JdLSi508Q7sF8Rm238jF7jacWEHOpOH5at/9z9E+saqYdItJMlBlsv63Fy97uuFJ2a9UiF1dcY8lNhoh0C34tLurVl+wNO5OFmB8gjYsHFrTKDSpcSLDLv0xbkX3SN5toZX6Saa0++aTZvMx2ynblk37pklGawgnCHfhnbBU92R0vSET6NGupOOnuRWPmqpl2iEgzUWaw+/0ffq3VapHzF189YMEQkW4hXVbKqpI9TliaSQXMl6s0Lh5Y0Cp3ikgW6ZsXEKXS5J9sWemSNtM25UrVFEqF04pedYK9xCO744ojIn2csVScfK+y0jbaUiEizUSZwe73f/i1VqtFwV99o36LcyZEpFtIP2WlKRXLXViaSQXMl6s0LohIpyg+jHShUOQFpK41xdligSkO1G2n6y6RC6WpPoHWKSX7iUhnai6VRbGzNXXaUiEizUSZwe73f/i13j1i4S8vJl80RKRb2IlIcXdYmkkFzJerNC6ISKdIpqItqVZF/7KOFQUmzG7Rrtt6d5fIhVb0qhNonVKyQolIp2otlUW1KvVqoC0VItJMlBnsfv+HX+vdIzbxA2tV38dEiEi3kC4paUrF3WFpJhUwX67SuCAinaL6MNKkVaL4J9OrcqMXmOLzULedq7tELrSiV51A65Sqaql/Btm8zrMLiL5UFvWqrFeDoy0VZe6khYh0P8oMdr//w6/17hFir8RNhIh0C2mlk6ZUXG9hrSVLMF9/0rggIp0irwYNebXKK0hdQPJPvu1YX/dM26m6S+RCaapPoHVKVbVU+Zi9xtMLiLZUFsqqrJeDvlSUuZMWItL9KDPY/f4Pv9a7RwT+Hjb7/W+LiHQL6XpSClksd2GpJRUwX37SuCAinaK7aqR+kwlUJuov++TbmmRD+6ArdJfIhXb71Qn2Eo+chIh0PmWpLOL6Cl9pK1RbKsrcSQsR6X6UGex+/4dfa7VaNPi7WM27cohIt5CupnpdJ7EnLM1YAYvlKo2LBxa0yg0q3ME0kH6ySVMq/UbTNpHZhqm7RC60oledYLiWHhyU9/uCAlIvFSe0/cUvlQ82bakocyctD6woRCRHNivVa12ewObvY1HfyySISLeQrqW6DCUfpmFphrJXLldpXDywoFXmjUjpvKozlXzyrdvydcesdpfIhVb0qhO0z7iR3fHeDg/Ku31FASmXiuNblhkLe+u1o02sMnfS8sCK8tURafi1VquFYafEzYCIdA/rKhLSFMX6F5em1raSxsUDC1rlBhVur84Y/Cw2Ko4/83bq/urUXSIX2mmrE/iGxpLylTDuJiKdK18qTjqtYWe9IrSlQkSaiTKD2qRuipfdd+x+rQeK0CaGd2mYDhHpHsJCcsr1GgtcsjSTA/LlKo2LBxa0yo0i0pHhlkNb9SOrUX7K1z2m7hK5UJqUE0hD4+L+1uIQEJFOVn6cZdMaS0i5JLSlQkSaiTKD/e//ttn/WqvVwrYdcINKcBAR6R58VVoVK9sv1EVYmkljvlylcfHAgla5Q4VbB9uRzdyv+c/L+nlv9ZHd6xSXH4K59D9n0l8iHa3o1Sewb1R2JremfMxe41siUrZUnHxaQ7nIptkhIi3P9bURafS1VquFzb7E/RGR7sEv6lW+/vwSW4VdoeaV3aVx8cCCVrlDhfMzpI53q33TLmabrCJtX+uxw91D/E++95dIRyt69Ql8S77YRFiM8Un9mMjmdb4mIhXzqG9WE6gtFWXupOWBFeW7I9Loa12dYF/7ZuZARLqJdRV56QLMElLcE5ZvuVylcfHAgla5Q4XzRUCrAts8pTuyTlp9k/9fZRXJz7lSn7bz+B3tqqRUOKVJO4G0aIsqPD8R6VztpVJP67bp5BOoLRUi0kyUGRx4/7ft7tdarRaV7GT+NLI5HSLSTcT1uAqLW5akF5Zm0p4vV2lcPLCgVW5R4fxk1IUjTJNsL/+ITTot5afR8s8lyZcr2b0dEtZIVfrCnrxjR4lUm7QThKjevnj6aESkTzOXSj2tcZayCdSWChFpJsoMapO6qV72wddarRYFd8p0ndymEhxERLqLdRklfv/+/rJ/X3AVlmayJ1+u0rh4YEGr3KLChWpSVo4wS9sO+Vf+kmq0bjvb1jbfyUl8eZGZDKcr6lmsZtuOgRKpFz3tBNJkXDxdcbcpjA8tIHtLpZ5W3yGfQG2mlbmTlgdWlC+PSIOvtVotMluH5GS7R9wcEeku0iXZFhaaLLxFvvikcfHAgla5R4WLs5EWmvgLr9sUhQ+p0Ml32GZKNuKEhjVRbudzXn34jZRItYRpJ4gXz9ZVvLgT9ygfs9d4ZgHZBtdYKsq0Fqtxo800EWkmygxqk7qpV8XYa61Wi0Q4LFzar7pplw4R6TbWhbQnLM1Q78rlKo2LBxa0yk0q3Dreq/BD0+m3AKVNtvzMlP9mSKgvco6wHSYyKVy+Lf3vT/iVMFIi1aKnniB5nvBbevKQfldccf6uZPM6zywg+0ulPdNZozbTytxJS5zfx/j2iDT2WmsnyGy7ne2Y+f9ZJCLSffh1bQpLM1nY+XKVxsUDC1rlJhUun7wfR75chcoj207Ww0+UbC6y/bLbyU5bXiYshCMlMltF6gmMZ/S74oojIn3WNrorfako0xonMM6TNtNEpJkoM6hN6sZcFYud11qtFqnkbNmp5l05RKT7yNeqLizNuPiK5SqNiwcWtMpdKpw1ebFSJbOWCBPYOEla6fQzrOI68OfpKpFKU+MEzWf8qz9CiUiftbtUrGlN+mkzTUSaiTKD2qRu7FVRUF5r9QQZ6VBo9789ItKN6KsrE5Za0jdfftK4ICKdqFloskKlTnHsoJ4kn9/mIkm6DZVIpal1gsYzul7yFRHpNHtLRZvWZPH4mdVmmog0E2UGG6+vo66KgddaP0EmrrFEfSfTICLdibq6/km/jx6Wpta2ksYFEelMjUJTFBNlitPyoZykrEb6IlHP0lUilabmCZL/XGq0dJIviUjn2Vkq2rQmi8e3azNNRJqJMoND77/T/1o3TpBRTlbfyDyISLeilD23GpM1F5am1raSxgUR6Vz+oyWR/mdBNmWnvWpVVxetoOX/lZOhEqk0GSeonnH7eWHZICKdyF4q2rQ6W6sjO7SZJiLNRJnBofd/1ftaN0+Q2ilxkyEi3Uv98eeWatIWVpvWtpLGBRHpbEVxqAPSIpviuor5+rbSq0u5Ssr/DNxQiVSajBNkv0EXn1A24/MqH7PXeHIBsZaKNq1OPGTbo820MnfS8sCKQkRadb7W7ROkspOFX/GdFBHpbvKPv3VxJi1haWptK2lcPLCgVe5W4f5+pTz8/LaH/1f+4b/Gf+FWzvGjJ6yNnMJNcuMkH+T/SVPr/m7j2QWkZ6nAMn1Eepu3vtaSkh6wLolIN7StVVf2qHu7qHAwfWMBQT8KCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMRCRMjQoHEwUEFgoITEQkTI0KBxMFBBYKCExEJEyNCgcTBQQWCghMt49I/3Y3+K//BnT/WSrcf2QDKP2LAgIDBQSmpYD8W9LIG7w/Iv3XsoIBAABO91+SRt6AiAQAAJ6CiAQAAFAhIgEAAFRuHZH4cW1Y+GlLmPhxbVgoIDDd/se1+Z1dWPidXZgoILBQQGC6/S/9U+FgocLBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsFEAYGFAgITEQlTo8LBRAGBhQICExEJU6PCwUQBgYUCAhMRCVOjwsH0hALytyxy50+28T4UEJiISJgaFQ4mIhIsFBCYiEiYGhUOJiISLBQQmIhImBoVDiYiEiwUEJiISJgaFQ4mIhIsFBCYiEiYGhUOJiISLBQQmIhImBoVDiYiEiwUEJiISJgaFQ4mIhIsFBCYiEiYGhUOJiISLBQQmIhImBoVDiYiEiwUEJiISJgaFQ4mIhIsFBCYiEiYGhUOJiISLBQQmIhImBoVDiYiEiwUEJiISJgaFQ4mIhIsFBCYiEiYGhUOJiISLBQQmIhImBoVDiYiEiwUEJiISJgaFQ4mIhIsFBCYiEiYGhUOJiISLBQQmIhImNrXVrifDZ+aO4hIsBCRYCIiYWrfG5GWB//nnx/ZRAMRCRYiEkxEJEyNiAQTEQkWIhJMRCRMjYgEExEJFiISTEQkTI2IBBMRCRYiEkxEJEyNiAQTEQkWIhJMRCRMjYgEExEJFiISTEQkTI2IBBMRCRYiEkxEJEyNiAQTEQkWIhJMRCRMjYgEExEJFiISTEQkTI2IBBMRCRYiEkxEJEyNiAQTEQkWIhJMRCRMjYgEExEJFiISTESkc/3++I+2X7ve/f2uHX9+fqXBImf9+d056QMRkWAiIsFCRIKJiHSiLfVEzUDz9ys9VuunoK+Si/ywv/ys/qRZq3ahrIO0zYeIpPNZ/Btjc+aBEanzj0+/Um/etwL+5Mqdf3KbAhEp+PvdPndczZAWEJFOVAakxY9avLKAtHCfg82IVHWWk6YHaBEoO27eV+IrK5yykmTPpsri0v6NHheR8j8+NdOP2k02l/Xgl