1、什么事对象
JavaScript 中的所有事物都是对象，如:字符串、数值、数组、函数等，每个对象带有属性和方法。
对象的属性：反映该对象某些特定的性质的，如：字符串的长度、图像的长宽等；
对象的方法：能够在对象上执行的动作。例如，表单的“提交”(Submit)，时间的“获取”(getYear)等；
JavaScript 提供多个内建对象，比如 String、Date、Array 等等，使用对象前先定义，如下使用数组对象：
var objectName =new Array();//使用new关键字定义对象
或者
var objectName =[];
访问对象属性的语法:objectName.propertyName
如使用 Array 对象的 length 属性来获得数组的长度：
var myarray=new Array(6);//定义数组对象
var myl=myarray.length;//访问数组长度length属性
以上代码执行后，myl的值将是：6
访问对象的方法：objectName.methodName()
如使用string 对象的 toUpperCase() 方法来将文本转换为大写：
var mystr="Hello world!";//创建一个字符串
var request=mystr.toUpperCase(); //使用字符串对象方法
以上代码执行后，request的值是：HELLO WORLD!
2、Date 日期对象
日期对象可以储存任意一个日期，并且可以精确到毫秒数（1/1000 秒）。
定义一个时间对象 :
var Udate=new Date();
注意:使用关键字new，Date()的首字母必须大写。
使 Udate 成为日期对象，并且已有初始值：当前时间(当前电脑系统时间)。
如果要自定义初始值，可以用以下方法：
var d = new Date(2012, 10, 1); //2012年10月1日
var d = new Date('Oct 1, 2012'); //2012年10月1日
我们最好使用下面介绍的“方法”来严格定义时间。
访问方法语法：“<日期对象>.<方法>”
Date对象中处理时间和日期的常用方法：
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZ0AAAEiCAIAAACtIZhVAAAYIWlDQ1BJQ0MgUHJvZmlsZQAAWIWVeQdUFE2zds/OBliWJeeck+QMknPOGYEl55xRiSJBRRBQBFRQQVDBQBIxIYgoIqiAAZGgZBUUUATkDkHf73/vf889t8+Z4dnqqpqnu6q7pxgA2JhJ4eHBKGoAQkKjI60NtLkdnZy5caMABSAAgBwgJ3lFhWtZWpqC/7GtDG7rgpfiW77+Z73/b6Px9onyAgCyRLCnd5RXCIIbAECzeoVHRgOA6UPkfHHR4Vt4CcH0kQhBALBkW9hvB7NvYc8dLLWtY2utg2BdAMgIJFKkHwDELf/csV5+iB9iONJHG+odEIqoZiBY3cuf5A0AaweisyckJGwLLyBY2PM//Pj9Pz49//okkfz+4p2xbDcy3YCo8GBSwv9xOv73FhIc8+cZvMhF8I80tN4aMzJvl4LCTLYwAcFtoZ7mFgimRfDjAO9t/S381j/G0G5Xf94rSgeZM8AIkHB7k3RNEIzMJYoxJshOaxfLkCK3bRF9lHlAtJHtLvaMDLPe9Y+K9YnSs/mD/X2MTHd9ZoUGm//BZ3wD9I0QjGQaqiHR39ZhhyeqIzbA3hzBRAT3RQXZmOzqjyT665j/0YmMsd7izI/gJd9IfesdHZg5JOrPuGAJL9I2B2YEa0b72xru2MKOPlGOpn+4efvo6u1wgL19Qu12OcNIdmlb79pmhgdb7urDZ3yCDax35hm+FhVr88f2RTSSYDvzAI8Hkowtd/jDK+HRlrY73NBoYAp0gC7gBjHI5QnCQCAI6J1vnkd+7fToAxKIBH7AB4jvSv5YOGz3hCJ3G5AIPiPIB0T9tdPe7vUBsYh846905y4OfLd7Y7ctgsAkgkPQrGh1tCraFLlrIpcMWgmt/MeOm+rPU7F6WF2sIVYfK/KXhxfCOhi5IkHAf5f9Y4mZxPRjxjEDmFHMG2CC9PogY95iGPp3ZPbg47aX3d/uAWmR/2LODczAKGKnvzs6T8R65o8OWhBhLY/WRqsh/BHuaEY0KxBHyyEj0UJrIGOTR6T/yTDmL4t/5vLfz9vi959j3JUTRYnyuyw8//LX+av1by86/zFH3shfk39rwlnwTbgLfgB3w21wM+CG78EtcA98Zwv/zYSP25nw52nW29yCED8Bf3SkLkvNSK3/t6eTdhlEbscbRPvER28tCJ2w8ITIAD//aG4tZEf24TYK9ZLYwy0jJa0AwNb+vrN9fLfe3rchxuf/yHymAdiL5Dh53z+ywBMA1HYCwJTzj0zQBQCWPQBcf+EVExm7I0Nv3TAAD6iQlcECOAEfEEbGJAMUgCrQBHrAGFgAW+AE3JBZ9wchCOs4sB+kgkyQC46DInAanAXnwSVwFdwAzaANPACPwFPQBwbAOyQ3PoE5sABWwBoEQTiIEqKDWCAuSAASg2QgJUgd0oNMIWvICfKA/KBQKAbaD6VDuVABdBqqgGqg69At6AHUDfVDb6AxaAb6Bv1CwSgCih7FgRJESaKUUFooE5Qtah/KDxWBSkRloI6hTqEqUVdQTagHqKeoAdQoag61DAOYAmaEeWBxWAnWgS1gZ9gXjoQPwjlwMVwJ18GtSKxfwqPwPLyKxqLp0NxocSQ/DdF2aC90BPog+gj6NPoSugndgX6JHkMvoH9jKDHsGDGMCsYI44jxw8RhMjHFmCpMI6YTWVGfMCtYLJYRK4RVRNamEzYQm4Q9gi3H1mPvY/uxE9hlHA7HghPDqeEscCRcNC4TV4K7gruHe4H7hPtJRkHGRSZDpk/mTBZKlkZWTFZLdpfsBdkU2Ro5NbkAuQq5Bbk3eQJ5HvkF8lby5+SfyNfwNHghvBreFh+IT8WfwtfhO/HD+O8UFBS8FMoUVhQBFCkUpyiuUTymGKNYJdASRAk6BFdCDOEYoZpwn/CG8J2SklKQUpPSmTKa8hhlDeVDyhHKn0Q6ogTRiOhNTCaWEpuIL4hfqMipBKi0qNyoEqmKqW5SPaeapyanFqTWoSZRH6Qupb5FPUS9TENHI01jQRNCc4SmlqabZpoWRytIq0frTZtBe572Ie0EHUzHR6dD50WXTneBrpPuEz2WXojeiD6QPpf+Kn0v/QIDLYMcgz1DPEMpwx2GUUaYUZDRiDGYMY/xBuMg4y8mDiYtJh+mbKY6phdMP5jZmDWZfZhzmOuZB5h/sXCz6LEEseSzNLO8Z0WzirJascaxnmHtZJ1no2dTZfNiy2G7wfaWHcUuym7NnsR+nr2HfZmDk8OAI5yjhOMhxzwnI6cmZyBnIeddzhkuOi51rgCuQq57XLPcDNxa3MHcp7g7uBd42HkMeWJ4Knh6edZ4hXjteNN463nf8+H5lPh8+Qr52vkW+Ln4zfj381/mfytALqAk4C9wUqBL4IegkKCD4GHBZsFpIWYhI6FEoctCw8KUwhrCEcKVwq9EsCJKIkEi5SJ9oihReVF/0VLR52IoMQWxALFysf49mD3Ke0L3VO4ZEieIa4nHil8WH5NglDCVSJNolvgiyS/pLJkv2SX5W0peKljqgtQ7aVppY+k06VbpbzKiMl4ypTKvZCll9WWTZVtkF+XE5Hzkzsi9lqeTN5M/LN8uv6GgqBCpUKcwo8iv6KFYpjikRK9kqXRE6bEyRllbOVm5TXlVRUElWuWGyldVcdUg1VrV6b1Ce332Xtg7ocarRlKrUBtV51b3UD+nPqrBo0HSqNQY1+TT9Nas0pzSEtEK1Lqi9UVbSjtSu1H7h46KzgGd+7qwroFujm6vHq2end5pvRF9Xn0//cv6CwbyBkkG9w0xhiaG+YZDRhxGXkY1RgvGisYHjDtMCCY2JqdNxk1FTSNNW81QZsZmJ8yGzQXMQ82bLYCFkcUJi/eWQpYRlretsFaWVqVWk9bS1vutu2zobNxtam1WbLVt82zf2Qnbxdi121PZu9rX2P9w0HUocBh1lHQ84PjUidUpwKnFGeds71zlvOyi51Lk8slV3jXTdXCf0L74fd1urG7BbnfcqdxJ7jc9MB4OHrUe6yQLUiVp2dPIs8xzwUvH66TXnLemd6H3jI+aT4HPlK+ab4HvtJ+a3wm/GX8N/2L/+QCdgNMBi4GGgWcDfwRZBFUHbQY7BNeHkIV4hNwKpQ0NCu0I4wyLD+sPFwvPDB+NUIkoiliINImsioKi9kW1RNMjrzo9McIxh2LGYtVjS2N/xtnH3YyniQ+N70kQTchOmErUT7yYhE7ySmrfz7M/df/YAa0DFQehg54H25P5kjOSP6UYpFxKxacGpT5Lk0orSFtKd0hvzeDISMmYOGRw6HImMTMyc+iw6uGzWeisgKzebNnskuzfOd45T3Klcotz1494HXlyVProqaObx3yP9eYp5J05jj0eenwwXyP/UgFNQWLBxAmzE02F3IU5hUtF7kXdxXLFZ0/iT8acHD1leqqlhL/keMn6af/TA6XapfVl7GXZZT/KvctfnNE8U3eW42zu2V/nAs69rjCoaKoUrCw+jz0fe37ygv2FrotKF2uqWKtyqzaqQ6tHL1lf6qhRrKmpZa/Nu4y6HHN55orrlb6ruldb6sTrKuoZ63OvgWsx12ave1wfvGFyo/2m0s26BoGGska6xpwmqCmhaaHZv3m0xaml/5bxrfZW1dbG2xK3q9t42krvMNzJu4u/m3F3817iveX74ffnH/g9mGh3b3/30PHhqw6rjt5Ok87Hj/QfPezS6rr3WO1xW7dK960nSk+anyo8beqR72l8Jv+ssVeht+m54vOWPuW+1v69/XdfaLx48FL35aNXRq+eDpgP9A/aDb4ech0afe39evpN8JvFt7Fv196lDGOGc95Tvy8eYR+p/CDyoX5UYfTOmO5Yz7jN+LsJr4m5j1Ef1z9lTFJOFk9xTdVMy0y3zejP9M26zH6aC59bm8/8TPO57Ivwl4avml97FhwXPi1GLm5+O/Kd5Xv1ktxS+7Ll8shKyMraj5yfLD8vrSqtdv1y+DW1FreOWz+1IbLR+tvk9/BmyOZmOCmStP0qACMXytcXgG/VAFA6AUCH1HF44k79tdtgaKvsAMAe0kNpwUpoZgweS4aTInMiT8ffI2ApScRmajxNMO0TenmGMibAHMTSy6bAfpxjjkuTO4+nnw/PryzgJBgkFCLsKqItyiG6KPZoT4l4kISaJKXkB6l66RQZK1ke2c9yt+QPKVgpsit+UqpTjlfRUsWrvtxbpuatvkf9m0az5n4tbW2C9gedu7q1euX6+QYHDUlGGsbMxosmPaZ1ZuXmFRZtlhPWGBsWW1Y7anvYft1hzQk4k7sQXSn3ofctu42793ncJ930rPIq8c7xSfD187P11w6QCxQN4glmCaEKhUOXwsbD+yJuR16IOhadHJMZ2xiPTvBJvL8fHBA8qJJslOKSGpN2LL0oI+mQ3KGJzLzDllkC2RQ5IBd1hOao8DH1PPPjDvnOBc4nHAvti2yLrU6anzIpMTitXapeplwue0b8rOg5qQqTyvTzoxeNqq5Uz9XQ1Apclr6ielW3zqze4Zr7df8b4TfjGg42pjUdas5qyb2V11p0u6yt6k7D3c57Q/dHHwy21z/07WDueNxZ/Ciuy/fxvm6HJ1ZPTXoMnhn22j6P6DvX/+YlxSvJAZ1BoyG910pvBN4S366+mx5+/f7ByPkP6aN+Y3bj5hNmHy0+WUwaTylPM02PzuTMys2Ozl2aT/xs+IXsS81Xg68TC+cX47+5fbdYMlsOXGn/efhX84bu5uZu/KVhNDyDHsVMYBfIYHIFvD9FGWGUKEoVR/2IloUugf4VowxTGvN7Vnm2TPY+TlYuR+58njbeYb5l/hWBWcFnQueFI0XURclEX4md3RMoLi/+W+KR5DEpB2ku6SmZOtlYOTV5SL5TIUfRQolOaVC5RMVFlUN1GMkCV3UW9SGNk5ouWoJaa9oDOtd1j+j56O81oDGYNGwzKjKONfEx9TTzNw+zCLH0tLKwVrURtWWzI9qj7FccphwHnR4617mUuubsS3QLcHf00CVJejJ7QV6z3gM+Hb6NflX+xQEZgWFBTsGaIUKhlEgmjIWPRCxF8US7x5TEPoh7HT+RMJ+4up/iAOdB4WTuFGzKh9TGtLz0yAy3Q3aZjocDstKzy3Ou5jYeaTracOx63tXjNfkXC86dKC0sKsorzj6ZdiqhJOy0X2lAWUr5vbMi5y5VCp0vuPDy4mo18RJrDV+tKJIHilfV63Trza45XQ++kXnzfMPdxv6mkebplu+t8G2mNrE7qnc17yne53mAejDe3vWwsaO6s/TR8a5DjxO7I59EP83uaetlfH6g7/0L1pcar2wHfAdThi6+fv5m6R3tsPh705HwDydHb4+9GB+ZGP84N4lBop860z9HMy/1Wf6L4Feqrz8XJheHvj35fmupYjl5xf6H0I+Vn22rib9U1wjruhszu/GXgOZQ5bAbWgSDwyxiZ3CzZOPkixR4ggClFtGZKpX6Ck0/7Sa9AIMeYyDTIeazLA2snWyP2R9x3Oas4Irn1ub+xXOB14R3ji+LX4i/XcBNYFWwUEhK6ImwnwhOpFrUUHRKLHOP8J5OcS8JIFEuuVfytVQM8nZTL2MqMy2bLscp1yJvLT+vcEiRS7EZeWuZVk5WYVS5rKql+mKv194vaknqOPVSDTmNQc1ELU6tFm0L7Tc6/jqbupV6lvrk+g8N9hvKGc4aVRq7mjCbDJoWmdmYU5l3W6RbqlouWdVbB9kI2Xy0rbDbZ89i/8ohz9HQcdOp0TnYhd/lvWvxPvN9K26F7gLuDR5aHm9J8Z68nq+RfcTfx8BX0U/Z3yiAFBgSRArWCKEOGQ69GBYSLh++HvEwMifKMpoh+l3M2VjvOMG4yfgzCXoJw4nBSfRJL/ffPnD3YEfyw5RbqTVpxenpGWGHXDL1DotmYbJeZZfkOOfy564dGT367NitvHPHD+a7FKicYD2xWjhYdKP45MmjpwpKKk7fLH1U9rp89szaOcoK7krZ84YXXC+GVR2szr50pCallnRZ8Qrxyrern+tWrxGuc96QuWnZkNTY0PSzRflWeGvJ7WttLXdu3+2+t/zAoP1Wh03ncldxt+yTVz1Hez36jF5ovdIeDH5DHJ4b751dXlrdiv/O/+G2GhapTk+kIhVqJgB2GgDkdyB15gBSd+IBsKQEwFYZoAR9AYrQAyCVsb/nB4ScNlhAAWgAM+ACQkAKqCC1sQVwBr5ITZwK8sAZUAfugudgDCwhlSM7JA0ZQO5QHJQPXYEeQ5MoLEoYZYqKQpUjdd4mUtfFwrfg32gD9An0OEYWk4X5gFXBlmDXkArrCZkiWTU5G3k+ngKfTYGnOE5gJVRTylG2EdWIrVRKVLepDanf0UTTUtNepdOl66e3pe9nsGB4wejO+JOphFmNeYTlACsbayubGzs5extHLKcc53euG9yRPPI867xdfMX8/gJ7BYmCo0I3hbNEPEW1xAT3EPesiX+R+Cg5INUonSQjLTMimyUnL/dVvkWhQDFByVvZVEVKlWkvUU1CvVRTTOuodrfOVz0yfQYDFkN2I35jORNz0wizU+YdFt+s+KwdbI7ZdtmjHXQdM516XBhdPffVun30wJJoPLGey16fvId9Zv2o/E0CigKngveGFIZ+CTeOqI0iREfEvI3Tj29JFE+qOsB9sDSFMTU/HZ+Remj5cGDWXE7ukZBjjfk0J1gLPxfXnHI/zVjaV370rMG55cq8C/QXs6pWLgXVfLt8/KpePc21xRuTDdNNcy1TrRNti/eYHug8dOv06LLp1ngq+UzkuUJ/6MufQ+i35MNnP9CN3f1EnN4/p/W5/uvaN4Ul/RX8j6M/n6xO//q09ma9YeP4b89Nqe39Yyv+OEAAtIAF8ABRIAvUgCGwBR4gBCSBbFACasAt8BS8BwsQBmKFpLajnwAVQtegXugzigoli3JGpaNuoD7BXLA7fAGeRyugM9ADGBFMKmYYiX0pDuD8cQNkemQt5JLktXgR/BUKOYp7BEvCBGU8kZxYRMVDdQ2pX9/RxNEy0jbT2dN9pj/AgGc4xSjO+IQpjJmJ+T5LACs96322MHZ+9mGOEk5HLmauN9zlPN68UnyA7xX/ZYEMQVchOaSWmxXpEb2JnGJ54ukS+yWjpbykNWUIMr2yOXIm8kzyiwpvFLuUmpQrVY6oJu6NVctWb9H4oSWr7a2Tq1ul16R/2+C24R2jbuMxU5SZqLm9xSHLZqt5G35bd7ty+xFHXqdA5yZX3D4Ht9PunR79pHbPGq8s7wAfa19DPyf/tID7QZTBniFtYazhiRHvo7Sja2Kp4sLjnybyJMXu7zson3whlS2tMAN/KClzPouUPZ6beFQqD3X8fcH1wthiuZPfSq6XxpSrnPl1rqpS5nz5hakqoWr/S9dqmS6XXVWr+3yt5Ibyzd5GUtNaS2WrVRu4U3PP9P5i+9kOz0cqj3meoJ8+exb7HNuX84LwsnLAfcjsTfC76vdTo1zjlh9TJ+/OMM0d/yK48Ox74cqRVaM1mfUzGx9/L+7GHw3IATWy+nmAGFAAOsASuCGxP4Cs/ArQAB6DEWTdEyBBSBPaByVBpdAdaAxFjkSdhCpC9cEMsA98B82OTkHPYpwwz7A62Ds4NdwDMlOy9+RReCr8NQp7AkxopowgShN/UnVSl9DE0DrRGdEbM1gxGjMpMouwyLO6syWwR3N4ctpymXOb8ZjxmvKZ8VsLuAtGCR0VrhV5LDqzh1JcUcJX8rTUoAyrrLdcvfyaoqXSM5XsvU7qGI3jmuvaJjrpSASb9dsM7hr2Gq2ZmJg2mUtYXLGSsG6y1bEbdAhxwjtfcbV3o/Gg8HT3dvH56KfqnxswGWQd3BNqFvYiwiVyOjopljNuJOFR0v0D5cl2Kb/SKjLsM7kOL2TfyT1y1DfPIJ+l4Gmhb9HKyfQSmtOVZQrlz876VkCVZReULg5Ux9Sw1T6+klxncE3yhn5DclNlS16rUxvTnaF7pQ+cHuI6Lj6S67rdrfdkqCe+V7IP7l94OT3QP5T/Ruht+bvf7/VGcj48HaMat5s493FmUnoqaPrczOPZ2XnMZ/YvUl91FxwWSd+8v1su8S4tLx9dYV+p/aH84/SP1Z8OP5tWGVcjV5tW135p/sr41b1GXLNZO7nWt062rrkev359fWaDZ8Npo2DjycbGb+nf3r9P/n76+/em9KbP5qnNnq34R/nKymwfHxBBGwDMyObmd0EAcAUAbORvbq5Vbm5unEeKjWEA7gfvfNvZPmuoASjb+sYDnrb8Svn3N5b/AmQ6xqwlS6PQAAAACXBIWXMAAAsTAAALEwEAmpwYAAAECWlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS40LjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iCiAgICAgICAgICAgIHhtbG5zOnRpZmY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vdGlmZi8xLjAvIgogICAgICAgICAgICB4bWxuczpleGlmPSJodHRwOi8vbnMuYWRvYmUuY29tL2V4aWYvMS4wLyI+CiAgICAgICAgIDx4bXA6TW9kaWZ5RGF0ZT4yMDE2LTAzLTI1VDIyOjAwOjAyPC94bXA6TW9kaWZ5RGF0ZT4KICAgICAgICAgPHhtcDpDcmVhdG9yVG9vbD5BZG9iZSBQaG90b3Nob3AgQ1M2IChNYWNpbnRvc2gpPC94bXA6Q3JlYXRvclRvb2w+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgICAgIDx0aWZmOllSZXNvbHV0aW9uPjcyPC90aWZmOllSZXNvbHV0aW9uPgogICAgICAgICA8dGlmZjpDb21wcmVzc2lvbj4xPC90aWZmOkNvbXByZXNzaW9uPgogICAgICAgICA8dGlmZjpSZXNvbHV0aW9uVW5pdD4yPC90aWZmOlJlc29sdXRpb25Vbml0PgogICAgICAgICA8dGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPjI8L3RpZmY6UGhvdG9tZXRyaWNJbnRlcnByZXRhdGlvbj4KICAgICAgICAgPHRpZmY6WFJlc29sdXRpb24+NzI8L3RpZmY6WFJlc29sdXRpb24+CiAgICAgICAgIDxleGlmOlBpeGVsWERpbWVuc2lvbj40MTM8L2V4aWY6UGl4ZWxYRGltZW5zaW9uPgogICAgICAgICA8ZXhpZjpDb2xvclNwYWNlPjY1NTM1PC9leGlmOkNvbG9yU3BhY2U+CiAgICAgICAgIDxleGlmOlBpeGVsWURpbWVuc2lvbj4yOTA8L2V4aWY6UGl4ZWxZRGltZW5zaW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KgxXCygAAQABJREFUeAHtfQ2YlVW59jt/8ndhyZUeYwaZAUQ0za8Y6RR8/AiFcBTJI+VXcOwaNIquPsWwvCwsm45H0yNiSfkJFEonEUVEA/FADB3IxNEulRIQnAEGMjyp1eXxZ5iZ7373s/czz6y13ne/+29m/zzbufY861nP37rf/d6utd417LKHXvyepy9FQBFQBIoIgUqM5ehf/1BEI9KhKAKKQEkjUP2Bj5SXNAA6eEVAEShGBJTXivGq6pgUgdJGQHmttK+/jl4RKEYElNeK8arqmBSB0kZAea20r7+OXhEoRgSU14rxquqYFIHSRkB5rbSvv45eEShGBPqe19Zc+yp+soJt2qHSdjTKzlYcI6w2M0Qgw+tiuBvN6LVJxyA5ejTDUgY0ukqw2fe8NveuEcAdVyUl9PPnKlIlqdaf0mDVuA8RoCtLn1KjjL669JTXKIaaIV1O+2JV+n9v0Msv+qDYSW2988NEjuiiSxhiY6dwajgvC2wWElwah5hxKBV6BwF5XShjJleHolEEKSOy0UxpdFwkCykFRD1wxI89tJCulCosdOMy/H1oH/4dFV1X+/KkBKv8cEjHKGGdBTiVMjLLhqWzkihlcEAVsoKAvC5pXxSn48dnD3l+wxsoki6rTBRSuRFq0tWn77jvtVSDyPh2Xlsj7UtKxt9R9cF8LXOIjUvIxGHowxORMX3CIKcXRKaws/uaMmmich8ggCsrLw3JUergjwQbR/dlFxIolCxDBpey4RjUlAGljawwjbAyVEHLBclruGC4fvjJ5Mqxr4wmP3nh11V+gFjmmPCNh1rq7x7qqzgQoOt7zuQP4uLyRU9jaEG+8vMTJSzbc0DWRHEvYpu84DW+Kgx00suT1IBDRREQDTVQGREjk5nTxamMUoba5BsCdCllVXTdI35IpKMtIwh/VOxEtj1ppKVdBnptZVCoItbnBa/JKyEvWzjusDzzUye/8tu/GWYygoxsmHGT7aMYs5cUECFtXxlH5fxEgC4uf05IkMqUrv4fm97KZJgyL8XhwriZUj2ZFJO3vnnBa5mgw5dQftoiBrQ/EIYjBzf01JTu+LDK7WQYoLe8ouwL/17n9FVlASEgL7Qsm/ThHxKylxGwjKWPCitZkMHTk1EMouEnSlXppSgIr748v0aXM70LQL6f+NyH0kOZrj0eGpA7ajB+UgoLX3xYDRcou7q83z34uqHXZq8hQFc583T02TDipPTpdUaAkmKyYKSI0rTL8KOVeY//25Eo7sVqU/DzNbow8upKOeiyZfJJ4oz8tB4aZ9Kurq6/HHkvqAbV5wIBuhCIzJfYeWlSSs0xpRfHl8pelkOGVlZW0k/i+4zXQi5J0g+H4Ws08YGDBj85/eQZwY0mDWGuPgxNei2zbeC8EBkmoZj0MTNCGZ89ozfXzaDB6gevb3gti58G/rSxwB8maIIuPNuQYPsaBtosUAToykb8GPTyGPlTx0LEAtgeAg+NhYhBitusD3iNrop9Gfhq2V3GNZAGUpZmHE0qg2Q7SEruHDY9L3ZXIbsI0OXgi8tXhzXR07EvXOCOptQkjeM0lmU4DZxhyZJ8IYc4yvjOUEWs7OO/oypiZHVoioAi0CcI6PdR9QnsmlQRUARyi0BfnvPI7cg0uiKgCJQqAsprpXrlddyKQPEioLxWvNdWR6YIlCoCymuleuV13IpA8SLgn/PA44PiHaCOTBFQBEoOAZ/XPjn88pIbtw5YEVAEihSBpw89rOvQIr22OixFoIQRUF4r4YuvQ1cEihQB5bUivbA6LEWghBFQXivhi69DVwSKFAHltSK9sDosRaCEEVBeK+GLr0NXBIoUAeW1Ir2wOixFoIQR6IN/f62E0dah9xkCwz5wLuU+8tc9WSkCASOG4tRBeTnO7AuvDLIh/YZfryYBlk453L10evOd1zrLm1dcsPTJfqMu/uUPGqo7CvfCvPGL6xtWHkf9YxvXLBnvD+Slf71sybbB5SdqC31oeXVRJN1IQmHu4GplLysNwfaCAaVAV1Au2BiO1DTsWSmTMltJJclJWc8wCAllBy8yTd/zGt3eHXVX3L1qZh2+wanna9BvfrtpUGVH3T9Oqen0zM6epsEtOwVppEdK/GIHlKFsubJtw233vuZVljOpwea8b69v9EBtrY/e9MQU19jtOKpJioBBNwa/GO7hvU7ik9wUFM3paBhn0iT+kiwGmViMuUz2ZpKrQH3zen+tq+zY+pW7gOy4hottyssc8ap3Jizc8QA+Ck/c/9kzvVc3zps7/pYXMg9rR/j96vv3VZa/Pu06mqmxwUeW3Djz7RMVLQ+u2ZnXF4ILVkEiEE6L0hJMR2RHgpSlWUSZKQwCyxF9S8Qsm/M1exKEO3nXjecTlAN23j39pucYVpq5sAvu7UVTHgTRXL17wWc6Osms6sjupoMnVbVP+MTELi+xBgXZPfmlRfce6s+hhlx1+6ovnIZm9BQfZueYcKJm9t23HEZ5p269s3FSj3UiG3JtQTU7s8Mdk7U1WwaVe7Xzr/y4x8OIxS3vrP/krHc2bRu8e9UTLRMc01XOrkJ0BCTdEINIX9lL+ig2MkKqspER6QxNqgHVPikCWeM1uTSr9Y4a1EO9REC4z7/xhUeeWzK3ETtN8bXY4O51aILUUHpsmjN4yFcuZaaj7bZNg/ozl2HfanFslCmleMkC5u2Jn5r59jNY8z654/kl430uxjpxw7fjdrHgO+8b53mgXVfNgdnHdxzfsQuTtaCl9LhJk71tz/X/Y9sr5WV1HemutK3hqIIQMBjEpjDbLMgGlkxJbEPxWc/RyIB7Sc/v7M723BVdcK40ncroMYvGMju8RlMSr5IWjB1dPb+SlScsEyZhntTRPmzc5JG/3HeoPzOIE01Q2NMbB5T3qyUvsjnpcNvBfv6SrW64HwrCkC/evkrMiVJKIfOWdQ0dds4J71Dl0Md3P7XkY8ykZPOxK//lrC2PvFLV1na4zKuWfr4cPsCjrQc9b/AbI4c6l9LEp0/2azvqimxm0nYoAswXks6YdFgIjRGpUxKWM6wsQMqI7rTnrNGJiVagcJQurPzs1C9xzBIUssNrVa2HMSXB1nt1rQND6vW8VmxgbYz3d68iHQ4x1VsPrMXs6fVpl8nHoO+fUTPyvU7kwnRvdsyMlrrppQhKzXqahcWbleDT1qOt+PfquD8uRMl+Vq2x9u0RpLOy9dghR+QeRtpIhoCkG7aFMpxK2DJcCApC8W1fSWfwlQayKc1gw8Qk7UmW/AWN0TTs9fveDUBy1UzpgSM20Z7Zetjz+l80qceeFDakrnp2kXfBUlAeFYodsfHedc9P9FsppTDGiYxH/ljpDfKOXTIOk7XEgncw8SatncGnhpdsZpIdcXrOcWVglTNFIFvUFlSHHV8yF3kZ/EVK2ywoha1nBpQEx3JFRYXvgo2Nkvxghd2oNpRBmvbaM8460YlJhz+dsV7hvZa5rxj4Xw/jyQA23eZOiD9DYDNQ25ef+QUuKn4ap/4d+iEHj+0fURtSAPuGCHSgBAYxJvWoCaqKbfaH+PldUQa4r/VPIVGQaGhtSL92ZYQA6IOoJygKDPjHaUMRnF22MiVj2z0TDd0XTHmlSWoAMEu85m+ZvY9w2DKzrwqeNs6d/jb0Ly7+6VMV8YxY4jX8h39Otbp2JN5p45x9d+9ognzq1LHGnhSeOV4yf3NLmf//IMyw2g5UkdmwobNSTQFHfmE69n9vfBZNPI6goxgGVdHeP9sbNYcP0H8yECNfKpuDkEAEWtFeUzNMHxoY2GTUZHJhIYjaoDd+UkqM+LDn4JwuKAjZB/VG0dOkDO/0AxeepkVxLwWb7OyvYdP9op8v9XD8Yuuds7cSbj120PBsccsknPPYuXzSzuVxXAePbfT3/k+Zu2jBVpzb8Lvui53zmHloPQ5G4HjHFfNO98TjUfKjEyGJa9OfT7qmlIL2utoHdNdT1T5x4a7uIyagqm8t2IW/EKCNvNMvmnDWidd4HWrXjIekQQOMUeSzr7zyu+1tF9dZfzIRY/DB755TM6pTeS1xVbPxG0SDMElZJsNUMj5RG+XNMGy4e/d0TNiB2qS+s9Nc6Ajb4hfLHnrxe1n/fgM+YsanMVICkv7kSJ59S8k9D43p+YM9osQuXiWzcx4WX1glEdFIugmqHzZBXawPJ0eZhaIRtcHdYDfDknulHl5Jp13MXJLFSJYaCsXGPJwSEfD9BtmZrxl40e4Y9ozkEQ3DJqiJW/3hu4+V9xtln2INcsl/PR0T8cShX6r5D423bBrkn93ztxF1upbxhWSaYH5xhmRaYcFpRlSFriAz0pMZ2xhKDsICAtoyu4eQEbOeQWFwkRo2cw6qRJRZm6/x33UTcHw6v0RwTDpMxoenZjSJy/ApatK8aqAIlBoCmK9ljddKDTsdryKgCOQnAvo9e/l5XbQqRUARyAiB7JzzyKgEdVYEFAFFIKsIKK9lFU4NpggoAnmAgPJaHlwELUERUASyioB/zgPbbFmNqcEUAUVAEehLBHxem3Ped/uyBM2tCCgCikD2EFj30s26Ds0enBpJEVAE8gMB5bX8uA5ahSKgCGQPAeW17GGpkRQBRSA/EFBey4/roFUoAopA9hBQXsselhpJEVAE8gMB5bX8uA5ahSKgCGQPAeW17GGpkRQBRSA/EMjJv7+WH0PTKvoMAf4ypK6u7PyrcggYMRSnDhq8ESelyGn7BhWTC70ckZTtXHavrTG8khoY9n3V7Jv5Woe3/bbR53/i/Lk/auurgXfn7fIOPTTnnPr6+pFLdkFrNLvteks6vuqzKAav65viKXcvGYFmnsAlYcCnnJuQ+YX7n17OXjYzBDaWAmzQRDQSqCvckVPHi4hxKytl8PRkWUl6EZyjMAbFWWy9rQkqw8CN8xr2nMvQp9q0C2NNqqEytM8Vr9GtWD/ngQOuAiuatqw7uapj9PQZNa7uaDo7RVwTIwV+I7aKFtK0Yo6TLMPKnBBN24pvLjuEOqbc0Xz75Hg94xpfXT7jjY6qvasXufE06+6ttnHbSB6xS+Bep2DbQ4O7AsbOLg7i7E1JyfeeISQNghrgktQsxIBHQcM0muzIemhIZoEc2TKKABdZNuSQIDYmtoaTUm3Od7bpHSFXvBZSvc8L9/jfjzzla/NGhdil29Xvb7O+29z9Otg4Pt1I+Jay4f+87p45f2tHhN9++fuPxwK9vuraH7YMhDhx2ZqvZ8DLzqp233vLnqryN2csY1Ijs7GNK/0yWpbd2+T0K35lyL1nDJ5uPCj5DmTZtpQ3IXqNJtsjFBXAAnfllcDl2WOHhkolwX7nXvKlpgSEELA1eYUAFZOc1+xJUI8ZUNMNPDPiSQ1cFm4e4idoWXZFff340XFGoJRlbf+5aX9/sM/EyaTw33kSxNEuXXU03p16iu64MYmDc+X2XM9w4WaFN+Vb/28Gmu+dvHHFqqNYQf/s1lf93rprFkz2f/svV4VQG9AxDrKe+KqTJrZtK5Zv/GBF+5hrF5hcjDKmfN7/stTt9+TdlM1HIPai+0G+J3q6f8teef90W2Qm2XedraEMyE43aiYJEQFxMomQI19j1NSkXFKGhpsECJqk5MLoMtE7lEaTzfJKSMJrcYaqu+bB5uZnmx/5Zt3/yOr9+3bx1uqFj/mzow1fObe9c/tif1eI1k2+Zcxx1/6bLhFuNCX50A3zWQmy+OHoWZgExUM1N29aOIw80kshsmVB7Jr8VRr4a8u+NXfeN7CCBvVcuTQ+2QyqEImBA88bsZAEM97ak+JP2XzNzOVHuMTjT/0Kk7Wg5fm4qZ+DZb8XWl5mhzwT6A7h96Dq2IBuoSAzus3QyzcSWbKemghCBtzL9hCku2FG2YOMKRrHZMGumQqQ9tHloOxUefQ4XF6QixEQTRpIlOJhwy/EZxkCp5MDCZHZPtdCKK/Fpg+owL1gTEwupn2mGjZdNZ+eOfpdCOu3+bvvQS9Q2Pa1g8EL5EVmFW0HXx5QAXn0CD8UXqc1PPpYQ7WXVgrQx8086xO77xQ5jXesRj+39DqwNna4XnnZR+z0a26Lr0AjVzhuwY2IcGLA/lbxqATrzTjxrfNZsrXlBQR/c8wI5/K8Y/J0LEWNCGkMJ1su/PGVAaGkJgT5uZc2qcp0I4WElQYk8zu8WDbMuAw2kMbcKwcCSx41C+TF9ikJnBoCxWFNSnFgLOukZlAEw5IHRYL04jGyQJG5SQKUXDYLQUoZP3dyZVjoAwcwfQAHneG8z2K9nrd39ez61fEo/q5T+Osvq+7GfOfNGV+VO1MdNSPPfqcDuTDdq4/544b398XSSoEV7g09Z4jd/1sJLy6kt+aqH17zq/jcqu6afwfn0itZhfEJLxlXgRP3HsaTlNBduXPrasnc+Q5uPXIwSQSnY9aV+AQjJj7ZMjLdG9Ql9anKCOsMQvHtaNLYKEk2pZkdxKkxXKgAVsrgTvdeU3JJSTOSpUQ4yNfQk4t0tHPZvbbG9sq6JpTXImQD6839VdTtc+wrNW3e53kDL5vaY/8Im0eL99/ljb4WlEc5sUAb6S07ONVvpZQiQslpmpz2mX86d9lykG/1jAsNnndWiJnpHf6IhsQ5um3Fl/7Jd08zvXDrQSRCnyciboacfpTt+EhnjN24IanXNjO8er9plGQ0M6nHRomjcRYWnHCxPQkwts2cSsPRqISahk3Wm6G32ahRtPjypxj2K7zXtsf/25t+4j9JlDvuCTN/e37/C7Qow1YU1KfsfbVl9OiwAhK+ffk7GAQ6ywLKsx8ChBe8p6U1xAABh40M6e/7Lvqs8z1jF4Quftm90KDXvoWclqkacxBZgFMmJdunJET3xTD5hRQsQ7AzIizrIciybWOpkY6cRQrS2CkjAuspNZpGWKeGvNiFbEiZ0/cwXkuyZVZz1cJZb6E4PgABGcsueo5ZW3c+msYm9+5tD0Fpz3f854mJk26Y07Xu7U9mdUMbUk0BR/uFDbLaMf7e3+lrt9FZDdsmTU0ICD0pj54JhGehJwMgdOf/R4goK98ZPTx0GRueIke9/BFnQX6UZVLojZfsTSrTDYYIJHC6IEcys3uNGqgJM0NvO/aVxh4pl5pGSSGw2IlsDVLbSlsjCyMXqcmpHMZroIM56zbjUSBWhdiIv6D+n+ncFhfkP++7Y5rcp8fxDtr7P7XhLjhSV/x8Q2yLHZtfV/HmFAeCEDsRwllwKtV/bkCPFKOnkAF7yhc0bud6kCV+DKWnTXqtQBD8LbnhiOlvGtbXL2j7X5h7JkkRo8KK/Vs2tzkM6f8K751fd7ajs49V+NSigvBPduYlyvjOWyvzFEkjyBqCjAmNoF7SR4kjI0SJKe0hh7igCy/UEF6GbQANZSF3zhgeh816T3joxe/Fxpj8rbOrde3lZ48dO3bWyrbk1pbFn1fOhu+I7+y0elTRjcAz36lzonSi69e3nvlRdC3e3m3c5xI+pqiB3sOLifKBpghB0aSeolFqqbcjyF4pO6sNMeAuFuxcHNOwYb0UbBtDw00ISV8cGZYsk2BrWE9d0sDWcDR0US9rIDiVHF9a9qYMTgubr1HR/E67Y9jfkUc0uDdcoOOsaWw2hYctvl46DoIJMo4BytdzS+b7D1VcW5PSrDdl/l80PrL0P3bnO5cU/smWZixLAe5oUgoKhSYJpOReFqB3ylCm90JAKgPuXIkRStoYXdx02hiR2RgCDTPoXVqSTLXROzTOJkWj4DAgM6oB76ShaPxOvdyEwEGkkvNKZS/LZeC2kO+jwml4eXDUPkLRy+WWQjrGnP9ElA6L4P8K0R89lwJQOkZFwIkAvo8qCa853VSpCCgCikDeIqDfs5e3l0YLUwQUgfQRSGF/Lf0k6qkIKAKKQC8ioLzWi2BrKkVAEegVBJTXegVmTaIIKAK9iID/96HYZuvFjJpKEVAEFIHcIuDz2ieHX57bJBpdEVAEFIHeQuDpQw/rOrS3wNY8ioAi0FsIKK/1FtKaRxFQBHoLAeW13kJa8ygCikBvIaC81ltIax5FQBHoLQSU13oLac2jCCgCvYWA8lpvIa15FAFFoLcQUF7rLaQ1jyKgCPQWAv75NX0pAkWPwLAPnEtjPPLXPVkZLAJGDMWpg/IacWZfeOWGX68OMpZ629LWSPvSkQuA1zrLm1dcsPTJfqMu/uUPGqo7CvTavPGL6xtWHkfxYxvXLBnvj+Klf71sybbB5SdqC3pc+XY5JN1IQjG4A2XL3qBR2F7kCD1+gnLBxnCkpmHPyqDs0fVKZwZWecFrdId31F1x96qZdYl/XJgLHfSb324aVNlR949Tajq9+L88zJ1RBZmi1jv65JcW3XvI/3YYZpmusmOkzAXRVLZtuO3e17zKck6H1Od9e32jB2prffSmJ6a4Bh51bGonEDDoxuAXYeiL4b1O4pPcFBTN6WgYhzfBU06DpPM4GCjHAbq84DXnJSQl6Gb9SnyBfP9xDRfXdWVnslbWNXT66uuPXLAUdPni4p8+tXvBZzo631yzlJjuY/+W/Vnh71ffv69y8OvTrqOZGo/3I0tunLlx6aaWB9fsvNjoYhsV8haBcFqUZTPTsYBeKbOxwUpGk80gcBcLsrfE5SzzGk2LJKa4mXfd6H/nHl4Ddt49/abnSMY7TV7YpaLlwUVTHqx6Z8LVMaIhs6oju5sOnlTVPuETE7u8BK3x3IpDDbnq9lVfOA3N6Cmu+fdPbLrpufYBOx984NJpcw8/fPcxz58VXjF3QnxW6AyFFFxwvMJEwVwVhvz48DVYddIM9Mwjj67ZMqjcq51/5cc9HkPMubyz/pOz3tm0bfDuVU+0THDMVSmFvqeEgKQbmztkL4WNYpNSAYaxkRHpDA3bZ4WhdMoGPLPJa0FrPbps1EsEhHXZN77wyHNL5jZisym+HBvcvQ7t6P4+OprpDPnKpZhSURzabts0qD9zGbauFsf6UkrxP//78gXDd2GO9tZP77nuN6+2DqrECnTW9+OzwsBQ4zuwftzwbaqFOG7nfePwzakLPp2o+tStdzbE+/1fx3fs2ldZHrSOHjdpsrftuf5/bDtQXlbXke4yW6RTUSJgMIhNYWQszYJsYMmUxDbkyHqORgbcK0uiOFJDZkxqEGQvN+UilJXsJV2U2rLGa6AqzErAk7Rg7PK/4Kb7Rb2Ys0yY9GHMWdqHjZs88pf7DvV/csfzS8bHZ3Pd1gkJFPb0xgHl/eJepD7pcNvBfv7xlLrhfigIQ754+yowdKyA6CmwGr2k8f80feGRfZWtrfv9gB/8ytfouUT0UB+78l/O2vLIK1VtbYfLvMTXFcspKr6x56XWg543+I2RQ+2tQyR9e+KnZr79zJP92o63lXkYkL4yQMCgG4rEpMNCBhnirpKwnGHJgKylDI3THnpJWyw7aYuURG1EYfGyEr+g5AgJXWn9zhqvVbUexqwEU57qWgeC1Ot5rRvnzd0Y7/e37cNfbz2wFltgr0+7TD4Gff+MmpHvdSIXpnuzY/7EI2mkOFEz+1sLdtFjSswWl3zxH0BDCJk0FM3m4sVXghNbj7Z6zGtxfc9fZ9WGkVZX1aG3/9ylvNYTs5Rbkm7YGcogKmGbKEJQEIpvR5B0Bl9pIJvSTNqEyAZnEbWxkvguxL0UurLGa1HASulRI7arntl6GE8MLprUY1sKe1JXPbvIi+36U1Ks+8Z71z0/0W+llAL2p00af9a9mLKVnzp1rDGfcoZKrIL9hwDYN8TMDgtquFMlmbwPqsrEW33DEMgWtQXlsONL5iIvJ3/ZZkEpVJ8SAlnjtfbaM8468SzWdP7MpdqsIbzXtI61B/7Xw9j8khv5bAZq+/Izv/hyrB3fCDt4bP+XakMKYN8oQki1dOgElGc/BAiPvK/1T2DRIBsE/NA/BHWqPlMEQB829cigSfmFIkiXEDklY44j51lBMox5XsaOKtgIZGGiQUFjW2bvQ8aWmZ0GK76509+G3j9XURFPCkpq+A//qGp17Ui8Y+/8lfLubbndO5qgtKdReEx5yfzNLbFvqMacru2AP8+B2bChs1JNAUfnK6TaGOV1dhJ9J54JOIOw0n8ygE3Ag8eoZtaTQERZ0V49WHnNgCazJpMLC0RtdlTojR/bJkSD+Ojl4J*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" alt="" />
(1)返回/设置年份方法
get/setFullYear() 返回/设置年份，用四位数表示。
var mydate=new Date();//当前时间2014年3月6日
document.write(mydate+"<br>");//输出当前时间
document.write(mydate.getFullYear()+"<br>");//输出当前年份
mydate.setFullYear(81); //设置年份
document.write(mydate+"<br>"); //输出年份被设定为 0081年。
注意:不同浏览器， mydate.setFullYear(81)结果不同，年份被设定为 0081或81两种情况。
结果:
Thu Mar 06 2014 10:57:47 GMT+0800
2014
Thu Mar 06 0081 10:57:47 GMT+0800
注意:
1.结果格式依次为：星期、月、日、年、时、分、秒、时区。(火狐浏览器)
2. 不同浏览器，时间格式有差异。
(2)返回星期方法
getDay() 返回星期，返回的是0-6的数字，0 表示星期天。如果要返回相对应“星期”，通过数组完成，代码如下:
<script type="text/javascript">
var mydate=new Date();//定义日期对象
var weekday=["星期日","星期一","星期二","星期三","星期四","星期五","星期六"];
//定义数组对象,给每个数组项赋值
var mynum=mydate.getDay();//返回值存储在变量mynum中
document.write(mydate.getDay());//输出getDay()获取值
document.write("今天是："+ weekday[mynum]);//输出星期几
</script>
注意：以上代码是在2014年3月7日，星期五运行。
结果:
5
今天是：星期五
(3)返回/设置时间方法
get/setTime() 返回/设置时间，单位毫秒数，计算从 1970 年 1 月 1 日零时到日期对象所指的日期的毫秒数。
如果将目前日期对象的时间推迟1小时，代码如下:
<script type="text/javascript">
var mydate=new Date();
document.write("当前时间："+mydate+"<br>");
mydate.setTime(mydate.getTime() + 60 * 60 * 1000);
document.write("推迟一小时时间：" + mydate);
</script>
结果:
当前时间：Thu Mar 6 11:46:27 UTC+0800 2014
推迟一小时时间：Thu Mar 6 12:46:27 UTC+0800 2014
注意:1. 一小时 60 分，一分 60 秒，一秒 1000 毫秒
2. 时间推迟 1 小时,就是: “x.setTime(x.getTime() + 60 * 60 * 1000);”
3、String 字符串对象
在之前的学习中已经使用字符串对象了，定义字符串的方法就是直接赋值。比如：
var mystr = "I love JavaScript!"
定义mystr字符串后，我们就可以访问它的属性和方法。
（1）访问字符串对象的属性length:
stringObject.length; 返回该字符串的长度。
var mystr="Hello World!";
var myl=mystr.length;
以上代码执行后，myl 的值将是：12
（2）访问字符串对象的方法：
使用 String 对象的 toUpperCase() 方法来将字符串小写字母转换为大写(toLowerCase()方法相反)：
var mystr="Hello world!";
var mynum=mystr.toUpperCase();
以上代码执行后，mynum 的值是：HELLO WORLD!
（3）返回指定位置的字符
charAt() 方法可返回指定位置的字符。返回的字符是长度为 1 的字符串。
语法:
stringObject.charAt(index)
参数说明：
aaarticlea/png;base64,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" alt="" />
注意：1.字符串中第一个字符的下标是 0。最后一个字符的下标为字符串长度减一（string.length-1）。
2.如果参数 index 不在 0 与 string.length-1 之间，该方法将返回一个空字符串。
如:在字符串 "I love JavaScript!" 中，返回位置2的字符：
<script type="text/javascript">
var mystr="I love JavaScript!"
document.write(mystr.charAt(2));
</script>
注意：一个空格也算一个字符。
以上代码的运行结果：
l
(4)返回指定的字符串首次出现的位置
indexOf() 方法可返回某个指定的字符串值在字符串中首次出现的位置。
语法
stringObject.indexOf(substring, startpos)
参数说明：
aaarticlea/png;base64,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" alt="" />
说明：
1.该方法将从头到尾地检索字符串 stringObject，看它是否含有子串 substring。
2.可选参数，从stringObject的startpos位置开始查找substring，如果没有此参数将从stringObject的开始位置查找。
3.如果找到一个 substring，则返回 substring 的第一次出现的位置。stringObject 中的字符位置是从 0 开始的。
注意：1.indexOf() 方法区分大小写。
2.如果要检索的字符串值没有出现，则该方法返回 -1。
例如: 对 "I love JavaScript!" 字符串内进行不同的检索：
<script type="text/javascript">
var str="I love JavaScript!"
document.write(str.indexOf("I") + "<br />");
document.write(str.indexOf("v") + "<br />");
document.write(str.indexOf("v",8));
</script>
以上代码的输出：
0
4
9
(5)字符串分割split()
split() 方法将字符串分割为字符串数组，并返回此数组。
语法：
stringObject.split(separator,limit)
参数说明:
aaarticlea/png;base64,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" alt="" />
注意：如果把空字符串 ("") 用作 separator，那么 stringObject 中的每个字符之间都会被分割。
我们将按照不同的方式来分割字符串：
使用指定符号分割字符串，代码如下:
var mystr = "www.imooc.com";
document.write(mystr.split(".")+"<br>");
document.write(mystr.split(".", 2)+"<br>");
运行结果:
www,imooc,com
www,imooc
将字符串分割为字符，代码如下：
document.write(mystr.split("")+"<br>");
document.write(mystr.split("", 5));
运行结果:
w,w,w,.,i,m,o,o,c,.,c,o,m
w,w,w,.,i
(6)提取字符串substring()
substring() 方法用于提取字符串中介于两个指定下标之间的字符。
语法:
stringObject.substring(starPos,stopPos)
参数说明:
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZMAAABJCAIAAAB3rFzLAAAYIWlDQ1BJQ0MgUHJvZmlsZQAAWIWVeQdUFE2zds/OBliWJeeck+QMknPOGYEl55xRiSJBRRBQBFRQQVDBQBIxIYgoIqiAAZGgZBUUUATkDkHf73/vf889t8+Z4dnqqpqnu6q7pxgA2JhJ4eHBKGoAQkKjI60NtLkdnZy5caMABSAAgBwgJ3lFhWtZWpqC/7GtDG7rgpfiW77+Z73/b6Px9onyAgCyRLCnd5RXCIIbAECzeoVHRgOA6UPkfHHR4Vt4CcH0kQhBALBkW9hvB7NvYc8dLLWtY2utg2BdAMgIJFKkHwDELf/csV5+iB9iONJHG+odEIqoZiBY3cuf5A0AaweisyckJGwLLyBY2PM//Pj9Pz49//okkfz+4p2xbDcy3YCo8GBSwv9xOv73FhIc8+cZvMhF8I80tN4aMzJvl4LCTLYwAcFtoZ7mFgimRfDjAO9t/S381j/G0G5Xf94rSgeZM8AIkHB7k3RNEIzMJYoxJshOaxfLkCK3bRF9lHlAtJHtLvaMDLPe9Y+K9YnSs/mD/X2MTHd9ZoUGm//BZ3wD9I0QjGQaqiHR39ZhhyeqIzbA3hzBRAT3RQXZmOzqjyT665j/0YmMsd7izI/gJd9IfesdHZg5JOrPuGAJL9I2B2YEa0b72xru2MKOPlGOpn+4efvo6u1wgL19Qu12OcNIdmlb79pmhgdb7urDZ3yCDax35hm+FhVr88f2RTSSYDvzAI8Hkowtd/jDK+HRlrY73NBoYAp0gC7gBjHI5QnCQCAI6J1vnkd+7fToAxKIBH7AB4jvSv5YOGz3hCJ3G5AIPiPIB0T9tdPe7vUBsYh846905y4OfLd7Y7ctgsAkgkPQrGh1tCraFLlrIpcMWgmt/MeOm+rPU7F6WF2sIVYfK/KXhxfCOhi5IkHAf5f9Y4mZxPRjxjEDmFHMG2CC9PogY95iGPp3ZPbg47aX3d/uAWmR/2LODczAKGKnvzs6T8R65o8OWhBhLY/WRqsh/BHuaEY0KxBHyyEj0UJrIGOTR6T/yTDmL4t/5vLfz9vi959j3JUTRYnyuyw8//LX+av1by86/zFH3shfk39rwlnwTbgLfgB3w21wM+CG78EtcA98Zwv/zYSP25nw52nW29yCED8Bf3SkLkvNSK3/t6eTdhlEbscbRPvER28tCJ2w8ITIAD//aG4tZEf24TYK9ZLYwy0jJa0AwNb+vrN9fLfe3rchxuf/yHymAdiL5Dh53z+ywBMA1HYCwJTzj0zQBQCWPQBcf+EVExm7I0Nv3TAAD6iQlcECOAEfEEbGJAMUgCrQBHrAGFgAW+AE3JBZ9wchCOs4sB+kgkyQC46DInAanAXnwSVwFdwAzaANPACPwFPQBwbAOyQ3PoE5sABWwBoEQTiIEqKDWCAuSAASg2QgJUgd0oNMIWvICfKA/KBQKAbaD6VDuVABdBqqgGqg69At6AHUDfVDb6AxaAb6Bv1CwSgCih7FgRJESaKUUFooE5Qtah/KDxWBSkRloI6hTqEqUVdQTagHqKeoAdQoag61DAOYAmaEeWBxWAnWgS1gZ9gXjoQPwjlwMVwJ18GtSKxfwqPwPLyKxqLp0NxocSQ/DdF2aC90BPog+gj6NPoSugndgX6JHkMvoH9jKDHsGDGMCsYI44jxw8RhMjHFmCpMI6YTWVGfMCtYLJYRK4RVRNamEzYQm4Q9gi3H1mPvY/uxE9hlHA7HghPDqeEscCRcNC4TV4K7gruHe4H7hPtJRkHGRSZDpk/mTBZKlkZWTFZLdpfsBdkU2Ro5NbkAuQq5Bbk3eQJ5HvkF8lby5+SfyNfwNHghvBreFh+IT8WfwtfhO/HD+O8UFBS8FMoUVhQBFCkUpyiuUTymGKNYJdASRAk6BFdCDOEYoZpwn/CG8J2SklKQUpPSmTKa8hhlDeVDyhHKn0Q6ogTRiOhNTCaWEpuIL4hfqMipBKi0qNyoEqmKqW5SPaeapyanFqTWoSZRH6Qupb5FPUS9TENHI01jQRNCc4SmlqabZpoWRytIq0frTZtBe572Ie0EHUzHR6dD50WXTneBrpPuEz2WXojeiD6QPpf+Kn0v/QIDLYMcgz1DPEMpwx2GUUaYUZDRiDGYMY/xBuMg4y8mDiYtJh+mbKY6phdMP5jZmDWZfZhzmOuZB5h/sXCz6LEEseSzNLO8Z0WzirJascaxnmHtZJ1no2dTZfNiy2G7wfaWHcUuym7NnsR+nr2HfZmDk8OAI5yjhOMhxzwnI6cmZyBnIeddzhkuOi51rgCuQq57XLPcDNxa3MHcp7g7uBd42HkMeWJ4Knh6edZ4hXjteNN463nf8+H5lPh8+Qr52vkW+Ln4zfj381/mfytALqAk4C9wUqBL4IegkKCD4GHBZsFpIWYhI6FEoctCw8KUwhrCEcKVwq9EsCJKIkEi5SJ9oihReVF/0VLR52IoMQWxALFysf49mD3Ke0L3VO4ZEieIa4nHil8WH5NglDCVSJNolvgiyS/pLJkv2SX5W0peKljqgtQ7aVppY+k06VbpbzKiMl4ypTKvZCll9WWTZVtkF+XE5Hzkzsi9lqeTN5M/LN8uv6GgqBCpUKcwo8iv6KFYpjikRK9kqXRE6bEyRllbOVm5TXlVRUElWuWGyldVcdUg1VrV6b1Ce332Xtg7ocarRlKrUBtV51b3UD+nPqrBo0HSqNQY1+TT9Nas0pzSEtEK1Lqi9UVbSjtSu1H7h46KzgGd+7qwroFujm6vHq2end5pvRF9Xn0//cv6CwbyBkkG9w0xhiaG+YZDRhxGXkY1RgvGisYHjDtMCCY2JqdNxk1FTSNNW81QZsZmJ8yGzQXMQ82bLYCFkcUJi/eWQpYRlretsFaWVqVWk9bS1vutu2zobNxtam1WbLVt82zf2Qnbxdi121PZu9rX2P9w0HUocBh1lHQ84PjUidUpwKnFGeds71zlvOyi51Lk8slV3jXTdXCf0L74fd1urG7BbnfcqdxJ7jc9MB4OHrUe6yQLUiVp2dPIs8xzwUvH66TXnLemd6H3jI+aT4HPlK+ab4HvtJ+a3wm/GX8N/2L/+QCdgNMBi4GGgWcDfwRZBFUHbQY7BNeHkIV4hNwKpQ0NCu0I4wyLD+sPFwvPDB+NUIkoiliINImsioKi9kW1RNMjrzo9McIxh2LGYtVjS2N/xtnH3YyniQ+N70kQTchOmErUT7yYhE7ySmrfz7M/df/YAa0DFQehg54H25P5kjOSP6UYpFxKxacGpT5Lk0orSFtKd0hvzeDISMmYOGRw6HImMTMyc+iw6uGzWeisgKzebNnskuzfOd45T3Klcotz1494HXlyVProqaObx3yP9eYp5J05jj0eenwwXyP/UgFNQWLBxAmzE02F3IU5hUtF7kXdxXLFZ0/iT8acHD1leqqlhL/keMn6af/TA6XapfVl7GXZZT/KvctfnNE8U3eW42zu2V/nAs69rjCoaKoUrCw+jz0fe37ygv2FrotKF2uqWKtyqzaqQ6tHL1lf6qhRrKmpZa/Nu4y6HHN55orrlb6ruldb6sTrKuoZ63OvgWsx12ave1wfvGFyo/2m0s26BoGGska6xpwmqCmhaaHZv3m0xaml/5bxrfZW1dbG2xK3q9t42krvMNzJu4u/m3F3817iveX74ffnH/g9mGh3b3/30PHhqw6rjt5Ok87Hj/QfPezS6rr3WO1xW7dK960nSk+anyo8beqR72l8Jv+ssVeht+m54vOWPuW+1v69/XdfaLx48FL35aNXRq+eDpgP9A/aDb4ech0afe39evpN8JvFt7Fv196lDGOGc95Tvy8eYR+p/CDyoX5UYfTOmO5Yz7jN+LsJr4m5j1Ef1z9lTFJOFk9xTdVMy0y3zejP9M26zH6aC59bm8/8TPO57Ivwl4avml97FhwXPi1GLm5+O/Kd5Xv1ktxS+7Ll8shKyMraj5yfLD8vrSqtdv1y+DW1FreOWz+1IbLR+tvk9/BmyOZmOCmStP0qACMXytcXgG/VAFA6AUCH1HF44k79tdtgaKvsAMAe0kNpwUpoZgweS4aTInMiT8ffI2ApScRmajxNMO0TenmGMibAHMTSy6bAfpxjjkuTO4+nnw/PryzgJBgkFCLsKqItyiG6KPZoT4l4kISaJKXkB6l66RQZK1ke2c9yt+QPKVgpsit+UqpTjlfRUsWrvtxbpuatvkf9m0az5n4tbW2C9gedu7q1euX6+QYHDUlGGsbMxosmPaZ1ZuXmFRZtlhPWGBsWW1Y7anvYft1hzQk4k7sQXSn3ofctu42793ncJ930rPIq8c7xSfD187P11w6QCxQN4glmCaEKhUOXwsbD+yJuR16IOhadHJMZ2xiPTvBJvL8fHBA8qJJslOKSGpN2LL0oI+mQ3KGJzLzDllkC2RQ5IBd1hOao8DH1PPPjDvnOBc4nHAvti2yLrU6anzIpMTitXapeplwue0b8rOg5qQqTyvTzoxeNqq5Uz9XQ1Apclr6ielW3zqze4Zr7df8b4TfjGg42pjUdas5qyb2V11p0u6yt6k7D3c57Q/dHHwy21z/07WDueNxZ/Ciuy/fxvm6HJ1ZPTXoMnhn22j6P6DvX/+YlxSvJAZ1BoyG910pvBN4S366+mx5+/f7ByPkP6aN+Y3bj5hNmHy0+WUwaTylPM02PzuTMys2Ozl2aT/xs+IXsS81Xg68TC+cX47+5fbdYMlsOXGn/efhX84bu5uZu/KVhNDyDHsVMYBfIYHIFvD9FGWGUKEoVR/2IloUugf4VowxTGvN7Vnm2TPY+TlYuR+58njbeYb5l/hWBWcFnQueFI0XURclEX4md3RMoLi/+W+KR5DEpB2ku6SmZOtlYOTV5SL5TIUfRQolOaVC5RMVFlUN1GMkCV3UW9SGNk5ouWoJaa9oDOtd1j+j56O81oDGYNGwzKjKONfEx9TTzNw+zCLH0tLKwVrURtWWzI9qj7FccphwHnR4617mUuubsS3QLcHf00CVJejJ7QV6z3gM+Hb6NflX+xQEZgWFBTsGaIUKhlEgmjIWPRCxF8US7x5TEPoh7HT+RMJ+4up/iAOdB4WTuFGzKh9TGtLz0yAy3Q3aZjocDstKzy3Ou5jYeaTracOx63tXjNfkXC86dKC0sKsorzj6ZdiqhJOy0X2lAWUr5vbMi5y5VCp0vuPDy4mo18RJrDV+tKJIHilfV63Trza45XQ++kXnzfMPdxv6mkebplu+t8G2mNrE7qnc17yne53mAejDe3vWwsaO6s/TR8a5DjxO7I59EP83uaetlfH6g7/0L1pcar2wHfAdThi6+fv5m6R3tsPh705HwDydHb4+9GB+ZGP84N4lBop860z9HMy/1Wf6L4Feqrz8XJheHvj35fmupYjl5xf6H0I+Vn22rib9U1wjruhszu/GXgOZQ5bAbWgSDwyxiZ3CzZOPkixR4ggClFtGZKpX6Ck0/7Sa9AIMeYyDTIeazLA2snWyP2R9x3Oas4Irn1ub+xXOB14R3ji+LX4i/XcBNYFWwUEhK6ImwnwhOpFrUUHRKLHOP8J5OcS8JIFEuuVfytVQM8nZTL2MqMy2bLscp1yJvLT+vcEiRS7EZeWuZVk5WYVS5rKql+mKv194vaknqOPVSDTmNQc1ELU6tFm0L7Tc6/jqbupV6lvrk+g8N9hvKGc4aVRq7mjCbDJoWmdmYU5l3W6RbqlouWdVbB9kI2Xy0rbDbZ89i/8ohz9HQcdOp0TnYhd/lvWvxPvN9K26F7gLuDR5aHm9J8Z68nq+RfcTfx8BX0U/Z3yiAFBgSRArWCKEOGQ69GBYSLh++HvEwMifKMpoh+l3M2VjvOMG4yfgzCXoJw4nBSfRJL/ffPnD3YEfyw5RbqTVpxenpGWGHXDL1DotmYbJeZZfkOOfy564dGT367NitvHPHD+a7FKicYD2xWjhYdKP45MmjpwpKKk7fLH1U9rp89szaOcoK7krZ84YXXC+GVR2szr50pCallnRZ8Qrxyrern+tWrxGuc96QuWnZkNTY0PSzRflWeGvJ7WttLXdu3+2+t/zAoP1Wh03ncldxt+yTVz1Hez36jF5ovdIeDH5DHJ4b751dXlrdiv/O/+G2GhapTk+kIhVqJgB2GgDkdyB15gBSd+IBsKQEwFYZoAR9AYrQAyCVsb/nB4ScNlhAAWgAM+ACQkAKqCC1sQVwBr5ITZwK8sAZUAfugudgDCwhlSM7JA0ZQO5QHJQPXYEeQ5MoLEoYZYqKQpUjdd4mUtfFwrfg32gD9An0OEYWk4X5gFXBlmDXkArrCZkiWTU5G3k+ngKfTYGnOE5gJVRTylG2EdWIrVRKVLepDanf0UTTUtNepdOl66e3pe9nsGB4wejO+JOphFmNeYTlACsbayubGzs5extHLKcc53euG9yRPPI867xdfMX8/gJ7BYmCo0I3hbNEPEW1xAT3EPesiX+R+Cg5INUonSQjLTMimyUnL/dVvkWhQDFByVvZVEVKlWkvUU1CvVRTTOuodrfOVz0yfQYDFkN2I35jORNz0wizU+YdFt+s+KwdbI7ZdtmjHXQdM516XBhdPffVun30wJJoPLGey16fvId9Zv2o/E0CigKngveGFIZ+CTeOqI0iREfEvI3Tj29JFE+qOsB9sDSFMTU/HZ+Remj5cGDWXE7ukZBjjfk0J1gLPxfXnHI/zVjaV370rMG55cq8C/QXs6pWLgXVfLt8/KpePc21xRuTDdNNcy1TrRNti/eYHug8dOv06LLp1ngq+UzkuUJ/6MufQ+i35MNnP9CN3f1EnN4/p/W5/uvaN4Ul/RX8j6M/n6xO//q09ma9YeP4b89Nqe39Yyv+OEAAtIAF8ABRIAvUgCGwBR4gBCSBbFACasAt8BS8BwsQBmKFpLajnwAVQtegXugzigoli3JGpaNuoD7BXLA7fAGeRyugM9ADGBFMKmYYiX0pDuD8cQNkemQt5JLktXgR/BUKOYp7BEvCBGU8kZxYRMVDdQ2pX9/RxNEy0jbT2dN9pj/AgGc4xSjO+IQpjJmJ+T5LACs96322MHZ+9mGOEk5HLmauN9zlPN68UnyA7xX/ZYEMQVchOaSWmxXpEb2JnGJ54ukS+yWjpbykNWUIMr2yOXIm8kzyiwpvFLuUmpQrVY6oJu6NVctWb9H4oSWr7a2Tq1ul16R/2+C24R2jbuMxU5SZqLm9xSHLZqt5G35bd7ty+xFHXqdA5yZX3D4Ht9PunR79pHbPGq8s7wAfa19DPyf/tID7QZTBniFtYazhiRHvo7Sja2Kp4sLjnybyJMXu7zson3whlS2tMAN/KClzPouUPZ6beFQqD3X8fcH1wthiuZPfSq6XxpSrnPl1rqpS5nz5hakqoWr/S9dqmS6XXVWr+3yt5Ibyzd5GUtNaS2WrVRu4U3PP9P5i+9kOz0cqj3meoJ8+exb7HNuX84LwsnLAfcjsTfC76vdTo1zjlh9TJ+/OMM0d/yK48Ox74cqRVaM1mfUzGx9/L+7GHw3IATWy+nmAGFAAOsASuCGxP4Cs/ArQAB6DEWTdEyBBSBPaByVBpdAdaAxFjkSdhCpC9cEMsA98B82OTkHPYpwwz7A62Ds4NdwDMlOy9+RReCr8NQp7AkxopowgShN/UnVSl9DE0DrRGdEbM1gxGjMpMouwyLO6syWwR3N4ctpymXOb8ZjxmvKZ8VsLuAtGCR0VrhV5LDqzh1JcUcJX8rTUoAyrrLdcvfyaoqXSM5XsvU7qGI3jmuvaJjrpSASb9dsM7hr2Gq2ZmJg2mUtYXLGSsG6y1bEbdAhxwjtfcbV3o/Gg8HT3dvH56KfqnxswGWQd3BNqFvYiwiVyOjopljNuJOFR0v0D5cl2Kb/SKjLsM7kOL2TfyT1y1DfPIJ+l4Gmhb9HKyfQSmtOVZQrlz876VkCVZReULg5Ux9Sw1T6+klxncE3yhn5DclNlS16rUxvTnaF7pQ+cHuI6Lj6S67rdrfdkqCe+V7IP7l94OT3QP5T/Ruht+bvf7/VGcj48HaMat5s493FmUnoqaPrczOPZ2XnMZ/YvUl91FxwWSd+8v1su8S4tLx9dYV+p/aH84/SP1Z8OP5tWGVcjV5tW135p/sr41b1GXLNZO7nWt062rrkev359fWaDZ8Npo2DjycbGb+nf3r9P/n76+/em9KbP5qnNnq34R/nKymwfHxBBGwDMyObmd0EAcAUAbORvbq5Vbm5unEeKjWEA7gfvfNvZPmuoASjb+sYDnrb8Svn3N5b/AmQ6xqwlS6PQAAAACXBIWXMAAAsTAAALEwEAmpwYAAAECGlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS40LjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iCiAgICAgICAgICAgIHhtbG5zOnRpZmY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vdGlmZi8xLjAvIgogICAgICAgICAgICB4bWxuczpleGlmPSJodHRwOi8vbnMuYWRvYmUuY29tL2V4aWYvMS4wLyI+CiAgICAgICAgIDx4bXA6TW9kaWZ5RGF0ZT4yMDE2LTAzLTI2VDIzOjE1OjM3PC94bXA6TW9kaWZ5RGF0ZT4KICAgICAgICAgPHhtcDpDcmVhdG9yVG9vbD5BZG9iZSBQaG90b3Nob3AgQ1M2IChNYWNpbnRvc2gpPC94bXA6Q3JlYXRvclRvb2w+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgICAgIDx0aWZmOllSZXNvbHV0aW9uPjcyPC90aWZmOllSZXNvbHV0aW9uPgogICAgICAgICA8dGlmZjpDb21wcmVzc2lvbj4xPC90aWZmOkNvbXByZXNzaW9uPgogICAgICAgICA8dGlmZjpSZXNvbHV0aW9uVW5pdD4yPC90aWZmOlJlc29sdXRpb25Vbml0PgogICAgICAgICA8dGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPjI8L3RpZmY6UGhvdG9tZXRyaWNJbnRlcnByZXRhdGlvbj4KICAgICAgICAgPHRpZmY6WFJlc29sdXRpb24+NzI8L3RpZmY6WFJlc29sdXRpb24+CiAgICAgICAgIDxleGlmOlBpeGVsWERpbWVuc2lvbj40MDM8L2V4aWY6UGl4ZWxYRGltZW5zaW9uPgogICAgICAgICA8ZXhpZjpDb2xvclNwYWNlPjY1NTM1PC9leGlmOkNvbG9yU3BhY2U+CiAgICAgICAgIDxleGlmOlBpeGVsWURpbWVuc2lvbj43MzwvZXhpZjpQaXhlbFlEaW1lbnNpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgp7FuHMAABAAElEQVR4AezdB5hVRdIG4Ds5D0MahpxBQDCgiIgRw5oxZ13TmsUIxjVgWtecs7vmNUdcI+acFUFBJOfJgcnzv3caL+OAqKu4+u+ch+fQp093dXV11dfV1X3uxFXVVERarhYJtEhglRJoaKivrq2oqimTSE7KSEnMiI9PXGWNlperRQJlFbWBbuJTH5y7WlpoIdoigf9HEqirr62pW1pbVwW54uMSkhJTkxLS4uLi/x918Y/Rlc0HnhUYTcwvnfFbsRxnyOvrayNxP9BgQ4QqxMXF1dfXKWFOa2ioa4g0fL90XLR24y3SEH21QoHvF295apFAQ1SX6hvqaE5c0MCodiU0RK