Query help maybe pivot table not sure

  • Hello all,
    I am not sure how to get the info I need.  Currently the info get imported to an excel spreadsheet, from there people create a pivot table to show the info needed (Extension, name, day of week, and a count of calls) where calls have a result of "connected"

    Excel Screen shot example: here we have the name of the person, and how many calls they made per day and the grand total

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

    Now the call can get transferred, missed etc.. so a call belongs to a GroupingID to show that the call was transferred etc.., but I am only worried about the call that was answered, and this will have a Result Status of "Connected".
    Here is a screen shot of my table:
    data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiMAAAGxCAYAAACwbLZkAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAJrpSURBVHhe7b07bCtL0KBXd5M/XGcL/KFBnoCY1MkIdmI4IOVAMGwmDpRRgAFDTJQxJBxYCYWNxMiKjOX1NQjcFRksNjEgJsY6IgSvhvECm50fjjaiu/ox093TNS++yfou5lxNc/ox/aiurm6y/vj3//7fb3/9+gVMmJ+fH/gX/+Jf6LuMf/WvNjD9d1OI/tN/gvU//IMOBfif4/8KHh//R/jf/+9/gv/vn20A/p0K/4d/+H/hX/7L/wv+7b/9X1XAWfFvYPif/Q/wv+k7gP8C/pf/59/A//Sf69sG/Mf/+B+D9cYwDMMwPqyMlEApIxTz+b+WSgfFeSoj+4eVEYZhGKYqrIyUUFcZYRSsjDAMwzBVYWWkBFRGGIZhGIY5HKyMMAzDMAxzUnLKyP/xf/5r/RfDMAzDMMzhCSoj//1/99/qu+PzH/7Df4B//Md/1HfMvrjVeuX+dHtwmzNFcP84H+y2+GfyX4ZhGIZhmBPBygjDMAzDMCeFlRGGYRiGYU7KZSkjyyf4448/suvuDTb6I9i8wZ39mb6elvpzxIl/B29pZGQJT388iX9trLBA+mna+Jkpi3zOS9v+HCl7Dyct6zlxOe+zDwJ5HCSfc6NKOzHXxQHH0/LJTTe99pWBV/arH5+n4NCykOVLIZejjOAE3gNYbLewNdfoG9p248YTSOzPkwmsx/pzP37Sh1nbV0hKsNO3086xguEj8VmV97Bx3imBzvgAgsivN3G9d/VnNvseTCcfnAXtxFwndcdTxT7afTdpLmAg/kvH98vPHvq4WBS1Z9BPdJooe3pikcST2/4pmkP2BbdbkAtRRjbwNl7DJHkHZ47svsP26xla+jZH6xdEq29IQvFbz/C1iGD42nBmT9MOIDr0JBpCPumG75HSguePAwyOU4FtUOm9DwTZTsxtcITxtI8+vvmBddyHe5MIprn1ZAhzGIrkPLNXLkMZ2XyCWBdkg7EqchB3oI3xVxH88uO3OxBP597WTEVM2vrW5/4lIOSavofNkQaHNDsb7R01eTRZtoewWg0zK44Jl5e2Mmmt/80yW5uV5+btLg27w4ftFYKTlrU1RqS1L4LtJPDN7jJfWZ4neLpTYXdvS3hL/9YpOO9R0/LGHB9rPOXbXCweHiv0+SJ0H97s0nda90JqDOHRySxftkZ91vs8HXuMwpbzRPsUyjXEuf+GV79PMZLLPMBqn7mwGxQb2ITj1f6GkVmVhBQHFET6z0rY6aPZ9KPIKvMMo7JVN/UehbShE6/hZ5+92K83IZDgfQsLUf5HFF5i8EQLZbKM0Ywp6xSFoW067sPMbHmI9L4ffDPnEl6HkTJfizAYvlpCTwlWmYf4PJmsoWe0jmBae4Rop8zs7uW7WkPnQ4XBcAxg/p59is8L6oQ5U7LxlG/zT7j/qNjnq9C477Tg+SuB/qytxydOhMqqk5WtaZ+1PhfxnLF3i5BzCNU+RXItRAdevHZjFJepjOC2hm78WAdJsIExXF4JTOIpzE3PCFkTUOvVf1bCSf8Lnkt6Uvd9AVA0eVLvUUgC3yErzy4474WXMgFj+aNhD4bRIn+GRFqbVjBsm0GL2v4MPrGSRXovORsyCv0p9MSzd5/3rplZWoyyOK37PsTrH1VvwbT2S7Cd7FUQvpsOBttcbv+NUHVCdgDm9FjjiWpzw67tu1PfQYVEj0/cXg4pQU36LGKFybHX1Fp8DVBzCNk+BXKNqcVlKCPSTFlXqIvBOxrAFHsSxg9ZE5JvWA0edOcJWBxKtmLK6cJLfwaPr9/qttF7eOxcphoYZc0oBjmsg3ryEgoaWbBMmI6+cYV3TuZgr51EyfwDg9WVxUCd+MKfOR/S8VS1zQ/ZvhXT7j7AILe42qXPehxLvpw91hwiCbXPOcu1y+JCLCPYKcRqoG03NA6+wOrFBget1PID8XEV0VvDJF12t+BXtIJve4SjshL9Ep80p/U8gmg61eVs+B4pejtjdAzzns5rYbZrPHVEKniW5UmuygoGovxc7bN233HFIRQ/U9d6T9xslWw+ZzvXe13cdkIs6xP2A/1nIXXrhDkx/ngqafNDtm9B2vJMgr11spzDNKgwNOiziKXYnGLsnTVmDqHaJyTXwDvXV6ctbpjL2abBLY0FSHOYNJP9MYbOokz7VyY02YH8+HIV4a48sDPhV/1U+uIadyAJfse1DmLVPbFKWfc9nD3MNnyPiK/d7kLuzIjKy2zPqO2aNtx9CnEnn0UhiSsC+SLqeVmfBSbK1jN84JZqW6U9639YVhSRFn6rQafVnvX3UO91sdsJ/15nbdSb6vAyatYJc3zI8US0uTzg2rDP14JOu/X8BQvo6TKLC38aAM8bOGVr2mcFYgId63inGXvnjJlDiPYJybWW1xbjtSvfnXZjDOwo70a41Xrl/nR7cJvXAFf2jwAfN3SYkvvH+WC3xWUeYGUYhmEY5mpgZYRhGOZWwR9Q46+YMmcAKyMMwzAMw5wUVkYYhmEYhjkpwQOs/81//V/qO4ZhGIZhmP3zz//5P9d/FSgj9kPH5J/+6Z9Olvc1c6v1yv3p9uA2Z4rg/nEe+O3A2zQMwzAMw5wUVkYYhmEYhjkprIwwDMMwDHNSaisjyyf9E7d4Wf4SpP8EHX7n+zE5CEt48n5OlyobU4d8vRqwfvNtSz9/MUj/ElnfOUrXwTzvCjw6N+VQ6V4ZlKwoliF+X8d763nto8SHTHP5FA7P4eZry9rsosZgYHxWzleV3Yz5evm6cRG7Hqhsqbqi4lZJszaePKDaldkvtZQR7Iw9WGiPhQlM1j3VAUTjPQ4j7dEQ/Zg8HrDxNvB2hx2kB7b3BbJsTEXC9Zoi2njsfFDy/MUghLX0M6E8b6K303VPCFie1K+WIjk2XhsX8hg+1nKsqK/bnlwDXnbJNEW/601hsFBx0fdMXtEP54u+alR++kIPvan3cQNV5ir5arwxXy1fjS8vhALUS+sBfbwElBiqrqi4VdJsjNWuSR9mjywLDk0tZUR2xtSJUgvu+zGsjc/91ItkFx4GnvfbvYIOi1TnG+gQpLBsTAXC9aoQgu1xBtHAdvdU9PwFIV3I9+HeTCL4i5Rbdm53zZCywvHSbXvxJvq67Dsl7vapNKXn3QkYp+Hd9y185TSZamNs+SqU6dT7uIGIWylfJDTmXcL5IoG46CA0/aVXdD63hpx4puqKilslzX0gHdtZXniZg7DDmZENfM5WEKHPaukCfgafsiMsYT4dwEOojx4Nq2zM7ixfYRiN4KWj768J2XeH8OisDlGYDmGFnjW1dcQxH4srs7qhGdwNl89aZjm8J1efFsF4T0/SQvNm5V+Ut+Ez+DyTJ5MVm5+1WFNlqkW7U2FBY3kBDrUxlSaGi0z1RLoD0ppgKdMl0PliX7IsC2Vj3sm3btxPmK0i8MVzpfon4pLh+8AoneKdHWupdW9vYWE/aCoDbpnGysjm7VGIcKNhCy38Q6gj0o3yGDondpvulo3ZDTTrAiyu1q04riAT6M/aWpjg/jD25wnEYgWZ6JUXriBt8/R6jEIITeFYOeYzNBXfwc+DiDuda+GslPNRcPXp0n0JxEOJLia874dqeb/h8i34PBNiJ1mBK3nsI7L+VR+qo/jFMM/OJjTUGDefM4hG9XzLhPPtwntqESwf826+1ePKSbs9hGhRf46g4u6SJs0UeqaOcBv3o6iOl/BqjimI8QbDV4DQWK4gA26ZRsoINn571k8FtQhQbqjloPwAeDzdgZ9c2Zid2LyNYT152eMgP0eMSVtciwiGof1h7OOpcBrCSoaJ1ZgzkaFQ/oLn7jOMBlOYoyRCszi1r+7TIuJZZvUUKm9cWIaeZ3LsLCucbYJsu0euip2JPsxq3dEyMzu3UjWuQk2Cda3QoXxtysc8nW9ZXHXuJIHOuL7Fjoq7S5o09lmgEXy3i86j4BaRUl7uPu/VNi81lhmS2spIaACjlgz9e2tQAszUns1RYUVk3ygT9mqorAbtofr7qs2N3QcY5PaHxWrPO+RK76Qrug8DmApJtJyvYVJDM2gaj6lHSFa0fkWwsg67Jd/NtnpTK9p7l0wTw2NHZipFxo5bRpOFApVvRvmYp/OtKi9C+Vat/3BcOnwf6PMorlCwyBYzo298d6W48FiuRz1lZPkkOlgEC2+yl51o9qlXkyc6r0GUjdkFy2IgrmQSi0V3Qhx4u0xwUnJWofKAX+hQorUfjeZ5/L8+b/KaRse9c20VRKVm2oNejf18SdV4VN6kwGRSKFnR7kC8/knl2M86BusIQw6376C1ANdkXqNRaYp2joavctJqJjMxTiC/MkrzLRvzRfnScd26It6XqCsqbqU094E5j9L1DrIaOSCtpmrcd98TmKQHbBvKgFsFfdPY/PnX39vfv3/rO5fFALYiinOJzpb/bLCQYU2g8s6z2A5gIP7VdwVlY5rXq40QLoE6pZ8/B6q8t9t3zLvge2X3+O523xJSdqt7vn5OXXbXx3TJPphMtrEVT146shMPn0vzEjj3gbwLn78Nytq8SFY4n+XkWL6v289TbU2muRiEw3MExhjGLYxjIOLm8g08J8iN+WC+1eKG68qNS9UVVc9V6t+nVCYExqYpiiMHYvF+emzZ4X75qpbr1vDbgR3l3Qi3Wq+ne2+0VMzhIT3YV5Wm8RgDyxCmiOP1Dx7LRfjtsMNXexmGCbLEX7js1T/42zQewzDnBY/l2rAywjD7Br9lsaV+TKqApvEYhjkveCzXhpURhmEYhmFOCisjDMMwDMOcFPIAK8MwDMMwzKGwD7Dyt2luhFutV+5Ptwe3OVME94/zwG8H3qZhGIZhGOaksDLCMAzDMMxJYWWEYRiGYZiTUlsZSb1K4mX59LDDreADgr9u53pSpMrG1CFfrwas35CTPCr8IjDeeJ3+gu75RdhdBdf7GL/Kcwbb+6++uKsenypyLC9D/LGB99bzxi+RB5mm/GGsQHgON1/pk8XES6/wmM2XWVA5X1V2M7br5evGRex6oLKl6ioUt255KpMbo6fzQn9L1FJGsPF7sNCOkCz306Jz99YTSGT4AqC3hw5BoieKP3ow1SEIWTamIuF6TREDdBz6gAq/JOLYctAlkI6xzN81lQ1DUbzYjBVxJRNYjxukzzSGlBXYl1M5huFjPQkVjQ3b1fwX5H7jikxTKAm9KbpfkXEXokR5hT6cr3KZb/IUF3qRzrmop8pcJV+NN7ar5avx4laaI6i6IuLWKk9trHZN+jB75DF6aGopI7LxU9fWmcvmzc/ackvdhZfJGuYHUwSMZ8iF6C4ZVNmYqoTrVSEE2+MMooHvOJ8KvzT60I9m8Gm6S/ItZNEA5Fu1nuGriSfoqvFanidQ5uCQsgK9sEa/dJu14Fe0AuXRnhgbmx9YBz08W1BpSu/QEzCe5bvvoV/rLBqTGcvXGfRzLuqJuJXyRcrHdjhfJBAXf5E0HQ/aJb8vnqm6qhJXQJdnR3iMHoUdzoxkLptbvyJYzT5FSBZ+WkXggO6kb5HlKwyjEbx09L2BCr9A7h8imGltZDlfQ/9Bv5RYrWUWDtcsn7e86c/xeSdeAWZCk88/wZNczYrLSjw1d+Mzaf56ZenEO6RF8lqxXNLjokr691e0OxUWNKshtHWbhCwMVJoYLjLVE+wOiPYf13BRT+frbeeUjW0n37pxtUt+rxCV6p+IW7ceauGMUWtMW/f2lhH2A7mtFBrDDEljZWTz9ghD0Bq20FwXkRmUj/AdnXal7JSN2RE06wIs0pWkgQq/UNpCckqFeglzFGq55S6avfGFcbWpVpzQu4O3dLmEAnkMnUR8VmYRsSawP9piNfehn1+tofMh4qO5eTrXwl2UZzqA0TOI1eYQIp1/MllDzwg7E4+9g9ZmJ1mBK/l0yy2B/qxda2s4hnmmXNaJaLH5nEEkOkedOTicbxfe0/5TPrbdfKvHlZN2G/tx/b5aFLdJPRQzhZ6pI3uMBlnC6zBS2zpi7MLwFeAlNIb3V7prpJEygp2iPetDYgldNPcpIf0FD2A23I9PqGxMczZv46DnSSr8YmndQx++IUEzdmjliCsyZ9JCAfwFz6i0SOWiB9PBKH9mIIR9ZsQ+ZxDrlV3rGUaDqdrqxPLgPriXf+u+n51zMfGYWuwsK5ztg2y7Jz1sWaJgrNYd+NCKjDm3UjWuQk2CDzUHYShfm/KxTedbFled80igM65/cJuO26weirHPAo3gu11kdcStI6W83H3ewxcqZqExrB5mCGorI+UDeAPKEnh86ciKyL5RJuzVsC0FZHuo/r57WxLhl2yGxMlkDePxGga1pRoKrrBgb0r3YQBTIclwy2jCJr69E5IVcrtZHRKRJN/NtnrThdl7l0wTw7NzdpkiY8cto8mCgMo3gxrz2TN0vuVxFaF8q9Z/Pu7hF0b6nAp5aMScz9nC6BvfXSkuPIbrUU8ZWT6JDhbBwpvscWCnmjzuF64Ge9ZSK0CUjdmFbJDhlUxisahP4Ou5S4Rfds2jtQFWxApLWk6G8JoqG7gto7dp5CFGUVcfE1jv65tk3QcYTHvQM/vgXv5ols4O+zG1oGRFu2N9qwoXVTFYRxhyOHJPrs4B+r6JikpTtG80fNV9pckZN4wTyK+M0nypMW+eKcqXjuvWFfG+RF0Vx21YD3Uw51S63kFW3KbD/+PZEf313+67WJSYA7b+GGYKqaWMLOf4XS1rL01cqPWi+Qy/IibD5NfG6u8H7gpVNoapDH4Dhjx3gYIWz4mY/oUb43qbxiDif+BZDqOk7EQXxMLKWcUqZUflL1f113Je58iQsgJN6+nZt7Y8hFmkXztyT/SH9eQj/zyZZhfeZXcy4Quo1Zz