%PDF-1.5 % 1 0 obj <>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>> endobj 2 0 obj <>stream application/pdf MPR1678_BTN_USNews2017 no crop 2017-06-30T09:55:35-05:00 2017-06-30T09:55:35-05:00 2017-06-30T09:55:35-05:00 Adobe Illustrator CC 2015 (Macintosh) 252 256 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAD8AwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AiGaN9udirsVdirsVbCsQ SASFFWI7CtN/pOK21irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVTTyt/yk+kf8xtt/ ydXDHm4uu/uJ/wBSX3PsTN2+NuxV2KuxV2KuxV2KvifNG+3OxV2KuxV2Kvc/InlPQU8ucrRDqcWo JxuLxY5ZAxJqYzHEDQoaAxTUXkA4YiuX48dj+39H6ffbwnamvzHN6vQYHYWB8bPf/OjvXpp5L5v0 rS9L164s9NuhdWyGtVYOI2JP7oyABZCgoCy7Vykii9d2fnyZcQlMcMvv866X3JNgc1MPL1pBea/p lpcLzt7i7gimSpFUeRVYVFCKg9sMRu4+ryGGGchzESfsS/A5DIfK/la11iz1G8u782Nvp5t1YrA1 w7tcuY0CojKftDJRje7r9drpYZRjGPEZ8XXh+kWm7/lXqD3txYWd4l1eWd/FZXcSpx9OG4QPHcmr V4dmFKg4fDN15uGO3YCInKPDGUDIeZHOPv7kp0fy3ouo+Y5NGOs+kHuFtdPuhbtItw7yempor/Ap NCCT0wRjZpy9RrMuPCMvh36eKQ4q4dr7t0Rf+SrVYdVfStQfUn0loY7iNbVoyZJZXjZV+Nz8Hp1r TviQ14u0pEwGSIh4l16r2AB7utom1/LoMZDeX720cOn2uoTcbV5pB9acRiL01YMSrHc/hiI/c1ZO 2KrhjxXOUPqAHpF3ddUr0fyvb6t5vi0C1viIZXdFvZIWQj04y7FoS3IfZIpXGMbNOVqNacWnOaUd x/Dfea5pq35ZXsUt5FcXaxva6na6aKJyEi3Z/dzqeQ+HiQ1Pxw8Bv4uKO2okRIjfFjlPny4ecUoX ysxtPMVx9ZH+4Bo1ZeH996lwLfY1+GleXfAI3fk5h13qxCv72/hUeL4pxrX5YahpvnCw8updpcJq HxRX4QoiqhYTllLH+64MWFclLERLhcLTdtwyaaWYxrg/h+752iF/K+2W7u4LnWfSWDUItMt3S1eU yyzQ+sp4q9VXjWvXHg579aaz23LhiY47uBmfUBQBru3Qtv8Al9arYXt5qWqNarZajcaY4gtXugXt lVmkqjLRTy7jAYULPfTdPtaRnGMIcXFjjPeQj9XTcNQfl7DPpCXUeqqNRfTH1cWLQME9CNnVgZ+R QN+7NKjEQ2+FrLtcxycJh6PEGPivqa/h59UL5l8nWeg6fA9xqZfU54YZ0sxbSCFkmUN+6ualH4Bv i+EYJRpt0faMs8zww9AJF8QvbvjzFsXyLtE08rf8pPpH/Mbbf8nVwx5uLrv7if8AUl9z7Ezdvjbs VdirsVdirsVdir4nzRvtzsVdiratxYNQGhrQ9D88VIZ/pV1+X+uXsFo+iyx3TxH1Hjb0krDGzuyr GwG4Wu6nCHns8NZgiZDIDG/fzNDmE+sdAm0y9utNHlu6W0lmmi4l1IajqVkMxdHKxpWoA4lTXEwI NEOBl1YyxE/FjxAA/ftVEWT8b2S7XLTybpVtDLq/lyW3Z5JUiiWbi8hQqWYek5RowWp1Hanu8ujk 6XJqcsiMeUHYdOXzF2wfzDe6Hd3MT6RZNZRKhWVWavJgx4sBU0+DjXxNTgd7pMeWESMkuI/j9P2L fK0scXmbSJZXEccd7bs7sQFVRKpJJPQDDHmnXAnBMDnwS+5LMDksu8i+a9P0Oy1e2urm/spL/wCr GC800IZUMDs7A85ItmrTLISq9yHUdqaCeeUJREJCHFYndbjyBTC5/MWwbzJr+qWsdzbRappkljCU 4LK9wURVnmCsqgkqSStSMPHuT3uPDsifgYscjGRhkEutVv6R+1iXlzUYNM8w6XqU6s0FldwXMqxg FykUquwUEqK0XapyEDUgXb6zCcuGcBzlGQ+YpObTzm1jD5kOnzXVneavcRS2c8DekyIk0juHdHDL VXA+GuGMyOThZOzuM4uMRlHHEgg79ANtvJO7X8xtOeSd7y71S3ubnSrKxk1G14m6E9tIJJHDtMhK vSleVTXcZIZNybPL9Tg5Ox5gARjjMY5Jy4ZfTUhQFcJ5JFovmPTNM89R62817fWUbSM01wqG7kMk LJVwZGUnm38/T7siJVK3P1Ojnl0hxAQjLbYfSKN7bd3knVv+Z1t/hGw066tpJdY0+8tJRcjj6ctv ZuXjV2ryDjkU+ydu+Hj9IHW3Cn2JL8xKcSBjnGQrqJSFGvLqgtZ8x+U00vXYtF+uyXPmKWOSdLpI kS3jjn9YoGR3LsXGx2+H3riZAXXVu02j1ByYzl4OHCCBw3crjV8hW32prrH5p6dd2WupBbTfXrua caNcyKgMFrehBco3F6hjwPGleuE5Ab95+1xdP2HOEsdkcMQOMfzpRvhPLz8uStD+Zuh+tqbJdatp pu9QhvoZrFIfUaOO39FopQ8oWhbenxDYYY5Kvcjdrl2LlqG2OfDAxIldWZXYqP6lGT8xPL91Z6nb ibVdDF7qk1+g0sR0aKWGOLhL+9g3LIWYUpv1w+ICCLI3P45hmOyM0JQlWPLw4xH13zBJsemXfQQl p+Y9sNMtNCuvrTaCdIewvrdAnJbovI6XEQLCtKoN2G1dvGIybV0r9Nt2TseXHLLHh8XxeKJ3+mgO E/b3qGpeatBHkqbQrS6v9QM5ga1gv44+Ni0TVk9KRWYnmPhAAA4nxyPF6a/AbMOhy/mhllGEKuzE n13ysV0+9g+Qd4mnlb/lJ9I/5jbb/k6uGPNxdd/cT/qS+59iZu3xt2KuxV2KuxV2KuxV8u/8qX/M v/qz/wDTza/9Vc1X5afc+p/6I9D/AKp/sZf8S7/lS/5l/wDVn/6ebX/qrj+Wn3L/AKI9D/qn+xl/ xLv+VL/mX/1Z/wDp5tf+quP5afcv+iPQ/wCqf7GX/Eu/5Uv+Zf8A1Z/+nm1/6q4/lp9y/wCiPQ/6 p/sZf8SqW/5P/mnbyiW30t4ZQCBJHd2ysAwoRUTA7g0x/LT7mM/aDQSFGdj+rL/iUxTyD+eCRyos VzSanMm+t2bZg3wsZiymo/ZOP5fJ3OMe1eyyQbjt/Ql/xKEvfys/N++CC9sp7oR14Ca9t5ONetOU xp0x/LZO5ux9udnQ+mQj7oSH+9Qv/Kl/zL/6s/8A082v/VXH8tPubf8ARHof9U/2Mv8AiXf8qX/M v/qz/wDTza/9Vcfy0+5f9Eeh/wBU/wBjL/iXf8qX/Mv/AKs//Tza/wDVXH8tPuX/AER6H/VP9jL/ AIl3/Kl/zL/6s/8A082v/VXH8tPuX/RHof8AVP8AYy/4l3/Kl/zL/wCrP/082v8A1Vx/LT7l/wBE eh/1T/Yy/wCJd/ypf8y/+rP/ANPNr/1Vx/LT7l/0R6H/AFT/AGMv+Jd/ypf8y/8Aqz/9PNr/ANVc fy0+5f8ARHof9U/2Mv8AiXf8qX/Mv/qz/wDTza/9Vcfy0+5f9Eeh/wBU/wBjL/iXf8qX/Mv/AKs/ /Tza/wDVXH8tPuX/AER6H/VP9jL/AIl3/Kl/zL/6s/8A082v/VXH8tPuX/RHof8AVP8AYy/4l3/K l/zL/wCrP/082v8A1Vx/LT7l/wBEeh/1T/Yy/wCJd/ypf8y/+rP/ANPNr/1Vx/LT7l/0R6H/AFT/ AGMv+Jd/ypf8y/8Aqz/9PNr/ANVcfy0+5f8ARHof9U/2Mv8AiXf8qX/Mv/qz/wDTza/9Vcfy0+5f 9Eeh/wBU/wBjL/iXf8qX/Mv/AKs//Tza/wDVXH8tPuX/AER6H/VP9jL/AIl3/Kl/zL/6s/8A082v /VXH8tPuX/RHof8AVP8AYy/4l3/Kl/zL/wCrP/082v8A1Vx/LT7l/wBEeh/1T/Yy/wCJRuh/lH+Y Vjren3t1pPp21rcwzTyfWLZuMccgZjRZSTQDsMfy8xvTRqe39HPFKMZ3KUSB6ZcyPc+lc2r5m7FX Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUt8yPqiaLctpSyNqFALcRemWDFgK0lBT iOrd6dN8rzGXCeHm5OjGM5R4lcHW7/Rv7mLwXH5j/XH+txTC1d7niLcWYZUVGMPEvzAqeFOVd+Vd qZiA5r35fB2soaLh9JHF6efH3793n3bVScXjea4PLTIoafV0t4qXMJh9RrliBJ+7eMRBEO5p1Xpv l8jkEP6Vfa4WMaeWe+WPiOxuuHpvd2fv8khuLr80/Tk9OFld5Lj0qLanjGEBj6k/tfYrU9eXbMcy 1H4p2EIaCxZ6R/nc73/b9i6/vPzVgmspbS0S4jFnAbuFhBQ3XozGUbMjU9QJXi3hx75OUswqu5GL H2fISEpUeI0fV9Nxrp3X+lSg1T83keaaTS4JjIsZit2MaojMXZk5LKD8IKgvv/q5ETz3yZTwdnGg Jkc999+X9H37famFvqf5jz6tp9vc6ZHbWQctf3UZj3CyulAGkk+F4uLbfFXvkxPMSBVDq488Oijj