/6Rm1s1MyGZZM5lWp8W69wTAPjVG2CU/wvihet3nL9lySQCE1+k6ajA1+2dHFmaruGSHS8tfv9sY9LSEiqrCkFbekpOZSivKogJSkzPo5P3gy8vuM3gNh3Ty3/t0hgpRKgeBXVRalJWfBoaVVxZmpbKCThkd9U31DbqGz52Wkd6uprUIiLT6isLk5KSF1aXZyR2tbblWpgI5b9Nraz0m79r2f+Fu5u49hHqmvKNx98XF1DbUJ8UmJCytLqEr53FL+imhFHaZaUTO/UelD/zpsXlM0uq1wytNfu6cmtgjL9r49SS///cwnEVdctpUuJ8clV1WVr9dh5Ucm0+YWTu7Vft01mt9Kli+leYkLyxgP+UlA6Ky7CHOIqq0sGdf1TVlqHEf3/rEp9I5z95+231Fw9EljtUUbAZNIrXbpo1OAxi4qnllYsoihlVQUb9t2/oHzO3ILPs1Lb8b3bZ/ce2muPmrpoIikhpbBsLu1ZXPKNksHDb/TVf8D5Wj2iaaH6R5cA3ePI19XUrN9n77n5n2+51old263duc2anP1ObQbW1lVP+PDC/LJZyYlpPKxt1hn72qSbMtPaly1dNKT7jqbMssr8Hdc/998fXfJHl8P/S/5XO3JBnJrapbtucEn33KHfLnxvjc5bpCXnVNWWdWodVZ1H3xkXneviEwrKZlXVVuTl9OOiK8YXq6otNyVWVBUkJaRzvsIa8//lGLR0anVIAGzFx8XbDeS/+1eydNG8gkmd2qw5Y/H7IhKt0vMqqorKq/KtAASz3pxyR79Om0E0KgewTLSVNWXvfn1PeWU+5VzpanF18NxC86dLIO7WF/b56aV/bsngcFXXluflrEFRuOjD++736Dunm9kqqgrNh8Xl86pqytNSckYPu6C8srB1ZqeE+OTiivkvfHoFHy0rrT0gW1L67RuTb/u5TbeU/x+XQFwkATBtOujI7u3Xo0glFYvueuXQdtm95hV8IbKe26pPdV1lTW1FanJ2de3SuIZIUcX8tXrsOGKNg2vrKluld6SWwe16+sPzfqtY8P/4iP2k7u867OZQbvUiV6P2FOw87HyBeZMbDRB0N6ElJqSK2NfUVqYkZTz9wXklSxdmpLTp1m6dTQYdOWXuyxM/v27nYeMnzX5+UfHXe4+8+v43xlTVlLbs4/ykgW0p1EQCNqkz03J5WKOHjX910k0bDzyc9yQqL0Iv6kohX/nihumL3jlg01tTktKXlM589qMLBSuKKxZsP/Tsbxa+NXXeq9RS1JWuNqHakvxvSiCGXKs3Qt8QqUtPafX8J39/6bOrdfeRd8bd/8Zx84umTF/49rT5b84vmnz3q0fYQ2yor2+d2TWv9YAn3zu3b8dNRLgeeuvkdXvtlhifwntfWlVoH+e/Ka2Wtv+AEogGueITiyvmzS34rKauigMlmHXbi/t/OP3hwrI5Vz2zTXlVYXpqayH5x949/flPrmiT2cWyYG7+Z0O6b986o/Na3XfMSGk7J/+zP2DX/ydYXr3IRYT1DfXpKW1GDRnz2qSbO7Tqt8sGF5VXFrw/9YFPvn00OT51nZ6j+er2ngd32+7x987u1GbAxC+uS0tpJejAz0pJznJoptFBa9l+/p9Qx1+xkxyl2vqatpnde+UOT4hP2GLI8UCqfave6cmtIZrwhVMR3DHFRF0FNERdFdh26FlF5fNmLv7wlS9uXK/3Hr3zRrRMmr/ioPyKpFYvclktOhqz8YDDHnl77Jrdt+uVt+HtL+2/oHDyqLXGrNVjp7tfOyK3VV/++dLqovenPbDVkBOH9Ngpv/Tbr+ZO/HzWBCGJisqC1KTWiUnJVO1X7HMLqf8FCdA9saq+HTfeYshxGantHn7rFMvDHYaeZY+oTVZ3MyjHKhrhcuw0LsGZCRHVfp02qawufW3yLempbZKTUh986+TObdds8fd/n9qSsNOBg1cfZ4JTAluffPv42j13KiyfW1Q2Z3C3HXp22ODzWc+8+NmVWw45QcKuojKjh10ofv/O13dvs/ZY34VNm/+6eET7Vn0WlXxVWDo3On/WVa0+Plso//+TQFT3EtO/XfzB21/fPbj7dubLbu3WHv/QOjapHSc8/8F1+PvlVUsWFH2dlJBsZTC0926PvDPWkQgA5/zXkpIZRRVz5+Z/0TJr/q50Y0DnHQM/qxe5GkObYqKpHdsMykrLtcUzv/BLG4Xr9trFiVMee0HZjMraMl7965NvTUxIrKgqdh51+sJ3fJNkYuzSdk1xitn5n6QkZflq7HclwRZmfucSoHvAKzU5y3H5tXuO/mbBm7ytLu2GDOi8Zcc2Azq27m/PkaYVls82KW7Q7wAbR22zuk9b8JbThZRNdExsPtEXivEpLQvG389Yx5DrN1iFxflkjEMuxi5Kmte6PwfeQYf05Jw3v7pDTCEtKSshIXnL4ZdYVwo0AKzZ+Z/ZnO7cdsjTH5y76cCjNuz354+/feT3I7sWTv4oEqB1DmTZUmyb1Y0Sisc7yjw7/+OZiz+Aa37vwYfTdHLH9c5dXDLt7a+eHDX4+A7rreE7ocqakr55G3trvfnalzdHHKaOfuxjJymKh7T0jyKB/8d8/gbIFR1pQQTR0PqI7+zjZy3+eMrcl5IS05wv9YliXV1NXEMd1amoLHxv2v0Du2xN4UyAEz+/lrP2xpTbBnTZKhqPaNmZ/n+shquna06WCsOXVCy0tV1RXTjho4smz3lRSMvpaB+fzS/4cmlNaWpSJiz7fOYES0iO/4Auo4TqfeZh/egIRX19+KY6ejCxAWzFN55QbAGu1TNeP4vq6j3PhZVwGFUMPhzIAmM+7klLbkUz5PgXncUaGnwTK6CQmdJOSd+8gjkzXkJcEuWT49h9yznmnzWuLYWD7pkpl9aUUDAIZf6jeFGVjH7wHwUvKufk89KqoujxCEd4GmpkNobkFQlXnMn1u3TL//99CcTOc/klmdggrS62wJO1YczHBkaNO9DLmgsMZKa0lV9TV5mUmB4FqYRUdx6+QuqCuWY+12/A9uoSRwvd31ACNCc1KRsY0SXgZW0YGudKJTdqWlQ5U3KW/bBSXAI9bMZdUMJmmS2P/3UJWC2uduTSyR8dfj82EmThI7JmQgl1G6Eq5qb/Fjw3Y6Pl8Q8qgcbf2Iry3kwJY5oWy6djLZ/H/lFGObF77rA/Cq/Bz29ErxiE/XF4b+G0RQItEvj1JBC3sOjrX4/a/2dKgrWuxMTo+nrFpWtt7Xe/qPk9GcQlJf36eyCBAS3GN17fazA8cB18FlpTm5iYUFtbt1Ieampq9KVZR5qSatbf2prahMSEWPnveKiTk5AQPc+MYFJSUlMKIR3YUKwZwRVL/gc537GxXBRylnW5UQjRoNZ3ovghHhqrrHT4IqsW0X/AcEuVXyiBxLi8QCGx5YTnTxElq0tPT89Iz5q7YH5aSlp1VTVztW8VDcbVN6SmpnTIIVBr2Li6SG28+G/0N+r89mvdvCULlPuVl+RxcXW1dW3a5FRVVVeUVwQ2vt+LKEy0a9empKS0bbtW+fl+4+x775mztwsWLmK04UVC4/Udn3F1dXVJyUm5rdvMX7LAmSYo2b5d25LS0prqmrh4+yf1dbLq6mRWV9cUlxSnpqYiOH/BQtScSU9MjEJYbW0NsOjQPje/sHDp0qWtsrPT0tPz8/1GSIKV2/cY+oEH7AG+lb5MTm5EyZgoKqsrKpb6VebEhARdXrIk/zuxR0WBz6Li4qqamoz0NIM4b8H81JQ0I/cd5bgO7dolRpIbIrUxtuIjibWR6sWFS4zv94X3XaWW//8bEkj8zhOI86NF/w0G/jBtBtuGTR9/9PkXn00ec/RxMxZO7dghr5wtMpVIXEpq8ldTvrnztvvYTFVNVaeOHUtLy8rK/BRBfHar7FNPP5aNM2DXr9Jn/LCltKS0Cf9+vkuXjkOGDKqsrg60NQFxIEoUZ9PS/nX/Y1tus9kL/5642547yvQWZPDCUFDs8UcmHHfkXyKREOisK66GS6W+78Okt2lpaYsXLbn3nodPHHN0YWlhu9Zt77nnwQ1GDO3YsQO4zMnJzknPiY/kPPHsA527dFxv8MhZi6Y88eizxx15JOOvi9QtWLIInbx2udX1Nddfc/see+/cI6//mx9MnPLl1N13H11SXoKNH5WGXiQnJ7fPMiUE8IrqbEOkOi4Csxrm5s8FkfqVndHqscef6tW7++DBA6qqq5cszn/t1bf33mfXiqUwPXqKwbg89K8nt95287z2uZ9+Memj9z8dc/SJ3y6ckpqc4m1UaPX1t99098xZs1vn5JAQAcPzgsL87t26HXzYvskpyTj5tYbvR3vdUmDVEkhJ6BoK/B6Qi/7w6KPn/Jhd08nY92SJfig/erIiWmDVXVp9b+vq6rOyMooLSo87ZtyuO++0/U473nbHLcNHrLf22msCqazszLLyijtuvqequia3de5fz7lw1FabbrDhuvydDh3aH3/UEbMWzV7pMuo/YJggWCP3YY3uw9ded/DBh+095uhjvp3/LWBFDeJkZ2dlJ7eui1QlRDhMre576JY9Rh9aVpofiZRH/F5VfUlRYXFVZVWvzv3j4rK232nr1JSUmrqa7Kys3ffaabPNRpaUlUA37gy5n3Tc2dtvv9Vuo/ddUDgtN7ttXsdBT79w/7C1tohESt744K3rr76jXav2t952Z17HDjvusPX4y85sndoLkdZtcjp17nDy2GPqaxrOOH383vvusvN2B/zr0dtemPDKoLXXOP+vf//qyw+/mfdNZmZ6gJUfGlZgoVOzZ8495+y/ARTFCgqLaEBuh/aFBUUpKclXXX8hd2/p0sruuT3X32BTTY8dd1x+cWFpcWm/7hvUNiz4ds7szMwM+NWr41pxcUnPv/rw+kPXnjp1xtiTz9l6yy3+ctTBhWX5mgCORUXF/btvcM3Vlz3+1BOLFi2Rl5ScvM+e+x8/Zswnk1/t1CWPi93owf28EQuw+PPqtJT+MQnEkOs73+vHKvz092HA3KMJ02L0vx9EnfAyilp1dQkpGW3atkqOOLCakBhxVLmusjK/oLze2usH63/H1kobWWnmdzV+0v8oKCdONPnLr1954c3Ru2532mnnHnTQUfyI+IT4kRtuUFlVNW/ugnPO/FtaWmqrnOzCRcWcncWLFi9elG+t9NbUGbPY3vlji4qLYMFPavKHC4XuMMU1uve/4abLNtpk2KuvvLPFqE279uhUVlqO0zY5OY8/PuGGa26HPiwN4LbPbcs4R26yaeNj7V777nLQIXt3btttz332u/DSs8wTJaVl/Xr0ue3Ou2664c6d/7R9fmE+kLVAG73dAW++/l51Vc1119++1147H3nYKR3ycg/a9xjA0a9fr7POPGP2rLkz62eN2mqTvE4dnn3u5bfeef/fLz/48L+evPPW+x5+5M7y8vIOOblbbr3pgEH9O3bq0Ldfr9qqukVLFvXu0zMxqW23bpWVlVXl5RUhQLbSHhty4GXm2mLjjR969Ml58xYcf+zh1Q01404676hjD+7dt6e3dX5+KyszMalN9x5du3XvnBRJNgp7jj703oduKlta0SGvPRjKzck9+dTjzrvotFGbbKKh9dfe7LFn7nrrzffa5nTOycksLCviEfNhvfrgg49mzvS5TzT2t3DR4g8++ECmVlbK3k/J/HGt/SlUWsr8gAR+sc8VNW7A0mjijW0YMHnxwXhqasDW8pfh3fdYMY9yzuPSqNEnz1xy7LUf1GenNZQXlVYnZGSufcTFV+7ds7amOvxtqVAvqhABUZbRWb0aQnc7tc175Y039tz10A+/eLl4UcmDDz1TVlE89pTjGpIahL7ee/ujHbfZ55gxh17595v23n/0tK9njBg57JorbsHd2NOPvf7aO8tKZ81YMNPcvoxfZhL9lGQ5pAdI+l6flhVd/l/opJVat7zO99336C233vHcvx+Z/M3U/fc84pnnH8jKzrJ4BZrffDPj008m4TknK/v4Y05/+Kl/7LHTwRdffrY/FqjRnj27bbnJFqN33Wf94UPPHHsmL8yppo8/n3jDDXdcfMH5Ga1TikujH2AVFxYP7LPR4xPuXlpUcfU1N4/aepOGuiQ/rj1y+LCp06ePPem8urqq2/553fhzLsvISM/IzPhm2owTTjny66++OfeCsZtvtPPsmdNLquZdctE1Lz3/WlZW5qsT34Qs22yzxZ4HjN5s+E6bb75xfmHB6WeP2XHnPxUUNMa8Gnu5okACoHRuO+jSK8/9avK022+5xzbAGgMHPjnhnn49BsxcMD23ffu7737wjpvumzLlK9PGM8//64xx4w/481577HwweHpt4luXXzY+PpLRtVvfex+6+aLzrvx2+kySSU1LzcrMNJegf8U14zfedEOSef/dj2fPntOve79LL7+mvKx8/LlnTv52creuXTfYcCjfefkANRk7XAeeQ2L5ULWkVqcEfjWfq9Gfio4sH8RAApW6mtrkzKxFk6bMmL9w4DabphWXNiQlxUfBhmMl2imKqmQj+ERHvr4hPqmusvqt+x/rOnqbY8cuOuXo817ssNc/7zhw2pl7jh+zf/u8l07fNNmHQ42RkahrFg1CIOKKUkEymuGKNv6rXlGO/TpdYsKmm+3EJlvltOqY26Fb7sCxp50zbIOhHTt0n7N4euXSyr79e0E0xrn7XjuPGDpi08232WiTDU497dj58xcOGNhv9312XlS8OMAWluE5ZqNHbOuigafAb1QM0b/1sHznbsV+KO/qlNfhoUeevPKqGyY8/fzRR5+49XabP/rwfVtvuvtLbz4GQy2dOCPrrDW4NlKbFul01hkXWhimpacevN+B1ZFoSK60onRe/tyzzzv1zHEXdLu+L8fHYkmc3r7hu29+VFhcdNOtl20+auOCJQWdOnXYceutI5GcRYVLzjnjkhPHHjHupFMykzLmFy684u83Fi6dtdseO773zke33nQ3Vi3cxhx97MNPPLz9Vnu/9Npjc/K/RnanXf40euftdth2X6GoW/5x1ddfTRt7wrlTv556xNGHdO/RZctNtyguiq5M9Z1YiMTANhOIAW4c3CVKWpXXNyxe2lBJ4DypdrmLhBcLigp33m7Hf9x239HHH/rchJemT5/BT5w+beapx/+1uLTUunjIWoNmzZ4r8kXgZ513EvnYYaAt3DWBPMS7d+9CqsPX3YaPaoWYlJA4e85c6HbMsafW+tOw1TWcwzfenxCGI+Y1qyInjFqM5xWHrCVntUrgly5hAgTRvbqqKmpVE5eckZ2TOu/92y++5P2eR907qtpfs6srK6moidjNSU1PEMCtqa6sqY9PSU2sq6qta0jISKp558bjj3p92FO7ZA0ctnbvjnGf9h44YsPttjtq6ysmPvbyR7POGtW/vraqpLC0PiE1KysloXFPqDa64KhsSExPT4UGLP/XlxKlpMTp6Wmff/alRHVVVVIk75TTjsnJyTn91PPW32DkeReNG77heplZGYsX56/Zd6SlysV//6v1VFJi0onHnfX5p18K+rz95gszF86AXMygbes222+7jzD/2x8+K3jPAILegy3Wa24HwyvthgJ2Ellvt45rDVyz/9PP398hJ2PqtG/6z+izz277PPjEHesO2kKI+sXXHhViP/ecv91w7Z02+xYtXNymbc6ihUvate+J8ug9drj5+svylxQMHbzuxx9+fus/r+rdp4clG4PUetvM9juN3mvmzDkpCdGQGedu2uxvczJafTnp68222Oj0Uy8YufGGfz3/lP4D+upIZlLbq667qlPnjn85+sBBa67x3jsfP9v/2X/c8a/Lrxl/zBHjnnj87jmLFqwzcJ1ddt33znuuPeaIsX/e5+jJX78jAnXVtZdaQs6bO79d29wZ86elpEZj5AZSi3BDOiYQCXBTVFCcmZCOGQvY4uKSygZ/YrqhvKyCrAS5kpITO+f114u8Tu07d+kEmD758pWvv/6GYPt27X35NTc8//zEm66745+3P2DLZNPNRwxba+vJk95eVLI4N7vHsWOO6dO35zabbTFr0ZwHHrnNkQ4r3DYZ7S685LKK8qUXjj87v3SJkQ1oBdlz27a74cY7Lz7/yr9fff4ee+5cUFgQYDfG80oHriVz9UnglyIXp6c2LqN12StH/Wnc44tS0uo6n/78NW1vP+XKh2cmZI07Ieea3RJuO+GcDzPbJ84r2PDGb648IDn/3iuO/8uln4064vAOXz7+j4rdH9h3xpgLX1sY9/EBu9Zdf/VmjhWUL5j1+Revfv2PVyoz2my4ds+Mqvn3nXfKsfdNT6vvstP4cy44YmjypLv3GTX+k4Q2OZlrXv/6TUNTK1eHgCilbanJX07t2as7Q7LH5E+0z5kzr2vnLgmJJc9NfLBnp3VfeevJjp07WF/cdtdV0UMR8ZFxZ47h6Rx25AGq8Arf+/T9Hj26CuH36tRnzcHDzvjrSfvusXtqWqfpcz+MKT2zcXRgvz3+Munzr9RhsU27wyeB1f+e+FDXbp3e/eR5sFhnG6OhNiMjQ6C6ur60Y6e8jydNtOQpLSsXXT797BNPPPWodpkde/cZXFhQLNT11bfvOjGQmJxYVlPurENVfUV6RlqXrh0H9Rn46NNPXXrh1W++/e+ESFLbtq1BGM8YWQA3ctj2EhwWK8H6+PxnXri/b7dhDzxya6fOec88/+Tll1w/ceJrfz5kP7xecN6F/foNvPO+6/p072lrYtiwrT7/9IuDDt3PenDE+pt16pR3xbXjd975gCOOPui1197u0DF6kMJpB/2CCxaMa/QYPnKTYS+/8uS8hfMJOfSdi52/pHDUxrvwhqLrtUhk0MCNfB9mx3P/vY+CGj17dXvx1ccWLJoG1LIzW9vMtXTdcpNdysuXCu1x07badvM777ouOa42IzPNxOP4iHH5atZUUcvc7HqBM6LQFtn26dtj+jezNhm+Y6eOHSqWLjUuu+12wNy58ye+9WT/Ab2FLLt26Dz+ossnvvR6dIoaMgCdPx+yj2AmNvheTQerJf2bSeCXIpeRj09JKf/sy7cn5fcde991Gy6a0yG906Yjet9Y0vfiBx85JnLhXlWbnHD+/nlv7Dvu4bvuOn6vsf3WHrXDRld+/NyE0qtOHr2kpHvqyO7bxD83Yaszn3vq8FaTnnwgK7ny40dP2uXVpMT2x9513wXbp3x02wXHXFNw/syPt3lo/yHHjB80/KED53zy5pKqP1166xkDpoh9fM/Qfz3Jid22a9tmzFGnP/Hs3QLtvJjzLjwtJ7vVpX8bv7B4fptWrdcZOpi1LF645PA/n8gnglyOPn344cegxFkB5xOqKqs7den4yGP/sNqpqqlcZ+iQr6ZMe/alF1SM+hTfOYo8Mgufh5/6Jyv9IfZBD9cjJSXqpNRUOgYRPVQlDWuqq6uTkxM9JScl4XPq19941bpVjirC7WpNeObFmupaex7dunexqgWvBQVF4KAuUsPIC/KLEiLtbD7On79IYT/UwQlqn9tu6uz3sxJzThp72vx5CxMbosu6oeuvBVlsSnTt2imnTas9994F9Lz5yts9b+jn1Q1X32FhCPhGbDwsLq7oz4ftnduqfW6HrhdcfIa6Lz73+BXXXgd2XfbyGv/wPdCot2ojjYULliQu+5vBUQEoD49yWmd/MfWN9ll9L7r07Hfe+fDJRx/HZK/e6zz8xJ1rrjnAejCpIeG++x9dsqRgr90PvOC8S6uqeWSR1955ulfn3tffcvOjDz6dEpdc46sya/Paunat2nJOBdq+mfPpzNlfcaX79O5ZXVMV2irIt0DO+2baZ2V10R3MjIS2Awets3jxEvFBBRx26dats7Ge+PIrubntbFZU1xiC6AhyWEn+h0atJX/1SeCXIldcfGLD0pKMYbueOe7DE/627/i/3XrN1tkNubl1PnEtXbigdqNDLr1g0ssPnH/t27V1yakmVKNdX76kJm7EgVtuP2bHIyuKyurfuleUvrq8cGlZuj+QV1TVetszJvzrrAHxcwvLKyqLSya/9W5l197tGrJru3TskfDRR59MO/SQ48/f5fMzxu7Z+aF/HVe1tD45SUzkV5cRGyssKn71rSeLS0q69+w67evppUXlN9zw92/nfPvll1M6d+340kuPLSywImv9wWcvvvn6uzakBvQcsN+Bh+29764jN9lAnKtv314jhg+bv2RhZmbm/Pw5d//jtgMP+cvjj054/d2nLW1IIvAswQw4bqvoAoRShqm7u5RsmkDJEik9u9Vnn0666u83ic0pD57SM1KtrYTSRdjsJO530B7Of5WUlW2x5SaDhwxMiCS8/OLr66435JbbrxI4P+qogzt1y6uojP6gkOpgKxLJBm2NjSYWFZU8MeFupwrw2W9g308mvSquBBzXGzzK+Yxtd9hy4KD+Hp1H3WzzkSUV5e++/vEZp52/2eYjhMNOO/n8gtJpaw0eOG3qt+Bg2z9tVVRayJ+1OQhtd9tzpxnTZ1n7C5U2EYhoVINQ09RFH4DO4RusX1w2LyHVL8fXc69Kyko5PvMrKsaMOdK+xCnjjt181Mie3XpAXiv0SKSVUxeNP1PTGI0KUFhdw38UI0uPzztv/MlFRUXHHHn8tDmfO2DM5yU9E1VZRdkb774jULv5yC1qwLAfYKqu4Vgtyl/y5/33sXg84eSjL7/mwk03HjF/0QLqgdum4blVDF/Lq19dAr8UudhMYmrKkimzhpx9zVOt/7bvuMNP6PjutV2FoJIyOvXIS8w/e+8tL+598+RxJesf+Xhq6+ykuKR0epWc2bVDXqtIwdz86tTsiuqq5LTWuT3SOrfq3KltdlJySkpSbXlByfzihqyc1MT2XfMaFlQnd2zVOVIxty47r1PrymnTt7r7oQEnH733njvlTZx+1JCyupUd+AqI8B+LTHUGDI+65fbYd/9D2ue2v/JywelvenVZZ+/dDzvg4D379+1D6Vu1yn7isWf32+OIHXfc+dCnx2y44fpXX37z0088P2jwGkcfNtavUfPF2FtqatqMBd/cfsfVSZGU2YtnhShJ4C0gUePS40eYDSUVwluIT0mEOtGVV1Hh6N22P2if/eoi1c5zDVqzf1GhtWSHjz54JxLxi7LOc5UuXpLfMTf3sYefPv/i06d+PZ0Hce5Fp40bc+47730wZNDAESPXj0uOfvIiinjq6WdmpKW/MvFNsby66PfwDWlxaYLrc+cs0KPUuE7XX3N2aXHZXf8YZWX3yUdfLJi/iLMmeLTztqOnzPr09HHnDViz77vvfKAKaPPbokPXW9uu6MIFCw8/5ODU9JTiiqKUpJSF8xdP+nzyfXffOWPhdHH9pgKpqanu3qHn7f/+57MTXpz29bdffvt2vx49+acBl8EcbKqurdpw+AbPvfDC2usM6dKpMzn/9YyL2+S0/uCDj80oUYerMYLmnprcab1ha197/cXzF81wzuuA/cYQSE5Oq4qllZ3a9O7evZQ7mZne8dmnXygqLNl+632slLt269I2s+ecysnicbMXzR219aZ77Lzb4rKFCxYvBFtB8kZEIowLqF0dM2iQScu9mQR+MXLV10ZSMus+febkM6/LbZ+0NNJvcL+klPiePdKXPHP5dfdl9n2nKD750wcvSSmqKqp89Y6Jcw7c/suXX3m7uvSzxybsv8ORI9vEV0R69+lT/sRTt5503JK+tc/f+3bNoi9uO/2abufuv3ZuSn1lJGXY3mMOeu6Ss3fb8a6vv+iz22H7bdyz6IbTDns1YWB6cUrihtlti9KT0xcVlfPbaZt5khq5YvrUrMM//RGRRsRJPfiwI7NaZe6+1w77H7inZUJOVusvPvvSfn9cYtT3gTgVFRV9+/d+8snHt9hy40P+sv+1V95y8x1XPPjAE2IgoiqBE6Ss9eYvXGCNJxr9SzhsJJgg4hM9qd/4Y3fYkImT0pLSwtoiNt+5Q9XMGbNtolk/LijkHEU9GmVy27S9YPwVX0+Zxq/K65h7+d8unLlo5hNPTHjkqbuee/LlIw89ZfzFZ7RqleW0p1BXVVrV/LkLo5uAcRFhteNOGDd79rxLrzznqylTb7zyjFdefYPneNihf/nw/U/3OaBPnjVUdY2K5144/rSxZ152zXkL5y4RyZ4ze57DVvPmLDjskDFHHXNI/z699zvgsL9dfO76w9cuqSjN7dDuvrtv+Xb+N/Y3iIhYwgBJw5ePJ3305KMTzj/39EUFUx2atSstui9erpgFoA2EF5597exzxt9/3/1bbL4l0OQP2pHwayMLFixy1ItwUJs3N/pN0omnHr1g/sKe3buPGLHx3FkLMpIzr7nuxhNOPnLoOkMOP/LwmTPm8KkPO/TwF1561ik2nZr0+ZSTjjurd+/u4y85AzOgSqSspPhbsO4KYxrEHoay8RSQM3TLdl1CL1ruq08CCSePO+aXUY+z0otvs0avvNryqtwt9z7ogB17pSZ1WHuD7n3z2ub0WWeHHTfr2zph7dGHjB661roDu/Ye2DauKmPAiJEbr9urT9dO7bPia+ra9hvesc8avVunZLbu0natP+20/Sa923bMG9C7U0ZivXNIqe36bDiyV0JpXYcRO5104nZrZFZX5Qzs3a5saXz/3Q47cJct8qoKK9Mz0xz85uCHVZUexWzgl/UuWtta5u8XXzRonb4slqWlZiZvu/2Wm2y2oVmaBpv5rTj6rdGnY+d2bdu36tGza/81+nTo0O7LL77ae79d+/braSrGTOAHuPBQQjrc/wP2VBS6yeuUu9ZagzJbZVlzyXEhpfvoMy2R/h69uq05eMCaQ9awIWj1mBj99tsX4EkzZ8ySuPa6S7bbepsZ8791YnxR4eyBg/rtuetBS4rmidDxIvsP7Hv+2edsu+1OwzdZs2u3zh065vp4j4/GSTn7tLELlyycPmPmRhtvMGz4uvFJNbvsvqNFnwNlWICPTo0NGDBg8ZKFs2fPPeuckw7a9+C33327R59urVvnHHLgvu3z2uGcZ9e9W9eaWqH6hoKSwhC/C12ICYRvVVhYJLx46J8PXFLiZElSXUN998ZO6UX0h7dSUqfNnL711puvt97Q9nk5wzZY14p1/Pmn77Dt7ptts17nznndunetrKnq2r3zkHXWnDN7rphaZXWVTdKtt9msdGlpXl6HQYMH2Jf44ovJ1v4777JtfXzlRiOHD99ovdApyA499bGpbINXFWNVIqCYZWPwuWKgFutIS+JXlEBivN+GjF5x/rpJSP1n9+gQWrAkJ2dm5GTGReoiZflLyuoSk9KycrIS4qqqy2siSRnJaTWVxQ2p6cmR6sL8isRW2VmsN1LjQ7mK6gabaYkZ7XJMqIIGEeZVUx9JjI+U5xeV19RHt9qc4EpMzW6fkREfWVpYXFxR05CUnpaV3iot0lDdUFKwZKnitAb/7Jbe/GcdWWmtoJd5bXJnLZjLoevYuoPtLQejHJjymYnQuBY1zfDs1hUUFPhOpbKyOjUtRXSpXXab6kiNr51XB1fQCojwDuDFivSxjSs2WVJSlp2dKeC13MDq69q3bZcSSZ69OHpwyeIrWJpjE1U11V06dhJC0q82bVpzW6BDTqtWIE84Hy7mtc0VGpuxYJawXbvMtoQgMyGSWBOpSYwY0GXuUmWkakn+4tY5bTIS0p3/qqqq6pLXuaisKDsza/7ChaYU+x58EzTh+A+NV+iCKFtmRub8BQvgl5KhU8X2Fho/w0TEAVQDV1hQkJvbgTrxs5b4eqHOfiIfMR3w4UpfHChpm90a8wr7SXH/EqMfbEbyBVcrl3Zu21G6NlKXFEnywbx0rFMMZH7BAjkt1+9EAqmJ3QInv/gMfZRM0xOhvjVMMA1Fv81oiEJJdNtZEAouRU+M+hWB+OgpzCi8RH8dJSwOYjmNKNjImJOt3kYPGkSvZeRgU6iDOl8nEImC4K+JVqHFpneuXFggYDyW38iIxYiml3VXGUFdXcKZjofCMhvLxOr9OokoejYuTKISXnn3fY1cCxqw8X0eol9lQwGuWXTgmtSN0vTLOdHToX7mIdSKHtpURCa+vXVfURTNugR0otH3xjPDGPAYOIl+4NX4CZRXMn+Y8xi9qDujVrTFZXwuI6U6zjHceFQ1englcN7YRLRfUZBrXD6jJfaOf43G6MYSYRBDv2KZzRKNgmqW1/L4X5NA7Ax93Owln/zXuGhpuEUCLRJokcDPkUB6Uq9QPPHLOS/9nIotZX+qBMz/wVX5qRV+QbkfaasxGNf4M17RXU4OS6PP8r32OCk8MJ7Q93JX9tC0rVVR4/l8dzytaZVmJJu9+iGCzWo1e2xeq0l/m5WMPa66v00JNuMwUIg6/T/s6PM0Yw39xMRKW/l+3egHUt/PiT5xPn9YzaKuZxj3FSs2y9GjRi942ZLfW1Lk6cYGUc6qmeQguxqJNKO9/LGpYKO5P2GkllduTK3XcxlyRR3yZu9aHmMSiI7dj8jHsjZaXMlg9bFEjMgfKGFp2HgtU4kowv04lH2vf40UfG8fNQDWHYWvlVnxilJaMed7dP+rDzq10l78V5laVeMrMhwVrzFpxKUwRqF+dMNhOVitjGZ0DJfnr0h5+bvvp5qVbDa+zR6/X3VVTwUlpeF19HfUVlXwf/Udm4VZJpwfG9jotMG+WbizCCIyYY6S+dprr2+8ycZNBn11iVII/MOPPlp/vfUcUG/anLNmjduaEWfWZ8z4dtiw6B8c+PjjT9q3b5ebmxt6Z08wGhBqqJ806csePbq3auUYp2s5mcbeLZ/enDX97LPPhg/fwPwvSPTFF5N86d2lc+cotTinUlIaLTxu3rx5qHTq1KmRWuSVVyZuuOGGIR3dWyXVRndMgOmtt94aOXIjfgEBagvxtm3bdl5GcDkboe6Kd3M4/idN+iIvr6NIfJjS9Xf69OnrrruOV5ryA63uTmyYX1AImV995Rh9eteuXRs5jzaEf0dYUOA1fPjhR126dumQm+uDgReef36nnXa2JRL1JpRuPL315ptvzZo1k7PTKrtVfoGfP4tIELjfIGrXrt2WW265is8hmvUiEHzt9deJyO+iYc/vIzUtYyOVNjp58+prrxUVFjVum/g5XN+eVwqqdurUedNNNzG9hpBx9D+OT+OZXr9v+cknH2+00UY++0xJDr/g1viz19G3y2VrQwO377zzTt++fbOysryKDlFCwicff2wrpm/ffk7pGm5bGS+++OJuu+4moTy2aXtw07AU5bC8/NVXX91qq62EFOWnpDjmsuyMSDAQ/Zr05Zft2rZt3z43bA05DzxlyuThw4eHQWna6x9NL1fKHy36P1WAURmYe++9d9asWQHFmnW/ffv25G6Qxo0b980333zyySe77babMs8991zv3r2ZhO0wH/EaQmsHyhcUtBmRX/KIoOr2AeFF4NA+o43/FRsCB9tvv/3s2bOVX3fddf/617+OHj061jT9pqB//vOfdWHfffeFgzruLc5Hjhw5YsSIYMzIsszQloZctHy77bbbfffd//KXvwRqBHL11VdLP/TQQ+577LEHxo444og+ffrY+Atlwv32229X0f5f9HxDff3ixYsfe+wxJTfeeOOdd975uOOO05a3oV/uTeuGdOgmstjYYIMNdt11VwMRXukv4l9/vao/sLD//vsTxUknndSUMpq6b7wQPOWUUwyoHu23335HHXXUtttuqyR7w6073tZZZx1o8vHHH2+66aZevfnmmzCrf//+rDe6y9w6CqONht20heXpwL9uapEQwOjcuXPbtGmD+PJCjalQ8r333sPVqFGjaKYmunXr1rNnT9VBvwJBXSU0SicnTJjwpz/9aebMmeuvv/6iRYuo4muvvdaxY0fYpMD9998/f/58PxxQUlJC4GuttZZ2unfvjhSa0sji/B//+IeGzjzzzF69euFQ/mGHHUZzdthhh0a+lt00KmWMzj33XPwff/zx4QVD2GabbUL6yy+/DNpl+iRVI/X3v/+dhN/w41F77jljxgwnnykhyYfOLiO9sv+W+1wre9uSF51cSYEyTZ06FTqEx5hcGPAZZ5yx9dZbUyCKAqEeeOABb3faaScjd9NNN7FV4EUdY1VWan6xtz83EQbYeFNKSHTyySdfdNFFWAIowCvo8fjx4/FPG9zXWGON0ISTVjfccIPJk3bS3YsvvpjGvP/++2ptscUWkydPxqceAS9qfc0116jLtHREi3p95ZVXPvrooxp1IThw4ECd/fzzz5Wh3zQbPuo4v8lbpEivQ4cO5AOVNEGz+/Xrt/fee3uLvUsvvXTQoEGaw/yQIUOwpABWNeRSJnRTYsULceXB1tNPP92lS5cDDzzwkksu4WrpL7PUIrhRBgU4iE8gRTjoaE4ZhvTtt99ijyUHg8E2ARKdrmVnZ4f+Yp6s+IDkEHigDBJaZHUSYOuVV16RGDt2LHfDpUehjNbl/9AV3kKEAArEkpfnd6sjuLrjjjsKCwsx5pF3bHB1E0oaIMzIPPTQQ4899ljQKd2jRw/30FN3xRTeZZddzLgGMcygODRMwOhvf/ubHKgNiF966SW4NnHixMcff5wEwC7VhW7IEh0BauXhhx82xxgmWGOGg6o77rjj4YcfTjiIS0B/Q+8yc7z88svo49Y8pFN6QR+uuuoqJfXlhRdeIJmhQ4cOHjz4kUceUSZ0ENY3jvaPDLc+Nruis2vLtaIEgj5RxxVfhRxGbmzoNPhgdaYXs5P5xKx1wgknMOOFCxdyHwwPt+X000+nzStOpz9EfNX5wZ4DSNE2ZBnt0UcfzfBAgHw5yoAPtk0p6RwvINCkZKCKPXjFcaDNcOfEE080YVrjNG33oIMOglx6R7HYMzogEtzQ17vvvvuQQw4BfMXFxfvssw+M81YfTzvttFtuuUUxOUjhREmqbPaGKUCNR/b888/jTbuXX345X3XJkiX8oyeeeEIZMscbZp566inSe/DBB0NHVgoBAEj+s88+y7puvPHGf/3rX3PmzGF+2tU6sWNPmtkEInzkwFVALnXlK6Mk5pUEmkFct91225prrmntxvCwwWex+DWURAF/JRTWHQ5p8LlMV0SEjX/+858mBv4FysqEYZJY6aUt/QUokJcWTZkyhZdkCFAwPVA82AHrzzvvPI4wMGrVqpUJhpNrLDh6XDAoIx3gWBN6hKaS1MBo6po0twvWeHXZZZcBdKQgEfi4+eabjzzyyLPPPpvS6v75558Pp3QHSxTJK1U8jhkzxpJfRyiMVxLkaVbWQdgaZq/oJJaaesABB1B73eFAcabIii2QzK233oo3Mx+fFHihQw2eeeYZSKddZsKto0vUEgUSCGJZqcSaZbYgVzOBLHsMakegnvkIZkIJw0ZHLY7kwAKZTEUmcYOn++67jx6YWOgHfTIFWaPRAH4482Crq1Dl8IpRSaycocZc1IKZoU+tKRlTNyV6CTIoXAy8KJO3gRRs4pKENKyhYRgLj4zh1FNPveeee8LUHTLdqTsk0qmQo4OaZlF33XWXpimfeXuvvfZCKqw1FGMSmLdOBEPWNaq8++67XAnaT2uZCmXFCVBQGKoKrAhwSCv/9ttv5+fn6wLNZquIn3POOUFigYEV72TFfj788ENrH7OCu+Wh1ZCS4MYAcSeb1tKdpo/Y41xYCTbNZKtsjIHhn1FtttlmFIDFkipTNNDoB/nDDkJQV0euv/56j1ww1ZG1DoIyXpFYU+LN0nonhzOoFwBR30EVdxgKaxf6h/LcEz2V1kdkyZAuwSDuEunhClCGkljFIWkboGuvvZaiErXC4INnZCBc9NMyFp8qKg/KuWDXXXcdiQn8iY3wtvhiOA/LBVCCuGE1/Uhw5bw14Zm2DX14Zf24YMECTiisDFORiQekmipwTj0IjedFS4G7JsiKqqhrPuAI66BHHiINJL0gFm9//MJWy/VDEjAAXtFdgQPTO1/dlGuKkGk8WKYE5YhVN3PSsPAYJqvYq1hC+VAl3GP5Pz0RuDrmmGNMbmpxqawjJDTNIWLz0srEOGFUdFemywrXwjakqTi8YC2CuCZSPRKhkwC19CZk8ubwqQl37qSEuh999BHXgOlKy2cD2gLiHmm2BPhmk7T5iiuukCnkwYrAljTtZDYS4Mk6xdrQ8pPjJscdjErghKcjEaBcYsUrSE8xlqA8m8SblYj1e1ir6gizNJ0gQhpwAVfeynRnfiwtPOrv5ptvHsQl3GapGGo1bZRrAJLkBAmwYT4XEYEPrVvo8dFcMqGetpQMHDYl8kNpsjIQyqtLx8SeMCOHYAEomPDKsg5aBQq8VNoY0pr2llSDVpBGyKcSYlvQYcVGgRch8MishfnslswcqGnTphkj3lAoH8K1Rvnf//536IhpzATjrSlBN3EYRKEVgw6+6QwpWZmqEla15iRsy1GLa3nhhRcaYiphHpVjEg2TkxzKLIdCuq/6yi8uCf+igNpy/ZAEguVw5mMFLJf4XB7NYLwGCdMFv50CWQpxXhhDeDRx8SDgF/0whRp+FhszxZAIOoEIzXPnxqu70gsd+WxDMX6NR/5/zCZ5XkgFUGDD3gZ1oXlqsWTLEBVdfHIWq0d0l2HI4a0wCZhL6RmJS1qnvvjii7POOsvyRBmTs7uu8WvM2OZJFitHXN/aSkLTukmbsUERw4SJw1AXLlBipJh02NYwUVtrB5ru1nqq8zsgr5K6iRmkdNA9llBS2j1cAQFhq0uOwtOnTzftWyLxAkKaeTQSqNcFfoS3+uXOebEik2Cx2gJkKFja8FmEkNiYR6jKu9E1l74ICGhC973ioaDDYwXi5g8wIUEfoLP8ACKhXYVXyn/oCFtFEzwhCIV5KGx+k002USvIPCCXR4OCf46J+YBDbW0rYRzdvQ1X4I2/adANAWph/gDiill964jmIDX3x6CbtDjX6soX+TKR2AEgMY9W8TRBv4SuFKCZCPJStWtJAekIP9ZB7aoY8FrhsN5XRhNhjMCWgKAe2bQxccJTumSaETrgud955514xligiYK0SyJISSJ2xZCrZbUYrGxVd0KMvW6aDpm8Yh47qzO9mKtNRwGteGQctEmTJtEDOgfIrAvceeY0O6Chx0AkrEEsMA1VrK0VE8GX5v9DIgCkgBGVaf4MpKwRxCzYEizD6uuvv66MxRrADdRERtk5BQrWpbqZk1oLlGoaKd6Z+VanlKfx7FAiEMe/iZfZqMIvUN5Ma2mDE0AQVE1gi7MAvEJP2bPVH7FAdq3wegSPYKt4nLUPEwKC0EGP0NHok08+iTENBYEg4oox0DQBJRVDx46YFZbwSjDj4AjoF64UsKYOteTwnWUaC16VNFkZKVan10oqIDQjumftpoqLITE/kIqHUEVJaSXNW5gPTCpmiNX1Fi5TBvlBmIFOtA/fDXTTBNjCHvOmPBw3qBd2JGNlVI/WjIueMsG2XQVtkT+vH9CECKOhF+BTRl+EmThEXB4lDUTwgslTT4XYQbnlJMawh39gTWLKmLq8hWU2/sIOA2VAxISnAEHprzWHaVgZk5lwnpkY86IHXsFHI8jbInkzEK/ZwnC99dbDMEVCgavONNDUiiHmV+o1DrFBVqIuhB8EG/rr7jEmupBY8d6CXCvKpHkOOTJ+ymEUTUSGXAljJkfCW/bADo0EraLQZnLOjtkJfMgPxWiMiy9A54wWx5vXEyMSyjCP5m2v7NlIu7xBUOuIuAInEoGfUC+sm3r06BED3ACaeIsRDmamosmW5YAAxJmiAu6oxUry0T799FMWQiPhkVe0k8npJv6JxbpDRIPnIkJMVhDKnZZzgsQEmQ0NpsrYVoyHwssAebCDIQEgDZmWmaIcDKOppEyTOblResLEZ5CVu0tFURL2hnkiBay4kq+YsbCe5QgL/+k1a2GlvAaQh5qeWuMAdE6NfvFN1FIGwwowde3imblyPzFjyIgxJnBvMWkakAiXJnQQP3YhsYoBV3ilrstwY0mmhkI+VhHkffCn+CwgwFsojw7Jhyv0RQdJRnXdlMAnV5F4re/gBfZ4NKDKLiqfMQyZEFJoDk3d4dPB1sASmgbLKNM33EJA1c03XEhNW/1hFUSqpVOhCjnINyFhlbjU4pBiXgEqgQcKr10+OGfN3Gw1LWrBS/Wos8baK8UguyiYcXGZyYKbhhOvQk81JwFkUSPw8BjE1ezeglzNBPK9xzBsZjwrRKI0rjQ7RL49hrcqGELaQ9UI3d/pE+YUL2DVBliOM0cSLMQI8WIMHpUK4xQcBxTCCMUIfo+J7z+EiiEvpN3Do+qBq2Bg1h3aAkwmcy2GMlRWBFq7dA4/vELaQ2sxz5gBtHUB3RKEUl71oHmBMQ0xV4pLrUOjJl4xVyUVQIdLJU4k/A+e9Jr/wuXkU6CMDYUBB+2XELCn8WuvvTZc0AqDRwRLWmeTwm3QEE1csR9rcCKFUAcffHAMVgyEAiI+rtC1wAYHJPaolq4pFi6UvbIBij6AZnsWv5xBQRb5KMfkqbycAFgY0CkX88M51PBWyYAv+kU9AIqRJfxweRuuUB6g8Gu4n/qLpoqBQ5R1kNdJu8TUISweEDdYehdmFwQVJsZQRY+424JcjkHRMUhttRVeuWPG6CCLjl0F3iJqpCqHHwTycKWYTCtH/g7spqUeDbdDcMpj2HRi7NTChnuYei3huermBvStsm2mi9lrhQqpbrAgEcqK6altYhvHlvw4xK0y/CxOFsUA0BjTNXoFuSRMhIYMagelxSGCBgh6mvA0gflYB5sm/uvIhc+oS2xJW1vt922WX350Iin6SwPLCix/8RumwkhTFxGBps0aP/oX3gaJG2ZKYG1ld9m0yXFgkNwr3jvV9MqUZRhMieZ5hUVGdSzoJcqBVLg3bWil6VgxFGLppkSwRIkFFMxdEqwXdgRSOIFctDZAFeQCqWZj6mWBcMEFF1ivYRKg0B4zp45Q32BsmlMYz4CJBQaC3rqwgbIEICAESK2zlglgCxF+qFc0VdwE6qHmLnIkIELRubHQhEhhH1zThLAIIMChkuiwT6bCwWna2Vh/JWxBuAyTXgSuwp39E4Va7sEArARliqaxfAljwfLZKhdS3YDIQapad9l89MjjUIZVB1zQF5kuOchaPfElWanyMjGsGOLS7mgKSPNS6UNT/r0NjGGV12PZaw2IBygAVbmKJgl6AkQC54hzW4jUYNkNZNXKwAK4SYyhvwgaHXdys+8R0D/03TrAACnmLa3AD6kKNQoOyNERyz0TjwIGS45LGpaZxrRi2gBbcmzRWhuaQqSplrv+htMz1AzC8jdNS7gCXqIfogo6pbNCWnxekrTG1BHFiNFMJm2Bab4HrHxAJfXUXEIxAg+aWOm1upBr2cDQb+2TZnheCQtR9hpfxgs8NHvvh3Ki4xAtgEyzl8sfl7XVuLKQDoP3gw0ur/fjKaQUAluGJxB0p0muoBbeUi9KabFj3USlKHGYLU3OIS7ANoSoVXSJd9IzE5TjBR4DIvw4Hz9WYkWLVYO2hXo8C4H5kBa4oWdmwhhJgXNRCZvctA3mWvlad5iELf3CYXRMUibl+Wu8A5OwZRQtlEM+3rqkgV0sTWtZryiYwUOHSwLp5EAu4lKYSWvFulK41wVAg1ShLbjngAhdKaNWMGbeCvCiMHDTUAAAIhVJREFU68FaUPBKmh+kitHRhDsiPGJVvJU2W4SgFcYEWWAfYIUR6OgmUNYvoRl2Iirfo0ePAAFBmFp3QSVtwXp9MaAuj6EAIAire74b0WnOKzQhrzQGgvLor0eBcCgQy1SSZLTulWHCAyiBkuiAD/MKBw1yeQsmQA/G4IJXHJbAvNb1F1zCO2MnigS4vULZpb+8GHpIx2SiQwfQ8QoPIqFOckmDM+1KiOiLjZqrTB5hNFWUT7EtM2WazzxyomGNiY0XyfPiSQVYxAluQaEgANfMsOpIYE8tpIhCKBOKGURmYhVp8vMKrOu7+Br6CmDVmBIvfvh0KsaGW+Fm12pBLk024s3yH0v4nm/wPRaiIoqOYuFnd5x50dt1eTnxpQvzy+Iy2wzc/bSztuve2PEAWz8IXdG2Gq2oKeGQ2TTnP0iHjjA50owyWVMjQZtNRALwQYPNfrTHcBp4LgM1smgncYOqOpWifMpAB5lImXNwIkGflgnqP+CssUqo7g41ZEgESiGf6lAFSkNrRXbCK146KLGNEPpCwwREwBAtxzy3SL7LAg3/rJ3PSM/C4lErtr2wrYCKCGrCo4AL/RZmRpw7w+DhOAsR7xA6oanSWGKQVnaA0oyNLNCxIoDgUNUHJeqK+JiuLWT4XEwdjEIKC1j0cQLRdCfYVeiLuwIY0AV1PeoaB8G4BHMF065QWDF+HMtnjWALb+Z/rDJLqMTpUysIUNeYPSPkhhACyMADBOShICV8Ay/0C3xzJ42pZa8qCHrrfBmfKPSLlOiMpRNhmvysiJsil7fKO2lBVjb1NM3LANkibsHNCWzrDn8Z/DFv8CpeZqRoFF8MwywfV4QT5gNVQhesv7AHzT1qVN89qqIAyYAtA6drNDaEPmC6aSkAcdClIGeTLpjj6NFwfRRuo96IQHnzn5FCDWKqS83MExw9qz8tWpzyqrRCPi5DL7Qv6qo5XhuB21xGwQKZQ+pwCUzUF0FPEuOFQS4agsNmwx1kEu6Ni7GmGf9ZmoS0Gf4ENQrRHxJscGiyaPLkgpT4bj36JUfqLAWjANP4k4HLfyowiNrnttXz37r35vFnXfBS1XpnXHxo6V2nXju114WPvHb6ptl+c6A26rqFqggLKoU/FNVIK/pTqtHptxnjgaNmmb/wMTTE5EyJrJ1WGTMmZwuPEiNuocTnolJKesSDoTUAfHJBUGkjYTjlU6ZfzmGgoC0LPcysSDDk0EuhLv4Olhghu2LnuKJtLIHP4ogDDr2NSRKwYpVUw2692dJb4RXwIaGuUxcI6ovO0lfISClBNiSiCBxSd/4/9bXOUkytQFBQGfzZq7ImCmaDSfDhUDibJE9IpzDYoscMEhhZe27WeCh0FUKj997iEDKqHi7MkzlXJdYvnGBDxy1P+EfmFX1RRi9UCQNkToLgjE3TeqE8k+MmQ0kFuIdcUUAQlpBqcX9UB4jStEJCLQgeGrWM5eiFxS+gjI1ReIthnouOe1QLY4Fz8veosE6FHPcY88COz2JZp5YyOIyVCcMaG6lYvsi6V2DRHWhiGH3VpQnZaApLhbYMDRnG+ERBFeDLqwI05KwXVoUaFZVHhO8M3HGuijClSTE0qgtaCXTogJiJlYcqQWe4Whx/xhLClAjSAeisPBUCZIppCClNxHohEftu8VdCrqa0Y+mC144+5vZeR192ysbtOarfDUrUnptxowZHNj5ScuPodmPLx05+4YIu757ZZ+RFdSe/MfXiEeJJMZIr1JXRvG+hcBjCWMXVnaDTOrUigK7udn8t+jGriAq0UV0kgop7jImdrruCnTdrWuGgas3yV/EYqKnVVB8MnPxAKtZuwJTYY4wlhcOrmM1jIxRzb8qnDqrVNCfGmJJq4eHn8h+jsGIixkPomh7RjZAZKxx7DLrqUV8UC90PbzEGI1bBnmLe6r5iMYKaCLKVwID8lXY8xklIEFGgE8vHjxxXyNFQMxE1bTFGRIt6odZK36KAbIxO0yZi5WU2heMYPxIx5FrGU9N3/0FafF2rDQsfP3Bwn549ug/e5vyP5k+96ojdb3rwnr+O3nzcM3Pjp9y8Vi8zWb+tz3xOx4rfveXAdbr32GKHHQcP6tGl2xpnv+QHROqK5xWW11SVleTX1n72ynsLayNr9OwCtuY8eEw3VXuMGvfQV9FhKH/jtK2GaqXngH0fXygj+gu/K/Isf8XMX5ijiyjQCS26wqO7NEEHnZM2wK5oie8uVVQM5WM8xKpTXFfsMVZgFYlYYQmXdkIi1orHkEZZ6/hpbCRq5x5DOlQJOTR7RYnJVNgVXilJHWWqLh1rSwGPwXIkVn0prGKoglrQ4MBkuIdMRLCn3ZAZiKvoCmx7JRH4CWmPaimJpntgXvVQXqYrVHdXMnDireoKeyvtlXy1FGg2iHJcygTmw2PsHh3yJoMea0hhFz5DQ/LDFR690lbg3x0P7pj/rlTUUQ35IVMtVyPJqLflUhLz4W2gIwdXQTIIehUThVehSox+eAxsKEaH1Y0VC60HgvKbikgV+VqMSUBCZmBG6+FtoO/urZ56Kx8djyFTEwoHBlALbWFDItSVWPnl9S+/7AtSkHn3RFdMB13/4cs3XvpIReXzJ6+TGlnr9GdnlJRP2D0vZf1zJ8754NKBkQ473Tmrrqrg3sOcyu1+xsRvF714QiQhbY978xsqJ18yunUkKb1Tt65tsjO2/9trxbUNS987f2BS+yNemDHlxt0TEza8cnJdw0fn5EYiG1/w1qs3nDdhSV15afTz2hW7sNLMFYutIidQINNmYyO/ac4qKMRexUiFRKAQKMfKhEQz4k0bCmm1mlX5JY+Bn59IIcZ8KB84+VkUfkpDgeCKHW/WejNSsbexRLMCHoPAmwow1kooHOquWPHn5jTjQSuh6dAcar9WQ00ZCzSbNhTrXUg046pp3T9Q+lc+Qy/gBDw6bn/kgX0m3nP8CRt+9ujBaQmTuveJRKZkd+qe+e7fX1hYtcd6m3ReI2lY1thX75lY8+cDOyYlx0XWWLNX9/bZ6w2Pu/61L6bW7dGusqgwZcMTHnvmsmGZJpPozPPu0//6MjXjpDW792w9ZFDdoxMnTBpz0n7HbHH3+LP2euOtd45MrliSX9At08+hNb8CfjfP/TnPYQYLs0ezemFOCJlGPbQlIYd+WNWLjJhYPIZXTUmF8jEKlvfhnJH4joiJkrFXzRpt+oiIhgSwBJuFJ9QSgBBusIEV6GPbJXxAa5tWlKbcAitiUgJAKqLjkh8qiv4KToU5XGbgx6uQDmWk7TmEsw5KxjLlr/oKJQN2hJLSxCUiGyMSur9SIYQy7iLQonXNOHe6wgcl+hsjpQlC0IXQiuBxaFRF0UlCiHVTvlqKhYQqIu5C43yEQC3IwdumzHuMdV8vBIzCvr7CmtC0u/EVUFOy6aWAR5TdETSOAmRIyVc+xAdDu+Qg0+Daagi7k6rIwV4Y+lAs1PVKo+6ruELTqyjwR3m13C/9JRyHQwtVdX1vmDppvZGbHDl0WGTutC3jllbGpWW38Ud+2vjjLfVJ8ZEMxxEj9a1z4v11YqH2SGVDlr9BmlhRWxOfkpOQ1KlNZmJyXU5eJl+xsqYuISkhktm6VaSsOCErkpxSXxRJHtQuuaE08diX3hu4z06HbNSl7o2lZ6y/XOmbdiGMaNOcn5sOyid4SZloOdWBEUKMlAkiUCYxSKFuUcnQVtAw6isIbZfXJrECHr1FSi2BVTuMjIF1CUjTVwonSGkrTQFHKOwZizUIHguco6ZiU57lKA8vbMPDHfYgomkLzDacfLsEtthE4ptWcYgBnMVyUMASmMCJzXsRaK/oelN1F6oP5xtitSRUdMePBRH+ne2wm26/DCdywiIilGlaa8V0KNMUlditjXY40rSwhl566SUSVp5JE5RiDkbgXF0iElkXMG7GuX06B6PCHkJTarps4IS0bX6RBoPfbLPNnCESSrfhZcsM/2LS2iLGWEU7KmLV4YhsLBNjTZmXL8dYoG9HDFlbb4EOhr21yUBVbLThmdwE9TVqh04ZjbpTLZsSxgJvOoi40LXdiRcbf4crtEvCqoNdbcVGyoav0DjRxXgL6mrrwESovMLhlVZcWqGWJtRQLFbrj5tYPlS/pA+OkcYnJM355+FHzv/Tzhv3zHqzPKmyLiMrJ73hhYcvu2fDc3Y5fcf7Lr3i5KvfnP5q9mZHn7hZUlxFZZJzLl8/fc0NpcX3ftZx+N9HJr7yj4sfe6+2tPaZGx/ZZsy2Q9un+h3zhP67nnLgLcddf/YVC+Y/U9z/wAN27F/77wP3fanDtkMHZT8wv2RpSXxieyNLLZryb9iMVtOc/yBtjBFxRIsq2Pm2AcfUKSjIkMlhYQMODdNR+qRF5d3tJdEqNqYu2NKuRHB8qBqccgbVo51guzmMCrjY94mxZyfbK6inDIKxfJTtbbFwbTEGPGDJhqYNGjagJJeN1jpVQNEpqHyuk53EGIVYwgfGtpxtaQf6nAUwoV0tIo5bxyO4G4F/uAxPQx/ZAxO1p+7gItjCuZM7QOSng1egQ0Q2Z/GDAe1qyEkR6WDMoMdOnGOWOmtYmbTtPCimOUAQehEO1vI7nHWM7f0rBoAccCUoxaCALU6jZu/fN+qOC9nTRIGgevTooS3dAf3hqKSK6NiSgyy6o66hcdLKPIGUXjN7m4BYBdnffPNNQBDzlorBpTLigrEY1hGDhb5df1DFN9S6tsAiVHIExC5w6AWBAxRbmY5cOLIbMmGl8XXEBAOq+50ZB+iMl0NnwPq2227DGzZAnj04p0O1Zbh9sWxQUHNywvhiTC8Ck/jBv+mQZILuNTOW0O6Kd5Q1pLrL29BuyFyx8G+f8+sglyWOLrXf7MwdJlz/8medT7zy8H06JSVtetSNF2ZO/GLKrMV7nPzw3fOOvPaNr9qPuevK00ZkN9QXJlTVRpJaV016a2JC/7F3XnzKJgU3H/9V911OPj5SsGDyN8VbDs9Lr6/1N2O77XLbwxVHXvD4Rynb3/nIiX9qXV8+8MR951z5xBs1o8ddf9qo9tR/xZEg8V8uSqpmzLhCSJkVaYnDB5RbT529tkPsvA8XzKMrKJPFgjP0zmEqb3pX2EkoRKgOxXK6Eqt0kbXzVjg+KzJJX71dKeIobI3GAiUooj1mF3XkldBIR4FYBQ7BpR1oh844IPQ7+BHYwwAbcAbCaRqAS7OxjR+Hmx2wcqJKAfbGgwCvjJ+mOuRh/eXDF688yuSq8AeZNFN0jAiaSAMaRmWpi7EgihX7FXKIAh3ny1CGPgrj0CuOD1DDqtMVAF2+M03yHbPSX1imOS6JTkFk9kxK3pI/acOO0E1lwqCo7gIopME9BJQ+UXIIi38KgNB3TMkxIic/bfZbeGoFNWBKYgElyQGQGSBnI9i/AxxGkJsMa+BCOMpnfE0eUMbZS5JRGCk5xGJKQ9zcoHVyJh8LPcepIBdgUgAIwlDS4CnDU9Mh708xCQOEB5qjReVpnUEnNJOlw2gmOd00mlYA2IjFGfRIl/VCc+o6jybd9Dr33HONkZyfbhqhpO67YqR+evVYldWU+JWQq7Fv2etuPsa/wCk59hhx4BkjDmx8rGnY8PI7NgxvKsoa0jNb57bPqK/sMu7Be4ZFcxuqIx2OuPFfR4QSjTlcY3/q2uGthIH73X7ffuFNbUMkY9A6Bw6668DwwYO/LpMQjSYYNqPr/itKlpqiCRQoLtOiHPTG8RPzvxz8WB2wmdCuTLDlMKE5nApiifqCEsiFDksw/HSX/pnw1aWOdJeemSe9otlAIQRiFEPNmUaHGKWZtH4pwBVSKxgt9DFLgxU+AhjlNDEGiImyiwWi7AqPZELdwRZLMJkzY5YW3mIMQQCEYCgMUmNLFSfXIKN8zou7k9zWXBZl0iCP79CzZ0+Z/C+eBSa1Eoj80J2stAtutMJ5UZ5wgiNJCLCMELiKMqGYU90cW6hqCayPGgowHU6uaYL1gqEwtay0RecnyQdZSA18kXUUy8LfoEAWi1A8wyZS5VuRg+ORYDqQ4qxBxmC0nDtfC8nHcIC5UIazgyasJ2HDJI0ImuEiE52V45VecJCpB0Xi5DqA7pEMLSSdXNVlA62M9al2rfoDfTFHDPCnlKctoBM4hld+Z838FNy9kBOmKL1zlIyOYSaMu9ZNZuYnXzgFxkL5VdwVa2ZH9DmIYsVXq6CzWl/9OsgV+tNQV+vnf6LQH+cIf2L0BKkljxOp7CNSV1W9LPyZmpZa/sX91z3w75rayO5/2fL1S/bLy/KJoumCj9V4WXkmJi77YshCrK6mKvomzpGVpITon8iu5Y01OrBJKf5kdvQv9IRJoZm4f6HgAjVrJQrKDYEUtJ8uuixAKJPVH72kFnLcHcg0hzNjZiCHey+ARTJ6j5Qp1AUjcEV3ZY4aNQpsUWWrDMYssMJyqIgLNaskjfrMQqNU3McQvCr5gStqyhNh56g5ga1uUHeOAJRhrohowhWEgAJ0AxY+ZAEfMckE9vDMlQCXyFpy8m6Ul7Y61muqb8YOq2BnOy1mvcWGfJLxSBRsm1MDEGOUfyhh5ldXf3lPcEcxX/9oVNcgL1sF0MaToQIRPkj46hN7zqM6SKlpPIcucDkt/axY+X1kS+aoqQvlzQFgTnXzhxGUjzc+i7rSUN4dXnB/xPVhepADSWLJmOo7r5CDRpgIGiOOXoAAw+rUONcJLJoGNOSOGplvscUWAJHOY89g8YV5lyAJhGkd6HAk8S9hXAghNGouhE0oUB4OZvhcASjzYWGi0QdnXDnS4KCBaWCHGvWwkNeEDmJbi6FrhIA38S8gqxUzjb54S8iGUqMetbWKCx3FmhX4zsJ+hsvWjMKv/vgj3fiJ7YWu+kY6OaEJQQCUHDMSv4McfSUa5MB8csf1j739xcP8fFpSt3ZZKSlJ0VXGCt8tLqOKTEqMTBQVRe6bPq8g5p/I9I8VM97s3+9JKSh+xAUQPqA9dMXuDyUT8aFzuGQ2FiYWg3fccQc1pTQUlEUFnQ6PFg6QjjpSRHrAWzHrcsF8RifKI5ARzql7FdMb86qPigKbLKGpSrEiZMMrabDlexR0BHdlYtvci3NOE2oekYUOWjelsyU6jRrc4VZwDJkoI6H0uqxHLJyhhn4xA5k2ASxA2JidB1x5pTobYORchnCmXHW2EVha8a4wk7ZSZniYsSLGm8UO5uV7iyXrUGLRHFIcEE4WqfITLRKVBKzy9UXrKGgCby4n1HVWDlIyIaMT2IZJMQsxOQSFplnBEtvizm+TeSXfnSjgmuqQ0URiwShHpzADmEwbIRpgfPnRiCDF9cYbJ47rCmvMLkaZMwW7OY8KIEs4FMAkIYeQkcIS+vBIPsR06YtW8CyBGZdXYAsMCd6JkckJojBF+eEtPrjNk+nTp0NbTdA9/r66eFMxphs0E3uxP8/DVYR9euRzBRMq9kJhxGNVom03SsM9ZDZ71fj+d3drAjS/CW+UzrSX1LbPsI37xBr8fUqKWrAogEJd+AIG3rwaPnyjDb5y4CMI8VJ3dmI5Yz4Upg3KYeoGJShQPkR0kBPBR2C6HC7oRqd5Ge5cA6she45UnECCUYUEK1IxhJAoXzCJIDTmCgLuvPNOzbEZSszGrK3M+SwKFkAiUMtUMBCgAaoqSe9ZC5sBAZSexwFAuX4acmlCFZ+q0W8N4Rxl6MlV1FM5IcoWeIjdTf4uBDURy2yWCMzDiGBsJIlV/hpmgA4OtWgdKl9FpGClhG5a5sAa0uZomD9wHlgNxdTliLlizdm5EyzjdoUchUNfwAGXhzDhICJGkGTwQCBA2fgaHU3gU+vIyhEXC5IhB+UDpkNDOAUagKC+hB1PnMPQ0At3RKzjOJV0Q+gN7sAjKzi1ECdDzrgBwoYOEi+X1jiCZnXpm+lEpj0KORhARwGwpa74qSvW2VhCi7H+6jLAMjFgD0EzJeWhvaoHVQyFY1ViRCRkhu43zfx9pn9r5ArmYSMueuq+UVT+aih5hfzflYwMM37EWWGNMLAQrJ0dwRGei1d0gjJ5ZVnBOxAbsuiQaeDBFlUDRqE7cnTQusYj711PWQhLYMbcNJMhM+MfqRtaVEBJJg01xIkZGxVUXmZM20CemRw2KQw1FOAJAi/rwVCMJYglSccupos+nyuWI8EvQFMtys1c2ZKFBuzDZ4BgHxiLBGPPzG/Noi+AQOssU+FACquEYwUd0K0p/RXToSOq8yI5oeqG0UdW9NCmqirSQngAiEzAtxWZTKFrcsNVTAhBLCSAKxf+MWC8iMKqWWe9Qsorxq8wIDB24NvKywITTYtBwwR9DCJRWxGjrxZMhyCwwxAHOXCsYIEmYCv/ixoAU06iIJqOO0eiiopoAkQ8G24zk2WpikL49MdAm958b8yL1Osw1iQpcAZAjbIWZZrAYFzYosG5zvpk0n4CZwqCm2Y4feDMeGnLJbpqrxNBaeW1DhO1SHkQh5V2G8lctIHfpxaB4NP610DbBDf5ETLmg1RDizFVbGzhd3r7rZErCIi/H9dkwUc2MXX8ncjJ6GKJunOjWBHVpPScfAok3wAHzfNosmXbNIb2UGu+lWmcTtASGkDFKaKEK5RRV1RYpp7SWmbAogTIrU2CsaGvsKnVkkHTLEfJYIHyg3y0BSjhi0dkWRSGLYjCjjtFDDn4R9MdyuAHKa1LKCChjHxwEJZIHhWWT/X1Sy2NygQEWGLt7gpzLRkGIxev8YqlBdvGgCuw90N3FFzeos+W2KqOaCK0hSyPz1uPRKoksLAQtpRTTDdhAcjTikfFwCWbx2QQkRyOEvl7VDfkgwmytY5mt7pGgNxeTq7JhstM8ixcPuJQjBzURZ+IZHoVk4NMTWtXl0EVH0q0Kzh3YnYY4+aE4dAEUiHwj3MTjENeFqp6ZGVt/giR+yArBAlQRS0GycjhcCGuO1QOD/zigLlyYB8wgoZhEL2NzU8IkiSQoqUc+eBzCaGKWmDJiJOqu2K0lNKqiw6FMW+hrwvo40GBoNsef8/Xb41cv2dZNOXNENJdhk3hKEcYS8bAqmkwDTBLm7jM2NSF3qtr2oRZllr2HD0qI8dMy7Hiq1MpyqE6tRY5ZnXhGKT4Fwpwivpaj1BcxTRnf9DVlCVpbhquJNypdXirekjgWfVgt8EMvHJJ011VJEKOe1B0bbEu/hS1RkQBXiQ4wIAC+is6xsjl66MeWQJzatihwmxD8EWcDpwhHhoKnKz0jiA6gUOeAkERhUeZoS1AENZNsd71bPxrQw4DMy3BOJsAXsGX4O5Z3xmCpm2RoY3CpjnS8NEdBuEw9Ivjo10yQUfr8nVNKA2oyVRYJk/HXEI+eFNMQxawhGCRyAc0bei+R2+JLiRCu0HOCtiVFkSz+8FvpRjgElLY+CMxrmXoguqEoCIGQvVwD1LCmEd3Yw1fQJ5iKBO4yyt3YySBjjunlaYZUCMIqTme8NR8hj1MQkOrfshLCBwuOzb6KMKgrdAQCjruCqPp8fd8tSDXykfHcNIGgdhwIMjAW18IRYMqukuHTObixyxZfWotTUcpurS4Bn1CgZ5xmixGOP9iMeZbqw9bkAIZ1iYqWpeF5qGDnSlKoyKM0xYT8hhjDjN0XcSNzcukf076ODYRVJwuBoULcGZCBppygkIH+zQVg4YYwUBcczYohcxi+WDaqjBmSLb2LK+CKvO2LFg4X6Zx7XIWmBOkA83aRTDQjJFqlghvrXTk6yP+4XXTMnwucg6maKsBWtlPBCgsn4Nw5pln8n8ZIQmEMmGMkNVNEkBKPsGG4BRrlK88SXobqgSB6I58VyipIiICUjoS48fC0/o0xqEhY+owFAYBoLBg5E8pD3pUNyKBuLZMHo6JwkdbsfYi+c4ievY39BoFE5vVn76YMMyCZGiwDBl+AifuAZigLVYdZOVLUhXeFn5skhh35UNDoeMe9UX0wC4zuVkhGnSisNNCZ0KnrFiF1SCaRrnMOgip7eSqGxtuJfUiiC6MV6j7O7y3INfKB4XGGHtYIxJkIOmcBQL9M2cKmpj3+O0uOqoYu2LPJlhKQMOooOE38GyGPpmi7QRxvqgyr4F9Wg5QKQ4Ca2RR2gIr0MosTYfgi7ZkxmbCwKJHGmz56VGL5nxNMPWQo7xHThDNNvFihmEH5QOmjE3TZlp1g4EF4pDUFdw0zGPGvM1tsZgNXbDAUUVHdJMomLcwOWtBmYWI6InKW6ApFgAisLrSeyjAdO3HOZoErKF56CZWCQ0yQiVm7Ey5wLwwjUat9YguEMSSWcHK3RVycBLIirszUczrgsym0tNT3PIvQo9IDFkzDejkUAfL59yBLXJAVr/MQEEOVluBFERwWYX9Xzvn0tNUEMVx+qCU7oiUlQkhVQyJCyXEsNNKojVRo64EY9j6wAdqSAwbdaMFUQsxJCaGb2D4DH4HcaFGiY8QrBQR+oK2/uaeMg73lqYLCDS2i5s7Z/7nMWemM2fOnXtJz5HRR4h0GXjWM1Yj3MsSRRFdmMSaB4ahQo+giwHAzEVSDCIeIHxjLDFzsXFjdmOPLNM07PDSBCZKxh5JSbZ1BKeE6phKLYOH2I0uprNoF2DaBZ0WIRZGup4nAHJcBjpzK6MOpbSI9lLECTIw6AJRx5ATz1Dkh/1SpOEU0WLWWpBdcfHm8vY3cneFXTtthMfrxjPqLAI7M/WKcpOc6s5m0wM3rjPvZLLqIX2AjVIhRzpWaktaPfP+XZzZJR6fmnodDO4hvXJ78NaX2c8fP33g0ypE+URW375/VQMxt+prqJ+YiA0M3CwpCgCRHYZFTp28eu3K4UOdwGLjL+r4qGMh565zAZib+zE0dK+9nTcK1eAGTHoH4rHwUQ5nU3R7XFxFPsltvmPAuKfY4FdZrWj0cbClmeYLgPZiIQBYmLOEaF4jkRMdHQeUQFdBizUB+h4Lc3nOKKQx5s7dwcVEYmEhzh+FqVSu5y+cY46hFt8SVmjGVGpFAbDQ5/sZn4drZDSKrgJfRkJofs2Vr1v8nYDx4aMH9b7ikObzMSJBYE/HRj1Wwy0zmHaT4IeH74dCbUjgXypTBiz+xgaPx42offtD+MGt1iAmoyx/eIIaAKtrWY+XtOYqb64yI1BEVH//5eM9YRHVGPDr8ZBMkSxbnJ+fi43HGv0BwIiSWsB9l3p51au1tQ2xz56PQWG8cc1kUsiMjjwJNrewpFH7Z3mJiam7+8j09JtwuAeK/ISLg44Aevsunjl9diW5TD/SIvCTky9ZDjlyghkMmK6uTppPT7F+JVNp8qNUoU6JUttN47deLLpxvWggdvi2uKHYYSuqQj2d92/35rC4TNeW4XKIKRI2k2YTJTAbcTOZW0I3DUMvxW3SrhVtk/wt8UYZIeW7xuY3W9Ep1gYQ4cCq1DnOBlZM0V8W9L6deVUxVw2oPMDizCIsWYlKPMJarWHCJbsSTdQ39T6VbeWLdhIEabq+IW5HO7WmDVlyQ1bQBExiB3ZArLomF+EhRbSLAbrKeQOSY6FGhs0J2UDhyJB6tGmo21DtKOAN0yGOekWggXi4ZBXm4QRCMN1kgeEQ2d0QaJRkNL0EQJuxmS7LD2pTXFKaSRSfQ7G5XWNEV0lFmG05T3WWaaGwEBARhGo53ECn+bLDFbrmUlXYYCXLNAtg6XqhOAVqZLXcHNxbfGzl+rU0Wy1G1+yseaDmgf/dA4Um8cBfNM2PnrkDZcUAAAAASUVORK5CYII=" alt="" />
注意：
1. 返回的内容是从 start开始(包含start位置的字符)到 stop-1 处的所有字符，其长度为 stop 减start。
2. 如果参数 start 与 stop 相等，那么该方法返回的就是一个空串（即长度为 0 的字符串）。
3. 如果 start 比 stop 大，那么该方法在提取子串之前会先交换这两个参数。
使用 substring() 从字符串中提取字符串，代码如下：
<script type="text/javascript">
var mystr="I love JavaScript";
document.write(mystr.substring(7));
document.write(mystr.substring(2,6));
</script>
运行结果:
JavaScript
love
(7)提取指定数目的字符substr()
substr() 方法从字符串中提取从 startPos位置开始的指定数目的字符串。
语法:
stringObject.substr(startPos,length)
参数说明:
aaarticlea/png;base64,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" alt="" />
注意：如果参数startPos是负数，从字符串的尾部开始算起的位置。也就是说，-1 指字符串中最后一个字符，-2 指倒数第二个字符，以此类推。
如果startPos为负数且绝对值大于字符串长度，startPos为0。
使用 substr() 从字符串中提取一些字符，代码如下：
<script type="text/javascript">
var mystr="I love JavaScript!";
document.write(mystr.substr(7));
document.write(mystr.substr(2,4));
</script>
运行结果：
JavaScript!