4i+NvzeNIEXleYhKYmIJPI/asvk+jnftr4SEeksysfaoq4zxXeFVj9/rYiknnY9abanrqTZbmmbEBFpI3sW2pJ4xsfZEQ+LSPmffBz924hFnPHdZGNZDeFE646S7EvqRnXhpSrJvpkRkVb1p846uUQkItJJtNyzKUucUooWac1LKlPjtEuP7ETVR2S2Vy+zUyAibWRPc/2ki+arPCsiKbOrvLxqtVkWgHyZ/RFKS8++2sRz64Vm4sLhEZEWVaR2lsklIhGRztH63FrkZcbq6cVPu0bvreplVW1tSZg7J0JE2siexkfZ4gEfZ0c8KiKp73s1sY2q4MqGfLXWh9BrPSYne0KlaZzxCYuKiOQ0AzARiYh0jnWZtaRlplmLUjEiNZf2IjtX+WdFaV7NXOeISJv2nmD+j7MjHhWR5P8LsR6smjXkL4tIYa3U30Yqv4lkVKXpFxURqV01fohIRKRzWB9cTlLidnpuQn/t26OO7M1PJm3C2DUXItKmuSPxlRnpSRHJ+3Hky0Uxr9K6ybrmESmcdd1K+SN8oUkv9uukV599URGRio+RdMXIr7jN/RHxIiLSCYol+Pv3l/9Wf1yAxh/XEiEipaXrJ5w17M7OluQwRxpXUxc5ItKmat9+4Shfad+YkR4XkcKv8MfZzr4PlCwC3+4Xgd8l7bJVlIb6m0hxCcUf0I5t5dGTISIlqyvMr/+dWL9ipPkbEZFOsC4yL5Qt2V6EEifbO0JRku2FtLmzJp+DSbXMy2j6uTl3jfvaCudrmGwukllNZztpnvzj7IiHRaR0vkOzvgjS1qzc+NUR2rbNoEhS8dB0+YQfCc8uMx8i0jqLq6w8pB8eRKS3ISIpGnkkLVrSlPV0fn///vw/AJfw50jOEOrUX/rhmNXFdP2np5y7xBGRoq3FKac0TndWBL/CsyJSPrOhXbYX0lJNdVoLfI2QzaKrr0L+WmH1FGf07WnFmc/XR6TwodOuGkQk+foNiEiKdKk1Aow0y5YI31Evk5PS3ihTjUtnJ6TCTUmmNqlrYbLLWmfuerpnRaRGSpFNJ8x00VMrN6EpXxX+FNIrHFedUdrnXlPfHpHC9BpVg4gkX78BEamWlKZiGUrjYt1Oe+YVKVmsTn9Eys4obU56usk/NIlInlHrkhmvPuee7lERqXzNfQWI7dKgFYRYDMJO2c5Whe/ml1F9Dc/vkc05fXtECh8isp2KnxPS8I2ISB+XBJmizCQBZq1Rac/is0waN0pEan30pWEodEmuq9bSmRCRPD/Veub1eyef7nGPikjVWy7tYVZ9SVAXQagXobs/cboqypUim8ZHqL7iJvHtEWmdQUf9AJF9RCT5+g2ISDVfchbS5Emrsy5Q+XpVlJ0s1fjVnEUq/bMvO07asjuaurw5RCRv227UurgQZPtrPCoiyXYk7eHl96+2ugjCaWKtkIa0v7T4heUP0uqLFCAi0rz89OpzGD4pZPsbEZE+bl1im3IdSrOzFKBQwRZbhyiNNb6eZQe4c2h1UTtONld6spoHEUmY3z9w/H71w/PBnhSR6pe1XAXbZmsR+DUQz1Of2RcM3+KPkc2ctW8SXx6RdsqC7CUivQ0RqVLkmIalpvnVuqiLoexYhOUs21F9WHp52ZumpunXPhFJ+FmVzUr7Y/bZvioi7Uyyslta4rKR7b51Jftmjt1fHpF2ysZeVfkCRKRPS4OPwfX0y3FRF51kb9ipnLv6VlJ61q1FNlbTf2ASkUS5Xdn2f121+6qItPM9Ab8GkvP4I3xTuR2WzfKPLldk38xV5Msj0jp/7bLhl4NsfiMi0qcpMUbjetZhJpWcJxRAXzozRb1K+6y7shtau8yMiCS2TePT6kur3ZMiUvMPTmVEks2K7E4XiTT5Q2QrfmRKg4mINK11/toz+KVFI0VE+rQ0+Bhc9ZOvFsqKTaJOrJRZ3AnySlomL/lyNXNt2xCRxLZpzKhfK/Xn7KN9VUQqF0VJ9qeLJF8Wfiv0UP8UVmpebwLfHZHaK2vj98vmNyIifVqaUAxujcpXC+2DTnY5yXrWz54t+LTIuR1ZqpIuEyMibfZqXU+PRyIiJeTlz8rL1iS1QL6OhSGtHk1EpFntFgXZL1vfiIj0aZ+NSHniCbIVn9yBO296PzOXNkFE2hCRGohICS0i+QqynNx/HTsQkR6NiLSLiPRpaSQxuDUqXy2UiJTUqmw9h/+cZCqrWWmVy/7D709Y+ESkzW6t6+jxSESkhBaRfN1ZDvK1ZNuxSItHU/N6EyAiLZpFQfbL1jciIn1ammB+/