Algebra/Unit 1 Quiz 1/Objective 1a
Real Numbers 11
«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»-«/mo»«mn»5«/mn»«mo»§#160;«/mo»«mi»is«/mi»«mo»§#160;«/mo»«mi»an«/mi»«mo»§#160;«/mo»«mi»integer«/mi»«mo».«/mo»«/math»]]>
1.0000000
1.0000000
0
true
false
Integers include both positive and negative counting ("normal") numbers. See the chart below.
]]>
/9j/4AAQSkZJRgABAQEAYABgAAD/4RDuRXhpZgAATU0AKgAAAAgABAE7AAIAAAAMAAAISodpAAQAAAABAAAIVpydAAEAAAAYAAAQzuocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEtldmluIFlhaWtvAAAFkAMAAgAAABQAABCkkAQAAgAAABQAABC4kpEAAgAAAAM2MQAAkpIAAgAAAAM2MQAA6hwABwAACAwAAAiYAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMjAxMzowODowNyAxMzowNzozNAAyMDEzOjA4OjA3IDEzOjA3OjM0AAAASwBlAHYAaQBuACAAWQBhAGkAawBvAAAA/+ELHmh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSfvu78nIGlkPSdXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQnPz4NCjx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iPjxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iLz48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyI+PHhtcDpDcmVhdGVEYXRlPjIwMTMtMDgtMDdUMTM6MDc6MzQuNjA2PC94bXA6Q3JlYXRlRGF0ZT48L3JkZjpEZXNjcmlwdGlvbj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyI+PGRjOmNyZWF0b3I+PHJkZjpTZXEgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOmxpPktldmluIFlhaWtvPC9yZGY6bGk+PC9yZGY6U2VxPg0KCQkJPC9kYzpjcmVhdG9yPjwvcmRmOkRlc2NyaXB0aW9uPjwvcmRmOlJERj48L3g6eG1wbWV0YT4NCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgPD94cGFja2V0IGVuZD0ndyc/Pv/bAEMABwUFBgUEBwYFBggHBwgKEQsKCQkKFQ8QDBEYFRoZGBUYFxseJyEbHSUdFxgiLiIlKCkrLCsaIC8zLyoyJyorKv/bAEMBBwgICgkKFAsLFCocGBwqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKv/AABEIAYQCXAMBIgACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/APpGikJwpIGTjpXh2leLDrfiC+TxV4p1bQ7gTFbWO2k8uBOSNrjB6cdcfWumhh5VrtdDmr4iNC3N1PcqK55PFtn/AMJkvhhIZ3ulg85pjt2FdueDnJP4CuK8aeNIvEfw61G70cXdn9kvY4S7Nscnv90njn1pQw9SckraO34uyHPEQhFu+1/wV7fcerUV5/4d+IMY1TSPDt7pl1ameyjMN1MQBKdnXb6HB5z+FaGhePW8S6tLBo2liWzhm8qW4ku0RwP74ixkr+P9acsLVi3pohQxVKaWuvb5XOworhLv4nJEdQurPR5rrStNnEF1eLMqkMTj5UI+YZ9x1qnqnxEu4fiLp2mWVvcy6bLEJHWO0LST7kYhk9V6HI9D6U44StLp/Vrini6MFdv+r2PR6K44ePjeeKLrRdE0wXslm4Sd5btIe+DsUglsfh/Kt3xFr9p4Z0OfVL/cYosAIg+Z2JwAKydKaaTWr2NlVg7tPbc1KK46y8fs2sWenaxo81hLf232m0KSibzFwTtIAGGwOnPPeua8Da/qPij4g6hPf3WrpBayt5FqilLeMfMNsw7NgDAPcH0rZYWpaUpaJK/6GEsXTTilq27fhf8AI9Worz3xR48v9H+IOnaRb2ty9ow3TpHal5JuCf3f94euPQ1hHxBc6L8YdflEF7qKRWhaK0jJO0kRsTzwoAzk/wCNOGEnJX7ptfIKmLhCXLvqk/mrnr9FcNF8ULGXwfa6yLGY3F3cG1islcEtL6bvTkc479K1/D3iw6vq99pGoae2nanYhWkh80SqynoVYAZ6jt3rKWHqxTbWxccRSlble/8AX6HRUV5V4kutRvfjJb6Cut6jYWFzAGcWlyYypEbHIPIHKioPAvjK80248SprepXGpaZpQLR3EreY5w5UAMeu769q2+pydPnT6J29XYyeMiqnI11tfztc9corjtI8ftfatptnqWkSaeurRGaxl88SCRcZ+YADacfXqKra58RL7w5cGTVfC9xFpvnGEXYukLMcnkJjODjIyRWX1arzcttfVGv1mlyud9F5P1/Lqd1RXmhu5ZPj5axpcTNayWXmrEXOwExnkL0FRfFvUNbtNU0W38P311bzXayIY4JSu8grj8eTVxwrc4Qv8Sv6b/5GbxUVCc7fC7eu3+Z6hRXjUfjS+1y38HeRqFxb3LXws9QjjkK+Zgpyw75B/U13lv4+0+5m15FtboLoalrgkLl8Fs7Bu5+6epFFTCVKa+/8Hb8R0sXTqbeX4/8ADHU0VxM/xQ0uDQdM1R7K88vVJXjgXC5Xa20luePXjNVl+LNk1xqVsdF1MXNku9LcwnzJFHUlcZQAcnPap+q1n9n+loV9ao6e9v8Aqd/RXj3j/wAXL4i+G+navpTXFmXvvJkQSEEEK2VJHUdDXW6T8Q7e68UTaFf6bcac8UJljknI/eKF3Elf4fl579O1VLCVFDmt3uu1rf5kRxlKU+W+jtZ973/yO0orgofihHIltfyaPNFotzd/ZIr4zLu3epjxwvvnt0qzf/E7S7DWdQ0xrO8e4sRgqqqTM2RgIATng5ycYAqfqta9uU0+tUbX5v61/wAmdpRXGx+P2vvElxo2jaULua0YLcNLdpDg5w2wEEvj8P5V2VZTpyhbm6mkKkZ35XsFFFFZmgUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAjEhTgZOOB615P4o8KeJPGc0MN14Y07TJ1kBl1RblWLr0xtHze+DmvWaK3o1nRlzRWpjWoqtHkk9Dza88MeIdI+I9nrGiWMWo2wsktWaW4EezC7ctnnsDwDWNb/AA+8R/8ACvdX0qS0jW8ur9LiNTMmGUdecnFexUVssZUSSsun4O6MXg6bb1dnfT1Vn+B51pnhbWdT8U6FqesWCabb6LZrCsZnWR53Axn5cgDnPX+dZMPw91K58bWOp2uiroMdvc+dcSrfCVZQDn5EHK55BB45r1uiksZUTuu1uvn5+fW4ngqbjyvy7dFZdPLoeQ2/w81DSdQ1G2udA/t/T7qYyRPHqjW2wZ6Ou4A9ux6Vr6r4W1my8faFreiaXHc2ljaLbNbi6CGPCsvVuSAGHPJOK9Hop/XKjd36dddLd/ysH1OlZpevTvft373PJfFfw/1HxB4kefT9DXTZmud7amt8CkiZ+95Y+YP0PFdr468MzeKPB82mW0qrcArJE0hwGZex+vNdLRWbxNR8n93b+vkaLDU05v8Am3/pevqed2fhnXNW8YaFqmr2Kadb6NaiIjz1kaeQAjK7c4XPrzxVv4f+GtU0HWPEU+pwLFHf3IlgIkVty7nPODx94V3NFOWKnKLjZWat+N/zFHCwjJS1unf8LfkcD4v0DW5vH+ieIdHsEv4rJNkkPnrE3Vuct2w3v0qO38L6ynxJ13WXtFFnfWLQxMJVJL7UGMZz1U16FRSWJmo8tls18m7lSw8HPnb6p/NKx43H8Mddk8BWlo8cUWo2N+9wsLTfLKjBeNyng/L7V2fg3QfsWp3F/ceGW0e6eERtNJqbXbS8jI5Y4HA5PNdjRV1MZUqRafX16/P87mVPBUqbTj09Ony/Kx5n4k8A3fiP4oQ399Y+dophEUrCcK2QjYIAOeGI/L0qlpPw/wBet/Dmu+F7mCJLK6k8yzvQ6ZLKwxvAOcEAfTmvWaKFjKqgodFb8He/qN4Ok5up1f6q1vQ8z8K+ELuzvNOXV/C/l3NiMJqf9rNIi4Xhli3HGTgYwB/Kuaufh14rutGvrS50i1nvXvhMupSXKGWVMY2jPIXvyR16dx7jRVLHVVJysvx737/8Al4Gk4cn+Xa3b8dzgLfwxq6/FSx1xrTbYxWKwO5lXIbyyOmc9Tirfi7QNU1Xxp4av7G2Elrp0xkncyKpALL0BOTwM12lFZfWZ88Z9lb8/wDM0+qw5JQ6Sd/y/wAjyTU/hrqVr8T7XWNFtkfTPtcV1IPNVfLO7LgAn8fxxT38KeKbHWvFsVjpkNzaa3G+y5a5VdudxAC9Sfmxzge9esUVp9dqWSdnZW/r7iPqVPmcldXd/nr/AJnkZ8CeIP8AhG/Cdl9iXztLu5JbkecmFUyhhg554rbh8LaunxL1/WGth9ivLF4YH8xcs21ABjOR909a9BopSxlSV721v+Luyo4OnG1r6W/8lvb8zxqX4d+I2+GMGjraR/botSa5MfnpgoUxwc4610cHhHU9f8Yz67rdoulxfYGs4YPOWWQllKliV4HDHv6V6FRTljakk721v+O/5EwwVKFrX0t+DujyHRfh9fafENK1rwyurQLPujvY9WeKNVz1MW4cjk8D2966Tw54Y1Kw+J+ua1d2qpZ3aFYJN6knlewORnFd1RSnjKk736q3Xrbz8hxwVKCSXRp9Ol/LXfqeS+K/h/qPiDxK8+naGumytc721MXwKSJn73lD5g/Q8V6yg2oqkliBjJ70tFZVK86kIweyNadCFOcpreX9f11CiiisDcKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKZPI0VvJIiGRkQsEHViB0rlV8V6yNf03R59DtIrq+sZLvB1BsRbCoKH9z1+f9KOtv6/rQDraK5jSPFd5e+KU0TUdIWxmbTRfFhclyp37ChBRe+ee4xxXT0dLh1t/XcKKKKACiiigAorD0vxBPqPivWNHaySOLTBF/pKTl/MaQFgpXaNpAAJ5PUVuUAFFFFABRRWH4q8QT+HbOzntrKO9a5vIrQRtOYjmRgoI+Vs4ySRxwKOtgNyiiigAooooAKKKKACiiigAoqlp11fXM16t/p/2NYZzHbt56yefHgESYH3ckkbTzxUt9f22m2puL6ZYYt6pub+8zBVH4kgUAWKKKKACiue0PxLc67qM4tdMA0yGee2N4bgbhJEwUgx7ehO7BBPTnGa05NUidL9LBo7i6sRiWIuVCsV3BS2DjIIPQ9aTdlcdtbF6isnwtrn/CS+FdP1n7P9m+2wiXyd+/ZntuwM/lWtVNNOzJTurhRRRSGFFRzzxWtvJPcyLFDEpeSRzhVUDJJPYVQudUnfSbW+0Oy/tJbl4iq+aIcRORmT5h2Bzt6npQBp0UUUAFFFZHirXH8N+F77WEt0uTZxGQwvKY9+OwYK3J6DijYaV3Y16KitJZJ7OGWeLyZZI1Z4927YSMkZwM49cVLTejsSndXCiiikMKKKwtC8QT6vrmt2EtlHBHpVwkAnjuDIJiyBzwVG0gMuRzyaAN2iiigAooooAKKKKACisPSvEUmoeLNa0SazWE6WsLrMs2/wA0SBiONo2kbfU9a1H1C1TUotPaZRdyxNMkXOSilQzfmy/nQBYorD8OeIZNdudYgns1tZNLvjaHZN5gkwitu+6uPvdPatygAooqlYXV7cXN6l7p/wBkihm2W8nnq/2hNoO/A+7ySMHnjPegC7RRRQAUVWutRtLK4tYLqdY5ruQxwRn70jAEkAewBJPao0ur065Jatp+2xWBZFvfPU75CSCmzqMAA7unNAF2iiigAoorCv8AxDPZ+M9K0KOxSZL+GaZ5/PIaFYwMkpt5BLKB8w6n05OtgN2iiigAooooAKKoa5qTaPoN7qSxxyfZIWmKSSGNSFGT8wVscD0NLot/LqmhWN/cW32SW6t0maDfv8ssoO3OBnGfQUbgXqKKKACiiigAooooAK4TVdRsk+NmhxveW6yLpd1GUMqghmeLC4z1PYd67pmVELuwVVGSxOABWUvizw6+zZr+lt5iF0xeRnco6sOeR70LRp/1s0HS39bnIanb6Pqfxue11cWlzEvh/DwXDKyE+cT8yng4HPI461y1nqDn4e+HP9LjbRrbW54b9pAZoooBJIIhKAR+7HydTjG3tXtNtdQXtrHc2c8dxBKoaOWJwyuD0II4IqWhaJLt/nf/AIA27tv+trf8E5fwTa2UK6nPpGpx39ldXIlQWqBbWJto3CHBIwTycEjcT3zXLvpNtqniLxt4h/s5b06f5cFpbKCBLPBH5m4gfebewHOeleoUUPXbsC0PGNNuY/8AhG4fGMN3b3+raXps1zKLIGWSWdk+YXEuBgAniHAxjuFp1qNMn8XeDbYBNRmZW1K71baJJL2YKAFRupVWkzgfKoX/AGTj2Wq11qVjYzQQ3t7b28ty+yBJpVRpW/uqCeT7Cqv711/W/wDXyJ6W/r+t/vOS+Gd1HqVjrOqjLS6hqc0ztjhVDeWiZ9QsYJHbNcrrcdtJd/EDxTcwRSWlrCNNggZB5c8qr8zP/eAeQDnjjJ6DHsFFQ1fTyt+n5FJ2d/O/43PK5E0601b4f6XcHcmnWktyksqZkuGjQRoqd2yWLADsAaxzetr/AMPPElw0IbU/Emri0iR13CHLiFFz03IiMxx0znvXtlFU3d3fX/O/6WEtErdP8n/nc8qbRtPsvGWpXBUvp/h3QxHfNgFr12G/ZIR1UKinb0+YDGOKx9NNouj+AdLu75bGyjM2pXVwziONWKsVjVuijMjgEY+4dvTNe20UXf8AXzf5v8A0tp/WiX9ep4vem60G1vNQsol0rRNf12JDvY28UVqqYMjEA+WJWXlsdCPWrOreHLGXSYrKylgkbxJrduF+yQCO3hSNdzNAOc/IhBcfeJ9OK9UbVdPXUl09r+2F6wytsZl8wjGchc56VaJCqSxAAGST2oWn4fhb/IHr+P43/wAzynxhY6Lp+qQ2Gm29tdeQ/wDpmhXIbdei4ZQZoWPLSrt+8M455FdH8SPPsvCNktqJRp8V9bLqAQszC0DDfk9SMYz7ZzXWWOoWWp2/2jTbuC8h3FfMt5VkXI6jIOMirFLVJIOtzzHxImkN4V1K68CsJLa4ubVtRk0xy0JhDgSbNh2htgO7bzjrUoGmN46uhoQtD4fOiP8A2iINv2XzNw8vOPl37d3vtxntXpNFJq6t/W1hp2/rzueHaINI07wn8NtTtntYdQkvo4J7rzB5rRFH3IzZztHy/KeBx0rbDfZfHS3ERsNYS51kq0Ui7NSsX+7kEE7oQBnBA+Vq9WqGe9tbWWCO6uYYZLh/LhSSQKZWxnaoPU4BOBV396/n/lp+BNvdt5f56/ieR26afcaf4wsbTUrbTo28RoySBVaBfkjIEqgj90zKVP1+tR6q0U/w9u3v9M0+3Wy8QWzTXFj81nIu+LfLHkfKuOGHTIbJ617NRUx0t5W/C3+RUtfx/G/+Zzfid55Phvqb+D2R5WsXNk1mQQeOPL28ZxnGO9cpaf2b/wAJH4P/AOES8nHkSf2r5GMeR5X/AC3x/F5nTdznd716fVa/1Ox0q3E+p3tvZQswQSXEqxqWPQZJHPtQt7/11/zF0t6nFfCYacdH1ZrEWpkGr3YYw7c7PObb07Y6VV8NPpGneLPHENwbO1vBdmaNH2pJ5JgTLDPO3OeRxmvSKKTV1byt+X+Q09b+d/z/AMzw7SV0fTfAvw61W2e1g1BtRghluvMAlMZD70Zs528j5TwOOlaM6QX2t+KbDxNqtvp+pyX+7T2eDddmAKpiNqS4