6kGhR+cJQ+aJyXUGRDuZbHtetqzbM+kk+X6Ku6LiCxvVQhn1mxJxTUd8UTcPH6/Qbd2JowrBtymf6gT+GmSLYUd6NcKv1ernvjUJ6Dg98KLU2LEOYIo7XP3gMF+G3Q+Nv0zAMcyCW+AuZuNI+5D44wzAHg8dwbVgZYZhzA7+lsaV+jIphmLOHx3BtWBlhGIZhGOaksDLCMAzDMMxJIQ+wMgzDMAzDHAr7ACt/m+ZGuNV65f50e3CbM0Vw/zgP/HbgbRqGYRiGYU4KKyMMwzAMw5wUVkYYhmEYhjkptZWR1KukuGynYHZ4NY+Tu5L/CeLjl+EaoX/aGevX+Yl9+cM+F17fll+JFAy7e9M+MhpQKz7Wd8CDqSxXhZ/nZhpByYpiGeKPDdV26fN+P9KQaVYeP26+0leLiZdeVF8JjOca49Ye8/XydeMidj1Q2RbXf3GaZe9SCzn+srT3mXQjdpVJF0A9ZUR04t7auD9HBwe6I4qKGqfh6L10HByU+2EDb3fYQXqAHiYMOFB6sJA/NEO5xmaKCNdrCrax84EQctIPkXKKhb4jHEXloljB8DEw0I8iANDfRd6DKTrCA/71xoNAygpSjhWNDdvV/FfeRwqZZpXxE85XudI3eYormUCcc1FPlbnGuPXGfLV8Nb68oOYOG7KuNH6aZc83RtRRewb9JHtP6QBT5HftCsEpqaeM4K/KpZ4utVtlbBn0Xph6EG3Br2gFlifoPWM8Qy6EGMiQAyX1nhR2Uc0UEa5XhRBsjzOIBtItlGI5h2k8AeMZG12fX+yvDYr3mES2R15N6xm+juAFWnoLnn1aQu4InkhvGFJWkHKMGBubH1hLj80FUGlWGj9FYzJj+SomzpyLeiJu5XEbGPMe4XyRQFxq7rApnEcCaR5q3pHtannaRTnA/mUOTvMzI8atsmiwzc8aYsvXdrtzakWAcFHNNEN7xnzp6HsBtrmoYC0ILp/7F7H6GXurHmclhOZuXGmqK7W64TNpeHi1l30eNuMLbQT6MINP8xmOLRGCwtAxQ4vLrODv7p7gSa589YrNeuYPXeZgXBk9M7dfrjVrX2SyopEcWxkvs+G6pNLc2/gRbT+u4aKezhf7t9V/A2Pewcm3btxs7rAprH9CBh1k3pHjcQiPrllGKENDWGF7G5ngjDv9/s7YrBCOOOlYMsIOb4u8dfC10kgZkcIsdat8fmzeHkVXyrR/ZhfQrAuwSFeSGTHMs8Fy6Xti2n15zjoiEYLoDisBV5pqtQk9FBpKQEU6PEH34k49qNVcZu4VKkdoO0hMDco4oj6RWzTa7TiuXFWeGN9SmFZr6Hxg+Av8WGWQpnP8XBCOu4TXYaS2FkQYDF8zoXiD7CQrcGUeZ9sE/Vm71tbwPsYP9pVoVM96F863C+/p6p8e8wY33+pxm80d5eXZL2hVUu0p60gqCCLsQ4wtbG9p4SkY++nYrBJOyQg3/e2iyDZ2HTRSRtTeYQKd8Rkc7PHAzt6e9XWHYXZl8zYmPU+u1h34wIEi92sv/4xO910oGb51BJGWCnvCQuH7Bc/ghuN2S7z+yeLLFeAKhm0t+HF1s7IsIBbZVo23RUOtjowZOVc2i2BcNJFPoSfC7j7vb9r8vLOscLYesu2e1CJVMiBC46dqXIVSLB9qNmDZuC0a8wo637K4TeaO8vIcArPNhYpAlD9T5o07Z+xbWzwyfDoXNSYIhVMyYumN63YnXWRcK823aazB1/oVwcrarEu+T7NFworIvlEm7NVQrRDaQ/U3mqOxzWO9erf7wmXThZf+DB5fv/X9PrAPOOIVOOSImK0aKYQs87d3kK66QKLiZkJ29I3tapmLb4iQrNiXHEstUmIlT6VJjR87bhlNJunycUuPeQOdb3lcRVhehOsKCmXQUead7gMMVt+Q5VQT6lxRGh6QEcEI100tZUSa2FJ1NttrlVpbuiLcwM86Bmsr7zgsn0RHjWDBisgesVYH4komMcSTRB14EwM0Sk38Vl+4cFrPI4imU3d/Vu8hZ1s4YqJH0y244Wi6zg7UCTBePIV5OmTQUkFN/iigAWbjbItGYe2t47aA/jMlVzabQFxZBrUv3X0XK+PQQcJrh5IVNeWYKw/RWhA4dEylufP4wTgNDjmX5lsw5iVF+dJxybnDJlhXBeU50LzjllUgD/16CoU37pyxbykupeGUjAilr/68XtA3jc2ff/29/f37t77LsxjAVkSTl+gUOtQNx++NNaUob5fFdgAD8a++s/PXl12+W6dpvdoIQeDW6WKQ1fcObX5ISt87mWzjeLK1ewq+p5B428T5DOsl61vp6+IzJtw8S8aLt4VdUqblPiPLksbXefhltstgnpHBgbhe+DWOkbI2L5IVxXIsPzYoeWhDpll5/ATGJMatNOaIuLl8A88JgmO+Qr0gftxwXblxi+u/OM1q9VFNFjrppuXDslr35NgXZawaLjHp4mWNfyd9EdeJc/n47cCO8m6EW63Xm3tv/EGr+UMlM/+1wjKEKeKg/QMtG48AH77VjQq/Yfx22OHMCMMwpwe3jPThN7x6a5gET7MyDMOcL6yMMMxFg9/syfbUyQOyDMMcHuqHEo/0A4qXDCsjDMMwDMOcFFZGGIZhGIY5KeQBVoZhGIZhmENhH2Dlb9PcCLdar9yfbg9uc6YI7h/ngd8OvE3DMAzDMMxJYWWEYRiGYZiTwsoIwzAMwzAnpbYyknqVFFfe6yL+ANOxHG/l87LLVs3rJZOHbkOsX9vpVXFfuBDwlxHvbI+cG3i7E+/khDUgl66H+Tz4nCqDXafSX4bTLurHzsh6L8v/xqFkRbEM8ceGaoP0ee3zx4dME38tNxSew81X9QUrTXmFx2y+zILK+aqymzFfL183LmLXA5Vtcf03S7M2OHZMGeQVbldmv9RTRkQn7q0nkMgfV1oA9ExH1AL8jx5M5f0hCeeFA6UHC/3DT9fh0v64lLShGKBj+wOyL1w2y6c2DCPRj076A0W+V1PlnCy2ndptfmANg9ru44PcmOJCygrs42mfxvCxnoSKxobtcTXwg3NkmkJJ6E3RnYqMuxAlsidZRThf5Ybf5Cku9Mg8ePC86FJlrpKvxhvz1fLVNJEXZF1pmqTZGKtdkz7MHlmxPzT1lJHuuyWk29BJhaPxrLgQTXhownnJgZL64wi7qGaKKGpDIdgeZxANYn0vIPvC5SInKRRuZ+DXRbpHn31qAZjAN/RhhF59P3UloxdeaiJgCiFlBdZp6nW5Bb+iFSgP9cTYQIWQcg9voNKUnmAnYH65v/u+tTzjGqrJ1eXrDPo5FwBE3Er5IoEx7xHOF2koL8j6R04og1q/ILI87jKHofmZkc0nzFaWi/KzgnBRzTRj+QrDaAQvHX3vc9Z9oSJilZVzKy9WYpm5VptqMezuDd5C5mH7+fYwdfntmJ7t54voPsDACECcQISQ7t4LbURL583PGmLjLz1UTsk3vMrVMV7ZqtE2t9+9LYWQF2VdDaFtrCPkez/Bk0zvOqxgikxWOHUqaHcqLGiw3tK6zD9LpYnhItOsrzVFtMt43YegR/8AdL7edk7pmLfzrRs3LC8K6/+UMsgonXIMWBYS694dUxs15q2B7m8vMXkaKSOy4oWwjRbvZ7ky27w9whAy7Z/ZBTTrAiwIa8G594VK4ITSQ/vvFOap/FArsX6Cq0tx2aZa8fz3gwmfwHqM4fg81oMOX2TrUVx9yjDn+TKylR4K6QHux+AKbf0j88Jtm76cCYrKKd5ppMKTyRp6Ujgu4RWVLl0WGM7h18cEYrFaTqQiVpTeGjofGH7Bbe2xk6zAlTzWG9bTNoH+rF1raziGeab01YlosREdIRpZCnQFwvmijyPTrsVjHnHzrR63mbw4hQyaQs/UUVuMh4+iOvbH1CvAixhT07n4RH0+nw5gxE6jCmmkjKi9wwQ64z0eGtoT2DHbs74WrMyubN7GsJ68kIP8nPtCdWKY4OQrFIipURTkSmsFw7YRSGg9mMEnGiYsM3cKPm9Pau2OSFWDK6hUsGUWk2Jw+wANIUrxUAtGoaCIXD43CXybVWDFcrZEYko4opKjBO3d5z18+YpFYXrVV+CXwM6ywtkmyLZ7UktYyYBYrTvwoRUZc26lalyFmgTrnhsK5WtTNuaL8j2EvDiNDLLPAo3gu11kDQyMqdYzjAZ6cYOWTd5SLaX5No01+M4FVkT2jTJhr4ZtKSDbQ/V33tx44Wd0zCTbfRHqxBAe0/ezBRJeX/CcWZErIlZ1uLJKLQ1ixaQ/KQPPjUznr/K8iFICtILy+QNrR7hVLKc832DOEmxh9I3tGhKy+3jv8yYkK+Q5neyQAiTfzbZ6U0uYWMlTaWJ43L/XeWfjx45bRrnSkIfKN6N8zNP57iYvwnUFZyCDtJUyK5pHeEx1H8TiRmgjy/kaJmymL6WWMiLNYanqqTre2ZzLCO35MzuSDTK8kkksFtuJPPB21n2hMeJ9P9DM+ghvcA99sdpJt22kdaNgddQSzwtF5lU/gGbszAJi7WWjaV//WQqeG5lO5XkREx0F9nQ4NKYSlS9VTuvQnSwPpiM/V+dAuu9iZewL2aL0rgVKVqA1S26DIRv4WcdpNYdwxwBaC8zWmQWVpmjbaPiq67XJ+ME4gfzKKM2XHvOKonx3lBfBujoDGWTOo3S9g6xmLIfGFL6EHL896NU403PToG8amz//+nv7+/dvfZdnMYCtiCYv0Sl0qGGxHcBA/Nucorxd3LzsctHlu12a1quNEAROnRb3hfOg9L2TyTaOJ1u79PieIOsA68K8Y7yVr+g/b9/j3+b5WNSVDlfpmXTwMxFu4gXyz0i2QvZ6dYtl0mVJIcrp56kedsqj0jbxTbtXeO8zpqzNi2SF89nAHwVYL+7YqDIGyDQXg3B4jny+Mm5hHAMRN5dv4DmBP+bD+VaLG64rN25x/VdNs5hKMsGUQV+mKM5YJsa4X76q5bo1/HZgR3k3wq3WK/en24PbnCnieP1jCU9/zOHhig587xO/HXY4M8IwDMMwTI4l/sptr/aZnluGlRGGYRiG2Sf4Tast9YNyTAhWRhiGYRiGOSmsjDAMwzAMc1LIA6wMwzAMwzCHwj7Ayt+muRFutV65P90e3OZMEdw/zgO/HXibhmEYhmGYk8LKCMMwDMMwJ4WVEYZhGIZhTkptZST1Kimu1C2AwA7P/AUcEvx1O9dnxvHLcI349Yr3Vr1qHwzyk2uob8uvRAqG3VVx818RmYdVV/riLno6qL5b3Kerjw0bMk35w1iB8BxuvtIni4mXXpT/IL/Mgsr5qrIbp3T18nXjInY9UNmG6+rIMig3XsPtyuyXesqI6MS99QQS6bRoAdBTHRE7aQ8W2plR2C31/tjA2x12kB5MdQhy3DJcI+F6VdheXL8Af8fnuup7BcPHPSofIWIzbvSVTGA9PnCeTBCy74pJaJzKNwwf60mo3thwINMUE2xviu5XZNyFKFHeE204X+Uy3+QpLvQEnXNRT5W5Sr4aLLsVuVq+Gi8uNXc4kHWFBOq58PldsfJL+jA7tHxgaioj+KtyqadL7VZZtJDspKnL60O6ckaMF8eF6C4Zxy3DNRKuV9j8wFq6nne5qvoWisIkyjzuHoWW5wGUORpk30UvrKmH5Bb8ilagPNrXGxsOVJrLOUxFvzOe5bvvoV/rJPL1WL7OoJ9zUU/ErZQvIpSZxxlEg1jf5wnniwTiEnOHA1VXVD2T7bVneKweheZnRoxb5Vw/PqAr58qcQxmuiNUQ2tpkGV5FXX59378ELBVi5eVs15h7+f8neJIrT3FZJiHfNE1iC1hMzzMJS/NzKN3As4htQq+UP6PJ+u7mZw2x9O+vaHcqKNglY4NKE8NFpnoi3QHRH8Y1XNTT+XrbOctXGEYjeOnoex8n37pxw3NHYf0H6rlRezXBjFU57gPyQP7pjj9y/DIkjZQRWfHtIUSLvDfCzdsjDCHTvE/BOZThasDVR7rFkEB/1s5tx1xFfbeeYVTHOrJaQ+dD1AmaqqdzLYiXMJ8OYBRaaVrCVF7tbxjJlaJaRfYTrF9MT5mE20I5yqcLwWeF6IPXYaTMyqI8MHzV8Zgyduq7FcZGETHMM8WyTkSLzecMItExKuoiknC+XXhPvcviVg7AIrUe5XHzrR63aO4g2bGemzGFnqmjthhzH0V1nB9/EBy/dVrp9mikjKi9wwQ6Y/cgEna09qwPSWqOOz7nUIarwjGv5rdjrqm+u+8LgKrnOGK9KkQlZjCFOY4DNIFTe+ipMFUCdRLrOHKVuIJh2wi+IaxWM/iEQLrUsxs0eyvhefd5D1/ssrwSO/ddYmzIVTG2T8mMuVp34MP0B31upWpchZoEH2o2dihfm83buMTbLJ1vWVxq7iikRAYdBvuMygi+2/RBXbXt5I2/qnKBSWm+TeN1ClZEbo/rq+8uvPRn8Pj6re+r0X0YwFRIneV8DZNKS+wWPI9UHIUt+PBSB/TC6YaeNecDtjD6bovJrEhwMkio77Z+RbCyDh0k3822HvEchmyb9y6ZJobH/XuddyZL7bhllCsNeah8M9S21WqI/egPaA/V3/YWA51veVxFWKGoW//7aq9y9BkX8tBIePzVlwu3TS1lBAdwprFb5wSWT6LjRbA45aR0DmW4Qtw2xxURQB9NAlda363nEUTTKazkjXdwDc3F+k+H7gMMpj3o1di7V3HmsGzdQ99YSRB5JkQrE3661LPy/+r8SPcdrS6Bw4FMBtV32x2I1z/aMraBn3UM1pGEHOTYsKHSFG0bpdtpTc5cYZxAfmWU5ptNrHglkxjiSWIdci3Kl45Lzh02RF2R9VyzvRpjzrh0CXlAjb8mcuGWQd80Nn/+9ff29+/f+i7PYgBbEU1eoqPlwvzP6lKUt8tiO4CB+Fff7bEM10jTekUO3eaHpPS9k8k2jidbu+RCiG6FFJVh8m/zjnGsng3Ewfog3z/wvAjcClm9HciKxjo39Rhv7WTy6Yaftct56/2+rM2L+q7zmWoci2pjw4dMczEIh+fI5yvjFsYxEHFz+QaeE2C/ct4rmG+1uOG6cuNSdUXVM1m3BVSSCSZNfZmkg/LAC/fL59Qfk+K3AzvKuxFutV6P8974bYI5POz9rMah0r1uWIYwRRyvf/D4LcJvhx3OjDAMgyZ//GGpunv3pRwqXYZhDg+P39qwMsIwu4An/bfUD0ftwKHSZRjm8PD4rQ0rIwzDMAzDnBRWRhiGYRiGOSnkAVaGYRiGYZhDYR9g5W/T3Ai3Wq/cn24PbnOmCO4f54HfDrxNwzAMwzDMSWFlhGEYhmGYk8LKCMMwDMMwJ6W2MpJ6lRRX6i5AQIUfDvx1O9chmF2GzJcBU498vRqwfm2nV8dv832D7xoou/zBonAdnAqnb9sX9/NGULKiWIb4Y0P1n/R57Z/Eh0xT9rNAeA43X+mrxcRLL6q/BsZz5XxV2c2Yr5evGxex64HKNlxXdD2TdbsL0teMlS7Rrsx+qaeMiE7cWxtX6AuAnu6IVPhB2MDbHXaQHkx1CIIDpQcL+UMzW8I1NlNEuF5TxAAd2x8ctc0PRRfekwmsnbILwddbwyQ58E84o8C7e9NOvspJvbmKuh7YnnsreHdlXEhZgX087dMYPtaTUNHYsL0oK2/LDmSa2M+m6E5Fxl2IEuW924bzVW74TZ7iEn04zrmop8pcJV+NN+ar5atpIi/IukIC9Vz4/K5Y+SV9mD1WH6tMM+opI/ircqmnS+1WGVuICj8IxjMkCuUMOVBSwRx2Uc0UEa5XhRBsjzOIBrG+FyE/a8sVeRdeJuvMm+wl0XqGD1H2npqNhADHn3D+yE8q+0bk+8Uepk8CKSvQC2v0S7dJC35FK1Ae6omxsfmBddwREq8AKs3lHKbxBIxneVQ287/WWTQmM5avM+jnXNQTcSvli+THvE84XyQQt8ocQdUVVc9ke+0Z33s3cxCanxkxbpX9fkyFH5UmLrkZkuUrDKMRvHT0vaD1K4LV7FPUNKLq+1KVv9bzh1wd3909ivdcZMJZrLwyc61tqnXNxqkFLvQ8ht29wZtvotbh+Ihjajaf18HJV684ZZhVZus+mJ8szxM8ydX0JVq5mpLJCqlgWz7o250KC5rVENq6HkMWBipNDBeZ6ol0B0S7jWu4qKfzxT5ttXtgzDs4+daNG54jCus/UM+N2qsJRhmSY8SykFj39hYWlk+OMWsg4z1pgWIkjZQRWfHtIUQL15RNhR+bzZuYVCDT/pldQLMuwMLfDhArnUVkBMQjfEf0Cur8EavIj4kQeJH1nmp1109wdSmu1FSrrCegzdy48oQeTvLU8wIhSL8fTPgE1mNLoAmyLZjw58VgvjjmVPzEWHlazzAarGD2qVLafM5gNRhJiw+Z32oNnQ8Mvx0vozvJClyZx9k2QX/WrqVIxjDPlMjaGqgC2zUa1bOwhfPtwnva7sSYt3DzrR630RyxYz03Ywo9U0dtMa4/iup4Ca9DITv0eILhK8DLBOLpXCtoS5hPBzA6uLn1smmkjKi9wwQ6Y3cVR4UfE+zs7VkfEjaB74XN25j0PJlNal/wACsdesHYpmC5elvBsG0E0hBWqxl8LkW4M3mhIP6CZyCeR9uuZRYPgiusVPCJeDq4ElhOqzyt+z7E6x+pXHSFQBTaiPgbV/8AE/MQlV9cfYV9DewsK5yth2y7J7U8lQjB1boDH3qCNedWqsZVqEnwoahvBQjla1M05hV0vmVxG80RRD0fFvuMygi+20XWQtx2UsrL3ec9fKFiJhcDU7V1jVtj1NkaJqX5Ng3ZKU53XoMVkX2jTNirYVsKyPZQ/Z03N25AWX+vrdZtgYSXUDoyq3CAus8jYiWJK6/UoiJWVPqTnWndQ1+oKkqBskzqh8rvggjJCrn1aB06SL6bbfWmSvp7l0wTw7MzV5nMtOOWUa405KHyzSgf83S+VeVFeI6oW//7aq9y9BmXLCsPcz5nC6NvfHeluHQfBjAV2shyvs4WAgxJLWVEmthSddbaayXCj8rySXT+CBasiOyRbJDhlUxischP5JkKp81xj3g1qL1CO2twIhernfRQrrQmCCEjJ/ghvJpwnNzxLAYQz+vbYqz9czRJ6z8r4ZVHbsdYh/ru+wDD3hAgnYCQHfK7BihZ0e6kViWUYz/rGKwjCTlcuYfWAqxmJ0U6ze4DRMNX3T+ayEyME8ivjNJ86TGvKMq3oryg3peoK7Kea7ZXY8wZl653kNWMHTnW1Xms7nsCk/SLHQ8wmPagV+NMz02Dvmls/vzr7+3v37/1XZ7FALYimrxER9OhdHhdivJ2WWwHMBD/6jsr/32U49poWq82QriQbT4IRTgDKr93MtnG8WTr9hisC/OO8TZ7dTvcfvfA83665t4Kx3o1ackrVw6bQPtgWlRc+ZlddiI/v5wXTFmbF8kK57Ncp87XfRW5R6a5GITDcwTaHONWGnRE3Fy+gecE/pgP51stbriu3LhUXVH1TNZtAaUywR5P+jJJO2MnFu8XGMN++Zz6Y1L8dmBHeTfCrdYr96fbg9ucKeJ4/QOtpnN4uKED4XXw22GHMyMMwzAMw+RY4q/c4m8W1TvTc8uwMsIwDMMw+wS/AbSlflCOCcHKCMMwDMMwJ4WVEYZhGIZhTgp5gJVhGIZhGOZQ2AdY+ds0N8Kt1iv3p9uD25wpgvvHeeC3A2/TMAzDMAxzUlgZYRiGYRjmpLAywjAMwzDMSamtjKReJcWVuguwwM/zjpEOAf66nev7wy5b5suAqUe+Xg1+215FfdsebK3r4K+D+d5p1/02VHgR8geWrPLXjX+DUH23uE/7YwPvree1fxIfMk273Qo7nJuv9NVi4qUX5QcpMJ4r56vKbsZ8vXzduIhdD1S24boK13Pd8lQmJxPC7crsl3rKiOjEvfUEEukIaQHQ8xpeNOJ4qv8+GBt4u8MO0gM7K+yYPVhoJ01h19hMEeF6TfHbFu/TvoD1Pb7cARub99BXMoH1+EImdJxYeuB6Cx59Q3tXhaSJUnQhkLKC7NNFY8P21PwFud+4ItMUE2xviu5UZNyFKFF+ERfOV7nhN3mKCz0v51zUU2Wukq/GG/PV8tV4cUvnDoSsKyRfz7XKUxsrv6QPs0dW8A9NPWUEf1Uu9XSp3SqnLSQ6/+MMosGhHZIbz5AL0V0yZMdM3W6HXVQzRYTrVRFoW/RYaXmH/RWtwPLmfdm0PO+cZ4tol/EaJonn+8IZpw1pPcPXlXrAJmUF2aeJsbH5gXXcEZKwACrN5RymQgk2nuW776Ff6ywakxnL1xn0cy7qibiV8kXK5Xk4XyQQt3Du0FB1VaWeBXR5duRi5MFl0/zMiHGrbPoxupGPRvDS0fcnpYlLboYk0LabnzXElr/udueKlD9b+InVWmayVeZaaUq2zG7SHP30JC0JbwFTtGN6tsJT7Dzaw8ylv5N3aCUpxiAUuycP5o3p3j3Bk1w5Y7quGTx7Rq0GS8t/0WSyolGfXg2hreslZGGg0sRwkameeHdAtNO4hot6Ol9vO6dMnjv51o3rzR2awvovqee69VALIw+sMSGx7u0tIyxfUEaEys2kNFJGZMULoRktzIoMTX8Ai3S1cVo2b48whEz7Z3bhvNr2IFiCTl7tbxjJVZxa4fUTXGGKS5tr2y8TiKdzLXyXMJ8OYISSV6Tz/WCezbZ6cPVpm5LdLSDMA8eS/nxh1rFueDJZQ69MC7DPAmghSea9WkPnA8Nf4OdO7vPo59CELpQuaxlYXP7LZidZgSv5dIsvgf6sXUtRi2GeKZsNNbzN5wyiUT0LVjjfLryn3mXLx7ybb/W4+bmjAhXquUk9FDOFnqmjtpABH0VpL+F1GKltHTE+YPgKEJIR7KemkEbKiNqrS6AzVqukzdv4bLwTYmdvz/qQXKmJ+dicU9seDOfMSAKTeApzlCJyBbeCYdsIpSGsVjP4hGcYDfQzaPY2+9SW+dsBV1CpYLMsH4i0bljx2h0xWQi88NZ9H+L1T7ESoJ1zoUBMDeRU3rFeRfr5izd5xz35bIFaXP4LZmdZ4Ww9ZNs9qSWpRMFYrTvwYfqcPrdSNa5CTYIPoT5XQChfm/IxT+dbFtefOypB1HNGs3ooxj6jMoLvdsAymYLbTkp5ufu8hy9UzFqEjGBImm/TpJ1iKc2cq2FbDqL2UP19CpMUKyL7RpmwQ23b+hXByjokknxfy7ZYC55HA5hKKYLYQgkvdXiu+6CeWc7XMClcVouVIq6sUuuKpSjsSuse+kKV+CSH2j7yPmD5T0hIVuyrT6eWpPcumSaGx/17nXc2wdpxy2iyUKDyzaDHvIHOtzyuIpRv8/o//IJJn3GxrIUu5nzOFkbf+O5KcakuIxikljIiTWypOmv2WrtpQ+CVTGKxQEyO7zp5+SQ6fwQLVkT2SDbIcm2LK/h0pb6Bn3UM1nbvZdN9gAGaWHGyN1YSRFoI9ApJPtODXqV9amt/HE3O+k+JVCiG8KrzQHOz/DwUntvrR8UpgqGzakPlwbZeFOSNePnI+Hg2xhG8JWlcGpSsqNmnXXmIq3OAvt8ZqDRF/4mGr7rdsnMr1cE4gfzKKM23YMxLivKl44bnDi8Noq6K67lhPdTBnHHpegdZzViQckGdJ+u+o2VVH86tJSMYQN80Nn/+9ff29+/f+i7PYgBbEU1eoqPp0AzRAYPhVSnK22WxHcBA/KvvrHIVle9WaVqvNn7bOnU+CMU4PaXvnUy2cTzZuj0l2Qo5ulWvhPVh3jPe2l0K3z+tDz8d6x7rLa0nvDDcfh7/Tj8TdRwMt9L2WQys9EUZFzXyltjvqN+7rPwy3nlS1uZFsqK4T+fHhv08JW/INO12Kxw/gTGJcQvjGIi4uXwDzwly8jyYb7W44bpy41J1RdZz5XrIqCQTTBn0ZbJwxoI1Vu1w/52d8jIpfjuwo7wb4Vbr9XDvjRaEOTykB/eYc4FlCFPE8foHy4gi/HbY4cwIw9wo8lsrvQPvUzMMc7GwjKgNKyMMUxf9rZWjn4tiGOYyYBlRG1ZGGIZhGIY5KayMMAzDMAxzUsgDrAzDMAzDMIfCPsDK36a5EW61Xrk/3R7c5kwR3D/OA78deJuGYRiGYZiTwsoIwzAMwzAnhZURhmEYhmFOSm1lJPUqKa7M6yL+0lwW/of+nf7Dgnm6nhTtslXzesnk8euVbturqm/0L6Hd7p8eVee5KrV94zA7QfXd4j5dfWzYkGnKH8YKhOdw85W+Wky89KL6hV9mQeV8VdmNo7t6+bpxEbseqGzr1hX5/K7YnqrFtc+kG3FW8ukw1FNGRIforY279QVAz+6ItndT5dn0MGzg7Q47SA+mOgTBgdKDhc4/7BqbKSJcr4pA24rBMU77Atb3+AgK6AWwF6HRhZdJ3qspOssD/kXHnSFlBdmna44NGzJNoST0puhWRcZdiBLlvduG81Vu+E2e4kJPyjkX9VSZq+SrwbJbkavlq/HiFs8dmrp1RT6/KyI/z1P1Gssr8rt2heCU1FNG8FflUk+X2q0ytszmB9ZxR4QcA+MZciHEQIYcKKnb7bCLaqaIcL2SbYseK1Mvsi34Fa3A8v59u7Se4WsPnqNb932A2acl+I7gnfRGIGUF2adrjg0bKs3lHKbxBIxn+e576Nc6iXw9lq9i4sy5qCfiVsoXEcrM4wyiQazv84TzRQJxqbnDpm5dHUoGyXa1PO3imGb/Mgen+ZkR41bZNNhqCG1t0iI17aNBuKhmmhFo283PGmLLv3q7c0XKH66A9PvapnfbTJ3Wgx/mrJ7QRG7SyUy9jmnZCneQrv1n8GmqFMebCJECMlQ+ne9byBROvI8bLi5dbqp8ofe/fDJZ0ahPl8g9Kk0MF5nqiXQHRBuOa7iop/PFvmpZK5avMIxG8NLR9z5OvnXjenOHpm5dUc/vjBx7Q3h02hMVrCGssL3N+HbGj35/DLt7gidplaoQjjjpEOOzLfLWwddKI2VECiVROdFCa4uooQrN1ZjL+rN2WMAeic3bo+hKmSbN7MCZte3hUau6zEQrVIJHFD5LeB1GyiSfTACGryIkFGZAM3kPxIcqHbFChZ4SNLiyU2Eq3nocMv3iih2NI+oTuUXTvxehVPkEQlB+P/jpUs8r4RqZ8onnzTo2XL6id71cdpIVO46NGObZZNNwUGG/iEb1LHHhfLvwnq7+cVtEdN3UepTHzbd63NzcUZF91FV10Kqk2lPmJxUEEfYhxgi2t7TwuOMnmayhZ8q1WkPno2p4xfG5KLKNXQeNlBG1d5hAZ6xXTY4J7rRbJNjZ27O+7jDMzpxR2x4FuWpbwbCtBR+uSFZooUDT8hR6Iuzu816bbUNhGmnJsCc5FNjZeZsqK55sq8baoqHKh+Zpy5SdQj2/9MtnESxfwbteKDvLCmJspJalkklzte7AB0408ryDOrdSNa5CKYgPNRsilK/N5m1c4m2Wzrcsbm7uqEhZmfeP2eZCRSCCoVH4Dd74xrEar3/UM9YWjwyfzpXiHgqvOj7bnXSxcK0036Y5w4mJFZHj0foVwcraoE2+L3BbTJpOPSEjsQ8l4oVKRCacRt+4YkIzayisDLFy9A7HkULGbNVIwWSb4gPly6zVAeo8T5WvybueLyFZsa8+nVqW3rtkmhgeS0sXkslSO24Z5UpDHirfDLVttRoqq0B7qP62t6DofMvjKsJzR926op7fO90HGKy+IcupJtS5ojS87ni+TmopI9LElqqk1l6rE45a8wkO2i2fROePYMGKyF4h2xY1dbMSEP/+rGOwtm8vg9YviKTVQ/yNJncZJhSAeArztJujlUBMvPL/ZptFrM7wAN4yEGYklt53fk1nbNxXN/vB1n65yTcICl6A2dhs0WAQUT59m4N6Plc+m0D5Qu8v3+UCoWRFzT5dSe5RaYoJLkq3ujJZWh3LWlaH0nwti4C4kkkM8SSxDrkW5UvHpeYOh7p1dSAZ5JZVIA/QegqFN35w2yo9TGspLqXhFcenfF79eb2gbxqbP//6e/v79299l2cxgK2IJi/R0XQoHV6XorxdFtsBDMS/+s7Kfx/luDaa1itSpc3xe3fnSOl7Lwb6HeJt9mpYB+bdsnAhXHVYVg+5sGSyjePJVn1qpwNbU0V2HHmlzwfA9JyyIYHyOfkKyHJYacm0Tbi49PNU+ULvf46UtXmRrCju09XHhg2ZZtr3vPAc+Xxl3EpjjoibyzfwnADb3HmvYL7V4obryo1bt66K2ytMFVnopJuWD8tq3dvjx4w1Oe7Ee1cNl5h08SLGJ8Z14lw+fjuwo7wb4VbrlftTRfBHpeYPlbYHzh1uc6aIg/YPtGw8Anz4Vjcq/Ibx22GHMyMMw1wuuG2kD83h1VvDJHialWEY5vCwMsIwNwl+uyfb3w/+eijDMPWgfvRwTz+GeM2wMsIwDMMwzElhZYRhGIZhmJNCHmBlGIZhGIY5FPYBVv42zY1wq/XK/en24DZniuD+cR747cDbNAzDMAzDnBRWRhiGYRiGOSmsjDAMwzAMc1JqKyOpV0lx2T/fL3/B0fyAkvPBocAfbXJ9cthlO04ZrpF8vRqwfjOnV96PZqV+Vy4M6QvCfg/7HT3w2aBjvRNRp+xngPT5YZX1lEOUkhXFMsQfG9XGAJlmZZnp5uvXo7rCYzZfZkENWW2P+Xr5unERux6obOvWVZU0a5MbVxcq2y6MesqI6BC99QQS+SNJC4Ce6Yiiw/em6BpA/oDSAnoHFIobeLvDDtKDqQ5BcKD0RM7qB5yO5Wb6mgjXa4oYoOPcB7a3yQv+0azY9Gl1ZU7BKnJKJWXXsu9CjffG8Sm95KZlRflxGoWElBXYx1P5huFjPQkVjY2SMUCmWUVmhvNVbvhNnuJCz8qDB8+LLlXmGrLaG/PV8tV4cem5w6JuXVVJszFWuyZ9mD2e0SLkSqmnjHTfYZv+ilwbOsZzp/RqOAHza9LoBvtwQtF4hlyI7pIhB0rqVyPsopopIlyvCiHYHmcQDWJ9L9j8wJpyjX1r3OqvK1Z+b+XpdfJhP6t+AfYUrnBIWYEeio2HVfHvr2gFykM9MTaqjAEqzUoys2hMZixfZ9DP/ZQ/EbeyrA6MeY9wvkggLjV32NStqypp7gPp3TvzuMschuZnRjafMFspV+ObnzVA2onOAcJFNdOM5SsMoxG8dPS9YTWEtjZlHs4Sdhocc7G4shX8N7zKFSdeeiUmVnSphQD/TuNp867+/M03KVPhSCidKsg0n+BJllH8P/QeRfniKtR/HnHKk39v24Sf6wsoK6APdb3dH4dMVqAciy0f9O1OhQVNyRig0tybzBRtMF5Xr1s6X2x3y7JAjXmDk2/duNncYbNTXRFp7gWjdFr9XVLQ/6X8yAaVvL82GblvGikjsuLbQ4gW76mJLoZ5JqysRjgFm7dHGEKmSTO7gCZSgIW/hMVVTLpFkEB/1rYmtAvDmlDMRIurL9scvR5rIbSaAoxUeDJZQ895abUi7CcmnmXeFXl8P4TSC4UXpOMTKDus1tD5wLjv8E6+B5HvHTa2iYOmb1SEsDw43lV4/r2X8DqMlFlbpAXD12xiOnN2khU7joF9yMzN5wyiUT2rXDhftFQZeU6MeQs33+pxQ3NHFYrqqmmaxUyhZ/Jri7HoWPV88v0fXiYQT+d6HCxhPh3A6GC7BddBI2VE7R0m0BlnK6fVugMfelCe8rwGdky5N32LZvMDsHkbw3rykh/kjon0wrfF0gkFLy3QcNWTCqMhrOSDAstc3LrvWwJHIFdnKxi2rXirGXyifdeK5xAKp9IJVW+o7LG1Uq7wHinSgmGH4yTzBc/ghsv3Xv9YyhGayJXwvvu8hy9djtS6JBSrc2RnWUGMgfS9S4RgSGZWjatQk+CD344llMlqcsyn0PmWxQ3NHVUoKnPTNIuxzwKN4LttWX5yBPp/6xlGgynMMRJuM1Fna5iU5ts01uBr/YqE/LvPDcpjw4rIvlEm7NWwLQVke6j+vn5zo1jd4WootUyIVY7+JEfuzIAtxPASk3nhoQKKQDq1O3WN99gJcz5hC6Nv7CuedenrA/pCnQkqUyciJCtQjq3UIRFJ8t1sqzd97/cumSYlM+24ZZQrDXnKZXX5mKfzrSovwnNE3bpyOeS8o8+jkIdGiP7/MICp0EaW8zVMgisRxqaWMiLNYanqaZ3L6D5AlJpmrfBjsnwSnT+CBSsieyQbZHglk1gsqBN5eMztC7hSAuif56GAhlj7z2iO138KaZkeZENTdXbgTtC6h75YIcnVECKtEkUrKoJ9pSMh3iME5gtDeE0zEsoMnlcBNzz33rJ86lxL912sXHMHCXGiABg6W02Y9j5XsjWgZEW7Y1l8NvCzjsE6wpCj0hig0txZZmKcBmOuNF96zCuK8q0qL4j3rVlXldLcB+Y8Stc7yGrGE9X/RbkH0x70apzpuWnQN43Nn3/9vf39+7e+y7MYwFZEk5foaDpUsBik4fgdrKYU5e2y2A5gIP7Vd1a5zOWU78ZpWq82Qrg4dUr2hTOi9L2TyTaOJ1u/9Piudl8SUnWb4LN+mHrYSgPrzzwTb2W1+HmYeypc3gTS8fHjI14Y+R6V8oVtOpTxGTsNE6b/tvOh+oJflkxM2H2O+rs6ZW1eJCucz3JyLF+eKmOATLOyzAzUA8YtjGMg4ubyDde1P+bD+VaLG64rN27duqpS/z6VZILJS18mS6cPx+L9Svo/lq9quW4Nvx3YUd6NcKv1yv3p9uA2Z4o4Xv9A698cHtLDvYyN3w47nBlhGIZhGCbHEn8xtlf7TM8tw8oIwzAMw+wT/KbV9si/iHzhsDLCMAzDMMxJYWWEYRiGYZiTQh5gZRiGYRiGORT2AVb+Ns2NcKv1yv3p9uA2Z4rg/nEe+O3A2zQMwzAMw5wUVkYYhmEYhjkprIwwDMMwDHNSaisjqVdJy6+E9BGgw7KrqS+NquCv27l52GXLfBYw9cjXqwHrN+/0in7+YrA924rrKF0H87yzfbXsiUOle2VQsqJYhvh9He+t57V/Eh8yTfnDWIHwHG6+9eRtYHxWzleV3Yz5unLelxd2PVDZ1qmrg807njyg2pXZL/WUEdEhemvjsnwB0FMNr1w4Zw6Stugd9GAukzfwdocdpAdTHYJgx+zBQpch7BqbKSJcryligI6dD0qevxiEsPY8266xX/OkfrWQsgL7eCrfMHysJ6Givm57Vw54VibTFP2uN0U3KzLuQpQor+iH860mb6kyV8lX4435WnLelxfE3OFQs64OO+9Y7Zr0YeY4eWQOQT1lBH9VLvV0qd0qB1po+SqE+8FcJhvPkAvRXTJkx0zdbh/SnfS1Eq5XhRBsjzOIBrYD+qLnL4jND6xjy6tm6xm+2JfEVUPKCvTCmnojbsGvaAXKoz3R12Xf6QhJWACV5nIO03gCRkx230O/1lltjIXlLRG3Ur5IaMy70HI+ELfK3LFTXRWVZ0danrde5iA0PzNi3Cr7fUJqt6d2mXxAd9K3yPIVhtEIXjr6/prQbvMfndUhCtMhrFZDaGvriGM+FldmdUMzuBsun7XMcr65miIY7+lJWmjerPyL8jZ8Bp9n8lgu6X/WEEuf9Yp2p8KCBvuIrudQG1NpYrjIVE+8O1BT3tL5Yl+yrBVlY97Jt27c8NyxU10dct4xSqfIw7GWWvf2lhH2g6Yy4JZppIzIim8PIVrkV5CbT6ERj4wGfBo2b49iesk0aWYX0EQKsEhXktcGriAT6M/aWpjg/rAI+5hALFZjiV7N4WrMNgevxyiE0BSOlWM+Q/PzHfw8iLjTuRbOS5hPBzCq4KOi+xKIhxJdTHjfD9XyfsPlW/B5JsROsgJX8thHZP2rPlRH8Ythnp1NaKgxNpG34Xy78J5aBMvHvJtv9bhFc0cRZXW1/3lnCj2TH27jfhSlvYTXYaS2dcR4g+ErQGgsV5ABt0wjZUTt1SXQGfurLtUoD3V62Z7Bzt6e9dNJhNmNzdv4BjxPGpO2uBYRDEP7w7gKSoXTEFYyTKzwnIkMhfIXPHefYTSYwhzHBpqYq+5jt4h4lok6hcobF5ah55kcO8sKZ+sh2+6Rq2Ji0rRZrTvwoRUZc26lalxFM3kbytemfMzT+ZbFpeeOYorLfIh5xz4LNILvduCMSwpuOynl5e7zXm3zUmOZIWm+TWMNPsOpJy5WRPaNMmGvhspq0B6qv6/a3Nh9gEFuf1is9rxDrvROuqL7MICpkETL+RomNTSDpvGYeoRkRetXBCt1SESSfDfb6k2taO9dMk0Mj/v3OUXGjltGE3lL5ZtRPubpfKvKi1C+dP2Xlfnw844+4+IKBYtsMTP6xndXiguP5XrUUkakiS1VSf1zGXgP0D/VYZHlk+j8ESxYEdkjlsVAXMkkFovu5KrcYrt9WiAPy4UOJVp73Giex//r8yavaXTcO9dfA0SlZtqDXt197KrxqLxJgcmkULKi3YF4/SMkGbKBn3UM1hGGHG7fwdV5QP5RaYp2joavctJSsrOu4tNQ3pbmWzbmi/Kl4xbPHZpGddWwHupgzrh0vYOsRg5Iq6ka9933BCbmcG5TGXCroG8amz//+nv7+/dvfZdnMYCtiCYv0dF0qGAx2OJ3r3alKG+XxXYAA/GvvrPKFSzfjdO0Xm2EcAnUKf38OVDlvd2+Y94F3yu7x3e3+5aQsltVE+Y5ddlDANMl+2Ay2cZWPHnpyE48fC7NS+DcB/IufP42KGvzIlnhfJaTZ/m+bj9PtTWZJsrMUHiOwBirLG+JuLl8A88JcmM+mG+1uOG6cuPWrqvK9ZBRKhMCY9Nk4ciBWLyfHlt2uP/OVL+4dfx2YEd5N8Kt1uvp3hstFXN4SA/2VaVpPMbAMoQp4nj9g8dyEX477HBmhGGYIPLXInv197GbxmMY5rzgsVwbVkYYZt/gtyy21I9JFdA0HsMw5wWP5dqwMsIwDMMwzElhZYRhGIZhmJNCHmBlGIZhGIY5FPYBVv42zY1wq/XK/en24DZniuD+cR747cDbNAzDMAzDnBRWRhiGYRiGOSmsjDAMwzAMc1JqKyOpV0lx2S49pO8BHX4cR2r463auJ0WqbAxDYnvj9ftO4DP7c7u/OVeo83lp1U4D498FvAkHxoEfZo9NvJz3M2kWvWvgMznGyTKdP069W3VNhSv8usZ763njl8iDTFP+MFYgPEdxe6rL7wOGQP+onK8qu5Hn9fJ14yJ2PVDZhuqqKN8qadbG9HcnwQ283YmwQ/b3Cx5P+6CeMiI6cW89gUQ6QloA9HRHFJX4iI6ndHg0fAwOyv2gO8UfPZjqEAlVNoYpIzb9RlzJBNZjSyDYn3mfpx5WRX8b2C7Hcx5XxYTgef1d6/5ZPY1moCCX3mlNunJsEILbf1dxpcXwPrvkH3PCOunBQr+L5ZJeyLFxKkMwfKzlGCFzJLar+S/IVQuZpugTvSm6VZFxF6JE+UVcOF/lht/kKS70Ip1zUU+VuUq+Giy7FblavhovbiX5TNQVme8hZX4cW077BNJZnvn7tpWGQ1FPGcFflUs9XWq3yqZFUk+nXXgYrMDyBL1njGdIFN4WRWVjmKq0PM+cPmWfh9j8wDq2PHe2nuHrKP4qlEfTyYftnbYL70J470nXuUjk5JZWgOWSHr2wRr90XbXgV2TkGCFzZLuGPDxbUGlK79ATMJ7lUSnNK3hEvh7LV6Ho5lzUE3Er5YsIZeZxBtEg1vd5wvkigbhV5DNZ/y5pvgeV+X3oRzP4NOmJssFgAPKNcPz6Hp+ZnWl+ZsS4VcYWke7MTcMtYT4dwEOojx4Lu2wMU4eyCabKBOSj3f0/UivQQ4HjQOTM7suLyFzSb37WYk2VtWy7o5WUIlZDaOttgpCFgUoTw0Wmu09o0ppQvY3pfL3tnOUrDKMRvHT0vY+Tb924Yflcqf6p9z2AzL9/iGCmtZHlfA39B/1ClmXE3kIKbWelfQLj6DBnO88Obw/BGF9ukUbKiKxsUXHRwqzuhBb+IdSRNlbqGDrJ6bwU5svGMCVYE8ofuJ1iWxLsz+Tn3zCqvSrCVWoC/VlbpxM+W3By/He1Jxjnsz2aw0/M5u1RqImZpaAWuJJPt69U+9Y5txDDPJuIGh542HzOIBrV64/hfNFiZmQmbuUALArMZ26+1ePuKp9D73swmd8WysfsUygdYoGNClBuBbKEV3M8IZkADF9FSChMWYqybVoxVz6iMoPhWG4dviiyf10/jZQRtYeXQGdsHXB7BPiQg/ID4PF0wjZXNoYpwzkP4e37O58lMImnMG/Ur4zZXFyLCIZSGJ0ZzrviZQl357M9C/0TgZOYPE/T1OTubBNk2z3pocoSAbRad7TMzM6tVI2rUBNfXSt0KF+bzdu4xNssnW9Z3N3kczjfg8l8adH8hgS3toLWJNwamkJPtNfd573eeg2ESavNCoZysS4utICsZvC5RMulpQgL5YfeFLt+mm/TWIMPtVXo31uDEhXKU4paax+YYfaGUChGA5g200Yyug8wqHvuhCSwV262kpztU8YmpIi0fkWwsg4pJN9q+6Yu6aHk9y6ZJobHjsxU8sqOW0a50pCHyjdDbVuthsqK1x6qv+0tKDrf8riKsHwuq//i9z2EzMc01zAer2EQ1PiyBcboG98ZLYahMMQ+6IyXWPTU2uu9fmopI9Iclqqe2V6r7ETSnOWGHxOqbAyzV1CRmM61gKmG2zcF8hBhzXMnJIGDfulBQBSm4FlhcH//xq2GyycxUUaw8C0iuDJNv0GxgZ91DNYRhhxuu+KqHddknsyh0hT9KJImfBVeX15hnEB+ZZTma1nwxJVMYogniXXItShfOm4l+VxY//l8jyHzWziAVoT1SZ73ULsA3Xe0mopFwTIQBmJRYFtUZTyhpOizZK86HBf1t3xmBNA3jc2ff/29/f37t77LsxjAVkSTl+hoOtQNx++NNaUob5fFdgAD8W8GVTamTr1eF6XvnUy2cTzZBntL8LNkK2Ts1u3i+b7o44yP4LMlaWBZ0vj6SguhypSGe2UWk4ITL4tmvV8ofXHJcUTVUWGZTkdZm7ttoS4jL4rlWDOZQ6a5GITDcwT6BsatVNdE3Fy+4f6Hfcd5r2C+1eKG68qNW1hXgfetUv8+jWWCCbc+t8eWyT8Upt7TlDXepsH2GIpFfYXyvVL8dmBHeTfCrdYr96fbg9ucKYL7x3ngt8MOZ0YYhmEYhmF2h5URhmEYhmFOCisjDMMwDMOcFFZGGIZhGIY5KeQBVoZhGIZhmENhH2Dlb9PcCLdar9yfbg9uc6YI7h/ngd8OvE3DMAzDMMxJYWWEYRiGYZiTwsoIwzAMwzAnpbYyknqV9PxbUOGHA31shF2ZY1nyzpkYpoDlk+i7vrfpUB/zwmS8rO//cef7gSmJL/1U5MeOPZ6cyx10ImzPHrIL30dziHyPjFO/Vp1S4Qq/PfHeep6oEzJNu65zedm4+UqfLCZeevn9zBDog5XzVWU3srRevm5cxK4HKluqruy8qTTL3qUyZkw66W3g7U6EhcbDvsB8D5n+mVNPGRGduLc2rsQXAD3dEanwg6A7xR89mOoQB9Gg4+AHDEOznE9hMIjqeZtGod4D1xvn6BvalQWKmCjaM+gnOm4ygbUeO6n3VjGeBrbHT8uba6MyF1Hxffae75HBia0HC/2Olht9lB2pHMPwsVYuimSO7Y31C1J/cgYyTdH2PVGPCxV3IUqUX0CF81Uu802e4hL9Jh48eN5sqTJXyVfjydJq+Wp8OVxljqDqSoQ/omNDHTcaPqbh4brdA3FsOe0TbD5hZrzYiXxvWWk4FPWUke47bFNPl5nr8s3P2nJL3YWXyTrzULh3jGdIFNI+YgA+ziAaxPqeYaqAHkIH8PD+AFHqfboM0dfGa5gk764wdsZICdLVfx9SR6StZ/jaeumRNClzEVXfZ9/5Hh85qaZKneV6PvV2rMIzb8iEzJHtV+J9mUpTem6ewIsuBiqfmWdcQ5Gsy1i+CoXWJJRCxK2UL1IuS8P5IoG4xNzhQNa/IK3nLjwMdHjR8zvTh340g1TfFnkJDRzkG+E4rTrGmco0PzMiNcUI0GNz61cEq1QwKVfOcnAfm+UrDKMRvHT0PcNUAftyhCs8ISTBEkBFYBwhsOp6cHfQLsQfmyznmpS5iKrvs+98T07mel4uqjKf9dDuaCWliNUQ2oHtAwOVJoaLTHef0KR1oHo/pPP1tnPKZKmTb924og/pucOGrH85TkxfW8J8KpRhoQM1aq8a3D9k1r/lfA39B/1ClmUktH0U3FLCODrM2c6zw9tDMMaXW6SRMiIrW1RctNCrKKH1LiIzKB/hOzqFZQLNjwALy4zNMFXYfIpVHEo3IaLv+9Bs+wG3OIxQqWzCxdVrAv1ZW8etfg5jL2Uugnifg+d7ZDZvj0IdzCwFtcCVeZxtE2A71jm2EMM8m4ganneQ7TGqt0oP59uF99QqVy5L3Xyrx83NHZUQ4+RDqCNtLPMYOr717lC0hfIhF9lCAULFK9N7NEt4NdtHyQRg+CpCQmHKUpRtx4p3ecQxheFYFzp8UWT/un4aKSNq7zCBzjg7iJTtcX/Bwwn0u83bGNaTl+N0UuaKUCvjaU8J5/ZwZVn5aoBmaC2A6qnixpyOwiiCoRRSZeypzEUE3+cI+R4RnBjbsz4kTU3uztZDtt2THqosUTBW6w58SJmZnVupGlehJj6pG9YglK9NuSyl8y2LG5o7SkHrwSPoMn8APB7p8LS0yHxDgltbQWsSbjdNoSfa6+7zXm+xBsKkJWgFQ6lMiQstIKsZfC7RGmkpwkL5OcUy/lxovk1jDT4X3FNGS2Cj4d0QJSRXQ7XClEJS/E0ezGIYg9x2MIcZtYBOTcIoWLy9bXNOwDEdUxTE17cO3QcYrITw07ckhWVuSJX3OUS+JyKkiMjtZuvQQfKttm/qki7M3rtkmhienbPLZKkdt4wmCzAq34xyWUrnW1UOh+cOqq7QCgNOmZVFbl/tRYN5rWE8XsMgqPFlC4nRN74zblWFwhD7oDNeX/AcFAK3Sy1lRJrYUnVWdTzZWexw3C9cqT2942GtLsWVTGKIJwlxMIthMqSgs/adbWGHf+cOxaWH5kSfG0VitWN/K2AJT86+b1F8fzwJ5OHCkgORguIyN6X8fQ6T7wlYPomJMoKFbxHBlWn6DQpcVMXu63q47YfWApwzPZlDpSkUz0ia8FW4kaXVwTiB/MoozbdMlhblS8el5g4Hoq6k0uGdSZRxa7ZXE1rYwVeE9Ume