love
4、Math对象
Math对象，提供对数据的数学计算。
使用 Math 的属性和方法，代码如下：
script type="text/javascript">
var mypi=Math.PI;
var myabs=Math.abs(-15);
document.write(mypi);
document.write(myabs);
</script>
运行结果:
3.141592653589793
15
注意：Math 对象是一个固有的对象，无需创建它，直接把 Math 作为对象使用就可以调用其所有属性和方法。这是它与Date,String对象的区别。
Math 对象属性
aaarticlea/png;base64,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" alt="" />
Math 对象方法
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgQAAAJuCAIAAABAD439AAAYIWlDQ1BJQ0MgUHJvZmlsZQAAWIWVeQdUFE2zds/OBliWJeeck+QMknPOGYEl55xRiSJBRRBQBFRQQVDBQBIxIYgoIqiAAZGgZBUUUATkDkHf73/vf889t8+Z4dnqqpqnu6q7pxgA2JhJ4eHBKGoAQkKjI60NtLkdnZy5caMABSAAgBwgJ3lFhWtZWpqC/7GtDG7rgpfiW77+Z73/b6Px9onyAgCyRLCnd5RXCIIbAECzeoVHRgOA6UPkfHHR4Vt4CcH0kQhBALBkW9hvB7NvYc8dLLWtY2utg2BdAMgIJFKkHwDELf/csV5+iB9iONJHG+odEIqoZiBY3cuf5A0AaweisyckJGwLLyBY2PM//Pj9Pz49//okkfz+4p2xbDcy3YCo8GBSwv9xOv73FhIc8+cZvMhF8I80tN4aMzJvl4LCTLYwAcFtoZ7mFgimRfDjAO9t/S381j/G0G5Xf94rSgeZM8AIkHB7k3RNEIzMJYoxJshOaxfLkCK3bRF9lHlAtJHtLvaMDLPe9Y+K9YnSs/mD/X2MTHd9ZoUGm//BZ3wD9I0QjGQaqiHR39ZhhyeqIzbA3hzBRAT3RQXZmOzqjyT665j/0YmMsd7izI/gJd9IfesdHZg5JOrPuGAJL9I2B2YEa0b72xru2MKOPlGOpn+4efvo6u1wgL19Qu12OcNIdmlb79pmhgdb7urDZ3yCDax35hm+FhVr88f2RTSSYDvzAI8Hkowtd/jDK+HRlrY73NBoYAp0gC7gBjHI5QnCQCAI6J1vnkd+7fToAxKIBH7AB4jvSv5YOGz3hCJ3G5AIPiPIB0T9tdPe7vUBsYh846905y4OfLd7Y7ctgsAkgkPQrGh1tCraFLlrIpcMWgmt/MeOm+rPU7F6WF2sIVYfK/KXhxfCOhi5IkHAf5f9Y4mZxPRjxjEDmFHMG2CC9PogY95iGPp3ZPbg47aX3d/uAWmR/2LODczAKGKnvzs6T8R65o8OWhBhLY/WRqsh/BHuaEY0KxBHyyEj0UJrIGOTR6T/yTDmL4t/5vLfz9vi959j3JUTRYnyuyw8//LX+av1by86/zFH3shfk39rwlnwTbgLfgB3w21wM+CG78EtcA98Zwv/zYSP25nw52nW29yCED8Bf3SkLkvNSK3/t6eTdhlEbscbRPvER28tCJ2w8ITIAD//aG4tZEf24TYK9ZLYwy0jJa0AwNb+vrN9fLfe3rchxuf/yHymAdiL5Dh53z+ywBMA1HYCwJTzj0zQBQCWPQBcf+EVExm7I0Nv3TAAD6iQlcECOAEfEEbGJAMUgCrQBHrAGFgAW+AE3JBZ9wchCOs4sB+kgkyQC46DInAanAXnwSVwFdwAzaANPACPwFPQBwbAOyQ3PoE5sABWwBoEQTiIEqKDWCAuSAASg2QgJUgd0oNMIWvICfKA/KBQKAbaD6VDuVABdBqqgGqg69At6AHUDfVDb6AxaAb6Bv1CwSgCih7FgRJESaKUUFooE5Qtah/KDxWBSkRloI6hTqEqUVdQTagHqKeoAdQoag61DAOYAmaEeWBxWAnWgS1gZ9gXjoQPwjlwMVwJ18GtSKxfwqPwPLyKxqLp0NxocSQ/DdF2aC90BPog+gj6NPoSugndgX6JHkMvoH9jKDHsGDGMCsYI44jxw8RhMjHFmCpMI6YTWVGfMCtYLJYRK4RVRNamEzYQm4Q9gi3H1mPvY/uxE9hlHA7HghPDqeEscCRcNC4TV4K7gruHe4H7hPtJRkHGRSZDpk/mTBZKlkZWTFZLdpfsBdkU2Ro5NbkAuQq5Bbk3eQJ5HvkF8lby5+SfyNfwNHghvBreFh+IT8WfwtfhO/HD+O8UFBS8FMoUVhQBFCkUpyiuUTymGKNYJdASRAk6BFdCDOEYoZpwn/CG8J2SklKQUpPSmTKa8hhlDeVDyhHKn0Q6ogTRiOhNTCaWEpuIL4hfqMipBKi0qNyoEqmKqW5SPaeapyanFqTWoSZRH6Qupb5FPUS9TENHI01jQRNCc4SmlqabZpoWRytIq0frTZtBe572Ie0EHUzHR6dD50WXTneBrpPuEz2WXojeiD6QPpf+Kn0v/QIDLYMcgz1DPEMpwx2GUUaYUZDRiDGYMY/xBuMg4y8mDiYtJh+mbKY6phdMP5jZmDWZfZhzmOuZB5h/sXCz6LEEseSzNLO8Z0WzirJascaxnmHtZJ1no2dTZfNiy2G7wfaWHcUuym7NnsR+nr2HfZmDk8OAI5yjhOMhxzwnI6cmZyBnIeddzhkuOi51rgCuQq57XLPcDNxa3MHcp7g7uBd42HkMeWJ4Knh6edZ4hXjteNN463nf8+H5lPh8+Qr52vkW+Ln4zfj381/mfytALqAk4C9wUqBL4IegkKCD4GHBZsFpIWYhI6FEoctCw8KUwhrCEcKVwq9EsCJKIkEi5SJ9oihReVF/0VLR52IoMQWxALFysf49mD3Ke0L3VO4ZEieIa4nHil8WH5NglDCVSJNolvgiyS/pLJkv2SX5W0peKljqgtQ7aVppY+k06VbpbzKiMl4ypTKvZCll9WWTZVtkF+XE5Hzkzsi9lqeTN5M/LN8uv6GgqBCpUKcwo8iv6KFYpjikRK9kqXRE6bEyRllbOVm5TXlVRUElWuWGyldVcdUg1VrV6b1Ce332Xtg7ocarRlKrUBtV51b3UD+nPqrBo0HSqNQY1+TT9Nas0pzSEtEK1Lqi9UVbSjtSu1H7h46KzgGd+7qwroFujm6vHq2end5pvRF9Xn0//cv6CwbyBkkG9w0xhiaG+YZDRhxGXkY1RgvGisYHjDtMCCY2JqdNxk1FTSNNW81QZsZmJ8yGzQXMQ82bLYCFkcUJi/eWQpYRlretsFaWVqVWk9bS1vutu2zobNxtam1WbLVt82zf2Qnbxdi121PZu9rX2P9w0HUocBh1lHQ84PjUidUpwKnFGeds71zlvOyi51Lk8slV3jXTdXCf0L74fd1urG7BbnfcqdxJ7jc9MB4OHrUe6yQLUiVp2dPIs8xzwUvH66TXnLemd6H3jI+aT4HPlK+ab4HvtJ+a3wm/GX8N/2L/+QCdgNMBi4GGgWcDfwRZBFUHbQY7BNeHkIV4hNwKpQ0NCu0I4wyLD+sPFwvPDB+NUIkoiliINImsioKi9kW1RNMjrzo9McIxh2LGYtVjS2N/xtnH3YyniQ+N70kQTchOmErUT7yYhE7ySmrfz7M/df/YAa0DFQehg54H25P5kjOSP6UYpFxKxacGpT5Lk0orSFtKd0hvzeDISMmYOGRw6HImMTMyc+iw6uGzWeisgKzebNnskuzfOd45T3Klcotz1494HXlyVProqaObx3yP9eYp5J05jj0eenwwXyP/UgFNQWLBxAmzE02F3IU5hUtF7kXdxXLFZ0/iT8acHD1leqqlhL/keMn6af/TA6XapfVl7GXZZT/KvctfnNE8U3eW42zu2V/nAs69rjCoaKoUrCw+jz0fe37ygv2FrotKF2uqWKtyqzaqQ6tHL1lf6qhRrKmpZa/Nu4y6HHN55orrlb6ruldb6sTrKuoZ63OvgWsx12ave1wfvGFyo/2m0s26BoGGska6xpwmqCmhaaHZv3m0xaml/5bxrfZW1dbG2xK3q9t42krvMNzJu4u/m3F3817iveX74ffnH/g9mGh3b3/30PHhqw6rjt5Ok87Hj/QfPezS6rr3WO1xW7dK960nSk+anyo8beqR72l8Jv+ssVeht+m54vOWPuW+1v69/XdfaLx48FL35aNXRq+eDpgP9A/aDb4ech0afe39evpN8JvFt7Fv196lDGOGc95Tvy8eYR+p/CDyoX5UYfTOmO5Yz7jN+LsJr4m5j1Ef1z9lTFJOFk9xTdVMy0y3zejP9M26zH6aC59bm8/8TPO57Ivwl4avml97FhwXPi1GLm5+O/Kd5Xv1ktxS+7Ll8shKyMraj5yfLD8vrSqtdv1y+DW1FreOWz+1IbLR+tvk9/BmyOZmOCmStP0qACMXytcXgG/VAFA6AUCH1HF44k79tdtgaKvsAMAe0kNpwUpoZgweS4aTInMiT8ffI2ApScRmajxNMO0TenmGMibAHMTSy6bAfpxjjkuTO4+nnw/PryzgJBgkFCLsKqItyiG6KPZoT4l4kISaJKXkB6l66RQZK1ke2c9yt+QPKVgpsit+UqpTjlfRUsWrvtxbpuatvkf9m0az5n4tbW2C9gedu7q1euX6+QYHDUlGGsbMxosmPaZ1ZuXmFRZtlhPWGBsWW1Y7anvYft1hzQk4k7sQXSn3ofctu42793ncJ930rPIq8c7xSfD187P11w6QCxQN4glmCaEKhUOXwsbD+yJuR16IOhadHJMZ2xiPTvBJvL8fHBA8qJJslOKSGpN2LL0oI+mQ3KGJzLzDllkC2RQ5IBd1hOao8DH1PPPjDvnOBc4nHAvti2yLrU6anzIpMTitXapeplwue0b8rOg5qQqTyvTzoxeNqq5Uz9XQ1Apclr6ielW3zqze4Zr7df8b4TfjGg42pjUdas5qyb2V11p0u6yt6k7D3c57Q/dHHwy21z/07WDueNxZ/Ciuy/fxvm6HJ1ZPTXoMnhn22j6P6DvX/+YlxSvJAZ1BoyG910pvBN4S366+mx5+/f7ByPkP6aN+Y3bj5hNmHy0+WUwaTylPM02PzuTMys2Ozl2aT/xs+IXsS81Xg68TC+cX47+5fbdYMlsOXGn/efhX84bu5uZu/KVhNDyDHsVMYBfIYHIFvD9FGWGUKEoVR/2IloUugf4VowxTGvN7Vnm2TPY+TlYuR+58njbeYb5l/hWBWcFnQueFI0XURclEX4md3RMoLi/+W+KR5DEpB2ku6SmZOtlYOTV5SL5TIUfRQolOaVC5RMVFlUN1GMkCV3UW9SGNk5ouWoJaa9oDOtd1j+j56O81oDGYNGwzKjKONfEx9TTzNw+zCLH0tLKwVrURtWWzI9qj7FccphwHnR4617mUuubsS3QLcHf00CVJejJ7QV6z3gM+Hb6NflX+xQEZgWFBTsGaIUKhlEgmjIWPRCxF8US7x5TEPoh7HT+RMJ+4up/iAOdB4WTuFGzKh9TGtLz0yAy3Q3aZjocDstKzy3Ou5jYeaTracOx63tXjNfkXC86dKC0sKsorzj6ZdiqhJOy0X2lAWUr5vbMi5y5VCp0vuPDy4mo18RJrDV+tKJIHilfV63Trza45XQ++kXnzfMPdxv6mkebplu+t8G2mNrE7qnc17yne53mAejDe3vWwsaO6s/TR8a5DjxO7I59EP83uaetlfH6g7/0L1pcar2wHfAdThi6+fv5m6R3tsPh705HwDydHb4+9GB+ZGP84N4lBop860z9HMy/1Wf6L4Feqrz8XJheHvj35fmupYjl5xf6H0I+Vn22rib9U1wjruhszu/GXgOZQ5bAbWgSDwyxiZ3CzZOPkixR4ggClFtGZKpX6Ck0/7Sa9AIMeYyDTIeazLA2snWyP2R9x3Oas4Irn1ub+xXOB14R3ji+LX4i/XcBNYFWwUEhK6ImwnwhOpFrUUHRKLHOP8J5OcS8JIFEuuVfytVQM8nZTL2MqMy2bLscp1yJvLT+vcEiRS7EZeWuZVk5WYVS5rKql+mKv194vaknqOPVSDTmNQc1ELU6tFm0L7Tc6/jqbupV6lvrk+g8N9hvKGc4aVRq7mjCbDJoWmdmYU5l3W6RbqlouWdVbB9kI2Xy0rbDbZ89i/8ohz9HQcdOp0TnYhd/lvWvxPvN9K26F7gLuDR5aHm9J8Z68nq+RfcTfx8BX0U/Z3yiAFBgSRArWCKEOGQ69GBYSLh++HvEwMifKMpoh+l3M2VjvOMG4yfgzCXoJw4nBSfRJL/ffPnD3YEfyw5RbqTVpxenpGWGHXDL1DotmYbJeZZfkOOfy564dGT367NitvHPHD+a7FKicYD2xWjhYdKP45MmjpwpKKk7fLH1U9rp89szaOcoK7krZ84YXXC+GVR2szr50pCallnRZ8Qrxyrern+tWrxGuc96QuWnZkNTY0PSzRflWeGvJ7WttLXdu3+2+t/zAoP1Wh03ncldxt+yTVz1Hez36jF5ovdIeDH5DHJ4b751dXlrdiv/O/+G2GhapTk+kIhVqJgB2GgDkdyB15gBSd+IBsKQEwFYZoAR9AYrQAyCVsb/nB4ScNlhAAWgAM+ACQkAKqCC1sQVwBr5ITZwK8sAZUAfugudgDCwhlSM7JA0ZQO5QHJQPXYEeQ5MoLEoYZYqKQpUjdd4mUtfFwrfg32gD9An0OEYWk4X5gFXBlmDXkArrCZkiWTU5G3k+ngKfTYGnOE5gJVRTylG2EdWIrVRKVLepDanf0UTTUtNepdOl66e3pe9nsGB4wejO+JOphFmNeYTlACsbayubGzs5extHLKcc53euG9yRPPI867xdfMX8/gJ7BYmCo0I3hbNEPEW1xAT3EPesiX+R+Cg5INUonSQjLTMimyUnL/dVvkWhQDFByVvZVEVKlWkvUU1CvVRTTOuodrfOVz0yfQYDFkN2I35jORNz0wizU+YdFt+s+KwdbI7ZdtmjHXQdM516XBhdPffVun30wJJoPLGey16fvId9Zv2o/E0CigKngveGFIZ+CTeOqI0iREfEvI3Tj29JFE+qOsB9sDSFMTU/HZ+Remj5cGDWXE7ukZBjjfk0J1gLPxfXnHI/zVjaV370rMG55cq8C/QXs6pWLgXVfLt8/KpePc21xRuTDdNNcy1TrRNti/eYHug8dOv06LLp1ngq+UzkuUJ/6MufQ+i35MNnP9CN3f1EnN4/p/W5/uvaN4Ul/RX8j6M/n6xO//q09ma9YeP4b89Nqe39Yyv+OEAAtIAF8ABRIAvUgCGwBR4gBCSBbFACasAt8BS8BwsQBmKFpLajnwAVQtegXugzigoli3JGpaNuoD7BXLA7fAGeRyugM9ADGBFMKmYYiX0pDuD8cQNkemQt5JLktXgR/BUKOYp7BEvCBGU8kZxYRMVDdQ2pX9/RxNEy0jbT2dN9pj/AgGc4xSjO+IQpjJmJ+T5LACs96322MHZ+9mGOEk5HLmauN9zlPN68UnyA7xX/ZYEMQVchOaSWmxXpEb2JnGJ54ukS+yWjpbykNWUIMr2yOXIm8kzyiwpvFLuUmpQrVY6oJu6NVctWb9H4oSWr7a2Tq1ul16R/2+C24R2jbuMxU5SZqLm9xSHLZqt5G35bd7ty+xFHXqdA5yZX3D4Ht9PunR79pHbPGq8s7wAfa19DPyf/tID7QZTBniFtYazhiRHvo7Sja2Kp4sLjnybyJMXu7zson3whlS2tMAN/KClzPouUPZ6beFQqD3X8fcH1wthiuZPfSq6XxpSrnPl1rqpS5nz5hakqoWr/S9dqmS6XXVWr+3yt5Ibyzd5GUtNaS2WrVRu4U3PP9P5i+9kOz0cqj3meoJ8+exb7HNuX84LwsnLAfcjsTfC76vdTo1zjlh9TJ+/OMM0d/yK48Ox74cqRVaM1mfUzGx9/L+7GHw3IATWy+nmAGFAAOsASuCGxP4Cs/ArQAB6DEWTdEyBBSBPaByVBpdAdaAxFjkSdhCpC9cEMsA98B82OTkHPYpwwz7A62Ds4NdwDMlOy9+RReCr8NQp7AkxopowgShN/UnVSl9DE0DrRGdEbM1gxGjMpMouwyLO6syWwR3N4ctpymXOb8ZjxmvKZ8VsLuAtGCR0VrhV5LDqzh1JcUcJX8rTUoAyrrLdcvfyaoqXSM5XsvU7qGI3jmuvaJjrpSASb9dsM7hr2Gq2ZmJg2mUtYXLGSsG6y1bEbdAhxwjtfcbV3o/Gg8HT3dvH56KfqnxswGWQd3BNqFvYiwiVyOjopljNuJOFR0v0D5cl2Kb/SKjLsM7kOL2TfyT1y1DfPIJ+l4Gmhb9HKyfQSmtOVZQrlz876VkCVZReULg5Ux9Sw1T6+klxncE3yhn5DclNlS16rUxvTnaF7pQ+cHuI6Lj6S67rdrfdkqCe+V7IP7l94OT3QP5T/Ruht+bvf7/VGcj48HaMat5s493FmUnoqaPrczOPZ2XnMZ/YvUl91FxwWSd+8v1su8S4tLx9dYV+p/aH84/SP1Z8OP5tWGVcjV5tW135p/sr41b1GXLNZO7nWt062rrkev359fWaDZ8Npo2DjycbGb+nf3r9P/n76+/em9KbP5qnNnq34R/nKymwfHxBBGwDMyObmd0EAcAUAbORvbq5Vbm5unEeKjWEA7gfvfNvZPmuoASjb+sYDnrb8Svn3N5b/AmQ6xqwlS6PQAAAACXBIWXMAAAsTAAALEwEAmpwYAAAECWlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS40LjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iCiAgICAgICAgICAgIHhtbG5zOnRpZmY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vdGlmZi8xLjAvIgogICAgICAgICAgICB4bWxuczpleGlmPSJodHRwOi8vbnMuYWRvYmUuY29tL2V4aWYvMS4wLyI+CiAgICAgICAgIDx4bXA6TW9kaWZ5RGF0ZT4yMDE2LTAzLTI2VDIzOjM3OjEyPC94bXA6TW9kaWZ5RGF0ZT4KICAgICAgICAgPHhtcDpDcmVhdG9yVG9vbD5BZG9iZSBQaG90b3Nob3AgQ1M2IChNYWNpbnRvc2gpPC94bXA6Q3JlYXRvclRvb2w+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgICAgIDx0aWZmOllSZXNvbHV0aW9uPjcyPC90aWZmOllSZXNvbHV0aW9uPgogICAgICAgICA8dGlmZjpDb21wcmVzc2lvbj4xPC90aWZmOkNvbXByZXNzaW9uPgogICAgICAgICA8dGlmZjpSZXNvbHV0aW9uVW5pdD4yPC90aWZmOlJlc29sdXRpb25Vbml0PgogICAgICAgICA8dGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPjI8L3RpZmY6UGhvdG9tZXRyaWNJbnRlcnByZXRhdGlvbj4KICAgICAgICAgPHRpZmY6WFJlc29sdXRpb24+NzI8L3RpZmY6WFJlc29sdXRpb24+CiAgICAgICAgIDxleGlmOlBpeGVsWERpbWVuc2lvbj41MTY8L2V4aWY6UGl4ZWxYRGltZW5zaW9uPgogICAgICAgICA8ZXhpZjpDb2xvclNwYWNlPjY1NTM1PC9leGlmOkNvbG9yU3BhY2U+CiAgICAgICAgIDxleGlmOlBpeGVsWURpbWVuc2lvbj42MjI8L2V4aWY6UGl4ZWxZRGltZW5zaW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KjIHqTgAAQABJREFUeAHsvd+PK9t1JlYt6epHbI9NSZYdayKLCNVG3AYMMEONgSCYQTxs3FAGBicI+JAn+umgXxpggvPCP6Af0sgQOA9pnDf6LWAnOAMkoU+atseyLVsTjtv2ZBoO2ozb9li2rkcQrSsJ1r3WVecrLnJxcdeuYpFNFovkVw/Va6/9rbXX/opcq2pXsevonXfe+fKXv/yTP/mTAbe1MvD1r3+drK6VUTojA2RgRQa+853vfPe7340aPz4+qvIjn/nMZ9D41Kc+pSoKa2EAxYCsroVJOiEDZOCJDCAX2bzvePvWt7713nvvfcTRskkGyAAZIAP7x8DR0VHcpKTrQ3Hd1JMBMkAGyMDhMMBicDjHmjMlA2SADMQywGIQSw07yAAZIAOHwwCLweEca86UDJABMhDLAItBLDXsIANkgAwcDgMsBodzrDlTMkAGyEAsAzkqBicnJ7FhBoHT6zQTDNlFBvaJAf3kq4DZWTnaVI0D2ydaOJenM5CjYnB3d5fwYU3ufToR9EAGdogB+aZgLxsih6Dxx31Z4vRqSOGQGdjyj87sJ1gOg6PBx1cPj5VVSYEMHCADktb1G4FvjcrChtNUiuL0CqBwsAwc4TfK19fXTgrOno7op9kbgzfOfH6+EZU3Wu+8qCQDCxmwH6eUn3lrov69tsgDCb9QVVsKe8kA/h3F9773vS1fGaRkFp9p+QTr51g1KT0QRgZ2nQH58MsnPyHLaxfwYoKJL/y+sBLs+sfj6fHnqBjoh1hnpR9lCAs/zWpFgQwcAgPy7dDvhX59VK8kSJciVU+BDFgGclQMNPVLfPrhlqbUAxu6Aj7+8Y///u//vu2iTAb2mAH95KeZo9QAu09jRcwBMpCjYrCQfa0W8sl28Fz0dAhhc88Y0BogJ0baVCE6X+ebAsOf//mf/6M/+qO/+7u/+8QnPhHFU3PIDOTi0VLnIxt3PKIfeqvhomccb9TvBwNI5dh0LtpUQbtUsHhRohJAYCVQiigoA7koBhpNgqAFQwWA8Vm39SDBnF1kgAyQATKQwMD2l4lsco8LVDGS+p0CoL1x5tSTgf1jQL8FKugc5RthvxfRSwQFUyADwsCWi4H9vEpA+sm2H1+VVbDHT02skjIZ2D8G7Efd+S5oFwTpwl6VlgrH0HZRPmQG8vKjs/07BnFfxf2bKWdEBsjATjMgPzrbmXsGO801gycDZIAM5JwBFoOcHyCGRwbIABnIggEWgyxY5hhkgAyQgZwzwGKQ8wPE8MgAGSADWTDAYpAFyxyDDJABMpBzBlgMcn6AGB4ZIANkIAsGWAyyYJljkAEyQAZyzsDkdwY5j5LhkQEyQAbIwEYZmPwCuVqtbnSYA3Te7/fJ6gEed06ZDOwcA++88867777LZaKdO3AMmAyQATKwfgZYDNbPKT2SATJABnaOARaDnTtkDJgMkAEysH4GWAzWzyk9kgEyQAZ2jgEWg507ZAyYDJABMrB+BlgM1s8pPZIBMkAGdo4BFoOdO2QMmAyQATKwfgZYDNbPaWYeC4VCdCwoZYt2pdHAVmFWViUER+80FWn1VlZAghDFW42VE5ywiwyQgfQMbPm1l+kDJTLKwGg0QlqUvfaiqbIIyalT8eJKTVQf9RbX5SCdpoaxmrkG5ghoPsWhEySbZOBgGWAx2O1Dr3lQBe984no1QcPKYqxsHQperRTm1dheK6tDtRKNYhSgApDSK3ttKoACGSADT2SAxeCJBObF3EmsCCsht0aDtuYia9oVsHpTQWDYOxrgVWldWb3jU7p0L73qRJqqdAQd3cLSyI+Pj9///vffeuutNGBiyMDeM5CHewb9Jr73hdOrhzRsP1ydNvs+YL+Z0oPPeAd1IWfjTWJHTrSbd0JTi/CvAxBb6woYVUJw8NIUTFyXeoAgG5AqeK10CujVQWFiwYpRgO1NLx8dHbESpKeLyL1nIA/FoNq+vaikYhpl43nwqu39p3rV9ov78gHVA8mJljYnadoulaNW2gVzSa/iB/JChxavfiBERxGko1/oX3yKrfqHlW6qtIL0Wg1lMkAGFjKQh2KwMMgJoN+sB92bs2IcvtoeoR40/1Vc/77rkTSRBzFL7J0EunDq1kT9eK0k1cpAAvDirUOvHyjVUMHWbYIVDGWLYsQVetO4ippTQwYOloEtFAMs9OCLGm7Oefyb5rxWgYLr9zqNWnhRoPpmX8SZn2qt0fm/f+9gj+YkvSIVxlEwZnhu1UWQYoJeERI8oEu2uCGghx/Zi+DVeM3hWU28AHUL2EKk4wE3CRwNm2SADCgD2ReD/svWSRdf+m4jGLx+M7tPMGjd16C+vQhaz8e3D/ovXz+7HWtOwnC1FgTFs5vQOkBpKJZOGt2RuVooHX/x9//dH+j0Dk1AfkzIp+jSzWFmnFrdDO5gEppwa3t1FNVbjSphAllitubJsnUVRYpDr0/cJIjiqSEDZEAYyL4YYDFnvOhfOp6/T1C5OA9P+4tvP6sM7oeQSsdBq1woNIdnbSwNPQzv7DGDl25QLxR6tfk7CMXSz33sr//m29/+tgXvt6yJTwVJiEvNGibAS55VQ/EjXapMLyAebFG8VUKWURS2cLjQ6XRTKyvAw0InFk+ZDJABMLCNR0txG7jeGbNfeZZwEMILgDOsA6Eg4Oz/3EU+DINGo9K5vDqvzt1GePzWt7/38R/5ERe+j22kRGQ97GVyNgNaGb2KSaBBXamt+ldNSlcynLVKGBddMnRKvIWlmVfy0OwlA2RAGMi8GKASXB5j9acYpvnX0cPw8Ob1oPEivEbAs6LD8xtUhFKz0Ou3ayfBvcJhjMeKbtrFWrNQbpbkWkN6H//sRz75lgL3V5BMjflJJo1O1CZNK1ukJlObvsWz4189qKC2cGjNJSQ7CkwsWLt0CNVA8CIFIF0OwOvEOqRMBshAGgYyLwa4xVuvlwutoFKpBINW+TS4xZI/1oZaWBNqIWRcBUxXftA9VYXVoVFHTcDLmsMy0hpULqDCjQTs64VgagTF6S+1odv7TZMyZmrl6MQTerVLBfUW1WiXDOEFREePghXj9WCVDtLbpRgKZIAMPIWBIzxicX19vROvbsdFRa+mlcI76xQQr90GlP1+fydY3cDU6ZIMkIFdYuCdd9559913s7+BvDpH1XZ4z9j/++PQK64YsAI1vaxYfRxakgEyQAYOjoFdKgZBgGeIbo8v/eWg3wzvIszdSz64o8kJkwEyQAZWZCDzewYrxqlmeMbIf0ug2r4JbyxwIwNkgAyQgeUZ2K0rg+XnRwsyQAbIABlIwQCLQQqSCCEDZIAM7DsDLAb7foQ5PzJABshACgZYDFKQRAgZIANkYN8ZmPzOYN+nyfmRATJABshAEgOTp4n486gkklbq44/OVqKNRmSADGTNwO796CxrhjgeGSADZOBgGOA9g4M51JwoGSADZCCeARaDeG7YQwbIABk4GAZYDA7mUHOiZIAMkIF4BlgM4rlhDxkgA2TgYBhgMTiYQ82JkgEyQAbiGWAxiOeGPWSADJCBg2GAxWCHD7XzAkiZCZSyrTYx2KqhlVUJwdE7TYtUGRjdVOkIADiauGYC0nZZOc4V9WSADAgDO/cvrHngZgzgNZDId7JXbfTdkMk5UfHiSvxYWT0v7LJIZ1AdxWKsLCN6x1VX6gSCF6kO1UQFdKm5wiiQATKgDLAYKBU7KWiCU8E7jbjeuFyZjFcrhUU1CEN7vSFZJcwFjL3KCpAuGUIHQq/KOpDaqol2qTcKZIAMeBnY3WKAl1y+LN14XnLZb54Ozw/ulWeaGfUwL5UHrbnImk/FoXpTQWDYOxoNIKVgPcAE3hyN9WPHUtkCRJbYIKuQAI6aO5oPPvjgwx/+sKNkkwzsGQM7Wgzw4nu87tj/arNq+0WvcHp1u+f1wElzTrLTXvt5tUoHL00BqOwI1pXIwDt+LMYOZ/VqosM5SAC0C4ZOr2jUiXp2YBbgdKlJSoGVICVRhO00AztZDPrNetAdxb/uGK9KDpqF5q+P2r+40wcnMXhJdjbNQbYZ0GsdtVKYmGMvApAiKCAqqDfvuF4P8Kl+1CrqR7sEbJs2KisDY51bWUdUQXqtW+2iQAYOk4HsnibCsg6+geF2evWgZKtWlaop6IvvVSWgfq/TqIXvO1Z9sy+iOgmqtUbnN7+swxyEoNkQHC+b5qyJ+vGyFh7B8aa9yXiFrUXAyPAziSBxmohKN2domEuXeHN62SQDh8lAZsWg/7J10sVXsNsIBq/fTKpBv1l+/ewW2tuLoPWyj0OgGgA7dSkH/ZdT0El4kLQWBMWzm9BfgNJQLJ00uiOzMlQ6rrz5yldC/CFtoFIyXdykJY1Ge2EIpdpKMwqDBl2yeXsdJZA24ap/hUk8sofSaTowNKeDh9FCVkBUiHMVRToa3CFwNGySgUNgILNlIizdhCfzAZJ0cDdhNkzrL0ZFtMK0HiqhqTy7DTVB9fyiUu7129Vq6TiolwstJPv2GS4H3sC8FiLGG/x2m/jih71TXfi3WPq5j/9vX3t4eCgWx+5s3/7KIELyrzdRepVCBgytkID0kpeAR1dCVNZQYFH/gtEIAYhDWlvHs9Ml3ixGAbxDoFRQOCgGMrsyCE/68Q0slFsDS/DdcLZkJPrB/dACIIeVAtcOd/XCbOXIQB6GQaNR6VyaxSfpfe/9D368WHx8fDTgPRRBqqZLEbCHcqmpqqEIYit+rGYpnwpO9hMNNapRVxB0viLbLisDppvVi4yQsEX11JCBg2Ugq2Igj//g+3d7UVGycZUwkNUhqPBmMFwO1BrBNK0P7wdyawDPil49yJJQp9fHgpA6GN82eB6ct9s33ZNWWW8yjAGP3/yp//iHg+Do6Mjg90pEsrMZLU7GnDUtOoKlA+bSq37EP/YWph6sMkFWnyI4SCh1OO2SSLRpBeDRFFcqW4DKcKKbKimQATIQx0BWy0TI8vVwrSeoVCrBoFU+DcJHP89uuveFeqETRod1HqwjVdu3F6flEBhULvTZURiEmgkmaNTHy0fhDWRcaFQu0IP1JezrhQCrRePlKCj++ZfmFo7Qv0+bplGkPEmLzuygV42VVQlBDUUQmHiWPTDiXz2ooLbqx3aJlZhjr0J0IOm13gSsAVgTHUKssHcMVePo1ZsaUiADZMAycIRVlOvr6916BzIuM3q1SdK3kzFyCohBb0LkO5A3wSp9kgEysHYGdvgdyNV2FxcB84tClh9cMeAnaZ4fJ1sQZTJABsgAGVAGsrpnoAOuR8AzRLfHl/5y0G8+D16Zh0zXMyK9kAEyQAb2mYGs7hmsn0PccPDfEqi2/f+mYv0h0CMZIANkYF8Y2NErg32hn/MgA2SADOSDARaDfBwHRkEGyAAZ2CoDLAZbpZ+DkwEyQAbywQCLQT6OA6MgA2SADGyVgcnvDLYaAwcnA2SADJCBLTMweZpot350tmXO0g3PH52l44koMkAGtszADv/obMvMcXgyQAbIwN4xwHsGe3dIOSEyQAbIwPIMsBgszxktyAAZIAN7xwCLwd4dUk6IDJABMrA8AywGy3NGCzJABsjA3jHAYrB3h5QTIgNkgAwszwCLwfKc0YIMkAEysHcMsBjs8CF1XuYlM4FSttUmBls1tLIqITh6p2mRKgOjmypXFuAqztZ2WTkOTz0ZIAPCwO7+C2sewdkLKW3WS/NiSMud4uHEK1swZAtzumzThgS9erYYyA7M9qqJYlQDITkMNVEhIQY7KGUycLAMsBjs9qG3+TFhJgpzMHG5MhmvVgqLajCQ9jqD2qbFwIltKkyUMoQOhF6V1Uo9qIl2qTcKZIAMeBlgMfDSsntKzYwa+lJ50JqLrPlUHKo3FQSGvaPRADYh2LFUjg6k01EhARw1p4YMHCADOSsGeI99Pegmv+s+wCuOX5ZuPK847jdPh+eH8sJLJ805yU577WfaKh28NAWgsiNYVyID7/ixGDuc1SeYWJjKUT/ecR2YHcXpUs8UyAAZUAZydgMZ7zZeUAlQLvCKY08lwJSq7Rf35dOrB53dPgtIdtjsDNOkvKiVetAMK36AXOhQAoiDSa+MqHsdToU4cwVAEHPRAC+e0bS2qlQYemUTjd3H6S2GMhk4KAZydmWwiPt+M7xwOCvG4VBMgmah+duj9n8ZB9lfPbIhcpzul5qoGIpJsgcgHc/JeAec3LTO4TYKFoDCvBixsl2Kly40pVeF6EDUkIFDYyDTKwOs7+DrF26z03fVQYWzfulzhEKh2R8fmH6v06hVIapVsy/izGG11uj84eDQjuNkvshxYNDmQYeIkOBINgfGSY4JHtAlm+PZ2wTSDgcZGi9SlBPX4z8WFgY9DlsB6E12JSayt64okwEy4GUgy2LQf9k66eIb3G0Eg9dvZDGn//L1s1vobi9OwmWe24tKGKYIg1a5Vxv3VTq9sBpoLQiKZzehmwCloVg6aXRH5k5B6fgfD/7dvw3dHN6G3AfCJG9GZ48u3ZxeTZoqOIDkJtzGAdAl8WCfAIszh15itoA0rsQqaisOZZqrxWMjoUwG9oaBLIsB1nDGa/2l43HGH3NYOg5aZZz5D8/akcWfysWt3hu4Gz4ED8M7yzvcdYN6odCrKWrcjerw3p/+5bvvvmvBeyxrZlQBOQ7yUlOWtOikTvEjXUt5c8Dr8iNudZpoJkwTXbo58aDpzDQKoIYMHBoD2d4zCB8W6owprjwTpsNT/DOs9KAg4Py+XVqK/4dh0GhUOpdX59W5SvKDv/7Gdz72D/7B4+Pj0dHRUh53C4xkJ3lWwrZZ28roBXLh1NSV2qp/1aR0ZceSoaPOLSa9LN7sdCTIqIenxBz1Rg0Z2HsGMiwGqASXx1gSKoa5//WE2cnToDejUrPQ67fPkwjHKX9wrwB4wWNFN+1irVkoN0tzDyH9ReHHPwbgAVQCzFLzrFIjgs2GVrYwzaoiCEzSqyZZ8a8eVFBbOLTm0hQryIoXwSLVQ1SQIKMm6k0AMpbKIog39anKqK1jyCYZOGQGjnD6fH19nck7kKfXBZVKZTAYBFgFujkb6rUCLgzOh6flFu79TgA4LlDWepOrCZFxFwGrQmE9aQ3mPIQXFuG95QDD/OqXRv/in235sPIdyFs+AByeDJCBdAzIO5CzLAbp4kpEIdFLNYhHpYDEG6+xh8VgjWTSFRkgA5tjQIpBljeQ1zCXaju8Zzx50NTjD1cMWIqav6HsgVFFBsgAGSADcwzsWDEInzod3R5f+stBvxneRZi7lzw3WTbIABkgA2TAz0CGN5D9AaygxRNIba9ZtX0zvmvg7aSSDJABMkAGYhnYuSuD2JmwgwyQATJABlZmgMVgZepoSAbIABnYHwZYDPbnWHImZIAMkIGVGWAxWJk6GpIBMkAG9oeBye8M9mdCnAkZIANkgAwsz8DkaaJMfoG8fHS7bMEfne3y0WPsZOCAGNjJH50d0PHhVMkAGSADGTLAewYZks2hyAAZIAN5ZYDFIK9HhnGRATJABjJkgMUgQ7I5FBkgA2QgrwywGOT1yDAuMkAGyECGDLAYZEg2hyIDZIAM5JUBFoO8HhnGRQbIABnIkAEWgwzJXvdQzpsdxT2Usq02GmzV0MqqVCG5FzAH4DTVjxWA0c3q08swTwO2MCunsSWGDOwlA7v4L6z38kCsMim81BeJTPZqH33Tb3KyU7y4Ej9WVs+OoKM7+vQegHRi02Acnw7M9qY3iSLVrQrwHIXZ4SiTgX1lgMVgt4+sZi4VvPOJ641LgmnwMpD1AI0YilK71FtUoybesFWpHqCBE9tUjCNoJCooQD1oVxqHak6BDOwlAywGe3JYNc/qfJZKcNZcZE2U4lC9qaADqWCdKEyU2DsatVq7YONPdq4Bi/DhD3/4G9/4RrIJe8nAvjKwu8UArzt+WbrxvO643zwdnu//yy81kUmS1VQrn1TttR9cq3Tw0hSAyo4AV46VdZ7QC7cJhjYq6zDBxMJUVj/JhgoTQwv+/Oc/r94okIFDY2DLN5Afrq76q1DebxbwumNPJYCzavvFffn06mEVvztkgyxmExkid9Kcdy5RK4XBXByKH8hxDqGPbuonKli3cb0SmO6jMIwYVVqN2FqNV5ZgtMtO5FOf+pTqKZCBQ2Ngq8Wg3yy37ldgvN+sB92Ec/9qe4R60PydFVzvsgnSnGRM7J2Ut3Ba1kT9xFkBYDfA0HTAmmRVD4yEp5qVBXX+dId2Ip/4xCdWDomGZGDXGciuGGBZZ/Idnpy1I6V3gqBTLxSa46sDDyA0ABrXAeNNcEG/12nUwjffq0WzL+LseqBa++Vf+eM/3PWjs3T8knCjqVkdCZHaVEFM0CtCggc1EUFNHD08yObovU0g4Ue74nwqYOo7/KvK1QSMJdsnP/nJ999/fzUntCIDe8BAZsWg/7J10sV3t9sIBq/fhGs41fbtRSVoQDle7okDDFrlXg2GAHd6YdXQWhAUz25CfwFKQ7F0Ak/maqF0/MXfv7vbgyO01BSQ10AV9l4rdOnmACQhQqmCA5Cm9Nq9miQbijlG97qFEl3wIN4SYHHmjj69KyXkm9/85tPHdcJgkwzsEAOZ3UDG0k14Mh+UjiuBN0fHASoXt3pv4G74EJSGMK8pxTDrNvHdRyloqxJCsfSz3/qtv/jBD/6zD30os4Jnx89OxuQli6mApsop47AmsBUrq1SNdbjsKNY2KkeHi2LSaJaKSicLz2+99VYa/8SQgb1kILNigDP6ZiFcF8JWeTb+4+4WAlwDaT8Mg0aj0rm8Oq+eFWeQx8fhX/7tB3tdCiTraTpDMtXpWxlKxSggKkguhl5t1b9qolZxmjQjWlvBR2OwmJSyRCvBLzSxU1s25oXOCSADO8RAVsUAif7y+HY0KmJxv/zaQ9BCwNQGC0LB7K4z3OGxopt2sdYslJslWXGaQL/24z+xx2d6muw0gU4Zmvy1ac7KFqbpTwSBiWfHv+NBDa03KyveIkW2XZAdpfRapXqICjKiOkRTzVVpXdkIRa8+pQtNNbRgymRg7xk4enx8vL6+3vw7kKen/ZVKZTAYBFj8wQL/RDluDCcXDjMAngiSSwksAdV6k8sKkXEXAWtHYWFpDeasw9Wi8XIUXAtoW4eQ70DeFvMclwyQgaUYkHcgZ1YMloptAThFok8BWTDIU7tZDJ7KIO3JABnIhAEpBjt5c7Xa7gb1yQOpPq5wxYA1Kb3t7INQRwbIABkgA4aBnSwG4WOpo9vjy8nvDsx0QrHfDO8i2HvJDoBNMkAGyAAZcBjI6gayM+wamviRwdyzpOqy2r4Z3zVQBQUyQAbIABlYwMCOXhksmBW7yQAZIANkYCkGWAyWootgMkAGyMB+MsBisJ/HlbMiA2SADCzFAIvBUnQRTAbIABnYTwYmvzPYz8lxVmSADJABMpCOgcnTRJv/BXK6cPYIxR+d7dHB5FTIwD4zsMM/Otvnw8K5kQEyQAa2wQDvGWyDdY5JBsgAGcgZAywGOTsgDIcMkAEysA0GWAy2wTrHJANkgAzkjAEWg5wdEIZDBsgAGdgGAywG22CdY5IBMkAGcsYAi0HODgjDIQNkgAxsgwEWg22wvqYxnVc2ilcoZXvKIPDwFHONxDpZ1mccPk5vx1qX7IzlNHWUOL0CosIKJuIkpSFgycjkXg04ARbtimrgxyqtrENQyAkDu/svrHNC4DbDwNt68e2SvcYRfYVv8jcwildXmxa8gaWJxzGcmUxeib3Kyyyi78YTblOSEBvS1N4BQG013iloACpMnc3+qhN4UBndM4dTrO0VndVYPPS2OXXg/pURFZnGyjGBxyjt7jBsZ8UAi0FWTG9mHP0qquAdJ67XpgMrw4ltxpl7x7K2yQlC3EYxUY0zUEw8D1fPXz97dVN00OmaeH1eD2/Pm7xCezJ9JUFH9Gq0V4ZSjDNydL6RmfqnAMMIcuJbfUpbkV68gkWASRzMq7fTAUCaKog37NW5aGzT6UXToR0abttiIL/FAKcM9U5Iy/iF9/YLjtO/l6Wbpd9q2W+eDs/39g1o9jspHybnSyjK5L2a2FwQ9ZzsBL3wox6sucpxA6l+4RAeQP9l6+TFyH5SPKAEVfX84vL51UN1el2hwUjYOiO40IlYpbiOanRIa+UoJ2M9dQrq1S8sDmB+auJFrdBUTqxsp2zBGoRXOfXg0q5WFDJmIIt7Bg9XV/1lp9Vv9mr44I1G3cagVTbvt0SNwFstl64EGL/afnFfPr16WDaUnOLxBZNN4huTNdt5g55ahH+9gJRKVOPC9BXUVlZz+EcoOoqEhV4VBCkA7GWDEoI6scIUEv4VmGoU1u91GrXwHXc2JCvPkE0NHzp8oiafiuLbz4LXb7wfEAyH4NWDCjJNDQYCurSpMBF0+iKIQ1UCo1NwDNEUcFQvY0X1Xo2OJYL4VKWYaJftdTCCtNO0sg4NZdSn4x8A0H70L/+vb6gZhS0xsPli0G+WW/dLz67anuR7XEY2grvh5Bvab9aD7spn93hzMupB818tHU0eDaLfT/3uJYQbtUoAx3XhjaPdRqeOEo1VjVZwceupzRJMckiaFzDQwsAUbAUTIRJp5bgUKhaGV601gk5vcoIS2j17W64niqWTgb8aYFB4jpuOhgSMlcNofBv8yDbfOZvCvH5BS0ZcAJrvno7vL73z2NiWnamV1QBKlTGiyhDmmqD937z+t//B9lPeAgNrLgbjE7HxJ21ysoXs3QmCTn16KuYBhHCgcYI23sxVwJQP/bLqmdMUPB5FfBo7HaTZF3ESDPwhD3R+67emjvfrL757YBBzwt5+D9PPUo6AOpGm1zys0TiqZZSCV9NllRlQUgPaEob6UWEGnZdWCzv08TC8C05K0zWi5PACrExUJtXA1oIgKB1XBvfDSUwSLfYaI8KzTdVbpJUVYAUhR/ezrvkpzPRO6rQdK8k6tAhxPjARALzzFRM7UyvHOYzXl77wjwZ/9lfx/ezJhIH1FoNwybOLTxBO5idnWNX27UUlaEA5PnuMA2ApaLwsBLCesk3m3+8FLybpRmsBlnzE7fgioXj2otHomrNTnBqGIQRYNcBJBwY31xKl4y/+6u/9bibcbmEQ+fZiHze2fGnjemEoGwBTMc5VmFBB8fTY+F1KKnF8KtRmECsr4AlCcnhYmZAP2nwtmB9vEQMztEVaeYaYSjpNK0w7/X+BhE/ps7KixZU2kwU7rsoJJhgasChApymxOU0v3utHke++F3zrW9/SJoXsGVjvDWSsw4SLtuEJVnDnm0wcADeJNZmHa0LV6SleeO+g3RZX4ZlTUJu4LZ69ujjFzYSwyKBe1CYYHRQjdZv4+KEUzHWhOhx1//2f/MmflEqlo6Mjxe+HgAnLt1e+os6kvEoHk7YZLhCdXFzcYbFo+gDOzFS/9hLMrGNe0ngk7PlOt6U+3Q5vOzE8WITVoNXr1wKsEd1OP2xeT45SY7Z6G5uVLUZkIcQ6Scaj14K9DqGMOokOtFQAyeNGh3M0yTF7nD8+fuf94Ed/9EejE6QmMwbWWwzGd+PkGaCg8sw7CSzwJAOMFdZ4erWbuVxuesMLgsLl1Xkp6B2fe0APw6DRqHSA0OdDxtaP3/m79z/zhS/8/fvvf/SjHzX+dlXUr5YKcYlgfTOc3Cs4OxveF+rNmlsOJBc4CSL96NFUEtW43lDkg9fT04gF4YW242pQr4fPqplaMLwfTG48uP4T2xqeHgLA46YPsMJUCN3PTWEynnoWh9Z2gvD9mXMbAVgnXqSjtDGIM0fj4CMDLlSEtP/cf7IQRsBmGVjrMhES/eXxLT4p4RqOb1sIsEb9pj421L8KHwIKvyxzG5YCgla5fF+LrlqjjjwPztvtm+7J3MNIof3oH34WZyCoBD/4wQ/m/O1aw/kS2q+olTEtIL2bM2PFWBMHg2b4TMDkXoEszs/uyUTB6soKUZgd2tsr5tIFsCOM7wZNlvtjwgtvH5kbS2E1cJe5cO2p96cMadF4nqjB0ZH5zh8m3NCa3bHAENprwWKbHIBgEpDSBbcQHFdepYNZrSljefyPaf+vfno1r7RaGwNrvTLAh7leLxdaQaVSCXAb4DS4xWo9UnirXuiMfy4QBeDxntYgCAblZmlU603l4OKuFao7cIYttMWf0H+v366Ol6JCfXhx0OqNnycMm+FTgvVOo3t7fAlHlYtQ0+tgXy8EWC0am0FR/9LkOuJDH1prLcRAGW76pYr7ztvvuZVtjHBim16YgwEeS3CzFDLXsM5msuNWHargAGCpXSILAHvosY8KgOmnYy6iWSP8sDRnQY3PLeRZ1Kny4c3r4NkrvVDAKNLjBAOl7VLZ0U+9hn8lbBFEL1bqWZo6BcEo3g4BJZqOQ6tRK0Fij83BQyM+nQAUNjaa7ByM7UopqwfBa1NicGhP6ZOwtTNw9Pj4eH19vSvvQEa2x41mvb2AZH91VTqbuzCIaixpEQe2c60y34G8VjrTOBtfDr4yTwvMG/WbzaA9++xEPgoRxbx5Jq0FU8gkhowHyQPtGU85d8Pt5DuQsSqB03y92H+46gWTR8TH/IYrAb3SXG2wvKMby1izdGD7KO8+A3io4Nlr/IY4Zib625XwCrJQwC9W7EcBD0HfXZzrRWeMj02rF0xh08Nn7z8ftGc/7zyOuGNXBmMKkdNf3p90Op3of6pIojjjf0fBK4Okg8E+MkAGcsOAXBms9Z5BRnPDzwiw6N+ePnGadtRq+2bb531pQyWODJABMpAxAzt8BzVjpjgcGSADZGCPGWAx2OODy6mRATJABtIywGKQliniyAAZIAN7zACLwR4fXE6NDJABMpCWgcnTRGnhxJEBMkAGyMA+MjB5mmhXfnS2Q4eAj5bu0MFiqGTgkBnYyR+dHfIB49zJABkgA5tjgPcMNsctPZMBMkAGdoYBFoOdOVQMlAyQATKwOQZYDDbHLT2TATJABnaGARaDnTlUDJQMkAEysDkGWAw2xy09kwEyQAZ2hgEWg505VAyUDJABMrA5BlgMNsft1jzrm6RsBFZpZcVYpcoqKEyEOL0DQ3NdSPhJ7yoaBjVkgAwkM8BikMzPPvTaHGplZ27y6kRH6W3Cib40EbJuXnBKJZwkB4DeZEDKgQgjA2TAy8Auvs/AO5GDUyJ72jkjUdqmlW2XlS1GZOkVz+pf0rSCbTPZm5okCzKQuMLeNqOGAljLuFHn1JCBQ2aAxWBXj75NiJJAZS/zgSwAR4leR2/9iC001twC4vSrkSixWf9OeE7XaqN4rfDq76OjI28XlWTgMBnIZTHAK2rxgtpRrVeoz7/aMnzhZenGvrl2ctQyfqVlPj8rmjo1ZSNOUdq0q70qACYAxcdNUL1BUBML1his0kEqRr1ZsMiKcbokZtk7XUs1WQmWoovgQ2Agl8Wg2pY1j+rtxV359fQwoETgdfb+V1dW2y96hdOr25uz4hS+73/TJ0RNoCIgz0ZtE/KyQyRsRWPzddShtbJIq3f8JDuJGsZpJMLkQeNsqScDB8tALouB72j0m+HFQnyuRwEJmoXmb47a/9Rnvn86JDvJnppDVbCTtUo1sQBHBl40jiC5Vbxpl2O7bDPqx9GskNAlQkSiwrJREU8GDpOBbTxNhMUefFOxnV49COtTzViBKwDbJ4h+r9Oohe+zn0ILzb6I6iSo1hqdr3zlMI9jOGvJ9c78bRIXjANwmsCLSVRIY+54S27KELoX/9qE4JjjYyFK7CE7vQub3//+9xdiCCADB8tA9sWg3yy/fnaLr/PtRdB62Qfz/ebz4BUUo+5J6/nVQ7V9e1FxDojWgqB4djPqNoIApaFYOml0R2ZlqHT8xTe/93uO6R43JSdinzDHsLCO86YKCeDsuyQqjc1prhCPcAI/UVo+8pGduQ5eYeI0IQNPZCDzr0eY1l+MwpX9MK2H0UMz6HQKLZlJYxgEJRFn+4fhXRDUtI0loW4T33eUgrYqIaA6fL/751/72uc++9nPWv2+ypLybOKLZkBJjqIHUqiwyig51mG0d+2aaMwYQkPV4ZyoEqbgdah+KJABMuBlIPsrgyC4G05WhzQiZPXp5nlUSGEz4WEYNBqVzuV0nWna8/jNd9/7scOoBNMp+1eHtBeC5E2bTEV2Eq4qbTK1svW5RhnjRjfHPwDRSGReDpJNMkAGVmMg8yuD0nFlgNWhs3HSl1dD1hr1erM2mmkiVwY45Q/udYK4V4B1pZt2sdYslJslMZz0/u3nPvtDCtxrwZsfoXQmLRrJpGKihpJMbRds4zKswBznaEZHjCqjGOvNyurfmmjA2quCROv1oBgKZIAMpGHgCL++ub6+zvQdyOHPCDrj4MJ1nvCu8JzmfHhabg2CoFKpDAb4i/sD498c9Mb1ApUAvZULPEU6nPiZegndCGjsfMs7vgN5yweAw5MBMpCOAXkH8jaKQbr4HFSKRJ8C4jjdZJPFYJPs0jcZIANrY0CKwTbuGaw0hWq7G9TxPGmcMa4Y8JO0dHcc4nxQTwbIABk4VAZ2phgEAZ4huj2+9JeD8dOp5iHTQz2cnDcZIANkYDUGMr+BvFqYEys8jTr3LKk6q7b9/6ZCARTIABkgA2QggYEdujJImAW7yAAZIANk4EkMsBg8iT4akwEyQAb2gwEWg/04jpwFGSADZOBJDLAYPIk+GpMBMkAG9oOBye8M9mMynAUZIANkgAysxsDkaaJMf4G8WqS7ZsUfne3aEWO8ZOBAGdixH50d6FHitMkAGSADmTDAewaZ0MxByAAZIAP5ZoDFIN/Hh9GRATJABjJhgMUgE5o5CBkgA2Qg3wywGOT7+DA6MkAGyEAmDLAYZEIzByEDZIAM5JsBFoN8Hx9GRwbIABnIhAEWg0xo3swg9t2QOgKUsqlmKQG2ireyKiE4eqdpkSIvBKhJeqSaUCADZGAtDOzWv7Bey5T3x4m+Adjm0OgLgW1vdPKKB8wrOyYW5nR5m4L3WkEpJjouBC/S65lKMkAG1sgAi8EaydyCK5tGE4ZXmIPRdAy9xVjZmgherRQW1YgV9ILBXmV1KF1iqx7Qq7L6VxMKZIAMbIgBFoMNEZu1W02gOvBSmdSai2wzNXyqNxUEhr2j0QBsl3hwNIq0/hMwFk+ZDJCB9TKwW8UALzp+WbrxvOi43zwdnh/Way+RNOWjILlYM7Iotdd+XKzSwUtTACo7gnWlozh+VA8BXXZEq1HPgtc98F6HCqBABsjAhhjYoRvI/WbhefDKUwlATbX94r58evWwIZby6BZJ08mbTub1Bh21UpgmYvED5EKHEkAUpqMkCDKuAtDUAETWwFQAAJs2KZABMrBGBnamGPSb9aCbcO5fbY9QD5q/tkZuds0VEqvkSuwhLxW+NVE/Xg9Ayqa9yXiFJQvwCcDUtyd+dGGgtYyVHAl7ycBhMrCNYoDFHvnS66m8agrN/uQ4qEpA/V6nUauiT/XNvojqJKjWGp03v36Yx3Eya8mV2MexIMRHe8VEEi56EzygS7aoE6uRgXQ4p6lIBUy9hpFDVgAFMkAGsmEg+2LQb5ZfP7vF9/32Imi9DHO/akbdRqcu5aD/cgo6CYnQWhAUz24ACwKUhmLppNEdmauF0nHlf+n/BuCPj4+h1eFtyK1gFnvv1DXhRrOtJmUVvB7ilFGHzlhOU/yI0vqU+K1GZYAlNgiqpEAGyMC6GMi8GIRp/cVZEfGHaT28AwBN5dnboSaonl9UOr2wQJSOg1a5UGgOz9oAPwzvwu7phiWhblAvFHq1+TsIqA4fuf+zr371q0dHR1Ps/v/VBKqC5M2lZi4ZFnsRxBay+lzKm4Bh61hFNRZgx/Iix9GxEljOKJOBtTGQeTFA5HdD90bv4H7ozCisFLh2uEPK15UjA3kYBo1GpXMZuWX8gx88fuEXfuFArgxs9gQ5Th43dM3W4mFiN4uR1I9e9SMy9ham5lYZla0f7ZUhtGkFGcU6F43FUCYDZGBzDGT+aCmWcgZYHTobn9PLqyFrjaB+eXVexSXA8H4gtwYmz4rejErNQq/frp0E90oC7hXgsaKbdrHWLJSbpfHlxbTz/S98/lOQD+DKQLNtXIbVnA4+rDylKvyrCVcEgYlnx796UEFt1Y/tsrIdEXr1LB4EqXgFW/+qpEAGyMCGGMi8GOCUv3tfqBc64YSw5I91omr79uK0XC60gqBycXsT3ibGNsAyETQTTNCooyZUq+EN5HJrULlAD9aXsK8Xgu6kHkDx332pDd0hbDZ7Wjk694Re7VIB5iJHNdolQ3gBC7usE+tBDO0+udciKZMBMvB0Bo6wonJ9fV1Fms33hl8Z9GpzFwGReFNAIjabU8hVz+b80zMZIANkYC0MvPPOO+++++427hmsFH61Hd4z9t0/EHe4Yrg8vp2/obzSQDQiA2SADBwgAztTDMLVpNHt8aW/HPSb4V2E8UNKB3gQOWUyQAbIwFMZyPyewZMCxg0H/y2Bant6q+FJ/mlMBsgAGThQBnboyuBAjxCnTQbIABnIgAEWgwxI5hBkgAyQgbwzwGKQ9yPE+MgAGSADGTDAYpAByRyCDJABMpB3Bia/M8h7mIyPDJABMkAGNsnA5Gmi/P/obJMkbMQ3f3S2EVrplAyQgXUzsGM/Olv39OmPDJABMkAGZgzwnsGMC0pkgAyQgYNlgMXgYA89J04GyAAZmDHAYjDjghIZIANk4GAZYDE42EPPiZMBMkAGZgywGMy4oEQGyAAZOFgGWAwO9tBz4mSADJCBGQMsBjMudk7yvhgSStmymQ7GsgM5Te1SvQrS5TShtBorqysKZIAMbIKB3foX1ptgYId94sWQSJey12lE3xaZnFKjeHW1UJDRF8K8AInKjm69WdlrTiUZIAPrZYDFYL18Zu1Nk6kK3gjieiUje00WKsVWPegQUY3jSgCK116rsbICKJABMrA5BnauGOD1li9LN57XW/abp8Pzw33ZmaZg/axkkE91CBkde0eDYDQw7VWM9EpTYWri6K2VzpECGSAD62Jgt4oBXnmPFx37X2pWbb/oFU6vbg+lHmj2lCzp5ErttR8Uq3TwFraaDOden6LUXjRtGDqWwqBR2REUTIEMkIG1M7BLN5D7zXrQTcj1eEnyi/ty89fXTlIuHSJRSq7U6LxJVntFiFo5gEkTF2BwV0B1ffADIloJJn0MEomdAmytE8gJ3tCV0BuJjgoyQAYWMJB5MZjLMtNGodkXMcw9OP3Hdnp1Nf47S0f9XqdRq2I+XiuZZ7XW6PzGby6Y8752a/YEfTbJLj/ffvN58AouRt2T1vOEchAeqPGmQ2gMqlEBQMgTA/NHAFBozAlOLHghTIemQAbIwEIGMi4GTpbBC+5H3UYQIMkXSyeN7ig876+2by8qwaB1X8O3/fYimKQjrQWB12oy09Jx5f/87d9eOO19BUh+xD5ugpKE43onelA9aJVDaL0TDO6HsXAMJFssYpr9AQBSYFOj8K8aiqwlwXYphgIZIAObYyDbewZhlul0Ci2ZTwNZJsz9o24TSQCloG3mWbk4D68Cim8/q7TG6Wh4FwQ1BcRYBagpHx187Rvf+ManP/1pBR+OIMlUU6oz8SUybHg0Qv5X2JxRNMurK4SnsgqqFMFxojAR0JsG5lixSQbIQAIDGV8Z4CKgi2+ybNNs8zAMGo1K5zJhPcIzg1ir97//wQ8fUiVAWgSfYEgFNCVXemhLowoX2+rNvkDxkp40NktgJod//EfNZArSZZU6KVWK4CCdXjbJABlYloFsi4Eny+AGwPPgvN2+wfJ0eZqAZrN4ePN6ML5TgFP+mTa8bRBr9e3PffbjBrrHopMoJZ/KfK0MDZDeLYacaruLciAWvSD+CkF9xvjxq9UKgkUgZunS4NEUpYVRJgNkYBMMZLtMhDWhbqNQL3TCqeAaoXR1Wm4NKhdoYQUJ+3ohwPpECVK4aD1eTgJsnI1QSOq9frtaDSuBz2qMgpv/5pfschNc7ecmiRJzi0uXmlIF42XBScczDJbh5lbtZj1W0iGsH5G1C3jbi6a3y1pBBkb2glfZjk6ZDJCBNTJw9Pj4eH19na93IIfZ/vWzyC8G8JhRr5a8lJ0CskbyEl3xHciJ9LCTDJCBvDCwe+9AxmUFLh2iS0lTRlFD8JO06Z2IqZZ/yQAZIANkYCED2d4zWBgOALIIFC4TRX/whMWL2+NLfzkYP7Wa8JO0NGMTQwbIABk4UAYyvmeQguXwVwRn8Th0+28JVNv+f1MR74o9ZIAMkAEyMGEgf1cGPDRkgAyQATKQOQMsBplTzgHJABkgA/ljgMUgf8eEEZEBMkAGMmeAxSBzyjkgGSADZCB/DEx+Z5C/wBgRGSADZIAMZMfA5GmifP3oLLvpb3Ak/uhsg+TSNRkgA+tjYPd+dLa+udMTGSADZIAMzDHAewZzdLBBBsgAGThMBlgMDvO4c9ZkgAyQgTkGWAzm6GCDDJABMnCYDLAYHOZx56zJABkgA3MMsBjM0cEGGSADZOAwGWAxOMzjzlmTATJABuYYYDGYo2M/GvLWMGcuVmllhVmlyiooTIQ4vQNbqpnsE73JgKXGIpgMkAGHgfz9C2snQDafzAByqL5p0sqOY/umSafLaaoTJzvbURwTp6lI1YtP9ax6FcQkAaBICmSADKzAAIvBCqTlwiQuEUeDs5nXynFI8az+nfxrm3HerN7ioyNCIwOJCfa2GcULwPqPYqghA2RgBQZYDFYgLRcmNiFKApW9BAdZAI4SvY7e+hFbaKy5BcTpV2NEYrP+nfCcrtVGoRUZIANpGMiwGEzeZylRVS4i77tPE67BwN3L0o3njcf95unw/BDff6mpU1M26BKlTbvaqwJgAlC84XlOVG8Q1MQiNAarhGzH0i71phoVkv14vaktBTJABlZgILMbyA9Xz18/ux2Nbi8qK4TpmvSbhefBK08lALDafnHveX+y62LX295c7J2Upk4x8eZxKLF5zR2ljismsgdGBQcvTfSqoQNQP+oEGgezVBMDxY21lB+CycBBMZDVlcHDm9eD4BmoxTuMb4PT8uunsNxv1oPu6KwY56PaHgXNQrM/8leLOLPd0kt61T2CRwaMplGrtOC4yWoadQTxLN60K86JVx8dPerH0USn4/VslRIhNCrYXspkgAzEMZDJlcFkgWjQKheQoudCQRe+teFmOlwlrgOwnV5d4e/p1UO/12nUqnCjuGZfRHROvFdrjc6bX5sbau8bkm2dadokjq6F6RUAwUSFNObO6E4TPnEgVSlD6F78axOCIkWArSixt34cWFzz8fExrot6MkAGMikG4dUAVodwn2A0f7Leb5bHa0ejUbfRqU/KQVRZbYfmg9Z9bTS6ORtOa0F4lQHDIEBpKJZOGl106tVC6bjyK78aVoM9TgGSE6NJ036skTQlb6pge7cuS1Qam9NcITzhBH6itBwdHa3gkCZk4EAYyKQYxHGJU/zKs7fH+bt6flHp9MKrBq8y9FC5OB9fDgzvrD8sCXWDeqHQq82vCaE6fOiP/7+vfvWrFrxnsqQ87HVe0QwoGuxFECRkb7qU3oQuHWhlwYahwYTBzW9R/05UgNuJW7x4shrKZIAMLGRgq8UA0Q3uh9EYvcoobKJ5GAaNRqVzqUtEU+QHHzyWfuEXPvjgg6liP/8mpEWZsABsMhXZSaaqBF6ZsrIq1ytg3OjmDAFANBKZl4NkkwyQgdUY2GoxwMJ+ME3iw/uB3AjwKs3kcMpvWrhX8Dw4b7dvuietsrntEEJ+8LP/6aeD4CMfyeomuQkrA9GbHyWr2tFFg7ypqVMNVQO8oxQru7c+rSwYq1lWHofm7qwTjc0qRbZTiPZSQwbIQHoGMkmUyNjl1gCXAeXCfReLOiI3S6M2bgaclsuFVrgIdHsTrgKFj4a6StxFEJPTAL9OQLWo9/rtajW8gYyOygWMsLiEfb2Ap4xkuWh8l7kN3b5uyIM6NZVViHZBI70Wo7IKClMPUWFlcLIr25t+CIu0HiiTATKwFANHuL96fX1dRWrdnQ1PF/Vq87ei3eBTQFyTNbf7/f5usbrm+dMdGSADO8LAO++88+677251mWhVpqrt8J6xsyhknOGK4fL4dv6GsummSAbIABkgAw4DO1kMwqWk0e3xpb8c9Jv4cbJ5yNSZMZtkgAyQATIQYSCTewaRUdehwI8M/LcEqu3JzYd1jEIfZIAMkIGDYGBHrwwO4thwkmSADJCBzBhgMciMag5EBsgAGcgvAywG+T02jIwMkAEykBkDLAaZUc2ByAAZIAP5ZWDyO4P8BsjIyAAZIANkYPMMTJ4m4s+j1k41f3S2dkrpkAyQgU0wsMM/OtsEHfRJBsgAGThkBnjP4JCPPudOBsgAGZgwwGLAjwIZIANkgAwELAb8EJABMkAGyACLAT8DZIAMkAEyELAY8ENABsgAGSADLAb8DJABMkAGyAAY4D2DHf4Y4H2Q0ej1XZXRrjQa69PK1tbRO02LFDkZ4PRK01FGfSZ4trZWjnOSRp/ST0pYmhGJIQMZM7C7/8I6Y6LyOBze+IjsI3uNL/oayOQMpXhxJX6srJ4XdjnI9HiJUCOBoUzKarzOHaUN28oOLNqMgiUki7QaG1jU1lotlJ9ovtA/AWQgJQMsBimJyilMs5IK3kDjeuMSXDJerRSWoEE82iuxqZV0SdPBoEthTpfqxZvd2y4rW0xUhn8v2KuMmgMW5yEKjmqeaB51SA0ZWI0BFoPVeMudlZMxEV/KXCYzseYii7nq1ZsK0oW9o1FqVK8aCOpQlepBu1QQD9aPdClAHArAUaLL0Vs/Onp6Qf1bP6qMChpA+iGIJANbZCD7YoBX1dc7QeXidtk3U+LNxi9LN543G/ebp8PzZb1tkfP1DK3ZR3KTzVAYQHvtYFbp4KUpAJUdwboSGXjHTxSToFFzFQC2cpytDmrBGi2sVHaEqEPrwdtrlTquKq3GcYWmwpIFOHFsk/HsJQObYCD7G8jV9u1FZempoITgzcaeSgBP1faL+/Lp1cPSTnfaABkEm51CmuwTtVIPmo/ED5ALHUoAcTDoo5sOByE6BPBepbVKkMUcAAhe/wm2cV2IR7Y4QFo9TmbGdKz2SR2bpq0uaUMijgwYBrIvBmbw1GK/WQ+6Cef+1fYI9aD55dQO9xKInCVJEHvIS83RmqgfrwfJSjKQAOLw0Ec3xycAdmin1/GvSDu6mmgvNOJWuzIQZHRvYOPR+02czIR0dE9az5c9cRHn2U8qA944RH4Y2HYxmJ4uFQrN/pSVmQ5fggJOpPq9TqNWRbf2NPsizs6yqrVG5998deriUP9KvsA+joCQUd/yhZigS4QED+iSLW6IpfQ6IqxUhn9vkOrZC4DScaL4pwiIRDZxrrLXpzewEImP8KBVDo2xRjq4H3qtV1Q+Pj6uaEkzMmAYyP6egRk86DfLr5/djm6KkAr1Zm2EdaCHq+etk+7opjrWhRcEw2ahUWuHdsWzm1EJyKBWLQa9RtfeQSj9zBf/5z+8/R9+oWwHODQZyUbykWRGZ/pepWBgaIUEpONTml68+vSaQCnRSq+VoYFDq3GaXoc6nAjekKKGCz2rHxuP4yeha4ZsdMOPt29baC5BwlSDsW6Ojo5skzIZWI2BrV4Z4HSp8uztYhh59fyi0umFFwfF0klwNwxvAJSOx/cWHoZ3IWK6YUmoG9QLhV5t/qsFu8eHv/zOd74zBR7KX00lKmjuSE+BZBnsRRBDyOozvStFjp25O+2F4Ixlu5xeCQN7xVhbUYpGxrOwp0xB/Mi48CyCDQMAx380sNBJeOFan1784r1H4niJvTOvJSwJJQPpGNhqMUCInivmahvLquEVdRlXCPMJX+b0MAwajUrn0ll5fXx855t/99Ef/uF0E98HVEIaclISkN7NsiDJDjC1FRl7C1M/VrmyLM51iKhgPUuEVuPIKafgtXKU2kRIOq4KTq824wV8qlEO4AxbLzBXCGjDbffhA0kAAEAASURBVLwhe8hARgxsdZkIp0tB/fLqvHpWDIb3A7kvgNWhy+Pb0Wh8wRCyEF4q3CsduFeAO3E37WKtWSg3S3NX3l//8Z/4qAL3XdAkEs1QMnWbYqxsiYETaYogMPHs+FcPKqgtPFhz9W8BqrRCdAg4F6UK4lwHVfOoc9EIUpzIHibWm3qwguNfDcXWehBXYmth6g1KkR2feOhtNBovdip0LLiw+V62yEBmDBzh7tP19XWG70CW3xlgguM1VOT2cmuA1uyHBwoYkxDqSy+xKCT3E0L0GIobCbgVN/ESImH2q7XRvzDnXKF2exvfgbw97jkyGSADSzAg70DOvhgsDLF/dVU6w7VCuE2uA7QaxBujFkjBiIdk28NikC3fHI0MkIEVGZBisO17BpHg8ZOC16p8ePM6CO8wY8EV94yn99+0WwXUDCwt+e4vKIQCGSADZIAMxDOQu2Kgt4+x9hr+6HjyUzMsuN4eX/rLwfj3PAk/SYufPXvIABkgA2RgzMBWbyD7j0HMjbbwRwae+2/wUW3jRwncyAAZIANkYHUGcndlsPpUaEkGyAAZIAOrMsBisCpztCMDZIAM7BEDLAZ7dDA5FTJABsjAqgywGKzKHO3IABkgA3vEwOR3Bns0I06FDJABMkAGlmZg8jRRhr9AXjrEHTXgj8529MAxbDJwaAzk9Ednh3YYOF8yQAbIQB4Y4D2DPBwFxkAGyAAZ2DIDLAZbPgAcngyQATKQBwZYDPJwFBgDGSADZGDLDLAYbPkAcHgyQAbIQB4YYDHIw1FgDGSADJCBLTPAYrDlA8DhyQAZIAN5YIDFIA9HYcUY9A2L1j7819/jzSozkDHmRkdJ9u/0Ok0NDPropr1RAeCoUjW218oKoEAGdoiBHP4L6x1ib8uhyvt4Za+hRN+pm5ynonh1lUZQ50/0k2asOAxiSD+6g9T4xbnThNLROOYWYJFRWFzw1JOBnDDAYpCTA7FiGJp0VPA6iuu1+ctruFApntWPCmIYN+5Ct+kBMqKOqyNGNeJT9d4h1Nzba5XwI2DZa9NiKJOBHWJgh4oB3m35snSz9Lst+83T4fn+vwctmuPS57X1fl513GhIyw7keLBNHQU+VRYA9o7GjqtdorQ+FeZVOoZRsFrFIdWEAhnIIQO7Ugzwvnu85XiVN5pV2y96hdOr232rB07qcRKQ9trPnFU6eAtLL1uHVk7vYSFS44R/K8cZWpjFaHgqaK9o1LnonaZj5TQt2OnSUSiQgZwzsBs3kPvNetBdOZvjPZov7sv+9yfn/PAkhIcEZHMQkGnSUNQqMgSuwOAJW7Mv4unVQwQkCvEmYaTwLEao6+Nt7FZGWOOxkWAwgBOyE6REa/cOXmLUvdMr3lSpsOi4ghGA4imQgRwysKFiIF94fN2n33x83U2SESJUgRP3cbpRhZOG+r1Ooxa+5jgOIP6mY3myTLXW6Pzab+SQ/3WGhAwlyQh7J1stMwzeNT3qNoIAlBdLJ43uaFEV1kHTjVJt315UgoYU9+LZi0aju/Ta3/xIkmolDOlRKuaBYb1UmMiyd2Awj24OxjYt2OpFxhAC0KGjGGrIwNYZ2FAxkC/8oFXu1fA9wJe/Uy88D15N5F4/nHf/ZeukCw0Sz+D1m7AaxKQhrQVxgAmLSVmmdFz5l1/+rQlwf/+ATkk9cVP05r4oGBdT3aBeKPRqi/K0DidDR115NMWzVxd3dbkc6PeCcZ33wMYqCRh7tKxs8RhaNqv0yhYGGRjZK1iHiBMUaQULtnrKZGCHGNhQMRAGKhe3mksqF6/OihNi7oZh6kfCGfciTxvComnoYXhn+kOz2DwVn2VwjvvW8M+xWVf7JyMrIbth752apELZewFG+TAMGo1K5zJ2iSjEynBq5SRW1UeF8IIg9P1w1Ts+D6/5YjeNGQgrxxpMO7zBSNaeQvx/dZSo4DcwgXkHhVLG9fbG+aSeDGTMwEaLwaK5yLpOuTWYAy5MQ0mAhCzz+Bh8+qd/em6ovWhoRlZBss8TJofluOfBebt90z1pJd1s8WY3SXzYJwZQPb8IWuXyfU1PETxwr3/g4vQeF/MqGIqthAdZSZsHzq5CZDpOr9MUTAJyPGx4IcKNDOSWge0VA1QCPB+Eb0m4gqybJw3hpF67x7cNkvNUbJb5bvEf/pBxtAeik8gkzcm8rAyNzVZW9pGAQzCtz1igCwKs8C11g1cSnxNAdKCwbIf3JaI9S2t0RgmWwKBXkBAkPDQhSFfUNuVExFt6cHQgashAHhjY0KOl/eY4nwzKzdKo1ouRG/V6udAKKpVKgLsLp8Htq+A5oJULEDNOQ1i1DrpYS6o16r1+u1oNbyD7AEGzUO/gTqesSYVZptVzsgz8/bdfaueB8XXFIIkM3uLSGfQ6lpVVCcGXB8M7N2cCKrZHo+VIswNZ2Q6q8vFF8hKRAhcIOpCdjsjapQJ8SRf2osReZTuSwFTjNEUvSqcLTTuceqBABvLMwNHj4+P19XXO34GMqwjcidb7Dz5C+1dXpbPJkoOVBZvCgc/pU3R8B3Iyew9XzTdvt5MWiZLt2UsGyMCaGNildyBX2+E949jFClwwFHqlaV7BTcng7em96pAsdGNBKrGUrIlTuknDgNwqwmLf9IilMSKGDJCBzTKwvXsGy80LzxDdHl/GlINwYSPM9d4s02/imdZFj8ovFwzRT2IAxxIbD8mTSKQxGVg3Axu6Z7DuMEN/SPkL1q/DLBOBVNur/BOLTUyAPskAGSADuWVgV64McksgAyMDZIAM7AMDLAb7cBQ5BzJABsjAExlgMXgigTQnA2SADOwDAywG+3AUOQcyQAbIwBMZmPzO4IleaE4GyAAZIAM7zcDkaaKc/+hsFynmj8528agxZjJwgAzs0o/ODvDwcMpkgAyQgSwZ4D2DLNnmWGSADJCBnDLAYpDTA8OwyAAZIANZMsBikCXbHIsMkAEykFMGWAxyemAYFhkgA2QgSwZYDLJkm2ORATJABnLKAItBTg8MwyIDZIAMZMkAi0GWbK95LOcFW+IdStnWPNgidxh0EeRJ/cn+nV6nqQNDH9201wqAOU1Hg16rsbI1pEwGdoWBHfoX1rtCaXZx4q0AyEGy11HRVFmE5DwVxTvmyU11/kQ/yaMk9woJyRjtdeLU+BWggu1yrBQDQWEqQJmAt7aUyUB+GGAxyM+xWCUSTToqeL3E9dr85TVcqBTP6kcFMYwbd6Hb9AAZUcfVEaMa8an6hCGAgR/ZA+Y10V5lQIdO8MwuMpBbBlgMcntolgssmrC2lZt03GhIy00pkoWtQx0FPlUWAPaOxo6rXaK0Pi0svaweVHCGSO+KSDKwRQa2XQzwpsp60E1+1334EuOXpZulX2Lcb54Oz/f27YpO6nESkPbaz5ZVOngLSy9bh1ZO72EhUuOEfyvHGVqYxWh4KmivaNI4d0y0qbbQRP0rjAIZyDMD276BPH5TJV5fHL+hXOAlxktXAjistl/cl0+vHuJ973IPEpDNQZhKmjQUtYpwgNILT9iafRHjKRRvEkYKzzKUvKm6UBi7lRFi3m0dCS2FQoJB9A7WCVKitXvBw1CQ2hRX2MsmeouBZtoZ/hWAs7e2ThebZCAnDGz7ymARDf1meOFwVlyE8/ej1ATNQvPXR+1f9AP2SosMhaSj+1XnhndNj0rhBVutWgx6je7CSzLJgDJ0ikGr7duLu/L9C7lmO3vRuA9WKfVmJAnAKMKFI288FmllTe4qiDdpel05w2nTuhWlmqugYApkID8MbPTKQM4BcQY4PRnEGaA57wwCBzCPDEnq9zqNWnjhYMw8p6tT/56TzWqt0fmd384P4ZuNJC4J6qjIR9i0GSeginaDeqHQqy3K0/AmGVOGjnM4py+evbq4q8vlQL+HojPXO98YxzuJ2coWhaFls0qvbGGQgZG9F5xeqYFBSG9FJBnIFQMbLQbhOWAlGLTKvRq+c5A79XDJZyL3+ljICQHYokj0mloQhKer3UYQoDQUSyeN7mjuXoCY4yQ2vIQo4mSz0dUkVvqZL/7W4F+HgxzAhmQEduNSErp0W0TGwzBoNCqdy8RVNhlOXcG5yslCeIxC3w9XvePzpFoQJmvZ4HAqphoF4GgMCBhbVJ+gAR6uxCrOVgPzDirm4idhIHaRge0ysNFiIFOrXNxqZq5cvNIln7uhu5pvkWHvw/DOspN0uhp/sona8da//6u/+Zu/sa72SdYso4Imr1WniYuv58F5u33TPWmVExb0vbkPYciWOHr1/CJolcv3Nf08eOBe/8DF6T0u5lUwFFtEKH4giGYeOGkl96qJzFf2qrTCeFhPcbIYymRguwzk/Z7BPDt6unpejeSQ8GSzcHl1Xgpwstk2do/Bu999/0c+85nHx8ejoyPTsfOipCrsZSY2qVkZvYpJMWdUgnJrULkAFKt02NcLC5/3sm516ORBw+PV6iUuEVmvSXLyQGIpGEVKkGhCkL13AO0VwYuBUrzZgeKQ1JOB3DKQ62KAk/rgXqkbn66+umkXa81CuVmKPo6Kk83LcrmMNaQzNQqFx7/5zE98An/3sRJgWnF5ymYoK4eUTDdNjlMF/oYrchMCi+3RyNZVg4oR7UBW9sKPL5KXiLxGHqUOZKcjsnapAHvpwl6U2KtsvTu9ArMA68rqvd4sgDIZyCEDRzhfvr6+3sw7kHFft94JJ438XOt55EqlMhgMgmD614fE/QasMk1PV29vzoYTr3DaxrNC9U4oTNadMaLgZ1RD9eZLo//pn8002Uh8B3Iyzw9XzTdvtyMXeMlG7CUDZGD9DMg7kDdaDNYQtCe7u177V1els0lSsbLgUjhwHa6nzWIQxyMOCc4RcINo7iGAODT1ZIAMbJgBKQYZ3EB+0jyq7fARx9h7mLhgKPRK09NLPJsSvG1/koDuy+PZ7esnRULjdTEQ/tBwNP842Lpc0w8ZIAOrMpD3YhA+dTq6Pb6MKQfh+na4RISTTWx4AmZaF0I++k08x8qzz1U/GrQjA2TgkBjI9Q3k6YFAyl9wGzM82YxAqu2bxEfYp+75lwyQATJw8Azk/8rg4A8RCSADZIAMbJ4BFoPNc8wRyAAZIAO5Z4DFIPeHiAGSATJABjbPAIvB5jnmCGSADJCB3DMw+Z1B7uNkgGSADJABMrBBBiZPE23mF8gbjDv/rvmjs/wfI0ZIBsgAGNiNH53xUJEBMkAGyEAGDPCeQQYkcwgyQAbIQN4ZYDHI+xFifGSADJCBDBhgMciAZA5BBsgAGcg7AywGeT9CjI8MkAEykAEDLAYZkMwhyAAZIAN5Z4DFIO9HiPGRATJABjJgYCf+a2kGPOzkEN7XK0Ipk8E7A7KZlROG01xXDHFudb5xA2XGQ1wA1JOBnWCAxWAnDpM/SKQ5SZE2IUZzn+2NOorio5gEjQSQAFi5K71n5cGOJebJc7d4ymTgwBlgMdjtD4CmchW884nrfWKuFHN1oqNENd6okpXwBj/qE2B1K4bSpQCn12KSB2IvGSADYIDFYE8+BtFUqFlyozPUUSQA7B3NU0a3rlQWhwvnGwU8JRLakoG9Z2BXigHeZvyydBO+4XKprd88HZ7v55svNdlJllyYK8GbmkB28EuxGgeG/0241eHUvwraBcHOzuopkwEykIaBnXiaCG84xtuMl64EmH+1/eK+fHr1kIaKHcMg7TqZN002jFpFpo26C0/Ymn0RU/Mn8cAy4tMq5H3VhcLYrYwQ84briRUcOjN1msDpvETQph1Y5HBmCyKMGlFDBvafgR24Mug360F3ZN90v8xhwduRg2ah+ZVR+79YxmwXsciASHO6X3UKeOP0qNQs1INatRj0Gt3k67FoYl0UQLV9e3FXvn8hF2xnLxr3QXKdh8OEuTgBOE0YWnPhB0oVEjyziwwcFAObuzKQE8DTq6smvniT80ChVk89ce4ZaiZtnCnak8bpOWO/12nUwuUhNfOesVrTCXR6vlmt/fKv/L9/KGPv+X5RIg6TILaFLKCEdoN6odCrJefp6Sm5TbgLnQfFs1cXd3U5PP0eik6CiUYLQWbngKHEBmWC4JiwSQbIQJSBzRWD8ASwEgxa9zV8S28vgtZzWa3pN8uvn92G39xuozPOCGFuqASNF2fFMAc1ApyM4jqgePbi4uK2HUxrARQ3YW+A0lAsnTS6o7l7ATKcmIa2jUZX81jp+Iv/z5/8cXTy+6eJy5gyU0mXsl8094dh0GhUOpcrLbFhiGT/4QEKfT9c9Y7P42uBTCfZFXqlYGAfFRxbBCawhRE6hmySgb1nYHPFQKirXIy/68W3n1UG90PocKJfefZ2Meytnl9UOr3w4mCaG3D6Pwwqd+MMhDwRvF18GN6F0OmWdMYaf76J2vH+n//1e++9N3WzV3+R3SS1qSAp7wmTxEXY8+C83b7pnrTK0wusJ/jzmOLgB61y+b4Wu/6n04G1ytGp2S7hAXsV0OsMrr2Onk0ycOAMbLoY+OiVqjDfE+aG128eHt4EtZsXJ62X/VDy5YmkM9ZpTYmcbz7+4E+/9q0Pfexj82PufEvzoMxEMmBUhgZI7+ajAJWg3BqMe1C5g6BTnyzn+cAzz97eBGV4sMKrvFiITgeRqww0ZGjUzHapUgHeXoVRIANkQBnI6Abyw5vXg8aL8ItfrTWC+uXVeRWZfng/0GyAa4egXH5+cXsTFINGvT6WcM1QOgnuNdrxGeurm3ax1iyUm6WRLgRNEagpl+VyGWtIZ1OV/B3+0CffmtfsektTpJMcdV42D1pZARA0aRpluBw3Ya/YHo3apssjqmfrSmTt8piNVcdy2RjXPdbrNC0Knh29M5bTtLaUyQAZ8DKw6SuDQauMr22h3DqZLuGHi/tYIAi1l8e3s3QenimG9w0QJgrGdCkplGUpKbwr7DtjHd851qUM7/kmTnD/+T/5J975767S5jvI0U2nhi6VHSGhy0F6m9bckW3TayvLgN4uq4zzs6ze+qRMBshAlIGjx8fH6+vrajX+cj1qlFITZm/cK567z5vS1MKQ7Xu16EXAHOTqqnQ2WVTqG1kwKRxYZ2uS+/3+RlhdU3hbdIPjUe8EFVwE+tYBtxgYhyYDh8nAO++88+677276ymAN3Fbb4VOOeu7vekTJKfRK07QSOd9E99wFiGvOduYM4CkAbKwEmRPPAclAEgMbKwaTRR0sE6X+AWtsnMget8eXMeUgXOIOF5vGy0X4pfL5tC6E7vpN/HSZaSeWWXaQATJABoSBTS4THTbHXCY67OPP2ZOBnWFgZ5aJdoZRBkoGyAAZ2FkGNrZMtLOMMHAyQAbIwAEywGJwgAedUyYDZIAMuAywGLiMsE0GyAAZOEAGJjeQD3DmnDIZIANkgAwoA5N/R8GfRykj6xL4NNG6mKQfMkAGNsoAnybaKL10TgbIABnYJQZ4z2CXjhZjJQNkgAxsiAEWgw0RS7dkgAyQgV1igMVgl44WYyUDZIAMbIgBFoMNEUu3ZIAMkIFdYoDFYJeOFmMlA2SADGyIARaDDRFLt2SADJCBXWKAxWCXjpYTK14W52jQDF8hN96iXfnUINiEwLRXJuXsraEiRek0oVTbBCvtipprlyNYpJUdGJtkIOcMZPQO5JyzsKPh4RUxyD6y1ymgqbIIyRkqinfMN93UWXgH0t5onHZewoPXg1WKN2gcW8FEh3CQDsAOamU7ImUysCsMsBjsypHyx6npSQUvLq7X5sR5Q3k35aovpwytg27yu0rNeHHhCSS5FxiZhc5F8VGNjikYABSsXVFBwU6XtbWyA2OTDOwEA/ksBut6Sy5et/by/uTu+Hz/X3amiU8/dk9IT+AtzOWjavi+umYpdVKXsSd1pKGReIVowAqzkUu+joItBobaFKRYicOorfQqUmCOByitE8HYvXUrsnhQvTq0VpTJQG4ZyGcxqLZvL+7Kr5/GGnIS3n580y5COL3yvX398fHx/fff/9jHPva0gbZj7SQdJ/Vorw3OKh28hQUPb14HF6/wKtGgePaiUej129WwkXYbv6X0tHyfjPcGgAi9eriyejuR6CgJTrRLBNtUPzKQdqneERQGvcqO4JiwSQbyzMDe3kDuN3FuKxcESE4v7svNX48ch6Ojox2tBJgK8o6kHp0W8pfKcULUKopELRiclIrSUTqu3A0foqANaBbm35RjCi3JbCh1gEWRoonqnQAAsGNBTjBBV0Kv45lNMpA9A5soBjgTx3Z6dYW/p1cPAdYaQgW2sIVtCngQoVCYvet+ii23BkrGVDfF+cwVM3HV73UatdnpbLXW6Hzlt9XjfgqajMC0Jrs1THVwP1yDlwUuFsYcfn6mW9TXtGdWDpUNCxalgEUPDTaLURl6ILXpCOhSw2QkDAW8EOYMwSYZyJKBTRSDcJGnEgxa97XRCOfm/ZetE6w/j7qNYPD6TVgNpoByD4gRwJ1efzzpfrP8+tktdCF4slldpx7m+qh5vfA8eGVdObUgCErHX/zK7ay+TJ3v219wYJNUdHroxRbVJ2kqxyXbPa3gWsL7V1LjLWg5GSEh8mQbAHSLIhO6vGBVjvmYI8QGA7eKdATpUnAC0jFkkwzkk4FNFAOZaeXiXM7MsUrTDiUsOMxxULm4HetD5Xgl4uHqstN4cTZen1Aw0nrl2dtjXfV8VjaC8DkXNa9cvBKziauH4d3cUFj8Lp38R3/19b/927919HvWlNyEvXdemjGTM1fx7WezpaHh/WzJKHT6cNU7Hpfr0e3xJQbCdhnI8fGOuVgJD8nxLHYRg0jjVjixDtJYAT+eesizCtaJI8OnwFI6d8zZJAMZMLC5YmCCl3NJu/JjOheL61mmePzu9/7+h37sxxYPt2sITaYqSOpZfR6oBkHrZXixNq7PZrktvKXcntTd4tkNBsL2lEe1NOaF0Uoylf1CcBzAOxyUcfioXsGYOHrHBMyuHtD0DhFFRj1TQwa2y8DmnyZCJcBDPaNREcv6yQ8I4ew9aNWbtbknGbHaH9Qvr86rSEE4S7U3AuKZCz1FHmb5+qd//K14k13skbzjpCeZiKQqnZRiVJMoFM9eXZyWwxyJ66+b2a2XRCPtxBGvd9CqFxb81EDjd6JVTyosBKScoONHmo5SB4UgEVqNlWEo46qH9DOyfiiTgTwwMHkH8lpfezlNBpNfLE2blUplMBiESjzbM84WQaM7qvUkc4Rye/xcu7l17CjDzISaMHXomltXkHFDQteRQpv+L43+x1/MjvNNv/bS5ilJSc7cnAzl9ErTOvECNqe0Q0fjTw5e8QJzXFlbxG+bFq9OdI6KhEZ6rcZRWoAEIHvxZmX1T4EM5JMBee3lJopBLuaL7G+qwXwrkwA3XQwymQQHIQNkYP8Z2PN3IFfbXaxTjB80xfoUFqpmVwn7f2w5QzJABsjAkgxs/p7BkgGtDx7+EPbqtNns3R2/eso9zvVFRE9kgAyQgbwysMfFAJTjgZd2XplnXGSADJCBHDGQyaOlOZovQyEDZIAMkAEPAywGHlKoIgNkgAwcGgMsBod2xDlfMkAGyICHARYDDylUkQEyQAYOjYHJ7wwObdqcLxkgA2SADFgGJk8TrfUXyNb/4cr80dnhHnvOnAzsFAN7/qOznToWDJYMkAEysGUGeM9gyweAw5MBMkAG8sAAi0EejgJjIANkgAxsmQEWgy0fAA5PBsgAGcgDAywGeTgKjIEMkAEysGUGWAy2fAA4PBkgA2QgDwywGOThKDAGMkAGyMCWGWAx2PIBeMrw8rKtlB4s2Mopzb2wtfiBk2X9JODHztydE7w1t7KFefXi18IgO0inqWCrt7ICRLBdVnZgbJKBtTOw3//Ceu105dShN2voKxvR65WdyXidKEY9qEbcWue2S+Wo4LiSptePtV0IULDjH4baFRUA9nq2evXgeIY3r60dRW0FjL04Ub36tK6sbL1RJgObY4DFYHPcZupZU4wKOrymG2isrAAV1DYqKAaCJDLBYG+bApMukVPmNfFjDe2IkBcCFC/xaDNOsDCVbQBxsjoUq6it1WjYUIosApyoIA4XDqfjUiADm2CAxWATrGbhUzKOk1CiAwtM9CJL0lG9zUFRc0djPWiXdbiUN/WwUNBoowJsnUGdppoAqTIEwGQvo1t5YTwK0LHEs3UiGnUOQTTOuBZgZfGsTnQgwXBPBtbOwM4VA7zavt4JKhe3+iZLvOL4ZenG84rjfvN0eK6wtVO3ZYfenBKNyeYUlR0hahWnUcMoQLqi+pQaSaOyj5pY5w5G02VUUD/SBSfiRz2gKbJqxETwkAUPQTUCUL00Ze840S4ZxRrquBYDWUYR5+pNBQVTIAObYGDnbiBX27cXlRkTqA3Pg1eeSgBItf3ivnx69TBDH6ak2URzjQgrs4FsJRs8TMWR4w1DyAb9VAz/OrA1NhEJvEUDS45QwpO9hqdONDzVqKBdKqBL/KhGBLiVLuxlCNHocA5M9Ap2vKEJgGCiXdSQgZUZ2Lkrg7mZ9pv1oDs6K84pTaPaHgXNQvM3R+1/arT7JCIpODnISRMKwKwlvwh+NRIc53DiaNS5RqWaKHiFGGQ6dlKOExuPlW0YEolqErw5zqNNO4T0wq11aGUAbK+VLczqvSMCAL01icKoIQPLMrC5KwOcs2M7vbrC3/HpOZZzQg22Zj8McwoIz9xVdoQpNsRP7cutQdjE1u91GrUqhGkXPIs4ux6o1n75V77yO2P4fu3AIyYkeUEEyHaT6UIDAWARZC9d3r0i0QswmtgUCY3dBONoFJxewBBwIt7scHEeAI6DSTBiqD7VD6zEUDxoUwTpUnAaQYaTgeLwziiARYcTD9CLkOwwbiDqycBTGNhcMZD1nEHrvjYaYeG+3yy/fnaLD/mo2+jUw3JgF3xUnlqVezAbYUWo0xtXDpSLmf1kwloLguLZDdwGAUpDsXTS6IYDTlkpfaHyf3zld6et/fmbMl9EM1ECBZqMFBMesHGaVo0mMghQOk2FbUKIhhcdReKJ6kVjp6OyFeIMl9JbxsS57uFHZRHEs4atQtyIsBIMhDgM9WRgBQY2VwwkmMrFeXjqHp7EV569Pc7Q1fNZio+JGPeH9TbA3RCXDg9Xl53GC8nwpWO5Z/AwvLPmWBLqBvVCoVdT03F3sfSz7/3xn2Gz4L2XkS9kjpIybN6BXhJKNJtENV6ixJuzjyIRQxqHDgwmGrz1GYXZXpUlKjTFiXiLC8M7kLoSwRnX6U3ZtANB1k3NJUINXvRxwTswdUKBDDyFgQzvGQzuh0GgJ+xPCTrG9mEYNBqVzuXVeXV2YRBiv/mt733y859/fHw8OjqKsd1nteQUzBCCzBPJyJtooE9DREpYSlcaleKjsUnACvAKEpXGJm7FMM5cMXDohOE1dDCw0uG8IXmVUScCg168KcAbg9cnlWTg6QxkVQyqtUZQn6Tp4f1AlvqxpKMzgDIInmnTEUJkq96sjcxZf6i7VxzuFeCxopt2sdYslJslCwy+XfzcPwBwvyqBTUOaR5QOFWx+cZKLWGnqgYmV1QMEO1YczGJUVkG9iUYGghw3IvTaq4I6sSGpBxW0Vw0db+IHvSKIoTRVFkEMBWb30guNCuoNSseVGCpABdGLB8dExpUuK4sJ92RgEwwc4Xz5+vp6A+9Axq1g/CAA2/Q3AUjXcu93qkCfgoJKpTIYTO8MowcL/7XexAPkdlXNQ5/YBIBbC6gP0jf2O5wMO7YJcRhCQGEjw43vQM6QbA5FBsjA6gzIO5A3VwxWjyy9ZYpEnwKSfrxlkCwGy7BFLBkgA1tjQIrBpm8gb3Z61XZ4z1ieVPWNhCuGy+PZvWgfhDoyQAbIABkIgt0uBuHzqaPb40t/Oeg3w7sI8/eSeczJABkgA2TAw0BWN5A9Q69LhR8ZtL2+qu2b8WOt3k4qyQAZIANkYMbArl8ZzGZCiQyQATJABlZmgMVgZepoSAbIABnYHwZYDPbnWHImZIAMkIGVGWAxWJk6GpIBMkAG9oeBye8M9mdCnAkZIANkgAwsz8DkaaIN/AJ5+Vj2y4I/Otuv48nZkIG9ZWAffnS2tweHEyMDZIAMZMsA7xlkyzdHIwNkgAzkkgEWg1weFgZFBsgAGciWARaDbPnmaGSADJCBXDLAYpDLw8KgyAAZIAPZMsBikC3fHI0MkAEykEsGWAxyeVgYFBkgA2QgWwZYDLLle62jOS9QFN9QyrbaULBVQyurEoKjd5oWuay8RlfLDk08GThwBvbgX1gf7hHUt+PaHCovzrWk2F6rF1nxgHllx8TCnC7bTBjUjuLEgK6U/u1YlMkAGXg6AywGT+dwmx40sargjSau16Zsi7GydSh4tVJYVKNdMEevbapDUTo+BS8Yr5WaUyADZGCNDGReDPBO4noQvuA+aRJ4XeXL0o0H02+eDs/58jIPd5qOtW+pTGrNRbaZGj7VmwqaxB2NBrCUYJ2ovJQHgskAGXgKA5kXA7yncpQcMMoFXlzsf0lZtf2iVzi9umU9mC3cS+p0EqhN7kq3VTp4aTplQJUO2DqM61JMgmDjERg0T3GYMBa7yAAZSGYgdzeQ+01cOCTkehSTF/fl5m8kT+sAepE0nbwZza1RGqJWitFELH6AXOhQAoiDxel1RAg2HuDFIfReWyi9euuQMhkgA6sxkEExwJqPfItPrx5w1o8tKhQKk3fa93udRi1cQlKrZl9EGE2mWK01Ol/9ymrz3WcrTd+gWLNqyglbE/XjtQ0P4HjT3mS8wKZG4V81tILoFRaNH11QYovzYL1RJgNkYFkGNl8M+i9fP7vFd/j24iQIqu3bi0oYowiDVrlXG/dVOr0+1FoLArzmftRtBAFKQ7F00uiOzNVC6Wf+8R/c/UHohts8A5IrsZ9Xz1qSbWftqSQmknChS/CALtmmpqn+To3Cv9ZA41FA8ujWljIZIANrZGDz9wxKx0G9XGghnbfPEPj09H48h8rFrd4lvhs+BKXhXRDUdHpYEuo2kS5CW1VCKJZ+9kf+9X/4+7//+7feesvqKUs2l32UDScRWwBMpClCAtJaqbwsXgzFSoeGMi5ydAG8WmwaJAUyQAYSGNj8lUF4io/Lgru6LgUlhON2PQyDRqPSudQlIgE8BqNvv/eht956fHx0LQ6vrQlUBc2b6cmQvIy9CGIIWX2md7Uy0o4FOepnHN3chUUUQw0ZIAOrMbD5K4PJ06A3o1Kz0Ou3z5PixIJQcK8A3Ct4Hry6aRdrzUK5WbKPoz7+6Q8VPgzg0ZGiD1CQ7Kl508njlhDFWKUjS+qHUv2of9WgN40rx3Oapri1zmX0NLbEkAEy8HQGNl8MggB3BgothIrVntLVaX0AzfPT14NBKIRJvtYrt1Ru1FExqtXwBjK0lQvY4UYC9vVCMP15AhSnvzS3cIT+Q9s0V2oSdxiwGdzKFqbJVwSBiWfHv3pQQW3h0Jpr0yvI6DoQmiKrWwFYW9VQIANkYHMMHGGl5fr6Oj/vQMbzRrinrHcSfDNPAfGZZazjO5AzJpzDkQEysBoDOX0HcrXdxUXA5EFTz8xwxYCfpCUWC48VVWSADJABMpDEwOZvICeN7u3DM0S3x5f+ctBvhncRzopeQyrJABkgA2RgRQayuGewfGh4Asl/S6Da9v+biuWHoAUZIANkgAzMGMjhlcEsOEpkgAyQATKQDQMsBtnwzFHIABkgA7lmgMUg14eHwZEBMkAGsmGAxSAbnjkKGSADZCDXDLAY5PrwMDgyQAbIQDYMTH50ls1gHIUMkAEyQAbyycDk0dL8/AI5nzStEBV/gbwCaTQhA2QgewZy+gvk7IngiGSADJABMsB7BvwMkAEyQAbIQMBiwA8BGSADZIAMsBjwM0AGyAAZIAMBiwE/BGSADJABMsBiwM8AGSADZIAMgAHeM+DHgAyQATJABlgMdvkzYF88qfOAUjbVLCXAVvFWViUER+80LTK9vNCJAiDYLf0QRJIBMpDAQD7fZ5AQMLtmDOC9wUiLslftsi8TVry4Ej9WVs8LuywSHmzTyjqio0wY1CIhq4eEURwTNskAGUhmgMUgmZ+892paVMEbcVyvTaYWY2XrUPBqpbCoRrtgjl7bVIdqFafxWimYAhkgA2tkYCeKAd57/LJ043nvcb95OjznWzDDz0M0sS6VSa25yGKuevWmgnRh72jk02n19vNq9dZQZQtWVyoITIaOIqkhA2RgZQbyeAP54eqqP5tQv1nAe489lQCQavvFffn06mGGPhwJCVE2mTKypN28PEwtwr8OQGytK2BUCcHBS1Mw3i6YREfxIhcqo2GIJi6qhQ4JIANkIMpA/opBv1lu3Wug/WY96Cac+1fboxd/8p//97+rBgcjaIrUGadJvlEray7pVfxAXujQ4tVPggCHYhLFoMvZLAZdtpksi59kDHvJABlwGMigGGCRR76eegqvGuihxLn/WLga/613gqBTLxSa4dVBv9dp1KoQ1KTZF1GdBdX/utH5yledeR1iU9M32IzLuXG8WBP14wUDKZv2xuGjMUQ11gl6dVO9FTCuNKcheCoEusSJgq0HymSADMQxsPli0H/5+tktvp+3FyfjIJDLy6KBqhKqqu1QGLTua+HXOJQb3dEoXBjSWhAUz25G3UYQoDQUSyfoN1cLpS/8o//9d1gNQirBn2TDsOHbJI1Ge2AIpdpKMwqDBl2yeXtFKaPoHkqVRUiwjXbBBCNCL3sVJAz0Rk2oIQNkYFkGNn8DuXQc1MuFFvJ3+wzRPbx5PWi8uClGAq1cnIeXAHZ7GN4FQU01WBLqNvHdD12pEkKx9HM/+F//4i/+4qc+97nPWf0BypI3ZR+dvibTaBdMRClCAjJqC42Dd5px8eiIDt4ZIqE36hng1abgDMomGTg0BjZ/ZRCe0+N0/2668vMUhh+GQaNR6VxGbhm///0PPvm5zz0+Pj7F+47aakJUQRNi+hlJwsVeBDGErD7Tu8oGmRBbOIeYO97ZxMZRyMAuMrD5YoDHP68eZJWn0+vjNP4k8GRzL3chdrZhfel5cN5u33RPWuXxHQXte/zWZ3/qh4Pg6OhIVYcg/P/tXb9rJFt2Lm3qSRocvF02EdYokSOZhv0HWjy3l4UB03FnwyQDbZhEf4CSCRomEZM1OOsJJlhoD9NrBzYLD/ei4IESPYFwYNjAWNjwePgFI3+3T/en0/dWVbekrp7+8VVQOvec75x771fSuVX3VulGmdpnQC+DCiBzD88SXAxDXxRN6WGM45WPlq2Kh7rDCy5p2x4aR3gxIAbIQPXTRBlWAzBNhBoxvRMmgrr9di1MHFkb6i+y8P7QCLDjk+wCSwEYAU5btV79DIVmuzUYdhuNsIAMUP0MTlhIwLlVyzBbNJ5YguJ3v52ZOLLQ231mGi3Kiczp4MHLnhbLqtAwvZpsMc3Lyz4UfSN3FBc82AXiGbOowYakNWob40gQA2LgoQzsYWrlw4cPX2cP5MlaslsLTpqPN40GzUnST4ymWABS4FmpWnsgV0qvgosBMbAsBjZjD+RGt4+HgNlJIc8AxpO3hxf5n6R5nGQxIAbEgBgoYaD6NYPCym12CHNIxak++OIdoovDt/mYYQcfJ5c9WBRWLoMYEANiQAw4BlaxZuCq8yKy/Owrot44I2P5OX9JoNH9HL+OOuOoghgQA2JADCzEwFd8MliofQKJATEgBsTAChjQYLACklWFGBADYmDdGdBgsO5XSO0TA2JADKyAAQ0GKyBZVYgBMSAG1p2ByXcG695MtU8MiAExIAaqZGDyNtHX+eisyo599dj66OyrXwI1QAyIgUUY2IyPzhbpiTBiQAyIATHwRAa0ZvBEAuUuBsSAGNgGBjQYbMNVVB/EgBgQA09kQIPBEwmUuxgQA2JgGxjQYLANV1F9EANiQAw8kQENBk8kUO5iQAyIgW1gQIPBNlxF9UEMiAEx8EQGNBg8kcCv6c59wXwjoLTDKxeU4bgIMoJFxUUieMwT3X0oyWJADDyaga/4L6wf3WY5Thjgpo8+n3JLSNLkrVRSiPAROLLCC4BUyWgUojjUQyhyT12KkD6aZDEgBpbCgAaDpdD41YIwXVLIbUqR1effNMt7q4U1DfUMm2pogiOsvpjbQigNQzBjFuGlFwNiYIkMrPk0EXa1LNrj7OT8Zok8bHwopM7oeFCX4Bvl61RjAQGzw4oG85oH1csgiPMIR7mIATGwLAZW8WRwc35+/erVw7ckw0732N84fy+zRvfNoHZyfrG7e14yeyIR47fBzvy1oJUaCF4Z4VH0VvOiJgIzJgBFJmJKhLnxS3xlEgNiYLkMVP9kELY6vnpEo4edVtYvyfXYNfPND3/zD398ROitcEEWjhIxc2tJ/1IvDzarhfWyx3jZkEX1FukZwapgca6AgHNjzg0igBgQA7kMVD0YIKX3sqzXqtVsugfzPvYnjdv68TQPbv9xoGDCFJcNB712MzxN0KMzNPF+fqjxt+3en0a5/dpFJXIrqETPcbY0/VAWwqUYHxaEso8zQbhZHdbrYZFMLwiRacEiHG3weHSEBSsSTAzsJgNVDwaN7sVZPWv3b2+7IbMP350eQb7tt7PRx09hNDDA6PR40IQe4N5gGIDTsSDbf/U5wDMMDfsHR4jknhYOntf/8O9/AlyHMWB5GeciQiwpF1nhaAcAUzEOVaQviml6ekEoR8oqBsTAV2FgFWsGrmOY2xmvHRwc1rNLp6+fXYwHi6C6vL7JDq5hbRIAt34HeQxDQZdKCBgdfvr9f/z5z7/+5ptvvH5nZXCEbGvnlIS5iRiO9PIylUXC3MhFjtSXtxww65cJ9JIgBsTAshio+skgaafNBh2fPnB25+Y6a7frvbfxK0R3//0///fsm2/u7u6SmnZFwdRPgXnzoRTA0Q44TsVV3Miz5eUNZtvKYbKKATHwCAZW+2Rg7wfd3u5j9v/4Y0lzccuf3a86A/0ye/+5u9/s1I47BzbjNPH+r1/98hnEvb2SaNtq4t20dRC5kj31MpRA0vREYYmh2BJr7YJDAr0kiAExsEQGqh8MQl4/bdV6mAn6/KrZbrWOa6dZvV7PsE5wkl28uRo/JYxCkm8OnNxuDYbdRiMsIENbP0OnsZCAc6uWYbZoPNsExd//3czE0RKpWfNQTJ3IpLkJ2o8HXvb9oiOjmZV4AuiVazJYaqI7hSg+iuYFQOTOIquWIAbEQHUM7GGC5cOHD2u4BzKeIrCmzJWEPAoWgOS5rUanPZBXw7NqEQNi4IkMrPseyI1uHw8B+d8fh67jiQGfpJUOFk9kSO5iQAyIgZ1hYOULyA9gFu8QXRy+zR8Ohp2wivBq/wHhBBUDYkAMiIEiBqpfMyiqeSE9PjLIXxJodPP/TcVCUQUSA2JADIiBWQbW+clgtqUqiQExIAbEQGUMaDCojFoFFgNiQAxsDgMaDDbnWqmlYkAMiIHKGNBgUBm1CiwGxIAY2BwGNBhszrVSS8WAGBADlTEw+eissvgKLAbEgBgQAxvAwOTV0jX8AnkDyCttor5ALqVHRjEgBtaFgXX/AnldeFI7xIAYEAM7wIDWDHbgIquLYkAMiIF5DGgwmMeQ7GJADIiBHWBAg8EOXGR1UQyIATEwjwENBvMYkl0MiAExsAMMaDDYgYusLooBMSAG5jGgwWAeQ7KLATEgBnaAAQ0GG3yRo70krSdQ2vHQjsHLu0RFb8qVc/G5ysg9wkRFgKmBkHsUBQTYu6ewKFoEUFEM7BQDa76fwU5diwd3FrsEI53Zmc7p1sGWEwmIBOIZzQBRMfJapJjmYtZFd2s/i7mCbwkjLOJo0by7p4KhDOZNuc2QUgxsNwMaDDb7+jKjUcjtT5E1yoAG80rKqQkVFYWFCY6RlaHYQtNQT3yqocl8AYg0PmZqosYEulOguwQxsLMMrMdggJ3tWz1cg3b/tjnoZN0V7GyMLZTfXR1dHr7ekr0zmUD5q8wMSM2CQpQxvZePaTX6eplbU5MFMb0PQpkukcbX7oMYHhriU6THL4IsiiC9GNgFBlaxZnBzfj4s43LYaV2eXeCPGiOBDQpl6GXYMPhgC+Vut/vm6vjk/GYZIVceA9nQDqs50OeO3OZMPcLPCECT6VFEMMoR2BdZJ5R0MSEyWdH7RrKv1JvS1vrIuUjrDkwW01ddVIuPI1kM7CAD1Q8Gw87x6VUZszfXl9nRwXhr+0b3tt8uwy7FhsEn69sDASrEeNApHauWUufyg/gEZ9HTpJnWmnoZxustDs52wMQ40FCeK0wDTFZxrVjiZRWlVUAfKX1kBoSSTYVgsp2JMcHcvWzx7ezBHun1ksXA9jFQ9WCAxNvLsl6rVptkXEzP2F/YVJHtf/uiDsDkDr3BOaIYidt5HAajPBXOYRyb6MU7/qlmqhgOeu1mg5ey0Wz3/vlfWNxgAYkPBKEDOOcmwQX7Bl87gIdgAc0XxagKK6aRGcGCWNGieTDc7aCSVVBjEaKij2+mNLh3MRl1QSDSgvAc4QE2k3lFVhXFwJYxUPVg0OhenNXDWsDteB0AjwkfX4xnhPrtXmsyPuy/+owHgtHpMf7ophk7S5EWyvinbMLo9Kp5e4ubfXpdnGWn78IN/7CDCaHwN90/On0ZZoSisSDLDg7rv/+3fwX0y5cvm3510U9LYUUdgRVHkdXrAUM0aCh4K2WrkUUKoZokmZqGGAhwt8Mr58rj2OE0FxkBUFekUVEMiAFjYLULyEjE9RcXNiP0+qx+PBh2G3aPjvma2y7u4Y9Pj0+yi8+vrguReVeufvZ6HCYk+je3IX4YYAISmlGvVzs1r/Z1FialsqYV7bx/8Nd/MfrPH3744fnz516/ibJlWzun7V8wFVqSNXAaCvpUWVQXQ1FIkammvJ1FDcuNw6ZSIMyaxGJaqfUUgNRELwliYGsYqPrJICFqdHUd64bnkzXcySPCx0/jJd0cZOyZU768jteDw2PJ5Ch6S+kuy375/PndHX5u3sE0RwG9jTLd4r2yIIgAl9wgBvAmA0dVAIDDeIcA6xNbxfgWzYpeJsALuZWyPdY8O3svyiUmYiSIge1gYLWDAebns95bS/3XV6Pp1P2VTeAERqerybnI/YMjsg53yhQw4zOy2SGosNVYloUVgel01FjjY0z97v731796lmV7e3tTzWb8RFJDtmJbi2QAgMw96EuBQYC3VAiBVgow5eo9wDAWx/TUEAarHdSkAgBwNL2XoZnbjFwMo6V1SSMGdpaB6qeJQvY9bdV69TPM/oQp/pPj4zBtE8qTZdzDszfZy1ptnN2n6lwkUnurNfbO6vV6FpYZbAJoZJNLeLToX9VQWbieeCJA/Ea3357VIMb99BRwmEn63W+7wWOjDqbFooToU56XfS8RxBcNZkq6QGBdFLxXFAQmanxAc2HYqEgXuhPJINR4MJUWMPcMDF0MH3mZNVLmhpJSDGwrA3uYG/nw4cNO7YGMN5AGTVvQxmWdLS3vOmsP5OVxqUhiQAxUyMDu7oGMh4WsZW+2Ysn67eFF0VJChewrtBgQA2JgrRiofpporbo7aQzeXbo4P+l0BpeH77fk31GsI81qkxgQA5vDwG4OBrg+WF7YvHWCzfm9UkvFgBjYMAZW+zbRhpGj5ooBMSAGdoUBDQa7cqXVTzEgBsRACQMaDErIkUkMiAExsCsMaDDYlSutfooBMSAGShjQYFBCjkxiQAyIgV1hYPLR2a50V/0UA2JADIiBPAYmr5bu1BfIeTwsX6cvkJfPqSKKATFQAQO7+wVyBWQqpBgQA2JgsxnQmsFmXz+1XgyIATGwFAY0GCyFRgURA2JADGw2AxoMNvv6qfViQAyIgaUwoMFgKTQqiBgQA2JgsxnQYLDZ10+tFwNiQAwshQENBkuhUUHEgBgQA5vNgAaDDb5+3MrR9wFKO7xy42R0IW1zrjKCRZioGIHnFiP3qEh3r/cyARLEwPozsLP7Gaz/pZnfQtva185Epxv5lqenFM9QayVYL3xf0pbDmirTXvggqXWRCKkXNAxLAcpHR8utQkoxUB0DGgyq43YVkZlrKOTWWmT1aWvqiK1Aj09HWVY/u4h2gSu2TH35EztLt3o5IQgIQlR7USMNGVkjX0ajnvhUA7C3Uoa+5ECcXCT1ZmWxJJRMYmANGVifaSKkDxwn5zcPZMn8gm/N9jW+90fyutej0Ol0Hh7/PtxaS9ZRf35sc7EH3G2/nWWj03fDmRjDdxgjMETcRmOEB92cn4+dGt2Ls7o35MnInjzMzvajCJlKK9JqJisaxs5ptEjjwXSPwhrGW6FBEaFo8nEoexfKtEoQA2vOwPoMBgulj4jNkO1bWX/6Fx/2ub/P9jfnLz++uLi9RVbqtWq1l9n7brf75ur4HhFF26yipRucrdlTDiY/c/tCF3rlwsbK9hloG/jRYDjI2u1ih2AZdo5Pr8oh5Vb2AjDIBjYhMlmxJBr6yAhFMMZMo5mvj0D2EI0EUmBTGbOoUunFwHoysD6DwcP5QbY/HbX73cbUtdHtt0enL+3h4ubTR8x14Nh/9aadtft2O9vo3mI86PgkN/XesJ9p/ooSU25/Uq9cGJQH376o997yQe3mfHD4uunBfO6aDsDDDmaGsjDwOn6nD25OxSCLNNiDgTcXE0wmIBIsj5djGMeEKIIvMsVHBFotRPqAVFKYWwuREsTA6hmoejCYZozx7bgVLC1MDenMkJ8v8nKWTX0m9/bXV6Os3eRQEMhrNNvZ6OOnGyDDvPfo9BiZqTPoeRgwvX/6w+qprrxGJCakG1SDc5SkHlN3GEQ5VXTz6erw230fBpNGR+GZDDNKgXGY7NmuDeV0fAb/gyYw4eFs5inDAqUNtvb7aohkjyDwiJCWbX0QIH0xwjOOCZHVFxnZBOC9lbIPSKUJcDRrSXsiFxXFwCoZqHowwAQ0skX97P0rZJKQXiZ38mkqYa/9fJGXhx3M9IS/p/7R+O7/5vqSPhQODscz1ag2zFmHCe7bZjYzFuCe97D+j5/CaHB3d0fH7RDAjiWdou5YLiuyRvrGayTx8cPB8N1VM1xBd+AZa5zzJ4w7y70I/qfjQnZ5vcBqkLX/PsBUsmaHi++Se9pTA+A89Zvz08Ly7NGPC85QEHw0yWJg/RmoejAAA0gp2WQtcnh9+Nru5BdJJbPsDQe98Y1+LbymMrq6zvYPjmYRoRSeFmaPdMwIjpfX33333d7e3ix240uWwooyEXPloulyH1NF4bYfywWzT2Bjouyxbfzm0aOJQ0uszeURrOVAGphCuZdZizprMc3qZXqhlkXiewzjWNjI9KBme1/JYmAFDKxgMBg/EIQbzJvz64P728tHpJIwAzE5wg1nuCeNZh9C5q+/mJ3PyGPxy5fs4De/+YIfm39YfkQ/KICjRySyPCZsquj47XQMv8fg8r09xHNXmAK61z5Ysjb71iJkGgUAHHbtIQCwlD5aKKvOy6axKnLbk7aQQRDHjhRj7U/10oiBdWBgFYPB5OHg+GX27XSCvzyV+Ht+3uqHqf7WdBkS24iFWaf34UWh+7eDwsssmc1I3XPrg1F7d/RXf5llv/jFarrPapcsIOn4VFUko9Zpgop/5jUorMy0elgHHhMbporGw6upx8swwYDLYQ9qLz+Gt1DtHa3AdVhAPjk/x6UYr9ngioXLMpXzKlwgs1satdazmxBMw6DsHjUlAsAMBZhF83gD4GzKRYIjCA8fSrIYWH8GJnsgV7/t5bDTybqcQEaCCLM9+LKpXh+Nxm+v4yWfsQYv/tx2s4mZgKBsTJ2yMWYysNwrnXqygBz4b/fxximWMWfqnikH1PKPqre99LmMCct3A1nJih7pAZBLTBGyiqKvnTIEq8u332sMQCsbxgjQRDI0xJuJAAip1UeI8N4EmUWLYxp/Zr1eKVkMrBUDtu3lygaDr9l3jBcu+8+WKmtX1YNBZQ1XYDEgBnaLgR3aAxnfH2Qte/kdjwyY6r5/SthD/nfkAAACM0lEQVSta67eigExIAYKGNiR/02El5cuwr+jGFwevi/5ZwoFJEktBsSAGNh2BnZkMMBlxKcH3W2/muqfGBADYuCRDGz26zSP7LTcxIAYEANiYJYBDQazfKgkBsSAGNhJBibTRN9///3PP/8MBvBRrj/wJj6LJhtLUEZ02b92SPURrLyIIHMjRBgreqWXy6ujFS6QUXWJL00U6B4JBFxdLfovPOniQ5kSZ2ubmXKR3otyCTKN7GuhIwXGTIVFMPQy8INc6AsBjjinvyHlAcsrLbdapWmN1qryeg3zxHNRFUX6udXlOlJpAou+m17p5bk1ApAb1gcnxgScizg3LzuXN6PImqvPVfq6SmT4wuobXB6N1lRIayEmNXmNh0G29nilgVON6X/88Ufk/8lg8OzZs59++glQHPgu1w4r8gwlq0fPeXDAoACTyTgXCVFzUYsPbkXEod7LKdI0EcaKRUpzQfwUAJPpPYZKts2spseZcSiAVcoERxorRmeC2X1qvDtk6HO74B3p4mvxAS2I10R9zI1GPITcKnKV5gUTBNYCgeAU4OObnPqal53TaN5qFfFsoaLaoYSGJgo+so9gAPOyTpkc6X1MCwVAivG1GABn+pqGRWuGB5jGA2D1rYrkFGka8/Ky1UL3tAiNP+DrwTSZntZFBPgCZhEsZq4Xq/D1miM15pgq4esxVjQYTfQFMpKtah8hVwYsimmOjGZ1eYyZDMYz8awFJvOytlkcU0aaFGm5/f8BtvR3WldUVOoAAAAASUVORK5CYII=" alt="" />
(1)向上取整ceil()
ceil() 方法可对一个数进行向上取整。
语法:
Math.ceil(x)
参数说明:
aaarticlea/png;base64,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" alt="" />
注意：它返回的是大于或等于x，并且与x最接近的整数。
我们将把 ceil() 方法运用到不同的数字上，代码如下：
<script type="text/javascript">
document.write(Math.ceil(0.8) + "<br />")
document.write(Math.ceil(6.3) + "<br />")
document.write(Math.ceil(5) + "<br />")
document.write(Math.ceil(3.5) + "<br />")
document.write(Math.ceil(-5.1) + "<br />")
document.write(Math.ceil(-5.9))
</script>
运行结果：
1
7
5
4
-5
-5
(2)向下取整floor()
floor() 方法可对一个数进行向下取整。
语法:
Math.floor(x)
参数说明：
aaarticlea/png;base64,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" alt="" />
注意：返回的是小于或等于x，并且与 x 最接近的整数。
我们将在不同的数字上使用 floor() 方法，代码如下:
<script type="text/javascript">
document.write(Math.floor(0.8)+ "<br>")
document.write(Math.floor(6.3)+ "<br>")
document.write(Math.floor(5)+ "<br>")
document.write(Math.floor(3.5)+ "<br>")
document.write(Math.floor(-5.1)+ "<br>")
document.write(Math.floor(-5.9))
</script>
运行结果：
0
6
5
3
-6
-6
(3)四舍五入round()
round() 方法可把一个数字四舍五入为最接近的整数。
语法:
Math.round(x)
参数说明：
aaarticlea/png;base64,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" alt="" />
注意：
1. 返回与 x 最接近的整数。
2. 对于 0.5，该方法将进行上舍入。(5.5 将舍入为 6)
3. 如果 x 与两侧整数同等接近，则结果接近 +∞方向的数字值 。(如 -5.5 将舍入为 -5; -5.52 将舍入为 -6),如下图:
把不同的数舍入为最接近的整数,代码如下：
<script type="text/javascript">
document.write(Math.round(1.6)+ "<br>");
document.write(Math.round(2.5)+ "<br>");
document.write(Math.round(0.49)+ "<br>");
document.write(Math.round(-6.4)+ "<br>");
document.write(Math.round(-6.6));
</script>
运行结果：
2
3
0
-6
-7
(4)随机数 random()
random() 方法可返回介于 0 ~ 1（大于或等于 0 但小于 1 )之间的一个随机数。
语法：
Math.random();
注意：返回一个大于或等于 0 但小于 1 的符号为正的数字值。
我们取得介于 0 到 1 之间的一个随机数，代码如下：
<script type="text/javascript">
document.write(Math.random());
</script>
运行结果：
0.190305486195328
注意:因为是随机数，所以每次运行结果不一样，但是0 ~ 1的数值。
获得0 ~ 10之间的随机数，代码如下:
<script type="text/javascript">
document.write((Math.random())*10);
</script>
运行结果：
8.72153625893887
5、Array 数组对象
数组对象是一个对象的集合，里边的对象可以是不同类型的。数组的每一个成员对象都有一个“下标”，用来表示它在数组中的位置，是从零开始的
数组定义的方法：
1. 定义了一个空数组:
var 数组名= new Array();
2. 定义时指定有n个空元素的数组：
var 数组名 =new Array(n);
3.定义数组的时候，直接初始化数据：
var 数组名 = [<元素1>, <元素2>, <元素3>...];
我们定义myArray数组，并赋值，代码如下：
var myArray = [2, 8, 6];
说明：定义了一个数组 myArray，里边的元素是：myArray[0] = 2; myArray[1] = 8; myArray[2] = 6。
数组元素使用：
数组名[下标] = 值;
注意: 数组的下标用方括号括起来，从0开始。
数组属性：
length 用法：<数组对象>.length；返回：数组的长度，即数组里有多少个元素。它等于数组里最后一个元素的下标加一。
数组方法：
aaarticlea/png;base64,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" alt="" />
(1)数组连接concat()
concat() 方法用于连接两个或多个数组。此方法返回一个新数组，不改变原来的数组。
语法
arrayObject.concat(array1,array2,...,arrayN)
参数说明：
aaarticlea/png;base64,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" alt="" />
注意: 该方法不会改变现有的数组，而仅仅会返回被连接数组的一个副本。
我们创建一个数组，将把 concat() 中的参数连接到数组 myarr 中，代码如下：
<script type="text/javascript">
var mya = new Array(3);
mya[0] = "1";
mya[1] = "2";
mya[2] = "3";
document.write(mya.concat(4,5)+"<br>");
document.write(mya);</script>
运行结果：
1,2,3,4,5
1,2,3
我们创建了三个数组，然后使用 concat() 把它们连接起来，代码如下：
<script type="text/javascript">
var mya1= new Array("hello!")
var mya2= new Array("I","love");
var mya3= new Array("JavaScript","!");
var mya4=mya1.concat(mya2,mya3);
document.write(mya4);
</script>
运行结果：
hello!,I,love,JavaScript,!
(2)指定分隔符连接数组元素join()
join()方法用于把数组中的所有元素放入一个字符串。元素是通过指定的分隔符进行分隔的。
语法：
arrayObject.join(分隔符)
参数说明:
aaarticlea/png;base64,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" alt="" />
注意：返回一个字符串，该字符串把数组中的各个元素串起来，用<分隔符>置于元素与元素之间。这个方法不影响数组原本的内容。 我们使用join（）方法，将数组的所有元素放入一个字符串中，代码如下：
<script type="text/javascript">
var myarr = new Array(3);
myarr[0] = "I";
myarr[1] = "love";
myarr[2] = "JavaScript";
document.write(myarr.join());
</script>
运行结果：
I,love,JavaScript
我们将使用分隔符来分隔数组中的元素，代码如下：
<script type="text/javascript">
var myarr = new Array(3)
myarr[0] = "I";
myarr[1] = "love";
myarr[2] = "JavaScript";
document.write(myarr.join("."));
</script>
运行结果：
I.love.JavaScript
(3)颠倒数组元素顺序reverse()
reverse() 方法用于颠倒数组中元素的顺序。
语法：
arrayObject.reverse()
注意：该方法会改变原来的数组，而不会创建新的数组。
定义数组myarr并赋值，然后颠倒其元素的顺序：
<script type="text/javascript">
var myarr = new Array(3)
myarr[0] = "1"
myarr[1] = "2"
myarr[2] = "3"
document.write(myarr + "<br />")
document.write(myarr.reverse()+ "<br />");
document.write(myarr + "<br />")
</script>
运行结果：
1,2,3
3,2,1
3,2,1
(4)选定元素slice()
slice() 方法可从已有的数组中返回选定的元素。
语法
arrayObject.slice(start,end)
参数说明：
aaarticlea/png;base64,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" alt="" />
1.返回一个新的数组，包含从 start 到 end （不包括该元素）的 arrayObject 中的元素。
2. 该方法并不会修改数组，而是返回一个子数组。
注意：
1. 可使用负值从数组的尾部选取元素。
2.如果 end 未被规定，那么 slice() 方法会选取从 start 到数组结尾的所有元素。
3. String.slice() 与 Array.slice() 相似。
我们将创建一个新数组，然后从其中选取的元素，代码如下：
<script type="text/javascript">
var myarr = new Array(1,2,3,4,5,6);
document.write(myarr + "<br>");
document.write(myarr.slice(2,4) + "<br>");
document.write(myarr);
</script>
运行结果：
1,2,3,4,5,6
3,4
1,2,3,4,5,6
(5)数组排序sort()
sort()方法使数组中的元素按照一定的顺序排列。
语法:
arrayObject.sort(方法函数)
参数说明：
aaarticlea/png;base64,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" alt="" />
1.如果不指定<方法函数>，则按unicode码顺序排列。
2.如果指定<方法函数>，则按<方法函数>所指定的排序方法排序。
myArray.sort(sortMethod);
注意: 该函数要比较两个值，然后返回一个用于说明这两个值的相对顺序的数字。比较函数应该具有两个参数 a 和 b，其返回值如下：
若返回值<=-1，则表示 A 在排序后的序列中出现在 B 之前。
若返回值>-1 && <1，则表示 A 和 B 具有相同的排序顺序。
若返回值>=1，则表示 A 在排序后的序列中出现在 B 之后。
1.使用sort()将数组进行排序，代码如下：
<script type="text/javascript">
var myarr1 = new Array("Hello","John","love","JavaScript");
var myarr2 = new Array("80","16","50","6","100","1");
document.write(myarr1.sort()+"<br>");
document.write(myarr2.sort());
</script>
运行结果：
Hello,JavaScript,John,love
1,100,16,50,6,80
注意:上面的代码没有按照数值的大小对数字进行排序。
2.如要实现这一点，就必须使用一个排序函数，代码如下：
<script type="text/javascript">
function sortNum(a,b) {
return a - b;
//升序，如降序，把“a - b”该成“b - a”
}
var myarr = new Array("80","16","50","6","100","1");
document.write(myarr + "<br>");
document.write(myarr.sort(sortNum));
</script>
运行结果：
80,16,50,6,100,1
1,6,16,50,80,100
案例：
某班的成绩出来了，现在老师要把班级的成绩打印出来。
效果图:
XXXX年XX月X日 星期X--班级总分为:81
格式要求：
1、显示打印的日期。 格式为类似“XXXX年XX月XX日 星期X” 的当前的时间。
2、计算出该班级的平均分（保留整数）。
同学成绩数据如下：
"小明:87; 小花:81; 小红:97; 小天:76;小张:74;小小:94;小西:90;小伍:76;小迪:64;小曼:76"
<!DOCTYPE HTML>
<html >
<head>
<meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
<title>系好安全带,准备启航</title> <script type="text/javascript"> //通过javascript的日期对象来得到当前的日期，并输出。
var mydate=new Date();
var myyear=mydate.getFullYear();
var mymonth=mydate.getMonth()+;
var mytime=mydate.getDate();
var myday=mydate.getDay();
var weekday=["星期日","星期一","星期二","星期三","星期四","星期五","星期六"];
var myweek=weekday[myday];
document.write("今天是"+myyear+"年"+mymonth+"月"+mytime+"日"+myweek+"<br />"); //成绩是一长窜的字符串不好处理，找规律后分割放到数组里更好操作哦
var scoreStr = "小明:87;小花:81;小红:97;小天:76;小张:74;小小:94;小西:90;小伍:76;小迪:64;小曼:76";
var score=scoreStr.split(";");
var sumscore=;
for(var i=;i<score.length;i++){
score[i]=score[i].split(":")[];
sumscore=sumscore+parseInt(score[i]);
} //从数组中将成绩撮出来，然后求和取整，并输出。 var averageScore=sumscore/score.length;
document.write("总成绩为"+sumscore+"<br />");
document.write("平均成绩为"+parseInt(averageScore)); </script>
</head>
<body>
</body>
</html>