zyDwoPJOetewUVd9W/X8bf5fiLZJen4X/wA/wOX+IFwLP4b6rvRZ5ZLbyI1kUHfK+ETj13MDXI3uj6Z4a1nw74bctb213ab9Rn3Nv1AwKBHbj1yWJ2L1AxjFerVWttSsb24uILO9t7ia2bbPHFKrNEfRgDlTwetSt/6/rqHS39f1oeJebp114A8TSiwtrH+2dZjsVjESrHaxiQQqOBtDAK7cdNwPcV2OqQ6Qvjnwdptnp0dtHAk2oJGlsEcnAjQYAyOXLH025PSvRaKae39dLf8ABB63+f4v/LQ8Xf8A4nPhqX/V3HjjVNTKqOGn01Un494kSNc9gS3fdzPrUdu914/8U3UMUlpaQDTYIWQbJ5UX5mf+8A8gHPHHPQY9hoqbK1v66L8vzKvrf+u/+X9M8oS6tk1DQPC2oPLLpVhoy3H2Zwc6pKD5aptP31ABbHTkE8CsPTLu0uPAOlR+RHbp4i8Q/abmOCP5FRWMgiUAYJ2xIuB3OOua9zoq+bXm/re/+S+RFtLf1tb/AIJyXxNnK/D2/t4olkuL/ZZ28bqD+8lYIp+ozn8K5/StNsNJ+KWn6dFukm0jQ9ksoT55zIcDdj+BViOB0BYAcmvTaQkKpLEAAZJPap21/ra36se6t/W6/wAjwuHUrSXwHpthaqix+Jddaa/aFflhjMhfycD+MpGq7Bz27jOtrEFrc6h468TT2scltbW6aZbWrRjbcThR98fxHfIq4PGR6gY9XsdQstTt/tGm3cF5DuK+ZbyrIuR1GQcZFWKGla39bJfkvxHfW/8AW7f5/keUafpNtofjrwjpVzI019pWkvPcXJGZJMgRKme0ajecdBgE8nnGtbKDxR4NuoIXW61/XNXe4jiIy+mIZs+aR1jIjUfMcE5UDsK9woqubW7/AK1v/kTsrL+tLHkDIPGGu67pWu3cEFzFqItraFgZLyK3TbteGPA2bj8xm56/7IrS0rS9GuNa8W+KtVtjJaWl8qwCNGbBtlG6Xav3m3luTnofU16Hfapp+lrG2pX1tZiVwkZuJlj3segGTyfarVStv6301/D8Sn/Xp2/rseefDa2t11TUiq2t+9siJFrlo3F7FIS4WUA4Mq45PJ+YdM1zHxA1Kzkl8U+WIbPUrGe2ZWumaS5kRSh8yAZHlRjnJGQfmzjNezyyxwQvLPIsccalnd2wqgdSSegqKxv7PU7RLrTbuC7t3yFmt5BIjYODhhweRin1TXQXr1PPdTj8P6v8YdM+1Gwu4LnQ5mkDMjJP86Fdw6ONuSM5HGe1c9p2oxr4L0SKa4V/D9t4huIdQ2vujitw8nlK/pFnb14xjtXtdFJaJL+t7/8AADf+vK3/AATzrwNPozfE7xcNCe0+zywWUkYtdoST5H3MuOCORyOOal1RdMtfjjp02praxC50d0hkuAo8yYTJgKT1fHTvivQKKd9U+3+Vgeqfn/wP8jxTUINEvfD3xLvp/sk91bX0slrMzhmhcQpsaM5+VtwxkcnGO1aF3f2134siPifUdOi0u60OH7DPqUYkgaQ5Eu1i6qJOnqcV63VWPVdPl1KTTor62e+iTfJarMplRfUpnIHI5x3pLZLyX4Kw29b/ANatP9DO0RE0nwTbLPdXF9FbWmTPdJiSVACcsOucfjXmOn2NprHgXwjpUESJLrGsG+leNNvlqN077COmBtTI6dO1e00U7+9d+X4O5P2bf1tY851jwxpM/jvw3oVjZpBbWiXWpXAjJDEHCBS3XDNIxPPOK5HWL+wTwz4mc2kEk2n3B0jTLCUBo9MiBEYmZW4UsWJ3HkjAHANe6VHNcQ2wQ3E0cQdwib2C7mPQDPUn0peT/rX/AC0Kvrf+v6vqeZW2n6Jc/EbQ9MksYpodJ0NVhjmtwWcuwVWIIzhVjY5PTf6ms6W+Y6X4x1PRSbOS+1mO0uLqFNv2W3R1ieQkdD/rGJ7Bgx7V7FRTvd6+f4u//AEtFp5fgrf8E8pnm0zTNW1XVfDdtbf8I/pWhyxXMkCgxXtwTlUJ6SMoByeeXI7mqem6DBoGo/D/AEe8y+owrJfTSKvzg7ceUmOi75ctjqFJNexUUJ2/r1f5v8Aeq/ryX5L8TwnWdWtvEXhO5vdTSO51LV9V/s7MyhhpEHm7AgB+45VS3HzEtnsK7rQLmC/+K+qFI3QabptvZQRFMGIMPNckfw9Y19yp9DXeUULT+vK3+f3hLX+vO/8Al9xwHiOwj1/4raPa/ci0iylvbuVFw5D/ALtE3dRn5zx71x6SadcfB+cbIYLXXtcA3MgWG1SWbsei4jXk9mbHXNe30Ulp/Xnf/gDbv/Xlb9bnlFx4htX8aeJdQurc/ZNB0b7Pa28kedwdTIzlT0DbUUZ68e9VNL8HfZZvA2hM7JqEEUupXtymBJDHtwYkP8IZ5ccYzgnrzXsVFNaf16/q7/gJ/wBfcl+SPD5bm0Pw88T/ANm7bSPXNb+zLsTEUEW8RsxA4zsid29jk1q6wktlqGq+JfBsfnppWiyQfbYhv+23DMDnI4kEYXPcAnA6YHrZIUEk4A5JPao4J4bqBJraVJonGVkjYMrD1BHWl0/rtb/Md1e/9b3/AMjyQQaXD4c1DxPBd2d+1to0kOLP99HcSvjmeYj97IWAwuBtyfUVa1Lw3pXhbwbpmmreW9jrE1vEPtN+pa3uzAN5glJ+UKcnC/lnFeq0U35f1v8A5iXn/W3+Ryvg7VNKh0zS9Kgs20m8u7M340whz5Ss3zYJGAAzcLxgHgCuqoqtDqVjc3s9nb3lvLdW4BmgSVWeLPTcoORn3obuxbFmiiikMbLGk0LxSDcjqVYeoNcXeQx2/wAYPD0EChI49GukRR0ADxACu2rEufDEd14sttfbUb1Li1heCOFPK8vYxUsDlC3JUc5oXxJ/1s1+oPb+u6/yOUfxfqnh208R6elhZ3N3pEsY0+zt0ePzoXQybiWdskBZOmPue9WdS8f3NppN9rlmltdaZHbWptYwjK7zz4wrPuICgMhPy5+aukm8K6dP4uTxHJ5pvFtDa7Nw8tlyTuK45YbmAOejGqVl4B0Sy8Hz+GQk0+nzszN5smXBJyuGAGNuFC+gUULbX+u/3rX1G7X0/r/hthI9f1Gw8Z6foGsfZZ/7RtJJoZ7aJo9jx7d6lSzZBDZByOmKq+MPGFz4c1SCCQw2FjNbsy6ldWsk8PnZwsbFGHljvubitiz8NW9vrUerXV3dahew25t4Zbkp+6QkFsBFUZJAySCeKXU/Dsep3U832+8tftNt9mnjhMZWVMnGQ6Ng/MwyMdfpQ9lbz/W36f8ABEt3fy/T/g/8AzLPxFqdx47/ALFZ7FrWTRlv4pIo2YrIX243b8OvcYA+tcjqeu6n4i8I+Fb+6W1+3f8ACUJD+7RkiJjklQHBLEcLnGTXbP4KsU1CwvdNvL3TJbGzFiv2VkIkgBBCNvVuhHUYPvVSL4dabDoNrpMWoakIbO/OoW0pkQyRyks3Up8wBcn5gffNVpdPs/8A26/5B0a7r/2235lG48Ya/peoa9pNzY2+qahYWUd9atYwugmjdipBjLsdykE4DfMOmKib4jiPwxeanbXNlqjLdQWkCw28sDRySELiWJizjByfccD1roW8HWckl9cS3d499e+VvvSyCVBE26MLhQoAPONvPfNRXfgXStRttSj1KS5updSMRmuWZUkBi5jK7FUAqeQcfXNT6/1r/kH9fh/mZWq+I/EVtoviNvIRVstNa6tdR+xSQIzhW3RmN2zkYBDZxz045S68U6n4f8K+H7q+ZZLe6hU3epfY5Z1th5QILor7iWPV84HcVvr4Xjl0u9stV1O/1Rb23NtJJdNGrLGQQQojRVHU84ye54qO08KfY7Wwii1vUzJYRNDFO3klzEQo2MPL2kDYuDjPHXk0d/l+v/A/rc7fP9P+D/W01nry/wDCF/27dzW10kdq9w8tkSY5FUE5TJJ5A6EnHSufi8aarb6X4Z1bU4bM2ev3EUBhhRhJbGZS0Z3liHxgA/KOue2K6nTNBsNJ0JdItot1oFdWWQ537ySxP1LH25rMtPA+nWy6XE9zeXFppL+ZY2szoY4WAIU5Chm2gkDcTT05vu/4P39A+z9//AMfwNbS3HibxXNfG2nNvrTmMm3+dH8iNcqxY7flOMfr2q9Zahqs/wAVtV09ryP7Da6fbyJB5TfxvJk53Y3cDnHQDitXQ/DcOhXupXMF7d3DalcG5mWfy9ocgLldqAjhRxk0P4ah/wCErbX7e+u7a5lt1t54ozGY5lUkruDISCCx5Uikvs+SX5WB683m/wBbnnmja5rHhrwXrGsWn2F7K11+5EtvLE7SSq1ztJVwwCEbuhVs47V1GoeML+TxNq+j6LCgk0u1jkYyWcs/nSyAsqDYQEGAOTnk+1TP8O7GTwvfaC+qakbW+u2u5XzDv3s/mEA+XgDdz0q7c+EIZdaOrWeq6hp99JAkFzLamL/SUX7u9XjYZGTyoU80dEv62X6j0u3/AFv/AJFltSv5PBp1M2q2F/8AY/Pa3uFLiJwuSrAEZ9OorntO8UeIp/BFtr982iW4vobZ4N7SIsXmY3lsn5zyNqDBPTPeusn0yObRX0xJZoYmh8nzEYM4XGOrA5OO5BrFk8CWEvhPT9Be9vvK0x4pLO5DRiaFovuEHZtOPdTnNPS7+X63/QS2Xz/4By2t+N9YuPBHjF7WWO3utIlWGO5S2khZ0dFOQjtuRhv65PTOK6DxFfXlhqnhNLmLTbz7VqPkM8tod8RMbsHjJc7GwuO+cnpT5Ph5p89vrcF3qOo3EeuKv2wO8Yy6gASKQgw2FHH3f9mrt54STUBpBvNY1GWXSZ/tEUpEIaR9pXL4jweGI4AoXT5f8EHs/n+OxhTeN9Vl0HxDr9hDZiw0W5lhFvKjGS4WH/WNvDAJnnA2npz14sHxNrmo+Mk0jR5NOitbnSE1KGe5tpHePc+3ayiQbs/8Bx71oXPgXTbiLUbdbi8gsdUm868sonQRyscbuSpZd2BkKwz+JzZHhW3TxR/bsN7dwziy+wrCnl+UkYORgFM5B56/pxSXT+un+dgfW39ar9LmFp3jW/1Lwjo2pH+z7Oe9uJILgy73AMZdT5UQO6QkpwoOQDnnFYniTxFceJvgnrF3eRJHNDffZm2IyBvLulXdtbJXIHQkkV0lt8N9Ps7HTILXVNSim0q4lntLoNEZEMud68x7Sp3Hqufelf4c2D+G9Q0P+1NTFlf3RupBviLI5feQrGPOCwB5yfQinpe/9br/AII9mrf1v/wDa8SX91pfhTUdQsDCLi0tXnTz0LoSqlsEBgecY61zen+K9dOp+F11JdPNv4itmdUt4nD20ixCTli5DqeeNqkeprqtT0pdV0G50q4uZ0juYDBJNHsEhUjBPKlcke1ZS+CrZJtAl/tK/J0FClqCYsOCmw7/AN3z8vHGPzoW7v8A1vf9BdF8/wBLfqc7N4412L4b6lrv/EvN7p+pyWjD7O/lyIs4iyF8zKnnOcke1bOp63rq+PrbQNNfT44brTpLpZri3d2iZHVeQJAHB3dPl+vqy8+G2nXmn6jp51TVIdP1C5N09pFJGEjlLhyykoW5YZ2klfatV/DEUnie211tRvftVvaNaKv7rYUYgkkbM5yoPXHtikul/wCtP8wfW39a/wCRyMXjrxEPC0GvXMWl+TDqY0+6t44pN0v7/wAkyI5fCc87SG/3qLZtaT4heOpNBksY5Y1s3/0yF5BIRAfl+V125/vZP0rbPw7sT4afRDqmpfZnvftxfMO/zPM83GfLxjfzjFW5PBsDapqd/Bqmo28uqRpHdiJosSBFCgjKHacZ5GPvH2wa203/AOG/W41a/l/wf8jEs/iNLq6eHI9PthbzaxZPeys9vJcCFUIUqETBYlj1yAAPei58XeJ4bfQg+n2lrdahqUmnyJdRSKGAVykyfNlQQoO0gnnGR1rbufA+mPHpX9my3OkzaRGYbO4s2XfHGQAUIdWVgcD7wPPNLe+DoL7+y2m1TUBLptybtJQ0ZaWUggs+UI6MeFAA7Dinpf5/r/lp/VydbfL9P8zD1nxpq+g6hHYazJp2nyNaxtHezWszWt1OSd0YkDYiAwAN+fvZ7YPWa/qM2meH7q+tTa+bEm5TdzeVEOerN2Hf36VU1Xwpbax9ujuL28S21BFjurWMp5coAx3QspI4JUj8+asa94dsfEXh+XR77zEtnC7Whba8ZUgqyk55BAPINLp/X9f10H1MLRPFeoanq2u6WzWzSafbQzwXQs5YVfeG6xu2SMpwQwBB/Gsq18e67F8P7XxPqltpzLqCW8drBbJLlZpH2kvycryDgc9Rk9a6Oz8Gx2er3mpjWdTlur61W2uHkMJEgXO1sCMAMNx6YHqDSReBNMTwRH4VuJru5sIlVYnkdRLHtIKkMijkEZBxT/4H63D+vwX63JdD1XV7rW7uz1G03WkcKSQX6WslurschoykhJyMA5zjB9qo2WoarP8AFbVdPa8j+w2un28iQeU38byZOd2N3A5x0A4rc0rSH01ne51S+1OZlCCW8MeVUdgI0Rfxxk9zwKgfw1D/AMJW2v299d21zLbrbzxRmMxzKpJXcGQkEFjypFHVC6P+ux55o2uax4a8F6xrFp9heytdfuRLbyxO0kqtc7SVcMAhG7oVbOO1dLfeM9Tn1vXtP0K2R5NHjjAjezlmN1Kyb9gZCBGMYGTnk56Dmy/w7sZPC99oL6pqRtb67a7lfMO/ez+YQD5eAN3PSrc3g2E6zNqllquo6fdXUSR3htmixdBBhS4aM4bHGU2ml0S/rZf8Erq35v8AM14LuWbRI7yeL7FM9uJXjmG7yW25IbBGcd+R0rjdI8carf2PhFZorP7dr80kjokbBUtUDNvA3khiNnJJGW6V2lzp0FzpEumvvW3lgMB2sQwUrt4PrjvXOW/w7062k0uaLUNRFxpsBtY5xJGHkhKhfLbCYAwBgoFPU5ySaf2n/Xf/AIAvs2/r+t/wOb1/XL/Xb7RdMntY5Fn8RSG2SEFfOt7YEhmJJwPMAyRxgcD1008e6ja6XrM95bW15Nb6sNL04WytEtzKdowcs2NrEgsOoU8DpXUL4bsE16z1WMOkljaNaW8KkCONGKkkDGc/KB16VlwfD3SrfSfsSXN6WW8+3RXLSKZIZd7OCvy7ert1ByDzniktFb+t0vvsvvYPV3/rq/zf4GXq3jTUfD9xq1hrDWlzNaaI2oia0haII+4oIyGds5OMHjoeKr6drS+EdK0bwjaSQx6hBpi3VzJLC02M9VWJCGkdn3cA8AE+1bt34B02/wBP1CC8u76W51GSJ7i+Z085hGwZFHybAoI+6Fxye5zU0ngu0/ttNVstQ1CxufswtZzBIhFzGCWAferHOSfmUqeetHS39dbfn+Af1+X+T+8saZqWpP4Lj1LXoItN1AWrS3EZBZIiATkjOegzjPHTPeuV0Txv4k1G28JTXVpYxNrkriSAROH8kIz+ap3naAAvB3Zz26V2mq6Jb6t4dudFlkmhtriA27NC/wA4QjBwWB5x3Oap3HhKwuNa0zUTJcRnTIGt4II3AjKEqeRjP8C9CMgYORxT05r/ANdf+AH2bf1/W5g3fjq702z8YX94LSSz0WUW9kUjZGmmKA7Gyxz8zovGO9SzeJvEKeLtK0KKKweW40s3d8xhcC2bhQ2d/wB0tuwuMnGMjORLc/DTSruxurSa+1ExT351BR5kf7mUuHJXKcgkY+bcQMgEZrUj8I2MVxqdxFPdrPqNolo8pkDNFGoYDYSDzlixJzk1PTz/AOB/n+Q9L/13/wAvzOT03x54ivtH0C9+zWA/tPU/sYXyXH2mLc+ZUG8+WAibud2T6DBMdzq18ni/xrrunC3jGj2cdqtzdxmSMeWhldAqspJJcA8jGB16V1UngjTHOhBJbqKLQ42it4o3AV1KBDv4yeB1BHU+tRx+A9PT7XFJeX01ne3ZvLmykdDHNKSDliF3YyB8u7bxgjrVPd28/wBP0v8AfbYSffy/V/5GI3xEvbuBbWwggg1aLTYru4geF7hjLKuUhSNGVie5YnCgjPXiwviPxdeeJU0aztdLguBpMV5dC4SRltZnbGwsr/OPlfgAfXjnafwda/8ACQ3mrWt9fWbX6Il5b28iCO42DapOVLKcHGUZauWnh+0s9U1PUI3mabUhGsu5gAiou1VTABA5J6k5Jour3/rr/XyDpb+un/B+8xdG8Tanqvi+80xzZWwsZXW4sponS4MX/LOeN9xV1Y9sDGcZyObFwTcfFCzikyY7TSpZo1PTe8iru+oVSP8AgR9asaP4StdIvorxr291C4t7Y2sEt46s0URYMVyqgtyBy2Tx165nvtJmfxJYazZNH5kET208chIDxOVbIIB+ZSoI9ckcdaOq+f5Nf5Cez/rqv+Cjy57iT/hWM/i/H/E9XXDILj/loALvyvKz12bPl29PavaByK5s+BtMMpHm3X2Jr37ebDevkmfO7d93djd823djPar2kafe2mqavdXl5LLDeXCvbW7yFhAioFOPTcQWwOOfXNC+G39bJDfxX/rds53xTawJ8UvBVysKCd5bpHkC/MwEDYBNdxWJqvhiLVte03VZNRvYJtNZ2t44fK2Auu1s7kJPHvUum6fe2+vate3N5LJbXTRi3tnk3LCFXDMB/DuPYemeppLawPe5zPjnQLS4t9SWzikvvEGrxLFZLIwP2TbgeYhx+6VT8xbPJx3wK7WyilgsLeK5l86aOJVkk/vsBgn8TXP3Xgx59bvNUtvE2tWMt5tEkdu1uVUKMBV3xMQOpxnqSe9XINHvLfxFZ3EeoXJsLSwNs0Mkpb7RIWGHYdNwCn5up3e1C2sD3v8A10KvinRILzzL6TSJNZmW0kgitWkTykJGd21yAGPTcMnFHw7mWb4e6OV1BtRKW4je4cEMzKSGBB5yCCOeeKv3ugi61Q6hb6lf2M7QeQ/2d0KOuSR8rqwBBJ5AB9c1QsvCv9kXuiQaLcTWmmaakxmh80kXLP03judxLbj36dTRHRW/rqD11/rodLRVK50z7Tq1nf8A228i+yBx9nil2wzbhj94uPmxjj0oudM+06tZ3/228i+yBx9nil2wzbhj94uPmxjj0oAu1zPhdjD4i8U2KZ8iG/SWNccKZIUdgP8AgWT9WNbF1ppuNVs78Xl3EbRXAto5tsM24Y/eLj5sY49KraDpEumm/urxka81G6NxN5ZJVPlVFUEgEgKqjOBk5OBQt/l+qDoc54y8a6j4c/tWa2OnumnwRyrbeXJPLLk/MXKECEYyAWByefarura/rcfjTSNH0s2CQanZTT+ZcQu7QtHt54cBwd/3fl+tLq3w807VrnWJHv8AULaLWo1S+t7eRAkhUbVf5kLAgY6EA45Bq7/wicba5peqy6pfyXOm2728e7yQsivjcWAjHJ2jpjpQul/60f6g/L+tv+Cc/b+P9QbQoFmt7VtXn1t9FRlVhAXVjmXaSWxtBO3dnPGe9S+H0vE+MPiEahNBNJ/ZlptaCExjbuk6gs3PXnNXV+HWmf2VcWUl7fyGXUDqUdwXjEtvcFt29CqADnsQRV7SvCcel+IbjWm1XUL28urdIJjcmLa4QkqcIi4PzHpge1NdL/1p/ncH1S/rX/Kxv0UUUgAkAEngDqa5e88Z2l14b1298OXdrNc6UkxxJ86s0a5PCsCV7ZyOf16ivMrCK6tfBnjnSp9O1BbuW6v5YUFlKyzLLnYUYKVfOegJI74qZXs7dn9+hcUrxv3X3anY+HfFFhrVhYo2oWLapNaR3E1nDMpdNygn5MlgOe9aA1jTDqH2EajaG83bfs/nr5mcZxtznOOa8+js5YT8NvI0y9j+xKVudtjKPs4NuUIf5fly+Ov196r+GdFlXS7fQfEdvrUl/aas10NlsVgkbzi6z/aAmMYOSC+TyMdq1klztLv+plG/Im+y/X/L8T0vU76HTdNmurm6trVEU4lu5BHGp7bmPQZqjp+uQJZWkOt6ppS6nJbCeWO3uAEYYyzoGO7Z3ye1ZvxHS6uPBc9jZW1xcG+mitZRbxNIyRO4EjYXnAXdWTPpt1feO7jWbrTLkWuhaQqWdrsJE075dgvZ9u1BxkbvcVnfRv8ArRX/AMi7f180v8zo9T8aeH9L0WLVZtUtpbWdxHA8Eyv57FtuEIODyeTnA74q9Pr2kWscD3Wq2UKXIBgaS4RRLngbSTz1HT1rzTTNP1KLRfBNlNo9+wF5JqN7mBhmfaXAfI/d5lkON2PufSrFtpN9rGueI7DxNb6jtvdQAEcVowjmtF2+Wv2k5QRgZJRcNkt1zV21t/XT/g/JC6X/AK6/5fez0K78QaNp919mv9WsbWfAbyprlEbHrgnPah/EGjRLbGXVrFBdgG233KDzgTgFMn5s5GMdc15VI1hfaprNhf3FxZaBq2rxyLe/YmljuiojCotyG2opdAoBXjkBueNPSdGvNY1DV7DxPb6iWuNWMskKWjJFLAjDyc3DZVo1AB2IQ2c5zk0o62/rt/n+APT+vX/I9BbxBoyXT2z6vYLOkiwvEblAyu2QqkZyGODgdTipbPV9N1CeaCw1C1upYP8AWxwTq7R/7wB46HrXGWGm7L3xZ4m1PRLm8nku/KtbcQfvjDCqqGjDY6ncwI64GO1W/h9p1zYR3cE8UktnabLfTL27tDBctb4z5ThgGIQnAJAzSWq+V/6/r8tR6f1/X9fhvW+rTXvii8063WMW+nxx/aJGBLPI4JCrzxhQCSc53DpWtXL6MTY+MfFUcquzytBexqoyXTyQnyjv80ZH4ituw1L7fosWo/Yry28yLzPstzFsnX/ZK54b2zR0uPqXaKpWGpfb9Fi1H7FeW3mReZ9luYtk6/7JXPDe2aNO1L+0NGh1D7Hd2vmx+Z9muotkyf7LLng+2aHpe/QW5doqhoWsW/iDQrTVbOOaOC7jEiJOm11HoRk/zqJ/DtlJIztPqQLEk7dUuQPwAkwKHdOwD9Tv721ubS307TWvHuGYNI8nlxQqBnLMAx56AAcn0qv4W8RL4m0mS7Fs1tLDcy2s0RbeFkjYq21sDcuRwcD6CodRMGmi00+Sy1W5spixa6hmmmaFhjAYqxkwcnnoMc4rB8L38/hTw3L/AGrZ3SadJq/2bTI/JxKkEjhYzIpw33ieT82CM80R1dv63S/r7we1/wCup3tFRXNul1bvDKZFRxgmKVo2/BlII/A1nf8ACN2P/PfU/wDwa3X/AMcoAydb8aXWh2uoajdaJIul6fcxwSTyzFJJQxUGSOPaQygsOdwzg+nPWA5AI6GvPtY1y31TWJ7bW9F16XT9PuB5FrDpFxIl3InIkZwm0qG+6M443HPGOug1yCfxDLopguI7qK0ju2ZkHllWYrgMD1BU5GPpmhar+u3/AA4PRmnTZC4jYxKrPg7VZsAn3ODj8qq32l2+oMjTyXaFBgfZ7yWEfiEYZ/Go7bSbXTZGuYpL5yqnIlvZ5xj2RmYE/hmgCl4T8RyeJdPvJ57JbKW0vprN41m80ExnBYNtHX6Vf1rVrbQdDvNVviwt7OFpZNoySAM4HvXG+D9RPh/wz4nvtRsNQjSDU72+8t7R42khLbgV3hQcgetbfjPTZfFnw31Kz00Hzb6z3QK/yknAZQc9M4ApP4b+S/IqKXPZ7Xf3XHad4qmm1uy0vVtOWxn1C0a7tdlx5oYLjcjfKuGAYHAyOvPFdHXBxw3WueNvD2qrYXlvb6Pp87XH2iBoiZZFVRGoYDcRtY5GR055rrdC1i38QaFaarZxzRwXcYkRJ02uo9CMn+dW7f16uxmr9f60M/RvEc+peKdZ0W6sEtn0tYWEqXHmCUSBiONo242+/Wt8nAJrivD7Sr8UPFFw9nexwXUNosE0lnKiSFEfcAxUDjI710ei65b67oUeq2sNxFDIH/dzR4kBVipG0Z7qemc1PS5b3/rsYq+NLqG60f8AtTRJLG31i6a1t/MmPno2CVMke0bQQp6MccevHWV59pmtw63r9nqWr6JrovUlKWNtLpM8cVmGO0yM7KF37eSxOAOF7k9hpet2+rXWo28EU8cmnXP2aXzUADNtVsqQTkYYf4U+n9eQnv8A15mLrHjG70SOW8vNFdNNivo7MyvPiV97BfMSPaQV3MP4gSMnHHPV1554v+1axYTnTdI1SDxBa3qfYRJHI8DMr4WUnmHaUySTyPriuxtNbhudevNGMUy3VnBFNI5T92wk3Y2nPqp64pL4f67IHo/67mlRVK31Lz9Yu9P+xXkX2VEb7TJFiGXdnhGz8xGOfTIotNT+16nfWf2K8g+xlB580W2KfcM/u2z82Oh9DQA/U3vItNnk00RNcxqWRJQSr4528EYz0zzjrg9KZo+pw61olnqdqCIbuBJkDdQGGcH3qBtciWTVUuLS7tYtNQO9zcRbIpQV3Extn5gOh9DWN4TuJtD8F+GLG60++lmuokjcwxbhbEqXzKc/Ko6Z9cChdfl+Nwf+Z1tFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIyh1KsMgjBB70tFAHMQeBLGDTYtK+338mkQyrJHp0jRmJQrb1Tds3lQwBwW9unFdPRRQAUUUUARtbQPcR3DwxtNGCEkKAsgPUA9RnAqSiigApskayxtHIMq4KsM4yDTqKAGxRRwQpFCixxooVUUYCgdABTqKKACo5beGdommjVzE+9NwztbBGfryakooAKKKKACo0t4Y7iWdI1EsuA745YDoM+g5/M1JRQAUUUUAR3FvFdwNDcxrJE/3kYZDex9RUlFFADZI1ljaOQZVwVYZxkGiKKOCFIoUWONFCqijAUDoAKdRQAjKGUqehGDzTYIIra3jgt41iijUKiIMBQOgAp9FABUcFvDbKywRqgdy7YH3mJySfepKKACo47eGGWWWONVkmIaRgOWIGBn8BUlFABRRRQBHPbQXUXlXUMc0eQ2yRAwyDkHB9DUlFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcv8QPGieA/DQ1iWxa9Tz1hMay7CNwPOcH0rD034qSyeNrLw1r/h99LuNRhE9nKl2s6SKQSu7CjbnaR35/Oo/jppGo658O1stHsbi+uWvI2EVvGXOAGyTjoK5bQPCureGPi5pmpajY6pr1hPp0aRX1zG8smnuVxtOAMYORjHAb65UNW79/0/zHPRadv1Ok8MfFDxH4sa4fSPBMcttaXX2aeX+11BUgjJCmME4BzirvxE+KsPgHUYLP8AsmTU3e2a5l8uYJ5KbgoJ+U8EnGfavPvh5o2peHtQvLnVtJ8ZxSNqRnggsAyW0yk8eahIB989qt674Y8XeMvGPjK+tNPhtrR7QafB/adtMrSxLzmHGBkumcnI5FDvZPyu/u/zK05mvP8AX/I73xd8TYPC3hvRdZj0430Orsixqs4TYWTcOdpyK7hSSoJGCRyM1856zo/irVfg54X0yTw9qb6jpWoESQ/Zm3eUqkq3TphgPwNe3+GPEs/iFbnztA1XRxb7V/4mUIjMpIJ+XBOQMdfetJJa27/hoZJuyv2/HU5Dwx8abHxB45n8MT6Y1hcxtLHHK9wHWWRDjaPlGMgE59qrSfG9YvCNprr+H3CXWotYLF9rGQyqDuzs6ZyPwrkk+HWsaj4R1/UbfT7ux1+w12bUdNLwlHljO04XI5ztyB6getZzeCPFVz8F9OgTQ7w6hY6291NaPGUkZCv3lB68nt/SojbTm8r/ADa/RtfIuW+nd/gn/wAA9t1vxl/YvjDQNBax859aMgWYTbRFsAJyNvPB4rmPCnxptPEvjpvDUmktYyAzKJ3uQys8fYDaOoBP4VSNxq3jn4meF9Xg8MaxpFjoqztcy6pbiEksmAEGSW5H61wkvgPxNc+C7bVdO02/s9ci12cBWgZJPInC/PjHQHqe2W9KFfT5/nZC6fd+Tb/I9E0n4222taxrNlZaLI0el2lxdic3IAnjiOAVG3jd+nvUUPxukGm6RrF94Xlt9F1W4NvFdperI6uGIOY9o44J69q5yLwVqGh+PfEkWn6Retpo8NPY20627FZpRDGMAgckkH8c1zmj+F/Elno3h6307Q/EE2uWd6XktdUtS2mxIWJDLvG1W+7ypz96qjZtfL83+lhy+G68/wAk/wAz1Z/iZrl1441jw1oHhGPUptLwXlbVVh3qcYOGj46jjJqTUvibqVn4vtfC9r4XNzq9xZLdCJr9Y1UlSzIW2EZG0jPQ1w9z4f1NPi/4l1O+0/xZBY3QUQXGg7ozIwCggnjK8HFWfEHhfW/FPxlsNRs4db0W0l0kIL+OMo9vIY3IR2wQOoDYPqM5qF8EX16/cxP4n/XY6fTvjZpF14J1TX7zT7m0l0yZYJ7PcHYu3ChW4BGc8nGMGuo8K+IdX1+NZ9R8PrptpNCJredL5LgSA4wCFAwcHPce9eXeDNDGn/DHVPD3i7wRqlw/2zMxtLdjJdjdxKpJGSuOx6YIByavfB3wtrOheMNXntrfVrDws8W21ttWASV3JB3bO2MNzgcEVas5P0/T/MT0Xz/U9moooqRhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUE4GTwKK8vvWuPifr19ZtcT2/hLTZjbSJAxjbU5l4cFhg+Up4wOp7+jSuJux1GofEvwZplw0F54k09ZVOGVJfMKn0O3OKqf8Ld8B/8AQy2n5P8A4VesND0fRbLyNO060s7dBkrHEqj6n1+pqvo+taHrxkGlsspjVXIe2aMlWztdd6jcpwcMMg461fsyOfyIf+Fu+A/+hltPyf8Awo/4W74D/wChltPyf/Ctr7NB/wA8I/8AvgUfZoP+eEf/AHwKfsw9p5GL/wALd8B/9DLafk/+FH/C3fAf/Qy2n5P/AIVtfZoP+eEf/fAo+zQf88I/++BR7MPaeRi/8Ld8B/8AQy2n5P8A4Uf8Ld8B/wDQy2n5P/hW19mg/wCeEf8A3wKPs0H/ADwj/wC+BR7MPaeRi/8AC3fAf/Qy2n5P/hR/wt3wH/0Mtp+T/wCFbX2aD/nhH/3wKPs0H/PCP/vgUezD2nkYv/C3fAf/AEMtp+T/AOFH/C3fAf8A0Mtp+T/4VtfZoP8AnhH/AN8Cj7NB/wA8I/8AvgUezD2nkYv/AAt3wH/0Mtp+T/4Uf8Ld8B/9DLafk/8AhW19mg/54R/98Cj7NB/zwj/74FHsw9p5GL/wt3wH/wBDLafk/wDhR/wt3wH/ANDLafk/+FbX2aD/AJ4R/wDfAo+zQf8APCP/AL4FHsw9p5GL/wALd8B/9DLafk/+FH/C3fAf/Qy2n5P/AIVtfZoP+eEf/fAo+zQf88I/++BR7MPaeRi/8Ld8B/8AQy2n5P8A4Uf8Ld8B/wDQy2n5P/hW19mg/wCeEf8A3wKPs0H/ADwj/wC+BR7MPaeRi/8AC3fAf/Qy2n5P/hR/wt3wH/0Mtp+T/wCFaV9Jp+m2M15fCGG3hUvJIyDCilsXsNS0+3vbJI5Le4jWWJ/LxuVhkHBGRwe9L2Ye08jM/wCFu+A/+hltPyf/AAo/4W74D/6GW0/J/wDCtr7NB/zwj/74FH2aD/nhH/3wKfsw9p5GL/wt3wH/ANDLafk/+FH/AAt3wH/0Mtp+T/4VtfZoP+eEf/fAo+zQf88I/wDvgUezD2nkYv8Awt3wH/0Mtp+T/wCFH/C3fAf/AEMtp+T/AOFbX2aD/nhH/wB8Cj7NB/zwj/74FHsw9p5GL/wt3wH/ANDLafk/+FH/AAt3wH/0Mtp+T/4VtfZoP+eEf/fAo+zQf88I/wDvgUezD2nkYv8Awt3wH/0Mtp+T/wCFH/C3fAf/AEMtp+T/AOFbX2aD/nhH/wB8Cj7NB/zwj/74FHsw9p5GGnxg8AyLlfEtqOcfMjj+a07/AIW74D/6GW0/J/8ACuV+FcETeDHLRIT9vueSo/56muz+zQf88Y/++BWRDrWdrFb/AIW74D/6GW0/J/8ACj/hbvgP/oZbT8n/AMKs/ZoP+eMf/fAo+zQf88Y/++BQL2/kVv8AhbvgP/oZbT8n/wAKP+Fu+A/+hltPyf8Awqz9mg/54x/98Cj7NB/zxj/74FAe38it/wALd8B/9DLafk/+FH/C3fAf/Qy2n5P/AIVZ+zQf88Y/++BR9mg/54x/98CgPb+RW/4W74D/AOhltPyf/Cj/AIW74D/6GW0/J/8ACrP2aD/njH/3wKguZdNsjCLyS1tzPIIohKyr5jnoq56k+goD2/kN/wCFu+A/+hltPyf/AAo/4W74D/6GW0/J/wDCrP2aD/njH/3wKPs0H/PGP/vgUB7fyK3/AAt3wH/0Mtp+T/4Uf8Ld8B/9DLafk/8AhU0yWlvC806wRRRqWd3ACqBySSegpIBZXVvHPbCCaGRQySR7WVwehBHBFAe28iL/AIW74D/6GW0/J/8ACj/hbvgP/oZbT8n/AMKs/ZoP+eMf/fAo+zQf88Y/++BQHt/Irf8AC3fAf/Qy2n5P/hR/wt3wH/0Mtp+T/wCFOSTTpLyS0RrVrmNQ7