kYzMpfwg33DyHI2O5BWmpfm3buYJtNhuvUkBW5lMXwIxjFKRSQ14AuaEV/yjTIRnnGxFt+TD2dLc TMduQvfn3g89v1KFpq/5wr6ckukRMWa6d4XaEqFJEkCBllVuQoYx7bnkeiJ5+78fNnk0/ZpsCZ/h 3390un+d9gpPPKGv+btUvZ/0rpa2WnqsgilKPG/qK4CqVkcsfgPUL18MtwZckj6hQcHtDS6fFEeH Pint1vavId/myvMp1Kld/wC8k3/GNv1HIz5Fnj+oe9VyTB2KuxV2KuxV2KuxV8k/8rG89/8AV+vf +Rzf1zS+JLvPzL67/I+k/wBTh8nf8rG89/8AV+vf+Rzf1x8SXefmV/kfSf6nD5O/5WN57/6v17/y Ob+uPiS7z8yv8j6T/U4fJ3/KxvPf/V+vf+Rzf1x8SXefmV/kfSf6nD5O/wCVjee/+r9e/wDI5v64 +JLvPzK/yPpP9Th8nf8AKxvPf/V+vf8Akc39cfEl3n5lf5H0n+pw+Tv+Vjee/wDq/Xv/ACOb+uPi S7z8yv8AI+k/1OHyd/ysbz3/ANX69/5HN/XHxJd5+ZX+R9J/qcPk7/lY3nv/AKv17/yOb+uPiS7z 8yv8j6T/AFOHyd/ysbz3/wBX69/5HN/XHxJd5+ZX+R9J/qcPk7/lY3nv/q/Xv/I5v64+JLvPzK/y PpP9Th8nf8rG89/9X69/5HN/XHxJd5+ZX+R9J/qcPk7/AJWN57/6v17/AMjm/rj4ku8/Mr/I+k/1 OHyd/wArG89/9X69/wCRzf1x8SXefmV/kfSf6nD5O/5WN57/AOr9e/8AI5v64+JLvPzK/wAj6T/U 4fJ3/KxvPf8A1fr3/kc39cfEl3n5lf5H0n+pw+Tv+Vjee/8Aq/Xv/I5v64+JLvPzK/yPpP8AU4fJ 3/KxvPf/AFfr3/kc39cfEl3n5lf5H0n+pw+Tv+Vjee/+r9e/8jm/rj4ku8/Mr/I+k/1OHyd/ysbz 3/1fr3/kc39cfEl3n5lf5H0n+pw+Tv8AlY3nv/q/Xv8AyOb+uPiS7z8yv8j6T/U4fJ3/ACsbz3/1 fr3/AJHN/XHxJd5+ZX+R9J/qcPk7/lY3nv8A6v17/wAjm/rj4ku8/Mr/ACPpP9Th8nf8rG89/wDV +vf+Rzf1x8SXefmV/kfSf6nD5Jh5e8/edLnX9MtrjWruWCa7gjliaVirI8ihlIr0IOETlfM/Nx9X 2VpY4ZyGOIIienk+ps3L5U7FXYq7FXYq7FXYq+J80b7c7FWf6P5A0i+8lx6y7XP1ySC6lrHLCVDw TJFEgtinquJDJQuHAU9euWcA4L/Hyef1HauTHqjiHDwgxHI9QSTxXQquVWeirL+U0ENZJ9Vkht1h eWStvDJMkkd0lq8TJDdSx1DSf78qOhAOGWMR5936a72Ee3idhAE3X1ECjEyB3gD0/m+YTC5/J6GT T9NSG7WG8+sz2F1MqtIJZEu50ErqzqIkENvtT7Tbe+Slh5fL7S48PaEicyY3HhjIDlQ4Imht6jxS +A38kP5f/LPQm1S1lutUXUtOlnS3jhtlSTlI9u8zJPJb3DpFw4fsO9flgGMXzbdX21l8MiMOCYF2 dtuICwJRBN31EUp8pfl8mr+WdS1q8F2FhjlOni1jDhnt1DSGSoO3xAKtVLb77ZGMLBLl6/tY4c8M UeHcji4j38q/Sd62709uvyz8sNJfaXZ3c8d1HqNvaWl5PGJDWSzknMTBJETgxUH1ONR0p4yMBuPM fpcCHbWcCOSURw+HKRANcpiN7gm/K682O+XfJtrrHlv9ITXC2awzXpnnSF5ZjFZ2sdwwoZkjOzmg 4A16se0BGwPj9gdjrO0ZYc/ABxWIULAFykY/zSft+C638kaTFrmv6ZqF9OyaVp7X1vPbxIC/wRyL zR3/AJZd1Df7LxIiLKJ9p5DixThEfvJ8JBPLmOYHlzr4J3qH5WabeagX0y9+p2sSwi9gdKiI/o5b tmSSWZVfnvXmyBa9aDD4YJH46W4OLtycIfvI8UjdG+f7zg3AjtXlxE+9jlt5L0+bXdXsP0wkljpV qLz6/bRpcCVS0K8FVJQnIevQ0kIqKV75HgAuzydlPtKYxQn4fqyS4eEkxr6v6N/w93IsgtvyeVbq VL3UJUitrtYZCsUK+tCbpbYvDWdpQatuWh4g1FWpvPwu/v8A006+ftD6QYxFyjfM7Hh4qPpr5Svy Cy//AC40VrY3dtfSQ6bZtcxXE31RpLpniu0tkrH9ZaN95vtL6fwivGuAxjzvYfjv82WLtjKJcMog zlwkDiqO8DLnwWOXI8W55oHU/wAsF0+xvpJdUD3tpHeTLbpBWN0sZ1hesvqVVm9QEDge4OAwq+8f rb8PbfiSiBD0yMRd7+uJI2ry70mvPIPmqzvo7O4smjMtwLSK4JpC0h5dH8KITXwyBiQ5uPtXTzgZ RlyjxV1r3IG88uapZ2kt3OirFC8MclHBIe4iEyrTxCnf3+RoG/HrMc5CI5m/sNfj+xM5Py385qwW LTZLg8VY+hR6K6hgWp07j5gjCInucUds6brMD3qWn+QfNF7eG0FmYJhBJcgTfADHEwRqdd+ZpTEA lll7VwQjxcViwNu87/c3a+QPNN3pcWp21p6trMpZCrAt8LshBHYgoa+A3ONGrpZ9rYIZDjlKpD+1 ZJ5F8zQ2ct3c2bW0cCGSZJgUdBVQoZCKguzcVHjXAQQkdqYJSEYysnlX46dVe9/LbzpazvD+jZJz GQGeD415Gnw+PL4hQU3qKdRkuE9zDH2zppC+MD3pfqHlLzJp1q91fWEttbpx5SSAKPiNBSp3322y JBcjFr8GSXDCQkUpxctNPK3/ACk+kf8AMbbf8nVwx5uLrv7if9SX3PsTN2+NuxV2KuxV2KuxV2Kv ifNG+3OxVFw6vq0MSRQ3txHFGkkccaSuqqk396qgGgEn7Q798NtUtPjkbMYkmug6cvl07kRceaPM tz/vTq17P8PD95cSv8HIPx+JjtyUGniMTInmWuGhwR+mEB/mhafMnmIksdUvCSeRJnlrX1fWr9r/ AH78f+tv1x4in8nh/mR/0o7q+7b3bKg82+ahNLMNZvhNOFE0guZuThPshjyqePauHjPex/IaegPD hQ5ekfqS+C6urf1Pq8zw+shil9NivONvtI1Dup7g5FyJQjKrF1v8UY3mTzExjZtUvCYirREzykqY 1KIV+Lbirsop0BOHiLSNHhF+iO/9Edd1CDVdUt7draC8nhtm58oI5HVD6qBJKqDT40AVvEbHGyzl gxylxGIMtt67tx8juF0etaxHeNfR31wl66+m10sriUpxCcS4PKnEAUr0xsoOmxmPAYx4e6hXyXr5 h19JVlTUrpZVdZFkE8gYOkfpKwPKvJY/gB/l26Y8RYnSYSK4I17h339+/v3U31jVpLi4uZL24e5u 19O6maVy8qVB4yMTVhVF2PgMSSWY0+MRERGPDHkKG3u7kQ/mnzM8MkD6vetDK/qSxG4lKs9Q3JlL UJ5CtTjxGqtqGhwAgiELH9ENjzT5nFyLoavei5XmFn+sy8x6lOdG5V+LgtfGgw8Zu7X8jg4eHghw 93CK25IY6xq5jMZvrgxssiMnqvxKzMHlUivR2ALDueuRtt/L47vhje3QdOXy6IufzZ5knEXrajO7 wzm5ilZyZBKVVOQf7X2V8cbLTHQYI3UBuK8q58lGfzFr9xA1vPqNzJA5LPE0rlWLV5VBO9eRxZx0 mGJsQiD7grf4t808VX9L3lFLFf38mxbnyI37+q1fnhssPyGD+ZH5Dy/UFieaPMiXIuV1S7W5CNEJ hNJzCO3Nl5VrQueXzxspOhwGPDwRrnVD3fc1beZvMVqiR22p3UKR1KLHM6gElyaUPcyv95xBKZ6L DM3KET8B5fqHydL5l8wyxSRS6ndSRTFTKjTOQxRzIpNT2c8h74LKx0WEEEQjY8h3V92ysPOPmoQS QfpW5aORSjBpGYhWpyVWNSoPEV49cbLD+TtPYPBGx5Ie+8wa7fq6XuoXFykgUOssruCEYsoIJ/ZZ yR4VxJtsxaTFj+mMY+4Jfi5CaeVv+Un0j/mNtv8Ak6uGPNxdd/cT/qS+59iZu3xt2KuxV2KuxV2K uxV8T5o3252KoqHVtVhjWKG9njjXZUSV1UfIA4tUtPjkbMQT7gv/AE5rf/Vwuf8AkdJ/XFj+Vxfz Y/IO/Tmt/wDVwuf+R0n9cV/K4v5sfkHfpzW/+rhc/wDI6T+uK/lcX82PyDv05rf/AFcLn/kdJ/XF fyuL+bH5B36c1v8A6uFz/wAjpP64r+VxfzY/IO/Tmt/9XC5/5HSf1xX8ri/mx+Qd+nNb/wCrhc/8 jpP64r+VxfzY/IO/Tmt/9XC5/wCR0n9cV/K4v5sfkHfpzW/+rhc/8jpP64r+VxfzY/IO/Tmt/wDV wuf+R0n9cV/K4v5sfkHfpzW/+rhc/wDI6T+uK/lcX82PyDv05rf/AFcLn/kdJ/XFfyuL+bH5B36c 1v8A6uFz/wAjpP64r+VxfzY/IO/Tmt/9XC5/5HSf1xX8ri/mx+Qd+nNb/wCrhc/8jpP64r+VxfzY /IO/Tmt/9XC5/wCR0n9cV/K4v5sfkHfpzW/+rhc/8jpP64r+VxfzY/IO/Tmt/wDVwuf+R0n9cV/K 4v5sfkHfpzW/+rhc/wDI6T+uK/lcX82PyCncanqVzH6dxdzTR1rwkkZlqO9CTizhhhE3GIB9yGxb E08rf8pPpH/Mbbf8nVwx5uLrv7if9SX3PsTN2+NuxV2KuxV2KuxV2KvifNG+3OxVlujeddM0/TrG 2m0SC7uLEkrO5X94S05/eVRiQvrrxFf2ffY35Oo1PZs8k5SGQxEund9PLf8Ao7+9Hj8yNN5py0VW