prynkrNSWpVsZ7z2LPJuiQnzv6buDNXNo+ItPHLQwnXwq8S2fwWXxWR9uZYuueLxB/0p3wTaf8zdHbfHZF8BGqVDT/9svmNiEifluaX9ufXIkkvSnhJzlOXq/Qiq+xKSbrKPKHsEZHEtmksMb9GZPNbEJESakSK30byFUjaV9Jkl66JEZEWreklIhGRPu5QRFKWpOxYaNGm/FaSNG/SM0dKDpsPEUlsm0YxKw/4El8VkdodN7K7qEO+dIT/l/aV1vYkXx6RdqrCXub+AkSkT0u/hWN/PJlhKj2NXgDTHsWaznd5rTo6FSKS8KunOauyn4g0n3byaUSkRqBRM1BdHqR58/RkTURayWZJ9hKR3oaIVMnqj7TpzJ5+KS92/oy4yvukR3vPKHpEJLHz6RiWwGO/HdDwVRFp5yOttQbSP5yVe/0xsvk4Xx6RGqlZhI8k2f5GRKSPW5eYKGrc+lPakXRaFQEmi0+tiJRWurxPdrh4xmclEcnbtlur42uL3XdFJPt7ibKzevXz8iCNwv4M/Zm+inx5RPJrovi8EeETRba/ERHp49LgkheUtTL9/Ib/rJr/A9sqL3LSuEl2ZSdMK11RI7NTr/R3YjpEJM+vM31i/QJ4yLT3+66I5Huq0xyKQJVr2jUqlh7ZzLjjfuqbmsq3RyS/KLRpjB8o0vCNiEgflwaXfCGGkiV1KS1UWdfi3z6Ke/6yWpgeL01edhOrqkzOiYjkhSnWPh7DApr8A23cd0Wk5jeKnFgDqp1peZCmwC8dZVlth2nrbR7fHpHCh4Zsp+LHjjR8IyLS561rTKTlJC5AX7TSlqRvWsAWoVIuO5IzpodLUyDNwdx1LSIiBWH667k1dj3dl0Wk8IlX9U2qSJ2f4p+uqhUSjmufceY/bn17RAqfDEbVICLJ129ARFIktSldiMkC9Esw/zaS6/z796f8w5ChVm2n8JvpddqFTsxc1VJEpCBOcTn7calJwxf5sogU/yxUdE4LQP3yx73SkAirp3nG+r7m8fURKXy+tKsGEUm+fgMikmZdZMH2o0d58PE1K12Vbb4i+d4/6499Z2esi6Ds8KR1ekSkKPkUTOc/WRhPCcYDvi0ixUWQTfZOdQj7y89JJ54x2xnPOHNCIiLFD53sx8ryH+6Qxm9ERDpB8tGlC6UnK2RNspKtzluPVH4Tj/msJCIl0qr2u/265OP+izOjvi0ipYsg/CKIrAK/S3n7/SVkM5MUGn9k+r3tuVcVESn5ZAi/oOjn168Yaf5GRKQz7CWfWPqS+ta2dbeCl5aAZNdG2uZHRErZy+cbE9L3RaS8Lvw48qU7Xv5fKw//f3t3tN04biABdCfJ8Tjxvuz//+yKEigBBFhUT3psgbr3JSYEUTTJFKo5bvdt1vgWaW6rZo8Xk99VKlK4vB/rylVmviMV6Vs0N2GnTqw88+aWlKF3DVOrvHZ1nsVSRWqk2+c8F/1XvF1F2v+z09eaAaOKdHtX2dgKt9Xsd5WKtH95P+6LTJn4jlSk7/H00rWbb5WSlPv77KN006jK2AmoSK39m+I9G9IbVqS9DLm8u3w1qkjXXe3eI7u31fR3lYp0Mb68l2urIqlI32V/6drk1U6+1Q1nTcq950ijhnTSh0gqUtm82+vYw5viDbxhRdr+HrWb5c3ly2FFWj6kfDmwk1/z31Uq0mK0lCw3lYqkIn2bnT4z+OW0w3yrV777W8bL4TC2mo8vY2egInX24u49vWNFGtwDt5wpG8OKdNlXuktGtev+4+ATU5Gu+st7vUlUJBXp+wz/aDcMqz7f2jZUBVO/HO7EXP3hZ1ovVaSBzV0x/z+k9V94z4rU/JWzxx1QNsf3w9fBQrgNsDMUJBXprvm7r+vFVZFUpO+0/S2Q+0tXm2/L3bpTkbb73Gs/zaxTRFsh4Ya+Pte/5/3W/ejiTAHya77WW+DZO+D4j07rXfXH4x+WnJ0Aefgsf5ntNBf3d1CRvtcaW8dL1+12rf6R211ln5c97u+yfOrVmR4iSTiy961IPEOAEKlIb+G0D5EkHJkAIREgRCrSWzjtQyQJRyZASAQIkYr0Dpq/+Xaun02RcEQChESAEKlI7+C8D5EkHJkAIREgRCrSGzjxQyQJRyZASAQIkYr0BuqHSGf7DRcSjkiAkAgQIhXpDSwhsDrZQyQJRyZASAQIkYp0fmd+iCThyAQIiQAhUpHOb8mA1dkeIkk4MgFCIkCIVKTTO/VDJAlHJkBIBAiRinR6SwSsTvY3/i8kHJEAIREgRCrS2Z37IZKEIxMgJAKESEU6uyUBVud7iCThyAQIiQAhUpFOrvkHbMvYmUg4IgFCIkCIVKSTWwJgdcKHSBKOTICQCBAiFencmodIX2XwTCQckQAhESBEKtK5Lf//X53xIZKEIxMgJAKESEU6tdM/RJJwZAKERIAQqUinVv+N/1M+RJJwZAKERIAQqUhn1jxEOt2/PXIl4YgECIkAIVKRzuz8D5EkHJkAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQqUhMTcIRCRASAUKkIjE1CUckQEgECJGKxNQkHJEAIREgRCoSU5NwRAKERIAQvXxF+tflAP/5Hxj7c0m4P8sGbP1TgBAIEKIlQP5V2shv8Psr0j+WOxgA4Nv9o7SR30BFAgDOQkUCAOioSAAAnZeuSH5cm8RPWxL5cW0SAUL08j+u7e/skvg7u0QChESAEL38X/qXcCQSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoSjkiAkAgQIhWJqUk4IgFCIkCIVCSmJuGIBAiJACFSkZiahCMSICQChEhFYmoS7kkfy4n644+Psvk2BAiJACFSkZiahHuSigQ9AUKkIjE1CfckFQl6AoRIRXphX8v/e4uvMhb84vRzkHBPUpGgJ0CIVKQXpiIdk3BPUpGgJ0CIVKQXpiIdk3BPUpGgJ0CIVKQXpiIdk3BPUpGgJ0CIVKQXpiIdk3BPUpGgJ0CIVKQXpiIdk3BPUpGgJ0CIVKQXpiIdk3BPUpGgJ0CIVKQXpiIdk3Bfn5fi81k29qlI0BMgRCrSC1ORjr19wpWrflh9VCToqUhEKtILU5GOvXvC3S/60XMkFQl6KhKRivTCVKRj755wn9fLvSgDe1Qk6KlIRCrSC1ORjr17wl2v9lUZ2KMiQU9FIlKRXpiKdExFWh1cchUJeioSkYr0wlSkY++ecKX5XJSBPSoS9FQkIhXphalIx9494e4/i+THtcdUJBIViUhFemEq0rG3T7hh9fm4qe8CFQl6KhKRivTCVKRjEu76HGnzDGnQh1Qk6AkQIhXphalIxyTc5cJ3V1tFulORSAQIkYr0wlSkYxJuREW6U5FIBAiRivTCVKRjEm5ERbpTkUgECJGK9MJUpGMSbkRFulORSAQIkYr0wlSkYxJuREW6U5FIBAiRivTCVKRjEm5ERbpTkUgECJGK9MJUpGMSbkRFulORSAQIkYr0wlSkYxJuREW6U5FIBAiRivTCVKRjEm5ERbpTkUgECJGK9MJUpGMSbkRFulORSAQIkYr0wlSkYxJuREW6U5FIBAiRivRXfH4sC87HZ/8vP4zcZn9+dpO/Pj+vC9fHx+fw32kfdJ6v6zsubxh88kFFur314vLuMpTdv8uyXdyGR9/PTzhzwv31M7xe6bK5GAy9BRWJREUiUpEOlbVlcV1f1qZx1fxj6lfb6Y/tdnX6uv7zow+D3rLtPO1buvmpIh1/2ua4v+rv8jG5Ge6/+e935oR7ssoOlKtU33GboVJ0h137VFQkEhWJSEU6VJWCy/pS95CrbU/Yn14vWN1uFvWExabzVHu+2ayg+xVpW5CuNu9uj3vzWes3uT2En19f506460m8GHahy/UsX7XWi3C7XcrW497ZXqOLavg6rym64w8/DRWJREUiUpEOVcvJx2j92fSEZnrThB5LUbtEVdrVquk8za6KtlPtVqTRWy/acnfwbS5zB4f948vr3Al3r65lu3E528PTW95SrnG5Jr9SkboZ7R18LioSiYpEpCIdqhaU23+c6DRNpZ7edpP7erdTWRbNrup5o+dAF/XitleRdt56Uc86+jYvc8tXjZ9eXSdPuOs5vBidxmW8fFlbL065VcrmL1SkwYSfvop/IxWJREUiUpEODVaUrbrY7E9f16H9ynJRP9oJVepuZ3o1nI7/yWlXOzPK23/K5AkXHiNdX6ou0Oo6/aK8VK7K8xVpeBkHn3MSKhKJikSkIh0aN4PWU1WjTIgN6aJMu3imIlXtbFyR8sc95j3zbY788H9qmz3hrufwou8o1+G6fN+s13N95V59VoMLWQ1/jO+H/nPOQkUiUZGIVKRDT3WHZ6rG7fXD3vNYrZ6pSDvT78dzsI+4sj6nvP+HzJ5w28ZzV17oqtNt+PHCWn3K5vBCDoY/LsqXV31FOwkViURFIlKRDj3XHcrkMP22iD1Re+6r3VMVafwjTvcVr2wXn19f91+PdHN/93Pf5sDPLq7TJ9z1HF5sT2O5HtuHdF2lKvN+qSLdf5tAdcuUkdNRkUhUJCIV6dBz3eG4atwWsWf2tq6Wz1Wk++I2qkjNf1a5/5xTfRBlaHtgy+/FHP03maVktVO3i/j3mj7h1pO8OY33i1m2V+u5vzeqMvCoSIvBYHXR6jZ2H64Hz0RFIlGRiFSkQ9XacrO0h74+lNnd9Nuf2C/zb/9bRlefSxNpn+s8Vra+IvVPgS7WxXVUkcrmVbVgVrtY393utby/+2Zuw82BtYvzd5s/4a4n8aLtKPcz31an7iHSOrG9CoPBx6Ucf1D7OeehIpGoSEQq0qHH2nJ1X3Y2BWZcNaqV57oyldHi/lhnU7jKm7YV6b62bT6jjA4qUrOH29BNtYd+pDrqsl3cv/dmchn7GfMn3PgxUhm8KAM364l/1Jwy8nxFamfeb5H2489DRSJRkYhUpENNHWhWkvaV4eBjKbtqS0/9YvO2soq1s/d/HcCgUZW59V6bQ6k6WXl3cwC3oYu2u92/+ebzy9jPOEHCXU/iRdm8qs57fd3W817VnHLdnq9IZfuuDP/sZfz7qEgkKhKRinSo6Q7tn7WblwatZPsn9rZxNJ2lfd9tqC1Ct7GieWnQqMq+y9bVbWT1+Ljy7vrzH9/l3iGUgasy9DNOkHCjx0hlaDHqOdXUMtTeaYPB9a3txIv148vm2ahIJCoSkYp0qO4Om/WlKRBl2aqnd8tOGb7arlVl+Oq2r2b3baEafUxfkeqRegG+eJS1chz1DqvPKiNX1RHXXW9zZN/rBAl3v0pl+2KnSq8z61unXLf2bhoMrtd3cx+oSLw1FYlIRTpUd4cydNcsZbehenq7bm06Txm7q/d1e2NoOG136QvRbSQUmeql28DOt1kPV8cQ9vy9zpBw68l8nMj6rFenfR2ub4Yy9nRFKpsP623zo5fx76MikahIRCrSoWq52laetqjcRqrpXa+pi0XXefp99Z2n0u+rn14fy75+7nXgZqcLxUP7TmdIuPvJLNvrQNdqynZzG5ZJKtIOFYlERSJSkQ5V3aGMVPoGUU3vVp2dvlHU77wOVD2kL1R1o7othX1tKRsHbvuuPr1eWetDLkOL/rN+yCkSbj3J65ks1+KrnOXNcHszlEEVaYeKRKIiEalIh9a15aKMVPqqUE3v5qfXBgWq2vmgIlU7U5Hmtp7N9cTft25frCe+bNWX537dDgeH8xbrh6tIvCEViUhFOvToDv3y0lSFrmp0NagMLwadp3u52vlg/eo+qKst9UBw+7aq3dXfp4r0HdrHSGXrcg+Ur5rhza0zrD6DweG8xXopf/Qy/n1UJBIViUhFOvToDv3yMmg9O1Xjqowv/vuK1JUXFWla6+m8nfmy8Ri/3Sy3r7d31bD6DAaH8xbrZ6tIvCEViUhFOvToDs/Umr2qcVXGF79Yka6vt1SkxUkSbj3Ny7ksX19vgfJ1Nby9c4bVZzA4nLdQkXhjKhKRinTo0R2eqTV7VeOqjC+e2ZeKdOwkCbeez+W6lytRj1fD25tqODwY3Hn746NVJN6QikSkIh0qa8tFv7z89Yo02FddO7YVabB+/WJF+tp3fffOcatI32M9z1/rqS0X4bZxOfXrhNtd9jCsPoPB4bzFeilVJN6QikSkIh2qukMZqdQNIlaNq/RarjjbhfGivLK47ayvLWXj6joQ7BybivQ91hP6uV6IdvxrHd67p9rxweDe+++frCLxhlQkIhXpUFlbFv0qUr1YFrVqZG85uypDla5uVT1kf2Vb3ApUPaIizWY90eWi3a/BbfOP9YR3Xblct/YGGQwO5y3WPatIvCEViUhFOlR1h/5ZTnnh6jayUzWu6r7xxL7qHnIdqPX76mtLdSyHK+DOcatI36Q+oxf326NcgN2GM3xhMLi7AxWJN6YiEalIh6ru0C0jdYEoi081vVuOmmWwjN31+6qnd/sq41e3w+prS33ofSVr7Ry3ivRd6jNdX4IyctNfxWH1GQwO5y1UJN6YikSkIh2qe8ZmgWkqT1m9dqrGTXnh6nhfzdBmBauPqnSXvrYMGtyq/JD2w85xq0jfZXQzLcJFXAyrz2BwOG+xfq6KxBtSkYhUpENNGWn/FN+81I/1y1HzhnZNGrzULJrtU6fRejqoLWXr6jayWj7u4+Pz8f3sHLeK9G2eONXt7XdVrpuKtENFIlGRiFSkQ1V3uKgXkuaVde2pBvvlqF4Fw77KCtn0oGZv7StlP4PaUu+1OZpq7sdt7s5xq0jfpjqnTRV6XJn+hrq/2r40GBzOW6wf+6OX8e+jIpGoSEQq0qGqOyxKo9jWnfuqVk0frGjtzu4T6