-
- 位运算符
- &(与),|(或),^(异或),~(取反),<<(左移),>>(右移),>>>(无符号右移)
1:为true,0为false;System.out.println(9&3);//1 9的二进制为:1001,3的二进制为:0011 ,对应二进制位都为true结果对应的二进制为才为true 结果为 二进制的0001转换为十进制为1;
System.out.println(6&4);//4
System.out.println(7&3);//7aaarticlea/jpeg;base64,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" alt="" />按位异或转换成对应的二进制进行比较,如果两个都相同,则对应二进制位为0,如果两个不相同则对应二进制位为1,可用于加密按位取反,不用计算,直接+1然后变为负数。aaarticlea/jpeg;base64,iVBORw0KGgoAAAANSUhEUgAAA3MAAAEYCAYAAAD25a/KAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAALJzSURBVHhe7f0F3BVHmr+N7+f3vrv733d/uzu2uyM7O5LJTHR2ZybuRtwTQowASQgkgeAQIYK7S3BNgCAJLgnuDsHd3d0z9b+vu7v66dPPeZAMJJxz7utDcbqrq6u6q/vprm/fVXf93eR5G5wFCxYsWLBgwYIFCxYsWMis8HfTFmx2U7/e5KbM2+imzLdgwYIFC1kb5KE/cc46N2nu+vTbLViwYCFLwtQwJOOmhb/xeAsWMilMnSsibvY6N5lfxNzcRRsdYd5iCUssWLBgwYIFCxYsWMjwQLs22baV9fnp4i1YyKSwaINotw1u6nwRdPPWu7/bd+CkO/mNcydOOf21YMGCBQvZGY6fdG7GrK/teW/BggULFixkaOAdfkzCotU73JR569zfHTx40v3VGYZhGNnOyRMn3cMPPRyuGYZhGIaRcYhwOyWibvHKbSbmDMMwcgkTc4ZhGIaR4Yhw+yYp5gzDMIzsx8ScYVxE8CXdvqZfWNLVr9W5kenExdxcE3OGYRg5g4k5wzAMw8hwEHMSlq7e4SbPXWtizjAMI1cwMWcYhmEYmU++MXOGYRhG9mNizjC+BXTLS3bNY10aU2lJl9bHJbcliaf1pItL4tP4wLHJ7ze0+Dx+G8jvqZOnUtbTLp9PfL7hsaXg42P89VSag/B5gF9Ok0wpKN5TwPa/YvLw+SYDyG+UJkkyjnUfDON8IffTKfnznTF/jRsxfqGJOcMwjFzBxJxhnCO+EZ5ojG/auMnt2rErNb6ABvu8ufPdNye/cYcPHnZr16wrMB2MGzvODR0y1A0ZPER+h4VhqNu4YWOwX0H7+nj5XbFshTuw70AUh/CYPWu2O3TwUBDnAz+IEmHRwkUpwm/O7Dnu+LET4dqF5dSJU27lilX5xbEcmgq68Fhh7uy57tCB4DwWfL1AjvF4uCU/ixcuDupx8NBYXQ5zs2fOlnONZXoa9ks9rl+3Ie/Y5Jdrv2Xzlrz6CrPyAo/rzX4aL2H50uVu967dQSLDOB/IffWNyLfJs1a4gV/OMTFnGIaRK5iYM4xzJGyQ7929160TIebDl6O+dGXeKOO+nv91FLd2zVq3bu06d4qJoGIUK1pMBciB/Qdcvbr13OaNm4N803Dbrbe55k2bu86dOkvooqFC+Qrusz6fBQmS+4XH5wNCo1/ffq5i+YoqdtauXqt/908/+bQb/dVoN37ceHfiuIi0xH49e/R0CxcsjNaffOJJt23rNlk5j4R5Hz1yVAWSr7flIj4/+vAj9+XIL4M4qUPqkmNPirVnChdxC78OjrN3r95u+LAR4Zb8VKpYyb337nuuS+euUV0S3nj9TXfk8JEwVX68KNuxfaebNXOWq1b1bTd2zFi3etUad/jQYb0W/T7rp0Jxpxf0BJDfMaPHuEEDB0WWT/afOH5iXhrD+FuRe8nEnGEYRg5iYs4wvh3du3V3zzz9jIiJZ1QYFX6qsLv/vvtV9LBc+OnCuu3lEi+LaDsY7uXcgvkL3IcffOiOHDqiIoF81qxeo9u8VSzOXXfc5b74fKAKAqx0hIYNGrkB/QbkiYHYr+Yl2vGv6EdZr1ypsnvqyafcvYXulWN7yj391NMqyjhGrG8VROQtXLAo2F9gG2UgTkcMH6EWPC/+IjEn+UYCUDh44KDbvGlLtH6uLF2y1BUvVjyqt6ekrEceftQ99OBDUd1y3NTniuUronK2bdnmyrxZ1q1euVrjVq1c5QZ+MTD1OGLLlSpUcm1atXHjx46P6pJQvlz5VDEn+2xYv0G3LV28VNe5Nh07dNRj4zo//tgTWq+Iuz69+6igo7569+oTZiIi9fBRN3XKVC1v2NBhbsxXY1TEV61S1U2ckBBz4TJWVITi+rXrgwjDOBvk/jExZxiGkYOYmDOMcyQUSRrC5RbNWrhmTZu7li1aaqhZo6bbs2tPXrowHDtyzN137/1u8sTJrm2btq5Vy1bRPj5grdP0ITfdeLOr/l51teDVrV1XQ7GXigeigXQq3P7q5s2dp/uXFXGjQivk5IlTbvvW7doNcOvmrfo3v3PHThFLj7jJk6a4bl27u/nzvnb79+3X/MinXt36rm6duu7tam+LuHrG7du73z326GNu9apANMXD2DHj3Dtvv+taNG8RxH0b2C+sywnjJrjGDRvruVA/DRs0dHPnzIvKi4d2H7dT8fbpJ59q+S2bSx0SZF/WEWSaNgSLZulSr6fUJaHkq6+pddBb4OgC2aRRE6mDeq7GhzVSLJS75boiIqlP6mXvnr16HO0+bu+mT5vuRo4Y6Xbt3KXdNhHxH7f9WPP5oPoHci1vcvPnznfVqlZTK17UZZQgLFu6zNWXuuf4anxUU8Wp32YYp0XuExNzhmEYOYiJOcP4FvgGeBj+ePUf3aSJk9ySRUvc0iXL3GOPPOZWrlip27y1jV8a+j/+0Y917BYWGBrvWKUWL1qsIgYrz4nj0gYLdlHuuvNu3W/G9BkiFoLQvFlz7dYHeQJkj1qRKleq4o4dPabbgOMoUriICMBi7oH7HnDzRBhhrfv1r37t7r7rHrV+FRdxOKD/50G5YUCk1K/XQI+JbqJ33H6Hioz4ODusfwjELz7/wrVu1TpP6P4NIN7o4kk9Llm8RIVSHy9cJei4NPlFfN1w/Y163GtWr9V69OHr+QvUqnbo4OGU46lQroLr1KGTii5fl4SKFSpqfr4MLGndu/XQfbC20cXVb3/l5Vfc888+75579jk91mZNmrnbb7td6+euO+9yLzz3gnv/vfcjcazI76CBg13/fgPUAohl7nlJx/n57QSse4yHZLlDuw7us96fnXYMoGFEyD1jYs7IbMIHoWEY54aJOcP4GwjfOzdcf4NakbBydevazd1X6D4d3xW9l+QXEfRx23bu0ksu1a6Qo78a4/bs3hNtR7RMmzJNlxFoB/cfdPv37nfvvv2uCjG6a5YoXkKX+f3qy69k/72BcKOcMLzz9jspljkviMgTwUW3P9LRbbFTx86uR/dAtMThWBEknAvdAU8cO6FdCrGAtW/XXi17XkQSvp73tWv/cfto/VsR7tukcRMdL0f3066du6rwoRtjlLeEY0ePu8EijrAWIiRxBrN82XJyUUG5RQQmQkuR9JwP4qpbl24qXOnS+XLxl/WXgCWQc6K7KOfFts2bNgf7C08/VVjHGwLjIkm7ft1616hBI82f42NcYrUq1QLLqke2UXcjho90r5d+w40aOUqtdlwj9mnTuq1bsXxlZKFjPF+8u+frpV53G9aHjm4M43TIPWJizshceMjZg84wvhUm5gzj24NlDecbnUUUIZQQdPzShXLmjFlqIaJrJe8oRMrsWXO0eyOWJLpijhs7Xp1iBEKrjVrNSIvFq8ZHNVzZMmWj8KaIiCLPFEmJK1vmLRWFKqxCq1hSzGH1++D9D9SjIt0h6eJJOhVzHTrlE3N0D61fr7527cTCiJXsuIinp554SsfMYamj6yDPDs/5EHMIMOpy2NDhWoetW0oI6xRHKHR19M5Fxo4e6z4f8LmI0U7qWAQRjCWLMWpsx/Nmh/YdojrByvZW2bfcW1Jfvu4ef+xxV/q10kHcm0Fcs6bN3OFDR0Q4vxI4pQmJi7kSIvSw3GEtrVO7jsYhzPp+1tdVqVQl8BoaglVt4BeDtA7vufsevaZ0eUX0YYnduGGTq1K5auQAx8Sc8a2Re8TEXCZytn/c2fgQCM8J184zp8/Uh7p+lfPnmvw1DCMtJuYM49tD98onHn9CHaFguSI88fiT7kkJzxZ51l1+2RXa7S96F4m4wLGHd3hCF0fGZ2E5whqlAom0sXcX3TcRZ1h4sNLhQANrHNYpFXGC/2W/pJjDakXXwJ//7Bf6t464w8MlggIB8knPT8KUAWNEKC1asMgNGTTE9e/b35V8taTbu2efirmtW7Zp3n16f6bvX3+cBYk5zifZbbQgcE5yb6H71NkJdYjYREziaIRuovfde592aVTCcrAUDh40WMUvwgehSTzdILGcJctFLO/cvlO7aiKMEeMIrqMiuH33Ta4RVtCCxBzj3a668ip35+13qkMUuqAiJKdMnqLb4pY5LKfUI1M6vF/9fR3rOEcEPWMR8SLKdUP4q2MZKTsSc+FxB2IuddyfYaRF7hETc5mGPGz8Fyf6ydMnngdUBH/4Enjo7ti+I+seBDwAeZmN/nK0Djqmn3mH9h0jr1NRoI4MwygQE3OG8e1hnBTd5qpUrqINdBrs777zriv5Skm3fdsO9061d4JxUf4dLL+IOZ1bTsBKxxQHiAqsQjqFQfwdJuGhBx7S+et45z14/4Oa/3vvVlfLWYobfAm8GxFzJxFQIYgQhMY9dxdSZyEsI8YYm4UDFCxzPAfi86ABDjoY4zVzxkxtS3jLXAph+vnz5mv3yySIL0RqiqfIAqhcsbKKMbpPMoYN4cq54GmS8W8cB+LJHx+/n/b81A36YpAuv146EHN0XS1dqrQ6KElxMCIBz52cP8tcB7pMIqAIc+fMjdpVXM9lS4Num3R3LV6shF4j6hsvoow5pC7xUEmXS5ykILarht0saY8xV56H68G9gTCnzYaQRsylIOVi6fNtNu4rplLYgpdQwzgTcs94MTfoKxNzmYFcNAJf9HiI4HKYB7t6z4rBFx0eBj59NkGXC76G6hdJ+bdx/Ub3SolXgnVPlp2zYZxvTMwZxreHOeBodGOh27Rhk/490W2y6ItF1V0+YiSdmGPeNECYMZbr1ltu0/0REzqlAEhaepy8+sqrOoUA1h1EB6KOMvycZSnIemSZY5uEOrXrun179mk3P8aBlS9XwdWuVcdNmzotEHPdeugE3bjsj4PYo9eLL6NAMSfgAVPH5XnxFIKQ4/mSMo6sABBIs2bO1i6ejNNDDFGfiLu+ffqqA5h0Yk4tc1Iuc/EhuGrXrO0mjJ8QpfNtAuoAQYVApdso0xzgLRKvk5SDZU7rXpJT74hrwHLpncPgJRMnN0wtwfQBdKHEska3U4Q4gn7f3n3aZRMx6cE6SVdX78wkrZgTENA9e3yiZVF3fLC2j9LGWSH3zMUn5vjbiwW6IKR82SFe4A+DPxwljLvgxI4rKjPdsl+HgrbHw7kg6fm607RJUzdrRtCtAHe3PFD8iwDPSwwgfvGFF79dGeeTdOWnW48HiP/65RC+kA0fNjyKZ+4Z+sTTZ565XCBF2J2JgpLag9TIYkzM5SDpnnU+7mwemZLGN3rzUVCcD0nSxXlOt4+P98vp1uPxF4jbbwsscwglGt843WhQv4GurxKBRKM+KeYefeRRbfT7tPxed811IhA+0vWBnw/Uv0sEXNvWbXXSbKxeWI7KvVVOu2jSTZLxVghAP0aLIQcN6jfULp4IIrxRUt6unbtVODB/G1af7du267HSRti6Zatr07qNq/5udXXGEa8zxBzCx8f5+elSkHice2CBfOnFlzQvuoF6GM+GgxKsVmeCSc2Z0448yr9VXs+F+njzjTdFTA1wX476KrD++WOUgJijSySOSBo1bCR12Ug/8paT/VnHsQkfvQldOnfRKRjoWkrbgeuAlY461CB1St0g6hB+jLmjfMY66hQBcs9z3w8bMky7U7IvVjvKRwxzPL0+7aX74FQFi50Hcf1+dRFzIiJJx/4q5jiPGIh8prng+gVTK4Tj5RLpDCMfco94MTf4ohFz/kUhgdn1GVyc/IrBlxgmtcTb0oW+2b31B/ijnT51emD69mXGyucPeNvW7cFXMwi3IUi1a4U+EP6qf9x0TUCMpQjSMJ/TImkYLMyXKN/PmwlI+erEVyZgEDFfuuh68L0TnhdfqnAJjPemtOdJnL/2AgKe9Lg+Tps+hG4qCFm6WVIf/iV2NvBCw7vX7JmzU1847C9ht7wI9aEsy+ckDg0jAzAxl4PwjIXY44xnG84n0j7jiAoD7y0avfF3Ih/SovFGYVwKPs5vT66ngXFevNPy4dP794SEtWvWpqwvkfcA7YP4MV4oeL9iWUME0CbwgTriuBj7tX7dhjB1AJYzxm75dNF+8n5k4m2EB8fdtHFTFYos42WRMWWMG2NMGValZwoX0YBgIg0iKspLgrfOYeHCtT5jtWgfYCGiHeOvNXOl8Y5FmMTrC7EyftwEXUbEINiSvX9Iz/uW8yAgDvVeCKHLI/PcxfMtiBbNW+r4Qqx48fPAmsi9UKFcBRFLvYPEYX4IPLo7Mr4tdZ9wWeqULo4IJHrzMM6PZx4OSe6+626d4D1el7ShaKuRP7/kox5HY8ePcxWmDMBCOnLEKP14TJ6kwcBAmdrN0rcBBZZx1qLXRMCrKdbMdPVCe5BzPijXM+3fo2GkQ26VSMyNnntxWeZozOPuFTN6/KbnD2Li+In6B6n9ki/0/R4eDy87vmjxFQvPUzv8OLWwfB5mfEnjC5nfh4Ag5Tw+D031dJfARS158WBlEC8P6+gleyYkj6g7g+yDCR9vTl07d9U/fvrXN27UWB84eGq6GKDLJ56ccHfMl8g1q4IB4B6utT70Qc4LCxsvqQ/f/1C7g+i5JpE4/2XR94PnATt18tRo++k4ImXwIqgux8Sx8cVOH+QC9ci9xcujNy+QM+RlGJmIibkcJHyW0TDnQxUB0YBTB57TPs7HawNU3jM00ul+xjOZeHpH8AEMiw2NT947hHgjdtHCxeqREOcYfmJlAlYT9fJYAB99WMNtQARxrPFnb7hOA5vjI+/HH31cG+6AEGCuLz6ckua7EHSRkPSExxi9z9NtA/nV97jHb4uHeJsgLMf3vkkhmdYT7lNggOSyx8cTJJ9IsMcJtynJbR6fx9mSrgz/my544sueRFrqLronCL5+PGGaaDvEt4NPA/FzT4Yk8XzTpEspN7HNMM6I3C8XpZjjKxFm8VEjv4y+ehD4ykIcJnAVQGH6Cw1iAxM/fcj5o2NwMyLNHxcvFvpzR5NACjw0+FrGAGPc2Po/Vr7kMOkngoUvRZj8Mauf9jzi22TZ50Xd4N6Y/u58YeOBMX3adBWKvJjpehg9cL4nOEZEk/ZBl2PmJRtZI0N69+qtX3gVOV6srnQT1QdvOjSfvTpPDl/zuC84XxoSiOrTQpYSuI90YlBZpsFCdxC+mLHOi2vGtBnugfsfULEdPbwNI4swMZcdIKbi3gX59e+faPLi2Dbg3YCXQ8YaF7q7kLv+uuu1yxhzbL368qu6zC8fMdkHa1mp10q7a/5yjXup6Eu678jhI+UZ+aC784471VMf6ePPdp7r3ipEN0EffvXfvwrShceyetVqtVTo9tlz1YEF3ffmzpmnQwh8YEwUz2Z6nXDc//Yv/6Zjl2gLHJA2A13ccEqC+3isWMzTdsHx9RonHseyX0+mLSgdFLQej/Oki/PE9/Ppksue5HIyJInHp9sOBe17tsTzT+Zzpnz9PvF08fV4/NmSbv943Onw6dKljccXlMYwCkLul4tOzNGw1kkYP+uXd1NLoEE9ZfJUfTnwovouG9i8aN58/U3tksdx4SFKuzTKP0zx9Ktm8G4czOScB94W4+dBF4uvRn2lywyaxVMTnpzoroAr4N69+mhgX+Yzib7ohPgvS+w7XQQHbnFJo90EJZ6uAh3bd9Svlg8+8KCKFPrNf1/Q0KAR8PX8r10fOS8sbfr1Vo558aIl+pWX+qP7Kl9+d4hQxiuVuhlOAy9zBGH9uvV14lSsaQhBGhdaT/G6kmuE6KbPva9XvFHRLYb86TIRJHTaKPDzxuCKuWrlqm7QwMHaLz+ep2FkCybmsgB5NjFWh/eMn9PMw3OxVcvWgaDz7xEJ8Y9kvEdeeP4F/RjGO4sPqTxTvdWI9yzvJuZFQzTxQZPJl8kbr3986ORDHT0p1HoTg+Pioxn5xcMlv/1dILTCY2F80KuvlFQxiEt/hCWOP3CL/4rEqeiUgMMvxh1RZpDPJXrc3Md8/OWdx/uEZzvdApkz7IIQ1qNhGMZFgTyPLjoxd+jgYe2KR4M75aEpv+3atlNPR7yYvksxx/i2W26+Rfs9jxg+Qi2DCAFeKq1atNL+2Ho8sWOl2x4WqfhL1G/33SQZ+4YYw6LHQGbECVY8H1TQJM9T9qNrJUKP4+ELJ90LP+nxiQpMRBNfNVlnDpyvvhwdjCP7nkDM4XGTFzbH1bVLV530kxc/51e1SlWdswUPYEwQyji10yLnv3zpcu3zXqF8BXVj/HrpN9xrJV9LaaQA67zQx4weE9Xp6K9GB+MSNEHwwwBnBCXTPADXIZjDZoiJOSNrMTGXBfBskncE43fwvKfdIokLA++uunXqau8R1v3HQM+yJcvcTTfepJa6ihUqqQfkEsVLqDdGnwdWL9/jAWsbHx3Xr10fWb7In/dMUswNHTJMRRjPaJ7VFcoF4Ybrb8zzcOiPJSyLj318sE1LmKZWjVo6huyH//ZDffbjFIQPrLyTcfrFGGrGQ0d5n0/CY7ggeRuGYXwb5Hl08XWzFHgwY2HatiWYTNEHLDJ8BWQOkPhLKdmIP6/I+wmBVObNMlJOEIX1iC9/DHjlayCWOxVobA8PBQuQfq2k+4uHbWFgkCznwgSdrPNFFBGBWCQgPHDMkQ48XL34/ItRWuZa4fhonAGTe/Jix7MV7m0j8fI9wODk0qXyHLEggPHshCDFaoZzGzxWeScmvv64ppxHusk/zxbqnvKwuvm6Qsx5cUsZNHKaNW0e1JFcKsQxAp265/r16N4zqNdveQyGcbFiYi676Ccii/HZ/j3gwQthk0ZN9JmrgotnmQTGKbdu2VrfFexDd3V6TfBO4wNlEsYZ165VW61fPEcRkARc69NjhWV6iDBmbcQwnrcjdRgBY8R9WgLPYeK+HPll0EsjhOO57trrtAs98fGQ8lFTjn31qjXu5z/7eTDHqqzzrOeYsRbyPuZYfVrDMIysRp+BF6kDFAZP03VC5+sI4wj03ccBCW5mo/gLibxE+LpZoVyFqCyshrgXBl4mOOFgQsho3IIErGV07+MFi6CIjlUCXzmx7vHS4QsiIpXASxUPnT4wdizazyPL2t2l/+cpaSNHMRIQQIwHIx4HHojP7wssc697MSfHRr34OVcYc0GX0BdEmNaqWVvHJa5dvVbTYS1D7DKvi57Xt0Euh3Z37dUnqqdPP+mlIhErJmM1cF/MWAyOC5HHh4T77r1fxx3S/ejpJ5/WcY+GkW2YmMsy5DmJmMMDdMoHTlnEMRcf1fxcV3gIpGcHc5TixITnnQ/cEzwH4+AwhQ+sdLckP3qU8A7r1rW7u/aaa3XcNsuMBecDJc9a3os33nCjfqjzz994oJeGPx5+sfr98he/1Amj48fDvFxzZs/VdIAgZZz5P/z9P+hYdd6vTNXDMfAexmMkx/99fsQ0DMP4zpBn8kVpmfMsXrRYvwT6WfEJvKQY2N2yecto8k3ddgHBlS8TfPquKhwXHrn8MdG1BW9dXycEJuMRsNDR5VJfrvKPOeI49hXLAocfeKJkXhW/T5KUl3KIzystxPvgKSjtdwBez2gEqIVNQNwxhwxePfkSjEWTL8G8fPEgyYsaiywv53yD978NBezP1+pGIuS8I5vJEyfrvUYDl/EYhw8e1u5EdPk5nec1w8hUTMxlHzNnzHT16tbTj1URsrhm9Vr30IMPuWPhXFcIKQQe48ARYTzvfMBNPL1RPMQh+ni/MVaZ/fnQyMdKrGbM7YW1LgVJg7UOt/CTJ03WCaqnhGH6tOn6bvTpCAxJGDJ4qDpY4fnvjwXRyTsUa56Hj5MN6jVwv/n1b/Q9zHhrnuMLRUTibh6PlnffdY963kypB8MwjGxEHnMXtZiDBfMXpHT58GPTsNCNZoLo8GVwwQjzZxJPXP4zvxtTEOAWPypbgrpKbtk6eAkSF4K1jpceVijiGUeAxQerE6FKpSr6JTHKK9uQc6LbTeNGTbTuaChEnitDsFBqd5kQuo2Wfq10VEd0g6TRcV7qJ6xnnJtgMfRlMFbEC3TEOQP9y7xRRgfhR5OnGkYWYWIuC5DnEh/3CMwLxsTJXFf/vCLejwnGauaHAjApNNt4rpYoVkI9LPMcZGwzc2/RG8VDTxQ+tvEBrF4o5oCJl+kSyYTU+cScQK+K+OTYCDDE4E//82fBhzqQvL4Y8IX2fuDj3g3X36Bj9LQMCRzjsKHD9L3p47DGTZowSR2g0E2fCbSxEvJ+5uMbbQPWx40ZF5yvcVZgHWVIgnd+YxhGhiB/sl7MDbpoJg1PR/LZEj7UlfjyhcDnL4GXGn31mag6Hu8D3R8ja1IMuvCpdVHgCyKDy+niR1gly97il5UvnrBuqDM915hoy0eYlvGD1LOvIwIWTd1+PpB8sO7G8w/KCMbN0YCgey9xNISwJp63sg3jIsHEXHbA8wrHIQiYuAMUPnzSbb3cW+XTP3clDR6R6RmBExGed/zWqlkr6GWSgHcYVj//LOS5SE8KummmE3OeyDlYGC793aXq8Muv82GU8XwsI+aiCazDgJAbPmxEtM4wBcolHxxmIT7opcP7F8dgTEvAVAY6D+35JnZc2Qb1V+Ojmlq3hmFkEPI8yjgxF3018s+b7+KhGi+joHL9Or9nOCY/rUHakI3EzyvdOfqXPT/SMEkL0QVsOlcKKkPj+Rf+BpHhr2FkGSbmsoMZ02doV3a1yHnkuYVIYoybjtmOo884+ZVAF0XGqvl4pjho1qRZypypHuZXTZkTVX6/HPWVe67IcwV/bIulxRkK3qjpiULX9ZTnMIsS/nj1H137dh10nlHG1XXp3NVVKF/RDR08NCUdATHHROUsIw7xksz4PO/xWtOdb2LlZxuIOe6XuGXXMIwMQP5eM0PMGYZhGOcVE3PZAb0Y8jXAZZleIjrVS0ENc4lnWAAii2UE3qwZs3ScG+OGk9BzoWOHTnkiTH6YxxQBqFawgsoB2cYUMV06dcmzHsZhXcJTTzylomzK5ClRYDy6dpn0hGkfuP+BaPJxprhhOh667JsY+XZgEa3xUQ2zzBlGpiHPOxNzhmEYOYiJuSwgFDZpOZOgiW/3+RBOZ9Xy8cnt8X0Lwqc5XVrik8T38STTsW4a5G/CxJxhZCjy/DMxlyT+0ki+MAzDMLIEE3NZwrd9T8X3C5ej8W1JfNzpymLbmXRALB8tK8mZ8k+SjGP9dHkYBWJizjAyFHnm5Ym5i9Sb5XeOfxHYS8EwjCzGxJxhfAuytG1gYs4wMhR5HpmY84QPaB5kB/bnedoyDMPIRkzMGcY54tsFWdg2MDFnWLs3Q5FrZmIuAR7A6tSuYze1YRhZjYk5w/gWZGnbwMScYWQoMTF30U4a/l3D3DnvvvOuiTnDMLIaE3OGYXhMzBlGhmJiLj8m5gzDyAVMzBmG4TExZxgZiom5/JiYMwwjF/iuxVw0Gb8Pp2szxtN5CoozDONvxsScYWQo8h70Ym7ImHkm5sDEnGEYucB3bpnzz9R4KAi/LZ4mGcdvfLthXGj8PZeF952JOcPIUOR5ZGIugYk5wzByge9SzO3auduNHDHSTRg/wZ06eUrjNqzfGHgOTsBxrVi+Im/Os/A5rJY9iVu0cJH7atRXbvmy5ennKjOMC4W/H8N7MpswMWcYGQqvRhNzqZiYMwwjF/hOxJw8Q0+eOOXeKvuW69G9p+verbubPGmyirJlS5a5enXquZ07dqY8a08cO+GaN2vuVq1clfccJsg+8+fNd21atXE9e3ziWjRr4VauWMkuhmH8jZiYM4wMRd6PJuYSmJgzDCMX+K7E3IKvF7hSr5VSMcb6X0+FD1ZZP3b0mHvj9TfcwQMHg7gQrHeF7ink1q9bHz2Lifvj1X+MLHs0On/x81/osmFcMML7LwpZiok5w8hQ5LlkYi6Birm3zyDmvs0DPWzIpASPX07GnyMp3ZISeWkDKk18WgraTha+DIjnpdv4L/+yBvC/nuS6J7kfhOtRvqzGz9e/f8Jtp8WnSaYN84qX4eM0xMs7E2dIk68e0/2eiXi6dPsUkI+eXzqITm6Krxewm5GZnFcxJ/fG9q3b3fZtYdDlHSq87rzjTrdwwULXtElT165tO3f40OGUe23l8pWuWdNmbs+uPXn3mPx+c/Ib17hRY+1yyTrPsK5dukZ/h4cOHHKXX3Z5kN4wLhTckz5kMSbmDCNDkWeTibkEiLn33nkv/8PbLyfj45wuPhniz0vW/W88pON08cmQLMPHxdOkI932eJyPTy7733g4Hcntyf3iy/HjTncOyfWCSJfG11O4DbETjcXx6ZPhTCTTxn8lpJThSaQ5Iz5dPIBf9vWUJF0c+P3i+Lh4MLKC8ynmjh87oXk99MBD7pGHH3EPPfiQe+KxJ1SQ3XzTza5CuQpuw/oNbt7cee7jth8HDcbYPbVtyzbdNyK8z7DY3XP3PXlpQX4RiXTFXLpkaRhpGMbfgok5w8hQ5J1oYi6Birl3AzF3+OBht3/vfh3DoYQNiiOHj7p9e/a5o0eOBnEhNI727tnrDsl+cWjQkM/+fQfyNWIOHjik204eD+s+jD925JjklaYMSUcZ+nU7Bo2bfXv3uQNSRtIKR4OIbSeOp54HeVMGZWlcCOk4v+R5cH5ahjz0I+uO/LB86OAhPa7keRzV89irdRYvg+NNex4nwvPYL+dBGWH+CB++xHNcHIfPPyhDrofsc+TwkSAuxJfBscXhGpAPZUQvLi0neKHp9fBlhJupo7MuQ7YTv3/f/rzrEaJlcM1lG2OJNK8wHJU6Ij5ZV2nvK9lOXZGeY47y4UfL4Jrv1+OIxKrgy4+nV2RZzy2OxEVl0A0uuY+R0XBfnddulon7Cbj/7rj9juge5G/57apvq/jz9xPPm8EDB6t1TtP455cwd85c98H7H+i6f+YcOXTEde7U2Y0YPiJKZxjfGdxzWXjfmZgzjAxFnkcm5hL4bpZbt2zVRsRLRV9yI0eM0gbGNxIQAG3btNV47TIUNrBpnAz8YqDG16xRy+3etTt44MtzcdbMWa54sRKufLnybtnSZZqebVs3b3XvV3/flSj+svty5JdRYwVh8LHkXfTFoq7dx+1F8ASNbG30DBrsXnrxJXno1nS7du7KK2PGLC2bMtQpAPESOJ935HyKv1TcjRo5KopHGH3c5mNX9AUpQ8ryDfnjR49rGUW1jBqp5yFlkL5ihYpu9ao1mp5tjGt55+133Csvv+JGfzU6iBcQam1at9HzaN+ufV4Zx467IYOHavxHH37k9uwOulfxEpk5Y6aWXb5cBbdu7TpNz7aN6ze6t6u97V4u8Yr76suvgmOSQP1zPV54/gXXoX2HQPwK1NXwYcM1r+rvve927pC6knM4JcKa8ygm9VGhfAW3ds3aKC/Oo0qlKu7VV151Y0aP0Xy0DDmPVi1b6fFSBuN8iEfkDxsalMEHAF9XNGBnz5otZRRz5d4q5zZt3BSUIeDBr2KFSu7Vl19148eN1ziuO+fRonlLrd+OHTrqdYATIo6HDBqi15yxnHt37w3L+EbLIP6tMm9pvnllbND64zwmTpgYxSOsZ0yf4V4v/XoUB9TV4kWLXd06dVPiuR56HkWLubJlyrpNG+Q8jKwBoV7ylZJ6v5x3wvsIwXj3nXdH69zrPCu454jjb4XnzcAvBgXPP9KFaZcvXe4aNWgU/E2zSbbzt4fomzNrjsaZAxTjOyd2j2YTJuYMI0OR51Ek5mzS8ADET9XKVV3Txk2DxrY81+rUruN2bNuhjYkB/QZo9x5ADI0cPlIrkkH+lStV1vjh0sCvXbO2PhQRYjwgaYTgShshRAOG0LpVGzdp4iS10NSqWUtEzV7d5/MBn7smjZtoXoi5USL0KANPbjSqOQ6EWe1atVVk8hBGFGEBpIw3Sr+hjSi2UcaUyVNUQNUUAUha9v+8/+euaZNmmm+Xzl3cmK/GaNl0g0KUwZejvtTjIj0i4oPqH2g8gpQ0vgzEIIKVL+YffvCRChH2oZHWvKnUlZTBWJdxY8ZpfS6Yv8C98NwLmheiCY921AdlvFPtHU3PeSDQiKeMtlLXc2fPVdFT/d3qej6Ia+oaEYTFqUunLm7yxMlaNtfjycef1DLGj5vg6tWtp/XDuByuAVAGXcGof869beu2st9ChwW1WpVqcs3kPKQM6rp1y9ZRXVGfnAfjgAo/VViX8dDXoH4DXd69c7cr82ZZLQOPfA/c/4A2nDkurseSxUvU2sW1RBBy7NQD5VMGVgdEFMuLFi52Tz4RnAdCrEkjuS8kPR4A1amEpFm9arV2UaMMxF/LFi21XMooVbJU0BiWfZYsXip5PeVuuP5GzY99CXy4ePaZZ93tt90exQHitHix4rqMsH7owYe1Do0sQa4zz4Nbbr4ljDj/8Pf7kTwTeJbyfOBvo06tOhrPvT9Cnp/+OeTvO355Rrxc/OW8OJBbr708D4cOGaYfhni2/vQ/fxpuNIzviPi9mkWYmDOMDEWeR17MDTYxF4CYu7fQfSrGsObQAKcxj/WHRm/9uvUDl9nCUmkct2jeQkUFDfCpU6ZqpW7buk0H7i9bulwtN70+6aWiAIsbFqpBXwxyc2bPUaHkrWujRoxyrUQwUAaWvaiMJUuD7keSpmOHTm7a1Om6jJMBGkF8mWb+pl6f9tb0WNwoY/CgISp+EHw0ynlA03BCDGzZvEWtjt71N+IC5wQ01LEKTZ0yTeN3bt+pZSMWRgwb4Xr3CsuQ88BChVhD/CB26QaIKMIaVr9efbdl0xZXrerbkZWQMho1bKQNOBpkM6bN0PgdUkbzZi1ULLBv7/A86NbX7uN20nAbqsKsrgg+ysAiRfcqLUPOA0uaWgklL6xL9es1UAsU12vG9Jkav0uuYzOpKywQ1FWf3p9pPN0Wg8bhUBVNCD66UtJVFJHIOmN5cKu+JrREegsW4rxVi1ZuZlgGIpG63SznzfH16d1H0yM+OQ/OjWuJ4OPcEMKUwf1EGa+9+ppbu3qt7sM8WvoBQM6D64K1UsvYLWWIyOfacz369e2n9yeWQ64b9ynXlDy5RlyPYUOHuYb1G+r+BO5vvAT6dQ0C1wWLSTyOuurft7+u03ju0L5jnsXSyHykzcbz4tZbbg0jLgBy7/Bc