Στην έρευνα μας περιγράψαμε ένα υπαρκτό δυναμικό τιμολόγιο ενός προμηθευτή στο Τέξας των ΗΠΑ (ο οποίος κατά την διάρκεια της έρευνας δυστυχώς χρεοκόπησε λόγω του ατυχήματος που συνέβη στην Πολιτεία στα μέσα Φεβρουαρίου) και ρωτήσαμε τους φίλους μας πως βλέπουν την δυναμική τιμολόγηση. Τα ερωτήματα και οι απαντήσεις φαίνονται παρακάτω:
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCACtAykDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U65Tx18WPBHwv+w/8Jl4y8P+Evt2/wCyf27qkFl9o2bd/l+a67tu9M4zjcueorq68q8R/wDJ03w8/wCxM8Tf+l2g0AH/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHlX/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7XqtFAHFeCfjd8OviVqsumeEfH3hfxVqUMJuZLPRNZtryZIgyqZCkbsQoZ0G7GMsB3FdrXlXiP/k6b4ef9iZ4m/wDS7Qa9VoAKKKKACvKvEf8AydN8PP8AsTPE3/pdoNeq15V4j/5Om+Hn/YmeJv8A0u0GgD1WiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPKvEf/J03w8/7EzxN/wCl2g16rXlXiP8A5Om+Hn/YmeJv/S7Qa9VoAKKKKACvKvEf/J03w8/7EzxN/wCl2g16rXlXiP8A5Om+Hn/YmeJv/S7QaAPVaKKKACiiigArwTSvjP4p+MXjjxXonw5v/Dfh/SfDN/NpM+seIrKXUZNRvYRGblLe1iubciKLzY1aZpDlmwEx8x97r4J1j9mHwbo/iPxd4S+MvgbxJ4v8A3Pia/8AFfhjUvDllqN9H5l6IzPBcppytcRyRMh2s4Ebq55LDAjVya8nb1vH9OZpdWrFfZv5/hZ/rZX6Jn0r8Gvj9F46vvGPh7xIunaV4m8ICCbUZ7G683Trqznh863vreVsHynjySG+4VYZYYY914a+KHg3xp/Z/wDwj/i3Qtd/tCKaez/s3Uobj7THE4SV49jHeqOyqxXIUsAcE18Y63+zj4u1T4a/GPxRpvhzUYm1vTNC0PQvCt86DUbjRtNaISicD5RLcRrNiPOcFVOGYqPVfhlPb67+1Fq3jq38DeJtF0bUdGh0HSLq90C4shJMpE17PNFKitbLtSziV5Qnm/ZyE3bVzukpSSfn+Ts32vpddHddDN6Qcl0t59r272u7Pqkn1ue8eOPip4L+GMdpJ4x8X6D4TjvCy2z65qcFkJiuNwQysu4jIzjpkVnaf8d/hpq1vcXFl8Q/Cl5b29kdTmlt9btnWO0D7DcMQ+BFvBXeflyMZzXIftTaTPJ4DsNRsNCvdYlt/EGh3GpLo9kbq9axt9RhnkCxIrSSqu0t5aAnliB1rG8ReGH8R/tS/CXxZb+F7uPTV0DWpbm9uNOKG3mk+wiETtt/dysiEBXIbCEY+UgZw97fu190eZP5vT5P5XLR/JP8bNev+aZ7Hpvj3wzrU2kw6f4i0m+l1e1a+06O2vopGvbcbczQhWPmRjcuWXI+Yc8irui+JNJ8SLeNpOqWWqLZXUljdNZXCTCC4jOJIX2k7ZFPBU8juK+Jvhb4BuLb9nv4YfE3wn4ZOs+N/CPiS9K2+nxIt3f6dNqVza3NrvI5VYpTIATtBhU8Yr7C+HPguDwN4bNokFvDfXt1PqeotbLhJby4kaWdxwCRvcgE87QvpRH3lzev6NfKzt6rsS7rT+uqfzulbyfcjvPi34G0/wAZQeEbrxn4etvFk5Ai0GbVYEvpMgkbYC+85APQdqw9a/aW+EPhvVrvStX+KvgnStTs5WhubK98RWcM0EinDI6NIGVgeoIzXgPhaPV9J8feKbHVfh74hm1a58dSana+GLbREl8PXcbSRiLV5NTntZVjlRFE5VJ4mDxqixAk5seLv7abXr/xLH4F16w8N6L8QdJ06OxtNFmmnfTLCKTN5DawoXeH7RO5UorZVQwHoo3apt/atfyu4pv/ALd5tV1t0s0nLRzS6Xt52Umvv5dPXrpf2Xxd8ctE0Px14Lsh468DaPoGrWz3ckusarCLrUlcKtslgvnruDFizSEOuNiqCXJTRvtW13wr8UNGOq+IEn0XxNcz6ZZ6L5UQS1ljt3nieNwgkZnSCcyB2ZRmMKF2kv4B4yfVI/i18S7vV/h74oe21610xtO0XR9Aj1Ky8WJHB/x7alcS29xDaFZGaJstAFTLbnOGHVeMfDXif4ifGa78X3WgajZab8NLG2Oh2SI4OoajK0c9+0GVUTBbZBaoy8Fpphn+7cOjatve/Rf5rbuna6VxN7ry083/AJN6+aTs3ax7t43+KPgz4Zw203jDxdoXhSK6YpBJrmpQ2aysBkhDKy7jjsKt2vjrw3fa1/Y9t4g0q41f7Eupf2fFexNcfZGOFuPLDbvKJIAfG0+tfMXxD8RXev8AxmsfFkvhbxx4e8L3/hSXTrTXtD8KS3+p3cn2ti9ldWc1rP8AZomVEkQywIW8z5pFAKV1Hj7wXfXXwd8JtoPhe1+HniTVbiHT30mG4ixpi3dmbB1XbtjbyIjHJ5aDaTbAAd6i0uS9tW7L1u4pfk/ntazbvFTaeyV7+SSb/VLz67pey3Hxc8DWunaDqE/jTw9DYa/KINIupNVgWLUZCcBLdi+JWJ4wmTW7oviDS/Elm93pGpWmqWqTSW7T2U6zIssblJIyykgMrqysvUEEHkV8tePvCEHwd+LdlcJ8PdW8U+Aofhy3hXRLHRdKl1IRXSTktayJGjGFZ4vJHnSbY/3R3MK9P/ZJ0G48GfA/QvC2oaZqWn61oytDqzahbNGJ9QdjNdSROwHnxmWVyJlyrZ4YkHGloyTlHz/9Ka/JJv8AxR8m07xsn/Xup/m7f9uvzS7vVvit4J0HWdQ0jU/GOgadq2nWR1G9sLvVIIp7W1GMzyRswZIhkfOwC8jmta38VaLd6he2MGr2E19YwR3V1bR3KNJbwyBjHJIoOVRgj7WOAdrY6Gvh/wAceB9Y1DQfiP8AD/Vvh94g1LXdc+Ic2vS6xZ6TNNbvoZeN3mS7CeW0hs0e0FsGMrFtuwg5r0PQ/Flx/wANM/FGSDwp4mlt/E3hLRotOaPR5giTRrdkwTsVCWr7LhGxO0fQj7wxWMpWoqot7Xt58vNb/wBt83FrfRa8q53FvS/4c/Lf7ve8k101fs3xU+Ldj4b+GEHibQvFfhDT7fUnt1sPEHiLUYl0hY5HUmYuJU80eXuKqjgu20ZAJYdHcfE7whpvgu38WXvi7QYPDEyK6a9JqMMdhID0ZZi+wgkHHzGvjbwcviLSfh1+zkl/4L8Y6DaeENMn0vVfEWn+HLi51fSbz7HHFshsmglMkEhMiNP9nlX5BsIyHrtzomq6R4i+EvxCm+HGpp4M8OnWLW40eHS45dUt5LmSPyNaNhbRJiWXZK0kcUXmx/aW+T74G0oqMpRT0vo/L/g202ve+sdVjGTcY8ys7bdb/wDA6+lviaT+hfB/xu+HXxEuLu38K+PvC/iaezhNxcxaPrNtdtBEDgyOI3JVckfMeOasWfxc8C6j/YRtPGnh66GvSywaT5OqwP8A2jJE22VLfD/vWRuGCZKng4r5f+IXhfx78UfhV8aRo3hvV08HavrmmXuj+HtShks72/s45IH1UJby7ZIVnKS4icKzkyHYDL80PxjbUPHXgH4oafpXhjxzqFj4s02xsfBGjz+G7u2h0y+gRkEqo6ZsAkrRv5kyQKRFuQvwTnd8vNbXTTrqr/rZLunexS+Kzemuv4f8F+W19z6w8W/Ejwj4Bm0+LxP4p0Xw5LqMvk2UerahDatcyZA2RiRhvbkcLk8iujr5S8YfGRfhjrmreFfih8HvGHjLS797Zp/FWlaDHrGimzWCINJdOW3RLFIJ2ZWQ4AMgB319WLjaNuNuOMdKu2l07/0vxXUlSu7WsLVe+v7bS7Ke8vbiGztIEMktxO4SONQMlmY8AAdzXkvxI+GPxa8TfEnS9a8J/Gr/AIQvwlbiAXfhf/hFbS/+1lJC0p+1SMJE8xCE4Hy4yOTT/wBrTR9X1/8AZ/8AFWn6J4YTxheTrAG0lixZ4hPG0rxqrKZJEQNIqBhuZAOc7Tm2+W/X+te1vn62LS9639enr8vS50UXxs8G+IPA/iDxJ4S8W+GvFNrpEEjyz2Ot2z2scoQsqSzq5SLPHLEYBzWn4J8T/brK00nWPEGgap4whsIbzUYNEfZGFkztlSFpHkWJiGCsxO7aT7D5m8feE1+MfwT+NGmW3gjxD4snvfDhe08ReMfDkGmanf30cUpgtIrb7HbSsLc4dJWQ/POwRjjjXbwvqmm6/wDDD4meAPBV5BrWo2T+FNegvNNbT5nt5YQ8V7dRuqyBYLiBc+YA+yV8DkZdpc0l/ht6tSXl9q1/Kz1WpLfuprz/AA5W+/Ru3W6tvoe/TfF7wJb6boeoS+NfDsdhr0/2bSbp9VgEWoy7tvl27b8Stu42oSc8Vft/iB4XvFszB4k0icXl5Lp9sY76JvPuYyyyQJhvmkQo4ZByCrZHBr5k8ZeB7f4JfFSxkT4f6t4s8Cw/Dp/DGkWujaTJqGL0XJeWCWOJD5IuEMWZn2x5jO5lrjtM+Gsvg3wP+zzfXPgXXbnxL4E8TtF4h1CHQprm8Ek9tdPdtEyIZJ7drqZD5ygxklWLfKSK0dn05kvk5uN/uSb7c0fK9STV7dm/uipW+929Yu3W32n4wbUE8K6s2lXCWmorbSGCd9mI2Cn5vn+XI7bvlzjPGa8z+Cvi6H/hFvEHiTUfi4njjwrFKNl7rVpZWNxpDIn76K5lt1iiYcqwJiTCkHc6srVF+1j4f8ReMPgXdw+H9KutUuI73T7+/wBDhK/aL6xhuopbq1Ubtru8SOuzOH5XndXifxW+Ft58ctL+P3inTvCF9J4f17wTb6fpuk61ostpe6hq9sly6XKWs6LKjxiSOJHKhmK/LkKpOUpOEZzW6v8Agr3+fwq3VdioxU3BX3t+Ltb5fE/Lz2+tNe+InhXwr/Y/9teJtH0f+2Zlt9M+338UH26VsbUh3sPMY5GAuSciotQ+KHg3SfDdx4hvvFuh2egW88lrNqtxqUKWsUyOUeNpS20OrqylScgqQeRXyzqWpXlh4+0rxjq3w38VeI/DF58Nz4c0+zXw9czTi/WfdNby23l+ZbLOvlDzZljT90dxUYJy/h74F1v4a2/wU1vVfB2vazpvgW31PTvEtqulS3N1bavdmKWTU7WEKXvEEhmQzQK7FZiV3fPjeUUnZPq/uvJL8lftzxvpq8ottJta2/RN/c2158srXei+oND/AGhPhZ4mt9Rn0f4l+D9Vg02D7VfSWOvWsy2sOQvmSlZDsTJA3NgZIrpbzxt4d0/xFY6Bda/pdtrt9C9zaaXNeRpdXEScvJHEW3Mq92AIFfInxa8IeI/it8Bf2jGXwZqlz4a1N0vfBmi6npUn9oNdCBftFzDZyJ5sBefcyKVV9xkfau8k7FvpuueH7Hx54Q8U/DUeOPiLLaX934c8WSaJM9nrsdxbzLHBcXsaFbGZEBtmR5IlKeXsYB8DKTcY3tra9u+l7evlvZd9Foo3aV9G2vSzWv4+nyV39H+Gfix4N+IN1qmneEPGfh3xHq1gp+0WumanDdvbNkqPNSNyyjcMc46EVwXwJ1nVNe8S65JL8VZvGUNlEttqPhzUNPsUuNLvd5O+Oe1SMNAQrqoZZMlT+9yrLXiWkaF4o8XfCHVfDXg/w74q/wCEubwHPpEOseKdEj0MeH5hEipp1lM1rFNMkrj74lmRPIjZpCTk273wf4k+Lc9hqngHwvrHgV9G+Gmq+GJ4dc0yXSpGvZ4ohaWUYlVd6wyRM/nR7ohuAVzubFzXs5TaV7J/lPXqtbJddZJp6R5op/vYxvpdq/lrH07t+kXdavl+otF+LngbxJJHHpHjTw9qskt8+mIllqsExe7RDI9uArnMqorMU+8FBOMCsnxJ+0R8KfBusXGkeIPib4O0LVbc4msdS1+0t54z6NG8gYfiK+ZvA2n/ANq+Ovg/qFv8OPFfhqy8HeGP7Dnmk8PXELRaxNCtvBGEZF8yK3T7YTdLmFftA/efOaXw3Z+L/B/7Pnhf4U6P4H17Tfi/oep2mzVLbS510qSZblWuNUbUgvkOk0JlLoz+a/mvG0ZyRVSjafLF31t662v93vf4ZJ7XYrvl5rdL+ml7fpp1TvZ2R9L6x+0V8KPDuoxafqvxO8G6ZfyxRTR2t5r9pFK8ciho3CtICVdWVlPQggjrXS3Xj7wxZWesXVx4j0mC10UhdTnlvolSxJUMBOxbEZwQfmxwQa8q8ZQzeFf2m/Ampx+GdVudCm0PVrJLrRtNaeCPULm6spCbgxriHcsLt5shVT82WzXzz8WfhD5PhH9q/wAIab8NNQujrVzFrugxWPh95LSSX7BbqZrdwnltOZ/N+WPMgYsxABJrNO6T7p/hK1vW15elumprGN58t+q/FXv99l633PtHxN8UvBfgm8jtPEXi/QdBupLaS9SDU9Thtna3T78wV2BKL3boO5rC8G/E2HxF8Q9b0iXxP4TubWa2t77QNK02+SbUriyMSmS9lAlOYndwqbEACqCWbeAvkfw70d9F8W6v4S+JXgWTxD4tFzLqWiePo/DUl3b6hFIrmPzLlInWzuIVXySjsi7Vj8vhwo4T4Q+F7vwXZ/sZ6XfaTNoOqW9pqsV3ZXFsbeaNzprl1kQgMGyASCM5Aqo9W/L8b/irWfz62tjzPlu10v8AdZ/jr/V7/Zusa/pnh6G3l1XUbTTIri4jtIXvJ1iWSaRgscSliMuzEAKOSTgVQk8feGIdd1DRH8R6Sms6da/br3TmvohcWtv/AM9pI925I/8AbYAe9eOftmfD288e+DfBR0bSpLvxBp3jLRbi01K104XlxpifbIvOuFBU7VVBuc8LtX5uK8d8WeF9c8QfAPxr4Duvhldf8Le0yBIL/VrPRJfs3iiyS7t57mWDUWj2O11ECWt3l8zzNylTtzUw95NvSza+Vo6/JvXy2vZ21as0l1t8tWvyWnnvbS/1zoPxW8E+KobObRPGOgaxDewTXVrJYanBOs8MLBJpEKMdyxsyqzDhSwBxmt3R9a0/xFpdtqWlX1tqenXKCSC8s5llhlU9GV1JDD3Br5V0HQ9I+Jfx68WeIL34a67H4W8QeHU8NadHrPhua3hu5APNvZbmCeNTAhVLOJWlVRIbchd21c+i/sVx3ul/s2+B/D+paHq+hajoWmw6ddQavYS2jecgw4RZQGZRx84G1v4Waq6fd+cv0UX8yHdSt0/4Cf58y+R3fjL45fDf4daoNN8V/EDwt4Y1FkEgs9Z1q2tJip6NskcHHviptH+M3w/8Reb/AGV468Nan5Vg2qyfY9Xt5dlmCVNydrnEQIIMn3cg818zfYdc+Gnw/wDjB4GvvBHiPVvHfiDWNT1XQtc0HS55odWkuJWksJnv4xstZbc+Uh+0PH5YhUoWGK6/xxpeteB/iz8HvHniLw/f6zHZ+HtS0zxJfeGdIl1GRb+eKzwzQW8bStG5t5FDqhC4UNtGKiLvFN9bfe4t29U0ovbdaXdlclyyaXn+DWvzTbW+z7a/Qp8XaEG0ZTrWnhtaJGlj7VHm/wARmQ+Rz+9/dqX+XPygnoM0sPizRLj+1/K1jT5P7Hcx6lsukP2FhGJCs3P7s7GV8Nj5WB6GvibRfC+v/BfTf2eJta8PauYbPxlr2qNomlWMl/c6Pp93FeCCIw24kYiJbmLcEBCZI6LmrXjDwX4s8Z2vx40G28D67PLrXizS/FEVhfWRhtdV0y3i04y24uH/AHLSSiCVBDvLAjEgQGr0cmr2/R3hv6KTbt/K7C7df1+Pb15Va/8AMrn1/wCHfib4P8Xao2m6F4s0PWtRW0ivzZ6dqMNxMLaVQ0UxRGJ8t1ZSr4wQwIJzXKeC/jBYeJPip4q8MTeMPBs01pIseneHNO1GKbWVVEBnmuUWZtoLt8qCMFVUFmy+1fnzwVJd/F74m6PP4W8L63pzeG/Hmoa5e6vrGlzaWlratYGE2IM0YZ3ld4wyRhlCx7mI+TN/9m2LVNI/4QjR9T8AeI7fxBp15ffa9EvtCS30Twr5jTNJdWWoTWxe4LbvLAjupC4nckKowqjqlJrdX+9Jp/LVPppd2TTIcrKSWtn+Tat87J99bK7vf6eX4neDpPGjeD18WaG3i1U8w6CNShN+F27t3kbvMxjnO3pzSal8UPBuj+L7Pwnf+LdCsfFN4A1todzqUMd7ODnBSAsHYHB6Dsa+NPhvYN8dP2d/hl4ci0DW7jxvZ+JV11PEtzpkqW9gseryzXF0L8jy2aSNJI/LjkMpaVQyqu5lv+KvBOv6j8JPjL8JNe8H61qvjzxN4g1DUND1uDSJ5tPu/Pl82xu3v1Tybc24CIVldXUQAIGBUEV+q7/O3Lt/4E//AAF+dtLfp8vi1flov/Al5c317J8T/B0MmuRv4s0NJNCkjh1ZW1KEHT3kIEa3A3fuixI2h8E54qTxp8R/Cfw30+G/8W+KNF8L2Mz7IrnWtQhs4nb+6rSMoJ9hXzd468N3PgD4weLbrVPBuseLNG8UeALbQon0XRpL2K/1BJ7ppobgRqwg8z7QreZPtj+ZiXGDWX8L/Avij9nXxZ4F17x/o+qeL7OH4f6f4ZbVdE02fWLnRr+BpHnj8mBZJjFMrovmxowJgUPtG00lqr362+7n/PlXpzrfTmn5edv/AAD8uaV/8D87fR+j/HP4b+IvD+ra9pXxB8K6noekBTqOp2etW0ttZBvumaVXKx5wcbiM1ueH/HXhvxZIseh+INK1mRrSG/CafexTk20u7ypsIx/dvsfa/RtpwTg18n6t4a8d3Pwg8Janq3hXVrjw9o/xMTXo/DXkNc6jbeHUllNsrWyhndonaOUW67nREVQMptHd/s123k/Ff4neIJfB2veHB4uvY7zS/t+lS20S6bbr5YaTeo8iWW5kupvIfEmJg5QZbFxXMnfR9uu0X9/vPT+5LV2dlL3f60+KS/KKd+vNHbRP3TxN488M+C59Mh8Q+ItJ0GbVLgWlhHqd9FbtdzHAEUQdh5jnI+VcnkV518bPiNrFr4Jsda+HfiXwyGTU5bG4vtWvVXS4mWOaNhczokmxYplG5BsZnRY96Fjng/jVDeeFf2hLrxTq/gfWPG3hm/8AAc2hafDpGly6li/N00kttIkat5KzoYR5sm2P90QzLiuK8DeIPEX7PPw3+Hg1D4V+OPGlj4dtbuz1u10HS/tV7Frs0sc0l1FA7J9phJkuVF1GWA3nBO9sQkpxTlp/wG1668q/8Dj3u9Je69Nf+GT/AAb/APJZWvsvb9E+IGozfDPwGmhfEPwj411zWLyKxl8VTSwGyvCm9rlreGCVRK/7to0jjfKkgtkK2YpY/i54o+J09vpmv6NovgDT9XWe41COMXF/eRIke7T4onhEcS7g4kmLyuS7BPLK4Xybx94z0741Xnwb+KWnfDnxZp+peFfGbWmq2Wp+G5RrumQNZT5WSCIPIInaW2fIJTDozYwSN/wH+0hqngPxFF8PPFnwl+IGm6hPrV1DH4nTSVuNAf7TeSPbSSXkbnZ5nmxqw2Eq74OcZppvmb63dl8oNW7+lvLbfKStFK+llr85J/lv6PR2Z7vpfxb8Da54uufCmneM/D2oeKLYMZ9EtdVgkvYtoBbdArl1xkZyOM1u6L4g0vxJayXOk6laapbxzPbvNZTrMiyIdroSpIDKQQR1B618j/s52N9aw+DPD+t/DvxANYs7q/S/8P6loEcOg+GFlaZpbizv5rZnuS4fygsd1IXW4ckKowvoX7G2gv4B8LeL/Bh8L6j4ch0zxVrE9vHNpr2tmLaW9ke3FuzKFkQxlSDFuVRgEg8URTvaXZv5ppfdZ9L376WHLa67pfen/l5b7WaZ6T4n+Pnwy8E6++heIviN4T0DW49u/TdU1y1trldwBXMbyBhkEEcc5FauofFLwZpHi6y8KX3i7QrLxReqrWuiXGpQx3s4OcFIC29gcHGB2NeZ+MoZvCv7TfgTU4/DOq3OhTaHq1kl1o2mtPBHqFzdWUhNwY1xDuWF282Qqp+bLZrw/wAVeCdf1H4SfGX4Sa94P1rVfHnibxBqGoaHrcGkTzafd+fL5tjdvfqnk25twEQrK6uogAQMCoKi7xi99G/mpctvVr3tenlqW1q0u6X3q9/RfC/Pr0f3HXM6D8TvB3ijxFqWgaL4s0PV9e0zP27S7DUoZ7q0wcHzYlYsnPHzAc1i/FibUPDnwE8YSpfyNqlj4avGF8hKuZktX/eD0O4Zr598C+GLP4xw/s63OneFdUsNR8H6dbzavrOp6RJawCxfS2ieySZ1C3SzSSxnELSRgRuWIO1We85Rjrbl/wDJubX0XLr699HF/cjJ6Npv/wABtp6u9kfQnhPx9Jdab4p8Q+INd8NW3hiz1CaCzns7pStrBCfLdru4Mpj8xnBbaAnlhlVssDTPDf7Q/wAKvGWpf2doHxM8Ha5qHlPN9k03X7S4l8tFLO+xJCdqqCScYABJr5L8N/DPW/D/AIJ0/R7H4e6rcaL4E+J+o+IL/wAM/wBktDBeaY8919nNksgWO5MQlinRI9y/uwAQ4VT63JDqHxe8YfFC6t/CmqH4Z6p4TS1lsvE2jT2h1TWFMmHjsbqNZPliESGRo13lYwN3lgjHnfsuda+7f7oKV36u8fVeemvJ+85PP/2/l09FaXo/LX3e4+JHhK1h0CabxRosMXiBlTRpJNQhVdSZlDKLYlv3xKkEbM5BzUdn8UPBuoeMrjwha+LdCufFlupebQYdShe+iUAEloA28DBB5HQivkf9nPw7rvw38O+CdC+Jfge/12TVPD2ky+HfEv8AwjE19NoFzDbQRjTryNIna0MMx81JWVVO6UuVdSTX8P8AgPX/ABJ8F/hh8LbrwlrmlfFLwh4lsdQvNdn0idbGI294HutQj1HYIZjPCZDtVzIxmIZRhiOtxSqcnS9vlezf/bu8ujVmnbUwUpcnPbpf52v/AOTbLre6avofSfgH4neIPE/x2+Kng7ULCyt9C8Lx6U+m3UKyCec3MDyS+aSdpwyALtA4znNeqV574MW2X4u/EUxaPrVncuummbUb2y8qxvMQMFFtLuPmlBw/A2kgc16FWK2RfVhRRRTAKKKKACiiigAooooAzPEU2qw6W40W3gn1GRljja6YiGLJwZHAILBRk7VILYAyudw8q+H/AMSPHtv8T/F/gDxlY6PrmpaXpFtrumav4ctpbGC8gmeWLyJYZ5pfJlEkD4PmsrKc/Lgiu8+KfxAHww8C6p4jGg634omtI8w6R4d0+W9vLqQ8KiRxqSMnqxwqjkmvCfgX+0Ff+KJvFurXPwY+J+k6wmnvquq3viLw8NPe8MQxBYWEbSHzSoLhULLzuYndI2VFq78lr936b/h1Q3stNXa33r89vxWzO68I/Ejxxb/GLXvCHiJND8RaZa6J/a63/hmzmgfTpvN2ixuRJNKJJHQ743XyywjcmNQRXI/Ab9p7W/HWrWp8XJodno+r+D08b21xp6SQnR7Vp2jNtePJI4kYKAfOURBjHKPLXbmm/C3wJourfH+x+I/w/wDC2seBNEvNHvIvFFpqGj3GiJqN7JLC9uzWkqR+ZMn+klpwhB3gb2J47q3+F2i3nj3UrHSPCWneGfDEN1HqOtS2elx2p8Q6gf3kYcqg82OIlZGc53yFUz8kqmoprlv2d/vkv/kWnpeyX2mxNqSnburf+S3+/VNbK7f2Uju/Aus6x4i0eTVNWsV0qK7maSwsWRluIrXAEZnyf9Y+C5UBdgcIclSx6Ovk34E/8LPX43Ww17/hLPMZNbPi7+2PtJ0bP2tP7K/s3zP3A/c7s/Zv4c+d+8xX1lTt7sZd1/wP0v5i1UnF9GFFFFSM8q8R/wDJ03w8/wCxM8Tf+l2g16rXlXiP/k6b4ef9iZ4m/wDS7Qa9VoAKKKKACvKvEf8AydN8PP8AsTPE3/pdoNeq15V4j/5Om+Hn/YmeJv8A0u0GgD1WiiigAooooAKKK+JfDPjHR/Af7THxR8AT+KfEl7rmrX9rpPhjTtf8Yao1nbxzadDPckPJOVVw75QJ+/ywWMqu5km7vyre1/XZW/H7ikrq/wDVj7aorx7w7oui/snfB3VtW8R+LvFHiqDT4fteo6t4g1O61O5nk6BII5ZH2BmYIkadcruLHLHnfh78arHTfGGu6Fd6F8QJ/GepxXXiK50PVUimfT4Vkght7aJI7l4Y1cSx7DG2wlZmldGVwt7ycVrp/wAH8rv5eZOvLd9/+B+bS+Z9B0V4f4L/AGoJPG3jCx8O2/ws8bWNxdRyXDXV5Lo/kW8EdybaSaQx6gzbVlVhhVZmCkqrDmtDQf2mND8XaLfar4c0HW9es/Nkh0byGsreTxG0TMLg6dHcXMbSrEFLMzBFYDKF6XS/T/J2/PT7+zDrb0/HVfhr6anZ/Cz4aaZ8IvBdt4Y0e4u7nTre4ubiNr50eQGeeSdlyqqNoaQgcZwBkk5J62vO9J+OGieKvAdh4n8LWOp+KjfpK1vo+nxRx3xeJtk8TpO8aRPG+UYSOoDYXJJUHf8ACHjhPFfge38Sy6Hrnh9ZIpJZNJ1iwaPUINjMGRoULlm+U42FtwIKk5FD91O/QOvqdLRXiGmftaeG/EXw/sfFXh/wx4w8Rm7muEGh6XpHmanFHBdPbSTSwlx5ab43wrMHYKQELKyrF4w/a98K+C18X3dxoHiW+0PwxLJY3muWNpC9pJqCRq5sYt0yyNN8wUMUERf5PM3kKXZ3t/Wlv80vXTcOtv66/wCTfor7HulFeF+LtS8L/DX46fD66RWt/Fnjm7urK8ZwvnTWq2xdBMVH3IZVtooweFM7AHMjFtL4n/Ea11rxRffCj7N4s0fV9U0ifULPV9HEcBvY4GhNzb2k/nK8c+2ZFEjBFBclX3IcJ7K2+v4av7kNb+Wn3N2T+89irmfGfw/03x1feF7nUZblD4e1ZNZtY4HCpJMkMsSiQEHcoExbAwdyqc8YPmV5+1V4esfhz4f8VaB4W8WeLdHv5YbAjT4rdJ7O5e5FmlvOby4hzN9oPlsqs7KQWfCkMdbXP2hn0W/0/R1+G/jLUfFdzpsmsT+HLFdOe6s7RJfK8ySQ3ggclsYSKWRzuHy9cN6O/Z/ive/BK/luLWzv1Wvz0t872PXaK811/wCOVnpWn6UdN8L+JPEeu6hpf9tL4ZsLaGDU4bQbA0ksV1LCEZWkVDGW3lshVba2OW079sDwbrMfgi403SfEl9YeLLiXT7W8j04KtrqEazFrG4R3EiT5t5VICMilQXZVZWJbW39b2/PT103Fdf16X/LX012Pc65Tw78OdP8ADfjvxb4rt7y/mv8AxL9k+1W9xMGt4fs8RjTyUCjbkHLZJyQOnSqvwr+Klh8V9H1S7tNN1HRbzSdTn0jUdL1ZYhcWtzERuRjDJJGwKsjBkdgQw5zkDnfGH7R3h7wb4x1fQZtK1rUYdCtYbvXtYsYImstHWYMYRcM0iuSwQn92jhFIZyi/NUtqNm+1/la9/uKScm0ujt872/M9XorwzVP2rLax8N+GdctPhv421XTte01dTikhi0+3MCG1N0UkFzeRZZYVLMU3oD8u7f8ALVfxd8aD46+F+nWlt4c8b+G9f8ZREaRpFi9gutz2YWOSa5hkS88m3AikA8yWZGRmX5S21WpqSco21W/4/wCT+Sb6ExafK76P+v1X3o97org/g78VNB+KXhy6k0WPUbK50W7fSNS0rWlIv9Puogu6Gcln3tgq3mK7q4YEO2c1geJ/2gJvD/xGtfBtn8NfGXiC+u4bi5truwGmwwTRQPEk7j7TeQyBUaeNclAH3ZTeOaH8Siuu3pa9+1ra32tqC1V+x2/jHwbJ4x+xQvr+qaXpsbN9s0+wFuItSjIAMUzSQvIqdf8AVPGxyckiukrwW6/bC8PWGl+Jr+78IeL7OHwvqkOm66Lizt0bTkmWJ4rp83GGiKzIxWMvMozuiXFdHB+0h4cuF+JwGl6/Fc/D+1+26jaXGnmGe8gMDzJLao7AyI/lSIrNtBZCOnNTdRV32v8ALT/Nf1cpJyait9vnf+v6ser0VlWXiK2n8Lwa9dxzaPaPZrfTR6iBHJaoU3sJQCQrKM7uSAQea8rt/wBqjw+fEujaTf8AhnxRpEPiG0e88OapdWcL2muhYjMI7dopnZJWjBZYp1icjtniqeknHqv+D/k7d7OxCknFTvo/6/XXt1PaaK+bfDf7RGga9410LxhNY+OrHT9Xvm8DiyvfJi07SNTS5lV1uIkuSJZpJEWMTRLMihVG9N757fSf2gJ9b+Jlz4MtPhr4yae2it7qfU5v7NhtorWeSWOK5ZHvVnVSYJTsMXmgJzGMjIlzWt1+7vv6NP0d9tSpe7e/T/hvzTXqrHrdFeMaj+1V4Y0nWNFF3o+vReE9Z1E6RY+Nlghk0eS781oREzJMZow0qmNZJIljY4w5BBNPxl+154V8Ff8ACYXVxoPiS/0PwvNJY3muWNpC9pLqCRq5sYt0yyNMdwUMUERc7PM3kKVH3tv6tb/Nfeu6Drb+uv8Ak/ufZnudFZ2reILHw/4evNb1addM02ytXvLua5IUW8SIXdnxnG1QSfpXmnhr9pLRta8ZaB4d1Tw34k8IzeJYpZvD15rttAlvq6xrvYRGKaRon8v5xHcLE5XouQQGk22l/X/D2du9n2Fdcql0/r/NX7XR65RXjGo/tVeGNJ1jRRd6Pr0XhPWdROkWPjZYIZNHku/NaERMyTGaMNKpjWSSJY2OMOQQTPb/ALU/gmbQfiTrM0esWFj4Bu/sOqm+02SCWSYxo6rBE2JH3eYirlV3FgRkEGput1/Vrf5r70Prb+tb/wCT+5nsFFeJr+1ZoVrql3pOreEvGGi61Y6Lc67f6XNpsdzcWlvE8SruW2ll3tL5ylPKLj5JAxQxsBNH+1FoepeHPCms6F4U8X+KbfXrS0vXj0PShdPpkVzEJITd4k2oxVlyqF2UEMQFIY1Z9P6u2vzT+4TaV79P8k/ya+9Hs1FfNvhv9ojQNe8a6F4wmsfHVjp+r3zeBxZXvkxadpGppcyq63ESXJEs0kiLGJolmRQqjem98+qa98Wjo/ifS9LtvB3ijXtOvb0afLr2kWkM1lZTbtp84GUTbFbhpEiZFIIZgVbAtUrdf+Bb700/mu6G9G0+mv8An9zTXyZ31FcN8YPitB8HfB974juvD2teIrSxt5ry6i0WOAvBbxJvklZp5YowAOi797Z+VWwccy37SVhpmt+CNF8ReDPFnhXV/GF+9hpttqNrbSoCsRl3yz208sKAqrYQyeadpOzAzSWrsu6Xze39f5BL3VzPbX8N/u/y7nr9FeV6n+0Z4b0nwj8UvEc1jqrWPw6up7TVY0iiMk7xW0VwxgBkwwKTKBvKcg9BgnnPip8WrLxBrUXw0i0zxxYaprOnjVrG+8PiK2k1GKB7eS4tbe589DDIUlRGlcxoA7BZd44N7W62fyavf7tf+CPrZ+a+5pP8Wj3euS8VfDTTPF3jTwZ4nu7i7h1HwrcXNxZLbugjlM8DQOsoZSSu1sjaVOVHOMg4Xhv46aV4w+Gej+LfDuia1rb6pDLJbaDbpAuoFonMc0b+ZMsStG4KszShd2AGYsuel8H+N18WeCbfxJLoeueHxJFJJJpOsWLR6hAUZlZGhQvlvlONhYMCCpIIoel/IlapeZ0tFeDR/tWTzeKrbw9H8IPHzalc3s1hEvm6KFaSKFJ5OTqXAWORGJOOW2/e+WtHxd+1V4a8Gtqt9daF4iu/B+jX39m6v4wsraGTTdOuA4jkSQecLhxG5Cu8ULohJBYbW2ta2t11+WmvpqtfNdx9/L+reuj08me0UV5Hd/tJaNZ61450k+G/Ekt94T06HWJYobWFzqNjI8ifaLQCXLqDDL8r7HYLlFcMufR/CvijS/G3hrSvEGiXkeoaPqltHeWd1FnbLFIoZGGeRkEcHkd6S1V1/W/+TXqmujDZ2/rp/mvvXc1aK8kj/aY8MTfDGy8diw1caRd+IF8OJCYYvPFydROn7yvmbfL80bs7s7Oduflp/jD9oa08M+LNb0HTvBPi7xjcaDHbzaxN4dsoJlsVnBaL93JPHLOSoZttvHKQFIxnAoWv32+dk/ya+8Ho2v63a/NM63xF8OdP8TeOvCXiq4vL+G+8Nfa/stvbzBLeb7REI385dpLYAyuCMHk5rq6yPFPiSPwt4du9WazutR8lV8uys1Xz7iRmCpEgdlXezMqjcyjJ5IGTXDWv7Q3hu48WaP4ca11G31O70m81q/WZYQmi29tJ5MhvGEhCnzhJGvl+YGaJyDtG6ldLf+tG3+CbDfVf1svzat3Oz8L+ELPwk+tNZyzyHVtRl1Ofz2U7ZZFUELgDC/IMA5PXmtxl3KR0zxXkGh/tN6Bqnjbw54evtA8Q+H4fFEJn8N63qltD/Z+sjy/NCxSRSu0chjy4jnSJyAflzxU3gP8AaItPiJrGmR6X4J8Xr4d1SW5hsfFU1lAdOlaAuH3hJmngBaN1Vp4Y1ZgADlly3HTkeyVvu0t8trbi5ldu/n9+t/8Ag7HXfCn4a6Z8H/h7ovg7Rp7u603Somiinv3V55Nzs7M7KqgsWYkkKK6yvn8/GzRvidc6Z4n8PQeLNR0nR7m5bR9P0u7tbEeL5kBjlNqkt1E1zFbqJHKyBY3JVkMhQCug8L/tT+CvGXibwXo2lx6xIfFkN01jfzac8NrHcWwJms5ZHxtuVCS5iAJHlPnGBl3cnd7v/K/+f/D6Demv9f1/wex7BRXjl1+01paSwWdj4Q8VarrV5repaFp+k29tbRTXz2JIuZ45Jp44RCNrYaSRGbaQFzxU5/aW0G1vvh7p+qeHPFmh6r41vZtPsrHVNHeFrWaISF1uJCfKU4iYrsd964ZNyfNSWtrdbW+ewS929+l7/Lf8j1yiuc+IfxA0X4XeEL/xL4guJLfTLPYG8mFppZZHcJHFHGgLO7uyqqgZJYV59aftE6hN4nTQ7j4R+OtPu2szqA+0y6OSbYNtMqxJqLSvtO0MqIzqXQMoLrlXu7IH7q5nseyVX1C2kvLG5t4bqawlljZEurcIZIWIIDqHVlLDqNysMjkEcV86+G/2iNA17xroXjCax8dWOn6vfN4HFle+TFp2kamlzKrrcRJckSzSSIsYmiWZFCqN6b3z32p/tGeG9J8I/FLxHNY6q1j8Orqe01WNIojJO8VtFcMYAZMMCkygbynIPQYJduaN/Jv5afpKL/7eXqVrzKK30+/X9VJfJnbeDfCS+EdNlhfU73XL+5l8+81XUhCLi7l2KgdxDHHGCERFwiKMKOM5Jj17wjJ4g1zS7ybXdSt9Ns2EkmiwLbi1vJFdXjeVmiMwKMqsBHKinGGDDIrkfGnx6tPC+u2OhaX4S8S+M9dutJOuHTtBhthJDZhgnmM1zPCjHeQvlozOSfu45qbX/jlZ6Vp+lHTfC/iTxHruoaX/AG0vhmwtoYNThtBsDSSxXUsIRlaRUMZbeWyFVtrYbdve7fpf8rPyVn2M1Zq3f9bP8br1uu56VRXi0P7V/hLV/CPhLWfDmm654qvvFFzcWen+H9NtY4tRE1uGN0kqXEkSQmHYwfe45wF3blz13wp+MWifGKDX7jQbbUIrXRtR/suWa+txCJZhDFK4Rdxb5PNCMGCkOjrjjNHK9V2/4H+aHdWT7/8AB/yf3Hd0V5T4+/aH0zwPqmuWdt4Y8SeLU8Owrca/c+H7eCWPSUZBIPNEs0byN5Z8zy4FlcLglRuXPeaH4x0jxR4PsvFGj3f9qaHfWS6ha3NpE8hnhZN6siAbiSp+6BuzxjPFLpzdP6/Ozt3s7bD6pdX/AF/l96E8ceE7Xx94L1/wzfT3NrZazYT6dPPZuEmjjljaNmjYggMAxIJBGccGrPhnQbbwr4c0rRLLd9j020is4PMxu8uNAi5wAM4UdAB7V4xH+1ZPN4qtvD0fwg8fNqVzezWES+booVpIoUnk5OpcBY5EYk45bb975axPih+0h4Y0nxFfa5dweNj4Z8AXVzBe3mhqken6jqghUrYtidZJmVXYBXQQNKyqZN6qpI+XWz+S2f8A5Np3bS6hv8r/AHvf/wBJ17JN9D6Uoryz4hftAWHgNtTS38LeJPFs2jW0N7rVv4dgt5ptKhlDMjSxyTxs5IRzshEjgLkrgrmG8/aQ8P3lrosng7SdZ+I9zq2lJrsFn4ZS38xNPfIS4kN1NAihmVlVC3mMVYBDtbB1t/XX9E36Jvow/r8v81967nrNFeVeE/2kPC/juz8Naj4ftdU1PRtZAEmprAkUemSGY26Q3SSOsqSNOrxbUR8MhLbVwx5HxH+0DovxU+Gf2fwrD4sa88TXd7pmjLoC28Wo6jb20ojur2zle4jjii27gk8skZBZCFJKKxZ9F/X9fhqCt/X3n0HRXmHw++OXhzxl4NubvSLTWf7Q0m9fQ7rw7fJ/xNYL6JMm2k3yFWfbhvN8xoyuXMm3LV0nw58eTfEDR7q9ufC3iDwfc2t3JZy6d4jto4Z9yhTvQxSSRyRkMMOjsDgjOQRTtq0vX5d/xX3oV9E36fP+r/cdXRXlep/tGeG9J8I/FLxHNY6q1j8Orqe01WNIojJO8VtFcMYAZMMCkygbynIPQYJueLvjdZ+HdSs9J0nw1r3jTxBcaeuqvo+gJbefbWbEqs0rXE8MYDMrKqhy7FW2qQrELs+9n8mrr8NfTUr18/waT/FperPSKK8Z0P8Aat8G+JLj4ftpdprV5pXjS4ksbHVxZiO3trxFmZrS4V3WVJf9GmUgRsFKjcV3KT2vwz+Kej/FKx1aXTYrywvtH1CXStT0vUohHc2VzHglHCsykFWR1ZWZWVwQTTs9fL/gf5r713RN+v8AWt/8n9z7HY0UUUhhRRRQAUVmeItJn1zS3sYdQn0wTMolntTtm8vPzqj9ULD5d4+ZckrhsEfN82sa9+z1rXxt1HStV1nxV4D8N+FYtagsvEWqz6jJaassc7vax3U7PL5bQpbyMju+zzVK4D4qJSUE5S2Sb+5X/wCG89C4wc2lHfT8Xb/gvy1PqOivl3TbjxJ8JfEHwauF8Tat4kvvHwl03XU1nUJri2kvTp8l3HdQQsStqFkgZPLgCIUlOULKpHOfs/eLPHvg/Up9W8WQ+NLq3Xw3BH4gs/ECXR+1eKXumXydMW4wux1JX/RsWwBiKkYYjVxcZum91dfNX+/ZL1lFbvTJSUoc620fybtf836KT2Wv2LRXn/wu8RafcXWs6Ld+M9M8ReOLeb7VremWWopM2ltIBsgEAbdDGihVXKqX2l2G52NegUuw7hRRRSGeVeI/+Tpvh5/2Jnib/wBLtBr1WvKvEf8AydN8PP8AsTPE3/pdoNeq0AFFFFABXlXiP/k6b4ef9iZ4m/8AS7Qa9VryrxH/AMnTfDz/ALEzxN/6XaDQB6rRRRQAUUUUAFfLdr+zZ4h+IHin4uD4peEfB2peFvGs9rfW0Gn6/dTXNlcWtqlvCVZrKIoxCl/ORwyZ2hXBJr6krmPG3xQ8G/DOC3n8YeLdC8KQ3DFYZNb1KGzWUjqFMrLk/Spdr3fVW/J/fdKxUW+h82eH/gP8fPFn7P8A4g+GPxN8SeFtQuVEM+heKbO/uby8ElvcxXFvFeo9rEsozEFaZSGI6oSS1dppHw9+Mdv8QPEvj+4h8DxeJdY0hdHt7EX93Pb6ZFbpLJb7Zvs6NN51zM5lBSPYgTb5hBB9907UrTWLGC+sLqG9srhBJDcW8gkjkU9GVgcEH1FWauV3e+/62s3620/4JMbKNlt/wU/uur/8A+dfAPwH8c+A/Evg25XUNE1SzTwhF4d8Q3E1xPFMtyJzPPc20ax7ZPMd5BhmiK5VvmxsOR8P/gD8RPh3ongTTUtvCGvf8K3S4t/Dt3dajd28upxTIYs3AWBltHSM4youd5/559/qGijo0tP+Hb/BydvX0FbW78vwSX4pK/ofKuk/AX40/CfwfpV38N/EPgq48ZT3Wp3euaf4ntrr+yJHvrsXTG2eDEqGJsou4EOrEkKQBXvHwh8Q+IvFHw80q+8WW2m2viTM1vfro0jyWTzRTPE0kBf5vKfZvXd8wDAHmt/xJ4Z0fxjot1o2v6VY65pF2oS40/UrZLi3mUEEB43BVhkA8jqBVu1tbXSNPhtraGGysbWJY4oYlEccUajAVQOFUAAADgAUk+WPL0W3ktdPQbV5c3V7+b7nyv8AC39mX4ifAa4tvEPg2+0C/wBcv77UV8SaDqWo3Fvp2pWst7dXNpNHMtvI8NzCJ1Q/uirqzg/dVqdq/wCzX8R5LbxJ4Vsr3wxN4K1fxe3jVp72ef7W8nnJdjTXhEGzyTdRrm48zd5ZI8omvp7QfEGl+KtHtdW0XUrPWNKuk8y3vrCdJ4JlzjcjoSrDg8g1oURvBq26/wA1L/0pJ/htoNvmvfq7/N3V/ubWnrukzwRfgn4v8T+MvFfjbxRdaLH4lk0yx0/w1a2Mss1ppvkSJdyM7NGjfvLtUDFRkxwRng/Ksvi34e/EzV/GHgD4iWdr4Uk8XaDaanYXmgT6lcxWDw3bRFTHeC2aQvH5Eed1uA+5uEwK92oo7JaW2+d7/fd3/Cwu9+v9L7rKx85Tfs06/wCH/gLpvhfQtS0rU/Fdt4oh8X3UmpCS3sb67/tIX00WVWR4Y92VRgrkbVJByaf8Tvgv478X/EDTfE82meCvHenNoY06fwl4snmTTtNvfMLm8tj9mnErEERnfGjFYxh1DFR9FUUbadE7ry93l0+SSXa11Zg9b36/5835tvzvZ6aHydDa/ELw/wDtVaVbWdzonjPxXafDSGLU7jVJH0qC4dtROZVMMU3lcq+2PyzuAxuXBNdbD+zXqum2fwxW11HT7i80TxpdeMNenZXgjnluY7szLbRgPtAkulCqzD5F5Yt191XQNLTXZNbXTbRdZktls31EQL9oaBWLrEZMbigZmYLnALE45q/Tj7qj3Tb/APJ3O3pe33A9XJdGkv8AyTk++1/vPCP2Wv8AkMfG/wD7KHqH/pPa1z3xM/Z58e654n+Ktv4Z1bQ4PDHxQt7O21e81CSVb3SBHALWc28KxMlx5kAAG+SLY2T844r6J0vw/peiTahNp2m2lhNqFwbu8ktYFja5mKqhlkKgb32oi7mycKB2FX6nlXJCL6RjF+dkk/vtcqMnGcpx6yb9LybPnnWvgz8RPHN1awazc+GdC0Ox8H6lo1lY6NLPM0WoXIECTbnjT90lugxjBDSuuCFDGknwU+JVvN8LvGcB8Lr468F2E2iS6Kb+4/sy/sJYoUcfa/s5kjl3wJKGEBAyYyG/1h+k6ZLMkETyyuscaAszscBQOSSewp3s3Pr3/wDAv/kmvTQhRVlFLRdPu/8AkU/VHm3wX+F974FuPGOv629ofE3jDVRq+pQadI8lrastvFBHBE7qrSBUhBMhRCzMx2qMAVvGfgHxZcfHTwl438Ptos+n2mk3mi6hBqkksU0Ec89vL58GxGErf6PtMbGMdDv7V6NoevaZ4o0e01bRtRtNW0q8jE1tfWM6zQToejI6kqyn1BxV+n8Motacui9Lctvu079b31D4k+vNq/W/Nf79e3yPkD9pL4Z6p4L+DX7TPiC+ntJbPxXdWN/ZR27uZI444bS3YSgqAG3xMRtLDBHOeB7F4w+Ct14m+L3hzxfY6jBY6U2kyaT4ksWi3Pqlussc9qgOMAJIJg2eqTOo+9kena5oOmeJ9Iu9K1nTrTVtLu4zFcWN9As0EyHqrowKsPYiryqFUKoAUDAA6ClH3XFr7KSX3OP5Mcveun1vf70/zRwP7QUiQ/AX4kSSMqIvhvUSzMcAD7NJyTXlvwh+HXi3x14U+C934tg0Sw0Hwhp9lqlh/Zs80t5f3X9n+RG0yPGi2yos0pMavMWYJ86hSrfQ+qaXZa5pt3p2pWkGoafdxPb3NpdRLLFNGwKsjowIZSCQQRgg1JaWkGn2sNrawx21tCixxQwoFSNAMBVA4AAAAAoh7rlLvy/+S82v/k2noEveUV25k/SXL/lqfIXjz4Z6p8LPh/4O07Vp7S4n1D40W+sxNZu7KIbrU5Jo1bcq/OFcBgAQDnBPWvbbTwD4s0X9oPxB4utG0S48La9pNhZXTXEkqX9o9q1yQscYQpKj/aM7mkUoQflevR9Y8P6X4ihgh1XTbTU4be4iu4Y7yBZljmjYPHKoYHDowDKw5BAIq914PIqUnGl7Nd/w5IxX/pNwl703N9Vr680pfqfGX7Nfw+8VfFf9mj4e+HdTi0O28ArfjV5NQhuJm1G6WDU5LmKBYDGI4wXjizOJnLJuAjUsGXo9c/Zp+Ijx+J/CmnX/AIZufA2reMX8a/aL+adbyR/OS7GnSQLCU8prmNMziQsIyQIicGvpzQtB0zwvpNrpWjadaaRpdquyCysYFhhhXOcIigKoyTwB3ptr4k0m/wBav9HttUsrjV9PSKS80+K4Rri2WQMY2kjB3IHCttJAztOOlaX5Zc0f61i//bY/dru7u91Z7f8ADr/25/fpaytzHjr4fy/Fv4O654O8UyRWE/iDSZdPv30py6QNLGVbymdQWCk8FlXdjJVc4Hmnh34OePfEmqfDY/EV/DiWnw9lN3Z3mg3c8s2r3ItZLVJZYpIY1tVCSFzGrzZbA3BR830HSdeDyKza+Jrrb71e33Xf9WFulF+f42v99l+lj4y/Zr+H3ir4r/s0fD3w7qcWh23gFb8avJqENxM2o3SwanJcxQLAYxHGC8cWZxM5ZNwEalgy9b8QP2Y/GfjG6+NGn2mq6Jp2j+NL7T9a07UJGmluYLy0itRHDLBsCCIyWoJcSMSrY2AjNfSWhaDpnhfSbXStG0600jS7VdkFlYwLDDCuc4RFAVRkngDvV+re94/1t/8AIx+7zd3d/wBf15v7/JW+d9M+FPxR1Tx54o8XeII/CFvfeJNGHh+Szsr65uF0u0hSVojDK1vGZmlnnkLhkjCKsePMIOcn4C/s9/EH9m218L6f4ZutB1jw/eaVZQeKNG1DUriBLXUoYYYZL7T5BbyF1kRDuhkWMFkRgybmFfT1FEXyu6/pa6el2362e6Qpe98X9aJX9Ukl6aPRs+PPHnwz1T4WfD/wdp2rT2lxPqHxot9Ziazd2UQ3WpyTRq25V+cK4DAAgHOCetdnbQ/Hz4V+PrG1a88A+JPhNNrYhVpkvLfxGsN1cnaowTbuYTKOeC8cROAxr3/XND0nXrWGPWNPs9Rt7WeO8jW+hSVIpomDxyqGBCujAMGHIIBBFZGlaX4L8bajpPjzTbTQdevxatDp3ia1iguZRbsTuWG5UE7CS2QrYOTSp+4lHon+HLCKX/km/mE/flKXVr8eaUm//JjM+O3gC++Knwb8Y+ENNureyv8AWtMms4JrxC8Id1IAkA52noSMkAkgHpXEfEn4b/ELx5o/wx1ZIPDNt4r8LeIE1i50039x9gaP7NcQFEuPs5dmHnB+YkBwV+X71e5UUvPzT+53H5eTX3qzPjDRvhj41+Kmh/tM+FdH1XwudE8Wa1fWh1GSac3NnfCzht5YntxHt2N5cbB/NJUE/I9ex6T8LPGWofFH4Z+MtfbQrRvDuiappl9ZabdTTAPcNbeT5TvEnmALbtuZlj5IwtemeZ4W8BzRw7tH8Oy69qLFI8xWrajfSKWbA482ZghJ6sQpPaugpxvFR7pJfNR5fyf5ed1LVu/Vyf3u/wCn3nxT8EfDPxbm+AfgnxD8IdV8Jw6xbz63Y3mmeNILlrGeJ9VldZUe3IkSRDGRjBVhIc4KivqT4Q+IfEXij4d6Xf8Aiy20218S5mt79dHkeSxeaKZ4mkgZ/m8p9m9d3zAMAea0Lj4c+FLvwrc+GJ/DGjTeGrpnefRpNPiazlZ5DK5eErsYtIS5JHLEk881t2Njb6ZZW9nZ28VpaW8axQ28CBI40UYVVUcAAAAAcAClH3YcnT/h7/i7g9Zc3r/wPwPm/wAP/A/4o6He+A/Es994X1LxbZ6rrV9r0bXFxDZkX7YRrciEtIYI0iUI4TeFI3pndVO7/Zp8b2vg/wCIfwu0680G4+HHjTUL68fWLu6mj1XS4r1jJdQpbLCY7g72cxyNNHtDjcrbfm+o6KOWPbS1vlpp6aL8ttCuZ3ut73+euv4vy8rngXjT4MeNdK+JV/4l+H8nh+W21fwrB4Vng165nhbThDJM0V1F5cUn2jCzsDCxiyUH70ZOPT/hL8ObH4QfDDwt4K06eS5stB06HT47ibh5fLQKXYdixBOBwM4rrqKpNpNd/wDNv85N/P0tFldPt/kl+UV93m7/ABB8MPhT4++JX7NUWk6Le+EbnSI/F7eJ9Fu2vrndeLHrJvGtZ8QEWxDrInmL5+ePkWu/8QfAr4o6h4+1/wARuPAviS+1iGzfTNU8QCWWXwbcxRBXbT4Gt5FnQSfvhl7dmfG4nFfSOh6DpnhjS4NM0bTrTSdNg3eVZ2MCwwx7mLNtRQAMsSTgdSTV+piuVJb/APDJX9bRWu+mm7u37zbe7/zb9N29++vS2XqOrWvhHwxc6nreopHZ6ZZtcXuoTgIoSNC0krAcAYUsccCvjP4dtbTfA39oP4i+I7NfD2veN9MutYt4L6fabfSJraf+z4gGPyFj57so4Mkr9+B9o65oOmeKNHu9J1nTrTVtKvIzFc2N9As0EyHqrowKsD6EVk698M/CHiq8trvWvCmiaxd2trLYwT3+nQzvFbyqUlhRmUlY3UlWUcMDggis6sXUjNfzK3onv9+nor97GlOXs3B9ItP1tt+b762PEPhP8N/F3j7wd8GrjxWmjaVofhLTrPUtOk0ueaW9vbo6f5EbypJEq2yos0pMYabewTLKFKtB8H/2f/iF4HvtKtNXfweXtXuE1jx5Zq9x4g8TWz7ysNwJbcfZyWaN2ZZ5f9SqqFHT6VtLSDT7WG1tYY7a2hRY4oYUCpGgGAqgcAAAAAVNXTVlGpOcraSbf3/1Z90kndJHPTi4U4wb1ikvu/rTqt07ny98P/gD8RPh3ongTTUtvCGvf8K3S4t/Dt3dajd28upxTIYs3AWBltHSM4youd5/5597tj+y74g0/wCB+naNa65ptp8RbTxS3jGHVlt2aytL6a