SIBYmLxFwqlDSrQsPjEZR9vsscAruaP5GnX95z8j5/0ul2PMBbbfmHoSMrT+W4JG4hH4ui8lAWjf 3Ro4MSb07e+EEdyz7IynllP4vz5blB6X5y0WyW8ifSPXhubt7iMM8YZI3jKcK+ka0JqO3hTeo27m /P2dlnwkToxiB13N8+abRfmhoqyWsknlyFjAp5gNGORMqSAV9LlRfT6VpvkhIbbOJLsTLUgMp39/ cR3+aET8xdPaG39fR4xcRiQyvB6aKzSXHrEKrRyURgeDftUA3wE+Taex52ayGjXO+ka7xuOY6eS+ H8xNDjjtSnl9Ip7WeCUOjx0dIufqI1Yq/vPXkqfl4YgjbZEuyMpJvKSJAjr1qjz6cI+1BWXn23jv BcXulQ3Smw+ozR0jQPI8iGS4NI6cmjj40I+/eqCB0bsnZRMajMx9fF15Uajz5WUfF+Y+gRvbFfLM HG3ZCTzTk3pMgj/3V/vpOLeJoe2Gxts0S7HzEH98d/f1u+vebHctl/MjRnMYPlu2kjVT8EhQgNyk IVeMa/AFl4U/lA74LHcEx7GyC/3svxXnz2v3oPW/Omi6hYz20ejelJI5kjmZ42ZSYBESf3Q5VYcv btTAabtN2blxzEjkuhyo/wA6+/4efVh+LuHYqn3lbXtF0pb1NT0eLVhdJwiMhCtCeDryQ8W3q6/d 40wg10twNdpcuXh8PIcfD9vLmmsnmjyA8Vwn+E+LOZvQlW7lBQOH9Oo6HhyX7sNju+0uINDrAQfH 7r9I8r+anqvmryfeLcCLyykDtE0doyzMPTIhhjjZgoXmVaJm368vmcSQejLBodTCrzE72due8ifd zA+C3VvNHk+/tLtIvLS2t3IjJZ3EU7ARfveakoFVWop4/LASO5On0OpxyiTl4ojmCOe1c/tYlgdu 7FXYq7FXYqmnlb/lJ9I/5jbb/k6uGPNxdd/cT/qS+59iZu3xt2KuxV2KuxV2KuxV8T5o3252Ksv8 p+URJd6Bf6vbrcaPq97HZRwiVo3YvIYyzBRy4jiejDtvk4Rsi+RLp9f2hUcsMZrJjgZXV9LS9vKt 1d3l99SMccMd8bGzhdm5SzMzcIkoG34r9pyF98gA5A10YRjxWTwcRPcOpP6hZ8kZaflj5rma6WeG OzNpEZn9eRd6MF4ARmRuW9enz6isuE7+TTk7a08eGiZcRrYfrr8e4tH8sfOP1aGWOzEsk0skIgjk jZw0aq3XlxYsGNApJ+Fq9MeAp/lrTcRBlVAG6PX8de8Kdr+XPmmXU7TT57dbVr15I4ZZHVkJhVmk 3jL14+mcRE3TKfbGAY5TB4uED7arnXe1a/l75kuhdiGJWks52tpIqsGMi8aBarT4/UHHlTBRTPtb BHhs/UL+G/3VuuH5a+chLDHLYCATSiBJJZYgvMyenSoY1+I9vn0w8BYntnTUSJXQvYHuvuUIPIvm K606G/s4o7qGb1QwhkVvTMPLkHbaOpEbMArE037iopsl2phjMwkTEiuY533devdzREH5ZeeZzSHS 2kO/2ZYT0Yrv8e24NPEb9MIgTya5dtaWPOf2H9SS6lomp6YlvJewiNLpfUtnDo4dKK3JSjNtRxv/ AEORc3DqceUkRN8PPnt80Di3uxV2Ks4/K7zNp2hXOoSXd3HaPMLb0mlFyVYR3CvKP9FBavpg0DfC 3RqrUZbilwm3R9t6KeeMRGJlXFy4esaH1bc+7ccxumfr/lDK9mxiiIkkke+nupdQWX4vUpygtofS 4g8CPTlB7EDfEcFD9N/o/Q4vD2iBLc8hwiIx10/ilK+/nFBQ635NtfMnl29t1torS1tXivZIIJw6 3AR0jnljl5K/FmWQcCx617ZEEbN8tNqZ4MsZcRlKVxsx+nYmII5dRvQ7uqNTzF5XuNGjsPMGppq1 9FcXNzHqUYvVdX9CAQMGKQszM0ZVi6np8jhJFUd+f3BoOjzxymeGHhwMYjh9H86XF1Pfe37E2g82 fl3+lrW9kvFkk06WX6pNcLfOyxS3l3IzAqCzylJIWrLXqa/FkzKN3+vvP7HEloNZ4ZiI0JgWBwcx CA+AsS+nyrZj8Fx+VB+vo9nGzR29stjJJNqESyStDyuXJRLg+okx4qpQIQMiOHf3f2/jk7CUO0PS eI7ylxbYzQv0jcx2MdzuZLrnWvINndRxaJDFHZ3s0lnqvJr0c9PDwSq3NhK6F2RlPBCadu+AkdPw NkQ02rnEnKSZRAlH6PrqQ8gasczV9WHeZP0R+nLv9DlW0zmPqxjWVV48R0E7PL1r9o7+A6ZCXPZ3 Oj8Two+L9fXl/vdvkluByU08rf8AKT6R/wAxtt/ydXDHm4uu/uJ/1Jfc+xM3b427FXYq7FXYq7FX Yq+J80b7c7FUfa6/rlmIBaajc231YMtv6Mzx+mJDVwnEjjyJ3phBINtGTS4p3xRieLnYBulyeZPM CXM1yupXX1i4ZHnmMzl3aL7DOxNWK9icSSWJ0eExEeCNDkKG181RvNfmdjOTqt2Tc/359Z/jp474 LKBoMG3oj6eWwVIfOfmuG4S4XVroyo4kHOVnBYceqsSDXgAa9RhssJdnaciuCNe78d7V75w8x3l5 FeS30i3MDSPDJFSIo0395QoF+1Sh9sFlOPs/DCJiIijV3vy5c0OPMOvCR5RqNyJZH9SSQTSBmf4f iY1qW+Bd/bFs/KYargjQ8h+Oqo/mrzK6xI+qXRWCT1ol9V6LJy58hv15b42xGhwC/RHcVy6LYvM3 mKGIxRalcxxkSLwWVwKSnlJsD+0euKZaLCTZhG9undy+SLl89ebZUt1/ScyfVk4RPG3ptSoNWZKF jt1P8TU2WmPZenF+gerv3Su81K9vI7WO5lMiWcQt7ZaAcYwzPx293OBy8eGMCTEfUbPves/lF+Vv lnzB5el1fWVe5eSZ4YoUkaNYwgG54EEsSa77Zl6fAJgkvI+0HbmfT5hjxemhd1dsA/MLy3a+W/Nt 9pNpKZbaEo8RYgsqyIHCtTuvKmY+SHDIh6HsnWS1OnjkkKkf0bMcyDsWT+T9d0vS7HV0vo452ult RBbTCbg5juUdiTAyMOCjkPiHTv0wg1fudX2jpcmWUOAkcPFZFdYkfxXz5cmV6vqX5VajqN1qFw0V xPc3bSu7fpCJ25XbGr8EMawm1p9lfU5ZbIxJvz8+/wC6vi6nT4e0McBAWBGNf5M/w+Zvi4+88NK8 Vr+V2mppupyusEdxO0trdWx1GObjDfBOSfG/BFhVgan1K0IxHCPwe/8AV8WEp6/IZ4xvQog+GRvD rtueKv6PehLa8/KW6ijbU0tldbKOKsa6hHL9YBk9SWRo1ZJHPwEV61NSKAYIcNb93n+P0Ns8faEC fD4vrJ/yZFbUBe4HP3bUOrC/Oeo2eo+Y7q8spPVtpFhCSUZa8IURtmAP2lOVl3fZ2GWPDGMhUhf3 lR8saDP5g16z0eCVYZbxiqyuCVXipYkgb9FwxiSaDPW6oafFLIRYi9u8tabpGi+W9KtYNW0mVYDL qOpXU1qZfWsPVMZZCaEcXIX+wUbJgIiI3j3nbpyeH1mbJmzzkYZBdQiBKqnV7/Df8WOdfmV5Ig0u 41HWrXULe4gm1JojYwIytB9ZWS4jU/s7Rr2ynLCiSKq3o+xu0zlEMUoyBGO+I/xcNRP2sCyp36ae Vv8AlJ9I/wCY22/5OrhjzcXXf3E/6kvufYmbt8bdirsVdirsVdirsVfE+aN9udirPPJ/kXUrmPSd TtDbXMl+8lbW4h9cRQQuwlnMZ5K9OHELxNS3SuTjAkinQ9odqQiZ45cUeCtwasnlG+nPnY5Lr7yX b63rWvXFmP0EsV4kFhpd1C0TM06O8a8CQ8fMJVVCHr2UVxlHc9N/vRi7SODFjEv3txJlIG+RAPka vnY+ajc/lNrkdmLiO5t2KxzPNDIXjYNbAtKF+ErQClCzLv2GDgNX7/sZw7exGXCRLmK6/Vy/G6x/ yl8yJIsZntCzMU4hpSw4oWJZRFyH2aUpXvTia48BSO38BF1L7P1/j37K91+T2vqZHtrq2lght47i R3ZlIDxByAFVwfi5KKGtKEgAjD4Z+xrh7Q4TQkJAmRH215fjYXTFNf0O60PUn067kikuI1VnMDc1 HMcl+Kg6qQfpyJFO30mqjnhxxBA80uwOQ7FXYqidLsjf6naWIbgbqaODnSvH1HC1p7VxAa8+Tw4S n/NBPyfRllpflfyLcro2lyXpu7yH6zKrTqIyiyJCXb1CkSO3P4aAVIpXpmcRHEaBNvm+TPn10fFy CHDE19O/ImttyNt/n3sJ/NXyL5dTyxF5x0mW49W8kjknFzI0hdbha1POrBw1K7+OVZsURESHV3nY XamY5zpsgjUQaoVVfoeQZjPYMn8n67pel2OrpfRxztdLaiC2mE3BzHco7EmBkYcFHIfEOnfphBq/ c6vtHS5MsocBI4eKyK6xI/ivny5Mv1DUfyi1LVp7+/kWU3V48k0qi/WYhrtjUqoWIRfVqfZHqcst JgTfn+n7q+NunxYe0cWMQgK4Y7fRX0/Pi4/82kojl/KuS0aZ4Y4LiSFGmtq37GNzbtVbU1ZS4n48 vWYrx6ZD07/j5ftcwx14lQJIvY+jf1D6vLhv6d75qWneYPKel+cdRu9N52WjrY3FvZSWj3CTyO8d FZZJfVeORmNA3EKNtsIkBKwzzaTUZdNGM/Vk44k8QjQ37hQI+0siXzB+V/8AiFNdkuEa8F6lyblY 7xZgwukZW9Ohg9MW1fU25l602pkwY3fn+n9Xxt1p0mv8E4gPTwVVwr6T1+q+Ll/Dw80o0/zVoKfm R5f1ZroLp9nawQ3M5RwEdIGRhQry2Y9QMhjkBIE+TmZdDmOiy4+H1ykSBt/OtlXmH82PLmmTR2Wm 3upaxA1l6LXsd2YirvMXLHnFX1VCgB/5TTLZ5gNomR276/Q6nSdg5soMpxx4zx3XDfTyP0+Xeln5 sebfK+s+VIItM1WS9vZ72C5ms5GdhAqW0iMELIgA5MK+J3xy5IyjsTbldg6DPh1BOSAjEQIsVv6g d93keYz16aeVv+Un0j/mNtv+Tq4Y83F139xP+pL7n2Jm7fG3Yq7FXYq7FXYq7FXxPmjfbnYq6pIA rsOgxVsMy9CRuDt4jocVIb9WT+c717n9rr9+CkcId6sla8zUbg1PyxpeEIiz1TUrJna0upbdpEMb mN2WqNSqmh6fCPuwteTBCf1AHqoz3E9xM008jSyv9qRyWY0FBUn2xZwgIigKCniydirsVTTyt/yk +kf8xtt/ydXDHm4uu/uJ/wBSX3PpXUbCe68wXdwLqRTbPHHBD6zQxBnijcMyhlE1CuyOCo3NDXbO nEmZ3fM8OURwxjQ9VkmrPMju9PvG/mKYl+aJH/KtL2NZHlSG9tYleWhc8IIgSaACpapNB1yrKfR/ nf712/Yn+PRNAXCR2/rF4HmK9+irPS9RvIpZbW3eWGBo0nlUfBGZm4R82+yvJthXFqyZ4QIEjRN1 51ua9yPg8m+Zp1uWi0+VktS6SuB8POORYWRG6O3qSBaLWvbDRceXaOCNXIeqvtBN+Ww6rpPJPmyO xlvpNKuUtYSyySGMinAOzmngojapx4TV0o7S05mICceI+fu/Wqf4C82ekJBYMylWdQjxuxVU51Cq zNuvTbehp0OCmH8q6e64vsPudB5A86zsRHot3sSCWiZACF5EVag6b5IRPcVl2rpY88kfmpah5L81 adYfX73TJ4LQFg0rKaAIUUsadF5SqA3Qnp0OAxIF0zxdpafJPgjMGX9v6klwOa7FXYqmnlb/AJSf SP8AmNtv+Tq4Y83F139xP+pL7n2Jm7fG3Yq7FXYq7FXYq7FXxPmjfbnYqzzylp/k+wtNO1y91iKH Vz6slvayhpIo5kZo4mlEUcsi8TSQVFNvfJxA73Q6/Nqckp4o4yce1kbEjmasgeSt5g0jy/rfm7XL hdUhk9fUY44J4p4kijin+1cH1APXVGopWMjf9qlMZ1xH3tek1GbBp8Y4CKgbBBskfw7fTfOz8kLc fl7okL8P8UWb8ZTFIw9Oi0aNedTN9iku567dD1wEDvbodr5SP7mXK+vnt9PPb9rH/M+i6fo98lrZ ammqKULvPEnBFPNl4/aY8vh3/j1wGujsNFqZ5ocUoGHkf7EnwOY7FXYq7FXYq2jvG6ujFXUhlZTQ gjcEEYqQCKL6J/K3Ubub8uo7u6kN3cXOpJFPJcEys6zXUUTcixJJ4ueuZ2A+g/1h+h857cwxGtMY jhAxkitqqJLzj87bu6i8732nxzSJYcLaT6orEQ81gVQ3pg8agbVpmPqPrI/HJ6T2axxOljMgcfq3 68+955lL0SM0uS7N3DbQXX1QXEsStIzlIlYOODyEdkPxV7YtOcR4TIx4qB6b8uQ97N5tG1WG6ntb rztb8OBvS8Fw8qvOZkkKGhWknNVcdqjt1yR26/b+N3Rx1OMxEo6eX83eIG1EfKrHuREuieZGhntZ /PGnvaXEc5uUe7aRaB05jiVPxPUU49Ttho94+bXHU4LEhp58QIr01318v2q+kaHe6kumXE/n6K3h kQNcLJPwlt3aEEIqNIAw4qi78e+2GMAa9VNeo1UcXHEaYkg7bbS358vf3sKPnvzkbWW1Os3ZhnNZ VMrEn4Sn2vtAFWoQDv3yPEaqy7v+S9NxCXhxseShe+bvNF9bNa3mq3U9sy8GhklZkKlg1OJNKclB +jAZE9WzF2fgxy4owiD30lOBy3Yq7FU08rf8pPpH/Mbbf8nVwx5uLrv7if8AUl9z7EzdvjbsVdir sVdirsVdir4nzRvtzsVXwwzTzJDCjSzSsEjjQFmZmNAqgbkk9BiiUhEWdgG7m1ubW4kt7qJ4LiIl ZYZVKOrDqGVqEHFEJxmBKJsHqFPFk7FXYq7FXYq7FXYq7FXt/wCW/mby9Yflxa2t5qNvb3I1WAtB JIquFF3FIWK1qFCKTy6ZlYpgQon+IfoeH7Y0WbJrZSjCRj4Z3r+hIfewb85L+xvvP19cWVxHcwGO BRLCwdCViUEBlJGxyrOQZkj8bO99ncU8ekiJAxNnn72E5U7tMtHtdCnDnVL6S0Ky26oscRl5RPJS dqg/CY4/iAoeXTCKcbUTyx/u4iW0utb16fmdvJkk3lz8vWZVtvMDK0kbyyI6lxCYlLtGJGSATM/E qh4puRscJAvYutjrNYPqxda999auXDXXc9V9l5V/Lm8uEU+bDZLLwCJLbO3FivxBpCUUDnX4j2ww jE8zXwY5NdrYD+54q7pfo36NHy7+Wf1WeVfMUvr28coEDxN+/kXl6ZjZUPEEcdmHWvbfBQrn9i/m 9dxAeEKJG98h1vf3odNG/LsXoifWp2tplZVmC8fQkEyIrOPTb1VMbs9F4/ZpXAK6tp1Ot4bGMcQ6 d4onbfY3t15qt55V/L6HT5pofNwnuo1cx262ko5lVqoqSAORFOuSMY19X2Fhj12sMwDgqJ68Q2Yj fRWcVyyWc7XNuKcZnj9Imo3+Dk9KH3yDuMUpGNyHCe67/UoYs3Yqmnlb/lJ9I/5jbb/k6uGPNxdd /cT/AKkvufYmbt8bdirsVdirsVdirsVfE+aN9udirOfLGpeQtJ06xvbh7keYCs4aeCP1RbuzNGjG N3hQ0jbkCrGhpkhTotbh1eWcojh8LbYmuLqdwCeflyRd/c/l3rHmPzDe3l83C8uOdjcyRzoAjoau iR1NRJQfvB9nfj1AMiDI+9qxQ1uHDijGP0x9QuP2k+Xd12tSk0b8pYoLpV1e4uJQsjwPVkIMYYpG P3DKxkPFan3O2PpZDU9oEj0RA2v48z9XTdbDon5SejI8uu3pkVWZIlSgYgMUHIwmhcAVHE8TtU9c Rw96ZantGwBjhX4/pdPt57LZ9I/Kn0WZdXuhIkY4pGCQ7rb1JPOKql5hSlSB9Ow9P49360x1HaF/ RGr/AN9/W6R/GyIi0L8p7n6tZrrMsMpndXujy3R1jEZZniRKK9RSi0qxJ+HcgR72uWq7QjcvDBFD b53yN8vfyFDfZN9D/LjS9f05LjUHu7Fprlb1WdZERYgwhqYArfG5X22NdsA4b8mQ1Wty4Z1HhlUa 6c+f1dwv7FLSrT8slubxby6EkAvU+ryMtytbQvGf3YQgg0MgbnUgAU3xFdWefJruGPDGjwb/AE/V vz+yq81Ow038trqztPruotYzqkxuREJnZqE+mSzxsoJ2HFV2FSSajBGurLLm1sJS4Y8Q2q6+PI/a T8AjP8MflZFbWs11rlwhugrhImjlKo0gB5hYqqVQ71Fa122IyQEepaPzuvMpCOOPp77HT39/43ti fmCz0O1WwOlzyTNcWyT3ayMjelK43iqgG607+IyBdvpMmWXF4gAqRA57jvSnFy3YqitK9P8ASln6 ls17H68fOzUkNMOYrECKmr/Z2xDVnvw5UeHY793n8HpYt7MX13Hbfl5JAGhgmMM8rVW3iuA80n74 ftgBar0Ht1sPM+n73meOXBEy1QO5FgdTGgNu7n+1Dmyt5pbYzfl5dtcB+c4R5kWWOOIwsAqqAtJG RyR+rAB/R+9s8WQBrVRrpy2JN/dYTLRtKt5p7Z7P8vRLFqcLtbtJdB04NEQCXYlYjTkfio32aUyU Y2do3fm42ozyAPFqqMCL9Pn9vTltzth8vmfyT9QSG38rIl2qR8rh7iR/3iAcjxO3Fiu6kd8rJFcv tdxHRarjJOb077cI5fsWaj5m8pXNheW0Og+hJOyNDOrxBozFGVWhEIPFn3kAI5DwIrjf4/AZYdFq IzjI5bAuxvvZ/rdBy7mN39xbXFwZLa1SziIAECM7gEdTykLNv88DssUJRjUpcR79v0IfFsdiqaeV v+Un0j/mNtv+Tq4Y83F139xP+pL7n2Jm7fG3Yq7FXYq7FXYq7FXxPmjfbnYqjNI0q61XUoNPteIm uGoGc8UVQCzO53oqKCzewwgW06jPHFAzlyH4r4t65pFzo2r3el3TI9xZyNFK0RJQsvXiWCmn0YkU aRptRHNjjkjykL3QWBvcQRQkUruP1Yq2qsxooJPgMVJaxV2KuxV2KuxV2KuxV2Kr4ZpYJkmhdo5o mDxyKSGVlNQwI6EHFEoiQIO4KYz+afMlxKZp9TuZJWXgXaVyeNQeO56fCMTvzcaGhwRFCEQPcqN5 y82MGDaxeEMHVh6z7iSnMdf2uIrhs97Ednacf5OPyHRq083+arOJIbTV7uCKOnppHM6haKEFADt8 IAxEiORKcnZ+nmblCJJ8h70owOW7FXYq7FXYqmnlb/lJ9I/5jbb/AJOrhjzcXXf3E/6kvufYmbt8 bdirsVdirsVdirsVfE+aN9udirMNJ/MRtL0K10qDSraYRrKl3LOZOUqyuW+ExNE6Hi3H7R2yQlXR 0+fsjxcpyGchyqq2oedg9/JH2/5o2qalrl5LokbprM3rG3MpIQ+hLD9plJJYy1JFO4AGSM9ya5/t /W48+w5GGOIyH92KuufqB/R9yy58/eUnSb0vKNokrmIIf3fELHJzfb0qgyKxQkHpSmAzHcyh2VqA ReeVb9/UbdenNWi/MHypPcWkd75ci+pW8ccI2ikoFlkkkcR8EVeZk5EJxFevIbY8fLZhLsnUREjH KeIknqOgAF2eVdb+B3U4/wAwPL+neYLXVNL0dUSFboSrGEtWYzSFYqemHA4Qon+yLfSiVGwk9k5s