6dG9hytb5i3tYrl65WrdhNW4f7/g/oqQZf5m+HjC30iExPO3/z9X/4/+PZIX4fI/mAMUwzgfmJgzjAxF37Mm5lKgsfun//lTME4jBItY+bfKayME8eChgYslikYHognx40HkTRNRxGB/xIKHxnGzps21oUwXS9+QmT93vitdqrRbtWKVds3z0PCnCx9iEPGHoPG0RExIQ79Duw7B+JEQrG7MwUTj3lvTKGeelFGiWAm3YvlKLcuDBQeLGI1/rHfxcWx0L5wjorBTx05qqaMBCAjSls1bardKPY8Q6uqZws+oiKPbp56fBIQIlksECumxIHlat2rtvp6/QK13Y0aPDWOd1hsCd/zY8SnXA3H39FOFtYzCTz8TRIZl0NBj7JkKkxiUgaCkDN+9kX24Dm1at9WGJRYEf7xY3Z5+6mkRR6vdww8+HMTLuSOMXyv5mtaRt8R6uOYcU7cu3QLrXQh1hKCbOnmqviwVyY/joQzEMh7/fLy3iCHI4vcCIO42rNugVsiZM2aFsU6tnoh9upDWrlUnuE6SF9bHwk8XDhIJCOB7C90bruVBt7dIzIV0kvy4np5xch3Um6CRHci1vtCWOcMwMgMTc4aRoci73MRcAhNzJuYIJuZMzGU9cq1NzBmGASbmDCNDkXe5ibkEJuZMzBFMzJmYy3rkWpuYMwwDTMwZRoYi73ITcwkQc089+ZSrW7tuMIZJKqnvZ33dF59/oWIBATNlkjTUJZ4GOyKHMSGMX/LjP3AQ0rhhY/XAyBg3GtkM+EfsNW7UROMQbYz7woMi454+6/OZGyAijLFXiL1JEyapY4zJUlbnjp01X5yvfMZ4L4GJdilj08bN6hijY/uOmg9j8IinDI6/Qb0GWgbl9+nVR8oYoGIBBy8qOCRfnHcw5oo0nCuB+BXLVujYvy2bt0p+03R8GfE438BpiZaxZq1r2KCh27hho4paymC8GGU0bNBIypiqQpRf6krL6NM3GFMmeTHGC4HCOLDpkl97EaYIEcqoI9cAscp5cByMJ8Rr6Kc9P9VjpK4o249VxPkJ4wURJuTPscD6tet1vB55ch4IK9JTVzVr1FRRxJg90jB+DecqPbv3DMqQa45Q59i0DKkrymBcHeP7Pun5icavXbNOx7MxPo+0bVq10XiOkRckDk3wakkZO7bv0DFq3bp2k+veVx2/kMaPjaMMxvxxHj17fKIB2J8yGNfHOeMUBiiDcZaMkeT+5fpz3IwdxGEL9U2+gJjTebsgjOO+oaxosnyNdFoGIhgoo1bN2uogx8gS5BqbmDMMA0zMGfr+jwcjMwivl4m5GDSGsVJhgUA84eQEBxJYr6gsphDAMQbxOLxAQCDmsMhUq1rN4THw008+1cY4IoZGMg14HIVgofnowxrRHwmNdDxX4lQD0cXAf7bhep8ylixaop4zESA0uFcsX+Eqlq+oFh3KQJQg+PASxzES/9WXo/Ma5RIoAyGKpQnnIAgVxNKE8YGHR84DgTp9WiBWEIlvvvGmOutAqDBFAmVjJapXt75btmSZnkfVKlUj6w/HwrQMWMzwVKdlC1i7EH3kxRQFWI0AaxdTDBDf69NekUjEGQPCiWMaO3qsOjjQvMIy8GLHvFM1pA45JuKxdnHuCE/KmDdHxIYcFyLxxRde1LwQ2VgvSc8ceVgrEdw48yhd6nU9JkAk4pSEMt73Fk1h+rQZWnf+PKhLXnhrVq8JypB4riOiHSjjbbmHfF15j5DQo1sPvUaUwVQLWocSqBuEGseLYxWdwkKOF8crePXkvuI6du7URfPhfsQyuFTKGDtmrNTny0FeAvfu2DHjVNxVqlg5iqd+J46fqJM4r1yxKrgXBO7RhXJ/4h2Tc0FcUr+UUeaNMuoinvvFezk1sgS5v0zMGYYBJuYMRd4LGozMIbxmJuZiIOaYzwt37og15uSi4R2/wbFu0dWOBnyEbMNCRoPYW2V8eixjuKqneyFWFb+N7oBYUcq8WcZ9Pe/rILHEI9DoxkhXSBrwcZgCgDLo/phSxtr1rvRrpXWKAhrt5ME2ugNiIXvj9Tfd1/O/jkQQ0B2TvD4fECtDtuFpk3hvlfHp6d5H/IcffKhdTDVeAl1BEaOIL0SBEpbfXwSxliFl+XyAYyEeT5Y+H6CuXheBxXkgNvR4JS/KwItkubLl3KIFi4LEIVyH4DyC6+HPEQ+VXCe6P1IfWicCFlM9j/c/DF5cYflMpo0XU7o2IowVtglY6XDz/4Wvq3AfuoeSVyO5jr7OCXjz5HpEXVDDeCYRp/6YlmC5CFB/rHhExVsox4swjkOdkhfX0edD4F7NV4ZAXSFYmXMQC7CPR0RzrOxTqWIltXSyDYslcZRNQIASz/ngmZV93nu3epCJkT3INc4JMcf9nwxxkutx0qWHZPyZ1k+HT5tMH49LpvG/58qZ8ovHQXz5TMT39cvxOE88Lt12KCguuV88eOLLkFyPczbb5Ne/OzTOhzgFxUO6uCSSJv5uPm0+8W2nSw9nm4+QVWKuoPowjGxE7ve/SjAxF8OLOX0YZMEzzTAMIy3yjDMxJ/j1grbF48L1fA3vgoLHLyfjwceF8T5v/Y19IIqnSVn2JNc9yf34kXxVoPj8k+VAch3SxQHr6Y7VB4j/plv2sE5eSXxavz2+TvD4dZ9HcrsnXXy4X1Q3IHF6LcLlfAGS6xAuR0LQk0wHsp5WzPGbXPbrEK5H+6bZlhIHrHNMiXgTc4aRufAImGhiLo9AzL2X/iFoGIaRLcjzLRfEnG+I4+Bp+7YdOm40/myn8Xrs6HF19BRHu8mHE5snYewuvQu8ZT+vjJM67haLdiQABNKxD46u4mWThh4IdO9mHr0gr2Ab6efOmad5QrwMxjEz9jalDNnfd5nOf37H1IFVSkNd0pB+zqw5egwaFSuDMbpY7VPykjKOS11pz4VYvD8Pusf74/WCgfSMGaasQCiFZRw/qXN/7t61J38ZkhddvpNlcD0mTZykY68jKEPSU4aeh99HyqJsenvofK4x2P/I4aPqICqlDLnmjDVm3LOW4bdpGSfcrJmzdVhDsox1a9a53TvznwdDJ+gRkRIvZZAXY6Spk+gahmUQ74dcKPEydu0OIwM4RoYacG2D+0EiZb/geuSVoZCfBNo4DDFgrlfy9WSVmDOMHIPHSHaLufABdraomGPMGZzDfoZhGBmFPN9ywjIHcq54rX3xhaLqbCoODoeqVK7innziyZRnPl3UGQf9T/+/f9IGtSLbaTAz+fmf//TnoKHMPuF+dH8vUrhIahd8gbGqjDN+tshzKhg8dLunjH/8+39MzUsC3mWvvuqPgXdhWfeNfsZR46Rr8KDBQdqQcWPH6ThcxugiJDwIGcaB/+gHPwq6x0NYBl6Cr77qanVwFM8Lb8hPPvGUGz5seEr86C9H67kzBCBexrat2+V433U/++nPtbu6EpaBx+crLr9CxYaPgyaNm7rHH3088JIcK4P1yhUra3f3eBm8m/Hs/Iff/yEaw+4DnoivuPxKdcQVj29Qv4F7+KGH9bjjFjK8P1coX0Gve1y8MFyBnjl/+t8/BUMiQPJBNOFN+rI/XBY5RvPbcOD10IMPq5CNg0B/q8xbeh3jZa+R/TmPG6+/MRCyIPlwHDheYyJ8xjT7eF/GA/c9oCLMxxEYS47TMBx+vVH6jUi0Mr6ervG333Z7ShkExrGzH8NB9JjD+AP7D2SVZQ7hu3njZh0yo+doGFlM9ou5c4CX5dbNW/Wl5B9whmEYWYk833Kqm6WAoyf1CJzm2Y6wSBf/r//yr5GQUlEXLiJoIgEG/Epg6pPkuFefBodJcTEH5P1///n/qiXF56FBynr1lVdTporx25h2RsVcEtnGuNe4CNJ9hJ/+50/ziTko9lIxt2f33mjdQ/6Ukw6mgElaxwi/v/T36iwrBYkv+mJR9Vjs03nw4ByfjkaR7QgKRG46YXHdNdcFYi52Lfh94bkX1LtzsgyEDg6hknCciMCUMsJ977zjLrdvTyjmYjDtDh6co/zDXfF+jJhOQdIgkpkqJi7mfBmITLwOR3EhTFeDQzWfzoNnYi0jjD986IiOl8ZpGevUMeP79f4K0zwlgjyy5sn6sqXLVeBi4cRZGE7UDoVWQMZzZ4uY270zmN7n2r9cq+eIfwKtE8PIUrJbzMnJ0b3EdyE5LfyhS8ApBB4VDcMwshp53uWSZY6AmPNTr0SwLO3XJx5/IjUeZD1FzPETLsbFnG4Pt0ViLkynhMt4pk0RcyxK2WnFnFDy1ZIpzqYICAOsV8OGDovSxWGffGJOws9/9vNUMRf+Fi9WIrDMsUssvyGDh+QXc2yXdOXLVRAxl1oGdYBVKRJzpA3ze+nFl9z2rTExFwYcZOG9OQWJR1BgyYyXoYJItl17zbWpYi4MgZjblBJHwLGUWrQS4CgqcIJFwhBZ5DzuuP3OPDEXy6vIM0VUzJEmuubCJz0+Ua/CGueR40NI1amdXsw98vAjeWIOwl2x7DKnrZ4fSDz5MpUNc676/RFj3oMy69QZllnuSX9szMcaF3O333q7WgZ9Hjji0rlEZZk6/VvEHFleDPD3hddpX1dYl3fuSO1me94J69Mwvi/4k89qyxwTOEceCM8CHgTaX90wDCObkYd/zoi5kEjMpeGJx1O7WSqynk/MhSDmVIB5wm2IuaQXYk8+yxyLEv7l//5rnpiL8erLrwbiKB4vy0yRM3TI0DAihmxTy1waa9PPfxoTczECy5yIingZAmJu5Ij84wWh/FvlU8VcCN0Q81nmBBVz3jIXg+6odIFMQdJw/GqZS5Yh2675S0LMgfw+/9zzgZhLwHyjCK2UsmUZiyeehVPEXMhdBVjmEFqMXdO8Yrv17FGAZU7qtSAx99CDD6WKuZDCTxcOLHNxJD1TzqhACVEx175jsBLWBWIu/vG68NPP5Ik5SXPrLbflHb9AN1CmFILTdrMM08dJEa5xiC5gkwfPe8FCmI/fx8cnSKk/TwFpGa+K9ZHusEzxwzPOMLKdrBdzH7f5WL/MGYZhGDHk4W9iLo9vJ+by9/o4r2LulTRiTvg2Yu5nP/3ZacTc3nAtjyGDChZz5c6jmGPezRQkjYq5Kucg5oQCxZx2szydmMt/HgWKuWdCMZfggos5ATE3Lp9lTsRcuE59qGUu9oEhRcxJmltvvjVPzEl6pkWaN3eeru/fW4BlTrZ98flA16F9BxWPPjCmkHl243EExBTzvHbu1DkvXo6TKY9wHtNbxDUWReZ+bd+uvRs0cLD2oBooZTD+L54Xc57qsRI84Tp11KljXhmdOnZSh0FMC/RS0Zd0eiPGRDI2M7LYGkaWYmLOMAwjF5GHv4m5PEzMpWJi7iIVcyD7L1602LVt3Ta4bwScvzAXa+RNVEiKOfJeMH+B1h2OQSpXquyWLw08ehZomZNtK5atUO+t7OsD9/7GDZvUshfFyzL1itDDq6qPZ19EHl1A8YSqcfOC/BB+jL/knOny6fchqLdNKV9DHFnfu2evlJdXBmVzj+Eop6rcO3SjJR0eU2vWqBmsG0aWkirmDoUPgeQfTgbT7uP27pOen2o/d16wvMz1YSfPK17QO7fv1JcW/fbjE3ofO3LMTRg/wQ0aOEgfBj6elwsPHOJ5GPEQIh9e0ExGTZfOKZOmpPRbp782X50Y56AvIZB4Xqz64pd98KLl05MnX904Xr6a+Ycrv5wHeeGBDdfOpGe/HXIefD1jbIB6E5N44EvY+HET9ByZ9FvjJeCmm/NgMm8egvrSDPMK6mqgnofWVbgP3sj05Tvqq7wGhuzGAGpeMvnqSo6XMjgPnbCcRgz/pIx1cr6MK5k0YZLUVd557JK6ogzqKu4Cmgcxk1kzKB8PVRovZfvrwXnEXYVThzzUOQ/KiF5wsg1320yUznlwnTUvCZRHHN2LokZBmBcuxTk/Xhq+Mcbx4vaa66dlcB66IfAgR3oaXdrg4xJShlxzfx7qIj2Erj5zZ8/VvHgJ8vIncD68pLnm48aM0+umaF5H3epVq/U8IySec2Xs5+xZc3TdB84D9939+/V3CxcsjOqK8+CXlznXirE4DIbXbXJcvFC539jGi9en118jc5HLl0tj5mi88kyn4Y3zCA9/F3Stf/SRR/XvUxve3NoSWP+Xf/4Xfd7F/17I65WXX9HnuVpCwvT8rY8aMUoFROR0QcIp+btl/blnn9O8/N8Qgbz++f/7Z8nrQFQGgbKLvVRcnyXx5xdWjMEDB+vfI2k0vaBlSF4lipfQv2Wfj2+4//Q/fyZ57c5XdtEXiurzQp/DIPGUMaDfAH1Okcan5zh43r/5+pvBu4x4NkmePI8Qc+q1kjoMYf9nizwrz/x1wXmEefHs5UMrojTeaOcZx/FXqlgpapAHz0PKOOL+8ue/qDCIypDtvm6ZakCfkeQlUHaP7j103BTnlFfGST1OPFf668GzjkBet916m9ZJ/Dw4XsQQUyZwz3iIxyrE+MJkGbxHanxYI+VdxjuLunrwgQf12R2/3zhePirwDuB6esgXRx6Uoe+TMK/q71XXqSUQUByzvn8F9qWuGAe6Qdolel+FIHSweNH26P1p76B8gWdBNjhAYdqOhvUbRnVKKF+uvFoeDSNb4bGOmBsyZl52ijksc/Xr1Xc1a9TS+YJY50XLOdKAZh2hw0OtVYtW0R//gP4D9AHNS6BZ02aBQBKmTJ6q7oNHSl6NGjZSsz7padTjghmXx1pGr6AMHuhtwzJ6fdLLNW/WIihD6N+3v+vSqYuUMcI1adQkevlPnTJVv+bxVbRJ4yZBNwiBlyFujolngK+WIfCgb92qtbpC5uXIPh5e+HjBGjZkmLo39gP2mX+mds3aerzNmjRTkUI8IqtihUpaxsdtw7oSePm0bNFS43t92ss1qNcgeNHJPggQvhry4m/cqHEUP3vmbFevbj1t3DRr2lwFBC9NxCLe0EZKfLu27bTbBel5IZHOl1Gvbn2NJyDwunfrrmXQH17jpRy8d+n1kH1wp+3nP+Kl9nqp1zWerhh9P+snOyAKD8kxNtH4T+V6vP/e+1EZiMse3XtqGbhv9vGIxbqyzjVv2bylun0Gvkq+Xvp1va86dejk+vUNykAIkZ4XL9dDp7qQfHhpcs1xC43Q42uhItuom/pSp9wLnMea1Ws0fpOUgQUgOI9OKsSIpzFap1Yd99ADD6n4jJBt5I3r8jJvlo2uBSxeuFhfchxvc6ln7lndJoEGENebc6SuGa/ioQFMQ4K/Bf3yG4pvn6+Rocj1ywkxF96rPCeeefoZdTxBg9aD1QanIdf8+Rr32quvRR9reFaUfKWk+9Uvf6XWLv8Rib9j/iZvvulm3T7wi0H6XGMbzzucTjz2yGPuvXfei8QZH4lKvVbK3XD9Dfrrn8NYF3Ap/9vf/FatcPphRuL5u33j9Tfc9dddr6JxkJSh8RJ4bjONAg11upKpsJB4/j5LvVZaXd6/KsfFfGkcFx8T33zjTfe73/5Oj5d58HxejH2jDDz/DZP3h0IZtWq7xx59XL0hsuxF2FB5j1AXN990ix6vFyl0baOMyy+73L1c4uVAbEk8dYWzlOuvu0EtgNGcfbIN4fDYo4/puVBvvk54nnGcuNWnLG/pW79ugz7Trr7yahWs6tSC6pVzrFSxslrs8OjIh0Avtmp+VNM9+vCj+jxs2KBhJBp51nOceK3kPPiQSz48d3EK8j9//B/3cvGX9SMp6aFq5aruumuvV+sqH+QU2caUBQ8/+LB7+smn9f3lrbW8e4sVLebuvutuvV+41sD7g