91BWmu67UMxx4bEMhIFQ9ONp9qUOGU+MM31m7FWH4/i65TMjgL5pbP786+/t79+/9V2exQC2Ipq8REfToW74QKiATSnK22WxHcBA/JtHDAKnbEyder0uit8b+1C8zXWVZLKN076VbIVMTfu2kK4ixGIxyD7DtBYirvNMcXx73IjVU6A/+/28Spl3gHyfA+e7R8r6ulvn6jLywvksJ8jyMoeShzZkmnZdFwrNfL4ybiVBS8TN5Rt4TpCTpcF8q8UN15Ubl6qruuFFlMpC7NP+OEdMuPU5vqPJ37xTKEy9pymrNY7k+NHhsaivUL5Xit8O7CjvRrjVeuX+dHtwmzNFcP84D/x22OHMCMMwDMMwzO6wMsIwDMMwzElhZYRhGIZhmJPCygjDMAzDMCeFPMDKMAzDMAxzKOwDrPxtmhvhVuuV+9PtwW3OFMH94zzw24G3aRiGYRiGOSmsjDAMwzAMc1JYGWEYhmEY5qQ0VkbQu6TtACn1NomX7W/jYCzhKXVChOC9VYYa7tiZG8byL5GCYcZtvvzc7lfqelpu4O3O9Twq/W8E+qR8piwfg3TdH3iuStx9IPO33jWUR6iMFwYlr4rlWDOZQ6Zp13UuLxs3X9XPrDTlZZfLxi+zoHK+quxGztfL142L2PVAZUvVlZ133TRrY8a8k6Aa78HxsC8ONaYvhGbKiKi08VT/jeD9egKJdJCUwGQ9PqCg0p3ijx7YRVDYnhG/gP3kMdVYFbvuj03fzq73LjqJsz2PKgdise2lFz30ij6ZOdkqyUewnE9hMIgCzufK4+4MTlI9cL2Ljr6h7QlIuoyXAU5sPTDeh1FeaTf6pBzbQeaQaQoloSfqcaHiLkSJ8t5tw/kqN/wmT3ElE4gHD54XXarMVfLVeHK+Wr4af44QfauX1sMCoBdQYqi6EuGP6NhQx42Gjyq8SppNiWPLCZ8APVanHiNvW2k4FA2UEdHJH2cQDWJ9L7A8kaLnxpyn0r1iPEMuhBiwKHLNzjBFCGVjEmXeM6viehNN4Bv6MLK92OK4sIV1aT7oeVQoL+8PEKXpahqWsTpiXI/XMEne3cml+w5bx7ttQRkvBDmppi76LaWSlGM7yBwqTemheQIvuhjd923AyziRr8fydQZ9k1AKEbdSvkhAznuE80UCcZ1+1IaOrbQbiuaRtJ678DDQ4VXSbEwf+tEMUn1blE1o4CDfqPUMX77HZ2Zn6isjy1cYRiN46eh7weZnLfpKNiTbHXvFeERWQ2gHTHkMU8b9ywTW45qrne4DDFbfQg0RoJAXgrSLLse1BPXHBVKYD66+IlRehGAFSxBqGpWxKpi3EMClHulLynh5ZC7pG8mxEplDpYnhItPdJzRpTajQbho6X287JyDnHZx868ZFK0MEosodyPqXrvZNX1vCfGpbGzVEmrtw/5BZ/5bzNfQf9AtZlpHQ9lFwSwnj6DBnO88Obw/BGF9ukZrKCJr4ABbpquKMQK1aaPzGxNeftfe3h8hcP2K1M6IsD9aEoy4jeLPVGArSAUrI1i+IpHlXbdv0/VmiIJ+NiBBJKYurdcvCYigq476xzxVYJunSMl4Ym7dHGEJmKajFjjInhnk2ETUUVrI9RvVW6eF8u/C+NVaxcjnv5ls9rpyoxaQbLTwLXCEteP4Q6kgbyzyGjme9a5ZmBdpC+ZDWP6EAoeLlrisES3g120fJBGD4KkJCYcpS1E+wn2C4eBe55YrhWG4dviiyf10/tZSRzdsY1pOX/Tb4vnBMdv5+PsOU031fAIQsD+mEYy4j9NSE/J0oxUMt6ozFIIFvYqUWzket0Kc9NUm0hytrCyiDLOO+wfEkBedEmaYl1cp4KeAk1p71IWlqcidkTnqoskTBWK078CH7U3ZupWpchZr4claCEkL52pTLeTrfsrjq3EkCnXGNA6doPXgEXeYPgEf3oHCjNKsgLTLfkGirZ76P4GJkCj3RXnef9/Al5UIgTFptVjCUypS40AKyEjJiidZISxEWyo+1sXVz1FBGlCBaDduZIBJ/oxlK7p2nm3u4YFBmT4a5LLrw0p/B4+u3vi8H+/50/irPiygjiFZQPn9gTR3uC+Ujtz/MoUo9UQS3QeqXsRKOKZygchnPn5Aisi85hucwZP28d8k0MTzu3+cUGTtuGU0Wh1S+GbScN9D5lsdVhPKl6x+tMOCUOWSRC6e5G5jmGsZjbfXMYc7lbGH0je+MFtNQGGIfdMbrC55zlpbbpoYyklUyXskkFgvGRB1+Qo0uPXmMB9xivUo8HtJUl6rFqLkHTOQMU0LreQTRdFp97xbPjYjn7ZUTCtXpUHTAgkHg5yMFrvM8JXQblLESYnyPIrF6s/b+xV9P1j52nTKeNcsnMVFGsPAtIjXlWCWZQ6Up+k0kTfgqHCfxeooPxmkg40rzLZDzkqJ86bhuXRHvS9SVVFJSC1wWt1KaO9LCDr4irE/yvIey0nTfhWKOW7bLQBgIRT+ewjwtKj4jxplcAGTbrji+bvnMCKBvGps///p7+/v3b31HIzraVnQ0fbfF7a6tSE5dA6EDNqRK3orFdgAD8W+GXQa7bEyder0uSt87mWzjeLK1ewv2bSFFVRh+bvq1dWX9K9kKmev1N+yb8dYJKswn8Dwi8xZ9vKyM+2QxsN5TlGlh8i4po749B8ra3JFV+jLtVyzHmskcMk27rgtlZj5fGbeSnCXi5vINPCfw5Xw432pxw3XlxqXqqko4Vf8+TWSCxIRbn8tx6OUfClPvacpqjSM5fnR4LOrrEGP6TPHbgR3l3Qi3Wq/cn24PbnOmCO4f54HfDvW/2sswDMMwDLNHWBlhGIZhGOaksDLCMAzDMMxJYWWEYRiGYZiTQh5gZRiGYRiGORT2AVb+Ns2NcKv1yv3p9uA2Z4rg/nEe+O3A2zQMwzAMw5wUVkYYhmEYhjkprIwwDMMwDHNSGisj6F0y7wBpCU+pY6BDE8jLdnu+V/eNzLWSekn1L+w/6EPCuM+X/iR0eMoG3u5EmOVi3+mD2keFoXJehjQM+3rAI6nMyxsDeyinpOhzk4d3pVmWfX4GOG1hFYwKV/gyR7VL+nyoHgVkmpXllZuv9Mli4qUXJXd3k5NYdiPn6+XrxkXseqCypeqKiks9vxNVx9C+Scf7bdJMGRGVNp7qvyW6of7ogRN8EKi8xKDrTdFtgXTStIBeQFliGJfUS+p2AQPbs2bIa2ocW468BNI1uP4bQSHfgyyNpA+zdjZB1crLoQvvyQTWPW8i7K1hkqDbco8dy1n6ORJPIDGfy2dE+caWIPU/F1cFR7RHASfVnpAQqlyWG32Ua2tTbgwf63cukm+2N9YvSP3JGcg0q8ircL7KZb7JU1yi7uOch+g9yElPzlfLV+PPEaJP9dJ6WAA4fVlD1RUVl6zbPVA0hkS+t6w0HIoGyojo5I8ziAaxvkeMt0YUsoeGyGs5h6kQgC96ZKDgzzxNMsw+6EM/slzmJ99iLhqAGgliXIw95aD1DF+LCIbGLecuiLQ+Jmshh+WsKSaaHqwnH/nJT7JLORu+R+sXRKtvyBzAny9yUk01I8v1vKinVep9uQW/ohUoj/aEzNn8wDruQIFjXzrNSvKqmlxdvs6gbxJK2VVOhuS8SzhfJBC3+w7b1EtyGzrozdafzYm62vysIe7f6/AuvIhxID3gku21DwrGEI4H3+MzszP1lZHlKwyjEbx09P2ZgB0WLDfuDHMI7h+i1GX+cr6G/oMeCHLlFEHOgzm6RZ/O86vABrSeP+Qq/u7uUYzBRaGy3bicTd+jysR8llgu6XHSk/79Fe2OVlKKWA2hrbcJQhYGKs29yStpHehD0KN/ADpfbzunTM47+daNG+5jVF21fkWwmn2KlkJUe5k6rN1eNaDHUGYZsbeuTPuHwmQcHeZs59nh7SHYBsxbo6YygiY+gMW52Fs9YphnDbuv/UOGsRGTspBQQhAtYY7C2J59Q5MxWgz0n6VYE1tYOInV7sdEPBeVj8FdylnlPXJl/YaRvVr0Py84W3BKNm9CsYPMUlALXJmn21EJ9GftWudi9iGvNp8ziEb1VunhfLvwvjXWsHI57+ZbPa6cqEW/jhaW5a2M7jssItOfHuE7oq01e6VoDEmW8DoUYxHbPxHjcvgqQkJhylLUT7CfYHgfZo+ozGA41oUOXxx+X+GcqaWMbN7GsJ68VO9ER2a17sCHFgzpPjDD7JPWPfThGxI0d/srzNA2BVoM9J+l+OcscE9ef+RQxQKxSzmrvIdTVjHe4qkynRv8d0knq/MBJ8b2rA9JU5O7s/WQbfekhypLBFBIXlWNq1AT30PNii2Tk+Vyns63LK46d5JAZ1zvQHN23uoLHo5lPygaQxLcbppCT7TX3ec9fMk+HgiTlqAVDNu6bXGRsZrB51KE24owWh/1n7dIDWVEmcdWw7as0PZQ/U0efjoyaMrL9hWtfWCG2SvYt9YwHq9hYEtjFFzUPjh1yO+gNCxno/dowfNoAFNHGzlvQoqI3A6wDh0k32r7pi7pxPneJdOk5JUdt4wmi8NyOVku5+l8q84RYflcrf43oHaaVB3uo71oiDGUYs7lbGH0je+M1r9QGGIfdMbrC55LVxS3RQ1lJKtkvJJJLBY/yfkcEu0+QCRNYki2D8ww+6Z13xfLS39liBNyJFY/1nYE7gfjN14a7QHsTrNyNnwPMf4Gezobc3CWT2KijGDhW0RwZZp+gwInvRisIwk55JZDurxHawFA3z+8QaW5s7zCOIH8yijNt0zOF+VLx3Xrinhfoq6cuHgeZTVQfbpmezUhPIY08ryHOv/RfUfroFDil4EwQAXfshzKeGJ8ScvLEMy5cNz64jMjV0EX3vFbX2gG+6MtD/hVWFwwTH3wNH1o2wHN9mkfRHMs7hMHvu55LJqWs9F7KPN0KnBzZ0bCBzxPwXKO3zlVpnSnbKK+RunZBJQho8J3xi0H/GqsSoP4dhOZ5o7ySh8SLW6TEFS+3iFUimC+5XHdumrDrJ/k8yXqyokrv5as+3TN9moENYYQ8Rke4VLbL/hOov27gbAWKmmy0tU7yPGEaYpw8fBah4vgm96mYUd5N8Kt1iv3p9uD25wpgvvHeeC3wxVZRhiGYRiGuURYGWEYhmEY5qSwMsIwDMMwzElhZYRhGIZhmJNCHmBlGIZhGIY5FPYBVv42zY1wq/XK/en24DZniuD+cR747cDbNAzDMAzDnBRWRhiGYRiGOSmsjDAMwzAMc1IaKyPoXdL+eefU2yReddwxNibwE8TLpyOX4bqw29CuPqptj9/m+8d5B/vC90EfEnfo6lsg/Uno8JQNvN2JMPMMYvdB7aPCUDkvQxqGfT3g5VTm5Y2BPZRTUvS5ycO70izLPj8DmvVpX+aodkmfD9WjgEyzsrxy85W+Wky89PL6QcpuchLLbuR8vXzduIhdD1S2VF2F4tYtT2WqjqF9k47326SZMiIqbYzuHTTYKXqw0A6Swm6p94fuFH/0wCqCQAw66bdAOWlCXwbn4gvjIhACqrc2bt/Rj4Ie1NjWaTi27VgJXCr8wshcky9gYHvWDDkKiWPLMZdAugbXfyMo5HuQpZH0YdbOJqhaeTl04T1BHxa2oMX+voaJ9HHhsWM5Sz9HYtP25hlRvrElSP3PxVXL98oBIeUV2acpmYPY3lgD/nvINKvIq3C+yg2/yVNcou7jnEflPchJT85Xy1fjxSXliw1VV0TcWuWpS9EYEuW8ZaXhUDRQRkQnf5xBNMhc+shOkUqasHvo/WE8Q6JAt1jOYSoEoHEsioL/bDwKXwCbn7XlWrwLL5O1cnqGruOjXzq8Bb+iFUiv3VT4VdOHfjSDT9O1RR3AYKCdW4lxMfaUA3SytYhgaNxy7oJ0yrUWcljOmmKiIRyzSXYpZ8P3aP2CaPUNl9AFSHlF9mlC5mx+YB13oNBRLJVmJXlF5OuxfJ1BP+dReVc5mZfzPuF8kUBcdL6YeklGp4pryE0RRF2RssmDLk8TCsYQjgff4zOzM/WVEe218aWj73M0cYe9O9hhRabcQRrS+hXBavYpWg9RbYgCWgoCyy93u6MENxV+7dw/RDDTEmo5X0P/QQ8EuXKKINft0c35nlzrt54/5Cr+7u5RelstUrYbl7Ppe1SZmM+STF416tOWd+KQhaFo/OxFXklrQh+CHv0D0Pl62zllct7Jt27ccB+j6oqSTQ4166EK9BjKLCP2VpFp/1CYjKPDnO08O7w9BNuAeWvUVEbQxAewKLC3bt6EoIRM8z4mMcyzhj3cPtF1IlYui9Qd9yN8R/SK6KYRk7KQUEIQLWGOws+efUOTMVoM9J+l+G73c8JJuRwXy8fCMSjZpZxV3iNX1m8Y2atF//N97OUfgJ3kFa7k0+2oBPqzdq3t6X3Iq83nDKJRvVV6ON8uvKeu8ivIeSff6nHlRC36dbSwLG9lVJBNTeqhlKIxJFnC61CMRb1FBMNXERIKU5aifoL9BMP7MHtEZQbDsS50+KLI/nX91FJGNm9jWE9eyE6EHa0960NyIhPWat2BDy0YDntu5TrJzjR8wcNN6+gFtO6hD9+QoLnbX2GGtinQYqD/LMU/Z4F74PojhyoWiF3KWeU9nLKK8RZPXdO5/y7pZHU+7CyvnK2HbLsnPWxZIoBC8qpqXIWa+B5qVmyZnCyT80X5lsVV5zwS6IzrHWgulk3N6qGUojEkwe2mKfREe9193sOX7OOBMGkJWsGwrdsWFxmrGXwuRbitCKP1Uf95i9RQRpR5bDVsywptD9XftmnqlIoImvKyfcVDn1u5djagrLktZSK1DoMk38qkTYVfP9i31jAer2FgSz8UXNQ++L4O1dWiYTkbvUcLnkcDmIY28s+UkLzaV59OJ873buH4CckrO24Z5UpDHirfjGI5j9D5lsdVhOVztfrPZJOhST1UgxhDKeZczhZG3/jOaP0LhSH2QWe8vuC5dEVxW9RQRrJKxiuZxGLxk6h96+WT6HgRLE6kiEi6DxBJkxiS7QMz1ZDmU7NUwT3f1UCtNFBbT0+VoyCIQW7rUuE3QOu+L5aX/koMJ+RIrH6s7QjcD8ZvvJxiz1LQrJwN30OMv8GezsYcHEpe1ezTzpgRb/46BOj7hxaoNHeWVxgnkF8ZpfkWyHlJUb50XLeuiPcl6oqUTZKG9VCR8BjSyPMe6vxH9x2tg0KJXwbCABV8y3Io44nxJS0vQzDnwnGr6abt0eibxubPv/7e/v79W9/RiI62FR1N/r0YwFYk5Vzms7pUyVux2A5gIP61WAyyMgycT26eKvVqt6NdfU77Wh9Q4efETv0pmWzjeLKVPdn+28YPt/sgxNvwMCjJy1A1zGZf5Sz6PJhHshVzj+o3+HkaN7uayoS6lLV5kbwq7tP5drOfp96PTLOyvCJkXaUxV1VOBp4T2HJeEsy3WtxwXblxqbqyw53sK9dDRqlMKBtD1uf4jqZc5p1CYeo9zTtY48keK7Gor1C+V4rfDuwo70a41Xrl/nR7cJszRXD/OA/8dqj/1V6GYRiGYZg9wsoIwzAMwzAnhZURhmEYhmFOCisjDMMwDMOcFPIAK8MwDMMwzKGwD7Dyt2luhFutV+5Ptwe3OVME94/zwG8H3qZhGIZhGOaksDLCMAzDMMxJYWWEYRiGYZiT0lgZQe+StgOk1NukuOp4Y2zOEp58t+TLp7QM1bxeMjZUG9rhdr1S4ReH9BWRvctRXgXzvEM34nvmUOleGc36tC9z8N56Xvsk8SHTrCyv3HylrxYTL708WZiym5zEstvOUN088aLydeMidj0UZ5svM1WH1dOsgScPqHZl9kszZUQ01niq/0ZE5+6tjcvwBUCP7qC7s4G3O+wgPbCLIDtwb4puCqSTpgX0At4iGRKqDbGt03B0OT5WA5MKvzhEv2nPoJ+ofrNNJrDGd+dJ/WrBSbUnJIRsb9uNPtmnKZmD2N5YvyD1J2cg06wir8L5Kjf8Jk9xiT4b5zwq70FOYtmtyNXy1Xhxq80RRJmpOjzovGO1a9KH2SPLgkPTQBkRHeZxBtEg1veC7jtsUw+YbeiEXJDvDeMZciG6i8VyDtN4AsaxKLrizjxNMmVsftaWa/EuvEzWysskuo6PfunwFvyKViC9fFPhl8bmB9ZxH1Knn61n+Nq+H8AdOXMuyEk1ddFvubMn+zQhc2Tf6QiJVwCVZiV5ReTrsXwVynTOo/KucjIg5z3C+SJN5wiizFQdHmveaf2CaPUNlyjeLon6ygi6cI5G8NLR9z6bT5itIji2936cTCHtsExdWr8iWM0+tfavXHyjgJZKiuVHvd1RgpsKvzi0G+9HZ3WIwnQIq9UQ2to64piJxZWZhNGk7IbLZz1TchUrXTDe05O00LxZ+RflbfgMPs/kydzZN+rT2Ed0PYfauGj87EVeSauBpUyXQOeLfcmyLJTKeTvfunHrzRGV2uWQ845ROsU7O9ZS697ewsJ+0FQG3DI1lRE08QEs0lWFi2yQ9hCixWlWljHMs70+lsD1EKuMRWQE6yN8R/SK6LrA1VgC/VlbCxPcHxZhHxOIxQoy0SsvXEHa5un1GIUQmpVxQJjP0FR8Bz8PIu50roXzEubTAYwqWOm6L4F4KNHFhPf9UC3vN1y+BZ9nQmzeHoUqmlkKaoErduwjsv5VH6ojdvYhrzafM4hGxjpQjXC+XXhPLYLFch5x860e9xBzxGHmnSn0TB3hNu5HUR0v4XUYqW0dMd5g+AoQGstsqS+kljKyeRvDevJCNrjaU0ygMz7Namy17sCHFgzpPjBTmWzC/YIHWOnQW8CYh8W1iGAY2h/GVVAqnIaqdnA15kxkKJS/4Ln7DKPBVG1zoVmc2lf3aRHxLLN6CpU3LiBDzzM5cBJrz/qpwlkbZ5sg2+6Rq2Jnog8TkldV4yrUJPhQs63L5GSZnC/K9xRzxGHmHfss0Ai+20XnUXCLSCkvd5/3apuXGssMSQ1lRJkzV0O1gmwP1d9505O1B3tEcJshO/NwmjJcDxtQ1tyW2r6xDoMk38qkTYVfPN0HGOT2h8VqzzvkWmY36j4MYCok0XK+hkkNzaBpPKYeIUVkX306Verfu4XjJySv7LhllCsNeah8M8rlPJ3vYeaIau1ySJmvz6O4QsEiW8yMvvHdleLCY7keNZQRa/UormQSiwVYIg8/STNZqpJme7BHRUwi0fBVa68nKsMF47Qh7vmuBmrl0+5AvP4RNYqgkhKD3L6lwi8Mt+8K5AG/0KFEaz8azfP4f33e5DWNjnvn+muAqNRMe9CrsZ8vqRqPypsUmEzK8klMlBEsfItIzT7t9h20FgD0/Uaj0txZXmGcQH5llOZLy3lFUb4HmiOIOjzavGPOo3S9g6xGDkirqRr33fcEJuYgbVMZcKugbxqbP//6e/v79299RyM62lZ0NH233S4GsBXJycsOr0uVvBWL7QAG4l+LxSAtA353jcmoUq92G9rVZ4fb9UqFnxN13xvSPoX9K7vH/p49I654slW93DynLr/eyLGQTLaxFU9eOrITD59L8xI494G8C5+/Dcra3G1vdZn6Lu7TeZljP0+1NZlmZXlFyLrCOAYibi7fwHMCX86H860WN1xXobj5MKoOq9S/T6lMCIxNk6UjB2Lxfnps2eH+O1ct163htwM7yrsRbrVeT/feaKmYw0N6sK8qTeMxBpYhTBHH6x88lovw26H+V3sZhilmib9w2au9n984HsMw5wWP5dqwMsIw+wa/ZbFt8KN7TeMxDHNe8FiuDSsjDMMwDMOcFFZGGIZhGIY5KeQBVoZhGIZhmENhH2Dlb9PcCLdar9yfbg9uc6YI7h/ngd8OvE3DMAzDMMxJYWWEYRiGYZiTwsoIwzAMwzAnpbEygt4l8w6Q6PD9g79u53lSlD80U8frJWOTegwVl+OuxQq365UKvzjsfoPX3Rm63D9FGdHnxjnWxR5o1qd9mYP31vPGL5EHmWZleeXmK32ymHjpRXmV3U1OYtmNPK+XrxsXseuhONt8mUN1WLc8lbE9dMsr3K7MfmmmjIjGGk/13zZU+F7ZwNsddpAeuFmJDtybotsC+WMzC+gdSSm6EoSA6q0nkIi6224XAD09qLFN03B0OT5WA5MKvzRQMPfAchcurtE3tA89CaPAq5rHqcp4peAk1hMSQtWl5Uaf7NOUzEFsV/NfkPuNKzLNKvIqnK9ymW/yFBd6kc65qN+DnMSyW5Gr5avx4pLyxYEoM1GHtcpTG6tdkz7MHnmsHZoGyojoMI8ziAa+E3UqfN8Yz5AL0V0spLfVCRhPzeiKm3/9rjqbn7XlWrwLL5M1zFFaoGfK6JcOb8GvaAXSmzcVflGIPjtewyTxfEfgryf6Hl33TesZvirlccIyXilyEktd9Fuu58k+TciczQ+sgx6eLag0K8krIl+P5esM+jkX9bvKyXJ5Hs4XCcR1+qt2yZ+b3YkyV5Q1dHl2pOV562UOQn1lBN3LRyN46eh7AxV+JHAyhbTDMnVp/YpgNfsUYgRR7rhRQEslxfKj3u4owU2FXxToGhxK3HuLVVlmstXmWgy7e4O3kNk59LwMzkzKciWq01DJeZ/Z1C5jZtGiyuiYvPXzbljAjE68VyityyJzPd+oT6+G0NbvH7IwFI2fvcgr0S7jGi7q6Xy9rZEyee7kWzeudslfo8yl7VKzHmphlE49ptKcrXt/DMtxYQ0ivCctUIykpjKCJj6ARbqqMFDhxyWGeSYwc9KUKUSsXBaREayP8B0d2sJ1hth76VLIqBVeP8HVmrhsc62YhL4fTPgE1uOi55fwOoyU2Vc8C8PXTHAXfhYgWMYhRNrsnkzW0DN9P1hGtRpWz4o21mZtE+Y/q6DrIZTWJbF5e4QhZJaCWuCKPc62D/qzdslZCJd9yKvN5wyiUT0LWTjfLryn3mXL5bmbb/W4ctJuY3/dryfbJvVQzBR6po7aou9/FKWdH8PwMoF4OtdjeQnz6QBGbKkvpJYysnkbB70QUuHHZrXuwIcWDOk+MFOZbEL6ggdY6dAbQju3QoEiVTG5glvBsG2E0hBWqxl8or3WMnWnUM9v0CythNvd5z18OS7Fiz4LECqjNZm27vsQr3+UIhEqo0Gs6h5RgJpJA1d5WGZTbhWqIN/LfO6ldSHgxNie9SFput3lbD1k2z2ptahEAIXkVdW4CjUJPtSs9jI5WS7P6XzL4qpzHgl0xmWHWOvQrB6Ksc8CjeC7XWT1C4zh1jOMBlO11Y1bYxeoqB+bGsqIMmeuhm05WNpD9ffd25IIz9ZVxwC3GbIzD9Y+MNOADShrbktt31gbtMm3MmlT4RdF6x7EGj+bVIPYQgmvL3jOLMYBAs+3zF74FkbfOE5swVb0maBSGetirCnWahZXf6nlQys6DqH3wnA/rcsgpIjsq0+nSr1QzorGT0he2XHLaLIIpPLNoOR89gydb3lcRT35XNYuh18M6zMuWRE8wmO4+zCAqdBGlvM1TA5xluXKqKGMZBWOF5pl40kCX89dIrz+IN6J7gNEqYk72wdmqiHNp2apgnu+q4FaabQ72Upb/PuzjkFu31LhF4Xo06NIrPhtBQAnZm0ZQEVArHjk6gaR1oOCFRL1vPy/OmfRfRerUVuwhT5zZHSFMsIQXvWHaK7ODvuFkVsT0QLc+c7aw8ftB/2npKAewmmdOcsnMVFGsPAtIjX7tDNmRG28DgH6/qEFKs2d5RXGCeRXRmm+lJw3zxTlS8d166rm+xa2S8N6qIM549L1DrKacUKNYVHXg2kPeoc6y3JtoG8amz//+nv7+/dvfUcjOtpWdDR9l0GFV6VK3orFdgAD8a/FYrAVr6SugfPJzVOlXhcDXXfisqvPDrfrlQo/Jyr1J7vfQLydLCbbOJ5sVS/GfmZ9hoGJ/bnAuQ88L8BxYfKQ48OKk/ssRFEZMS3zmR0WLGOyFXOEm5Z4yC5Dmk7pe4XTOjVlbe70W32Zei/u03mZYz9PtR2ZZmV5Rci6SmOOiJvLN/CcICfPg/lWixuuq1DcfFhhHVaqh4xSmWCPJ32ZLJxxEov30+ODGsNYbqpf3Dp+O7CjvBvhVuuV+9PtwW3OFHG8/rGEpz/m8FB2DuxG8duh/ld7GYZhGIahkd966x34LMt1wcoIwzAMw+wT/a23o5+dvGBYGWEYhmEY5qSwMsIwDMMwzEkhD7AyDMMwDMMcCvsAK3+b5ka41Xrl/nR7cJszRXD/OA/8duBtGoZhGIZhTgorIwzDMAzDnBRWRhiGYRiGOSmNlRH0Lpk5QMJfmtPeJuWlfqf/sGCenp8Q2736/lxC3gypx1Bx2dVnh9v1SoVfFOhXQrriN2zg7U68jxN2ImR/tsZSrqxMU5r1aV/mVJN7ZJqV5ZWbr/TzYuKllycLU3aTk1h2I+fr5evGRex6KM42UGZJPry4vRoifc1Y6R5lPmOaKSOiscZT/XeK7dXTePQ8BHqy+KMHbhFER+1N0U2BLMMCegFvkQyJEFC99QQS2X4LgJ4e9NjWaTi6HB+rgUmFXzjLp7Z0/Ja5hhcUKQH2Z0XPNWA5F/15EMFsvy57bx6cVHtCQihZhX1Xu9En+zQlc5ASuUemWUVehfNVbvhNnuJCL8s5F/V7kJNYditytXw1XlxSvjhQZSbCybrdB1a7Jn2YPfIi4NA0UEZEx3icQTSwnIxvfmAdd+A4TluNZ8iF6C4WyzlM4wkYT83oipt//a46m5+15Vq8Cy+TtfLSip4pUy+wLfgVrUB686bCLxg5SaFw813Qtp7hy/fwGqLqc5VA76QDeHh/gGj2yYJwj8hJNW1jy5092acJmVNF7lFpVpJXRL4ey9cZ9HMu6neVkwE57xHOFwnExV8kTceGdsmf69TU+xLhx5JBLc9bL3MQ6isj6F4+GsFLR98bVkNoa7PWKSwSOJlC2jGZurR+RbBKJz3l4hsFtFRSLD/q7Y4S3FT4xSJWbo5bebHqurt7gie5IhOXtnjYpuq7t6UQukNYYd/Hz2Wc7P9vIbM0fqbDCs2/6LY8wlWnENwwA9844pinTfpemWX50r91Ak7+mfWLLO/Vk7mzb9SnS+Re0fjZi7wSbTeu4aKeztfbAqHkvMHJt25c7ZJ/x5c/mgwySqceJ2kO1r0rFzZqfFqDyN+yYvLUVEbQxAew8FeOqKEKbduYy/qz9kmEWQzzTNDejjTdD2LlsoiMYH2E74heEV0dOKH00AA8VdYgw2oNnQ/Rp9EcLQOW8IoKizTdTgCGc/j1IT7Dvu9bRESa3w84HtSz6zEKLbVi7CcmnDb/bj7FyvIBxxmu3CG3VYMrWttcrtIXWGWG4RjA/C0VTcx/CJE20SeTNfTMOAmW9/rZvD3CEDJLQS12lHv7kFeyn4zqWePC+XbhPfUuS8h5Czff6nHlpN3GPnjunmyn0DN11BZj9qOojn258ArwIuTCdC4+UZ/PpwMYsaW+kFrKyOZtHPZC6JjgLLPnkVmtO0L2KsGQ7gMzlckmuC94gJUOvQVimKCCsBjA1J6EY3/FieZlJaTuPu/hq8g1uGUKT5ErwhUM20bIoVUlb/UQD8rV+rSnnmsPV5bVSoOrslRYinR0sFNmv/yYvzXxtoSWE69/VLqh8l45ODG2Z/28IlkVQu6lVqsSARSSV1XjKtQkKHXWGpTJSVLOp9D5lsVV504S6IzP3fpmnwUawXc7dMbFEJALrWcYDfTiBrfGqLM1TEoNZUQJyNWwnQlI8fe5mJ5wmyE783A6heg6wPMKaM1tqe0bayM2+VYmbSr8IjGTdvdFTNVDeCT7tNm73sLoG8dBkYCisIUcXqFDj7hFYw5Y4iUmDdyqSatbrD5xtZZaWIzlhqlKSBHZV59Olfr3buH4CckrO24Z5UpDHirfjHI5T+dbdY7Yj3w+ngzSZ1yyrDzCcqH7IBY3QhtZztcwuTVNvwE1lJGswvFKJrFYTCXy8JM0vaVqLmrNAH13SXl4ug8QDV/15JDtAzPVcNoQ93xXA7XyaXey1bNUUmKQ27RU+EUj+vgHmlkf4S0keKQ1Qp3z6L4LBaFQQAVo3UNfrKDSrSCZXl6hQRO4W5kovAFm8299j1h77rhdoP8sBPMXytarzhDzyQ4A3hD++SBDzT5dSe5Rae4srzBOAzlbmi8t5xVF+VadI/Ykn48lg8wZl653kNWMu5BcwEKJuh5Me9CrcabnpkHfNDZ//vX39vfv3/qORnS0reho+m6LFu6tSE5ednhdquStWGwHMBD/WiwGaRnwu2tMRpV6tdvQrj473K5XKvycKH3vZLKN48nW7rHYt+U7mXDrmfQzcal+jv0Q70VfNM/5aTr35nm84m1+qODngXBMA+MEyiEvP9+iv+04/ueIf39hlLW502/1ZWRWcZ/Oyxz7eUrukWlWlleErKs05oi4uXwDzwl8OR/Ot1rccF2F4obTC4UXt1eYSjLBpKkvk7Qz7mLxfnqc5OWCAstH9Ytbx28HdpR3I9xqvXJ/uj24zZkijtc/8FtGc3goOlt2w/jtUP+rvQzDMAzD0Mhfue3VPtNzy7AywjAMwzD7BL9pteUf3qwDKyMMwzAMw5wUVkYYhmEYhjkp5AFWhmEYhmGYQ2EfYOVv09wIt1qv3J9uD25zpgjuH+eB3w68TcMwDMMwzElhZYRhGIZhmJPCygjDMAzDMCelsTKC3iUdB0jyR17qeJzcFfx1O8+vx9HLcF2kHkPFZVefHW7XKxV+URjvt075N/B2J8LuKrjRx/hVniujKB1TRn1x196dZn3alzl4bz2v/ZP4kGlWllduvtLPi4mXXnkfR4rd5CSW3cj5evm6cRG7HoqzDZRZkg+vnmYNvPFGtSuzX5opI6KxxlP9t0R0kt4UXQPIH3pZQC/gqXFf6Inijx44RThqGa4QIaB66wkk0snVAqCnBz22dRqOLsfHamBS4ZdIHFsOtwTSMZb5e0/KRmNEv/Y89K5N2zTl5O90WnBS7QkJIevTdqNP9mlK5iC2F+aQB2YqzSryKpyvcsNv8hQXem3Ouajfg5zEsluRq+Wr8eKS8sWBKjMRXinNpljtmvRh9ni74+VYNFBGRMd4nEE0sJyWL+cwjSdgvCSjG+zD/fKc8Qy5EN3F4qhluD42P2vLtXgXXiZr5V0WPVOmnl1b8CtagfTaTYVfJH3oRzP4NNJGvBsMBsotf+sZvnzvrsdk8wPr2PL6ieXZ1dfFqd/pxMhJNXXRb7mzJ/s0IXNk23Sg0FEslWYleUXk67F8FcpqzkX9rnIyIOc9wvkigbj4i6Rpn9Mu+XOzO/W+RHilNPdAy/PWyxyE+soIupePRvDS0fcCnMjgxK7Iz6EMl0zrVwSr2afW/pWLbxTQUkmx/HK3O0pwU+GXyv1DBDOtjSzna+g/6A7uWBHEqtIy39pm4c+Audgxz9vPY5ppeIkJWLv9fww9FEpHlvcJnuRKUqwUnWfEhe/ivNOtk7mzb9SnV0No67oNWRiKxs9e5JVoy3ENF/V0vti3LctCQM47