9ae4jjTAZojFLNDzgsGyduePpSiou3Lne+mvo0/wA0n8i7K3L07fJr8m18zwX4u/AvxBrlz4Ck8OLovifQ/D4uk1Lwd4uneHT9YaZFC3UskcE2Z43DuN0LqTKxG08mj4i+CnxC1Dwr8MpIbvwvc+IfCPiY6yumKr2GmW9mYLiCOzt2ihZisCToqs0YMnlnOzPH0RRS227p/c7/AJ/ctFZaD/ya+9W/J/q9Tz342fCh/jJ8Mrjw1Jqp0fVBNa39nqlvDuW3vbaZJ4ZPLLfMnmRrlC3KkjIPNcponw7+Ini/4seEPGXjxvDuiReFLK8gttP8M3txeDUZ7lER5pWmhi8lFVPlhAkOWyZDtAPttFC0d/n82rX+79OqVjdW/rv/AF8+7Pjzx58M9U+Fnw/8Hadq09pcT6h8aLfWYms3dlEN1qck0atuVfnCuAwAIBzgnrVfTfhl4w+K2lftO+FtB1Lwyvh7xbrl/aLf3FxO93Y3os4beSGSBYwu0+XGwkEuVyf3bV9eax4f0vxFDBDqum2mpw29xFdwx3kCzLHNGweOVQwOHRgGVhyCARRpOgaZoP2z+zNOtNO+2XL3lz9kgWLz53xvlfaBudsDLHk4GTUQjyxcL6NNfK1JL7vZ/ivMqUm5qot7p/jUb/8ASz5v8T/A/wCJfiPxNo3iDWNI8A+NbVNC/sqTwb4ivLhtM0u4WUst5byG0k8+Rk2q++GJsLhWUHFZsNr8QvD/AO1VpVtZ3OieM/Fdp8NIYtTuNUkfSoLh21E5lUwxTeVyr7Y/LO4DG5cE19Y1QXQNLTXZNbXTbRdZktls31EQL9oaBWLrEZMbigZmYLnALE45rS/vxl2cn/4EpL85ev3Iz5VySiuvL+Di/wAo+n4nzx/wzZ4r8E3ngLxT4SvdE1fxdoV/rV/qljqkkthYag+qt5lz5Ukcc7wCORU2DY+VXDHJ3V3f7O/w28WfCvQdS0jxHcaLqH2q8n1eXUtN81Zbu9u5Xnut8bKAiI77IyGYsiqW2EYPrdFCfLovT0XZeRcm5b97/PXX8X954De/CHx94L+I3xD1fwM/h3VNF8fGG4v4fEF5PbTaVdpAtu00IigkFyjRoh8pmiIZDiTDceofCX4c2Xwh+F/hfwVps0l1Z6Dp0Onx3E3Dy+WgUuw7FiCcDgZwK66ipXux5V5L5K9vuu/6SE/ed35/ja/32X9NnzR4f+B/xR0O98B+JZ77wvqXi2z1XWr7Xo2uLiGzIv2wjW5EJaQwRpEoRwm8KRvTO6srWv2afiK0Pibwpp9/4ZufA+reMX8am5v5p1vJH85LsadJAsJQRNdRpmcSFhGSPKJwa+rKKcfdalHS2i8kmmvucVb0s7rQbd7p9W2/V3u//JntturPU+S/AbfEq4+P3xzTRLLwpJql1HoNvqD313ci3sJzp7EvEFiJugu9f3beQWGDvXdgdB4e/Zt8SfAvxToGu/C+TSddjt/Ctt4V1HSfE99LYrMls7SQXUc8ME5V90koaMx7WDjBXbz9C2OgaXpmpajqFnptpaX+pOkl9dQQKkt0yIERpXAy5VAFBYnAAA4q/QtLNb6fk1+Un9/krLpyvVf8FP8ANL7vN3+OPjJ4LvfhX+z3Z/B3w9N/a/xA+IusXs4ltS8PktLO99f3cXJZEgQ7YzkkO0Ockmu/1H4Sb9R+FPjD4RTaL9q8G6M2nW/h/VbpoLW60m6ijCq00UcrwuDBGyyeW4ba4I5yPd5fDuk3GvW+uS6XZya1bwPaw6k1uhuYoXZWeNZMbgjFVJUHBKjPSq/hnwb4f8F293B4e0LTdBgu7l7y5j0yzjtlmnf78rhANztgZY8nHJojp66fKyaS9LN+l2tnoS1a6rW/m202/W6X3J7o8DuPgP8AEzw9Y634y8G6z4YsPinrXiA69eWGrJc3OhspslsxaF02TEIiJIJgqlnBygVsD074F+IfHuueF9Rt/iVbeHYfFmmag9lcTeFJJn06dfLjkVovO/eKQJdjBv4kbHBFd/qGn2urWNzY31tDeWVzG0M9tcRiSOWNgQyMp4ZSCQQeCDVbw74b0nwjotpo+haXZaLpFouy3sNOt0t4IVyThI0AVRkk4A7046XXSyS8rWS+5K3W9777ktdet2353u/zf9dPkXTfhl4w+K2lftO+FtB1Lwyvh7xbrl/aLf3FxO93Y3os4beSGSBYwu0+XGwkEuVyf3bV6BZfCf4o+F/iFZ/EfR4PCd74iv8AQIvD+t+HbzVLmCyVIJXktZoLxbV5GdfMdXVoFD7hjbt5980nQNM0H7Z/ZmnWmnfbLl7y5+yQLF58743yvtA3O2BljycDJq/UxvGMFfVKK+6PK/vTa9PPUcvecr7Nyf3yUvzSfr5aHzZN+zBrfhvwF4Ij8N6hpl/4r8OeL7jxlPHqTS21lf3Fy1ybiASKsjwoBdsEfZIR5a5U5Jr0T4I/CzUPAM3jLXtfntJfFHjHWDrGow6czva2uIY4IreJ3VWkCRxLmQohdix2qMKPT6Kcfdvbr/8Aa6L/AMBj92nW6l71r/18T/8Abpff5KxRRRQAUUUUAcn8U/8AhNm8C6pH8O00Q+L5I/LspPEU8sVnCx48x/KjkZtvUJgAngkV4l8K/hJ8add8O+I/B/xnufh+vgzVNKurKSHwP9ta8vJ7niWa4luwecM7Ap1ZueABX0le3tvptnPd3c8VrawRtLNPM4RI0UZZmY8AAAkk9KxvBfxC8LfEjTJNR8JeJdH8U6fHIYXu9Fv4ryJXABKl42YBsEcZzzU8qkpJ6prX02/rz9EPma5WnazuvX+v61Z5R4P+DfjS/wDEXw9l8eXmi3Gn/D6GQaZcaVPM8+rXTW5tlu7iN40W32xNL+6RpcvJnzAF2t6R/wAIfdat8Qj4g1mSGay0tPL0OziYkQu6YnuZMgDzWDGJQM7UDYOZWA6Jtc06PWY9Ia/tV1aSBrpLAzKJ2hVgrSCPO4oGZQWxgFgO9Z/hvx54Z8ZXmq2mgeItJ1y60mc2uoQabfRXD2cwJBjmVGJjfIPytg8GtHJyd27vX593/X6IhRUVZbaL07L+v1Z4P8H/ANmjxN4B+Jmg6lqV/pMmg+GE11bC8s5ZW1DVjqd2lwftiNGqp5W3HyvJ5jYb5Mba+larWupWl9cXcFvdQ3E9nIIbmOKQM0LlFcK4B+Vijo2DzhgehFWaV/dUei/4f9SnrJy7hRRRSA8q8R/8nTfDz/sTPE3/AKXaDXqteVeI/wDk6b4ef9iZ4m/9LtBr1WgAooooAK8q8R/8nTfDz/sTPE3/AKXaDXqteVeI/wDk6b4ef9iZ4m/9LtBoA9VooooAKKKKACvgf4W/Er4mWfiv4m+MfDHwuX4seOrnxtq+g6hbT6tFpk2kabaC3FnClxMCiREMz+UAC7OX/havvivLNe/Z/wBOuvG+p+L/AAx4m8QfD3xDq6Rpq9z4ca0aPU/LG2NpoLu3ni8xRwJFRXxwWIwBNnzN33TX4xf5Jp9bPQf2beaf4Nfm0/VHy14D+Mut/A3X/jvJZaBFBY2eleHNYh8MYe3s9M17U40jlt1XkxI80iSOo6fMepJr6J8CfEb4iyfHRvh34nj8O3sOm+Hm1nUdY0eznt1meadY7RI43mk8r/V3YZWZy3lowK7io2ZP2ZfAtx8M/Engm6tLu9svEkhudX1O5u3fUb26yrLcvcH5jIjIhTHypsUKoUBaTwR+z3aeCvF0vig+M/Fet6/eMv8Aad7qdxbZ1OOOPZbwzJFBGixw5ZlESx5aRy5fca2TXMr7L/J2S/wt6d0lfW5L1jLu/wDgXb/xWd/OT9ST42eJPHfh6Tw8vhDUvDelpqGpW2ms+uaXcai8rzSYbakVxb7BHGrPks27BGExuPl+l/HT4mw/A3RPGeoah4Ov7/xFq8OnWIs9GuoUsoWnljaX7P8AbZZb+QqistvA0bnLAFsZr3Hxd8LtM8aeOPBfibUL3UVm8KT3N1ZWEMyraTTTQmHzJk2kuyIz7CGGPMbrnjzyP9kHwzH4M0zw6PE3inboeqrq/h7UPtcH2nQ5VMhVbb9xsZP30oPnpKWDgMWCoFxinaz73+V1dfg3pbR2uipau67W/wC3tdfTbvr0aI1+MnjHwz8PtHuvEi6Tea74j8TQeHtEvLbR7/TItszbVnurC7YTRFNkxMYkIcKhWRQ+V4D4nfHX4m+D/CHxq8LeJfDnhXxLr3hrw2Nftr60kutP0/U9LmE8cgeEvLLHMnkSDYs218j94lafxk+Adxp9p4DttKvfFHiTWdV+Imm6trXiSQrJdxrDBKouH8mJYYI40jjQBYljyVDA7mz6t/wz9od94R8Z6Nrmraz4lvfF9g2m6xrupSwi+mt/LeNI08qKOKJUEjlVjjVdzuxBZmJmcXOlO2+q9fcjb/yZu766r0qDUakebayf/k8r/wDkq0XR2frleH/ipqS/GDwL4GhsNNtdD1TwTPrzi3hZHhmimtIkjiw21Yts7fLtJ4XBGCDxkX7SHi2++C6+Jbe00KDW7jxpe+GI2limkihgiv57dJktFlE15MEhVvIicO5LbcAYqIfA26T9ofwfAmu+Okj8N+Eplj8WKbby7vzblUksp2Nt5QJRI2CwpGyhNwKnk9Cf2NvCaaS1hB4j8VWwtddfxHotxHfRNLod68kskj2xaEh97Ty7vtImJDYzgADeUlPlktm3/wCnH/7bottOq0MYpxTh1Vv/AE3/APJNPZ/PVGPq/wAZ/ir4H8G+H/Feu2HhnU/DH/CRQ2esalDpup6Vdx6XLKsC3AsLob7d45X3PvkdTGu5fvfLo/ET41eO/C+qanZadZaA6ax4t0/wn4TurmKdlV3t/MvLi7CyDzVjZJ1VIzHkxFSwPNdpZfs/6APBHjTw5rGo6t4mbxlHLHruratNGbu73wCAECONIotsaqFWONVG3OMkky+K/gH4a8VfD3QPCZm1DTIvD9zbX+k6rYzr9us7uAkpcq8iuryEl9xkVw+99wOTU7NX1V1fzV48y6bJO21+Z7Fa79bP5PXlf3vXeyjbW5jfBn4leNPGHxG8f+GvEtpo6WvhIWNg19pcMqC8vpI3mldQ8j7I/Je1YR5LI0jqXfAYyah8WPEfhX4/J4V8S2OkWPgvVtEub/RdVglladrm1ZWuIrgsAi5ikEiqoPEUhLHtp/DH4F2Hwt1a91Cx8SeIdUn1F5brUxqdzC66heyMN15KEiTEoQLEFTbEqIoEYKgjZ+I3wn8PfFR/Dba/BLN/YGqJq1p5UmzMqxyRlH/vRskrqydGBwcjilJczi79NfVqzfyesfktOj/mt8vlql5X2e9tdXu/HdG+Mfxb1vXPC/hL7B4U03xfH4VHizxELq3uTbFZLgxwWUA84NC7BJN0zmQIV/1bZxXpf7OvxG1n4ufCHRfGWt2dtp82stcXVrb2sboFszPILUsGZsu0IjZiDgljgAYqp8UP2edH+JviZPEK69r/AIU1t9Kk0K8vfD1xDE97p8j72tpfNikAG7JDx7JFLNtcZrqfhx8ObH4YaD/Yul32oXOkwsEsbO9lV00+3VQsdtDtVcRIBgb9z88scDFppxd99f8A0p/+28qXpL1ZLdW2/wCAv15n81v9n598b/tLfEez8NfETxf4a0zw5c6Boevy+ENK0u8t7hr241ASx2yXMkiyqrRG6kCeQqBtmXEvGw691+054l0v4/eJ/hXqNh4dttZki05fC7/aZxFdSTx3Uk0lzIygLtW2JWFAWY/KHbJZOl1j9kfwtqviDUr6PX/EmnaXf6w3iN/D9ldQrYpq5XAv1zCZfMVwsoQyGLzFDGMmrGv/ALJ/hHxYPE8mt6lrmqahr+n6bZzalNdRrdWs1iZmt723kSNTFch52fcPlyAAgXKmF8Eb76X+5Xt535rbKzW32alZuXLp28ve0v8A9u2Xqn6yxLH4kfFfW/F4+G0N54K03x9pOipret6sdNvLvTHWa4nitobeDz4pFLLDud2lYITgK+cjk9H/AGkvE3xG034bDU/D+iWmheKtfv8AwP4l0dnmmnjvIY7xZXt7hWVfJzaj5WQswlPzIVy3p19+zdFeappWvx/EHxdZeNrGyk0yTxba/wBnLfX1mz7xb3EZszbOqNyreSHU5IbJYm/rP7OXhbUPA/h7w3YXGp+H28P6l/bOl6vptwpvbe+JkMlwWlSRJXkM8xcSo6t5jZXpg7cyvrr5rm6f9ue7bTXXpdx0ai7aaeXu9evx631008l5Xa/tO+IdOeT4e22h6Db+PrXxkvgq1lXzIdIWL7H9tjuvKBLgC2GPID/fAUOAcjW1L41eN/hT4k8bx/EHxJ4X1Sw8L+G5PFH2HRPDNxZT6hZqrrlJpNSmWN1mjKMrRkENGQ3zME7aT9mPwfc+B7nw/dyapd3txqv/AAkEniR7oJqv9qgALfLKiqqSqAFARFjCDZs2fLUuj/s4+HI5vE954n1HVvH+r+JNL/sPUdT8RSQiV9P+b/RUS2ihiijy7sdiKzMcliQCIlz8rs/etv58iWn/AG/d6r4X3slp7nMnb3b7eXPf/wBIst912u3xNp8YPidf6Pa6Qsfhq2+I13oh8YRaa2m3Eumpp4Kp9ga5FyHNyXYf6QIvLxnERxk+u/CP4j2fxe+F/hfxrYWs1laa7p8N+lrcEeZDvUEoxHUg5Ge+K4SH9mKK18P/ANmQfEnx1DIlp/ZcGoLeWfnwafjH2NQbXyyv/TZkNxwP33Ax6d4S8E6L4H8G6X4V0Wwjs9B02zSwtrMfMqwqu0Kc9eOpPJyc1rJq0lD5ffL16cie+qk+t3jHm91Sfr90f15n00aXkvD/AIQ/GL4nfEvXLe7WLwvJo0ovmm0yPS9SjS3WJnjgMOtKZbO8LOE3LGiFVdyNxjKnnvhH+0x8Q/jz4SutN8KW3guw+I+kz3Laxb6q92bCGJL+4toUhVcSyl0tmJm4VTj5CWKJ6J4B/ZW8PfD248PQWniPxNqHhrw3cyXmg+GL+6haw0yVldQUKQrPKFWWQKs8sgXdkDIBFa3/AGRvDOj2fh5/D/iLxH4Z1/QrzULq08R6ZLa/bmjvZ5bi4tZRLbvDLAZJdwR4ztMaEHcCSK0eXW6/q347q70W/Qp3kmut/wBHf9Lba9NLuDQ/F3xd1j42+IfC7av4Lg0rRdOsNVltV0G8eVxcy3Ki1W7N4F3Ktt/r/I/5af6njB5XRf2nvG1z8H9L8S6po2hWOvy/EWLwbd2dsZp7aOA6oLORo3LIzPtyQ5AGcEoPu17LD8HrK1+K0/j2213W7W/vLG3stQ02KeIWV/5HmeTJKvl7w6+a/wDq3RTxuVsV4l8ZP2a7PS/DNpoWj3fjTUtO8TePbXU5o9Lkhc6C8ty9zLdw4gwqLMFctP5m3hc4O0xD3akLq6ul/wCTx/ON1rsvO45awnJaOzf/AJJL/wBus/6R6LqnxQ8X6h8XPiH4H0FdEtn0Tw5pmrafeajbzSgTXE10kpmVJF8xFW3UqilCSSC4ByPM/hH8evEFxdfCjxLqejeHNP0z4qadc6jqcGl20/2yK+trFZPOM7y4kjaOHYIjGCgCfvHxXr2l/s+afpnxEk8af8JV4mutYutOi07U1nuoPJ1JYjKYnlVYRsKGeQhITHGSRlDiuBvvg2fhr44/Zq8P+HbTVdU8NeFJNTspb+aLzmgjbTpFja4eNAq7m+XcQoJIHUgFe8oyt8T0X3yv8vhfyXVaN2u303/Bfqn976b4p+O/xS1r4O6F8XINX8FeF/BWsy28osbrQLrVbqwsriQRwzyzLf2yyMC8RkjWMbAX2mQqA2/4w+LnxPi+JWpeEfDs3hf7VpUOnqDPoOpajHqNxOuX86Szlf8AslAQdpuFlyrb8lVJrd/4ZH8KfZ00Ua14hHw/S/XUk8BfaYf7HWZZRMoH7n7QIhKBJ5Am8nP8GOKteK/2XNB8S+KPFer2viTxL4ctvF0ccXiXSNGuYI7XVwkYizIXheWJjEAjNbyREgdc81a3TWiv117WTf39H006RT3bb/q/Rfd1Xa/VwWnxv8RWHx0+IPhLX9I0u18P6B4es9b0+4sbl5bm6E0s0ZWQuEVDuhICgEcg7znA7XwvD8SYfGl63iO78K3XhGW132kel2tzBf2txuH7uRnkeOePbu/eBYjkD5OeOe8Vfs0eFfF/iy81m8u9WgtNQ0BPDeoaLaXKxWd7ZoZTGHITzlZDM+DHIgPGQcCuQ/Z9+FM/w2+JXiGLTPiB8UvGOiJbyW1/D8RZ7i4t4bpZEMJsJJ4Y967PPDPGZEb93lsgUqdrqL39785Wv8rejsgleza/u/LRXt87/L8Oh+IHxQ8ZH4yQeAvBMOhxTWGgHxLqdxrsUsgniM5hitYfLkTymcxykzN5gTav7ts1xWhfGn4qeOvhL4D8YaXL4S8Nv4q1QW9tDqWkXd8z2093ItufLS6h2Mtqiys29g7EgLGBuPpHxQ/Z50f4m+Jk8Qrr2v8AhTW30qTQry98PXEMT3unyPva2l82KQAbskPHskUs21xmq+i/s0+H9E1rwXeR634gn0/wdcXE+iaJNdxmxtVkt/s8cWwRhmSGMuIyzFh5jbmb5cEfhSlunf1XM21848qXnzPzbnbXl7aeT5Vb/wAmu35Nb/Z8v0343eN9c+EvhT/hIbzwtq2sfEvU38P6NFp+k3dla2abbkyzXB+2SvMPKgLBI2iO5gu/B3r6D8F/iJr0PxG8U/CbxTYaLHqXhfT7G/0/UPDlq9nY3enz+ZHGotXkkNu0bQsm3zHBABGOlMtf2S/C8HgGDwnLr3iS6tNO1FNT0K9lu4RdaDMkjyRm0dIVHytJJzKshZW2OWQBR3Pw/wDhbZ+A73VdUm1bU/E/iTVhEl/r2tGD7VPHFv8AJi2wRRRIieY+FSNRl2JySSXF2vzdfysrL1Tu33Ttd9JktrdPzvq/RqyXmtl14n4zeMPiX4f+IHgfRvCmp+FdMsPEupvpiHV9FutSmTZZ3F085Md3bqo/cCMR4bO7dvH3KpeIfiR8Sdc1zxf4Z8BzeF5PEvgqysZdROt6bc/Z9XuLiF5fKg8u5DWq7UGGbz+ZMY+Xc3ffE34S2XxMuvDV9JrOr+HtV8PXzX1hqOiyxJKpeJ4ZI2EsciMjpIwOVyOCpUjNeQaB8HNX8UfH7413k2s+LfCGiXzaPZpNprrCmrQpYYlVZpYnbAMm0ywMkoYMN4wKzd3Fxjo9f0/C72/DRF6cyb2tr9/529Pldsp+Dvj5rPxT+Kfwf1CLwZo1rpvifwZqOt6bcX17LJe2t0othLAcJsjQl0XzQsjMu7hOVa/p/wAaviF4Wtfi34n8Zaz4XvvCXw6mniubPR/DV3bXl+Y9Phu/3c0l/IiYacR8xtu2E/Jn5fS9a+APh7UfEPgXVtNvNS8MP4PtJtNsLXRZIooXs5BEGtnDRswTEEeDGUcYPzcmix+AXh+18QeOLya91TUdF8Ys8mqeGbyWOTTWlkhSGWRV8sSZeONQVaRkHJVVPNVL7Xs9NJW8m5Xj3+zp11+8I2XLzaq6v6Ws+2t9ei1fovPJvjN8TfB/ij4e23iWDwrqWmfELzbTTG0u2ubZ9Hvvsr3MEU7PLJ9qiZUZTIiQEFc7OcDI039qDxhpfw10Txdr+n6HeW9p44uPBviBdPhmgMi/2gbKG7tVeR9mH2M8Tl8hjh1xz6b4B/Z00nwPqGgzz+JfEfim18NxtF4esNenglh0dTG0X7oxwxySMImMYed5WCkgEZJNWy/Zd8MWfih9QOq65caF/bjeJo/Cc1xEdLi1Rn8w3QHlecSJCZBG0piDncEBAxpePtU0vd/Tmi7evLzK9+qvtzGVpclm/et+PLJXXlzcr26PTWz2bnVviH4i1rSNU8KXPhZPCQvzBf2Oq21w17PbJIUkmhuI5Nkb/KxWNomBAGXUkhfSa+YdU+AFn4N+Oukat4P8cfFLTL271Iaq/hW3urqfwiIpJy175itEYIy4aZhH5ytvZWROgr6eqI/w0/N/p+H63Ll8b+X6/j/wPUKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKWq6PZa5bxwX9ut1AkqTiKTJUujBkJHQ4YAgHjIB7V4fYx+HvBPxN+JvxvuLmDRfCbaLaabc3AZIYtSmtZJmku2JwGx5kdujsefLfB2lSfUfin8Pz8UvAuqeFz4j1vwtDqMfkzaj4dmihvFjP3kSSSOQJuHBIG7B4Irz34Hfsq6f8D9el1ZPiJ8QvHUv2P7Fa2/jXXv7QgsYyVJMCCNAjEIqk+gxSV7vpvZ+bVtvw/wCGQ2/dtve115Jp/nr/AMOzwj4Y/Ebwd4s/beivk+IfhzWNZ8SeApraRtH163uo4Lo3qsljbsjkFoolzheWIeTaNxx1Xwy+EPjH4H694dgnudBm8RW/hVPBPh2DTpZphfxQzmaTVL8NHH5SxKVPlKXG6RlEpaZRX0S3ws0lvjBH8RzcXn9uJobaALfen2b7OZxOW27d2/cMZ3Yx2zzWvp/hGz0/xRqviAyTXOpahHFB5k7Ai3gjHywxAAbULF3Ocks5ycBQrhaMYeXN+Lnb8Jtej7pMUrtz8+X8FH9Yp/Ls2jyb4JfGjwXeavaeCNDs9ahjujqE+na/qccXkeIZrafZqE8TrIXLiaQlvMSMNuJjDIMj3SvJvAv7NXhf4f8AjiHxHYXurXK2K3y6RpF5NG1lpH2yZZrv7MFjV/3jqP8AWO+0ZVNqnFes1X2Y9+v9elv0C1pO219AoooqQPKvEf8AydN8PP8AsTPE3/pdoNeq15V4j/5Om+Hn/YmeJv8A0u0GvVaACiiigAryrxH/AMnTfDz/ALEzxN/6XaDXqteVeI/+Tpvh5/2Jnib/ANLtBoA9VooooAKKKKACuJ+KPxk8K/By38PzeKdQFgmvaxbaHYjGTJczthB7KMEs3YDNdtXz944+F+n/ALU0Pj+21ZseHo7K48MaJOAG8u5DBrm+T/aS4jijU9QbVyDh6iTcdUr21fot189l63KST3dr6fN/5b+dj6Bor4wu/jlqvi/9nX4d6Zq2r6l4f8dzeLLfwVrtvaXD2Pn39uXW4glvUPmWkcyx+YJ4t0mHXYrEkVa8TQ6v4H+Heq+ItA+IHiW51P4aeIo9X8ReGR4juNZtEtNsb3Vibue3juLlRaO0ypIzbJGxk7Vxppd6+6na/S3uvm9LST/yur53eit71tvP3lb1vFr+nb7Forzr4TW8msal4r8ax65qOp6N4nuoJ9Itbm4d7a2tIrdIle3jbhFmdZJsr94OjV494ruPEvgf4reOvAFx4y1++HxM0NrjwldT3J87TNQQfZrqO3MaKIkjSa2uBtGQI5W5IJqXzXUbatbedr29d/mrbsqLi1zX07+V7X816dNdj6mor5EmjuPG3iz4w+Gde8d+KPC158PbCzj8P3Ntr9xZOLY2KP8A2ncBXRLwvOsgYziSP92VwCWLT/CH4teK9f8Ait8E5PGmpT6Vea98LrrVNR0uSUwW8t6JrJjM0OQgkEZlbplQzjgZFXG05WT8/k4ykvn7jTXR/Oyd4xu1/wAPeKf/AKUrPr91/pfxt4tg8C+F77W7izvNRW2CiOx06ISXN1K7BI4YlJALu7KoyQMtyQMmvOPiJ8e9b8I+IIvDmi/DbXvE3iS9traaws4gYrfMjMJmubsI9vbxQ4QM293ZmIWNgAzfO178QfEuq/sxx67YfETWbfVrT4kyxsbW/WSS809/EbWqwu7BpBAI22r5bKMKF5X5a978I/tE/Di3+I3jjRdb8eeHNK8SLrcVhbafqWqQW9xLD9mgMKwq7KZEZ5JCNm4b3cdcipgpTkrevySjovnNL0TtZ6jl7ql5aX+bWvyi/vR7iudo3ABscgHIpa+OPDPxC8Qa9J4j8S6lrtxcajqXxDn8CTaLd6zNp1to+kidoj9njhmjxdtGgmFx80vznYQuRXqf7MfiLV7jU/ij4TvNXu/Eej+EPEh0rSdW1CZri5eE20MzQSztzM8MkrxlmJfAAYkgkkPfjzeV/wAIv8px8t1fRXUvcfK+9vxkvzhL8O7t6j4i8axeHvEHhzRl0zUNUvdankjT7DGjLaxRpukuJy7rtiUlFyNzFpEAU5ro6+UvEWoXHxR+I3xx0rXvGOv+CLzwTBbyeHxpWtT6bHBbPZrL/aEkaMkd0pnEikTiSMCLbtGWLYMsmsfETRP2bNY8c+IfE2g654wCHW7TTfEl9okJiTSbidkEVpLEoZ5likJb5xyoYKNgI+9G68n8pXt/6S7rp57KpaP/AMC++Nr/AJq3R/i/suuQ+InxKsfh3DpUcmn3+uaxq90bLTNF0lYjdXsojaRghleONQscbszyOigDGckA+R/D2+vvDP7WfjHw9ceMtW1bwwfCej3Wl6fq1/50VtJJPcxbYmPzSM4hU75C8jEnLtxil+0domr6h+0h8C5rfxPq3g3Sp01rTf7Y0lLRmS8lgheGE/aoZo8yLDKFyhY7SBilrJRa+038rNq3q7W9Wtw2ck+iv96Tv6a+Wz2Pcfh78QtM+JWhS6lpsdzayW1zLY3thfRiO5srqI4kglUEgMpxypKsCGUspBPT18BaXea74Z07xTbp4u1p/D/jX4z2uhXHixZYrS7ubVbWKG4ZJrWKFIi9xam282JUIO7B3fMfcv2bdSnvPit8WID4z1DxDoOjX1