+6NTG1BvUddACVgjcQDI45ysPR5occ14FlPGS2at4hEI+IV6xr3L+8VL+6XLVmm58HxUgYfi/27gI/bHA9Clo+BnmwRc8wl2bhh40j0YnVmKgj9wGEYWQqvoKwWc4iF0vKCY/4fHozTpk5TocTDm8YsAgehwouCBz8igG4JiBIVarIPYmz+vK/1qxkepRAa1BENc23AyzINXh7kvgzEAGXwsERc8WDBwsK8PjTQ6V7RNBRRvHjoLkGDnmOhjD64zxawyPSTcsiXwc8ISMpjotAG0jBHONDtg/PgZcTx8+DCSoiHMoTBwgWL9Otx65at1QrHCxjHMHoeAi8dvsKSL1a8WtJYYBnBx0uWr6OcBy9DGjq8GCqJ4ON8qCvmPVqyaIm8YI7rsp4HZXTtHglOXp4I5KCM8frSYHnWzFkqtmk4rVqxSssjnmtT5o0yej58RURQ8+LiGnCunAfLXeU8vHc6+t5TDiKdBhqNKerka6ljBCCNgjWr1qggAfKmYcV58NWOlyRexHgh8jJYtHCRltGjWw8VOORFGYg9rtmYr8aouKZsLHfsQ3rOA5fXpOdFTWOBRhrddigDUY4lgMYlXWV4MXPNfRkItqGDh6po4jy8GFwk15Ey9EUewj75ultJWs4ZwQy8nPU8uvfQ+mE71xuByDL3Fg08f925NxHC1AXHybgGLNp8UW7bpq1a94L95D8jc5HLlwtiTu9Tf6vym7xtWZe/AU8yffw+18Z1OkiSCCl/H37Rb+fHb48li7b7uNivP66U44uTjGPdhyTJ+Ph6+KvnGk8Dsq7l+3pgezKNJ7Ytyiu+XxziwzQp5fLrg+d0205HurTxPGLb49dGxX24Gk8Twbo/L/Bp4umSaSCeJv4rIaXMJIm0KRS0LR5fANki5jhH3nNMFzFl8hSdr1C9gxpGFsMjK+stc1decaXOH+dBXNGFsEXzlnlWDTlnBBRihC+U9KX39YBlhi+YPBCqVKoSRAo0+rHG8dWSL2d02fTQaJ82ZZpaO+KNbQSgtz4xR0xUhogBvpYhBHj4eBBSiDMe7nwB9F/3oGWLViq4GEiMhc1Dl0NEHJahD6p/EERKOfOkjBLFSrgVy1dqWR66yzCpLNYZBK1+CQ2PCxE8Z/ZcHczMF0//QuJhiZWKL5R6HiHUFXPx0P+dQciajwQEAl8Q6ZJC+qhLj4BVEfGBdS8+5xD11koEKCIWEexByPH1mzIYE6CEZSBgsHCqyIpBGVjt1COYiElF9uE6MJnwxAkTVYD540WQMt8P15yvrhov54545WsxVkTOJw7XnGNCKPMS8VBHWLYQ4CpiQfLjeJ56UsoQoXznHXdG8ZTB11SuQ/xeAEQtItSDKBsiwi8JdYSnMj1uYa0I/nijHaHPdfLgUU7FfXh92R/X4AhoumFpPhIQpTdcd0OQyMhs5HrmhGXOMIwzkk1ijg8CtInolaTWx/D9ZRjZiok5E3MFizkJ+cRceLx0+6H+EAHZLOYYI/bQBRJzjL1QwXguYq6JiDnGPoaYmDO+NXI9TcwZhgFZI+biyKmc1sppGFlCToi5q664Km8sggTEHA4dEG6RmJM/esaHIYIQcyoewvQIFDXVS6M7asBLfFoxJ/F00aBhz9i3fGKuX38dr4T4qh4br0U3TsZfIR60AR/G84BVMSd5MlYiEnOyDcvYzBmz8ou5ASLmpHzEXCQYtQwRc8VLqOCge6GPp4sh4ofzYBxXfJ49xhHiUphxZ0kxp5Y5EQHJumIuHspgjISPp9+6irmjIubkvP34CECw4bwEEaRiLnyXMM4PEcbYgagMAQ9WgZhbFQgS4mUfBEqKmAvTA11M6QratXOqmGM8H2IOByYMVPf7qJh7EjG3WsfYaLwEhFapkqVEaIViLownUOeMh0AwxsUc3TFVzMn9EB8nt2SxiDksc1IG3tN8/O6du7XuVMyVDe+FELrmxse6MemuirlwXZFfBtAzZsLHIeZuveXWYEXiVMwhhMP9cACkXl/DdfZHzC1bujxFlG/etEXH/fh1I4OR62dizjAMyCoxx7uJ0/DvqCw4JcM4Hdkt5uQ8GIvGAG8a8vxBI1QYd8S4H8QDlg3GWDE+qWePTwLLzdjxaqFiADn7YMXDaoNFBHHkvXgh3hjjhecour/R8CUeqw3juigDz2lYyhBjCBj6cXfu1MVNGDdBxQOWKvbBsQp5M3YPIbJ3DwOyA0sIji5IgwhF7LGMkEQUYtGjEY4TEo6VsXmf9AzOA8GKeGDQN+UjMJh3RZ2clK+o4+2IZ8wY6RBzOGJRsSB5Mc4Khy0IG8rQQfhaxgldRxhNnTItKEPK5XipK0QEZTDmDQ9tHC/jBD94/0MVc4y9QxQE53FURSFWKsbUqfCVeOoKpzTdu/VwM6bPUKsk5fKVbdrU6epNjeP0HuXYh+tD3VGn1JkfhE+ZnAdWT8bX4a3RXw/GI3KNEKzx85guZbxe+g0dH/ji8y8GnrAoY/0GEXFVVDByTFh8ySsoo7mOh+vbp68KaeC+6vdZPx2czhhMjotyuecYh4bTALyNPfnEU8F5CIyBpA4Zd4hl1Tss4Ni4B+IfJrjujOHTr48eWcTTqoo5ORfAWcvjjz2h58H5UXdqnQ3zmTRxko7bA8bGcX/ikIUPGKVLva73NOe5VAQoHt2UWJFGBiLXz8ScYRiQlZY5w8gRpHmW5Q5QPm6nIonJNHlYYbVST4xyjnQrrB02+mn8vvP2u9pgZRsWKaw2hw4cUocpfvJKvFIiRuj+iHfHsWG3QMRIxQoVNZ4Gtve4SAO8Vo1aKvzwvFi5YuWoDI4NL2c4SsHqRlmAxzCOEcsMXit1/hpJTzdBvGAhwnBaou535blLQ5uHMPng+TJukWESTlza7961R9OoRUzAksd5YGHCeohlypeBQMLzE+6v/XlwXu+LsOCYKCOy7Al4cpw4fqK6ev5QBJs/P6x2OGyh3nGigZhESCAIcCONeMH61rBB4NQF4ffuO+9pPdAlNLIICUw6yv54qsILlxKV0ViPFwslAon4ZUuXiXh5XOPpSokHS44LMYNFjfPAGqqWPd5dsg+ToiIct23d7t6u+nZUNsIGcc4+nAeuoIEuiFqGHDeWLaxm7IMVsmyZt7Rsuivisc3nxTEyZQACrUL5CkG8BMQ8gpNzZzoNBDTxWPoQYZSBRZF7TutXQNAjEhGoCG/Ssw1hiRMe3x1UkW0zps3QrrlcS+4rLIO+fO5TLKbeoc6jj8gxs0lEIuMjue+pOwS5L8vIcOQampgzDANMzBlG5kKzMLu7WYpQYbwXnvyeLfKcirq4K2DGSuHO+LWSpYJGehiP10M8NtLYx2KE9Y2GLaIIyx5dCZs2bqoCCrAwfdLjE43HhbFaTwQa13i6fE7KxhLC/HFePFBGhfIV3fPPPq9eMf1DlLFfeNOkbMbXecsTjXemN2CcFV3g1FW2wH6UwflRhnrh1A1OLXmM96MMtRCGFhzEKVYeymgi5xEvA8se1heseL6uKAMxwXxBdAelWyTxBCxeFcpVUAsWbvF9PHWDx00mWkUMIW4gECG9XOGnCutcQt7lNxYhhCvpOQ8vaBCAdNukCyXXCg+fWLbyymig504ZCBXiERxYQTkPxJs/Dya6pa6KPPOsloE3SeIhcBldVs9Du98SL4G6QThzvF7UAWUgpujyiTDz19yXQd0iehH6XoBRBhY/zgPR7svgRYqVFxfadNdUESbxWAC5d6kTut/iApx4tuOt856773H3FrpXPzj4vBj7+fBDD6uLa+bX8fEHpAw+EnAN6U7MdfDbuC8Q6c9KvdAVd/KksJuobGO+Jf5umJSXqRv8uRgZjlxGE3OGYYCJOcPIXLJfzLX5OBgLBJxX8tx8XBgQDlEaH+/j0oU4yfU4BaX3cfFfKU8bzD4uSbp44nyIw3ry2RxP60OSZHw8bTI+/uuJp/PL6dLEiafzgWNPd038uiceH9+WXAe/7relub4p9wHEt8c5XTykyTttgHRxnuS6J90+/FIu+Hi/XhA+XboAyV8j85FraWLOMAwwMWcYmUvuiLmCGqOy7q08arVie6whHIkqXQ5/SRcupxCmSxefIs7iacLfqGxdCX8LQI+jIOL7suwDxH/ThTjpzs8TT++Xk2nj8QUdb0H7hb8pFiCflpDMz8eD/w1Ja0WKpY+2y4++xPw2CUlhH78XUigojp9wn+j6+uAJ16Oy4tuSpKtHvw8h3J5ynAQgKl4X8W1Cvn18gHg9GNmDXFMTc4ZhgIk5w8hcaMJltZjDeyRjps4GGrSMKYscTBiGYWQrJuYMwwgxMWcYmUvWizk9l7M5H0mDmNuyeYuOD/JxhmEYWYk830zMGYYBJuYMI3PJbjEn54FTDd+N8oxIGsRccsJpwzCMrEOedybmDMMAE3OGkblkv2XuHKGLpbq+pw5yuB4Mw8hyTMwZhhHC9DRjRo8JxJy1fQwjozAxl8DEnGEYOYE830zMGYaRD2v7GEZGYWLOwzlL2Lxpi87f5dcNwzCyEnm+mZg7S9K9D3xcMj5OujTp4uB0ccn4OOnSpIuD08Ul4+Ocy35+PR5fUNo4BW0/XVx8m98/XXpPQduS8afLJx6fLl1B+xaULl1a8PEFpUnGp0vn45LxkGZbitdlSGxX0sUZhvG9YmLOEz6gtm/d7urWqRusW9dxwzCyFXnGmZg7S8L3gwZPurgk6dKki4N08enikqRLky4O0sWni0uSLk26uDjnkhYKSsN6Qe/ieFrSpNs/TkFpWI+XEU8TT5tmv3xTBfl9z5S2oHQQj5ffAvfzaaCgOPZNHiP4+GR6/xsPcdLFGYbxvWJizsM5+web/83FejAMIzeQ55uJubNE6urUyVPhSkj4jihwjJHE5bN0gCxrXvE48PFxwn1PWwZv8TBdhCx/qzLSIduiMuLI+mnLiMezLAGHZGnh9AooI99xhXkVVMapAspAEJ1rGSePS5somV7Q9GmKIX8tI4mWkT6+wLoifbpToeh0Tt0kXu+3OKxKSFuGpD914pQ7eeKk1k18e0HnQd1G6Q3DuGjgz9XEHHDO8QC5WA+GYeQG8nzLOTGXfMaDX47HJdize4+rWqVaaqNf0u/etdv16d3HHdh/IIwUJP7ggYNu+bLlbvRXo6M4AvOY7t2919WrUy81L4EyqlSuoo3lCNlnz6497tNPemmemk8YT5lLFi9x48aOi/KHY0eO6XE1a9IsaMR7ZPtuyatypcru+LETYaQg8ZTds0dPd+jg4SgfoMyv5y9wkyZMSok/fvS427Vzl2vdqk3q8copUTZlHDl8JIwUZF/Ou3u37m7f3v15ecnvAbkH582d56ZNnRbEh9s4D46rQ/sOKjo8iAzqpFLFSu4wx+uRsvfu2eu6dOqixxChZRxws2bOctOnTY/iwJfRrUu3fGWQV9UqVVOvrbBv7z7XqWMnt33bjigffvfv26/5z5w+M4gnyDEdPXJU6+rTTz6Vusorg+vPeXz4wYeyb+r9Q9mUsWXTlry8JHA9pkya4mbOmJUXHyvjs96fpdxXWoacX51adfS44yxcsMi98/a7rlbNWrqv5iVwPSaMn5DvPKirpk2auooVKrkZ02cUKJoNw/ju8WJu6Nj55gDFMAwjZ5DnfC6KuW1btoUrIRJH4/3QwUPaKE7HZb+/zP3zP/2zNI5jL0dZvOLyK9y//+Q/3A4a9h6Jf+P1N9xvf/Nb16pFqzAyYMSwEe4Pv/+Du/nGm/OJuSuvuMr949//Y+oxSF5/+p8/uf/49/9wO7fv1PXgeJ0rXep198v/+qVrI4JKk/I2l39DBg9xl192ubv7rrtThNYJEXD/+z//6/7h//0HbbBHyD7X/Pka95Mf/ySlUQ+lS5V2v/31b137du3DGNksdfDF519oGQ/c94AKVA9i40//+yctI0U8SJ433XCT+8mPfqJOxnwZHPNrJV/T8+gsIixe9md9PnOX/+Fy98jDj7gjh/KEIcd4zV+ucf/P//l/guONccdtd7h/+9cfuHVr1oUxAa+8/IqW0VVEG2VgIeQ8Pun5ibvsD5e5wk8VVm+OHqYooox//v/+2e3YHru2wp133Ol+9MMfuZXLV6Ycb/Fixd0vfv4L17N7zyCCbRJYp4wXnn8hpYz169a76665zv1Y6mTb1tR7kmv3g3/7gVu0cFGQT3irlChewv3spz9zn/b8NMofunbpqvdV8ZeKp5SxasUqd8P1N7r/+sV/yTltDWNlN8mv5KuvqQAlTYvmLcItzhWTPH75i1/mlQHy26hhYzdl8hRdffihh92ypcuCe84wjO8dE3OGYRi5iDznc03MMR76j1f/MV8jFLHyUtGX3MTxE8OYBJL8ysuvTBVgYRa1a9XOJ+YIq1etdq1btQ7iZDcvtvi98/Y781s2ZBtlJMUc4aMPP3I7d+SJOR8WL1rsOrbvGDT2Y2UQHnn40aCbYByJ//2lv1fhmoLEv/du9VQxF+Yzd85ctVyxnNIdT36LPPOsO3b0WBgRIvGIl6QliH2ZwzUu5vRXAhYtLFcphGleLvFyikBRZNslv73E7d6ZaoEDLEcpYi4sY8K4CWq5YjnZ5bHMG2XU8pSCJLn6qqtTxVyYV4VyFfKJOZa/+nK069+vf5ROkV+uC8eFRTNC453+/aV8YAj3LVumbKqYC/MZOXykG9D/8yhdPLxd7e0Uce3jC91TKEXMUddYSY/J8WC5a9igodu4YVOQXsoaMmiI+9yXIetcy6aNm7qtkgfHMKD/ANe9a/fgupDGMIzvFR79JuYMwzByDXnO55qY275tu3v8sce1QRpn545d0rjtEXRZhDTvwKuuuCq122JI3dp18zf4BcRcq5Yi5pJ5yTrWnXiXO0XisfTlExVCPjEXsmTREtexg4g5HxfbhvUkn5gT/nDpH9KKuepJMRcyb848162riLk0FHmmSFqhdenvLlWrTwoiChAb+cScoGIOS1AasEblK0MoSMxVqlg5n2UOEOpY+5TEOb75xptpy7jqyvRirny58vnFnEC32nxiLkTFXJq6uunGm9zWNGKu3Fvl8ok5wggRc5HQInhk+Z1q76SKOZD4ewvdq9ZGT+GnC2s3YJ8HHyRm0K0yZMjgoSrY/PYN6zZot12FOOGtMm/lv48Mw/heMDFnGIaRi8hzPhcdoDxb5Nl8Yo66GDRw0JnFXFKACVj7kl3xIBJzNMQTBGIuv9VMxVzS0iWcVsxhmUtzvCrmkmUIdMc7ZzGHZS4NacWckFbMSb75xFwIYu6Tv1XMhTBeL52YmxAXcwkKEnNXJ8VcSMFibsxpxFzFtGXkE3Mh+cRcSIqYiyPrWD7ziTnhtGJOQMzpGLkQFXP9RMyFpIi5kLIm5gzjosHEnGEYRi4iz3kTcyGyamLOxFwSE3MBJuYM4+LGxJxhGEYuIs95E3MhsnpaMSfrV10ZijlZjo+5QswxPykNbs2Xf7KcMmYO8nZRMZfiLp5fCZdfdkXemLkwjlDjo5rBuDzWIfzVMXN0s6Sx79PzI+s4DlExF8bpGD1ZRswdxqGITx+G6u9VVw+NKePihLmz57oe3XpE5xYvCzGHY5UklJF0gEJAzG3aKGLOx4XMmDZDx3HpmEQfH/6WKP5yMNYszIPAMSIYvcCNjllCJOZicUA3yz69+uhydP3D7W+8LmIuXkbI1Vf9Mbi2Pj7cVqF8Bbd8aZ4YAvIcg5jr2z81/xDEnAp1n08YbrwhFHPhut83LuaiuheGDxvuPh8gYg6II1BtkubtZDfLcHuhuwvpeDdfJw0bNHKDBw3R+wOPoA3qNwzEacjQeDdL2QdB26RxEx1fR9zUKVNds6bNgnuVNIZhfK/wiDAxZxiGkWvIc97EXIisnk7M4er+sj9cro3aE8eZZ0sSyD8sQ++9855bumSpO3jgUCTycGc/e9ZsV79eg6gBTMAywz633nKrCifvUAXPiggTRBCWK506INyH/atVrabiQacnIFrKx/I1edJkdRfP8fk57RAlrN9/3/0iEgKHFZqXFIXl7dJLLnXr164PGv1h454yEEFYa9TaQnoJnMe4MeNc65at9bijMuT4KOOJx5/QMnT+OPaRH9Jd8ptL3JrVa1LG7BFfrmw5FaA6pQBZSXrOaeSIUa5Duw55dSUgFBjL+Pxzz6ecByKYvH7z69+4FSJAvMAmMPUCVrb58+annse+AyJeBjvc/ZNGz0NAXDE9AN4uN4vI9PcFv5wfHju5tpEolsC0Aa+VLKWWrMjLpsQjXhFZeJbct2dfVAbnQb3j4XTzpi16zqSnzijj2muu1TrRMZRhGeRVSsrAe2RqGfvViUuP7j00jZYh+TENBPdP+bfKa135OtG6kjLuuP0OKWOJ3ru+jDJvlnFrV691c2bPSfFWyjUPHKT0kHOVMsJ6b9O6jftq1Fdul1yTJx5/0q1cIeIvPBfDML5f+DM1MWcYhpFryHM+18QcDWisSdo4pyEaQqMXd/tjRo8JBFniHXj9dTdIo/s6dVfv3bPD9dddr/HXXXuddoX0+zFfHI10Ai75vRgg/xskr2C/a9WboO4j4eabbnF/+fNftCwsVT7+FoknLWXUqV1HxQANbCw91/7lWvfnP/1ZG+veU+LwYSPcDdcHZbCP7wqHeLvt1tv0HHCJz1xhHiyF10helFO/Xv2gAS9ggSKOfe4tdF/UBZTpD3B5748L8cKxcj/dfuvtekxMd6BlhOdxn+xPPuyDAPX1THc9X8ZDDz4swiSwTA78YqCeB/lfd+31kRXOixPSE5ijzpfx0IMPaRzn3rxZ8+g8KIN8OKYnn3hS6iQQk/369tO010v+HINOESDxCGqmB2Afri9dTX0ZWDxJy34tW7SM4su+WVbrlfR8MFDhLfF07dT0Ugb7+LnjNm7Y6O65+57oOi2Yv0CPFZ4UscS1Jb5tm7aRoHrz9Tf1/LhPXnyhaFQGFkdfT5S1Yf1GzQexhidLrgfHhsj1zJ87X687ghzR5q2iiE5/PZhuAXHny3/1lVd1G3PdeXwdG4bx/cGfoYk5wzCMXEOe87km5rBw/eVPf3HvvvOumzghnIZA6qFRg0buuSLPuWJFi2nXSLWeGIZhGEYGYGLOMAwjF8lBMUdXtiCcjJyZYCHCMqfxx09GFgrDMAzDyARMzBmGYeQiOSjmInjH+eDxy8l4w8gV/L1v979hZBQm5gzDMHIRec7nrJgzDCOVb+R5cCDPaYxhGJmDiTnDMIxcxMScYRghPAtqfFQj8ExqGEZGYWLOMAwjFzExZxhGiIk5w8hcTMwZhmHkIibmDMMIicRcOPehYRiZg4k5wzCMXMTEnGEYISbmDCNzMTFnGIaRi5iYMwwj5PChwzpBuU7mbnrOMDIKE3OGYRi5iIk5wzDi0Paz9p9hZBwm5gzDMHIRE3OGYcSxtp9hZCQm5gzDMHIRE3OGYRiGkfGYmDMMw8hFTMwZhmEYRsZjYs4wDCMXMTFnGIZhGBmPiTnDMIxcxMScYRiGYWQ8JuYMwzByERNzhmEYhpHxmJgzDMPIRUzMGYZhGEbGY2LOMAwjFzExZxiGYRgZj4k5wzCMXMTEnGEYhmFkPCli7tDhU2G0YRiGkdWYmDMMwzCMjCch5r4Jow3DMIysxsScYRiGYWQ8JuYMwzByERNzhmEYhpHxmJgzDMPIRUzMGYZhGEbGY2LOMAwjFzExZxiGYRgZj4k5wzCMXMTEnGEYhmFkPCbmDMMwchETc4ZhGIaR8ZiYMwzDyEVMzBmGYRhGxmNizjAMIxcxMWcYhmEYGU8k5sZ9bWLOMAwjZzAxZxiGYRgZjxdzw0zMGYZh5BAm5gzDMAwj4zExZxiGkYuYmDMMwzCMjMfEnGEYRi5iYs4wDMMwMh4Tc4ZhGLmIiTnDMAzDyHhMzBmGYeQiJuYMwzAMI+MxMWcYhpGLmJgzDMMwjIzHxJxhGEYuYmLOMAzDMDIeE3OGYRi5iIk5wzAMw8h4TMwZhmHkIibmDMMwDCPjMTFnGIaRi5iYMwzDMIyMx8ScYRhGLmJizjAMwzAyHhNzhmEYuYiJOcMwDMPIeEzMGYZh5CIm5gzDMAwj4zExZxiGkYuYmDMMwzCMjMfEnGEYRi5iYs4wDMMwMh4Tc4ZhGDnKwQMH3a233CpvAlmRl4EGwzAMwzAyBhNzhmEYuYg8/I8ePurKvlnWrVu7zsScYRiGYWQgJuYMwzBykVC8TZs6zX3a89O8OMMwDMMwMgYTc4ZhGDmMirlPRMyZkDMMwzCMjMPEnGEYRg5jYs4wDMMwMhcTc4ZhGDmMiTnDMAzDyFxMzBmGYeQwJuYMwzAMI3MxMWcYhpHDmJgzDMMwjMzFxJxhGEYOY2LOMAzDMDIXE3OGYRg5jIk5wzAMw8hcvJgbOna+iTnDMIxcw8ScYRiGYWQuJuYMwzByGBNzhmEYhpG5mJgzDMPIYUzMGYZhGEbmYmLOMAwjhzExZxiGYRiZi4k5wzCMHMbEnGEYhmFkLl7MmTdLwzCMHMTEnGEYhmFkLibmDMMwchgTc4ZhGIaRuZiYMy4q/sotSKMyHgzDuGCYmDOMi5BYc+yvtNTSEX9PhuGvp/gvFmcYRtZjYs64+PAvobiwMwzjgmBizjAuMP5v62z+xvw7LxnSIfEq9OLpfODHmnSGkROYmDMuKvbv2+9at2rt7i10ryv1Wim3aeOmcIthGBcCE3OGceGZOH6i69qlqzt65GiK4Er3d1fspWL6LtyxfYdr1rSZLkf7xPcVypcr7+bOmeu+OSXtN4l/7NHH3aqVq/OlS1mG5LphGBmLiTnjouHI4SOuZYtWbvas2WqV27plq77Idu7YGaYwDON8Y2LOMM4/3bv1cE88/oR7/LHHNTz5xJPuFz/7hSt0TyFdflxEF9ufK/Kc27N7T7iX/BlKq+zFF150+/bu1y6T9evWd3Nmz9G/zxQrHMgv4nDlilVRT5aHH3zYrUbMJYj29YTpDcPIfEzMGRcNhw4ccg3qNUh5wTRu1NitX7c+XDMM43xjYs4wzj8nj590J0+ccieOn3BrVq91y5ctd8uWLnNLFi9xy5cu14+XJ46dkDQnwz0Cnn/uebdg/gLZZ41bvWq1W7F8pf6uWrlKRRr58be6dPFSd92117srLr/CXfaHy9y//su/uo0bNrqHH0ov5rDuISJJ37N7Ty3b/uYNIzswMWdcXPivhRIWL1riWjRv4Q7uP6ibDMM4/5iYM4wLQPgeI9x4w42uZo2arlWLVq51y9bulptvVZGWZOHXC1VsTZk8xbVv117TtmrZyrVp1UZ/WY93uTx18pRa78aMHuMaNmjoDh446B575DFXt05dd+zosSBTkLRt23zsJk2YpOmLFC6i4lLzMQwj4zExZ1w8yM34zUm5B+WXr44vFX0p6BpiGMYFw8ScYVxYrr3mWrdu7Tq1qhFefeXVQEwl+OLzge7//vP/VUucHwPn6dGth5s4YWK4FoCDE6xxjRo20nx5Xz7y8CMqBHv36qPb+UC6Z9ceV6d2ncgKyG+p10q7A/sO6LphGJmNiTnj4kJuSLqh8AXy+NHj1sA0jAuMiTnDuLAw9rtalWrunWrv6G+VSlXcrp27wq0BfXr3cT179NTxdStXrHQVyldwS5csDTbK32a3Lt3cuDHjUv5OcapSoVwF99ADD7n33q3u9u7Zq2KO/fv17ec6d+ysY+p279rt6tSqIwJRduaftPxKvlrS7d+7P8zJMIxMxsRcOnhYxh6YET5eqimfy9+C9knHuaRNx9+6//nEH4f8Jr8kRkgc9RVZ2WL7JNMvWrhIXzKHDh7W9Y4dOrrNmzbr8t9Eopx0ZRtGLmJizkjB3wf+GZkMEF/2xLZFzjbiISTlPRALUXxBaJpwOQ3xMlPKiO8TRn9XFLq7kPvtb37rfvPrIPw2/NXl31ziLpGwfNkKTbtz+061mD37zLNu1YpVbu/uveoIZfeuPe74seOu5kc13YH9B6Jz5KNn+4/bu3Vr1rnqIuQevP9Bt2XTFvfoI4+6NavWaB0UfvoZFXKE2rVqB3UR7v/qKyXdvr37KNowjAyHR56JuSRSKQu+XujKvVXOPffsc657t+46WHj7tu3anWHZkmXBAzFMywtGu0CMj3WBYLvEI3CGDhnqir5Y1JV+rbQbNzb8sub3PxsoI/yitmH9Rn1QXzTIMfH1sH+//m7O7LnBeRE8sky9tWzRUgd/s87XwM8HfO6GDxuhg8A9vKiYjoAvlOTXv29/rbPz4gDFH5cEvl7OmDYjWDeMHMfEnBEh98Bqeb/w/O0nz1//HNZfCYsWLg7uEy8KQH7vueuevGe5rF95+ZXB2K44pJfAOK9BAwdFecaDjvPy+SaYN3eevosL2u7z/3r+AveH3//BTZ0yNThO4eGHHgk+Cha07wXilptvkXK3uJEjRrren/bOC716q8B6v/r7buGChUHi8PgZz4aY49gRaLt27FLrWvX33g+6SYbpCFjatm7e6ho2aOTefftdt0MEIWJuxXIRiLL9xPGTKurUMlcby5xkyr7Cqy+/KtfIulkaRjZgYq4AcLyhXRqkSuiTfurEKX0I8vWMLhPR4OHwwXj40GHXsUMneUkNDl4g4bYvPv9CxQljwbA2denURbs/nBNhXjU+rOGuuOwK165tu6jc7xumEajxUQ03edJkHaQ9fdr01GOT5fFjx7tqVd/WZV4uCDtE7cDPB+q+nlNSR4sWLHITxk3Q/BDHM6bPSB3I/TfS97N+7po/X+Oef+6Fi6YODeP7xMScEWfblm3qKIPxWbfecpsbNnSYmzxxsoZ1a9cH94m/V+T3/eofuB/98Efu9ttud3fcdodr93E7d+nvLlUhc8ftd2j46suvovSIPsaMkb/Pd9LESe6xRx9zWzZvCdKlgbnUunTuUuB9iuWJ8v/7l/8tz/m+6g0SITN29Fj3H//+n+7mm252d95xp57fdwWOThBY1193g/tiwBdarwS6Uq5YtkLf6ZGYCyn8dGHtJsl5PvjAg26niDk+avope/T8fR3IL+fTSMScdqGU7Xiz9PurhVLiENAtm7d0C75eoLt98P4HbvRXo4N2jWEYGc/FI+bkQDD568NcluPQmMciFXWduMCMHD7SvfvOu9qNYdaMWTp4OH5MzAmD5yhEXjwe61mnjp2CQcrES/isT183dfJUXcaCh5Br3rS5WqdmzZyl+c8kTJ+procLgnNngHOvT3u5tm3ahrHfE+G5HTt63PUTcURXD8ANs395+DQc8+f9P1dPXNCn92dugKz7L4Tq8OS7IDweXmozZ8x0zz/7fBBvGDmOibnMpmmTZmqF0mdv+Jxjed7c+TpmimdePJ7fKpWraDc+Hx8Rrms6AYFFT4aUNBCm4UPl+HHjtdcFx8E7nHcjQooeKYwBO3zwcJQfIOYQgPE4KPlKSbdp46aorKGDh7o7b79TBSVC8af/+VN34/U3ultFIN1+6+0abtNwm76TedfQVmCs2do1azUfuu2/Xe1tnbMUC1e5suXctq0i5lKLvmDceksg5q679joVxfqul/DUk0/p9AQfffhRPjH3TOFn9B3Je2qKtB34oHnVlVe5IVIfxFHX2lMnZKuIuQb1G0b1GYyZWyXrshI7TwQu7QfaHKVLlVaHLIZhZAf8+V80Yo7uAnxhSunGKBzYf9C1E8EwcsSo7+QhPHzocPfnP/3ZtW7VWho5vVSIHDp4KNwqcKx8DWvYSC1JEVJ9uAbm66Fa6CQdD1jfRXKLnB8ug+mWyPJnfT7ThyuBlyKNqtMieZAOF8PfRT2ciQ3rN7g3Xn9Tu0zieZIB2npc/iXCOW/a4sq8WTZ40cg/XvJRt8kwzXlF8kNMF3upmHvpxZeiMGTQkKAsOTa66zAWwTAME3MZjVwzPoz16dXHDeg3IHrO8pxjGYsXTjeY80zjw4DYqVihojty6EgQ54mlISAM6KKXEg/hMvnT9Q8R1rhhY+1aSTdHyse9Pu/Q48xnFgMxd8N1N+R7Rl96yaUqujwcPx/76LHB7wP3P6Bd8SkPi5IP3gMyHzmLFS2mXTyxbn3S8xMRQEO0PVG5UmVXvlx5t3L5yqCOviO8ZW7E8BGul7Ql/PueY2NqAqyF+SxzTxXW3j/8TfrAvHDsQx6IZ4SrvwZY5hDQiqzTzVItc8C72CPbRo0cpeWrkAv3Nwwj8+Gx9v2LOf9QkbBvzz6dOFoH+sbg6yJdH6dPnR7GXDh48L737nvy0JdDEiE2Z/YcV6lipXBrAC8ojmfC+AlhjCDHz4sV61uLZi2iOOClSb/2zRsDZx4MaObFRaAvP7+nHYws+XA8iLmPv28xR9kSEGV/vPqPImobu8Nyfr0+7a1jISIkTZvWbfTrqN/HQz1h+dR6jcWfD7hXqG+OyQf/wvfXk4lZz3e5hpGJmJjLAuTa4QF4/rz5wXUMA8IFMdO6VZugNwSv+DCeceA8B1PetbKNZ/rvRFj91y/+y/37T/7d/fK/ful+8fP/krjfaffJS3/3+9SPm0JwD/VyO7bt0N41vNM+btvODfxioL7bGPPFcxnhwTpOOxj7zeTW8cC+bOd57S1L/L7w3AtBT5g4nKNHlrHK0eOFcddL5ZxV8AjEP/3k0ypgjh4peEzehUCHCBRUnpwX9ZIUl3GhptfMEybT9OF2Hxi+oMiyimf5TUnniS8bhpE18Od+cY2ZkwPioVu7Zu3ALa9/GElgTpSO7Tu6MaPHXtCH0vBhw7VPOWXwQOQFiftffxy8yOhOybiv5AOTriF9+/TNG6gsVcoLCouc9lcP0/JlFMselsgG9Rvol7VhQ4drHqeDbpvfu5gDKZ+ur6+VfC2yPFIvDOj2DQbGBDRp3ET7/OvxEkB+ubZ8tVUBG6aPtv+NzJ0zT4+j+nvVozB+nIhuyd9fTxVzhmGYmMsSaPjzbsBhiQohj1zX0V+NcR998FEkcDwb1m3Qdy2iwl9/0vD+GvjFIH0Xzp45W3ubEKdWMRFl/r3HLx8Yb7j+Bh03zsc7fa9JeK7Ic+6N0m/ou23xwsVuz+69rlmTZvq+e+LxJ1yF8hV12QfS8SGXd2J8YmzGp195xZXqkIyPrO+/x7P9fV0e0H9A9P4h8IHwh//2Q1e1SlW1ACJiGZeNpapJoybRmDFNbxiGkSXwSL7oxBxguapXp17QXz+EFwcvkob1G6ZaxM4zWOZUzFEdEpJirlXL1kGXyFCE6MtE4CXK10gVciDRfP2sW7uuOk4h/eBBg+WF1zbaV4Nf5vcMXGxi7s03yoQROIE5osLJfwFmzARdb6Jj5VfCksVL3YvPv6jXOOI8ng9fKQ8dOKRWXh+0sRJiYs4w8jAxl0XINeQDW9yiw3sTcfeLn/0iz+NkCNteefkVfUYqsXcQz2+cZNCToVvXbkFk4h4ZO2asvvcYv0beiDBEGc446M5HN0yPF4BYxz784MMUC1S+EIPxXTgCYYwZ+TOUYd/e4Jeuot45Gef89FNPu+LFimsXT3rCYHXk2U+3y3/8h390P/jXH+gQinyeNg3DMDKYi07M+a9sfEGjDzxf+6KHu