wAqXRT0JXqAfWmfa9IGp/2d9osvt23f9l3p5u312dce+KA9t5C/8Ld8B/8AQy2n5P8A4Uf8Ld8B/wDQy2n5P/hTrWTTr6NnsntbhEcxs0JVwrDqpI7j0qf7NB/zxj/74FAe38it/wALd8B/9DLafk/+FH/C3fAf/Qy2n5P/AIVPJFawxPLMkMcaKWZ2AAUDqSewptuLK7t47i0+zzwyKGSSPayuPUEcEUB7fyIv+Fu+A/8AoZbT8n/wo/4W74D/AOhltPyf/CrP2aD/AJ4x/wDfAo+zQf8APGP/AL4FAe38it/wt3wH/wBDLafk/wDhR/wt3wH/ANDLafk/+FWfs0H/ADxj/wC+BR9mg/54x/8AfAoD2/kVv+Fu+A/+hltPyf8Awo/4W74D/wChltPyf/CrP2aD/njH/wB8Cj7NB/zxj/74FAe38it/wt3wH/0Mtp+T/wCFH/C3fAf/AEMtp+T/AOFWfs0H/PGP/vgUfZoP+eMf/fAoD2/kVv8AhbvgP/oZbT8n/wAKP+Fu+A/+hltPyf8Awqz9mg/54x/98Cj7NB/zxj/74FAe38i9ovjTw14il8rRdbsrybGfKjmG/HrtPP6VuV57rng7Q/EEOL+xjWdSDFdQDy5omHIKuOQQce1SeA/EGqW+s3XhDxRObq+tYvtFlflcfbLfOMt/tqSAfXr7kNIVFI76iiig0CiiigAooooAKKKKAK+oStb6bdTR/fjhdl+oBNcN8LrdLf4YaGIwf3lv5rknJZnJZifxJrttW/5At7/17yf+gmuO+Gv/ACTLw/8A9eSfyrSG5nPY6WX/AFL4TzDtPyf3vauP8Jefc+J9Rv2sb23gmtIEAvbcwtbupfMCDaoZFzncAck/ePbq72ziv7N7adpkjfGWgneFxg54dCGHTsfbpXGeChHf+INWlU3wt7KVRZGTVbuYSxsGXc6ySsrZIJHHAIPXmtOv9f1/XqZ/Z/r+un9aHXXms6Zp0oi1DUbS1kZdwSedUJHrgnpS2WradqTOunX9rdsgywgmV9v1weKS8sbi5lDw6pd2ahcFIEhIPv8AOjHP40tlZz2rOZ9Sur0MOBOsQ2/TYi/rmmhHJ+IfF+r6ff6zJpkNi1hoMcUl4s6uZZt43MEIIC4XB5DZPpW/r9xqsOm/bdIvNPtYoY2lna9tnlBUDPG2RMd+ua5fxL4e1qe+8RWmm6eLm28RRQobrz0VbUquxy6khiNuCNoPPpWr4otNY1rwje6RZac8LzzpZ+Y00fzW5Kh5evA27ht+97VOrjZbl6cyv/X9amEvjnXTB4eW9vNB0eTU9Pe8mmvon8sHcoRFzKuCQ46k8ivRYC5t4zKyO+0bmjGFY45IGTx+Ncr4o0y4Plx2HhuHVYzYS2iSB41ktywAA+cgbDjnGTwODW9oVjLpnh3TrC4kEktraxwu4/iZVAJ/Sr0d/wCur/LQh9P67GhRRRSA8t+LUVrP4r8HR3+mTarbtNc77OBQzyjYvABIHv17VV8J67deHvhvaNZXVqoutUlhhiu1lma0jyf3QiX55HXH3R+ddzqVjoWteMdLebVE/tbRi80dlFcJvw6gEunLYxj061nWHgjQLvT4X0rVLiVYdTl1CG7triNzHMxIdQQpUr1GCCR61EU1fz/zX/BLk7peX/B/zRzMfjXxB4hvPCM1lPBYpd6hcW9zF5T7ZTEDyQWDAEfwnkHrnGKn03xfcafpU8eladp9vd3/AInm06MhX8sEnmVxuyzccgEZ9q6a2+HWk2kFgltdX6Pp99JewTeapcNIfnU5XBU5x0z70248B6Ha6Lcx3F7c28S6g+rC8aZEa2mPJZWK7Qo5+8Dx1zTWm/8AXw3/ACYnZ7f18VvzRixfEPWJ10+2jt7Fb2TXZNIunKOYzsUneg3AjPHBJ/rSw/ELVLjwxY3TDTra8mvprORmhmmB8skZjhQ73Jx0zx61t2PgXQ2s9Lms7u4nS1vTqkdysyv9qlcHLsQuCCD/AA47Yoh+HOk28VkLe6vopbG8mu4Z1kTeGl++v3cbTnHTPvRaW39dP+CF1fT+t/8AgHI23iSTxZ4g+HWrzwLbyzTXyuiE7QVTbkZ55xnBr1uuU034eaTpTaKbae8P9iyzy2weRTuM2dwb5eQM8Yx75rq6voEmm9P61YUUVmSaBZySM7TagCxJIXUrhR+AD4H0FIktaihk0u6RFLM0LgKBkk4NZ/g+CW18E6LBcxPDNFYQpJHIpVkYIAQQeQaqeJNFZtDRbCa4jkt24lm1S5iWNGYF3kKSqzhQCQC3sCM1H4CCzeH/ALdvuJGnkdPMkvZ545VR2VZIxLI5VWHPB5yOTgULr8v1/wAxvZf1/WxrS+I9EgmeKfWNPjkRiro90gKkdQQTwauWt5bX1uJ7K4iuYSSBJC4dT+IqnLpd3JM7pruoRKzEiNEt8L7DMROPqTVy1gkt7cRzXUt0wJ/ezBAx/wC+VUfpQhMmrB8Uaxe6YmnW2lJAb3UrsW0T3IJjj+VmZiAQTgKeMirs+h2lxO8skt+Gc5Ij1CdF/BVcAfgKx/EWh3McOk3WjQTX0umX4ujby3RZ5VKMjBXlbggNkAkDil6+Q1/mWPD+u32paJfvd20T6jp9xNbSR25KpM6dCu4nAYEcEnGetY0HibxXDc3FheadYXeptpovYLe13J5LlwvlSFmOeudwxna3FW9Ctde0vT7phpiJeareXN2weZWSzJH7sPg5bOFB2E9Tz3rLs7DxRHqt5rWm6BbaVdyWWLi3lnRo7+53qdwCMcYUOAzEH5hkYFLW6v219bf5/oPvbvp9/wDkW4fEPiua8vdHhttMutQtbiBHvIkcW8UciliWQvuJXbjAbncDxW34S1q51zR5Zr5IRPb3U1s72+fKlMbld6ZJODjpk/WuWs9K16xbUp7DwvDFpV9LGs2hyzRF3XawlkXD+WpYlOCeQp6E1s+FLXV9C0qO0l0h1gmuZ5IrdblD9gh6xxk55yeMLkDPoKa8/wCtv6/MHbp/W/8AX5HW0VnWF9f3M0a3mkyWaNbrIzvPG+yQnmLCk5IHOenvWjTJPOfhV/yJb/8AX/c/+jWrtK4v4Vf8iW//AF/3P/o1q7SuYxn8TCiiigkKKKKACiiigArhfiX/AMfXhH/sP2/9a7qqOp6Lp+sNaNqNv5xsrhbmA72XZIvRuCM9eh4prRp+a/McXb8fyPNL7xV4pi8M+KdYj1dFXTdTeztYfsqEgecgyWxyApIxjPJOc4xd8VeIvEGhhrWHWJLq9tNNe+mW1sYgM7jhpC5wIwPlwuXOM12Ung/QptLvtOksc2uoXBurmPzn/eSkgls7sjlRwMCn6p4U0XWrgz6lZCWVoDbMwldN0R/hO0jI7jPQ8il9lL+tv8zXnhe9uv6/5Hnd9qOp3Pi+bUhqEkefCTXot9iNEGI5XawPG7DevGM44q0vifXLiy0izs79bFh4cOqSzJbRnzZFAATBG1V9QoB9MV283hDQ7h4XlsfmhtDZIyzOp8grtKHDfMMHvnB560268F6BeWdpa3FhmKyh8iALNIrLHjGwsGBZTjkEkHvTltZf18X+a+4FOOl1/Wn+T+84K88beILpTPa332NR4XGqeUkCMPODc/eBOCOMZ6fnU3iLxvrUFktzpt5J50Gkw3s1vb2sbIjPjmVpDnaecKnzV3Vx4R0O5kkeWwXMlj/Z7BJGUfZ852AAgD6jn3qK78EeHr5Qtzp25fsq2ZAmkXdEv3VbDDdjsTkj1olrt/W/+a+4SlG6uv60/wAmYfh6c3PxU1adwA0uk2jkDsTk1y/i+Ga1+KGpeIbMMZ9DtrW5KqfvxEsso/75JP4V6naaHp1jqUl/a2+y6kgS3eTexzGn3RgnHHr1pH0HTJNQvL2S1DXF9ALe4YuxEkYzhcZwOp6Ck9Gmul/1JjJK9+qS/K/5Hl/g3X7qJtHj0y522eqa7f8AmjYp81Mbl5IyPXjFS6R4v8R6pb+HUfVmie+h1Bp5Ft4ssYidhAK4GMenPfNd1b+AvDdpp9rZW2nGKC0nM8AW4l3RueCQ27dz6ZxUlp4L0CwFmLSw8sWKypb/AL6Q7BL98ctzn3zjtijpb+trfmVzx7df1f8Amjg7DxXrepWFmuo3qzw6p4furiWLyVUJImVypAzyOoJI9MVDoHifV/D2iWUK3C3dt/wjDX8MDwgeTJHwBkckEdcn6Yr0ODwboNtHbpDYbVtbV7SIedIdsT/eX73OfU8+9Lp/g7QdLZmstPVS1sLQ75HkAh/uAMTgHvjr3ofW39fFb819wKUbJNf1p/kzhIPFniuHw9ql1dTOB/Yovrea4W2EiS8fdRGOY8HgsM8c1a1bXfFWmaXpt1caqGt5rU3VzcWlnGzwEgFd0RJJiHOWXnryK6238DeHbWzu7WHTgIryHyJg00jEx/3AxbKr7KQKl1Hwhoeqx2yX9j5gtYvJixK6ER4xsJUgsvHIOQab30/rf/gCUo31/rb/AIJpafcC7022uFmScSxK4ljGFfIzkDsDVimwwx28KQwIsccahURRgKBwAKdQ7X0MlsFFFFIYUUUUAFFFFABXL6yvl/FLwRPGSsjT3cLEH7yGAkg+oyAa6iuY1z/kpPgf/r7uf/SdqDSl8aPTaKKKDtCiiigAooooAKKKKAKmrf8AIFvf+veT/wBBNcd8Nf8AkmXh/wD68k/lXY6t/wAgW9/695P/AEE1x3w1/wCSZeH/APryT+VaU9zOpsdM6CSNkfO1gQcHHH1rB8P+D7Lw3qV5cafLceTcRxRRwS3EsgiVARgb3bPtwMDgV0FJWvW5kLRUBvLYHBuYQR2Lij7ba/8APzD/AN/BT5WLmRPRUH221/5+Yf8Av4KPttr/AM/MP/fwUcr7BzInoqD7ba/8/MP/AH8FH221/wCfmH/v4KOV9g5kT0VB9ttf+fmH/v4KPttr/wA/MP8A38FHK+wcyPFvEIl0z4ua/wCKrfeTokli06r/ABW8kZSTj2GD+FW/A+vXtnpPhG30652WmpapfLOoRT5qgsy8kZHPPGK9Ik0bw7LdapcSpA8mrRLDelpyRMiqVAxuwOCemKpw+D/CFvpllp8FvFHb2ErTWoW8cNE7dSH37ufTOKhQklb+t9TSVSMv68rfmzhdH8ZeJtVt/Dcb6w0T6hBqTTypbREsYifLIBXAxj0575qtL4u13VPDMaalfLPDq3hm7uZYvIRQkiAqCpAzyOoJI9MV6LZ+FPCeniyFpBDGLBJktv8ASnPliX/WDluc++cdsUi+EfCKWsFutvCIre0ksol+1v8ALDJ99fvc59Tz6GnKEmrf11/zX3B7SPPzLa/6r/gnA6Z4v1vw3ojWy3KXkMPhSHUbVHhUCBxhNuRyw78ntVmbxd4vsPCuu3FzPIjw6fDdWlxdJaiZXZgG/dxsw2EHgsM+tdzY+GfCmnLcLa29sFuLZbWRZJzIDCBgRgMxwvsMVDF4P8Hw6ZeaeltD9nvUWO4DXbszov3V3ltwUdgCAKqUZSba/rV/5r7iYygrfL9P8n95zniPW/FeiWWnyzasGt2tnuLu6s7ON3hY4KloWJJhUZBK/Nx1Feiadci80u1uVmjnE0KOJYxhXyAdwHYGsfV/DvhjXTAdUihmNvGYo2W5ZDsPVCVYblOOQcg1rwz2FvBHDBNbxxRqERFcAKAMAAU+V66E8y01LVFQfbbX/n5h/wC/go+22v8Az8w/9/BS5X2DmRBq1nd3tgYtPvjY3CujpN5e8fKwO1lyMqcYIyOD1qHw/ox0PTGtnuBcSyTyXEjrH5a75GLEKuTtXJ4GT9au/bbX/n5h/wC/go+22v8Az8w/9/BRyvsHMrWuT0VB9ttf+fmH/v4KPttr/wA/MP8A38FHK+wcyJ6Kg+22v/PzD/38FH221/5+Yf8Av4KOV9g5kT0VB9ttf+fmH/v4KPttr/z8w/8AfwUcr7BzInoqD7banpcw/wDfwVMCCMjkGizQXTFooopDPOfhV/yJb/8AX/c/+jWrtK4v4Vf8iW//AF/3P/o1q7SuYxn8TCiiigkKKKKACiiigAooooAKKKDnacDJxwM0AFYz+K9NSaSMRanIY3aNmi0m6kUspIOGWMg8g8gkVHa67cTaTfm5iii1C0uGtjDG5Zd5I8rkgEgh0OcdzWDr8niDw35M9rqcQtVuLW0stPWJWa63ECQyMV3BvvEbT0GTR1S9PxKUd7ncQTLcW8c0YcLIodRIhRgCM8qwBB9iART6hurqOzh82VZWXOMQwvK3/fKgmqsWt2s0yRpFfBnOAX0+dR+JKAD6mgk0KKw/Gd1qVj4P1G80a5jtrm3geUSyReZgKpJwDxnjHOR7Gr2m3hfw9aXt7IMtapLLIcAfcBJ9qOjfYdnp5/1+peorh/Ceua9rtxr/AJtxHH8sU2nJLCNsCSKxTcBgtwFJBPtxTNM8TarJ8Mre8muVuNavJpLS3kMaqGk81kVto4wqjcR6KaHotSuVnd0VwMGo+ItQ8B6XrL65Fp8KWElxfXQhQySSAfKApUqF65xg9MVJ/bviFrnwZPPNFbQaoFW8tRB87OYmc/MfujgcDnrzTtrb+v60Fyu1/X8DuqK4fU9S8Qad4mtUbVYHku9RWODR4o0bdadGlJ27ww5JOdoxiu4pLVXFJWdgooooEFFFFABRRRQAUUUUAFcxrn/JSfA//X3c/wDpO1dPXMa5/wAlJ8D/APX3c/8ApO1BpT+NHptFFFB2hRRRQAUUUUAFFFFAFTVv+QLe/wDXvJ/6Ca474a/8ky8P/wDXkn8q7HVv+QLe/wDXvJ/6Ca474a/8ky8P/wDXkn8q0p7mdTY3tS1CDStOmvbttsUK7m9/QD3J4riZUvvEWZ9blkitn/1dhE5VVXtvI5Y1r+Nj5iaVat/qpr0Fx/eCqSB+dRV6tBKEFNbs8bEN1Kjg/hXTu/Mzh4f0kDH2CH/vmj+wNK/58If++a0ajnnS2haWQSFV6iONnb/vlQSa29rP+ZmPsaf8q+4pf2BpX/PhD/3zR/YGlf8APhD/AN805NZtXdVEV6CxwM2E4H5lMCuG8XavZXHjXT0uNQggTSb6BfKkmVSWf5ncgn7qrtGenzGodeaaV933LjhoSv7q08jt/wCwNK/58If++aP7A0r/AJ8If++a0etFX7Sfdmfsaf8AKvuM7+wNK/58If8Avmj+wNK/58If++a0aKPaT7sPY0/5V9xnf2BpX/PhD/3zR/YGlf8APhD/AN81z/jX/kZPCX/YSP8A6DVOx8a6xc3lmkkViIrvUbixG1HDKUztb73PTkfyrL6xK7Tb/q3+Zr9Vha/Kvu9f8jrP7A0r/nwh/wC+aP7A0r/nwh/75rgNJ8Z61aaHp63U0V1daleXCJM9tLL5axk5yiHc3OAAMYHXpWzF4x1e5/sW3Gnx2d5fLO863UbgKsQ/hU4I3cYJ6ehoWJbV7scsHFP4V/V/8jpv7A0r/nwh/wC+aP7A0r/nwh/75rjl8f6lLo2gOkFul5qsc0jsLaWZEEZxgRoSxzxznjrVuLxdrt5e6FaW+m29rPqNvLJPFeB1MJRgDjvjGcAjuOar6xK9rsTwsEr8qOm/sDSv+fCH/vmj+wNK/wCfCH/vmsLQfFOo6l4km07UIbS0ZDJm0cOk6qD8rAn5ZFI7jGPeuupxrTkrpsiWHpxdnFfcZ39gaV/z4Q/980f2BpX/AD4Q/wDfNaNFV7Sfdk+xp/yr7jO/sDSv+fCH/vmj+wNK/wCfCH/vmlbWrVWIMV9kHHFhOf8A2SsXx5DDqfgC/mJuFWOFpVX54iSAcblOCR3wfQVLrTSun+JpHD03JRcVr5Gz/YGlf8+EP/fNH9gaV/z4Q/8AfNXYP+PeP/cH8qkqvaT7szVKm18K+4zv7A0r/nwh/wC+aP7A0r/nwh/75rRqlPq1vbzNFJHeFl6mOymdfwKqQfwpe1mvtfiP2NN7RX3Ef9gaV/z4Q/8AfNH9gaV/z4Q/981DqcFj4g0OaK7kubezDBpi0bQFlUhiDvUHaeh9s81yMFhpSeB9U1a/0uCSwSWa40y3njBEcZAC7QfuhmGce9RKvUV9dlfc0jhqUraLe2x2n9gaV/z4Q/8AfNJFY3WjN5/h64eHby1pI5aKT2wfun3FR+F9M/sbwtp1gRhoYFD/AO8eW/UmtatXUls3cy9lTveKt5rRm9ourw63piXcAKHJSSNusbjqprQrkPChMHiXWLdD+7kSKfb2DHIJ/HArr686vBQqNLb/ADPTw9SVSmnLfVfc7HnPwq/5Et/+