OPnWjatd8u9TWB8iTYNROv1xY93bW1jYD+TYtwSEv2XF5KmpjKCJD2CRrioyYphnQs+W0kfkHMpwsYhVxiIygvURviN6RXSVtIXklMrYEuYoZHPLXTQVY+fHFZpapUFPKAC4XBIT0veDDsdtlLESULjqtE3aKlytGrNtlzITMK4KE+jP2lrYGeWlIJ3VGjofGP4CP49DiEyZ0ayOnzMpm7dHoeplloJaoNUjzrZgsI3qiJ19yKvN5wyiUT0rVzjfLrynFjdazhvcfKvHlZN2G/vk/jzZHiJNgCn0TB3hNulHUR0v4XUYqW0dMcZg+ArwIsbadC4+UZ/PpwMYsaW+kFrKyOZtTHohXK078KEHZboHe2TOoQyXTDZ5fsEDmEMTN4K0QHxDgmbs0MoRV17OpIUC+AueUWmxzN4OuHJKBdpQ1ahcwa1g2LbCVzP4LLQBGzO1uBYRDFHpKErHbOvkyszY4CTWnvUhabpl5WwTZNs9qUWsRACF5FXVuAo1CT7UbN8yOVkk5xV0vmVx1bmTBDrj/R04PUSa7lmgEXy3i86j4BaRUl7uPu/VNmrrGUaDqdrqRplCna1hUmooI8qcuRqqFVp7qP5G0xOa+LPzBtYe7BE5hzJcDxtQ1tyW2r6xDoMk38qkTYVfLthn1jAer2FQV7oHEStE7+BpZpWwBR1eWqmpQvcBBun+9Q7p3DghRWRffTpV6t+7heMnJK/suGWUKw15qHwzaDlvoPMtj6s4hHw+pMzX51GyZvTIFgujb3x3pbh0HwYwFdoIbvtOeEVQSg1lxFqdiSuZxGJBmKjDT0JARsNXrTlme7BH5RzKcMFIU6dZVuCe72qgVj7tjvVNE1RSYpBb4FT4BdO674tlI7HS1Gc3XnUVSWUDt0xIAYVYe9ho0sf/YzpiFSVXTIi0ntCrLqddEHkAsQPtKunkysxIlk9iooxg4VtEavZpt23QWgDQ9w9vUGnuLK8wTiC/MkrzLZDzkqJ86bhuXe1HPh8izSDmPErXO8hqxrQce2r7tPuewMQcpMWFw7QHvRpnem4a9E1j8+dff29///6t72hER9uKjqbvBIvBViSnroFYrzWkSt6KxXYAA/GvxZ7KcI1UqdfFQNeduOzqs8PteqXCz4nS904m2ziebK2erDDhzufY57J3lq/sx7fucYyk9YNXMJ14K4cRVQ6BU89On6+QDt6nz4gLPyvI6xooa3O3PtVlZFlxn87LHPt5Rx5akGlWlleErKs05oi4uXwDzwmCcr5CvSB+3HBdheKG0wuFV6l/n0oyQadpLvPKzpiOxfvpcWSH++9ctVy3ht8O7CjvRrjVeuX+ZIE/djV/qLQFcMlwmzNFHK9/oPV0Dg+7fhX/SvHbof5XexmGuRBQGOoDkXj1eO+aYY4CKv5/9Gqf6bllWBlhmKsFv/GT7eEHfyGUYZj9g9+0EmMu/INyTAhWRhiGYRiGOSmsjDAMwzAMc1LIA6wMwzAMwzCHwj7Ayt+muRFutV65P90e3OZMEdw/zgO/HXibhmEYhmGYk8LKCMMwDMMwJ4WVEYZhGIZhTkpjZQS9SxoHSNJHgP3jSvIq8nK4D/AHnbw85A/N6Pxtfx5MJVKPoeJy3KFY4Xa9UuEXh+1dV1w7vQqmdadd+e+CKZNTmA283YmwfaR/4zTr077M8X5UTvsn8SHTrCyv3Hzrydvd5CSWvamct+Midj0UZ5svM1WHZN3ugicPqHZl9kszZUQ01niq/xYoF87Wjyuhh9KDuUzWAvmPHlhFEIgO3Jui2wRZhgX0At4iGRIhoHrrCSSyDRcAPS0MsK3TcHQ5PlYDkwq/OES/8bzrrs27VwWFV5mCUOUZnzi2nKwJpMMu/TfTGJxUe0JCKHlludEn+zQlcxDbc3LgR+XINKvIq3C+1eTtHuQklr2pnPfikvLFIVzm+u21D6x2Tfowe+QFwKFpoIyIDvM4g2iQOUT3Wb4K4X6wn502niEXortYSG+mEzDZoitu/vW76mx+1pZr8S68TNbKIyx6pox+6fAW/IpWID2iU+GXxuYH1rHlVbP1DF+H8CWB6fpeYkvpQz+awaeRgqLOYTAAeuQxVZCTauqfx3I9T/ZpQubIvtOBQmfVVJqV5BWRr0dY3u4qJ3eR84G4+Iukaf/XLvlzs3u4zPXba8+0PG+9zEGor4yge/loBC8dfe8jtdXju0zGyRTSjsnUpfUrgtXsU2v/yh03DnippFh+1NsdJQio8ItDu9l/9JZU0vzrmYPvnp6kdePNMTej4B3CajWEtmX5+HSeEQFiXBjLiGNaNp8T3D9EMNPayHK+hv6DNfAwzTQdtdIMllu8W508b4vM9XyjPo3trus0ZGEoGj97kVc15S2dr7c1UkvO142rXfI3evkd26sJRum0xrDEure3sNLxFhiHDE1NZQRNfACLAq+fm0+hEY/qrgD3QwzzTDiztK2HWLksIiNYH+E7upX1N67GEujP2lqYqP3h7ssE4ulcC9glzKcDGKF0FZPP9wOu3sSFWzrjT7j/EM+K1WZiVn65Z1wTL65Glck5/LlDW+QplURRBhT+qexVSlCkze3JZA090eeD5RYr31p53hCbt0ehimaWglrgyhzbXdar6kN1xM4+5FUTeRvOF/0YGYtgXTlfPa6ctNvYb5tZH3dqr1pMoWfqCLdxP4rqeAmvw0ht64ixBcNXAGIcMjS1lJHN27jEC6FqlIeDd5Qwq3UHPrRgSPcVmcpkE9YXPMAtHU4w5mFxLSIY4v5w6xlGg6naqkLTttkbt0zcJGXP2BYNIZgLa1pabr4hwTLYK1pcXVpCuXXfV+dLqHLXyfNGwImxPetnSmRdnK2HbPsgtUKVCKCQvKoaV9FM3pbJyV3kfFlcde4kgc64vnVu5/aqhX0WaATf7aJzZLjtpJSXu897tc1LjUOGpIYyosxjq6FaQbaH6m/b9FTeiQ8HbjNkZx6sfUWmARtQ1tyW2r6xNmKTb2UipcIvnu4DDPT+cPdhAFMhTXB7ZLK3pZhYOXoHZottUNiX1zAer2FQcdbJl7tuntdPaGLbV59Olfr3buH4CckrO24ZTeQtlW/GLnK+PK6ivnw+ZHuVo8+4ZFl5ZIuZ0Te+u1JcDiM/rpcayoi1ehRXMonFAjCxDj9hRwToH/uwiEFMItHwVWuv2b4iUw1pPjVLFdzzXQ3Uyqfdsb7RgUpKDHKblgq/MJz3RuQBP30oERWTaQ96ez8DZe2Xo6lf/0mBVg9YeStRfdblVRcdzebpYb5guevledUsn8REGcHCX2HX7NNu30FrQUD+UWnuLK8aytvSfHeR83Rct65qvu+e2qsx5oxL1zvIasaRtDrq7d33BCbmcO7B5MeVgr5pbP786+/t79+/9R2N6Ghb0dH0nWAx2OL3xXalSt6KxXYAA/GvBZYBQF17KMs1UaVeFwNdd+Kyq88Ot+uVCj8n6r43eH0KP0v7eTLZxvFkm/b69B77oo5LPWOF49jJ8hOX/bzBT8dgh+PfRBpOuQWV8rwSytrcbW91mboq7tN5mWM/78hDCzLNyvKKkHWVxlxVORl4TlBNzleLG66rUFw3rHl7hSmVCfa40pdJ2hlHsXg/PY7scP+dnfpjUvx2YEd5N8Kt1utu772Epz/m8HCIr/oelEst935gGcIUcbz+cdvjsAy/Hep/tZdhbgH5K5W9k52Basyllpthrgkeh7VhZYRhQuA3JbYX+MN5l1puhrkmeBzWhpURhmEYhmFOCisjDMMwDMOcFPIAK8MwDMMwzKGwD7Dyt2luhFutV+5Ptwe3OVME94/zwG8H3qZhGIZhGOaksDLCMAzDMMxJYWWEYRiGYZiT0lgZQe+SrvOkO+kcCa+8Y6RDgL9u53lSlD80U8frJWOTegwVl+OuxQq365UKvyhsb7bWdfDXwXzvAm78qfAi7H6PV934N0izPu3LHLy3ntf+SXzINCvLKzdfW9ZmF+VVdjc5iWU38rxevm5cxK6H4mzzZabqsHqaNcjJhHC7MvulmTIiGms81X8j4v4RHRlJB0kLiIaPB2y8DbzdYQfpgV0E2YF7U3RPIH9sZgG9IylFV4IQUL31BBLdhtDTwgDbOg1Hl+Nj1bZU+CUSm/fQVzKB9fhCJnScWHpguTsX1+gb2rsqJCiQr1SpwUm1JySEqi/LjT7ZpymZg9iu5r8g9xtXZJpV5FU4X+WG3+QpLvTCnHNRvwc5iWW3IlfLV+PFJeWLQ7jMZHtVSrMpVrsmfZg9soJ/aBooI6LDPM4gGnhOyI2nU9E1HwYrsDw77xnjGXIhuouF9LY6AeOpGV1x86/fVWfzs7Zci3fhZbKGOY5s9ExpvMGKf39Fum2p8Gug5XnnPFvEWByvYZJ4vi/w1x99D6d1aT3D165pnClyUk1d9Fvu7Mk+TciczQ+sU7lHQKVZSV4R+XosX2fQz7mo31VOEnLeIpwvEojr9Entkj83u4fLTLZXpTT3wMXIg8umvjKC7uWjEbx09D0i3ZnP4FN2hCXMp9r9/BHByRTSQc/UpfUrgtXsU2v/ysU3DnippFh+udsdJQio8KvAnmTQQuCZa6Vp2DMV3z09SUvCW8Bs7JiYrfAUO4/2MHPv7+QdWPWha3Mx8orckwfzxnTvnuBJrkIxXTSLh55Rq8HS8l80mTv7Rn16NYS2rpeQhaFo/OxFXol2GtdwUU/n622NhOS8jZNv3bjaJX+jl8/ay2GnNEsw8sAaExLr3j+mEJQRlAWKkdRURtDEB7BItVSD0Gg/hDrSxsYYQ8dfqR2JGOaZ8L4uiXl4xCpjERnB+gjfEb0iujqsCUVe7W8YyRWXWuH1E1ytiUuba9svE4incy18lfI9Qskr0vl+MM9mWz24+lQmZjdcgXkMIdJmc/Q5HgpPJmvolfVp+yyAFpJk3qs1dD4w/AV+7uQ+j34Ozd1C6bKWgcXlv2w2b48whMxSUAu0eqRbfAn0Z+1aito+5NXmcwbRqJ4FK5xvF95T77KUnM9w860eV07aQuGOFs3miFB77ZpmmCn0TB21hQz4KKrjJbyaYwpifMDwFSAkI9hSX0gtZWTzNg57IUQN8RHgQw7KD4DH0xz4Wa07ugzWviJTmWzS+YKHbH1+/ThnRkTfiadqi0qutlYwlEo2CqUhrFYz+IRnGA30M2j2NvvmlvnbAcdHKtgsywcirRtWvHZHTBYCL7x134d4/VOsBGjnXCgQU1WSyjvWq1o/f/Em73j2IVvMF5f/gsFJrD3rQ9J0O8rZJsi2D1JLUokACsmrqnEVahKsa4Uuk5OknE+h8y2Lq86dJNAZ17ewUe21S5o09lmgEXy3i86j4BaRUl7uPu/hCxWzFiEjGJIayogyj62GbTlY2kP1N5qeUEuG9LwBDkqAmdqzORq4zZCdebD2FZkGbEBZc1tq+8Y6DJJ8KxMpFX75tOB5NICplCKILZTwUocUuw/qmeV8DZOgBmIQK0VcWaXWFUtR2BVnezTEPvI+YPlPSGhi21efTpX6927h+AnJKztuGeVKQx4q3wxazhvofMvjKurL53LF8ZAyX59HsayFLuasyxZG3/juSnGpLiMYpIYyklU4XskkFgvBRB5+kgPOO29w9Imp+wDR8FVrrycqwwUjTZ1mWYF7vit97gdX6umKHJWUGOQWOBV+DYi+NEATK072xkqCSAuBXiHJZ3rQq7Rfb+1lo2lf/ymRCsUQXnUeqNjLz0Phub1+VJwiGDqrNlQebOtFQd6Il4+Mj2djHMFbksalsXwSE2UEC39iq9mnnTEj6u11iGsyt4XINHeWVxgnkF8ZpfnScl5RlC8d162rmu9LtNdOadbBnEfpegdZzViQckHtBnTf0bKqD9LWkhEMoG8amz//+nv7+/dvfUcjOtpWdDR9t8Wt7q1ITl0DsZZsSJW8FYvtAAbiX4vFYC9luEaq1Kvdhnb1UW27rzY/JKXvnUy2cTzZZj0ZSbZCjuo6wH5m3jPeWl1evn86Bvx0rHscK2k94YXh9vP4d/qZGFfBcCttH7vfYxkXNfKW2O+o37us/DLeeVLW5k6/1Zdpx+I+nZc59vO2PLQh06wsrwhZVxjHUFVOBp4T+HI+nG+1uOG6CsV1w6q2F1X/PpVkgpUXXuaVnbFgjVU73H/nquW6Nfx2YEd5N8Kt1uvh3hstCHN4SA/uMecCyxCmiOP1D5YRRfjtUP+rvQxz68hvrfRq79czDHMjsIyoDSsjDFMX/a2V8I9FMQxz87CMqA0rIwzDMAzDnBRWRhiGYRiGOSnkAVaGYRiGYZhDYR9g5W/T3Ai3Wq/cn24PbnOmCO4f54HfDrxNwzAMwzDMSWFlhGEYhmGYk8LKCMMwDMMwJ6WxMoLeJW0HSKm3SXHtz3NiEfjrdp4nRduF+nEKcVVQbWiH2/VKhV8U6FdCu9s/GrYXXHntwcv1Kd7jgmnWp32Zg/fW80Q7kmlWllduvtIni4mXXp4sTNlNTmLZjZyvl68bF7HroTjbfJlDdVi3PJUJjaWDj69AOwXDrpdmyohomPFU/42Izt1bGzfsC4DeIStwA2932Ol6YBdBNlxvim4T5I/NLKAX8BbJkFBtiG2dhqPL8bESuFT4LdJIUFnegJM+zB5ZkTgWOIn1hISQdW+70Sf7NCVzENurs/Lo7ECmWUVehfNVLvNNnuJCT8o5F/V7kJNYditytXw1Xtxqc0S4zFR71SoPc/Y0UEZEh3mcQTTIHIlvftaWW+ouvEzWmafTvWM8Qy6EGLBYzmEaT8B4akZX3Pzrd9Uh2xA9U6beYlvwK1qB9IhOhd8irWf4Il2bV6DleQNlDoqcxFIX/ZbrebJPEzJn8wPruAOFzqqpNCvJKyJfj+XrDPo5F/W7ysm8nPcJ54sE4uIvkqZjRLvkz+lA4TKT7eVBl4e5BOorI+hePhrBS0ffC1q/IljNPkUXRJQr51BnOSQ4mULOxTpTFaoNpZJi+VFvd5QgoMKvBrR2pKZfbX6XYZYp3twvtWUE78X/3yqbozXWpOaYo018me4TPMlVo/h/6BnNZyhv510yixdV1mAZrpbM9XyjPr0aQlvXU8jCUDR+9iKvRDuOa7iop/P1tgQCct7BybduXO2Sv9HLZ+3lULMedoEeo8TYx8+s5/+oa0WVaZvxj1fIqnT51FRG0MQHsEi1VI3QeheRGZSP8B3R2vQhiWGeNfp1S9D9cyZteB6olV0/wVWauMw2SusZRoMVzD6VKNl8zmA1GMFzNtfIyen7wcSbwHpMCZ4p9ExfbYu8PtSqEVeqttk5jb9aQ+cDw9/hnXwmlDe+yxAibZZPJmvombFBlJUswxWyeXuEIWSWglqg1SPOtmD6s3YtxW0f8gr7YDSqZ5UL59uF99S7LCHnLdx8q8eV5zza2B+bebKl2qtJPRRiKZnyEmVe6Y/oMVo+/jC8kWRNx783hq8GgP8f0vXw+GsfhScAAAAASUVORK5CYII=
    I know in my sample above non of the "Result" have a "Result" status of "Connected".
    But say GroupingID of 12 which bounced 10 times had a Result Value of "Connected" then I would want to count this call to this particular "Name" for that day of the week.