mGWPJk58PfLkN+ffIn4ALNK/MbSbGxurB9CjuLO4up7hIpJAQqTSwyCLdDUKsNPfbAJUKr8bfqZZ +x8k5xmMhEhEDl1AkL5+f3rJ/PXlV/7ryrbRFnJc/umovBUXgGiO6lOe+xNa7E4mXkmPZeoHPNI/ P/ivh+1YfO3lU/EPK1ujggooMZUfvmkINYjy+Bgu/hgJ8mX8m6j/AFaX29wH87v3Rl7558kpbLDZ eWreaX6sENzLFDGyzlGXlxCurBWYNv1+gZLiFcmnH2ZqjK5ZZAcXIEnax7mKeZ9T03UdU+sabZpZ WojjUQoix/Hx5Smi1H94zcf8mgyBdtosM8eOpy4pWd+fu+z7VmleV/Mero0mmaZc3kS7NJDE7ID4 cgONfbCIk8hac+uw4TWScYnzKDvtPv7C4a2vraW1uF+1DMjRuP8AYsAcBFN+LLDJHigRId43UMWb I/J2vWWlNdi90aLWLadOMiSRoWQFHWqylHeP7VfgYdMIlXm63tHSyy8PDkOOQ8zvuOl0fjaZT3+g x6ZI6+U5reO4toUW6LF1EqCeKSVXlRuPMhqAH7SV344k7cvx+1xo4sxyD9+CRI7ctvSQNj02+EvN da+ZPLcOrajPN5UFzBepFHFaPxT6uEDRs0XCJaM/w79a1rUnETHd9qJ6POccAM1GN7/zuu9npv8A DuVbnWvKEtvNd6f5Kkh9CWKV7gzyyRIiTRsylWUqOafDuafFWnQYTKJ5D7WENNqQRGeoBsEVQBOx +47/AAVLfzl5WTVdUu5/JyXMF9MrwQOVHokBRKi0jFKuAaDpUjvhGSNk1z82M+ztQccIjPwmI3Pf 3de5bceZfLqWPCPyYtsk7n6pOXdzwk4pKOTq3Jj6ThaUC9htkTIEcvtTDR5jPfUXQ3Hu5cum4vvR Gp+ZfInxvf8AkdrS/aSORlSZoYwrAScQgVVX4OGwTcEnauTlOJ/h397DDotX/BqOKFHpZ7vfzvrs xTzJrOhaikC6VoyaSIXlL8JHlLo3ERhmfeqhTX55AkdBTtdHpsuMnxMhyXXSu+0kwOcmnlb/AJSf SP8AmNtv+Tq4Y83F139xP+pL7n2Jm7fG3Yq7FXYq7FXYq7FXxPmjfbnYqm2g+XL7V72CIK8FnIWa a+ZGMUccal5HrsDxVDtXc7YhxNVrIYYk85D+G9yTyVNd8rX+m61qWnW6S30WmzNBLdRwsF+EM1WA 5hfhRmpXoDhkKJHcx0uuhkxQnIiJmLq/7LSmG2uJlleGNpFgT1ZioJCJyCcmp0HJwK++By5TjGrP PYOhtriZZXhjaRYE9WYqCQicgnJqdBycCvvispxjVnnsFPFk7FXYq7FXYqyDyFoEGvebLDTbmotH ZpboitfShQyONt/iC0+nJQjxSAdf2rqzg08px+rkPednvH5a/mHb+Y5r+0ttPh03SNOCrY0kVX4b 0DRClPhXlUbDpvmfgz2SKAAeC7Z7IOmEZSkZ5J/Vt+li/mbzDZ+d7jX/ACvf6alvqekx3FzpN9FI s1Tb/FwZlrx5r1AJ99xlGTIJ2CNxydpotJLQjFqITJhkMROJFfV+r8bPD8xXuWZ/l5e67ZRajdaV rNlpTW5ikaO848pnEc6IIwyv9kOwPuwycZEbg06XtfHimYRyY55LsenpvG738h8ize+uvN0UUFm/ nPR7h5XImQ+kIjHR2NZUHM8qsG6fayUjLlxB0eKGnJMhgyiuXO726cv7F1zqXmma+ubiLzdpFvNJ E9uqxmP0gZmWaX05HLycBzPFq1rttiZys+oIhhwRiAcGUi763tsLGwvvC2dfPNrq0Npq/mqxsxqi cbiUxJtxhjElRIka8hE6GtaH6Nk8QO55/q/UmJ0s8Zljwzlwctz3muRPUFQXVvOen3sbwec9JE2q zES8RG0KEiRxI5KFU5mHj02qK0wxlIHaQ3/HczODTZIEHBlrGPOzy2G+9Xfw2RbWvnG/ngv7rzhp sy6fI07y2saSxwhHe3d24qoBf6w3UUO5r8OE8R34h+Ph5tQnpsYMI4Mg4xXqJBOwl39OEfgsS82W 3mE6HqFvf+YtN1K2tZrfUGjglR5ZppuVr+7YKGb00T4h4b5Wboiwfi7fQTw+LGUMWSEpCUdxsAPV v7ydnn2QehdiqaeVv+Un0j/mNtv+Tq4Y83F139xP+pL7n2Jm7fG3Yq7FXYq7FXYq7FXxPmjfbnYq yaw/MPzFp+j2uk2ZgjtLYSKyvBHMJVkk9QiRZhInXuADkhMjZ1mXsjDkyHJLi4jXUiqFbVRRlt+a mvwX+q3wtrQy6vJ6tyoiIQEQvEAqhv8AiyprUkjcmpw+IbJ7/wAfpaJ9hYZQhG5VjFDfzB/QmVx+ dOsusXpafao/ALdVDlXpP6tFUMvFWWiON+Xfth8UuND2bxC7lLy5bemv2juQX/K2te43Cm0tG+sS iVuSyGgWcXCqvx7bjjXrxCivwjI8Z38/7W/+QMO3qlsK6fzeHu+PvvvKvqH5rzXmmC0OnIshgmid i3KPnM61cKVr/dCRDU1PKpPWqZkimvF2CIT4uLawfPYHb50fh8quvzXM73HPy5pTpOnpUmiMjcdq FiSAX+BakAbqDTD4nkPkmHYPCB+9ybG9jX4G5+aE/wCVjRx3S3Nt5d0q3fgqsiQAISs5l6Lx2K8U Ir0HXfAZWboN38jkx4ZZch/zv6NftX2/5lxQTGRPLGihCjRmL6qOJVyCwY1q3TapwjJvyHyYz7GM hRzZf9Mk2v8AmeLVrK3tk0u008wTTzFrRPTVhOwYLx3+z9mtegUdsiTbm6XRHDIyM5TsAerfl+Pn fet8l+Ym8ueZ7DWApkS2kPrRjq0TqUkAr34sae+GE+GQKe0tH+ZwSxfzh9vMPoC10HybcaRd6x5Q topZNSq00luSzCqMSnAk+n8XVABv2zMljgYkwfPp6rUxyRx6kkCHK/v8/ekXnufyL5F07V/0PDGv mTW45ISocySRrNXmx5FvTUVqB3NOw2GXggCI/UXO7Ljq9dOHiE+DjIPcDXL3n7ngWYT6Anfli/0S 0kn/AEpozauG4mNVlePgFDcvsA1rUH6MbA5uDrcWWYHh5PD+F3+P0smt/NvkmK3ktj5IDSOD8Rmd m+w0Yb4lYgguenf3AOSE41y+11k9BqiRL8xt7h333/j3Ll8weU7O2aOfyKQ7lTLI8knwrIzSrxLq afu+nStMRONcvtKDpNROVjU/YOlD70ENb8uWOoR3Y8oGHhHaNDDLLJIgZZTI0hDqQ4mjZF38K98B kO5u/LZpwMfHveVkADpVbcuE2f7FttrvlKK3iSbygZZvRWOaVppRzbiebqKUUswFKdBXAJR7vtTP S6gk1noXtsPkqf4h8jLFFG3kxiwasshupgzAHlQbbbA1/swiUe77Sx/Kaokn8x/sQ79MeTf0eZB5 OlZFumDXJuJeIjklMscOy/a9McOvTHijXL7U/l9Tx144+nlwjmBRPz3Yvr1xHd6vd3kNn9Rt7iV3 htaUCLX7I2UbfLBYLtNJAwxxiZcRA596X4uQmnlb/lJ9I/5jbb/k6uGPNxdd/cT/AKkvufYmbt8b dirsVdirsVdirsVfE+aN9udirK/KPka71dW1C+jeHRo4Jp/XWSKH1WhqPTWWY8I6t1dxQZKEbdV2 h2nHD6IEHISBVE1fWhufcOahL5F8w3Gq3VpYaa6GCWOIW0tzBJJWaMyxhZB6Sy8o1L1RacRXph4D dBnHtTDHGJTmNwTYjIDY0dt+Hfbc89kCfKfmUWwuf0ZcGIyLFtGxbk4BT4QOVG5Di1KHtkKb/wA/ g4uHjjdXz/HLq1P5T8zwMiy6TdqzqrqBC5+FwSvQGlaHbDRWOvwS5Tj8w5fK2uvaabdpbcodXl+r 6eQ6Vkk5+mFpWq1YU+KmNH5qddiEpxvfGLlz2HNevk7zM12bVdOmMgWR+YAMRWEVkYTA+mQvSoal caQe0cHDxcY6e/fltz+xZB5U8zTzrBHpV36jMqfFC6AM1KcmYBV+0N2ONFlLX4IizONe8Og8q+Y5 51gTTbgOwVgzxsiBXJCsXYBQrEGhrv2wUstdgiLM4/P9CkfLvmALyOmXYXY19CSm4LD9nuATiy/O Yf58fmEA6PG7I6lHQlWVhQgjYgg4uQCCLC6KaaIkxSNGTsSpKmn0YKRKIPMWsJJJJNSdyThS7FWS eTdZ846S1zceXEdgXhS5ZYVmUPIWihB5K1C7SMq+OSjKQ3Dre0dNpstRznvreuW5+VMqbVvzuMcU v1W6NJJnCLaoW5pcJcSF0Cf79A41HSoG2T4snn8vj97qvA7LsjijyH8X9ExG99zY8zfnY8kSLZXF bOUsoFkoCPIpX4jwpTjOeu2+PHk89vL9iPyXZYB9UfUP5/d8f6Kw6t+dBuWiEMxElwkjyJbxGH1U CorM6qUCj6uOppt74OKfn+P7E+B2Zw3Y+n+cbrny5/xIg+cfzvlmcNDIpgSR3ZrSIRqsJYseRTj8 Jj8e2SOXJ3n5fsa/5O7LA5jev4je/wAfNAX3mz84dPtrW6vYZ7eHTRzhuJrNF41U2/JmZPiqJab9 cHHMVz28v2ORi0HZuSUoxIJnzAkf63f5JJefmd5yu7VrWe8Q27SJKYxDEByjkWVKUXs8YP4dMhxy qrc7H2LpoS4hHeq5nqCPuKC80+d/Mfmj6t+mrlbj6p6n1fjGkfH1ePL7AWv2B1wzySlzLdoezMOl vwhXFV7k8vf71PyZT/F2ikyrBxvrdvWfdUKyqQzbrsKb7jBA7j3s+0f8XybX6JbfBX09JE8/2ySC ki6qgcb9RcivXfBHo15SDpDX+pn/AHL64zdvkLsVdirsVdirsVdir4nzRvtzsVTm084+YrS0trOC 