v+5/9GtXaVxfwq/5Et/+v+5/9GtXaVwFT+JhRRRQSFFFFABRRRQAUUUUAFFFFAGG+iTHxgNRSRRZyQqZou7TJkI3/fLnPuq1m6jpHiObxoNWhg0q7tLaMJYxXF3JGYSR87kCNgWPQHPAHua2rzxRoGnXb2uoa5ptrcR43wz3caOuRkZBORwQfxqD/hNfC3/Qy6P/AOB8X/xVC0sXr2NW5tUvIPKmaVVyDmGZ4z/30pBqrFolrDMkiS3xZDkB9QnYfiC5B+hrQooIM7xDp8ureGdS062ZFmurWSFGkJCgspAzgHjmqx0m5m0a00a6S3ksGsjbXpErq5+QKNmB0POSSD0raoo/r+vvHd6eX9focv4d8H/2B4k1O+jubiW3uY4o4ElvJZWAUYO4McdcYPOBkcVBpfgWNfC1jp2sSv8AabKaeWKWyuZItpd3PDLtP3Wwfxrr6KHqrD5meeL4J1608NaHo8DWN5a2Z82+guryULPIOUUHYx8sHnbgDIFdFqGj6lqt54evLgWkEun3TT3MccrMuDGy4QlRn7w6gd66GincHJs4++8PeINT1aBb66sZLG31FbyC6AK3MaKciEKFC47bt2SDyK3EbX/Lh8yHTQ+yXzdssmA3/LLb8vIP8WenbNalFLpYHK7uRWxnNpEbwRrcbB5oiJKBsc7ScEjPrUtFFBIUUUUAFFFFABRRRQAVzGuf8lJ8D/8AX3c/+k7V09cxrn/JSfA//X3c/wDpO1BpT+NHptFFFB2hRRRQAUUUUAFFFFAFTVv+QLe/9e8n/oJrjvhr/wAky8P/APXkn8q7HVv+QLe/9e8n/oJrjvhr/wAky8P/APXkn8q0p7mdTYTxn/x9aL/19n/0A1FUvjP/AI+tF/6+z/6Aair14fwo/P8AM8Wf8afy/JBRRTXdY42eRgiKMlmOABTEOrP1LRbTVWtmuVIa3uEuFKAZZl6A5ByKqv4ntC+20huLsA4LxR/L+ZxR/wAJGP8AoG3f5L/8VWnsJvdGH1mktpG1RWL/AMJGP+gbd/kv/wAVR/wkY/6Bt3+S/wDxVP2M+wfWKXf8GbVFYv8AwkY/6Bt3+S//ABVH/CRj/oG3f5L/APFUexn2D6xS7/gyfVNCttWvtOurl5VfTp/PiEZADNjGGyDx9MVQtvBWnWslo8c10Ta3st6m515eTqD8v3eeO/vVj/hIx/0Dbv8AJf8A4qj/AISMf9A27/Jf/iqn6vK97f1p/kivrULWv+D8/wDNlNPAmnRW0UNvd30Bt7l7m2kSRd1uz/eVSVPynJ4bNUdY8J/Y7fSho1ld3JsfNXzIr1Umw45zvGGBPXkEdq2v+EjH/QNu/wAl/wDiqP8AhIx/0Dbv8l/+KqXhZNWt+RSxsU7t/mZGkeCAnhfRrXULia11HTkcLcWcgDJvzuXJBBGDjpWraeE9Osb3Tbm3adW06B4YlL7gwfli2RknPvTv+EjH/QNu/wAl/wDiqP8AhIx/0Dbv8l/+Kqvq8r3sS8XB6X/BkVj4OsLDWI9RWe7neAyG3jnlDJBv+9t4zz7k47Vv1i/8JGP+gbd/kv8A8VR/wkY/6Bt3+S//ABVNUJpWSE8VTk7t/gzaorF/4SMf9A27/Jf/AIqj/hIx/wBA27/Jf/iqfsZ9hfWKXf8ABm1VPVdNh1jSbnT7lnWG5jMbtGQGAPpkGqP/AAkY/wCgbd/kv/xVH/CRj/oG3f5L/wDFUnQm9LAsTTTun+DNhFCIqjoowM06sX/hIx/0Dbv8l/8AiqP+EjH/AEDbv8l/+Kp+xqdhfWKXf8GbVFYv/CRj/oG3f5L/APFUf8JGP+gbd/kv/wAVR7GfYf1il3/BlrXNHi17SJdOuJ54IpSN7QMAxAOccgjB7jFU5PDEdzpgsL/U768hE8c370xg/IQQnyoBtyBkdfelHie2V8XVrdW6/wDPR4wVH1IJrXhniuYVlgkWSNhkMpyDWcqTjrJGsK8Z6RexJRRRUlCeG/8AkcNS/wCvWL+bV19ch4b/AORw1L/r1i/m1dfXPiv4nyX5HVg/4Xzf5s85+FX/ACJb/wDX/c/+jWrtK4v4Vf8AIlv/ANf9z/6Nau0rzDafxMKKKKCQooooAKKKKACiiobq1jvIfKlaVVznMMzxN/30pBoAmrOtNYW41O/spoHtpLMK+ZGH7yNs4cYPAyrDnnili0S1hmSRJb4shyA+oTsPxBcg/Q1na/pV3c6zYXFgmUmV7K9+bGIG+bd9QVIH+/QNWM7WNb1TRNLstRsbW2kXUb+P7S9wzZjSR1RAqjq20jqcDB65qfxL4ru9K8S6RpenQwyrcXEa3ryAnykdtq7cEfMSG65+6at+MtLu9V0S3t9Oh82SO+tpSu4LhElVmPJHQCsbxL4L1C71iPUNJ1O7Vp9Rt554gsJWFYxjepdc8DnbkjJPFNbr1/DQrRrXs/v1Ozury2sYfOvbiK3izjfM4Rc+mTVWLxBo08yRQatYySOdqolyhLH0AB5q1cwSXEHlxXU1s2QfMiCFv/HlI/SqsWm3UcyO+tX0qqclHSDDexxGD+RFInSxoUVFc2yXcBilaVVOMmKVo2/76Ug/rVOPQ7SORXWW/JUggNqM7D8QXwfoaBGBrHiLxDpWoNcPZ2aaYL6G0ihcMbi5DkAyIwbAwW+6VzhT0rW8TXWq6fpst/pt3YW8FrC8s/2y2eXIUZ42uuOh9awdd03XtW1yIf2RCstrfRyWWsRSqvk2+VLqylt5YgMpAG05HStDxPa6r4h8MjTo9Pe3N3eJDchpkOy3EmWfIPO5R0HPzdKW8V3/AOGNNFJX2/4cy9W8bavpnh7QZfslq2p34ilu4yrbIYmZVJA3ZzukUDJ9euK2bzXdStfH2m6Oba2GnXkEziYsTKzIAenAUfMPXPtWV408F3uqedeaNfXKXEv2aI2qrDs2RyhsguuRjJbAPJA4PStW/wBIvpvGvh++RTNb2dvcx3E7MoIZ1QKccdSD0GB7VW+vm/y0Fpb5GPpHjbUdW33VvJpMts0VxL9lSTFzbKhIjZxv+YNjnCrjI5NaHgfxDe+IrGO6vdT0e4aS3SR7WwRhJbswzh8yN/IVgaN4P1W0uNLsjpUMEWktdsbxpUK3okDBFwp3DO4btwH3eM1e0rTtXtdYi1aLwyLD7Hpf2T7FDPCPtDl1PyEMQFUA4LYPPShWv/Xn/wAAqajrb+tTvKKzpL/UFuHRNIleNZ441kE8YDIw+aTGc4Xpjqe1aNIyCiiigAooooAKKKKACuY1z/kpPgf/AK+7n/0naunrmNc/5KT4H/6+7n/0nag0p/Gj02iiig7QooooAKKKKACiiigCpq3/ACBb3/r3k/8AQTXHfDX/AJJl4f8A+vJP5V2Orf8AIFvf+veT/wBBNcd8Nf8AkmXh/wD68k/lWlPczqbCeM/+PrRf+vs/+gGoql8Z/wDH1ov/AF9n/wBANRV68P4Ufn+Z4s/40/l+SCuY1eZtT1R7Mk/ZLXHmKP8Alo/XB9h/OunrkoAY9S1KNz8/2pn/AAbBH6V04dat9jixbdlHo2UdS8QWukzGBra4mMcPnS/Z0BEMecbmyRxweBk8dK1I5FljWSM7kcBlI7g1yWvXUWn6xqxu22fbdMWO34/1rguNg9W+Yce9dLpcTwaRZwyjDxwIrD0IUA1VOTk3f+tX/kiKkFGMWv60Raqhq+rxaPbRTTQTTmaZYUjgALFm6dSB+tX6xfFEVjJp9sdUmnggjuo382E7dhGcEt/CPftVVG1G6IppOaTNGxu2vbfzZLS4tDuI8u4Chvr8pIx+NPvLlbKxnunR3WGNpGWMZYgDOBnvWP4TkeSyvAs0k9ot262ksjly0fHRjyRnODW5IiyRsjjKsCCPUUJuULrew5JRqWexhXHjLTLaLSZJFnxquPJwo+TOPvc8de2afc+LLG1vp7V4blmguIrZnVV2l5BkY57d64Kx0+e/0vV7eVWLaHbNbwn1cSmTI/BQKuLuvvCtvqc64bUtcjlI9F3bQP0rkVectvX5Xt/wTvlhqcdPl+v5HptUdR1aDTJrOOdJGN5OII9gBwxBOTk9OK4EKI7K4gk3DTIfELJcJk7Ehx0P+znr2qS13/Z9I+99l/4SBvsmc48nB24z264rRV3K1l2/Hl/z/Ay+qqOrff8AJ/5HpFY2veKLHw7NZx6gsx+1sVV41BCYxktkjjntmuPsY5W8WE3F0Y9QXVX+RLdmmaHtlt4Aix7cVteL7GPUvEug2U4zHOt0h9sxjmj20pU+aK1uhRoQjVUZu6s39yZ0Nvq0FzrF3psayedaojuxA2kMMjBzn9KvV5HBLd3WleKI7qNjdW9tBBJjkkxttJ/IZqxqk0V1/wAJDJA6yRs2n4ZTwelTHE3W39Xf+RcsHra/b/23/P8AA9Uqjp2rQanNeRwJIps5zBJvAGWA6jB6c1wF7BHb3epmBfLNvrVuIdpx5e4Ddj0z39aR1j/ty4MGf7Q/4SEeVtJ3bMfPj2x1/DNNYhuS0/rT/MlYVcr1PTqK82sY5W8WE3F0Y9QXVX+RLdmmaHtlt4Aix7cUlvYWx8KX93LPLBI2oujS4Z0CiTO11zgIT1prENq9vx9P8yXhUnbm7dO9/wDI9KorA8GTCbQPktvs6rM6gK7NG/P3o887D2Fb9dMXzRTOWceWTj2M/VtattGSFrpJn86QRqIk3YyQMk9AMkdaivfEFvY3zW7wXEvlBDNLEgKwhzhd3OfyBxUHi/8A5AH/AG82/wD6NWsHXGaz8RanJHd3EF9MLdrGGOQqJyPlIwOG9wegNYTqSjK3n+h0UqUZxv8A1uv8zuutQWkv9j6pG8XFrdOI5Y+ysejD096nHTmqeqDfapEpxJLKiJ9dwrqir+69mcUnyrmW6OxooorzT2BPDf8AyOGpf9esX82rr65Dw3/yOGpf9esX82rr658V/E+S/I6sH/C+b/NnnPwq/wCRLf8A6/7n/wBGtXaVxfwq/wCRLf8A6/7n/wBGtXaV5htP4mFFFFBIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVla7q13pv2SLTdMbULq7l8tFLmONAFJLO+1to49OSaTw9ro13RTem1e3ljkkhmg3B9siMVYBv4hkcHigdna5rUVz/h3xT/bWn6ndXti+mDT7mSCRJpQ7AKoYsccDg9Mnp1rLtfiBLdeCtR8QR6FOWsppE+yiYbiqqG3sxA2jByRgke9G35j5Xe3nY7SiuXvPFd+t5o1ppWkw3U+qWjXWJrwwrEFCkjIjbP3/QdKi1HxtPp092r6Ujx6XFC+put1zCZO0Y2fvMDkk7ePyp2d7CSbWh1tFAIZQRyD0opCCiiigAooooAKKKKACiiigArmNc/5KT4H/wCvu5/9J2rp65jXP+Sk+B/+vu5/9J2oNKfxo9NooooO0KKKKACiiigAooooAqat/wAgW9/695P/AEE1x3w1/wCSZeH/APryT+Vdrewm50+4gU4MsTID9RiuD+Flytx8M9IQArJbRG2lQ9UeNipB9Dx+taQ3InsS+NDtm0V24UXu3J9ShwKjre1vSY9a0qSzlYxscNHIOsbjkMK497+40lvI8Q2727rwLlVLQye4I6fQ161F89NRW6PExC9nVcpbPr+GppViazpcz3A1DT13Tqu2SLOPNX/EVcGuaWRn+0Lf/v4KX+29L/6CFt/39FbwVSDukc1R0qkeVyX3nOpqdsTtlfyJB96OYbCv51J9vtP+fqD/AL+CtqTU9Fmx511ZyY6bmU1H9s0D/ntYf+OV0c/91nJ7P++v6+Zk/b7T/n6g/wC/go+32n/P1B/38Fa32zQP+e1h/wCOUfbNA/57WH/jlPn/ALrD2f8AfX9fMyft9p/z9Qf9/BR9vtP+fqD/AL+Ctb7ZoH/Paw/8co+2aB/z2sP/AByjn/usPZ/31/XzMn7faf8AP1B/38FH2+0/5+oP+/grW+2aB/z2sP8Axyj7ZoH/AD2sP/HKOf8AusPZ/wB9f18zJ+32n/P1B/38FH2+0/5+oP8Av4K1vtmgf89rD/xyj7ZoH/Paw/8AHKOf+6w9n/fX9fMyft9p/wA/UH/fwUfb7T/n6g/7+Ctb7ZoH/Paw/wDHKPtmgf8APaw/8co5/wC6w9n/AH1/XzMn7faf8/UH/fwUfb7T/n6g/wC/grW+2aB/z2sP/HKPtmgf89rD/wAco5/7rD2f99f18zJ+32n/AD9Qf9/BR9vtP+fqD/v4K1vtmgf89rD/AMco+2aB/wA9rD/xyjn/ALrD2f8AfX9fMyft9p/z9Qf9/BR9vtP+fqD/AL+Ctb7ZoH/Paw/8co+2aB/z2sP/AByjn/usPZ/31/XzMn7faf8AP1B/38FH2+0/5+oP+/grW+2aB/z2sP8Axyj7ZoH/AD2sP/HKOf8AusPZ/wB9f18zJ+32n/P1B/38FH2+0/5+oP8Av4K1vtmgf89rD/xyj7ZoH/Paw/8AHKOf+6w9n/fX9fMxn1K0TGJ1kY8BYzuJP0FXtJ0ye4vU1DUIzEsefIgbqCf4m9/ar0epaJC2YrmyjPqrKKl/tvS/+ghbf9/RUSnK1oxZcKcFK85p2L1FUP7b0sf8xC3/AO/gqNdQuNWc23h2FriRuDcspEMXuWPU+wrn9nLqrHX7WGyd35bmn4VBm8TaxcKD5caRQbuxbkn8siuurO0PSItE0tLSJjI+S8sp6yOerGtGvPrzU6ja2/yPTw1OVOklLfV/e7nnPwq/5Et/+v8Auf8A0a1dpXF/Cr/kS3/6/wC5/wDRrV2lcBU/iYUUUUEhRRRQAUUUUAFFFFABRRRQBHcRvNbSRxytCzqVEijlfce9eZ2WgWt/q1ir2WsJFeX1yXMt/dDZBEpVdx38Fnww+p7V6hRQt7lKTSsUdQ01bvTVtES1ZV27VvIPPTA/2SwyffNZtr4Z+zXcU3kaGPLcNmHSdjjHo3mHB98V0FFHW4r6WMTxNfy2drDEdPvrqzumaK5m08v51uNpwyqgLHJ4yMY61n+CHuNO0Gx069sbqEyvO0Ba3I2RByU80gYVypHXknOec11dFC0C+ljhLTw/qGpaP4r09SbFr3WJHR7iBissWI88ZBKsAVyD61VstL1yPwX41t7+FJJbiS5+zx29q6GVjHjKgscqeAAPQ8nt6LRStpbyt+X+RftHe/nc4HWtM06XTtD/ALe8PX2oeXprRK0MDzCFyi/K0agnJI4JGAR2rm9S8O6lJ4bTTprLW01a8062hka3+e3uXXgCZtp2FB1JYZHrXsVFVfW/9df8xRk4pJdP+B/kZiaskUi2xs74lJ1tt4tW2k7c78/3O27pnirdjeLf2a3CwzwBiw2XERjcYJHKnntke1WKKRGltAooooAKKKKACiiigAooooAK5jXP+Sk+B/8Ar7uf/Sdq6euX1Um5+LHgy0gUvJA11dS46RxiEqCfqzACg0pfGj06iiig7QooooAKKKKACiiigArzfV9J1bwP4lvNe8PWMmp6HqT+fqWm2y5mgmxzPEv8W7HzL1zz9PSKKadhNXOCsPiV4P1CLeniCyt2BIaK8lFu6EdQVfBzVs+OPCRGD4n0Uj0OoRf/ABVdNdaPpl9J5l7p1pcP/elgVz+ZFQf8I1oX/QF07/wET/Cr9oyPZo5dvE3gRzl9b8OsfU3cB/rTf+Ej8A/9Bnw5/wCBUH+NdV/wjWhf9AXTv/ARP8KP+Ea0L/oC6d/4CJ/hVe2kT7GHY5X/AISPwD/0GfDn/gVB/jR/wkfgH/oM+HP/AAKg/wAa6r/hGtC/6Aunf+Aif4Uf8I1oX/QF07/wET/Cj20+4exh2OV/4SPwD/0GfDn/AIFQf40f8JH4B/6DPhz/AMCoP8a6r/hGtC/6Aunf+Aif4Uf8I1oX/QF07/wET/Cj20+4exh2OV/4SPwD/wBBnw5/4FQf40f8JH4B/wCgz4c/8CoP8a6r/hGtC/6Aunf+Aif4Uf8ACNaF/wBAXTv/AAET/Cj20+4exh2OV/4SPwD/ANBnw5/4FQf40f8ACR+Af+gz4c/8CoP8a6r/AIRrQv8AoC6d/wCAif4Uf8I1oX/QF07/AMBE/wAKPbT7h7GHY5X/AISPwD/0GfDn/gVB/jR/wkfgH/oM+HP/AAKg/wAa6r/hGtC/6Aunf+Aif4Uf8I1oX/QF07/wET/Cj20+4exh2OV/4SPwD/0GfDn/AIFQf40f8JH4B/6DPhz/AMCoP8a6r/hGtC/6Aunf+Aif4Uf8I1oX/QF07/wET/Cj20+4