sZxUT5iM3r/iK/NIa3DZXNR9tAcY7UGNnu+De0ct4r0fR7nugzcPM714CHSuPoMBofzFuvuf/Qy/n1UJBIViUhFOrTpI5eF6vPr6/NzO1xm71WNYtOr/vi47OtrOzjqPFcft48uW6t7cyrbi3W9a47yvgg2Oy5v3zluFen73E/q5sYpo5vmVJTr1r5lMDict1g/dXMZL/fZ5xlak4pEoiIRqUiHmpax6/4H/J2qsXpmb+vK1DSZfWX2sLa0derjepSbh1DXebvHrSJ9o/UabM7oeg1GD5HW9/zuinQbHd3Bk1GRSFQkIhXpUNUd9j3Wkmr6aIF5ovbc3/bE3Iv70jasLYdHv87cOW4V6RuVs9rdN7fh4UOkcfUZDA7nLdZL2VzGdbCfPhsViURFIlKRDh2WjMVjfdmpGnd1uRh6vOtw6mI8/XE8ZWDP/e07x60ifafbReieFt0uwvAh0rj6DAaH8xbrpWwuYxnbqWUzUZFIVCQiFelQ1R12VctLNb1fjhZH+3vs66mKVOZejGvLwU7KrN3jVpG+0/W07rWYsrExrD6DweG8xXop68v4uLzjXjYRFYlERSJSkQ4dVZqLwVK06Jejq7zDaqWqe8ienenP7uUxb+e4VaRvtVyFQStZrsJOWSnXrb3XBoPDeYv1UtaX8XF5VSROTUUiUpEO1d2hLgwPzbJTTy9DW+O9XDVvaXpI+d+N8bq2P966/wKDi53jVpG+1XJey5e1neHFsPoMBofzFuulbC5jGfvhi/s7qEgkKhKRinSo6Q7Vxl27ijTTd2x/sdFd+2f2pofUG6v2A5rpZexq7+OaT9s5bhXpe32M75r9xznlurXvGgwO5y2GFel+N5TtealIJCoSkYp0qO0OXVPZrjnt9D3dr1VabH8PzaaHdG/J02uj51b1I6SLneNWkb7X17iU7AxflOvW3muDweG8xbAirdN/9Nr+FioSiYpEpCId2naHpm5sesbFdvqeriT1v6hv20Pap0HdY4VYW7Yf133aznGrSN9s56b59p8JWm6YM/zuSBWJREUiUpEO9d3h69o3mn8E9i+57Oe28+V3bJexA7d3LL9luwz8gvXTlo8rQ/OTcEQqEokAIVKRDvUVidch4YhUJBIBQqQiHVKRXpmEI1KRSAQIkYp0SEV6ZRKOSEUiESBEKtIhFemVSTgiFYlEgBCpSIdUpFcm4YhUJBIBQqQiHVKRXpmEI1KRSAQIkYp0SEV6ZRKOSEUiESBEKtIhFemVSTgiFYlEgBCpSIdUpFcm4YhUJBIBQqQiHVKRXpmEI1KRSAQIkYp0SEV6ZRKOSEUiESBEKtIhFemVSTgiFYlEgBCpSIdUpFcm4YhUJBIBQqQiHVKRXpmEI1KRSAQIkYp0SEV6ZRKOSEUiESBEKtIhFemVSTgiFYlEgBCpSIdUpFcm4YhUJBIBQqQiHVKRXpmEI1KRSAQIkYp0SEV6ZRKOSEUiESBEKtIhFemVSTgiFYlEgBCpSIdUpFcm4YhUJBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQIkYrE1CQckQAhESBEKhJTk3BEAoREgBCpSExNwhEJEBIBQqQiMTUJRyRASAQI0ctXpH9dDvCf/4GxP5eE+7NswNY/BQiBACFaAuRfpY38Br+/Iv1juYMBAL7dP0ob+Q1UJADgLFQkAICOigQA0HnpivS/f/7557/LD05B53J/+GFLdv1bgJAIEJIlQP63tJHf4PdXJACA6alIAAAdFQkAoKMiAQB0VCQAgI6KBADQUZEAADoqEgBAR0UCAOioSAAAHRUJAKCjIgEAdFQkAICOigQA0FGRAAA6KhIAQEdFAgDoqEgAAB0VCQCgoyIBAHRUJACAjooEANBRkQAAOioSAEBHRQIA6KhIAAAdFQkAoKMiAQB0VCQAgI6KBADQUZEAADoqEgBAR0UCAOioSAAAHRUJAKCjIgEAdFQkAICOigQA0FGRAAA6KhIAQEdFAgDoqEgAAB0VCQCgoyIBAHRUJACAjooEANBRkQAAOioSAEBHRQIA6KhIAAAdFQkAoKMiAQBs/d///D/UwvfS5nrpygAAAABJRU5ErkJggg==","relationship":null}],"relationships":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/document","target":"/matlab/document.xml","relationshipId":"rId1"}]}