    So in a pivot table I would want the "Name" on the left as rows, and the "DateTimeStamp" as the top Columns, but by day of the week. (Monday, Tuesday, Wednesday etc..)
    So my final result would be like the excel spreadsheet, showing how many calls a person answered for each day of the week, plus a grand total.

    I hope this makes sense and is detailed enough.
    Thanks for any help or assistance.
    Keith.

  • This is best done using a reporting tool like SSRS (which can even export directly to Excel).

    If that doesn't work, then you will need to use a CROSSTAB or PIVOT.  If you want more help than that, you'll need to provide CONSUMMABLE sample data as outlined in the first link in my signature.

    Drew

    J. Drew Allen
    Business Intelligence Analyst
    Philadelphia, PA

  • Just to demonstrate a couple of possibilities.  The first example doesn't show the actual dates in the column headers, only the day of week, but is very simple.  The second has the actual dates in the column headings, but is more complex. To test the examples, a table was created named [calls], with columns: Extension, Name, DateTimeStamp, and Results.

    DECLARE @WeekStartDate as smalldatetime
      , @WeekEndDate as smalldatetime

    SET @WeekStartDate = '4/16/2017'
    SET @WeekEndDate = '4/22/2017'

    SELECT Extension + ' - ' + Name as ExtName
        , SUM(case when dWeekday = 2 then 1 else 0 end) as 'Mon '
        , SUM(case when dWeekday = 3 then 1 else 0 end) as 'Tue '
        , SUM(case when dWeekday = 4 then 1 else 0 end) as 'Wed '
        , SUM(case when dWeekday = 5 then 1 else 0 end) as 'Thr '
        , SUM(case when dWeekday = 6 then 1 else 0 end) as 'Fri '
        , SUM(case when dWeekday = 7 then 1 else 0 end) as 'Sat '
        , SUM(case when dWeekday = 1 then 1 else 0 end) as 'Sun '

    FROM calls
    CROSS APPLY(SELECT datepart(weekday, DateTimeStamp) AS dWeekday) _
    GROUP BY Extension + ' - ' + Name
    HAVING COUNT(*) > 0
    ORDER BY Extension + ' - ' + Name

    Returns:
    ExtName    Mon     Tue     Wed     Thr     Fri     Sat     Sun
    101 - John Doe    2    0    0    1    1    0    0
    102 - Sam Smith    1    0    0    1    0    0    0

    DECLARE @WeekStartDate as smalldatetime
      , @WeekEndDate as smalldatetime
      , @SQL as nvarchar(4000)

    SET @WeekStartDate = '4/16/2017'
    SET @WeekEndDate = '4/22/2017'

    SET @SQL = '
    SELECT Extension + '' - '' + Name as ExtName
      , SUM(case when dWeekday = 2 then 1 else 0 end) as ''Mon dateadd(d,0, @WeekStartDate)''
        , SUM(case when dWeekday = 3 then 1 else 0 end) as ''Tue dateadd(d,1, @WeekStartDate)''
        , SUM(case when dWeekday = 4 then 1 else 0 end) as ''Wed dateadd(d,2, @WeekStartDate)''
        , SUM(case when dWeekday = 5 then 1 else 0 end) as ''Thr dateadd(d,3, @WeekStartDate)''
        , SUM(case when dWeekday = 6 then 1 else 0 end) as ''Fri dateadd(d,4, @WeekStartDate)''
        , SUM(case when dWeekday = 7 then 1 else 0 end) as ''Sat dateadd(d,5, @WeekStartDate)''
        , SUM(case when dWeekday = 1 then 1 else 0 end) as ''Sun dateadd(d,6, @WeekStartDate)''
    FROM calls
    CROSS APPLY(SELECT datepart(weekday, DateTimeStamp) AS dWeekday) _
    GROUP BY Extension + '' - '' + Name
    HAVING COUNT(*) > 0
    ORDER BY Extension + '' - '' + Name
    '

    SET @SQL = replace(@SQL,'dateadd(d,0, @WeekStartDate)', Convert(varchar(20),Convert(date, dateadd(d,0, @WeekStartDate))) )
    SET @SQL = replace(@SQL,'dateadd(d,1, @WeekStartDate)', Convert(varchar(20),Convert(date, dateadd(d,1, @WeekStartDate))) )
    SET @SQL = replace(@SQL,'dateadd(d,2, @WeekStartDate)', Convert(varchar(20),Convert(date, dateadd(d,2, @WeekStartDate))) )
    SET @SQL = replace(@SQL,'dateadd(d,3, @WeekStartDate)', Convert(varchar(20),Convert(date, dateadd(d,3, @WeekStartDate))) )
    SET @SQL = replace(@SQL,'dateadd(d,4, @WeekStartDate)', Convert(varchar(20),Convert(date, dateadd(d,4, @WeekStartDate))) )
    SET @SQL = replace(@SQL,'dateadd(d,5, @WeekStartDate)', Convert(varchar(20),Convert(date, dateadd(d,5, @WeekStartDate))) )
    SET @SQL = replace(@SQL,'dateadd(d,6, @WeekStartDate)', Convert(varchar(20),Convert(date, dateadd(d,6, @WeekStartDate))) )
    SET @SQL = replace(@SQL,'@WeekStartDate', Convert(varchar(20),Convert(date, @WeekStartDate)) )
    SET @SQL = replace(@SQL,'@WeekEndDate', Convert(varchar(20),Convert(date, @WeekEndDate)) )

    exec(@SQL)

    Returns:
    ExtName    Mon 2017-04-16    Tue 2017-04-17    Wed 2017-04-18    Thr 2017-04-19    Fri 2017-04-20    Sat 2017-04-21    Sun 2017-04-22
    101 - John Doe    2    0    0    1    1    0    0
    102 - Sam Smith    1    0    0    1    0    0    0

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