exh2OV/4SPwD/wBBnw5/4FQf40f8JH4B/wCgz4c/8CoP8a6r/hGtC/6Aunf+Aif4Uf8ACNaF/wBAXTv/AAET/Cj20+4exh2OV/4SPwD/ANBnw5/4FQf40f8ACR+Af+gz4c/8CoP8a6r/AIRrQv8AoC6d/wCAif4Uf8I1oX/QF07/AMBE/wAKPbT7h7GHY5X/AISPwD/0GfDn/gVB/jR/wkfgH/oM+HP/AAKg/wAa6r/hGtC/6Aunf+Aif4Uf8I1oX/QF07/wET/Cj20+4exh2OV/4SPwD/0GfDn/AIFQf40f8JH4B/6DPhz/AMCoP8a6r/hGtC/6Aunf+Aif4Uf8I1oX/QF07/wET/Cj20+4exh2OV/4SPwD/wBBnw5/4FQf40f8JH4B/wCgz4c/8CoP8a6r/hGtC/6Aunf+Aif4Uf8ACNaF/wBAXTv/AAET/Cj20+4exh2OV/4SPwD/ANBnw5/4FQf40f8ACR+Af+gz4c/8CoP8a6r/AIRrQv8AoC6d/wCAif4Uf8I1oX/QF07/AMBE/wAKPbT7h7GHY5ZfEvgNWBXWvDoI6EXcH+NWV8b+EUUKnifRVA6AahEMf+PV0H/CNaF/0BdO/wDARP8ACj/hGtC/6Aunf+Aif4UnVk9xqlFbGB/wnPhL/oaNF/8ABhF/8VR/wnPhL/oaNF/8GEX/AMVW/wD8I1oX/QF07/wET/Cj/hGtC/6Aunf+Aif4UvaMfs0eSfDTxRoFh4SaG+1zTbaX7bcNsmu40bBkJBwT0Irrf+E18Lf9DLo//gfF/wDFV1ieFvD8a4j0LTUGc4WzjHP5U7/hGtC/6Aunf+Aif4VmS6Kbvc5H/hNfC3/Qy6P/AOB8X/xVH/Ca+Fv+hl0f/wAD4v8A4quu/wCEa0L/AKAunf8AgIn+FH/CNaF/0BdO/wDARP8ACgXsV3OR/wCE18Lf9DLo/wD4Hxf/ABVH/Ca+Fv8AoZdH/wDA+L/4quu/4RrQv+gLp3/gIn+FH/CNaF/0BdO/8BE/woD2K7nI/wDCa+Fv+hl0f/wPi/8AiqP+E18Lf9DLo/8A4Hxf/FV13/CNaF/0BdO/8BE/wo/4RrQv+gLp3/gIn+FAexXc5H/hNfC3/Qy6P/4Hxf8AxVH/AAmvhb/oZdH/APA+L/4quu/4RrQv+gLp3/gIn+FH/CNaF/0BdO/8BE/woD2K7nI/8Jr4W/6GXR//AAPi/wDiqP8AhNfC3/Qy6P8A+B8X/wAVXXf8I1oX/QF07/wET/Cj/hGtC/6Aunf+Aif4UB7Fdzkf+E18Lf8AQy6P/wCB8X/xVH/Ca+Fv+hl0f/wPi/8Aiq67/hGtC/6Aunf+Aif4Uf8ACNaF/wBAXTv/AAET/CgPYrucj/wmvhb/AKGXR/8AwPi/+Ko/4TXwt/0Muj/+B8X/AMVXXf8ACNaF/wBAXTv/AAET/Cj/AIRrQv8AoC6d/wCAif4UB7Fdzkf+E18Lf9DLo/8A4Hxf/FUf8Jr4W/6GXR//AAPi/wDiq67/AIRrQv8AoC6d/wCAif4Uf8I1oX/QF07/AMBE/wAKA9iu5yP/AAmvhb/oZdH/APA+L/4qj/hNfC3/AEMuj/8AgfF/8VXXf8I1oX/QF07/AMBE/wAKP+Ea0L/oC6d/4CJ/hQHsV3OR/wCE18Lf9DLo/wD4Hxf/ABVH/Ca+Fv8AoZdH/wDA+L/4quu/4RrQv+gLp3/gIn+FH/CNaF/0BdO/8BE/woD2K7nI/wDCa+Fv+hl0f/wPi/8AiqP+E18Lf9DLo/8A4Hxf/FV13/CNaF/0BdO/8BE/wo/4RrQv+gLp3/gIn+FAexXc5H/hNfC3/Qy6P/4Hxf8AxVH/AAmvhb/oZdH/APA+L/4quu/4RrQv+gLp3/gIn+FH/CNaF/0BdO/8BE/woD2K7nI/8Jr4W/6GXR//AAPi/wDiqP8AhNfC3/Qy6P8A+B8X/wAVXXf8I1oX/QF07/wET/Cj/hGtC/6Aunf+Aif4UB7Fdzkf+E18Lf8AQy6P/wCB8X/xVH/Ca+Fv+hl0f/wPi/8Aiq67/hGtC/6Aunf+Aif4Uf8ACNaF/wBAXTv/AAET/CgPYrucj/wmvhb/AKGXR/8AwPi/+Ko/4TXwt/0Muj/+B8X/AMVXXf8ACNaF/wBAXTv/AAET/Cj/AIRrQv8AoC6d/wCAif4UB7Fdzgbz4jaGsgtdDlbXtRkH7mz01TMznpyw+VRyMkmt3wN4Uv7C8u/EficxtruooqGGM7ksoRysKnvzyx6E/mettLC0sIyljawWyHqsMYQH8qnoNI01HYKKKKCwooooAKKKKACiiuBHxd0j7Bd6gdH1oadY3Btrq9EEZjgkBAIYCQt3HIUjmgdjvqKy5/E+hWtnb3V5rFjawXSLJC9xcJEJFYZBG4jrTL3xPpljq2k6dJKzz6uXFp5S7lcKu4ncOAMU7O9hbq5r0Vi6T4i/tG+1iG4tktItNnEYma5RxKuM7yB9wZyMH0+uLllrelalbyT6dqdndwxHEkkFwrqh9yDgUgL1FU49X02WaKGLULV5ZgWiRZlLSD1Azz07VE/iHRY9SXTpNXsEvmOFtWuUEpPoEzmgDRormPD3iufWfGfiTRJrSOFNFeFUlVyTKJFLZI7cAUzTPiLomqeNrzwrF9oh1O03bhMgVJNuMhSCc8HP0o3t56g9L+R1VFYel+LtL1T7aRIbQWd89g5uyse+VcZC889RWmdRslllia8txJCN0qGVcxj1YZ4/GgCzRVRNX02WZYY9QtXlaPzQizKWKYzuxnp71zvjHxvH4f8ADMWraQLbU1kvIrUlJgUXecZyuc444o62Dpc62iq1pqVjfyTJZXtvcvbvsmWGVXMTejAHg+xqO31rS7yaaK01KznkgGZUinVjH/vAHj8aALtFVU1Swki8yO+tnTYz7lmUjapwxznoDwT2pNP1XT9WhaXSr+2vY0Yoz20yyKrehKk80AW6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACisO78WWFl4ws/Dc0c/2y7t2uI5Ao8sIuc5Ocjp6dxWiNW05ovMXULUx4J3iZcYHB5z2yKOlw62LdFU31fTYrdp5NQtUhVVdpGnUKFb7pJzjB7HvVSXxVoieH7vW4NSt7zT7RGkmms5BMFA5P3SefajYDXornl8WLPquhW9pZNJbaxbtOLh5kRoRt3KDGTuJYZ6dMVprrelPqh01NTs2v1GTai4Qygf7mc/pTs0BeoqnNrGmW/mfaNRtIvKIWTfOq7CegOTxnB/KmahrukaTCkuq6pZWUcgyj3NwkYb6FiM0gL9FcrrXjFtO8VeGdMsoYbq1115V+1LLnYEUNlccNnPXNHiz4iaL4L1PT7LXBcodQOIpo4wY1+YKSxyMAbgTx0o3t56B/wAOdVRWRP4lsrfxNb6JIsvn3Fq92suF8oRqcEls+47d6uDVtOMMUwv7UxTPsicTLtds4wDnk54wKALdFUpdZ0uEEzalaRhX8s751GG/u9evtRNqtorXEMFzBLdwxGQ24lG/GMjI6ge9JuyuNK7sXaK5TwP44tvFfhvTb69ktLK+1ASNHYicFyquy5AOC3Trit+41jTLS9js7rUbSC5l/wBXBJOqu/0UnJqmmnZk3uXKKrHUrFZnia8txJGQHQyrlSTgZGeMmo49a0uXU206LUrN75RlrVZ1MoHqUzn9KQy7RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8zmHWf+EI8TXCXbS+HR4llGq2FvEBO0W9SXWQ54+7xjtnNfTFFHW/9bp/oO/8AX3njviLX9Im1SHRtP0/So7M6GDZXt7p73bXEfI8iJVKkEd8nIPUcVyekW+kx2Pwr1TXbaBrQrdQ3NxPEGU4J8pWOOzHgHpX0dRVJ2d/P/P8AzJ6W8rfgv8jwHWbK9vNC+IK6fBLPH/wkUUtxFCpLSQAjfgDkjjn6Gte7msdX8d6vqnhYRtosXheaG8ngTbC0nzbUJ6FgMfTGK9norPl93l8v/beUtS97m/re58/x6Pplj4L+GGp21nBFqE2rWyzXQUCV1y2VZupAwBg8DpVXxxr0OsaTqjpp+m6XdWeuIr26ae5u8iQYmefIC7v9056Zr6KorTm96/nf8v8AL8SLe7byt+f+Z514Hz/wtzx8SDh3sypI4bERBx+Nc7ceGJvEM/izUNCPk6/pGvNdafNjG4iKMNH7q20j0yPrXs9FTrpborflr+BXf1/Sx86nVJb34f2viK9tJreJPGi392vlk+QmAWJHXAJxWxqV7BqOq/FG+t0kFtc6JCYXliZPMAiIyAwB64/SvcqKHqrf1sl+g1Jp3/r4rnhKeGtFN58LGXTLY/bbZvtziMZuB5C4Eh/iGSRhsjnHTisvWbGytLHxrp9tElrYReJLLMUA2JCnViAOFAAPPbFfRVFU3eV/P9U/0Itol/WzX6/geLS6GdQ8U+LL74eJGunT+HTbJJZALDPdHOAhHBIUdR0Jql4RtLXUF0OWfxHZw3+j6ZPBJoyaU0E4UxEOsrGQ5AIzu2gE/WvdqKh7W8v8/wDMq+t/66f5HiXhXwx4fuf2e0k1a4/s6S9tzBPqO0s8eJyVU4/gDAZXgdc45Ndf8JdV1DUtDvo9QS1nSzufIt9StYPKjv0CjDgYGcdMjj8q76ircryb7kpWil2CiiipGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeaeIcf8L+0EtjYNHuFYnoCd2AfyP5VyHhnRNPT9m3VdSFqjahJZ3UJmYZdV8wkIPQZAOPU5r3qilb3XH+t2/wBSr6380/uVjyS8k0rwh8KdBvINFs7xdSNkLu5u4zLFGdgInlA5YL0A47AY4rlI7OPUYPinAIbW7As7eeFbWxaCMuI2IkSJmYj1zk56jrX0NRVSfM5Pvf8AT8rEx91JdrHh+gtp1z4n+HjeGxAsa6PdKxgTaqzGIbs/7W4Nn3zWNaxK/wAN9G8PW9u6+NYdbEssXlH7RG3msWmY9du3HzdDX0TRT5tb/wBb3J5fdt/W1jxGXRdK1PV/ivPqVlb3UltGHgaZA3lN9nb5lz0bI6jniorDXoV0fwpo13p+moZfD4aLUdRsHu/MPQwRopUlsLn73pxXudFRbS3kvwTX6l3/AF/Fr/I+e/BLsbL4VltxEd7qCk4+6CxAHtycV6B410ux174laDpGqQ+dbXemX0Ugx0zsIOex+Uke4r0Siqk+Z6+f4qwrvp/WtzxDwlFrlp8RpfDWuI88ujaJc21td4/4+YWdDEfrjj8PasTSdUt7rwL8PdLhjuDd6X4giW9VrdwIDvc4YkYzg5/nX0VRTjJpq/l+Db/UTSe3n+KsfP8Ac6LpeoeE/ihez2Nvc3kGrTi2leMM8RyPuH+Ek+nWtWXS9N0nx18Pp9OtYbaW70q5a5liUB5z9nBy56sck8nJr2uioSsreSX4NfqU3d39fxaf4WPnXw9pGn6j4K8FWmgxxv4nttXWa7aIZntow7ljKeqrgLgHHbFWtT09313xjovirXrTQRqmoCaGa80xpmuIwQYzFL5ijK4A24JFfQFFU3d3/rp/kJaL+vP/ADPJvCuhWF98ZvFjanGl49mljJE0gwPMWIfvNv8AeBHXtn3qr4DuBpPxIfR9AvLfXtFvGnu5JvsxWfTZDztdyOdx455Pt39jooT1XpYHqn8vwCiiikAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUE4BJ7V5/wCAfixaePPEWp6Vb6XcWZsgXjkkfd5iBtvIwNhyRxz9aFq7IHornoFFUda1a20HQ7zVb8sLezhaWTaMkgDOB71nWeuaxLsku/D7JbyWZuUe3uhKwYYIiZSq4Yg8YJGc89yAb9Fcpo/jVtR8Tx6Hd2UEF1JZG72wXgnMWGAMcgCja3zA8Z7/AI5knxH1CHR9V1Wbw/ELTR797O8ZdQy2FZVLxjy/m+9nDbfbNO2v9d7fmH9fhc76iuW+JMcVx8L/ABB5sayKNPldQy5wQpIP1BqrpXiq7sLrw/pWsaUltBqlsFs7mK68w70jDFJF2AISM4wzDiktb/13/wAg6J+v6f5nZ0VxFr8Sra9W3urW0jmsbi++xoYroNcAbynmmELwm4f3s45x2rZ8S+Ip/D8+lbbGO4tr69S0lna4MfkF+FbGw5BPHUckUdvMHpfyN6iuPPj+O4l1e302wM13pt3DbCKeUxi48x9iupCtxuyOn8JqWbxXqo8YT+H7XQY7mWG3guWmW+CqI3cqxIKZyNpIAzn1FC1t/XmD0OrorzLU/Ekuh6T48v8ARtKgs9SsblBNMbtpVmZo12y4ZcAgMvy4xwefXe1rxBrdj4i8MafBbWg/tKWbzx9oJDBImbbny+BnacgZ4x05prW39dLh/wAH8Dr6K4zU/iHDZ3WsRWlpDc/2OVW4RrsRyyvtDMsUe07yFPcjJ496kbxlqU/iK60jS9EhuHisIr+KWe+MKujkjaw8slW+U8AMPUil0uB19FZfhrXYvEvhmx1m3iaFLyISeWxyUPQjPfBB5rEh8dP/AMJFpmlX+mx2smpSyxxxfbFeeHYpYNJGFwoYKejHt+Ds72Dpc6+iuU0rxsNY1+bTrS2t8293JbTxveBbmIKD+8MJX7hI4O7oQfUDR1nxENM1bTdJtbcXWoakz+TG0nloqIMu7NgkAZA4BySPrS7eYbOxtUVwt98Q7yx0XXbyTRYTLol9HaTRC9O1w+z51by/9teCB35rZufFD2fjVNEubSNLZ9OkvhdickgIyhlKbePvZzuPTpR/X4X/ACD+vxsdDRXGwePmbStJ1m50vyNI1a5SCCb7RulTecRu8e0ABj6McZHvibQde1fVta8TWs9tamHTroW8KeeR/wAslbBOzoS3J7dgccj0v5f8D/NB/X9fcdZRXnPhvxrpeneFPDdppumwae2p+f5FrPfHyoEjc72aVgSeegxyTjgc1dl+Isy2FjcQ6L5rXGrf2VIgusASHO142KYkQgZz8tO2tv67fmHS/wDX9aHc0VxV1431CDTfFMcumQW+qaDbCcot0ZYpEaMsrBtinPynKle3XnNOl8bSaRonh+TWUtI7jVY1H2ie68q3U+WGy8mzCsxPC4x70v8AgfiG34/hb/M7OiqVlqDTaKl/fwranyjJKiyeYqAdSGAG4YGQcDiuag8fM2laTrNzpfkaRq1ykEE32jdKm84jd49oADH0Y4yPfB1sHS52VFefeHbQ6x8SPEl1qtpBLJpl/ELWbzmLwD7OMKvyjKncSQTjJ6HrXoNHRMOtgooooAKKKKACiiigAorz7xh8WbPwh440zw5NpdxdNehDJOj48sOxVdq4O85HPI/GvQaN1cHo7BRXL/8ACW3l7caoNA0b+0otLuhazH7UInkkwC4jUqQdoYfeZcnNQeJvHT+GTcy3emItrbyRIGmvFjluN5AJijwdwXdzkjofrQtbeYHX0VzWr+J7+w8WWGh2WlRXb6hbSzQzPdmIKY9uQ42HA+YcjcfaqEvj+VPAOp+IRpKGfSp5YLqzN1gBo22ttk2fN2Iyo/Cjpf8Arewdbf13O0orl7fxdcR+I00vWdNjskuLF763mjuvNyiFdyuuwbWG4dCw96qwePmbStJ1m50vyNI1a5SCCb7RulTecRu8e0ABj6McZHvh2/r52/MP6/U7KiuX8M67qmreJPENreQ26W2nXi28eyUllHlI390ZyWzknjp71i3xu7X43Svo2n29xcy6AGYSzeQjET4yzBWOcAAfKfwpdV5/5XH0fl/nY9CoriYviVZy6FYXTWggvry+fTzazzhFhmTPmbpMfdAUnOMnI45rb8O+I/7efUIjbCGWxn8pmjk8yGUEBlZHwNwwcHjggij+v6+8X9f19xt0Vw1x8Sf7N0nW7vV9KMUuk332Rra3n81pBtD+YMquF2Et34U1pXviu7gt9burTTre5tNKtVuFl+2FfOJTzCuPLO3CYOcn7wpXsr/13Gk27f12OnorzvXvEcupeCrbU9b8Lxtp81zZSQxvqRDnzGQq/wAi9Vcj5ScEDr2rbt9e1af4j6loywWxs7SxhmXMxDEuz/N9w/3QMZwOuTVWadn/AFpcm6auv61sdTRXA6Z4/urfwde67r0EO1dRltLeOKbBZvPMaIcqAB6sT0ycdquyeOpY4daC6dbzT6XZC9DQXhe3mTB3KJfL4cbTxtPUevE30v8A13Ks27f1vY7GiuQ07xtd3OpaDDf6Olpb69btLaSrd+Y6ssYkKumwAcZwQx6c4rb1vVp9Kjt2t7NZxLJtkllnEMNuoBJd3IJA4wMA5JHTrVNNbiWuxqUVxKfEm1Pg9NdktUjU6gbBybj9xGwcp5jSheI+M7tvccV02i6lJqmn/apYoIwXYI1vcCeORB0dXAGQR7UgNCiuHu/iJKnhqXxFYaTHc6Sl2LZJHuzHJJ+98reF2Ebd3+1nHPtWpF4nu5vEWvaQunQiXS7aK4hc3R2ziQNgN8nyfc7butGyuO2tv63sdJRXG6f4/wD7T07w21rpwOoeII3mitmnwkKIMuzPtJ44AwvJPaqWv+Pry38Ma1JY2kdvqulXkVncRvLuVDIyBXQ7fmBDg8gd/Tl2d7f1vb8yb6XO/orkdeu0i8XeE01TSYJZ5p5lguEvH/0V/KYkhdoDgqMc4xnpVa1+JVterb3VraRzWNxffY0MV0GuAN5TzTCF4TcP72cc47UlqN6K/wDXX/I7eiuDufiFqVvY6/ef8I/C8GgXRhu2GoHLoFVi0Y8vkgN907R6E1oSeItTk+JFlo9pDAbCXS3vGLyEM2ZEUH7hwQC3GcHPJGKFrbz/AMr/AJA9L/11sdZRXKaF42Gv6s9raWtuEiuJoJ0N4PtNvsyAzw7eFYrwdx6r6nF/VfERsvEGn6HY2q3V/exyTAPL5aRxJjczMFY9SAABz7UdvMO/kblFeaeMPFc+reBNQjtrcW13aatBp99A0xIGZo8hWC/MjKw6gcE8dq73RtLttI04W1naRWaF2kaGFyyKzEk7SQOMnpgAelC2v/XR/qD0di9RRRQAUUUUAFVbTStPsJ557GxtraW5bfPJDCqNK3qxA+Y+5q1RQBQ1zR7bX9BvdJvt32e8haJyhwQCOo9x1rHh8M6tNoM2k6v4g8+FrRrWOS0tfs8gBXbvdt7bmA9Ao68dMbup3QsdLubkz21uY42ZZbt9kSHHBc9lzjNUbHX7SPStNfWdW0pLu8gDqYLgCKc7csYtxyy98+lKyaa/rqPVWf8AXQw9G8D6hpWtaRqD6xaS/wBm2Laf5UenGJZIiVII/ena+VGTyD6CoZ/h5eT+Fdf0VtagH9tXr3bTCxP7rewJUDzefujByO9dFceLNCg8P3OtpqtpcafbKxee3nWRcgZKgg4Le1WF13Szp0N8+oWsVtNgJJJOoUsR93OcZ9qq7/rzd/zEtLW/q2hFrWjNrnhS80a4uBG15atbvPHH03LgsFJ/TNZtv4SnfUdGutY1GO7GixstrHDbGIM5XZvfLtkhegGBkk+mNt9Y02KwjvpNRtEtJSBHcNOojfPTDZwc1DF4j0S4t5p4NYsJIYNvmypcoVj3dNxBwM9s0ur/AK/rcOljH0Lwjf8Ah5TYafrSLoouWnjtjafvowz7zGJd+NmSf4M4OM960/FWgL4m8N3WlG4Nq8oVorgJuMMisGVwMjOCAeoqw2vaOlkt4+q2K2rSeUs5uUCF8427s4zntSN4g0Zbc3DavYiESNEZDcpt3r95c5xkdx1FD2sPrcw4vAkEHibSdXivZB9gsxbTQlP+PornY7HPBBZj0OSfarsHh25h8eXXiL7fE0dxaR2htfsxBVUZmB37+uW/u1uQzRXMCTW8iSxSKGSRGDKwPQgjqKfT1v8Af+JO/wCH4HFXvw+l1C18VW9zqyBPELpJmO1INuyqqr1c7h8oz0/Cr2peF9S1GfQr9tWtY9T0eV380WLGGYOhRh5fm5HB67zzXT0Utv67D/4P47nLL4T1Cx17Ur/Q9Zjs4dWdZLuCWz80iQKFLxNvXYSAPvBxkdKlTwxdxeML3XI9SiIubBLJYXtSxTYWIYt5g3HLHIwK6Sijpb+uwGH4S8OyeGfCVpok14t39mQos6QmIkEk9Nzc89c1zunfDi/03+xFi16B00W7kuIN+nndKsgYMJWEnzPhvvjHuDXfUU7u9w6WOUk8FNda3p+oahewzvp109xBMtptuSp3YiaXecoN2MYGQF9ObfiHwzLq2q6Zq+m3y2Gp6YziGWSDzo3Rxh0dAykg4HIYYIroKKQHlehaPF4ri8faJcarE81zqSMbm3UfKRHEQwTJ+UMuMZ7Yznmuoj8I6hP4otta1fV7e7aOwksZbeKxMSOjsCSMyMVPy85LD0xXWUUdF6fpb8g/r8bnGweAWXStJ0a51Tz9I0m5SeCH7PtlfYcxo8m4ghT6KM4HvnQ03w3eaV4g1q+tNRhNtq0gnaCW1JaKUIqZDhxlflB27c+9dFRRv/X9dkBwen/Di50vS9DWz1qNdT0N5vs901kTHJHKSXR4/MyevUMOgrT1jwpqWs2+lfaNah+0WOopfu5syUdkBARV8z5F57lj711NFO7vcDkp/BMt3qfia4utSQweILRbVoo7Yq0IVGUEMXIbhj2FSxeF9TGj2Fhd6pY3a2sBtpY5dOLQXEeFClozKfmG3rnHJ4Ga6iil5f1/Wo763/r+tDH0Dw5baF4Xh0NHM9vGjodwwCGJJAHZfmIA7DArFg8AsulaTo1zqnn6RpNyk8EP2fbK+w5jR5NxBCn0UZwPfPZUU763F0sYGheHbnSPEGt6jLfxXCatOsxiW2KGIqgQDdvOeF9BzW/RRS6WAKKKKACiiigAooooAqXOlafeXlvd3dhbT3NsSYJpYVZ4j/ssRlfwq3RRQBy1t4RvtL1jU59E1hLSy1W4Nzc272nmSJIQAzRSbwFzgH5lbmszWfhxcao2vxwa2sNvrTxSuJbPzZYnj27QH3jKfKPlx64IroLPXkOpayb3VNHNhYsgUw3H7y34+YT5OFO4cdOOtW7XxDot9eLaWWr2FxcvGJVhiuUd2QjIYKDkjHfpQulv6/qw3uZs/hu+ufFmka5LqVvv0+1lgeJbNgJTJt3MD5ny/dGBz9TWU3w/u38G67oLazB/xOLqa4acWR/deY25l2+Zz7HIrodK8UaRrN1f2+n3kUj2MxilxIvJCqxI55UbgM+oNW7PV9N1Hf8A2fqFrdeWAz+ROr7QehODxR/X36i2/rtoYk/hO4uvE+n6rc38Dx2thJZSW4tSPNWTbuO7zPl+6OMHrVSDwCy6VpOjXOqefpGk3KTwQ/Z9sr7DmNHk3EEKfRRnA9878PiXQri5jt7fWtPlnlbbHFHdIzOeeAAcnofyPpUsWt6VPNJDBqdnJLErNIiXCFkCnDEgHgA9fSne39fMLdP67GdpHhy50fxLq+oQ38clnqkwuHtmtz5kcgRU4k3424XoV/GmXvhq7k8Zr4i07Uoreb7D9iaGa1Mqld5fdkOpzkj8AfXjRg8RaJdAm11iwmAiaY+XdI2EU4L8H7oIwT0zU9lqdhqaO2m3tvdrG21zBKsgU4zg4PBwc0u3l/w3/ADv5/8ADnLN8O4otHsIbDUXg1Kxv31GO+eIOHnctv3JkZU7iMAg4xzXTaZbX1vC51W+S8uJGyWhgMMaDGAFQsxHryx5P4VdooA5efwRbXPjC/1me5Zre+shbTWPljaz4K+bnPXYxXGOlR6d4Jl034d3HhldU8+e4geB76aDJIZdgOwMOiBVHP8ACK6yilbRod2mmclqXgy71DwLYeHf7VhjazNvm5+xkhxCysvyeZxnaM8mrsfhy7g8bSeILfUIQtzaR211bPbFt+wsQyMHGz7x4Iaugoqrtu/zJskrHED4du/h3UNEm1YG1mvWvrOSO22zWspl80EsXIcBv9leK1bnQdZ1LQNSsNU1q3lmvbZrZZIbExxxqwILeWZWLNz13AcDjrnoqKm11YpNp3ORTwZeLceFZTqsB/4R6Nkx9jP+kZj8vP8ArPl+X68/lV7xL4Zm1zUNIvrS/S1uNLnaaNZ4DPDJuUqdyBl5GeDniugoqm23diWisvQ5DSvBmoaVp09pFrUMqSajJe4ksiVcSbi8ci+ZhxlsjG3BA61qeF/DUHhmwuba3ZCLm5e5ZIYvKijLY+VEydq8dMnkmtuil/w39fcG/wDX9dzyPxv4em8I/Dy6sYdZt/7HOoRS29pLb7ZU3XKuUEu/BUEk/czjvXaXHhi6m8S3et6PrEVvHqdpHb3CPa+duC7trxvvAU4c9QwPpXUUUdLP+tLDvrf+t7nF6Z8P5NL07w6sOqIb/QEeKC5NqdksTjDK6b8+hyGGCPwpb34eJfaDrdrNqRGoazdR3U14sHyq8ZUoBHu+6AgGN2evNdnRTu27/wBd/wAxbHNaj4a1HVNU0C/udUtRLpEryyCOyYLOzIUOAZTsGG/2uai0Lwjf+HlNhp+tIuii5aeO2Np++jDPvMYl342ZJ/gzg4z3rqqKQf1/X3nEz+AryfRfFGntrEAHiGdpWkFkf3G5FQgDzPm4UelaH/CK3ieJtM1q31OFZrWxNjcRvaFlmjLBsr+8BRsr1O4e1dNRQtLf10t+QPX+vmcpF4KZ9e03VNQvYZ59Nkdop0tNlxKrKVCSS7zuUBvQZIB+t/VfDpvfEGn65Y3S2t/ZRyQgvF5iSRPjcrKGU9QCCDx71uUUAcTefDx7nQLyyj1VUu9Q1JNRu7p7UsHdXVgqoHG1fkUck8e9dpGHEaiVlZ8fMyrtBPsMnH506ijpb+u36B1uFFFFABRRRQAUUUUAUNeJHh3UNqSSM1tIqpFGzsxKkABVBJrzhLK4fwr8Nre40q+drG5ga7iawlJg2QMpLjb8uGI6/WvVqKFo7+n4X/zB6q3r+J5Xqem397B8Tba0069Jv40NoDaui3BEAVthIAY7hjjrVvUnu5PEHhfXo4NYTTLeymtpvI052ntpWC4YwtGXwdpXIU/ka9JooWlvl+Vv1B6/j+n+R5RrFla+H/8AhF77ToNSiK6tczRpPbtO581GLsbddr5PUAAFckkDkVXa1jlsNPvNBudQv1sfED32sQQ2LRzwPIrcrbupbClgQuGJ6jJr0rVvD9vquoWF+Z7i1vbBnMFxbldwDjDKQysCCAO30xUml6Lb6VNdzpJLPc3sgkuLiYjdIQoVfugAAAAAAD86a/r8P8gev9ev+Z594q0mO4+H3iOXSbDWLqbVrmB2WezkEk7KyZYQhAUG1ccqM4+mdfxLpSNeaZdaIb/RrmGGZ4Lyy05pkBbbujlg2E/MADk4Py4znFd3RS/r8LDMjwp9t/4RPTf7Vs47G7Fuolt4hhYz6Advp26Vr0UU27u4gooopAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHntulwnijx/K1jfCO6t4Rbv8AY5cTFYShCHb83zHHGay9PsZ7XRvhoi6VfRSWMg+1hbCUGDMDK2/5flyxGc9eterUULT8Pwv/AJg9fx/E8ovNI1e68N/EDQ7O0vItQvr+W6tSbd1juImWPhZSNhLBWXGc+1aE1jYa1pt9fSwa6syaLNaStdQfY/KQqD5a7kQMcg4YZUY6816PVXVNNtdZ0m603UI/MtrqJopUBxlSMHkdKlr3beVvwt+RSl71/O/4p/oeV6FPBq8OlpNqFxZ6yNDlsNMjfS5rSN2aMEkSPlZCNgI2kDqQPTU8HafG1j4bh1Oy1yPUdDhKtHNaGKG3YRlXIcRgSg9grMTkGuvtvC8Mdxp8t5f3moHTcm1W5MeI22ld3yIuTtJHOevrzW3Wjd22v63/AMyErJL+ui/Q8s0HQoJfhbf22o6Nfx3Mt3OJjHaPFdCN7ksHXKZbA2ttAOduMV03gpdYjvNVj1eRr2FWiFvqM1kbWa4G05V0IGdvA3YAOfautoqRvUKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooOcHHB7V5p8NtF+Iem+Kdam8bag1xp8pP2dWnEgZt3DRqD+7XGRt46jihauwPRXPS6Kw/GupXuj+B9Y1DS13XltaSSRfLnDAdcd8dfwrFjex0rQY9d/wCEk1Io2kPKw+0G4EuFDGdUbIDLn+HA5AI6Ur6N9v8Ag/5Dtdpd/wDgf5nbUV5r4X1K+/4TzSrU3V01lfaE11sub9rh5TvTbIwPyxsQzcISPyGMW6mv7fwN4u1ePWdW+1aPrUyWRN/KVjRZEwhBbDrgkYfd7Yqra2/rR2EtdvL8Vc9T1/WYvD2g3erXME88FnEZZUgCl9o5JAYgcD3q5a3CXdnDcxhgk0ayKG6gEZ5rnfiGd3wv8Qk9Tpkx/wDHDXPQfadG8ReChpWo3twuqW7peW8108sbxrCGEgUkrHhsD5QAd2KS3d/L9f8AIXRNef4WPSKK8t8NXeu69otvrEuqrZXqauyXPmXsjKAJin2f7PjYMrgA9c4brXRfEWSfTtMsNdgu7qCLTL6GS7SG4eNJbcttcMFIBA3Buf7tHa/9bf5je7XY7CivLItZ1bUPEVxol9f3CprjQX+lPDI8TRW+8+YgZSDxGoP1etU2U198Wb/Tjq2qwWcOm2t0sEN64UyCVx3J4IUAgYB75ppXt/W2/wDkD0v/AFvsddb6xFLNqK3Ftc2UWnvte4u4xHFINoYujE8qM4J45Bq688UbRLJKiNM22MMwBc4JwPU4BP0BryDxTJO/hn4lQSXl5JFa3UIhV7qRvLVo4yyjLfdJY/L056V0XiWxhHjfwNCJrrynmuQf9Ml5/cMQc7s55PPXHHShapfL8rjf+f4HoFFeZzXWsa5rnjC0XUv7Pl0x0S0ka/khW1j8sMJTGoxIC2Sdx5xjpU6WtzqXxE1LT7zVtSFv/YlvcNHa300KecXcF12sCn3RwCAe4NTfS/z/AAuH9fil+p6LRXL/AA71S61P4b6Rf6nO09w9tmSVuWfBIyfU4FcfpGvXU+veELyx1C+mstWu7pXlu7wlrlQjnmAfJGAVXGOfUDJzdve5Sfs3PWKK82s9R1Oy8W2j6s91d2N9qksdnqNnfN5ZJDgW8tscBdu0jcAeVyepra8Z6lcweIvDGli4ltLDUryRLqeKQxsdsZZI94wV3N6EHjFStUvMb0b/AK7/AORs6T4ht9W1fVdOit7iCfSpUim84Lhty7lKlWORj1wfatavG9Q1C58NJ8SLnQp5TLDeWamd5mlaJWRA7bm3H5QT1zjHtW/rE2t+HdM1rU9M1BZI10Zpreya7kvGEi9Jw0gyBtP3ehIz60r+7fy/S40ru39b2PQ5X8qF5NrPtUnagyTjsB61W0u//tTS7e9+y3Vn56B/s93H5csfsy84PtXN6fYWr6faXkOv6jObzTG/dG/dhPwG80c5QjPVCo+bHpXJx3uo3Pw3+H10dV1CO6u9QtobidLpw0qPu3B+cNnA+9mqs7280vvbRKd1fyb+5XPW6K8xWxmfxB4z0v8AtjWBZ6fawXNoo1KbfDI8bkkSbt5GVB2klevFNttfuNZ07w7BNe3smoz6Ab6aJLo2kLcKDK8ifMWBJwoyOcnHBqb6X/rZv9GVbW39dP8AM7rXPEVvoNxpsd3bXEi6jdpZxyQhCscjfd3ZYHHB5APStavJ21C61X4e/Dq+1Cdri5m1ezaSVjkucOMn3q/qOo6np/imS8vnurzSJdVhhhu7G+dDZtuVPIktzhXUsTlhk4bPYYvl15fO35f5k30T8r/n/kejSzxW6B55EiUsFDOwAJJwBz3JIA9zWY3iG3TxdH4ee3uFuZbVrtJsL5TIrKpGd27OWHUVz3xPjV7DQN0kqKdds0bZMyAgyd8Eegwe3aoNX02O7+L+k2jz3UcQ0O4BMNy6SMPNjGPMB3++QQeOtTHVr1a+6Nynovu/Ox31Mmmit4HmuJEiijUs7uwVVA6kk9BXmGn67Mvg23tL/U9SeV/EMum27RTYlnVZWCxvMTlRtHL53ccZJrM1e9vrv4Y+PYL+6lb7BqLRRKt5JL5aERkp5hwzLlm4b6Y4oWu39bf5glrbzt+f+R7KDkZHSioLKFILOOOJnZQuQZJGkJ/4ExJNT02SndXCiiikMKKKKACivNPHOi/EO++Iui3fhXUGg0WLZ9oRZwiKQx3mRM/vAVwAOfw616XQtrg9HYKK8806eTxDe+LDq+tXuly6ZqPlQ/Z7oxC2gVVZX2fdbf8AMSWBznHasnxpr91HB4jvdG1G+83S7u1haSS7MEduxKZRIl4kyG5LgdTjOKFrbzt+Nv8AMbVmz1miuH8QRzXPxQ0GxGoX8FpeafdG4ht7uSNZNnl7eFI2kbj8y4PvXP3Go6gPg34qf+0r77RpN9dw2t0LqQTKscmEzIDubAOOSc96Ol/63sC1aXml96uesUV5+Zb3RfH1lBZXl9drfaLcXEsFzcvKrzRlNrKrHCE7iCFAHPSsi21bUYvA/hPX4NTvLjVtS1CCO5ied2SbzGIlj8onau0A4wBjb9ctK/5fi1+hN9L/ANbXPVEmikkeNJEZ4yA6hgSuRkZHbisxPENu/i6Tw6be4S6S0F4JWC+W8e7bwQ2c57EDpXO+B7dB4w8ZOZZ2ePVFUB7h2ABgj6gnB9s/hVfUbCLUvjYbe4uLmFD4eyRbXLwM3+kH+JCGGPYj3pLePmr/AIXK6S8v80j0CivHtP8AEeuy2PhvT7i8lls7nWbyzN7JctC9zHFu8kGVQW+YjqOW29eTXoXha3vrSPUbfUNRW8VLtvJQStK1shUHymkbBYjOcnnBAp+f9dP8xPT+vX/I36K8l1C816wu/FHhnRtTuzqqzDUrKWed5mW18vfsXeTgeYvl/wDA6t3eqPrvw68S+LNPv7+FJbDdZ+TeyosTJFuZlAbAPmEqcf3PrS+zf5/1+XyHb3ku/wDX/BPQtV1L+yrNbj7FeXu6VI/Ls4vMcbmA3YyPlGck9gDVoTxNO0CyIZUUO0YYblU5AJHocH8jXnPia2udK+HdtqEGsaq93cXljK0r3r8b3jVlABA2kE/L05PFX9CtY5Pi54t3y3BKW9mVX7TJgBlkzxu6ZJwOg7YqrWuvX8l/mSndX8l+djt45opgxhkSQKxRtrA4YdQfen145a6jd6H8KNQv9OuZkmfXZreed7hz5MTXZVm5ztOD97Gec1teJLfVNM8PeKJ01iSKFdJ+0W9tDqM0stvKobEolOGCtgfL0JUnuajpf+trlW9639b2PSaK89snutN8ceFI49Rv501bTZ2vEubp5EkdEjZWCE7UOSfugA5rZ8YagsWpaFpq3F4txfXLiOC2m8hZ9iFiJJR8yqOD8vJ6YIzVNW0/rexMXdX/AK2udTRXlmk6jrup+AlitNSV79ddnt445ruQG5ijkc+QLgDcDtU4c8kL7113gfUTf6PdiSC9t7i2vJIZ7a9uPPaFxglFkyd688H3x2pf8P8Al/n/AFoN6f16/wCX9al/xJ4ht/DGk/2je29xPAJUib7OFJTewUEhmHGSOmT7VrV4rrF2+vfCO51nVr25/tJtXWOS3N06pCVuwoi8oHbwoB5GT1rorq51fXPGPizTBfGyOnwQiyb7dJbiFWj3GbaoxJ8/XccYXHc5On9dl/mO2tv63aPSKpS6l5WtW+nfYrx/PieT7UkWYY9uPlZ88Mc8Dvg1xdpdXms+Nn0PWdUnSOLRIZ4Ws53tvtEjkiSYFSCcYGAeBnpUqSS2/wAQ/C1vb6veXttPpdz5sj3DFbkp5YWQqMJu+Y/MB3p21+/8L/5E30+78bf5neUV41eyahD4D8X6rFrerrd6RrMyWLfb5SIkWRAFIJw64J4fcPTFdUksuh/EqK1TUL6SyutFmu7iO4uHnAkR0G9FYnacMeFwPal0T/ra5TWr9bfjY7usnQ/ENvr0uoxQW1xbyaddG1mScJy4UNkbWYEYYVwGga1eS+KfB8ltfXstjq8F27vd3pke6AUMrNCPkjwegU+xxTrf+0HTxhDo12lteTeJFWMPI0YnxFExi8xeULAEbh0p21s+36pC6f12b/Q9TqvPexww3Lxj7RJbrueGJl39MgckAEj1Irn/AANqL31pqUNzb3tpd2t6Y7i1u7r7T5LFFbakuTuQg5GemcYFZHhO3QeIvHTmWdnjv9oD3DsADbp1BOD7Z/CpldJ+l/y/zHHVr1t/X3HXaBrVv4j0Cz1eySWO3vIhLGswAcA+oBIz+NaNeOeHhcaP4E+H2o2WoXyzXV7b2s0ZuXMLxOHyvlZ2cYGDjPHWrXibxBdBtUv9I1C+zZa5bWbyTXZiSI74w0UcK8OpDHLPgnPGcCtGvesu9vy/zRK+G77X/P8AyZ6t50XnmHzE80LvMe4btucZx6U+uH063RvjVrZaWfKaZaui/aHxy8uflzgj26V3FR0TH1a/rYKKKKACiiigAIBBBGQeoNZ9joGj6X5/9m6TY2f2j/XfZ7ZI/N/3sAZ696l1a/8A7L0e7v8AyXnFtC0pjjIBYKMnqQKwdM8aLN4c0K81CymW/wBYSPyLSDYTKxj3sVy+AoGTliOnriha3/rcP6+41Lbwv4fspIJLPQ9Nt3t2ZoWis41MRbqVIHBPfFL/AMIvoBtZrb+w9N+z3D+ZNF9kj2SN/eYYwT7msm6+IOmWek3F/LaXxW0vlsbuFUQyW8jMANw3fMDuU/KW60+48cRWlxpsFzomrxS6lNJBbo8UYYugJwRvyAQuQemDyRzQH9f1+J0LWds1mbRreI2xTYYSg2bfTb0x7VBZaNpmmyGTTtNtLR2XaWggVCRnOMgdM1zbfEezjsNQupNF1hRpUpj1FDHFutMDO5v3mGGDn5Cxx2q1qGq2p8beHYDLqitdwzvbeRKgtZgEBPmrncSBgrxjnrT/AK/UDXXQNHXVjqi6TYjUT1vBbJ5x/wCB4z+tW7m1gvbWS2vII7iCVSskUqBldT1BB4IrlJ/iPZW9vqk8mj6t5OkXBgv5BHERBgA7/wDWfMuGB+XJHcVran4mg06Xy47G9vmFq12xto12rGO5Z2VcnsASfbFLS3l/THrc0vsFmbmG4+yQefboY4ZfLG6NTjKqeoBwOB6VGuj6YmptqSadaLfMNrXQgUSkehfGf1rn5PHCzax4cttKsZrq21u3kukl+VT5aoGAAZhg/MM57dM9rF/4502wGoytBdzWmlyrFe3cSqY4GOCQcsGO0MCdoOM/Wnqn/X9biWq0NRdA0dDdlNJsVN6CLrFsg88H+/x83401/Dehy6fBYSaNp72du2+G3a1QxxN6quMA+4pdY12x0PR31O/kP2ddoXYu5pGYgKqjuSSAPrVOPxVAdQn06ewvLfUIrX7WtpL5e6aPOCUIcqcHggsPyOaW39dg3Lt34f0bULyG7v8ASbG5uYMeTNNbI7x46bWIyPwpzaHpL3st4+l2bXUyeXLObdC8i/3S2MkexrP8MeLLfxXapdWGn6hBayQJNHPdQhEk3ZG0YY5Ixz26YJqBPG1tJ4ivNGTS9TM9lNHHcSCJDFErqWWQsH4XA+o9KGraMN9TcsNOsdKtRa6ZZ29nbqciK3iWNAfoABVIeFfDwkLjQdMDmYTlvsceTJ/fzj73PXrVC18c6bdPprC3u47XVZGisbuRUEdwwBIAw24bgCQWAzj3GaX/AAsqwXTbrUZNI1ZLKxuntb2cxRFbZ1YKSwEmWXJ6oGx3xT1v/X9dg6f1/Xc6WLRtLgvTeQabaRXTMWM6QKHJPU7gM5NS3+nWWqWjWup2dveW7fehuIlkQ/VSCKyb7xdZWl5dW1tbXWoSWdsLq5+yhCIY2yVyWZckgEgDJwPplk3jOx+ywXGn2l7qMU1kb9Xto1CiHHUs7KMn+7nPtS6a/wBf1Zj6/wBf11NG10DRrAymx0mxtjMgjl8m2RN6gYCnA5GOMGnaboek6NFJFpGl2dhHKcyJa26RBz6kKBmsGTxws2seHLbSrGa6ttbt5LpJflU+WqBgAGYYPzDOe3TPbrKbTW5Jm2nhzRLBLhLHR9Ptluv9esNqiCb/AHsD5vxpv/CMaCbWC2Oiad5Fs++CL7JHtib1UYwD7itSikMzz4f0Yz3Mx0mxMt2u24kNsm6YejnHzD60w+GdBaK1ibRNOMdmc2yG0jxAf9gY+X8K06KAMr/hFvD/ANnjg/sLTfJhlM0cf2OPajnq4GOG9+tWP7F0v7f9u/s2z+17t32jyF8zdjGd2M5xxV2igCvfafZapZtaanaQXls+N0NxEsiNjplSCDUC6Do6XUV0mlWK3EMflRzC2QOiYxtBxkD2q/RQBl/8IxoP2CWx/sTTvskz+ZLb/ZI/LkbOdxXGCfc0+Pw7osK3Ah0ewjF0gjuAtqg85AMBW4+YY4wa0aKAILKxtNNtEtdOtYbS3j4SGCMIi/RRwKnoooAKKKKACiiigAooooAoXGhaRd6lFqN1pVlPfQ48u5kt0aVMdMMRkUy68OaJf3UtzfaNp9zcTR+VJLNao7un90kjJHtWTZeMfO8QeIbS8s3tbLRQnmXTsmFBjLszfNnGMYwPr7S23jWzuLmxgaxvoJNSt3uLATLGPtSqNxC/P8rbSDh9vB+uDoBpjQdHFxb3A0qxE1qnlwSC2TdEv91TjKj2FRjwzoIs5rQaJpwtp33zQfZI9kjf3mXGCfc1jWPxDs9R8P3GtWuj6ubGC1a5MjwxqGCsQyqS+Cw2k9cY6E9KIviFZy3GmRDR9WX+1oTLp7tFHi5IUMVHz5Q4OfnCjg80f1/X3Bsb66HpKXkN2ul2S3NumyGYW6B419FbGQPYUsWjaXBfG8g020juiSTOkChyT1O4DPPeub1PxbZal4F128aHWLL+z/MgvYrZo47u2KgFirbymQCCCGPtmrlx4uttLudF077DqV3NqlsXtHQRsZCiBirEuMNgg5OF560f19+of19xsrpGmpqj6mmn2q37rse7ECiVl9C+Mke2aS80XStRmE2oaZZ3UqrtDz26uwHPGSOnJ/M1lWvjSxutCu9SFpfI1ncm0nszCGnSYMBswpKnO4cg4wc5qnqnj2Gy0PxDcw6ddC90KIPPazbARuTchyrkFfXBz14oei/r+uo1dux0dzpOnXunCwvLC1uLIAAW0sKtHgdBtIxUllY2mm2iWunWsNpbxjCQwRhEX6KOBWS3iiO3h0uO5s7k6hqWfIs49hdsLuZs79oUDuW9B1OKtaFr1p4gs5p7MSRtbzvbXEMoAeGVDhlOCR+IJHPWnZ3ZK1SZc+xWv243v2aH7U0flGfyx5hTOdu7rjPOOlQnRdLbSv7MbTbM2GCPsht18rk5PyYx1OelYrePdLWza/MN3/Za3f2Q6jtTyQ+/Zn72/bv+Xdtxn25qRvGcA8TXGhR6Vqc11btD5jRRI0YSQkLJkPwo2nOcH2PNLf8Ar+u49v6+RqTaDpFzYR2NxpVlLaREGO3ktkaNCOhCkYFOOjaWdRi1A6baG9hTy47nyF8xF/uhsZA9qo+IPFFv4cuNPiurO8uDqExghNsiv+82lgpBYHkKeQCPXFVW8bW371U0zUnuLe0W8u7cRxiS1Rs4DhnA3EKx2qSePpkv1C3Q1o9C0iGS7kh0uyje9/4+mW3QGf8A3zj5vxqKHwzoNvpsun2+iadFZTHMtslpGsch9SoGD+NZS+PrG41K3stN07UNQku7AahatbrHtniJA4Luu0jPRttSQeO9JuNAh1SJbkme6+xJZmMCc3G4qYtucBgQe+MDOcc0W6f1vb8w8/62v+RqjQNHW4tp10mxE1ou23kFsm6EeiHGVH0qXUNK0/V4Fh1awtb6JWDrHcwrIoYdCAwPPvWSPGlgI9TElrepdaZJHFcWYiDy5kx5eAhIIbPXOBznGKpap49hstD8Q3MOnXQvdCiDz2s2wEbk3Icq5BX1wc9eKHtf5jS1sbg8OaGsc0a6Np4SeQSyqLVMSOOjMMckepq5a2ltY26wWVvFbwrnEcSBFGevA4qPTbqS902C4nt3t3kQMUcr3HX5SRj8atU3o7Ep3VzKufC3h+8uprm70LTZ55wBLLLZxs0mCCNxIyeQOvpUl54d0XUJYJb/AEewupLYAQPPao5iA6bSR8v4Vo0UhlHUdD0nWPK/tfS7K/8AJOY/tVukuw+o3A4pZNG0yW+hvZdOtHu4F2xXDQKZIx6K2MgfSrtFAGX/AMIvoBtZrb+w9N+z3D+ZNF9kj2SN/eYYwT7mpl0PSUvYrxNLs1uoU8uOcW6B0X+6GxkD2q9RQBkx+FfD0MivDoOmRuk3nqy2cYKyf3xx97361IvhzQ1jnRdG08JcuHnUWqYlYdC3HJ9zWlRQBDa2drYQeTY20NtFkt5cMYRcnqcCq0mhaRLfS3sulWT3c8flyztboZJE/us2Mkexq/RQBl/8IxoJtYLY6Jp3kWz74Ivske2JvVRjAPuKW58M6De3E095omnXE1woSaSW0jZpFHQMSMkcDg+ladFAFE6JpTXlveNplmbm1Ty7ec26b4V/uq2MqPYVeoooAKKKKACiiigCpqtmdR0e8slcIbmB4gxGdu5SM/rXCt4G1mbQ/C/2iHSZNR8Ofukhkmd7e7iMYjbcTHlCcAj5WwR3r0Wijb8Pw/4cd/1/E4nXvC2r6t4SawtbXSLO5kvYLkwxSMsUaxujY3iPLk7TyVXr7c39f0TVdU8ReG9Qt0s1j0ud5rhZJ2DHdGyYTCHON2cnFdPRTEcDc+D9cn0rxragaeH8QSM1sTcviMGJY/n/AHf+znjPp71dl8OaxL4g8J32yxEWjQSx3I+0PuYvGE+T93zjbnnHWuxopLT8PwVgev4/iefXPgzXbjw94zsANOWTX7h5bdvtL7Yw0ap837vqNueM9an1fwnrupX0DSHT7qxOmfZHsrmd/Lt5v+eyqExIcYGGCkY4IruqKVrq3y/Cw763/re559pvg/xBpyeD5wumyXGgW0lnPEbqQJKjIq71fys5+XO0rjnGe9TW/gq/0zXNYksrLRr201W7N2J73PnWjsAGAXy2EgyMgbl613dFU227/wBa6/mLZWMHxd4cbxJ4eFlbzrBcQTxXNu7LlQ8bhgCB2OMfjVFvD2qXviptfvhZxzQ6c9la2sU7MpZyGZ2coCOgAAU+vtXWUVNv69Vb8h3t/XzMDwPo194e8F6dpGp/ZzPZQiItbyM6vjvyqkfTFU9N8N6hF4s8T3t+tr9h1pYkTyp2MihIyhyCgHOc8E4rq6Kcvebb6iXuqyOI8IeEtS8PWthpt1Z6K8Fh8qajECbiZBnaChjARumWDt06c8YGg6RqviLwr4s0S3FnBZ32uXkT3TysZEQyfPiPZgnsPmHX259WIBBBGQeoqnYaRpuleb/Zen2tl5zbpPs8Cx7z6naBk093d/1qv8g2Wnf/AD/zORm8E3Wn+LbrVdJsdK1K3vbWCCWDUnZGhaIbVdGEb5yvVeOnWnaz4R1m/wBSi2yafeacdNNo1pcFoo4Js/69I1Vlf0wcYxwa7iik9VZ/1/VxrTb+rf8ADHn2m+D/ABBpyeD5wumyXGgW0lnPEbqQJKjIq71fys5+XO0rjnGe9eg0UU229ybWCiiikMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDip/Bt/c6x4rjma1bSvEcCo0olYTQMIfLxs27WHfO4fSpfDXh/VtJtbWC807Qo3soPKW6tWPmXRC7QWzEPKz1OC9dhRR0sG5xGj+FNY0/wCE0/hif7C181tPAjpcOYj5hbkkx5GN3TB6UR+FtbW68FyMtht0GJkucXL5cmHy/k/d8+vOPT3rt6Kd9W/66/5h/wAH8TgZfB+uS6D40scaeJPEE8kluftL7Yw8ap8/7vttzxnrV2Xw5rMviDwnfbLERaNBLHcj7Q+5i8YT5P3fONuecda7GiktPw/BWB6/j+J59/wh/iVdG8QwW13Z2lzqWrfb4TFcyYeM7N0TsEDLkJjK561B/wAK/wBWlg8W26xaVYweILONI0tpXYW8qoVwR5Y3A5yW4P8As16RRR0t5W/T9P61HfW/9dzhtU8Javqcvh7VZLXSn1LSFkikspp3e3njdQp/eGLKn5QR8h9Peuo0WzmtLArdW9naySOXMFkP3cfAGA21S3T7xA+grRopt3JtY88Pw+1H/hCX8GrPaf2S92X+1eY3nCAzebs2bcbs/Lnd05x2rd0zQtSs/iBq+sSrafYb63ggjCTMZF8rfyVKAc7v73aumoouxvX+vO5zXivRNS1fU9AuNNW0KaZfi7lFxMyFhsZdq4Rv72ecdKz77whew+Nr/XdOstJ1KLUoIo54NRdkMLxggOjCN8gg8rgdOtdrRSD+v1PPJo9Qsvi/pkNjDZzyx+HXWQO5t04mXlQqtjnHGOnekuPhtcv4chRLi0l1WPWW1llmUm3kkYndEeCdu043YzxnHau4bR9MfVBqT6daNfqu0XRgUygem/GcfjVyhbLv/wAG4PV+X/AscbqPh3Xb3w1dQaeumaLeyyxMIbGRhG6I2WRpgit8wyMhePfmsn/hX+rSweLbdYtKsYPEFnGkaW0rsLeVUK4I8sbgc5LcH/Zr0iijv5gtCjoyX0ekW8eqw28NzGgR1tpmlTgYyGZVP4Y/Or1FFNu7uJKysFFFFIYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k=