6pa2iyxxQNHHJGUnJMiyI6ssgbkdnBwiRcLJ2dhnIyMfVKt7IO3Kq5fBEWXn7zTZ3c15BdL9anlj naZoomKyRI0SFKrRP3blKL+yaYRIg2GGXsrBOIiY+kAirPIm9+/ff3oo/mj51pHS+VTGiRqVhhU8 EYMF2ToSN8eM97T/ACHpd/Tz8z+tyfmj52TmFvgA5LOPSiIJNakjjQ9ab9gMeM96nsTSn+H7SgY/ PHmWPT7HT1uh9U02eO5s4zFEeEsLFkNeNTQk7HAJEbN8uzMBnKdeqYIO55HmrL+YPmpQyrdIFZXT j6MJAEhqeNV29sDE9k6fu7up6fFe35j+bWkSQ3UfOMgxt6EIK0ljm4rRNlMkKsQNiclxHvYjsfT1 VH5nuI7+4kLIvzD83RCiXoU8VUMIouQC1FAeNdwxB8RkQSEy7I055x+0/rTG2/NrzXDaRwOYZnim aeOdkKuGkUh/sFAeTMWbbck5Ljl3uPPsDTmRO4sVXu5c+7kxC3gur27jghVp7q5cJGg3Z3c0A+ZJ yLt5yjCJJ2iB9j1zTfyHtYPqieYNSaGe5jlllFvwVIBEFJDO4YN9rc7Ae+ZP5eiOI1byOb2plLiO GFiJA3ve/IcmPeePyok0TT21nRb9NY0VCFnljKl4SdgW4FlZanqOnh3yGTDwiwbDsezO3Rnn4WWP h5Onn83n+UvQJt5fsfMl1MBoqz1E9sjSQsURZpJQtsZHqFU+r9kt3wxBPJxNXlwRH72vplz7gPVX w5sgd/zejgkv3fV0ht2Z3uWaUKGDPGxDHqQXYbZK5c9/tdeB2cSIDwrPTbyP6lyL+ccXqcP0ypJV ZQpmrUgBQQPZQMRx/wBL7UE9mmr8L7FxsvzktnNmi6tWQc2jiaSQEE/tcCw6y71/hiIz5b/ajxOz ZDiPh/Gh9/uY4fNXmuJZbdtUvEDh45ozLIK8tnVhXvvXIAl2P5HTmjwR8th8FTU/OvmjVNOXTr/U HuLRafA6pyNGLjk4UO1GYnc4TIkUWOHs3BinxwjUvj93JJMDnOxVOPJ36Q/xVpP6O9L6+bqIWv1j kIvULDjz4fFSvhvko8xXe4faPB+Xnx3wcJuudeVq2l0/x3aUJI/SkdCVKE/6QP2GJK/InbBHowz/ AOKS/wCFn/cvrrN2+QOxV2KuxV2KuxV2KvifNG+3OxVm/k7yItzZnXdX9H9EC2uZ4I5JJVDvBUfv RCrS+mCpLcPioNsnCN83R9o9qcMvCx34nFEHYbX3XtfdeyHm/LzXb3XLiys4rNJRNHDFBBLL6Raa 1ku4xG0/J6NHCf7xqgkV9kQJNBsj2vihiEpGVUTZAvaQgb4duZ6dENH+XPmp7Frv6sgUSRxIplj+ IyRvLXmGKKAiBviYVDKRWuDhNW2ntjTiXDfQnkehA9/M9O42hdT8k+aNLtHu7+xMEEaq8jF4yVDu EXkqsWBLNShFevgcBiQ24O0sGWXDCVk+R9/ckeBznYq7FXYq7FWbfkwLQ/mNpf1nj/u4w8unqei/ H6fD3y7T/WHR+0fF+Snw+V+6w9P8/wCt6rqP+hDQrTUrAPKjxSXptp42jkaMiQCSFqSKoYU2oe/X Lc+XiO4H6fveX7J02PH6vElCe38HEDYvbY8uXelfkbylqOm6V5p1bUraLS9BvrCVItMWf6xH8KHl IX5SfZoQKtXfBjxnhlI8qLldp6+GTJhxwJnljMerh4T7uQeHZivdJxoFh5guBLPpErRmCa1DBJli YzSS8bcqpZSxWTeo+z12wgHo4ery4Y0MguxLpewHq+z5s2g8pfnHcw3Nm17L9UiaX6wjXatGZVj+ smMqGNS5k+XI79MsGOZBG9e/4ujlr+zYkS4RxGq9O9Xw38K99K7+UfzoeW7aXUnjuZDH69uL1Qz8 pQqDjGSqislRWgpX5YTjyWe/3/tYDtDswCNQ9O9Hg8t+fu80Je6R+blguoXy6vPLDpwmN5cJdsAn pEchxcqangCABv8Afkanvz2827HqOzsnDDgAM6ocPe82d3kdndi7uSzMxqSTuSScrelAAFBrFXYq 7FU78jzGHzlokoiadlvrcrCnEM7eotFXmyLUnpVgMlD6h7w4PaceLTZBdeiW/wAPKyv0wMPPloGr yGqR1r1r9YHWmRh0Rm/xSX/Cz/uX11m8fIHYq7FXYq7FXYq7FXxPmjfbnYqjbfW9Zthbi2vriD6p y+q+nK6elzJLcOJHHkSa0xBaZ6bFK+KMTxc7A396+38w69bXE1zb6jcxXFwyvPMsrh3ZTVWZq1JF epw2WM9JikBExiQOQobL4vM/mOJIo4tTukSE1iUTOApCstQK/wArkfLbBaJaLCSSYR38grap5v8A MGqWptb259SArCrIERKi25+nXiB09Vv8wMNlhg7Pw4pcURvv/sqv7gk2BzHYq7FXYq7FVayvLqyu 4by0laG5t3WSGVdirqagjFhkxxnExkLieb16z/PTTb2K0GvWU8U0KsLqSxWF/WalEP70oUA3PEE5 k+PxVxfY8fk9mJwMvBkCDy4r2+XNj3nT81RqmkvoWg20lhpMztJdyTPynmLtzKmlQi16gH26bZCe WxwjYOx7N7C8LJ4uYieQbCuQ/WXnmUvRJroXlvU9ak42XpjjPbW7PJIqUe7lEUR4/bYcjvxBphjE k04uq1kMI9V8pHl/NFny+bJV/Kjz80UwiRJJYZWjvLdbmOsfFEYM5LBSCH7E9N8kMMu7l7nWHt3S Ai9gRseE77nltf8Aaoaj+W/neyW8nfjKlijTXcsdwPh9KMTN9oqzMqNXYHB4R7uTPD2xpZ8IG3Fs PT3mvvRFv+W35mQxzrbgxLdRAXEaXkSGWKRuKq6+oOQd/hAPU5IY5dB9zXPtnQyI4t+E7eg7Ed22 1BRP5QedowzXEEFvGsJnMjTxuvAU3HpGQ/teHY4DikOYZ/6INKfpJJuvpP6aSXzF5M8w+XYreTVb dYUuS4hKyJJXgaGoQmntXIyiRzc3R9o4dQSMZvh57EJJgc52Kpt5SMo81aM0UTzyrfWzJDGyo7kS qQqsxVQT0BJAyUPqDia+vy+SzQ4Jb/BEaWWPnu0LKUY6pHVGIJU/WBsSCakfPIx6Nef/ABSX/Cz/ ALl9dZvHyB2KuxV2KuxV2KuxV8T5o3252Ks98keT3+t+WtVkih1KLVLwRPprxNNwt0lKTTOAePFQ n7QoK75Zjj6h5l0HafaHpy4wTAwhfFdb1YHx8kTpfly4ez88W76FWS0V2tZWtmMsb+shVI6iiUiJ YBQDxNelMRE0dvxYas+siJaeQybS5+rY7Hc9++2/XzQmn/lNqWpaJa6nYX9uz3KRu0E59HhzEhI5 ktWnBabb1PTjgjAkW3Ze3oY8soTjLa9xv3frPy81p/J7zQGhX1rQtPI0SqHlqOBAdz+7+ypPXv1F V3x8Mp/0Q4N9pbC+nw6/jkd9lUfk/ra7yXluoaJWT7Q/etGriMs4VKAtQlWJ70oDR4Cx/wBEOLpG XP7L59/2eV8kJdflR5jtrUXU1xZrCYXuQxkdT6UYUsxDRgg0avE/FsdsBgQ2w7ewylwgSuwOQ5n4 /byYZkXdOxV2KuxVFWWlapfBjZWc90E+2YY3kp8+IOIasmfHj+qQj7zShPBPBK0M8bRSoaPG4KsD 7g74tkZCQsGwsxSmejeX9V1bm2nojtFLbw0aRI29S6k9KIKGKk1fqR074REnk42p1ePD9fUSPIna Is/Z82S2P5UfmBdyKscSRpNK0XqPcxhSYzR2oGLMF4/sg+2Sjhken3Ory9u6OA3PIX9J6/rQNx+X 3nSIfvYQfUaRdp42qY4Vmfo38hH6sgY10b4draU8j3fwnqaH2u8w+SvO+kRXV/qqmkDRLdyi4SVw 0pPp8uLs2/EH7slLGRzCdJ2lpcxjDH1uvTXLn0Yz9YuKAeq9AAoHI9B0HyyFB2fBHuWvLI/23LdT 8RJ69euNJEQOS3Cl2Kpp5Ud4/M+kuiNK4u4OMcYUux9QUCcyq8j2qRv3GGPMOLrgDgmDt6T93ki9 Nkll8+WssvIyyarG0hf7fI3AJ5dd69cY8w1ZgBpJAcvDP+5fXObt8gdirsVdirsVdirsVfE+aN9u dirqkgCuw6DFXYquWSRfssR8iR4j+JxpBALhNKCCHYFehqdqUH8BgpeEOMshFC5I8CT/AJ98aXhC LOt6wbRbM3s/1VQ6rB6jcAJDVxSvRj1wtX5bHxcXCOLvru5ILFudirsVT3yN5fTzD5s03R5GKw3M h9Yg0PpxoZJAD4lUIGTxw4pAOD2nqzp9PPIOcRt7zsPtL6Nu9Yk0DTdbtdG0q3jtPLtrHPEhlMay AoZJBwWM04xqfiLHk335sOPh4hEfS+b49ONRPHLLOXFmkRyuug69/wAgk3nzTPLXnjyjqV7Z8H1P Rll43ABV0lgX1JIGYgclI28K75Xl4ckDIcw5nZefPodRCMvoyVt3g7Avm7MB9KTHSdKS+SRzf21n JHJBHGlw7Iz+tJwLKQCOMX2nJ6DGnH1GcwocMpAiXLyF/byDJ4vy+maOv+KNLjb1njRWuiBRfU5O TTYEp+NfmRAHqHVy7WF/3OTlf0+7b7VaLyLqF3bLZt5v0wW0MsvG2mvXWNG+MM4UgqOYXcjsd8lG F7XH5tcu1IQlxeBk4iBuIC+n3MO1aGez1G8snu1u/RlaJ54nLxS+mSAyt+0PDIVTudPIThGYjw2L ojcWhraEz3EUIPEyuqA+HI0xbMk+GJl3BPbzQPLlnd3Npc69wubQlZ4/qN0SCoBPGg+IcWDVWu2/ TJjGSLH6P1vKn2sgP4D8/wBjTaF5bjZkm14wujBJI5bC7R0J4Ec0ZQyA+otCwoa4RiJ5fo/Wg+1k