/wyTgsXu+rm/gLBS4HBys2aNncd2ncQgfaxikpeDMx79uXIL6MXkw/DhgzTBlH0Eg3j+VJZRgRP+3btJXTQFxPdM3U7JH8LIsyPQcwczxnTX2ikfAbQ8+JWL1uyTnfKVi1aad3wJfTlEq8E9REeOyHo8sM4imBC8DGjx+hX2SjN+cDnlQwgv/PnzlcxGeG3GWcFzgYYd2hkBybmMpzwun0972vtth4JNuIl8N7C06P2gvDXWH4ReLxL9MNkmDaIl/9kG2PaeE7jRbJ713BKAAKEv507ddZufXis9F0G+YC3etVqHd81cYKIufh+AuP3EGE4Iylbpqx7q+xbGv73j/8bDEPgFSrpece/8/Y7+u598okntftlvHwEI2Ph/MdTvE/zAZg8GcvOO5whD1gJEXa8r5gioGaNmu7o4byPe4ZhGJnOxSfm5IjwtvTO2+8Gffljh7Rzx05Xv159dZSiL5wLCF/7eCHxUuArHiKTFxuOS+IvJr/MXGrRIPMYWOQQpgslH/JiedfOXeHWc0DyrVq5qvv1r37tfvHzX7i3yrwVbvh+Obj/oL4c//Q/f1LrpW8wMNCcL6RJunbu6i757SXu6quu1pc3k6bWqVVHt13Ia+o/EvC1+PI/XK6utB9/9HFpCJyKGg/G2YFls37d+lZnWYKJuQxHrhseI2vWqJXSXVJ/JeA5UUVS/PrKMhY85lP1PUsUnoUSni3yrHZZ5Jns53fzH+buLXRvNGZOn9nyD5f/vvcDDj/wdByIudjcqzHYDzHJ2DhEGeslXy2pY+38e4CPRlqOrKqY493rIYkExKs+wwW6jFJu5YqV3ZrVazUfPEQTz7v87rvu0Y+r3/W4OcMwjAsNj82LSswtXrRYH7jaBYN3B4ckB8lDnj7v9J/XuAtJ+KKIHvjx9Xg8JOPkl+PzL7ko3pMu7izhRYWlkq+KKV0Uv2d4yTPQOy5m6XqD+E45V1mm4cCXYwL70ADw3WS+bb2cFWH+vPh92acdnG4UCF/qGQNqdZcdmJjLbBBdJYqVCCxy/hrKLx8NccuvQxXi70zZhnfoObPmpMaDbKPnCF0adVWe1wii5s2a6/g5hiD8+4//XcevBwmCn7iYIw6LXPduPdKLOfbxQWCKHj6GVqtaLc9zJoTvfnjy8Sf1Hh0xbIQeB9MH8YsVzos54L2LtY6Jz/06Y9YDi1ytoKePYRhGlnFxiLnwoc0cKnSJSIoAHsbE49Ze42PbLginy7+g8uNxBS1nK/E6CX+9CE97/univgvix5P8Nc4a5q8yy1z2YGIus0HMabdBrl/sGjKvWmTN8vHyXEbgzJ/3dWBpS1D0xaJu3px5eUJK0zt1nz90yDAVc4MHDQm6NsbKUzHnuy5Kesa044Rk+7YdQVyS2L6zZs5WUcbcaPH4aFnCU088FYg5KV+DiDochgViLnYsEujB4ic3pwdLxfIVdYqCFKulYRhGFnFxiDmQA+Gl4cdSxR+6vHx4YF9wi5xhGGfExFx2YWIuwynouiXeoykUEH/oYDBGPTnWucAQciTNGLTjR8N3+ekI8ymol4Tv4YJFjWNiPeoWKocYOVEBfiWQl+9Wrz1ZRMRFHxcNwzCykItKzOULnuS6YRjfGybmsgsTcxlOOqGCFksXH66f9sMoadLt5+Pk14usiNi2iHhcPD6GHkf8WNKllfXoXAix5eg4CPyEeXkxF1kfw+2GYRjZyMUj5gzDyAhMzGUXJuYMw1D8M8CeBYaRUZiYMwzjnDAxl12YmDPOiN0bWQ9z4k6eNCXVUmoYRkZgYs4wjHPCxFx2YWLOMAwmYcfjp5+3zzCMzMHEnGEY54SJuezCxJxhGMwZW+OjGmm9nBqGcXGDmJs8e6WJOcMwzg4Tc9mFiTnDMEzMGUaGIu/ub+TPdtrMpW7U2Dkm5gzDODMm5rILE3OGYZiYM4wMhXe3/Nm2aN7O1azV2MScYRhnxsRcdmFizjAME3OGkaHIu5vpWPp/1s8dPnjExJxhGGfGxFx2YWLOMAwTc4aRuXxz8hvXp9dnbv3aje7vDh8J/4jtpW4YRgGYmMsuMkLMcWzncnzp0ha0v48/1zIMI4swMWcYGYq8t06dcq5X3yGuaavO7u+OHAnfZPZCMwyjAEzMZRcXtZjjmGhbns2xSZq/+rSx9H/Fzdfp8iBetms6w8hRTMwZRuYSTE2wzA0ePdvEnGEYZ8bEXHZxsYs5jq1li5Zu/boNYaRzHTt0zH+8sj5s6LC057Fi+Uq3ZfOWcC2BpP+k5yeuVYtWbvOmzWGkYeQWJuYMI0ORd5ifZ27wmLkxMWcYhlEAJuayi4tOzHEcErCU9e83wI0aOcotXLDIFX+peLRt9qzZrm2btpo8QuLXrVnnHnrwoSCdR5b3793vHn/s8TAilV6f9nZjR4+VMha6Z4s8606dPJW6v2HkACbmDCNz8WJO55kzMWcYxpkwMZddXJSWOTkWukw2bNDQbVgfWOSOHD6iv4ps69+3v4i9/vmOe9XK1a5J4ybBCtvC7YcPHXblypZLtb7JtvLlykddLA8fOuJuu/U2a9AaOYeJOcPIXEzMGYZxTpiYyy4uSjEn7cmTJ065Uq+Vcq+VfM09cP8Dbs7sOXnHKL80OseNHeeaN20exBNoh8rv4kWL3SMPP5KSnrBrxy5XoXyFKB7BuGTxkrx0wrXXXGvj54ycw8ScYWQuJuYMwzgnTMxlF9+rmJMyJ02Y5O656x5X6J5CUej9aW934vhJ99+//JVb+PVCt2f3HletSjW3ZJEIrwRdOnVxC+YvCNdCJF+E2wfVP0g5L0TaoYOH3FVXXh3GCOH2vXv2utKlSrt9e/el7GMYuYCJOcPIXEzMGYZxTpiYyy6+bzFH4/HY0eMSjkWBcWuIuZKvlgysbcLRI0fdn//055TjRJy99251t2vnrjAmRNKUeq20nNv0MCJE4ju275h6vuHvu++8GzhZYd1vM4wcwcScYWQuJuYMwzgnTMxlF997N0spN123RsQcljLPqZPfuKuuuCpck8bngYPujtvvdPv3HUjJg3QfvP+B275tu64rYfbjxo53fT/rG6yEMJbu/nvvd3t379V1FYb5D8cwshoTc4aRuaQXc/YiMwyjAEzMZRcX5Zg54RsRZTU+qqndJTm2Xp/0cq1attJtx48dd3Xr1M0vvGS5Vs3absrkqdG6Bmmfdu3c1XXr2t2dPHEyL15CnVp13MYNm6L1W2+5NVg2jBzCxJxhZC4m5gzDOCdMzGUXF6uYgwP7D7jbb7vd/eZXv9FpCjhGLHCXX3a5279vf5gqRLbRLXPrlq3BucTapMOGDHMjR4yUfWWFbT7I+g9/8EP3y//6pfvVf//K/fpXv9aunOkshYaRzZiYM4zMxcScYRjnhIm57OJiFnOAw5ID+w4E87+FIPKU+DHLMlMLpANrHJY+Te8DyC95aZAy+KXbZbTdMHKEQQMHud69eru/nrKb3zAyDRNzhmGcEybmsouLXcwZhnHhUCu0/Lvv3vvcxg0b7TlgGBmIiTnDMM4JE3PZhYk5w8hx5G+fKUE2rg/FnD0LDCOjMDGXDjn//v36uyKFi7huXbvlPdwkzJo52z1b5FlXu1ZtTerZIA/BV18p6cq8UcZt2rgpjHXu5PGTrkH9Bu65Z59zEydMTKnbAf0HaBldOncNImQbX8lmzpjpijxTRMvQ/uvhPrjNLlGshCvzZpm8cSEScAZQv159LWPyxMlBYpBtlPFckefyziNk3px5YRl18uLld8P6Da5Y0WKu3FvlI8cDjDPBLXi9OvXc888+n1qG8MXnX2iddOncJYgI85s3NygDhwQezo+vf0VfKOrKlimrcztpeglHDx9VZwQvvvBi4MAgjIcvPh/onpG66tShUxARsuDrBVpGjQ9rpKTnGhR55ln3Vpm33IH9B6Ovj0cOHXE1a9R0RV8s6qZPS3VbrtdD8kqWsWjhIs3rww8+ivLnd/OmzXreb5V9yx2RY/fQLez96h9oPc6YPiOIZD8J/fv21zrs3KlzFEdYtnSZXifco/tjJWzdvFXLoK5OHD8hkUH84YOH3XvvvueKvVQsmEw5jIfP+nymZUTXI4R8Px/wuY6N8Pn7wLWaMmkKyQIkju5m1aq+rWXMnzc/SCuYmMsuTMwZRo4jf/uF7rnXbYo5AjIMI3Og2WhiziPnTYN39FejI9fWLZq3cEOHDNPN69auc++8/Y7bsW2HGzxosKuNSKGuJDRu1NgtX7pcG8XvV39f00P3rt1VGO7csVMEVwO3bes2jR87eqw2+CmjbZuP3bChwzWftWvWusqVKmu6wQMHu1o1askxyQ4SGjZo6FavXK2NaY7Dl929W3cRIp/rcVGG9/A2YfwE99GHH7kd23e6dh+3c6NGjArKWL1WRc6O7Tvk3IaquAHGpCA8161d7+bOmesqlKug8ezzSY9P3MAvBupx1RVRp+7A5Zgmjp+odcX5IVC+GvWVxq9ZvcaVfq20nt9wOTeEKXV74tgJV7d2XRFCW9zsWXNU/JI/59in92duyOAhKpJq1awlAumIbpsqwu7D9z/U4+3cqYsbM3pMVEZxEbc75fyGDxuu+5D+6JFjOpCbshE6r7z8isYTen3aS+p6mL60qFvOmeNC2LEPddW1S1c3ftwETb961WpX+OnCWjb3BR70iEcUVn/vfY2njBeffzGoK+GTnp9qXSNaq79bPSp71sxZUte1pK52qWe9KZNFPEn8eqnvhx58SI937JixWr/EB2Kqmtu+dbtej6eeeCrK61Mpg3qgjLerva3lAiKdYySvTh07RWIS8X/n7Xe6a6+5zu3etTvKhzouX668xF+rdUNd6P0m9OzR002QeuBDRaUKlTQ9203MZRcm5gzDUDHHh2h7DhhGxiFNMxNzEdKIRaS0btXaTZ4UWJ+wSHzctp1ajT4XwfTFgC803fp169VStWL5Cjd96nQVSzTw2f9jEWdfjvrSrVq5ytX8qKaKDhgyaIg2wvfv3e9atmgZWEKkrudL47h1qzbu+NHjWgaB+A3rNqi4Wr5shTbK27dr746JUMGL28dtgzIQGwglBBr7DBk8VAXknt17VYhOnRJYuCgD0Yh4QVxi6SIeMYBIXLlipZs1Y5aWgQVo3959Wg+jvxytAhKBwPGwDyKTMvbt2eeaNW0WWdEQspwHYoAyEJjEY+1r1LCR1MPaoIyP26vFkTJaNGvhvvryKxWxdUTk0c0DRwWDvhikFss9u/fovnoeAteD40JUUEbfPn21DARgk8ZNVHBj2eSaEU9dN2/WXIUYosm7Iad8rmXHDh3VOlivbj29juyDOGvZvKVaVfv07uMG4EVPoAxEO/Uwe+Zsuebtg3tGyqBsxBX3BWKMtNQ115JrxblynXwZXA+OizSfftJLrWnEb9m81TVp1MRt3rjZzZgm15wyJB7HDJQ9bsw4FaJcD4Q1c2phUeT+4zw++rCGCFMRcLLP3NlzXdMmTfXYvzn1V7Xm4ep99848MUfg3h4q903vT3trWs5pi4ht7m/E6qkTp3RuLn8sJuayCxNzhmGYmDOMzCUh5kJvYTn8x0wjnK5uWgdhwHKFqKDBv2aVCLMwnjmPEFQd2nXQRr8i8ViXaLiPGzsusGiELF+2XK0gPDCrVqka5CPQoMcqdOjAIS0DQeDLQICN/mqMWqS0wR8yYtgItURhQapQPrSgCUuXLFOLGIKD7n8ehOIH73+oljHKQDT48mmkc6xY+BBInpHDR4rAqqPdQytWqBjGUsZSV/yl4irSSpd6PYwNrDx0/SNf9sNa50E0TZowSa1WnyOIQdIh5EiLeI6fxzI5D7qgUhfFixUPY4MujG9XfVvFCZa1fSKkFMmL7pFTp0xzfXr1Uc9cPh4rKOJnmgipCuXzzgNL6iMPP6LnQVdGrQ8JTEZcUdLhAe/DDz7M85An2zgPBOlnIiKxavp4zq1BvQZu5vSZuq9n5YpV7u677tYyHn3k0aAMAXH25htvuuNyPd57t7qKMl8+1+PreV/r9R41clSwg8RjoWzcsLFa6apUrhLEC6tEbN9b6F4V5vfcfU9UBqL/1ZdfjfJFpGEVVcucLPt0gGjHMqfxAt1X9R4NWbdmnbtXXvbsY2IuuzAxZxiGiTnDyFwSYi5syeXwH7OJORNzJuZMzOUSJuYMwzAxZxiZi3WzTGBizsSciTkTc7mEiTnDMEzMGUbmYmIuAaKtaZNm6sGQemDcG+PCaODT4PkSBx8Sv23LNvUguWD+Am0Id+7YWQUT6fAiiIfHxYsWu+rvVY88TzJuC3G2Z9ceHf/ky1i5fKVr3qyFO3b0mIidT1TgEI/jC9ItXLBQnZkgVvBciWMMnHQwVmrxoiXq5ETLkIY4ZSAycYLC8XEMxC8T4aJjtE6cUkHlnYgwJopxVeQzftx4PXbEJaIJ4cJ4sSVaRo3AeQvnIedLXpTBODeOjzFsiCPiWe7RvYemA0Qddbhk8RJ1qEFdkYbzoAw8LLKvOjnZtkPL/3Lkl3ruOCShbMqgbAQxgob9u3froQ5DiOdYKIMxjIhP78mR88AxC85b8BipDmGkDCZGRYhz/OyLoNLrITBGsVGDRiqwyIc6pQzGmnF+jC+cNHGyjukjXsuQc2KcH/cL54GTE8b+UQYfAygDRyV6PWQfjgVRjWDEUYmeh1yP3XJvNGvaXMf34TVUvZBKPIKSuho0cLCOC0TIIsooY+QIEd21EM+7VBBTBuMWEd2cH+URqDOEczRmziPL3NeRmJN1PKfysYBxkSflnhk5YpR+oGCbibnswsScYRgm5gwjc5HmnYm5ODR48SypHh6lHtq2aRtYq2SZRny1KtV0ecxXY9SjJI40EAY0phFGWJJw504cDWr2HzF8hO6DuMJiRhnEYY0DRBrij4b0ChF2FUPPgVjLqkp5pKccyqBxTUMfS5m35uC0BNHAMgIBockyVh3vsr9b1+7qgZNlxErpUqV1GYca6hlTsjomYhSHLQgHHJKQRqdGkH+IFc7ZCwLECftTLuKFZQQcVklfhlrUKGPseBUy1AfONrB24Vxk7Zp17pUSr0RldBVxhKhB4CAksF5RHuX688CBDN4oAeHGdAzET5o4Sc4Dt/6BuFLrqsB5vPDcC8H1kIA4woqGRYzj0CkF9BjHRde816e9o/rkmj/+2OO6TKOXfLEKItrxNAlc8ycee0KPm3RdOnVRhy04q6FuEdCcB+KM82IZ0c55kR4HM1jvWGbqCz4AUB+U4T2KYtkrdHehoK7CMvCOSX1WqVxVyybf6dOmqxWS/RHt8ekwOG4EWeTNEviVwPn27tU7JR6RicMZRDdWXkQ2mJjLLkzMGYZhYs4wMhdp/pmYS0HOHW+OWHOefupp9ZyIxYyGMhYKXO8/+cST7r133lPRoHUlAWsI83G9VvI1tR55aJDjuv+Jx59QAUeDmoY2Vjw8Qj715NPqdZKGP9BYx2pGGbi1P3ggrwy6UL5U9CVX6rXSagHy8XgxZJoD8hoxfKQeKyCYEHHEt2zRSs8DsOaMGT1WynhKz8OLJgJlPPfs865UyVLqKRNxRBmISETGU08+pSLRl0FdIcI4Xjx0IggRTQiY8SLiiEeQch5BGXIei5fqfG50B8XKpEh2WEURS0/L8cbLwBpJN1PqEMuYn2+NMrBYcp3oeqnzp4HshuXr6acKS12VSum2ipUQEfZM4WcCC2h4ftQ/VjjOjzIQe0BdIRSpq0oVK2tdKb4MOdbXXn1Nu+fmlbFLu0FyjirYwvR0cUUUI/zw4qnnIfHcV3QzZeoBumjqNQ/3QbByfiWljO3bdgTRcsyIadIyN51a9UKok44dOuk+XA9fBlMVcKz3FbpP6xEPmsTTNRYR++ADD7mHH3o46L4p8UAZ5cqW0zIQwBovAa+lfDTw6YzMJmfFXEHn6+Pjv8m0BW1LpoNkGki3T/z3TMtxfHy6beDj47/x4IlvT5JM60kXH18/03ZPPF1B6ZNp4gGSv+koaFu6fDzxbWdLuvTxfPxyfD1JMk2Ss4lPpkluiwW66puYM4zMhOayibk0YOnAQuUbwz7QWKYBrMLIx/MjAgYrD5NrexGiyCLCjWkLvGXDQyMeqweiy+ejZUi6gssI4vOVod0vpQzJM05wHmnKCM+DOdl8nP5IvhzractInofkTby3TCnyy7oeb6IMBC1u8tOWUUBdnSigDMRvurqiDKxWp78eKLk8uNZ6zRFyfhf5RdAFZRw/6zKoV+4HtaR5JF7rhDIS95Uvg2PTOI8sB9cpsCBGyDLnzDb2jZB47qugjLCuJCAAOVbi2SdePtfVl6H16JFtxBHi58GYPayzRnaQy2Ku5CslU8+bZQl82In+rsI4Al2xtTs2mwgSp3/78o+Pc5oujqwz4X/yWcO+Hdt3jJ5nPg8Clu8li5emxPny0l4nWWduUv7uk7Rv10H+toNnh/8wR5g9a7aOS47yCuMJfT/rF5QXR+LpycCzIg55tmvbzh3gQ1o8L4HpdOjZkBIvgTz81DgR4TbG9MafQf6Y6eHCR0uWeQ9qetnGOGLGDPv9fTzvPKZb0XVPuJ1pZPR56pE4ymF4wt49+6J0PvDBkLHPPp2PZ7qZaEyzJ9zWpnUbfaamIPF8HOajJcvxvBji4MvQAPJLLwrtJRInTOOnQ4rD3zIfexs3apLyLqEsPvrpR2BPmA+9Xughc8lvLzExZxgZCq8LE3NJeMgSgLqIB/APYUj+QnwZkutC/EEehYLyTS7H4zzJdSEqA8J90sVFAdLFQXI9JGpw6EoQ8pXhf5PL8ThIroectoxYfEo68NvTxSVIV4bil+MhTkHxEK8HCJdTGmngl9MFSK7HScbF08a3pYuPL3s45jhp0jC+krGf+fY1MpJcFHNY6G+95Vb3f/7u/wR/jyE8V26/9Xb3H//+n6liTnjxhRfdVVdeHXWb9/Ts3tPddutt2jMjHo+1nvh/+sd/Cj6exLjrjrvcv//kP1R0sI8KFCnu+eeed5dfdrk04L9KeSYhLm+56RbtBaACMISu6nfcfqf78Q9/nCpQhEL3FHI/+fFP1BES6AcZyY+eF5f9/jLtWq75h6FD+w7u5ptu1i7V2oMkhDHdd95xp/v5z36eKlAkyUMPPuR+8qOfRN3ufcCh1BWXX6FjpOPnwZCAm+U8KlesnPIRimfKPXfd4373298FwjCEfXEc9eMf/TgYPsApSBzh2Weedb+/9PfacyIOouy6a6/X7uf6ngihyzgOoq647AqdGzRCjo2u9D/64Y/UiZQ/Vn8elEEXeY0PA2Vcf931kcMvD13fOY9rr7lOe7N4uL70iPjBv/1Au/7H8+K+ueQ3lwRz28bi6SFyneTzQfUPgrgQ5iqljBtvuDEQuB5J83719zV/HIAxhtvHl3y1pLv0kkujHhb+XuD46YqPiLvjtjtMzBlGhsJj1sRcOvxLgLqQoC/bkBQh4aOT63HSxUEifYoIOtcyPMltifTxl9u3LsOT3CfkvJSR3JZIn3INoKD0hPjxxClonzjxuOR2vy4h5Zwhti3CL8fjIJ7OL6eJSykjmQbicfF4j49LpkvGx0mzzt+CfqFPbjMykpy0zMnfEl3g//7//ft8zwfEBONsk5Y5utXjiRcvvz4O6JJ9YN8BV6J4iZS/UQQHZfzbv/5b0DMiBukRIyrAfF4SEHd9en+W0nUa+HujGzkecFUchfC3SNfv//6v/84n5oina3Xk8TeEXhE9e3yiFiclLBuLGMelQiv2vqPhz3kgMlV8eiQJHpjpNq5ijijOX+Ipo2vnroHQCuOAMhhbTpf9uLWfuqYMBFLUXR5kP+LxOuzHgvtA2Xj+nTJ5SpQ/YJHauH6jdh+PXw/K49refefdep4R5CXX9uEHH84n5ojHmsYY6JQy5How1lnHDsfKwALL8T768KMpYo596T5//30PqGfgeF4IZLrdT5syLYgPA9eT4Rs4Aounp9cKZTxTuEiKmEOMf97/cz2GNavX6Nhp6hq4bk0aNUkRjAw/oLu8ppH12269XZ8Den/FyjMM4+LHi7mhY+ebmDMMw8g1crabpfAPf/8PKY1xReoBa0nSMgd4jlUxl4aXi7+cPy/hB//6gxRrmiJ5vvhC0agLZBwcVam34TQkxZwiq//9y/xijngsS3QHTIJTL7r25UP2octm/OOl58rLr0wVcyHPPP1MJObi4FAJr7/J8+M4EXPpyrjh+htUqKQgyRh7HU2nE9uN6XRUzCXYu3uvq1WzdoqYU2Tfe+4uFFkr42CdS2eZwhEUfyPJeMRlg/oNUuNZlvD4o4+nijmQ+EdE5KllLgFdJtOVgeDC23S6+wrnX5ynh7qLxocLr77yauShGdq0auOmTMqrqymTp6qo91a666+7Qcdmx0W2YRiZgRdzQ8bMMzFnGIaRa5iYC1c8Ug8m5hJlCCbmwoiQi07MiRjD67G3rOGMTafCCckn5mQZr8q+zOuuvU67Y5qYM4zMw8ScYRhGDmNiLlzxSD2YmEuUIZiYCyNCLkbLnBdznDfCDM/RnqSYYxwg0wn5Y6aLK/vku1cNw7joMTFnGIaRw5iYC1c8Ug8m5hJlCCbmwoiQi03MlXurnI6Jw7KGgx/mOEXceVLEnJSzZPESdeSidSHrN914s2vYoKHsLyuJ4zAM4+LGxJxhGEYOY2IuXPFIPZiYS5QhmJgLI0IuNjHH1DPUK55Tx40ZJ/XfJ+VeSVrmqP+yb5Z1ixYE4+rwfrpmtRxb4hgMw7j4MTGXgJfukMFD1BtVmTfLBA/3kAXzF7jiLxV3RZ55Vl0uaz35upKHLfPH1JYXCPu2btlaPXqxHW9VvHTwyPVOtXci71E0FkZ/NVpdL7/6Skmdk4cHLA/g5ctW6HwxTCQ9fNhwLYIXE96ratWs5R579LGgjHCeGcqgy4Qvgy9zpMezFQ0D4ulCsXrVmui4mdycAc+Fny6sjRR98Ms+eD+r+VFNPS6+3Hl31FpGtx56flWrVA0msZZdmLOOCbiZdJp++kw27stYumSpNnKYQJv5crQM+UcDg/MgL+YQ0oaIxFMGrr453ooVKrpdO4JGAteFic45JuaG0snGfRmLl7rixbguRdzoL0cH8QIey/x5tG3dNpi/iDKkzpgT6jF54ZZ/q7zbuX2nxvMSpK44pldefiW1DDmPoi8W1Ws/Vo7DvyQ5j48+/EjL+Ljtx1EZnI+/HpSh5yHxnMdYedHyUn+5hJThPZtpGcu0DCY014aWxAXXfJ+6nKYMXvrM20f5zGVHGY898phOIM6cRIDnvHFjx2vZJYqV0MaDP16+xlJPBFxSB/db0PhhwnZcjXdo1yGal5AymC+qnJyDEmSj15x6b960uZs7e24QHwbmr+KeIvClWBtt4X7GxUcuijn+Vh5+6BH3p//9k/4tbtm8Jbp/H5F4XPTzPPusz2dBQ1ri33j9DZ10n8mVXy/9uv7dAGn427zl5lt0X/+M2yqNfZ4xf/nTXzQvfV6G++BlkjJIj7BSZB/yvfuuu7VhzXNDRaDE9+ndR8tgOgX20TkvBRr7Tzz+pJZB/Lat27R8rCv8/WFtefCBh9zALwZqel/GXXfe7e69515XpXKV6G+9Z4+eWsZtt9ymzw4vDtdKA/8pOV7c7RPv31+E54o8p+f9wP0Pqgj18aVeKyWi6R533733uberva0eP4nn/UEet4Zl4C2SeN5FTz/1tI77oq52UFcg2158/kV1zvHgAw+6YUOHBdFSj6VKlpLzuEvq6l513+/nB+3cqbM+x26/7XYtw1uecAZS+KnCUV7RNReYdgIhSfyIYeHUExJKlyqt1+Neue4fffBR5MUXgUfaoIxHg2evxDP9AedBvXM91DsmyDY+ENx4w03uQakrnTsuLKOMCKo7b7/TFRKRWadWneg8OnboKPX6gLvj9jv0Gu/aGTzf58yeE5Zxk56fisPwvqLtwhQICHIV2JIP90OF8hW0rrgeDeo1iOYg5d3CteJYf/Xfv0orZg3DuPjhtWNiLgYPeL5u8XWQRnulipXCLc41bthYXgiLtQFO4zqqJ34l9O3T17Vu1UZfUM2kkTtz+kyNnzdnnj6wcaXM10omFIX9IjYQAsQzd0zZMm9pel5UuEOeJnG8nEmjyLYB/QfoFzbKwJ3x7FlzNH6ulPHKy69qXjQuEBbE00hnLhncVM+YNkMf3P7Bj1BjXhx/zqQnMEcNAos6aNWilbygvtZ4XlS8kIjv32+AThZLXrw0aBQQTxmk0bwEBCfHtnnjZhGA1aL4oUOG6jHiKrqVpFm4YKFu+1rK0jIknuPA9bQvo3y58kEZUq+8fDUvCZzHgq8Xuk0bNgXXKyyDCV2Z14i8WrZoqYKMbQu+XqBlUCdDhwxT8UL8DhF1b7z+pqbn2sXLaNG8hYqUDes3qsj3ZfBS5sXu68oLWRoOLxUtptdpxPCR8mLupPEIRyZoJf0cuXYvPP9ClBdfYBHbdI3BE5nnq1Ff6TxT5MWEt959thexuLzmXPlgoGWIkH/+2ef1/ObNnedeevGloAypx0YNGuk5UEbRF4oG94JsY84p9ue4SMN9Rzxi9WO5zo+KYFTIR0C09vusnzYMp8s113gJfKDAJfb2rdv1etAIJN43fI2Lj5y0zMn9yL2uQf7evQAD4hAA/PqGNYGPQMTxzPIihEDDmL81v83nw0cMnsdahgT9Wwv/3vjQRxz5qNABXwb5y35YWjS9gIjQMmRbShly3D5/ngN6Hr6MQ1JGmD6y2lGG5Bsc16HgQx15SSiwDM5DjtOXoxbLcJ9Dch7+HL3w5Bi0jPAcU8oQEZpSRnisdA0kLeWQn54HyE9UVxKvIoRo2c75kUeyDM6VOAIf9PzHJFz6+/NgP/LQcuQfZZB/UMYJiQ/y8tec49U6JF4C90VUhpyPT++nDSCknIds9/VBWV5Aaxly7Gd1HmFeTA7PtfPb1GFJuE+wLcwnPCYC68RzTHoeQVaK33bnHXeZmDOMDIXHQ0zM8dcv5Oofs5z3x20+DuaUEWiwNmncVLvV8GWTeVx4CPPwHDJ4qKtfr370MlixfKV79+13o+4bWHXq1K6jLwa6YmzeFHwF5KFMox0rHI3nUSO/1IcuD1ga7AgxrHXMCRO8VP6qcw4hyFYsX6HWKp0jR/KijA/e/0D3rVs7aECTnpdFs6bN3KoVq/RrK1Yz0mPR4aslopMyGkqj3ZdBY75KpSpu2dLl2pWHFxT70O2Cr55YADkfvg7y4uJlgrBYt3a9Wod0XiSJ52XdrUs3169vP82zUcNG+pLnhYo4rlq5qtYVli9eIIAA4ust68wNhBihbF4y1AMvGL7oMi8Sx8o1oMwvBnzhmMeoqVwjLEVcF8qsVvVtzRMrmp6HHBciia+TvDSxQPn5d3hZM06Ar+bkOXH8RC2bY0Z4c90nT5qi14wXNWVgNcP6yTVEjOl5yD6sB3V3UM7nHbc7/JJKHTes31CFNdfYdwuiQcD1HjxoiJs5Y6YKX/InMDidPJgviDJ843GlXFPqjvuM8/EWPxo2tWvV1gYDZZCfliFlUwYTHc+ZPVeFL9eCL/fc54yrYOJhLIJahrBq5ao8ISuQNx8j/HqErOPaGgHvmTtnrn4I4DoRpk+brvVtXLzkbDdLOV/uUT3vePAk19MRptF84qSLg/AVq6TZrBDvA4S/8fz8cfPrQ0p6vwzx5Tg+XRiifEL8B5hk3vE0il+NnVvKPgnS7h8PPh+fzP+mI9wn38ci1sNtUeAHYacLwU++ND6AzyOJTxMvA/yyXxd4lsfXlUQaJRnn12NlJK9DRLg9TrI+on3jacNffz2YiNzEnGFkJvwZR2Lu6JFTYXTuQqP76/lfh2tOG6afD/hcG/qdsK6E0J2vGpYmkAfn4oWLdQCyfxDS7YJGLF87sazp1zCQ7UwCiuUGa5GKh5BPe37qOnfsrAICgeHBEvVyiZe1DLWshSB6sIghehBciA1FykBoIcywFKp44Lgk0I+exj7dMThXD13pKIP+80W9JUfC9m3bI4sYYjUO58HEqdRR3DqDkOvWtZt2icGa6Zk1Y5ZaD3GXTBcgzzYRoV5AVhGxp5CXQBl0JaIMtUKGIOS4JqNGjNI0HiyNnAfdCelq44+JLk9Yu+hCyvkoYRmIcqyTCHmsjx5EFo1cRGjzZs3DWOfmz52vXUex1DHRrAdrFiKIsRKvl3o9jBWkHMQ2wguL65JFS8INdIsZql2ouA+4HzxYD+mGSfejlDLkPOhygzDkPD00Gmp8VEO/ILds3lKFpQcrKJPJTp08Va26Ho6DrreIN7rreLge9917f1A/cm8j5LFYKmGdeeiuyr2jyDaEAV1BPSuWrdAyjIuXnBVzhmFE0F3VxJxhZCYm5hKYmLtAYk7isRaZmDMxZ1xcmJgzDMPEnGFkLibmEjBeKBJzUjmMb6Mh3L1bfjH3dtW3gwefBMbSvVU2FHMS6GJH10gv5uji6Lc1btQkEnMT0oi5Lz4PxVyYnm5sKrRkHwZk+3jGeEVi7v0PU8Yy0PUQsYF4UDEnmwhezA0aODghGGdo9z3Grr1UNG+MVSDmKkRiLt59AxGFEEAE0SBUZL++n/XVRv6wIcO0m6U/prhlDicfPh4R9KaIBcQcjlWUcBv705UzEHOzo22RmBs5SrtiembPnO1KFC8RijkRQRyvpE8RcwlnHnSDzSfmZBuCl0lVcYrCGEhNL4E0lEH9RoJR8GIOJzVxMUc3FsaRMe6vTeu2emzBhqCMPnJN6EKaX8y97JaLIFehFZaxdctW98RjT6iYK4H3vPCYAjFXU7t4RmIu3DZUBCNjLRFziHsP1yFwvLNKnb749JwHA+VZ5nrTzRKx7esyHuj+mhRzOs4x3M7x42THuHgxMWcYOUz4rMZhzRnFXHybPS8M46LBxFwCPEXh7IIHFQKNsVwIGhr7WLtoTOMBCiHEGDb/QGOcGo40vEcvxlvhwIOGPNYjvP4Rzxgv8mHMEw3dZk2aaTyiqFrVavow3bljVzSujkHwNPIRclhdEDUIMcABBVYXGvKMifICkDFezZu10GNCOKh1TOKxouEghDIYM9ZUysYTFo11jgkHIYg2HJMgANgHYYYow+qHV01ECeCwBQcsjNGinryLZsZ4lS1TVuuL8XWM3cPZBiKD48BpB8eF9WZ46DUMS54vg/OoV7eeloEljzLwqIhVsnatOhrPMVMG1wILKHW4edNmrR/2pa4oo71cD5yPUMaAfgPUYydj67AY6nmIOMFBCPXL+Ej2q1mjVlQGjk58GQhXlhGceCxFCCGiO7bvqOMeuc69Pu2tZTAWbvjQ4XIs9bXsoIxWOtYPsfyhCG/AEQnngbUNT6iMYeS6UMb7770vZSxRiy5ezRj3yHX+RAQ/ZZw8cVLrCs9kCC7GqvHhgTpECHIvUTbOUhCv3MOIzAb1G2r+jLskDdfDj9fEAyb7IGBxusIyAcscYlvXIYznnBHUWI59HGVg6aRuuJcY46mOZ4yLFhNzhpG7RGPmRMxt3BCIOR+Xj3g0yz4YhvG9wp+sibkYWE