<div style = "text-align: start; line-height: 20.4333px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: rgb(0, 0, 0); white-space: normal; "><div style="block-size: 783.667px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 460.5px 391.833px; transform-origin: 460.5px 391.833px; vertical-align: baseline; "><div style="block-size: 64px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 32px; text-align: left; transform-origin: 384px 32px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 381.5px 8px; transform-origin: 381.5px 8px; unicode-bidi: normal; "><span style="">An acrostic cipher is a way of embedding one message within another by taking the first (or last) word of each line. Given a string </span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; "><span style="font-family: Menlo, Monaco, Consolas, &quot;Courier New&quot;, monospace; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; ">s</span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 74px 8px; transform-origin: 74px 8px; unicode-bidi: normal; "><span style="">, and a positive integer </span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; "><span style="font-style: italic; ">n</span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 273.5px 8px; transform-origin: 273.5px 8px; unicode-bidi: normal; "><span style="">, return a string containing the message you would get by taking the first word on each line, having written the message in </span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; "><span style="font-family: Menlo, Monaco, Consolas, &quot;Courier New&quot;, monospace; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; ">s</span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 16px 8px; transform-origin: 16px 8px; unicode-bidi: normal; "><span style=""> with </span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 4px 8px; transform-origin: 4px 8px; unicode-bidi: normal; "><span style="font-style: italic; ">n</span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 63px 8px; transform-origin: 63px 8px; unicode-bidi: normal; "><span style=""> words on each line.</span></span></div><div style="block-size: 466.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 233.25px; text-align: left; transform-origin: 384px 233.25px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><img class="imageNode" style="vertical-align: baseline;width: 585px;height: 461px" src="data:image/png;base64,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" data-image-state="image-loaded" width="585" height="461"></div><div style="block-size: 63px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 31.5px; text-align: left; transform-origin: 384px 31.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 381px 8px; transform-origin: 381px 8px; unicode-bidi: normal; "><span style="">You do not need to worry about punctuation. A "word" is anything separated by a space. The input message will use only single spaces (and no line breaks or other whitespace). Similarly, the output message should use only single spaces between words.</span></span></div><div style="block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 212.5px 8px; transform-origin: 212.5px 8px; unicode-bidi: normal; "><span style="">Note that the number of words in s is not necessarily a multiple of n.</span></span></div><div style="block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 301.5px 8px; transform-origin: 301.5px 8px; unicode-bidi: normal; "><span style="">Also note that this problem can be solved more directly than using the method described above.</span></span></div><div style="background-color: rgb(247, 247, 247); block-size: 102.167px; border-bottom-left-radius: 4px; border-bottom-right-radius: 4px; border-end-end-radius: 4px; border-end-start-radius: 4px; border-start-end-radius: 4px; border-start-start-radius: 4px; border-top-left-radius: 4px; border-top-right-radius: 4px; margin-block-end: 10px; margin-block-start: 10px; margin-bottom: 10px; margin-inline-end: 3px; margin-inline-start: 3px; margin-left: 3px; margin-right: 3px; margin-top: 10px; perspective-origin: 457.5px 51.0833px; transform-origin: 457.5px 51.0833px; margin-left: 3px; margin-top: 10px; margin-bottom: 10px; margin-right: 3px; "><div style="background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 457.5px 10.2167px; transform-origin: 457.5px 10.2167px; white-space: nowrap; "><span style="block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 432px 8.5px; tab-size: 4; transform-origin: 432px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; "><span style="margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; ">t = </span><span style="border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 412px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 412px 8.5px; ">"This week's Cody challenge is designed to test an essential skill that's easy to have a problem with."</span><span style="margin-inline-end: 0px; margin-right: 0px; perspective-origin: 4px 8.5px; transform-origin: 4px 8.5px; ">;</span></span></div><div style="background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 457.5px 10.2167px; transform-origin: 457.5px 10.2167px; white-space: nowrap; "><span style="block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 52px 8.5px; tab-size: 4; transform-origin: 52px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; "><span style="margin-inline-end: 0px; margin-right: 0px; ">acrostic(t,4)</span></span></div><div style="background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 457.5px 10.2167px; transform-origin: 457.5px 10.2167px; white-space: nowrap; "><span style="block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 0px 8.5px; tab-size: 4; transform-origin: 0px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; "><span style="margin-inline-end: 0px; margin-right: 0px; "></span></span></div><div style="background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 457.5px 10.2167px; transform-origin: 457.5px 10.2167px; white-space: nowrap; "><span style="block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 24px 8.5px; tab-size: 4; transform-origin: 24px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; "><span style="margin-inline-end: 0px; margin-right: 0px; ">ans = </span></span></div><div style="background-color: rgba(0, 0, 0, 0); block-size: 20.4333px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-end-end-radius: 0px; border-end-start-radius: 0px; border-inline-end-color: rgb(233, 233, 233); border-inline-end-style: solid; border-inline-end-width: 1px; border-inline-start-color: rgb(233, 233, 233); border-inline-start-style: solid; border-inline-start-width: 1px; border-left-color: rgb(233, 233, 233); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233); border-right-style: solid; border-right-width: 1px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; min-block-size: 18px; min-height: 18px; padding-inline-start: 4px; padding-left: 4px; perspective-origin: 457.5px 10.2167px; transform-origin: 457.5px 10.2167px; white-space: nowrap; "><span style="block-size: auto; border-inline-end-color: rgb(0, 0, 0); border-inline-end-style: none; border-inline-end-width: 0px; border-inline-start-color: rgb(0, 0, 0); border-inline-start-style: none; border-inline-start-width: 0px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; display: inline; margin-inline-end: 45px; margin-right: 45px; min-block-size: 0px; min-height: 0px; padding-inline-start: 0px; padding-left: 0px; perspective-origin: 116px 8.5px; tab-size: 4; transform-origin: 116px 8.5px; unicode-bidi: normal; white-space: pre; margin-right: 45px; "><span style="margin-inline-end: 0px; margin-right: 0px; perspective-origin: 16px 8.5px; transform-origin: 16px 8.5px; ">    </span><span style="border-block-end-color: rgb(170, 4, 249); border-block-start-color: rgb(170, 4, 249); border-bottom-color: rgb(170, 4, 249); border-inline-end-color: rgb(170, 4, 249); border-inline-start-color: rgb(170, 4, 249); border-left-color: rgb(170, 4, 249); border-right-color: rgb(170, 4, 249); border-top-color: rgb(170, 4, 249); caret-color: rgb(170, 4, 249); color: rgb(170, 4, 249); column-rule-color: rgb(170, 4, 249); margin-inline-end: 0px; margin-right: 0px; outline-color: rgb(170, 4, 249); perspective-origin: 100px 8.5px; text-decoration-color: rgb(170, 4, 249); text-emphasis-color: rgb(170, 4, 249); transform-origin: 100px 8.5px; ">"This is an easy problem"</span></span></div></div></div></div>

Solve

Solution Stats

153 Solutions
63 Solvers

Last Solution submitted on Jun 03, 2023

Last 200 Solutions

Problem Comments

Solution Comments

Show comments

Problem Recent Solvers63

Problem Tags

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Problem 56185. Extract the Acrostic Message

Solution Stats

Last 200 Solutions

Problem Comments

Solution Comments

Problem Recent Solvers63

Suggested Problems

More from this Author12

Problem Tags

Community Treasure Hunt

Problem 56185. Extract the Acrostic Message

Solution Stats

Last 200 Solutions

Problem Comments

Solution Comments

Problem Recent Solvers63

Suggested Problems

More from this Author12

Problem Tags

Community Treasure Hunt

Players