P5h+f7FVvKulS2F7dWGtLdyWMJnkgNrcQkqrIrUaVVXb1Vr88EsZAsuTo/aWGfLHGIEcR7/2IHyh cG3816POJPS9O9t2L1IAAlWtSA+3j8J+RyMTRBd12hDi0+QVdwl9yvpcvree7SaoPqapG9VpT4rg HagAp8hjHo1541pJDuxn/cvrrN2+QOxV2KuxV2KuxV2KvifNG+3OxVn3kmy0jT7vy1rEWqQJqE14 Gv4J5LeOOC1jlIkYtMV4uVUU35EHbLMf1Dfq6DtPLkyRzYjA8Ah6SBIkyI25dPs7010uXQ49N1mz n1UWE8+pXUl5d2V/bxs1q0HKCnH1DdRlyymONq1O+GNAEfp/FuJnjlM8chDjAxxoShI+ri9XdwGv 4iOmyRaZ5Q8p3Wkw3d1rQs3C28kp9SCQyerJ6c0aQlo3iMFVJZ2NQagZAAVuXPzdoaiOQxjj4vq6 SFULBvcHi32FV3pjL+WXlq51OC10/wAywIJjFB6cpikkEzRozH93LTiXkCgCp5Hjvu2SEASAC40e 2s8YGU8R2s7WBVnvHcL92/ko6f8Alz5aN3H9c8z2pgWdY54EMccpWilhyaQorLU8uoFDSvTAIjvZ 5u2M/CeHDK+HY7kfdfu/QlWveT9GsbS/vLLWobhbaQiC25RM8i+u0PwsrgsVVeZ/djY7VG+RIHe5 el7RyzlGMsZHENzvt6b7vhz97E8DtnYq7FU48n+YW8u+ZtP1kIZBaSVkjGxaN1KSAV7lGNMlCfCQ XD7Q0n5jBLFy4h9vMfa+h9U0vQvOcFrregy217MpUXUEssscNzAFcCC6WKrDizcl5IelKUOZ84Ry eqNW+dYM+XRE4swlEdCACYnb1Rvv5bEfNj/nPzTa+VPKerabNdW8/mTW5Z3ktLUlo7cXAEbbkVoi LtyAJbtTKpyEImP8Uj8nY9naGWr1EJgSGHEBvLnLh3+0/IdXgGYb6Amei6LFqZZW1C2snEtvCi3L FC/1iT0y6kAjjF9pyTsMIFuNqdScX8MpbSO3kL+3kPNkY/LL/Q7e7fzFpSQXFGU+sSQvpiR6gL9p A269fvw8O12Pm63+WvUYjFkseXnQ+ferv+VlokPI+adK9Z94oxKKUrT941fg2r2O+3yPB5x+bWO3 JE/3OSvd93f9jEtf0caRqktgLy3vhEF/0m0f1ImqK/C1B0yJFF2+k1HjYxPhlG+ktioaZ/x0rT/j NH/xMYGWp/upf1T9ydeb7ONdZ1bUriYxfWJpY4+MBcugX6mw3nUcVMJ3IB5Db4cysHIAfjr3PkM+ ZP47lW84prRsbyRo/wBGTtFGlraqGiSKVWl9KVrtZGElGNJeS0b7INBk4R2sdfP9n3Ikd2U2mo2M /lHzesMdRfB9RspzCkP+jzSpHwT97KxUGFew/VlOaNAfJ2fYx/wqH9Zg3k1eXm3Rh6pgIvbcrMON VYSKQRzDL18VPyPTKonce99G7RP+D5Nr9Evu/H61bTAR58tAW5EapHVtt/8ASBvsAPuGRj0YZ/8A FJf8LP8AuX11m8fIHYq7FXYq7FXYq7FXxPmjfbnYq7FXYq7FXAkEEGhG4IxV2KuxV2KuxV2KuxVd HLJG3KNyjdKqSDT6MaQYg81uKXYq7FXYq7FXYqrWMscN7byysFjjlRnY9AAwJOWYsM8kuGIsuB2n rMWDBKWSQiOE82W69cW11qF7PFc28lhN9beUm2IHP15zEZvUibm3pNGoNVpsNqcs28Ozcw/hN+8f rfHpa7Fz4tvcf1Ie9sImhufq1xbyvNJ6iILWRYoX9SVZa0h4uVXg3L0xQ7BRhGhz/wA37R+tfzeI 9fsP6kcdWSLSNVW5X6slzp8NrGPR4K8yyctisSihq1OTffWiUZezs9bR+0frdl2V2jgx6mEpSocQ 6H9TH/JayN5u0URxiWX67bmONnMSswkUqC6q5UV7hTmtiCJAdbfT9fkjLSzkD6eCW436e+j81XTD IfPloZABIdUj5hTVa/WBWhIFR9GRj0XNX5SVf6mf9y+us3b5A7FXYq7FXYq7FXYq+J80b7c7FVZL uVFChYyB05RRsfvKk4KYHGD3/Mt/XZv5Yv8AkTF/zTjSPCHn8z+t312b+WL/AJExf8040vhDz+Z/ W767N/LF/wAiYv8AmnGl8IefzP63fXZv5Yv+RMX/ADTjS+EPP5n9bvrs38sX/ImL/mnGl8IefzP6 3fXZv5Yv+RMX/NONL4Q8/mf1u+uzfyxf8iYv+acaXwh5/M/rd9dm/li/5Exf8040vhDz+Z/W767N /LF/yJi/5pxpfCHn8z+t312b+WL/AJExf8040vhDz+Z/W767N/LF/wAiYv8AmnGl8IefzP63fXZv 5Yv+RMX/ADTjS+EPP5n9bvrs38sX/ImL/mnGl8IefzP63fXZv5Yv+RMX/NONL4Q8/mf1u+uzfyxf 8iYv+acaXwh5/M/rWyXUroVZYwD/ACxxqfvVQcaSMYB6/MqDWZu3igXd2cBBXiCxBUAtQ0FT4Zn6 DXS00jKIskV9v46vP+0vYsdfhjGRqMCZGtidjsDRrz9J5PYr7UtF0uO906816yZW9WHUEa0vAGkk LLIX9O6CCRmBK0pSnwUBNb/5S1BIIEfL8W8F+W0NUY5P+Vg/6pt3X5h2kpmkfVtNld5Asjfo24Rq u7y8Npx9peSePHvyJJrGu1A/hH4+LZ4WiP8ADk/08f8Aqmkvm3U7rzD5YvUF1aXMAaO6Yw2zQOeB o3F2kk4g8nfjxpyO1B0lh7YzY57gfb+tkOytJqqxAZAZHnxx2/6V/jyYBot/PpF/ZX1tRp7F45Iu fIKWjIIrwZWpt2bMLPm48hn3m30jSdnDHo46aXIQ4SR7qve+fPqmHl6dp/N+mTuAHl1CB2AqRVpl J6kn7zlUebdq48OmmB0gfufYGbt8ddirsVdirsVdirsVfE+aN9udir3D8sbPyzJ5LV0tLa5mZH/S r3H1TkH9Vhxb1/i4LFxcbgUB/azIxgcPT7P0vDdtZM41O8pRH8NcXcP5vW7HfddHn9nonkK/1TU0 n106TaR3sy2BMLzq1qCxibahrsOpymok86HuehyanV48cCMfiS4Bxb16uqNh8qflgkiPP5wMkQCs 8KWkqu27VUMQQvQdRkhGP877C0S1+uIoYN+/iC6by3+VC2z+n5omM8cP2hbuwaUSN8SqVTYoB8PL bxwGMe/7ER1naHFvhFX/ADhyr39/WkLd+U/y/SQrbeb1kCyICz2kqgoalyKcqlVoB4nwxIj0P2Ft x6/WEerB0P8AEPh+O5WTyh5DSya9PmVJoxKbf0yFjko4VVnEXJpSqNJyI4bhTvg4RV2wPaGrMuHw qNX3j+rdVvVc+oU28q/l0EBTzhycmX4TZyqKIG9PeppzouExj/O+wshr9bf9x3fxDyv5JX5n0Tyl p9rE+i6/+l7gyFJovq7wALx5c1LE1FfhwSAHI38KcrRanUZJEZcXhitvVfwY5kXZOxV2KuxV2Kux V2KuxV2Kq1nMsN5BM9eEciO1OtFYE0xa80DKBiOoL2ix1vyDrd40rtbsziQcXjRJyX+IqBKvxcq1 NK1wxBvc7eT5rqey9RhHqgffzHzH6XXGm+VOaxNp5jtAx9cmKNV9MD4SSyhV75C7P8ThRiTsACWE 61f+XLS3v4bOWEvcRvHElugLEM3w83Qen7mjHIiMr3L0XZPZWcZYzMOGIO97fZz+xg+WPcpp5W/5 SfSP+Y22/wCTq4Y83F139xP+pL7n2Jm7fG3Yq7FXYq7FXYq7FXxPmjfbnYq7FXYq7FXYq7FXYq7F XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVR7m5kiSKSV3ij/u42YlV+QOwxYRxxBJAFlTxZuxVNPK3/ ACk+kf8AMbbf8nVwx5uLrv7if9SX3PsTN2+NuxV2KuxV2KuxV2Kv/9k= uuid:deae4ef3-c03c-3343-b3cf-85ff72f3c89e xmp.did:065effad-4b9d-4f93-b6cb-0b36234dd00d uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf uuid:ec08e35e-9d35-6641-9840-00a2f4a1f6b1 xmp.did:49a9ff6e-8158-4896-b6e8-35f067b1b2be uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:0880117407206811822ACBE7FEE26028 2015-07-29T17:10:11-05:00 Adobe Illustrator CS6 (Macintosh) / saved xmp.iid:065effad-4b9d-4f93-b6cb-0b36234dd00d 2017-06-30T09:55:30-05:00 Adobe Illustrator CC 2015 (Macintosh) / Print False False 1 8.500000 11.000000 Inches Calibri Calibri Regular Open Type Version 5.62 False Calibri.ttf Calibri-Bold Calibri Bold Open Type Version 5.62 False Calibri Bold.ttf Calibri-BoldItalic Calibri Bold Italic Open Type Version 5.62 False Calibri Bold Italic.ttf Cyan Magenta Yellow Black TCH Default Swatch Group 0 White CMYK PROCESS 0.000000 0.000000 0.000000 0.000000 Black CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 CMYK Red CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 CMYK Yellow CMYK PROCESS 0.000000 0.000000 100.000000 0.000000 CMYK Green CMYK PROCESS 100.000000 0.000000 100.000000 0.000000 CMYK Cyan CMYK PROCESS 100.000000 0.000000 0.000000 0.000000 CMYK Blue CMYK PROCESS 100.000000 100.000000 0.000000 0.000000 CMYK Magenta CMYK PROCESS 0.000000 100.000000 0.000000 0.000000 C=15 M=100 Y=90 K=10 CMYK PROCESS 15.000000 100.000000 90.000000 10.000000 C=0 M=90 Y=85 K=0 CMYK PROCESS 0.000000 90.000000 85.000000 0.000000 C=0 M=80 Y=95 K=0 CMYK PROCESS 0.000000 80.000000 95.000000 0.000000 C=0 M=50 Y=100 K=0 CMYK PROCESS 0.000000 50.000000 100.000000 0.000000 C=0 M=35 Y=85 K=0 CMYK PROCESS 0.000000 35.000000 85.000000 0.000000 C=5 M=0 Y=90 K=0 CMYK PROCESS 5.000000 0.000000 90.000000 0.000000 C=20 M=0 Y=100 K=0 CMYK PROCESS 20.000000 0.000000 100.000000 0.000000 C=50 M=0 Y=100 K=0 CMYK PROCESS 50.000000 0.000000 100.000000 0.000000 C=75 M=0 Y=100 K=0 CMYK PROCESS 75.000000 0.000000 100.000000 0.000000 C=85 M=10 Y=100 K=10 CMYK PROCESS 85.000000 10.000000 100.000000 10.000000 C=90 M=30 Y=95 K=30 CMYK PROCESS 90.000000 30.000000 95.000000 30.000000 C=75 M=0 Y=75 K=0 CMYK PROCESS 75.000000 0.000000 75.000000 0.000000 C=80 M=10 Y=45 K=0 CMYK PROCESS 80.000000 10.000000 45.000000 0.000000 C=70 M=15 Y=0 K=0 CMYK PROCESS 70.000000 15.000000 0.000000 0.000000 C=100 M=95 Y=5 K=0 CMYK PROCESS 100.000000 95.000000 5.000000 0.000000 C=100 M=100 Y=25 K=25 CMYK PROCESS 100.000000 100.000000 25.000000 25.000000 C=75 M=100 Y=0 K=0 CMYK PROCESS 75.000000 100.000000 0.000000 0.000000 C=50 M=100 Y=0 K=0 CMYK PROCESS 50.000000 100.000000 0.000000 0.000000 C=35 M=100 Y=35 K=10 CMYK PROCESS 35.000000 100.000000 35.000000 10.000000 C=10 M=100 Y=50 K=0 CMYK PROCESS 10.000000 100.000000 50.000000 0.000000 C=0 M=95 Y=20 K=0 CMYK PROCESS 0.000000 95.000000 20.000000 0.000000 C=25 M=25 Y=40 K=0 CMYK PROCESS 25.000000 25.000000 40.000000 0.000000 C=40 M=45 Y=50 K=5 CMYK PROCESS 40.000000 45.000000 50.000000 5.000000 C=50 M=50 Y=60 K=25 SPOT 100.000000 CMYK 50.000000 50.000000 60.000002 25.000000 C=55 M=60 Y=65 K=40 CMYK PROCESS 55.000000 60.000000 65.000000 40.000000 C=25 M=40 Y=65 K=0 CMYK PROCESS 25.000000 40.000000 65.000000 0.000000 C=30 M=50 Y=75 K=10 CMYK PROCESS 30.000000 50.000000 75.000000 10.000000 C=35 M=60 Y=80 K=25 CMYK PROCESS 35.000000 60.000000 80.000000 25.000000 C=40 M=65 Y=90 K=35 CMYK PROCESS 40.000000 65.000000 90.000000 35.000000 C=40 M=70 Y=100 K=50 CMYK PROCESS 40.000000 70.000000 100.000000 50.000000 C=50 M=70 Y=80 K=70 CMYK PROCESS 50.000000 70.000000 80.000000 70.000000 TCH SPOT 100.000000 CMYK 0.000000 100.000000 94.999999 3.000000 R=128 G=155 B=255 PROCESS 100.000000 CMYK 49.295801 36.899400 0.000000 0.000000 C=85 M=50 Y=0 K=0 CMYK PROCESS 85.000000 50.000000 0.000000 0.000000 Grays 1 C=0 M=0 Y=0 K=100 CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 C=0 M=0 Y=0 K=90 CMYK PROCESS 0.000000 0.000000 0.000000 89.999400 C=0 M=0 Y=0 K=80 CMYK PROCESS 0.000000 0.000000 0.000000 79.998800 C=0 M=0 Y=0 K=70 CMYK PROCESS 0.000000 0.000000 0.000000 69.999700 C=0 M=0 Y=0 K=60 CMYK PROCESS 0.000000 0.000000 0.000000 59.999100 C=0 M=0 Y=0 K=50 CMYK PROCESS 0.000000 0.000000 0.000000 50.000000 C=0 M=0 Y=0 K=40 CMYK PROCESS 0.000000 0.000000 0.000000 39.999400 C=0 M=0 Y=0 K=30 CMYK PROCESS 0.000000 0.000000 0.000000 29.998800 C=0 M=0 Y=0 K=20 CMYK PROCESS 0.000000 0.000000 0.000000 19.999700 C=0 M=0 Y=0 K=10 CMYK PROCESS 0.000000 0.000000 0.000000 9.999100 C=0 M=0 Y=0 K=5 CMYK PROCESS 0.000000 0.000000 0.000000 4.998800 Brights 1 C=0 M=100 Y=100 K=0 CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 C=0 M=75 Y=100 K=0 CMYK PROCESS 0.000000 75.000000 100.000000 0.000000 C=0 M=10 Y=95 K=0 CMYK PROCESS 0.000000 10.000000 95.000000 0.000000 C=85 M=10 Y=100 K=0 CMYK PROCESS 85.000000 10.000000 100.000000 0.000000 C=100 M=90 Y=0 K=0 CMYK PROCESS 100.000000 90.000000 0.000000 0.000000 C=60 M=90 Y=0 K=0 CMYK PROCESS 60.000000 90.000000 0.003100 0.003100 Adobe PDF library 15.00 endstream endobj 3 0 obj <> endobj 12 0 obj <>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 18 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>> endobj 13 0 obj <>stream HWͮ9ߧH埲% h,x+H,x}9vw2#;n\\çt~LÎooHy1,Oo_߽geGvTћvS֎<;[e#Vu v(g-77f|G=wrچ 4ڙ ̐ -l<^.k{#hV] b0d`9Gj)UhO=T5I; l}Wsd,cg%{ y-峚nJzefT_b$rQͮ]py2_,b*3ऀԨNguF5\ȓΙ8(֘]-@]Pzf4R A/gzbk;l }B/ql" maʂKb9|oG},QIq*3令 bR0R؊G0NkU;Y)t=d .Gf#&B5 v*}J)3idn ?IKf3 gd7*/r6!~ҏH.}1 ՝a'[(60DQŐ\dFamRfְn莟\ޕ08IJ3t&Ꝧ]b&,{xǫW;ϯj??WG#{%ia)W!ljZY@UG8 vmWl;]#ya_m#k!g },(FഥN#{~J7|ߎ3[٦,n]#<<=C犈mivG=%Q ͰYLxYsAwmw|Bz@eym =s|'lyu<\V+?L}v }j,#a:lQ @6^ZMѢaP>5R6m-:?PJ v Q"!Wr&B`2?Bq>۔rljxr50WU=xAJp8V_Rr+Zc.KSH;VM5ٮwzE>lwna0ܺ^\tX=X8衭Ҿ/,!ҢI4mSP4oB7ܪ:O/|4_"4& RKGn7ɟ,AR댐s3Ŧ1b&@jiD@Zx(qno2x@X\u+pEM ГJs,%tsSBZo}m x1N,;Fσܒ?~rvT+e m=}
Zx(qno2x@X\u+pEM ГJs,%tsSBZo}m x1N,;Fσܒ?~rvT+e m=}