9ojOLQo1vX7uowwoPzkC8+/0KFByIl5UEmv4FTkYbqhAPrm+9OR1c5Gs7EI8b69e2v6XE4gUigEU1XOy+6CDSuEIQIQYSWEpZBuvGyD85ZyJv4ZUuXqUMMLaN1W7XEEI/AIT3u8CmjXp1AKLENYUAc4sCLMR7iuKzH2sVcNXQv9KKVLnNYHykDT5bUBfF4PKwvwoX0WJk+/CAQK2zr9UkvFZ24eyYNcQScbwTnPk4Fm/cCiailuyr1j+Ab+PnAoAwR0DhgIT3HjKMU4jle6onzRUCRRssQgYPzDeqO+sWyhoVPy1ghZch50H2Sa4roJn7/3v3qfpoycBqi50FeEhAtHAsClO6M3kqFVYp7ISijWeRpElH7Vtm3NC+6nGKB41g5j/feeU/LRsRSngeHOEMGDRGxOdxVFzHny0bUIjgpg+uCMAO8qiLUiMfpDPclwo7rgWtq6rC/3GvqDZW8ZBvnSz2RVru0SjzHhdUUKy7HS53t2bVHt+H9bKTcg0yFgeMXLJzkgwc+6hfrNF03EbekR3DiKIh9KIcpEwpsGBgXBSbmDCOH4e9eAh8S+Ujo1wtEttFrhPeowrvQMIzvFZpZMTEnf5Wn+yPOBaQKGKPF3D80hvEG6MHqgCVs0BeDgkZtvK5kmbR0iUQI0BWPhi3xdH/EykbjfdKESSluibds2qLiDgsS1iSfJ1YNunIyXg+3/opsY18a0XikpDsoXgm1DCkLYYdw8mVoI1r+YVEiPV45sZj4vCjjy5FfapdFLFtatgSsO0yLgDDDyqPnIXAezH+HtY7uobhB1jJkM2VwfgjD+PhAxCRxjAOMyhCY/47z+Kz3Z2qt8sfKL+dBHdL1kJeLli//sGBRNhbCeLdVysBKRRkchyLxHO+0KdP03BcuWBS5qCY/BCplM18g7q59GVxX0msZ4ZxxBCyLWPQQW4wp82Vg6UOYclzMQ0g+lEPA8ko891G+86AMETtaRggWM0QfQT16QlgGXWXZhzGNCDbqicB91VeuOWLdzx3EdqZAoA65X/EwGj8PrMfcw95rKHC/TJk8VesES6u/HhwT1xWvlQhDP6cRx00dIdYph3pWZB/uK64FZehcR8ZFjYk5w8hx/N8+vz4UhGxjLkD/IdkwjO8fmmx5Yu6wrNkfZ97DLFkXVI80ZE+3PV/wxNfj2wnkCX67J57GE49Lt82T3J5c96SLT8Ylt3ni6XwA/wuy7AVnCqz7AMl1T7o01JevsxAVH0l8+vim5DrE4/yyv84xvMBJwadPFyC5DsltMU57HuCXzxAX5ROL85yxrmJB73dPIl63+UB8jLRlGBclJuYMwzgXcMplYs4wLh5ocpmYSxJvwMahbuIhSXJb/Dfe4JVftdKEy9G205XrYdkHiP8myojEh8RHIjRehk8LyWUfIP6bKMMvR417Wddfj08TS6toOv4L1z3p1sO46BxicUpy3SNxKWX4dPF1/xsuR+ljcUq6OJD15D7JMr1F0MelpI+TLg5Izj7hsq6TZ7zOk4LZL8evRRy2x9L7/fW+DLcly/SB8ZBYNPPdC0n8PsZFjYk5wzDOBRNzhnFxQXMtv5izP1DDMApg3tz5eeMfjcwlfNYz7rNnj565cz3lPPkIwvjTG66/QcfZ+o8ZfMDAmdB1117n7rm7kHYnprs2Y0fxXEuXZw95EM+Y35TuxJIP3dlxLoSHYh9HoDszXZ2LvVQs6LEQg7zwIst41DjB2OomQRlhPgS6s9O1m67cShhPd3+6OjONTfx42Ub8/ffdn9fdPoR4PAdHZYRQBl6E/fhoRX45D4YFMM3LMbpxe8IyqDsca8XhPHA8Fe9uD5RBN226l8fj9TykrpgCCKdSEVLvQRn3qHfiCNmXMhhP7b0y+utKGYwFp2t4HL0e+w7ouGI8T3v02kpeDz7wYDB+OAbnVfOjmm7l8tBjcPhRC2dlY0aPVQ/LcTiP/VIG49VTy/irlvH0U0/ndasPoYz3q78feCX2SDlHDh1xX476MnBQFcNfc8ah67i3EM7/oNxXxYsV1zFxcXBidsdtd7gnHn/C7dgm2yR/0jOEgXqiHK3D8Py4BuRz7TXXuR/+4Icm5gzjIsLEnGEY54SJuezAN9JoSKtlLhcI329Yl3FWxdyPOHlat3ZdtO3OO+7UaV8YV+u9DeP06D//4z/zelRAGH/3XXcHjeEYjCMt91b5YLoRGsnypiXgXZh9br3lNh2bHKdWjVruP/79P4LxwB4pAwFEo5txsP4YCb0/7e1eL/2Geh/2UAZjqfHKizCkke+hvDq16rgf/+jHKiIiJC+cft0mx5QUc5SBKOzUsVMkWiiDMeGIpscefTxFoCB+64pooQwcMUXIfjhWuu3W21LFnOTJvcdclF27dAviwm2IyI8+rOEKP/1MMO43hGPneH/yo5/o9YuDF+ibbrxJPShrPmFelMG8nV5cq8gTcC5Vq2YtV/TFoinngTMsPAX/7Kc/yyeCuKY3XH9jnjfrsAwcWCHSe33aK4rjl48liL/XXn0tpYzdIhLrSxmX/u7SvLHeIXg/vv666wMnarG8mArmhede0PHT/noQsK7jsIv7IV4G9wzTLV1x+RV6z8cp+2ZZt2bVGq1nnFZ5mIbp+eeeV0djPn8Cjq5wwMa9zr0ViTmCYRjfK6li7ois2R+nYRinwcRcdqHeTytW1kZ61hO+3+gmpo1bWWZeRRw6INTKvFFGnT5RF1htPnj/A7WSYEW7+qqrU61pssg+iIEUMSfx7I9VpVXL1roeD1j67rj9jlRhKJD3VVdcJY3xVMsc8TTUI4dFEsif/XEepQ1x4iFs4FMG81OqU6QY5PWH31+Wz2pGeuZFTRFzYTk09vGWq/cH2yhDAnkXKVwkn2UOofSH3/9BLV5xsBLi/TYp5jgPnEhFIigMfGxgG9aguKOoeBlMG+MJ6uSvOh0Knn7jsA1vvFpGDL8P82jGRRBlUPb//PF/AxEdg33wuIyDqzjEM4UMztOi8wjj/XHFxbU/j5tvujnfxwCsa0xbw3Q5UV6kl7xwxIVjtDhahlzDalK/yTI4D6yYccH47jvvqoMx9uH6IY7xiA2kx8MzDq/IF9gXq5/eNxL12COPicgv7Y4cDp2dGYbxvcKfaiTmjiDmIPwxDMNIYmIuu6Dx9lrJ13LjenKOEn75X78M1kMu+e0l2nC968678ixmko75HunqBwitlG6LIVjOktYbYLoVFXOInwRY/+Ld4RQpDwtKinAJoRtgXMx5sNww12U8zoNAzVeGgAhKscyB7F/93er5LHMwb848FXPpKPJMkVQRFIK1iblUU5B8mbc12c0S8GzMVDnpKFG8RNoyuGa7d+aJOQ/TsiTFHOCBGYtpOvKJuZCrr7w67bWle2nUzTLG6K/G5BNzHsRcujKwJKp37AQIxkjMxe4hPF9/3l/EXCJ/1t95+51UMRdyb6F7UyxzhZ8unNJNsnat2m4m84WGDBk8VOdm9WxYtyGwUofwMeT+e+/Pfx8ZhvG9YGLOMIxzwsRcdmFizsQc+5uYMzHnMTFnGJlFQsyFT4zkQ8IwDCPExFx2kbNizp+v/KaKubz3YPX3qqtjCbjqShFz8XFu4f51a4uYo5tcLD+IxBzrPoQEYi5PNPrfKy+/MhBziX0CMRcKrVh8WjEXLquYo5tlfB8Jf7g0JubCtJBPzIW/8+bOyzeezZMi5tgWbv/9736fVsy9U+0dnVs1npbfSMwl4iEScz4+JK2YkzSVKlYKxFw8Hwl0K/yMsWZxwjRvvh6KuTCtD1xzxk/6dIosly9XIW/MXAzEnIqgcP/49rRiTrbfdMNNOvdoMq9yZcu5xQsX58sHMTegf1gG+O1y21K/KuZ8XBjuK3RfnpiT9QLFXJgeZzRaRghz7zb1Yk624wwoEHOp3XUNw/h+SIi5xMvFMAwjgYm57CIXxRxOT9QjoCzj5RDHGSwz2X2D+g1E2OV5RvRj2LDSqKXL11Oo+WrXqhOMR5J4dazBdgmrV652rVuJmGNV3rR+/BHcefudqcIQZPOVV1yZMsm/D4yZ0/FhlOnjhcUi5uLOK5RwG2JOx8yF6/or+zNmLmqE+7wkMGZuuxelsYCYU8sc6wmeKfxMUD9hWn+OvxfBqGIufryyjOUosszFwvRpM1yP7j2C/YmD8Pfl4i+nClyQ39/99ndBnYTxXDP2VzG3dl1efYfbEXPq1CMNiLl8IlrClVdclWoRDUP5t8rrGLPoeAnCGLXMDYiOxTtaYblihUp5Yi5WLyrmtoZiLhZf5s0ycn1DMQfh74jhI/LEnA9aXlC/+cS1hEL3FEoRc3irbNO6rXr55Jrj2dVbIDlWxJxa/zge4cD+Azpmbs3qNRrHvdWxQ6fgY4FhGN87PIpMzBmGcdaYmMsuclHM0XhuUL+h27h+o2vWtJlbv25DsF2gSxpiYNGCRYEYk8brxg0btXsiFh8awL6uiKdb35zZc90urERh/li4Jk+a7GrVrK1WDZ/+8KEjWiZOLyiDuvf74IHxEhEoWHy0jBDSVxIhgAdJ3OSrSJCApQ7vgg3lPNiXOGDKgE0bNrlCdxeSxvfaIJ5/IixI95tf/0aFiBcvOOfYtHGzOtxAuO3ZvTc4Jjk0hMzI4SNV7G6UPH3jHkcYuP/HEQYWSC9iKYv43/zqN27RwsVSRp6wQMThbXHO7Dlu756wDAmUgcONFs1bquDwAggxzbk/W+RZt2rlqqiu+KWMX/33r93CrxcG4iXYRffHM+bUyVMDb5phPNa1fn37iYBpo8fBOQNWV8rAyQriWwW2bOKXOrzsD5dpN9Poesg2ynj1lZIqDqPzEBBDOFhp93E7tbT5emcqCsooVbKUlqHTLFDGiVNus9Q7rv6pk3j3WuIRsYhDLQNkH86jZ49PXPt27fUe9mXQFZiukHiojM5DoG6oq1tuvsXNmjlL1xF97FOhXAW3dMlSN0XqqgPWXdAydrgunbvoR4LtW7dH16N9uw4iAke49WvXu7vvvDuyTGp+hmF8r/AoMDFnGMZZg5irZ2Iua8gpMQdynpwz82jRdQwrhTbu+SdvxOXLVrimjZtqo1y99Uk8YoZ5v/ilMevzwcLHPHVNJP2okaN0f8LgQYPVksG2Fs1bqNdAWBHmjZdMrCGRmBOaNW2uY/SIj0+VgKCkK2fjho3VWyLHShmDvhikbucZs4dI8WUsW7JMBSrWPI7Bj6HCqsjx0nWUeetUwFKG7Na2zcfa1Y4yxo4ZGx0X88uRB2W0/7h9NGYQixFl0P2TvLygQrxxLJwf2/0UAQgC6lPLkPzGjws8KbKNbolME8E5duzQMTpe5tCjrpjKgWkNmGON9AhJyuD8qHfEiq939se7KMc0ccKk6Lri/ZEyuB4IFS+cmFMwKkP20e6nkh6rYts2bfWaE49o1/OgDBE+TPHAeUyaOFnj42UwnxzTFCTLwMrLPl5k7t2zT6eV4DwaSb1vDrufUkbnjp31PJj7b9LESZoP1wlrmS+jZ4+e0YeF2bPm6DkH595YBHkwNx4fFdq1bSfn8YHGI2S9mEPQ0w2YsryFk22M+dMy6tYTcdo7Og/+FpgagbFzjO3k74R9DMP4/pHHhok5wzDOHl7uKWOEjIwm58Sch/M9i3P2VqeU9ETx9gwbxgXCNjQLaU+XLh26X95ySllhvvobLn+bMsjfN+6jPD3x9XBZyzhbwjyjMjzxLHQ7/wXL0TnxkywrsaqE+52pDJ9vSp6s+2vriS97wri0Zfj0/Ibb85WROA+/HsWnbg7wcfzGl/mJl+G3x48rHT6PBMlji9IlzyOObHvkoUdSxtwZhvH9wp+riTnDMM4e33Cw50RWkLNizhM/b9+I9XH8Juslvi3xq1YzBELyb+Rc/mZII0GFQ7icsh/Lflscv56MTwdpJJxVGcn4+G86/D7xtMk4YDlZfhgKFBJ+G/vFCfeLgie+Ht9OSFeHIHFnXQa/8XyS25N5QHx7/Je0Pq9kmrMJcfx6cptfl5BSx37dR/EbDwnoXmtizjAuHvjzNTFnGIaRo+S8mItDHZypHk633e9fUJoz5e05m3xOt+1s8HmcLp/TbTsfnK6MgjhfZZ+Ov6WM872vj4v/nqmM020vID8/Nu6MSLJHH3k0EHOGYVwUmJgzDMPIYUzMGUaOw9/+Wfz9e0su3iyXLlmmywVaUQ3D+M4wMWcYhpHDmJgzjBxG/u6ZigCvpBGnexbINpzkHNh/IIwwDOP7JiHmwg7e9lI3DMPICUzMGUZuE00abhhGRpIQc+Hb3F7qhmEYOYGJOcPIbUzMGUZmY2LOMAwjhzExZxi5jYk5w8hsTMwZhmHkMCbmDCO3MTFnGJmNiTnDMIwcxsScYeQ2JuYMI7MxMWcYhpHDmJgzjNzGxJxhZDYm5gzDMHIYE3OGkduYmDOMzMbEnGEYRg5jYs4wchsTc4aR2ZiYMwzDyGFMzBlGDiN/97NnzXY7tu0IIwzDyDQSYi6cNNwwDMPICUzMGVkB96/dw98OqzvDyGgSYu5UGG0YhmHkAibmjKzABMm3gzqz7/iGkdGkiLmjJuYMwzByChNzhmEYhpG5mJgzDMPIYUzMGYZhGEbmYmLOMAwjhzExZxiGYRiZi4k5wzCMHMbEnGEYhmFkLibmDMMwchgTc4ZhGIaRueQXc7zQ7aVuGIaRE5iYMwzDMIzMJUXMHT5y0v3VxJxhGEbOYGLOMAzDMDIXE3OGYRg5jIk5wzAMw8hcUsTckaOnTMwZhmHkECbmDMMwDCNzSR0zd/Qb99dvwi2GYRhG1mNizjAMwzAyl4SYk/e5iTnDMIycwcScYRiGYWQu+SxzhmEYRu5gYs4wDMMwMhcTc4ZhGDmMiTnDMAzDyFxMzBmGYeQwJuYMwzAMI3MxMWcYhpHDmJgzDMMwjMzFxJxhGEYOY2LOMAzDMDIXE3OGYRg5jIk5wzAMw8hcTMwZhmHkMCbmDCMTsD9QwzDSY2LOMAwjhzExZxiGYRiZi4k5wzCMHMbEnGEYhmFkLibmDMMwchgTc4ZhGIaRuZiYMwzDyGFMzBmGYRhG5mJizjAMI4cxMWcYhmEYmYuJOcMwjBzGxJxhGIZhZC4m5gzDMHIYE3OGYRiGkbmYmDMMw8hhTMwZhmEYRuZiYs4wDCOHMTFnGIZhGJmLiTnDMIwcxsScYWQA9vdpGEYBpIi5YybmDMMwcgoTc4ZhGIaRueSJuXnu/w/hcK8cyClG5gAAAABJRU5ErkJggg==" alt="" />- 运算符练习
class Ysflx
{
/*
*运算符的联系
*/
public static void main(String[] args)
{
//1.最有效率的方式算出2*8等于几?
System.out.println(2<<3);//16 2的3次方等于8左移三位。 //2.对两个整数变量的值进行互换?
int a = 5,b = 6,c;
c = a;
a = b;
b = c;
System.out.println("a=" + a + "\t" + "b=" + b); //3.三个整数获取,通过条件运算符获取最大值。
int x = 23,y = 12,z = 56,m,max;
m = x>y?x:y;
max = m>z?m:z;
System.out.println(max); //4.使用位运算符将十进制转换成十六进制
int num = 60;
int n1 = num&15;
int n2 = num>>>4;
System.out.print(n2);
if(n1>9) {
System.out.println((char)(n1 - 10 + 'a'));
}
}
}