r4b0W11HU3uWUW8TS3D/OxMjiS4MDTHLt9lG9mZWJ0ilOPMuyf/ksG/knNLvvfbWZXg2n3a/8AJpJfO0G3+HW3tXjzxjH4D8Mz6u+l6jrbpLDBDpukRLJdXMssixoiB2VfvOCSzKqgFiQATXQKSygkFSR0PUV86fEbSb6b9rLwZo6+KPEttonijw5q51LTLPWJ4Lc/Z2sxEYlRgYHBkkJliKyneQX24A8ohvtU8W/sqfDXWda8aeKYdTk8UWfh0Xtr4jvNPd4DrhtpHmlgkR5pGtk8vdKzcjcNrksYh7yglvJ2X/gXL+f5+V3UrRvfor/hzflf/g3svuOivk7xldafZfGqDwdN488ReHPBXhnwLP4os7yLxJdvJPdC8ZJJ57mSVnulgVF/czO8eJcMhGBXJeCfFHijwL8Ofg78YvEnxC1m/wBNmu2Hi/SLzUDLZ2ltqsrmCRo9u9TbzSWyAOT5aB1AGDTjaSUls3b73KK+9xfotX1spJxumtf/ALVSdu+kl89O1/t6iuG+D/h/UdD8M3tzqmp6pqN1rWqXesLFq07yvZQzyl4bVA3+rSOPYvljhSGxXy/qmq/8Jj8L/jb408YeN/Emi+MPBuraoo0i18TX2k2um29vIzWUJt7OeHzEuYljPmMS7+c2xwduM5S5fi6K78tk/ub/AD8k7jHm+HW7svO97el0vyPtmivlHTFl0f42fCaxj13xZpOheNPBeqNeaLrHiS9uWhkRLORFR5pC6zxiWY+aD5vJy21VC8r8N/i14r1CD9nKTW/E19NZ6h4x17R11F7gxjXbGG3vo7GWcLhZd/lwsCRhmCuOSDW3LrZ7/wD2zjb1v06622MVK8PaLa1//Jeb/Nf8OfbFFfEvjb40a9pfhr9oKfTPGV1bxweONO02DUoboTtpGmPBpq301sG3KixJLM5IXCMxc881raT4q1Dwv8WPCqaD4v1rWbi88WXWhXGjXmrXGpRXGg2+nb/tQidnw8brEftCANI02JGcuKzi+az7pP71F/hzrXbST6Gkvdv5Nr7ub8+V6b3t3PqDw/42i8SeJvEOkW2lalHBoskcD6tNGi2d1MyB3jgbeXcx5UOdoUMSoJZWC9JXxz+zn4iTXLjwF4+1fx1rlxB4nu76DTJrrxRdyPrkzGYpbz6L5UlraCOKNn3QSKVMS7j87LWPY+LPEXi/4TfDz4waJ411eH4gap4pj06TQYdXlm0zU4X1J4JbP+z2cwqYrZXffGqSKIWdmOGNUk7xi1q7J+Tbt+vql0el5b+K3qvRX/yflvtZ2+3qK+HPFnjDxD4m+Efxj+I8Xi/xB4e+JvgrxBqFnpuj22qzR2kC283+hWkmnbhBP9piKHdJG7uZsowwoXrdVvtQsfi18WtC1rxrr3h6wvPh/ZeJm8zWpF/sq7E92JZrUlsQxp5cSsiYjYIN4YsxbPnSgpvqr/8Akrn+Sd+zstmmaqDlLlXe3z5lB/i1bur9VY+tqK+NPhf4u8UfG7xl4B8P/FPWNd8LLqHw+sNdtdN0fU59FOr6g7uLx2mtnjmLxIIG8hXAUTMWUjGMHT/F0lv8K9G03TPE3ieHTNZ+KKeCtS8VS+JdRu5byxhlmUTW9xPPIbYzMiQM8DIC5crt+ULs4tT9n1bsv/A+T/0r1dum6WKlePP0tf8A8kc/yXpfr3+6aK+dP2bdSnvPit8WID4z1DxDoOjX1r4b0W11HU3uWUW8TS3D/OxMjiS4MDTHLt9lG9mZWJ4z9pD4meMvhT+0ZY3uk6pr2o+HJvBt1dajplqY5YtIgS/so59Rgtgn7+WKKSR8SFyOcDaCjQ2uaC/m1XpyuSb7aLV7Lrorl2fvf3dPxUfze2/lfQ+vqK+R/EGm2tr4y+EPg3T/AIm+LtW8CeOrrVtdl1lvEs32i6MdpFJb2sF9EUkjgO6SYIjjOwj7nyjz+48YeK9S/Z/1LxnY/FTXZ7i4+I9oto1tep/pWlLqNtpyIy7d0UcqI05EJRWabPKtg0ovmUeun/pSi/ubfyVyXpDnW3/Ak199vvaPviisLxFpcfjjwzNZWerzWltdsqyXmmXLRymISDzUjmjZWjZlVk3owZd2QQQK+f8Awro/i7xz4s8R2Y8aeItG0vwNpV74cS6tbrMtzfyys8dxKJQ6zSRWaWhDyB8tdOeGBrGU+VN22TfyS/zsvV9EWo7ebS+//gXb8kfTtFfDnw/8e6r8Q/Bf7LnhLxB411qG38T6ReX2u6hY6xPZ397cQWqyQRSXUTrKm/fJLgOpfyccrkV7J+x34jvfFvg/xRrmo+LbjxUdT8RXrabJdXW8rp9uVtIHSPpGsog847AFYzlh96ujktKUe1/waX+fyRF3yRm1vb8U3+n4nZ+PviJ410PxKdO8KeBrHxbFbww3F3FLr66ffNG8hUtbQvC0coQAkmSaLngZzXpY5A4xXxf8YPGmoeJG/aB1i41u60Xxb8MZbdvB9paymOS3ZrSKWKbygf8ASPtczvAQ4ZWVfLUAls6erfEnxn4F+KHxg1K717Ubi4g+Gtn4g03w5qEsbW+n6iwu8wQRoqhiXgUfMGduRuIwBz86jBN9r/LlckvWyat0e71Rp7OUp2j3t8+ZRb9LyXqttrn19RXxX4B1a7s/H3wXsdI+Jeua9b33hebxprkOqa9LMl7cNarDACzuQkU0tw7i3GIlNoGRFKtnn/7ag1b9mHw/8V9e8ZeMtV8dTaraWus6Ha+LdT0wPey3SwT6VHZ2dxEsMkfmNsCpvzEjPvUsG3nBwnyedv8AyZx07+8mvu6tIyUk48y7X/Dm17aNfjbRXPvSub8YeNovCNxodqNK1LWr3WL5bKG10uNHeNdpZ55C7oqQxquWbPdVAZmVT8j+MPiT4g+FH7Q3j7w/qXirxN/wrR7bw/Bfa7NerM3heCdb1AyblyqSSRwxvdPvkXdudicOmx4v8PXMXxO034W6T458Wa9Fo/hKXWJF1vxre6I5WW7cJdnU7VWmunjUOnlyI0aoqszFuDndXTW1/wAk5NP5K3zvdJXKd4tpra342St31f8ATdj6E+J3jjxZ4ZurKy8IeFNN8U6lPBNc/ZdT1w6X5qx7cxwN5EoklO7O1/LUDkuK7TRry51DR7G6vLCTSryaBJJrGaRJHt3KgtGzISrFTkZUkHHBIr5Ibxdovxe8WXPhTUfGupTeCdI+H9n4j0DW5ro2V5qMxaZZNWMqrGWeARRMCFVA0pYpymMPwn8TPEnxK1PwQnxK8U614G+wfC5PGE7afePpnn33nlJLqZU2LIscccbm3kBj/wBIIdCMVStFO77/AHL2n/yEtPTVXlZ8rlJW8vvfJ/8AJrbz02v9v0V8PfD/AMXeIfEml/AXw/4z8a61ZaP40ttU1jV72y1eW1uJtRlkWez0trpWE1uqxSyhIkdGP2cICQpFReLrCLTfAH7TFtoHi3xyt54CgkmsNdTxpq1xmQ2RultiZrmRd9vIQG2bSy+Wkgb5981H7Lmc/spt9/ddn+O3y7oIJ1HGMPtWt2121/yv26M+5q53x740h8A+HJNVk03UNam82K3t9L0mNJLu7lkcIqRq7KuedxLMqqqszEBSa8S+HOpatpf7S2k6a+v6xqVl4g+H6a3f22o38k8P21LmKMSwxMfLt8rKwKwqinAJXIzVr9pbWbvUfiR8L/A2n6tqVtd642o3LaTbavcaHb6ikEKnEmpW2Z4mRnVljiVvMyQwCjNVOLhbrdtf+Ayaf/pLa8tX1IhNSu+iSf3xUl+aR9BxsXjVihQkZKtjI9jjinV8r6n4nsPhz8Cx8SbTxtr/AIqi8Dl7VrZ9cnuFurhb3y7u1aVliW/bn7NDJNGWyisDvYmsTTY/GWja18HPAHxI8S67bnxwmrazr99Z6vc2jnVD5c0GlQXMbiS3ijR5QscTpuEHHBYMWu7L+t2vvSb+5dUx7K7/AKtv9zaWtur6M+w6K+EfE/iLxh4b+Hfji5PjfxFNpfgD4j6bp2ha4+qODcWMtzYefDeSA/6WkPnzQlpy+ctuy6Arr/HX4g+K/Ctj+1Np2heJtVfRNH8N2esWd+l85m0bUpxKZreCYHei+WkUojB/d+YNu1WApJqUVO+j1+XLGSv20fffTqaRi3Lk6p2/8mcfz/B+R9r0V88698TEh/ag+HlrH4mYaBN4K1TULu0jvD5EjmewEErxg4ZyJGCEjPzkDrXn/wCzj4hTXrnwF491fx1rlxB4nvL630ya68UXcj65MxmKW8+ieVJa2gjijZ90EilTEu4/Oy1Si7pd7/epSivvcXb8LmPN7t/R/fFS/BP/ADsj7Gor5+/bL1jxL4Z8HeCdW8L6xqdjfReMtGt302wukto9USW8jQ280hQsqMDj5WUHcdwYcV5T4s1TU/Hv7NfxM+KmjfE7xv4c8daf4fvbfVtBhvY4YNF1C3Hmvai0ZG8l0K+WJVIkeNw29iytWLnanOp0je/ySd/TVJ9tL7q+yg3OMFvK1vm2v0b8+mzt9r1z03jJE8eQeF4tK1K5lawbUJ9SijT7Harv2RpI5cN5khD7VVW4jYnbxk8B6ouqeC9HnF0L24FlCJ38zzG83ylLBznO7nJzzzXxR4J8Yax4r8K/BXWm+JGvW/ij4g+KJJ/ENnLrMyQQWtncSzzQxRFttqkZhjtGWNUEgnxJuYqR0OHLW9m3oml9+ifp1+XmZRfPSdRLpf7ld/PSx9h+EfHmp614n1HSNX0D+w/3X2zS5DcmVry1EhjLSIY08mQHaTHl8LLGd24sqlt481MfED+w77QPsOjXXmxabqzXJMlzPEoaVHgMY8tSCxRg7bxFISFGwv45p3jrUPGX7UFz4otL5V8A+F5P+EIVsYjub66Rbi4lD9CEli0+3X1Z5B6Zj+KHxCvPFvx48ODw9qUR8J/DqG38Ra9eRYaGeS9Jtoo/M6bY7SS8uGIOOYj3OJj7yhpv93dP/wABtL57dCpWTnZ7Wf6W/wDArrys+1z6cor5g+K3jC38RftDT6FqXjnUvC/hbw74JuPEkM+jao9mj3sd40U0szIwE626xLmCTdHmU70Nd3+yNqmq618A/C+p+INZm1nxBqsUmr3rXFy00lubqZ50gwxLIsausYQ/dEeO1KK5oc/9byX5xl+HyJe7Ll/rZP8A9uXz+V/ZKKKKQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBX1C9j02xubuVZnit42ldbeF5pCFBJCxoCztxwqgkngAmuA+Hnx48PfEj4bar43sbXVdO0fTJr2C5h1WzNvdI1qzLNmEkspyjYVsN6gHivR68F/Y5KyeAfGi8Njx34jDDrj/iYzHBqVeUpRT+y2vW8V+pTtGKlb7SXytJ/oZHgP9tyw8beO9C8L3Xwf+LXg2XWHlSDU/FnhpNPsU8uF5nLytOeiRseATx0rvPhP+0d4c+L2tf2bpun6tpklxpq63pc2qQxJHq2nNIY1u7fZI5CFgPklEcgDoSgDCn6dbJ46+OmuX0/7/S/CenDRYImAMbXl2EnuiRjkrCtooPbzJB3Ned+H/gJo3gnxlH4V8Kaxrt7dLo0elz315cxf8U1oPmu6WVq0cSHfM4Kq7l5QkZcyfu4w1R1a03/AODb/wBtfX3ebrZEtaS11Vv0v+q/xW6XZ714U8X2XjO2vbvTY52sLe6ktIryRQI7oxna7xc5KBw6biBkoSuVKsdyvmP4HftEa74o8eeGtAn0jRbLwtr0GtR6RpmmQSR3miR6VdJa7LsmQo4kDDAVI/LYBPnzur6cp291S6P/AIb80LW7i90FFFFIZ5V4j/5Om+Hn/YmeJv8A0u0GvVa8q8R/8nTfDz/sTPE3/pdoNeq0AFFFFABXlXiP/k6b4ef9iZ4m/wDS7Qa9VryrxH/ydN8PP+xM8Tf+l2g0Aeq0UUUAFFFFABXl11+yx8Fr66mubn4Q+A7i4mcySTS+GbJndiclmJiySTzk16jXzP4d+IXxk17x58VNEufGXw+0bTvA9xbI9/N4PvpvOhmtEui7D+1V2bFfaeudueM4qG0m2+ibv5af5opJvRHsOm/A34b6N4X1Hw1p/wAPvC1j4c1JxJe6RbaLbR2l0wxhpYQgRyMDlgegrc0PwP4c8L+Gv+Ed0bw/pek+H9jx/wBk2NlHDabHzvXylULhsnIxzk1xWl/GbSPBPgHw9qPxX8X+E/Cmraksmye5vo9NtbwK52yQJPMWCtGY32liy7wGweK19B+Ovw28VWNzfaJ8QvCusWVrNFbz3FhrVtPHFJKdsSOyOQrOQQoPLEcZrSV7uL9H+RmpKyl80drb28VrbxwQRpDDGoRI41CqqgYAAHQAdqhm0yzur61vZrSCW8tQ6wXDxq0kIcAOEYjK7gBnHXAqo/ivRI7zU7N9Y09bvS4Fub+3a6QSWkLBiskq5yikI5DNgHa3oa426+KNv4h1vwePCHifwne6FqSXGoXeoPfR3JuLOEBSLRY5V3Eu3MvzIgjYEEstJy6t/wBf1cq1tP6/rb70dB4q+F/g3x1qmm6l4k8JaF4g1HTW32N5qumw3M1q24NmJ3UlDkA/KRyAa5DxL8Gk8Z/HXTvFXiDSfDeu+GNO0QW9nBqdktzeW2oi53ieIuhWNfLyNwbdntjmu3T4geF5NL0XU08SaQ+na3NHb6XeLfRGG/lcEpHA+7ErMFYhVJJ2nHSvKvB/iHVJ/jBqtte/FvzG0oXM+reC76wsfIjt8/uZrW4jVJUVAUL+a8xG4Bgm5TQtJp/y3fppZ/Oz/UJaxafWy/HT5XX6HpM3wl8D3Nn4gtJvBnh+W18QyifWYH0uApqcgOQ9ypTEzA85fJrifjB8APDPxAsdNtI/hr4H1qZYf7N/tPWraOO40i12kK9pttpCzISCsYeEccOtd9ovxI8JeJLfR59I8UaLqkGsiVtMlstQhmW+EX+tMBViJAn8W3OO+KWT4jeE4fD91rz+J9GTQ7W4Npcam2oRC2hmEgiMTy7tquJCE2k53HHXikopSStqrfhp/wAD5he69f1/4b8CG7+FngzUNcvdbu/CWhXetX1mdOu9SuNNhe5ubUgAwSSFdzxkAfISV4HFafhfwnofgjRbfR/DujafoGkW+fJ0/S7VLa3jycnbGgCjJJPA71lat8VvBOg6zqGkan4x0DTtW06yOo3thd6pBFPa2oxmeSNmDJEMj52AXkc1v3mrWOnaXPqd3eW9rpsELXEt5NKqQxxBdxkZycBQOSScY5p/Cr9P+H/4P4hbZf10/wCB+Bh+Kvhf4N8dappupeJPCWheINR01t9jearpsNzNatuDZid1JQ5APykcgGrvirwV4e8dWMNl4k0HTPENlBOl1Fb6rZx3Mccy52SKrqQHGThhyM1yGjftMfCDxFq1ppek/FXwTqep3kqwW1lZ+IrOaaeRjhURFkJZieAAMmujX4neDpPGjeD18WaG3i1U8w6CNShN+F27t3kbvMxjnO3pzTtogv3Ll14L8PX3iiz8TXOg6ZceI7OFra21iWzja8gibJaNJiu9VOTlQcHJqbxN4W0Xxpotzo/iHSLDXdIuQBPp+p2yXFvKAQQGjcFW5API7VxHjT4tWGh+PNO0KDxf4O0qPT7afVvEsOsahGLy1sEQbHSLzUMYZ3VjNICiqjDBLLXUD4k+EWXXSPFOikaDGs2rn+0If+JdGyF1e4+b90pQFgXwCAT0qdOXXb+tfv8AxHrfzJ7zwN4b1DwmfC114f0u58MmBbY6LNZRvZeSuNsfkldm0YGFxjgVD4e+HPhPwjNZy6F4X0bRZbOzOn2z6fp8MDQWpfzDAhRRtj3/ADbBxu5xmrdj4w0HVLq6trLW9Ou7i1toryeGC7jd4YJQxilcA5VHCOVY8MFOCcGs/Vvil4M0Hwja+K9T8XaFp3he6EbW+t3epQxWUwkGYyk7MEYN2wee1Vrd33/4df5/iSrWsv62f+T+42LjQNLu9Zs9Xn020m1azikhtr+SBWngjk2+YiSEblVtiZAODtGegrzD4M/A2Lwp8DIPh744sNF8TWv2q+kuLWSEXdncRS3ss8W5JUAJCuhIKkBgcE4BPX658YvAXhjT7y/1jxv4c0mxsrpLK6ur7VreGKC4eMSJC7M4CuyMrhTyVIOMGqsfx2+Gs3hGTxVH8Q/Cr+F47gWb62ut2xslnIBERn37A+CPlznkcVNk9P61/r8R9v62uaHiL4V+CvF1jpNnrvg/Qdas9IKtp1vqOmQXEdkVACmFXUiPAUAbcYAFX4fBPh23tdRtYtB0uK21K6N9ewpZxhLq4JUmaUBcPISine2TlRzwKsaT4k0jX5r6HTNUstRmsJRBdx2lwkrW8hRZAkgUnYxR0bBwcMp6EVyvif4+fDLwTr76F4i+I3hPQNbj279N1TXLW2uV3AFcxvIGGQQRxzkVWt7dX+v9IWlvJHeVy+vfCzwX4p8SWHiHWvCGg6vr+n4Fnqt/pkE91bYOR5crKWTBJPBHJpdQ+KXgzSPF1l4UvvF2hWXii9VWtdEuNShjvZwc4KQFt7A4OMDsaWT4n+DoZNcjfxZoaSaFJHDqytqUIOnvIQI1uBu/dFiRtD4JzxSXSS/roPy7k/jLwB4X+I2lppvizw3pHifTkkEy2es2MV3CrjOGCSKwBGTzjPNcR8UfgzH8R/GXw+F5pHhvVfBGiG8OpaPrVktwH3QqtsYImQoCjrnJxgdM9vVQQwBHIrxDwPrGs6l8aNR0+X4rvd3Onm4k1PwPdadZNEIScQS2k0SJMiplN/mvMQXAYJuU0krvl+f3Cb93m+X3nqFn8PvC2n63e6za+GtHttYvrZbK61CGwiS4uLdQAsMkgXcyAAAKSQMDiuO+C3wL0D4O3ni650rw74f0abWdXmu45NFsY4G+zME2ROVRejBjtGQM8dTXYzfELwtbeHL/AMQTeJdHi0DT3eO81R7+IWtsyNtdZJS21CrcEEjB4Nec/HL4/wCneEfgj4v8UeCtd0PXda0/R4tSs44buO6jEc7+XBcskb5aJjuKnID7CAepCXu3nFdLfJ6/jb8x257Rff8AFafr+R3ej/CnwV4b8TX/AIk0fwfoGleI78N9q1iy0yCG7uNxy3mTKodskAnJOa4T9m39nrTfg54C8OJq+i+H5/HtnZyW174g0+0VppA80khjW4aNZTGN+ArelZHwW8Za/N8YNe8JH4gn4peH7HR4rq71eW2s1l0zUvtDwvZs9nHHHyI5G8tlMkez5mIYV1/w4+K0fjzXvHGnWnifwdq99pl5JFY6No+opcXdpCg8sNfGOV9rPKrkAIuxdoOWyBfT3ddL/JNr9X6rXYW7d+6v6tJ/156bnT33wv8ABuqeMLTxbe+EtCvPFVoAtvrk+mwvfQgAgBJyu9QAT0Pc1L4q+HHhLx1d6bdeJPC+i+IbrTJfOsZtV0+G5e0kyDviZ1JRsgHK4PArnvhtquraf4m8ReD9f8RHxLqunQ2mppeSQxQy+Rc+aoRkiRVAWW3nC8btmwMWYF23NS+KHg3R/F9n4Tv/ABboVj4pvAGttDudShjvZwc4KQFg7A4PQdjRazSXy9fIe92/6RY8ZeAPC/xG0tdM8WeG9I8UaasgmWz1mxiu4Q4BAYJIrDIyecZ5qS+8EeHdT8Kt4YvNA0u78NNCLZtGns43szEMYjMJXZtGB8uMcVUk+J/g6GTXI38WaGkmhSRw6sralCDp7yECNbgbv3RYkbQ+Cc8V0oIYAjkUunkwvr6HPeHvhz4T8IzWcuheF9G0WWzszp9s+n6fDA0FqX8wwIUUbY9/zbBxu5xmtKTw/pc2uQ61Jptm+sQ272keoNAhuEgdlZ4lkxuCMyISoOCVB7CtCqEniDS4tch0V9StE1ma3e7i05p1Fw8KMqvKsedxRWdAWAwCwHcUbv7/ANb/AK3+Yf1/l+hyUfwC+GMfhm58Np8OPCSeHrq5F7PpK6Hai0luAMCVovL2M4AA3EZ461pXXwp8E3un6nYXHg7QJ7HVIILa/tZdLgaK7ihAWCOVSuHWMABVbIUDjFWpviD4Wt/DV94il8S6PF4fsXlju9We/iFpbtG5jkWSXdtQo4KsCRhgQeaqx/FbwTNp1xqEfjHQHsLexi1Oa6XVIDFFaS7vKuGbdgRPtba5+VtpwTg0b6f15fgPW9+v/B/z/E6OwsLbS7G3srK3is7O3jWKG3t0CRxoowqqo4AAAAA6Vyfwx8L674Zs/EP/AAkOoQajeahrt9fwNbklYrWSU/ZojlQdyxLGG6jOcEjBrauvGnh6y8SWHh6413TINf1CFriz0qW8jW6uY1+88cRbc6juQCBVLQfid4O8UeItS0DRfFmh6vr2mZ+3aXYalDPdWmDg+bErFk54+YDmjrzd018rpv8AFE6ctuiaf4O34MoTfBH4dXHhaXwzL4B8Ly+G5bk3smjvo1sbN7gnJlMOzYXz/FjPvW9ovg/QfDd1c3WkaJp2l3NzFDBPNZWkcLyxwrshRmUAsqL8qg8KOBgVWn+IXha28N3/AIhl8S6PFoOntIl5qj38QtbZkba6ySltqFW4IJGDwa88s/jBqX/Cl/EviAav4T17xjZaFc+IbbTdDufOt0t2SV7LftldpFYR7TKhVZGV9gAFRKSpwc+iV/w/y28kaRi6klFbt2/H/P8AFnoOrfDrwpr3ijTfEup+GNG1HxFpg22Or3enxS3dqMk4imZS6DJP3SOpqxdeCvD194os/EtzoOmXHiOzga2ttYls42u4ImzujSYrvVTk5UHByay/hD4q1Hx18KfBviTV7eC01TWNHs9QuoLUMIo5ZYUd1QMSwUFjjJJxXB/tN/tEP+z7o+hX0Givriz30cureXk/2dpCSxpd3zAckR+bGMAHl8ngGtakfZz9nLo7fNuz/wCC+xlCXtY88dbq/wCqX+S7nb6T8Fvh7oO/+zPAnhnTvMvo9Uf7Jo9vFuvEJMdydqDMq7mxJ94bjg81bPws8Fnxp/wmB8IaCfFu3b/b39mQfb8bduPP2+ZjHH3unFaWteLtD8N+HpNe1fWdP0rQ44hNJqd9dJDbJGRkOZGIUA5HJNZWi/FjwR4lsdLvdI8ZeH9Vs9VuWs9PuLLVIJo7ydVLNFEyuRI4CsSq5IAJxxS1T81/w3/AKvdX6P8A4f8A4JpXngvw/qE2sTXWhabcy6zarZanJNZxu19bqHCwzEr+8QCSQBWyAHbjk1zVz+z98LrzRNM0a4+G3hGfR9Ld5bDT5NCtWt7R3bc7RRmPahY8kqBk8mutsfEmk6pq2p6XZapZXep6WY1v7KC4R5rQyLvjEqA5QsvzDcBkcjisTxT8W/A3gbWLHSPEnjPw94f1W+wLSx1TVYLae4yQo8tHcM+SQOAeTSW6tuw3Wv8AXQseJ/hr4R8bHSz4i8K6Lrx0qTzdP/tTTobn7G4xhot6nyz8q8rjoPSneMPhz4T+IX2AeKfC+i+JRYS+faf2xp8N39nk4+ePzFOxuByMHisy68SazffE6TQdLv8AQItOsdK+13lvPJ52oSTyOyw7Y1kBiiXYSzOjby6quNrGuI+BOs6pr3iXXJJfirN4yhsolttR8Oahp9ilxpd7vJ3xz2qRhoCFdVDLJkqf3uVZaIvm221f4tfmt/NCl7q/D9fyf5no998M/CGp6Nq+kXnhTRLvSdYuGvNSsZ9OheC9nYgtLNGV2yOSq5ZgSdo9KlsPh74W0vwi/hSy8NaPZ+F5IXt30S3sIksmifIdDAF2FWycjGDk5qlovxc8C+JJI49J8aeHtUkkvn0xFstVgmLXaIZHtwFc5lVFZin3goJIwKz/AA78fvhh4w15dD0H4j+Edb1pt+3TdO121uLk7AS+I0kLfKASeOADml/d8vw/ysVdp3/q/wDw5mt8Lb+H9ojSvHNq9jDoFp4Tm0A2ilkmSU3UUsZRAu3y9qMD8wIIXAIPHY+MvAPhj4jaUumeLPDmk+J9NWQSrZ6zYxXcIcZwwSRWGRk8471S8I/FjwR8QNSv9P8AC/jLw/4k1DT/APj8tdI1SC6ltvmK/vEjclOQRyByMU/xx8VPBfwxjtJPGPi/QfCcd4WW2fXNTgshMVxuCGVl3EZGcdMintGMXtrb5ty/NsX2m1v/AJJL8kee/Fj4At8TtW8BeHfK0vS/hVoDyX17otoDFJc3MabLKJYlTy1gjLPKRnl0iG3AJrptH8Eah428HTaB8V/D3hXX7KNo4o7PadSguxGOLiVbiFVV2OD5YVghH+sfPHQ6B8SfCPixdMbRPFOi6wuqQyXFgdP1CGcXccbbZHi2Md6q3BK5APBqL4neLv8AhBfAOua4t1pdnPaWrvBPrd4lpZJKRhDPK7AJGGILHOdoOATgFSfLF39X6/59PuvsgiuaUeXpovJdvTr/AMA0LXwdoFl4XXw1b6HpsHhxbc2i6PFaRraCEjBiEIGzZjjbjFcB8S/gvDN8Dda8CfDfRvDXhcXWz7PYmxW301czo8u+KJMfMobOF5J59a2fCPxe8Kal4R8OahdeP/COsS6pMmmxalpF/Ellf3+PmhtgZpMsTnEYd2x61vXXxC8K2M2oRXPibR7eXTriG0vY5b+JWtp5QDFFIC3yO4ZSqtgtuGM5qpx1afz8/wCr/j5iT0T+f9fd+Bnaf8G/AOlW+hwWfgfw3aRaFM1zpUdvpFvGunzNjdJbgJ+6Y4GWTBOKsaL8KfBPhrxRfeJdI8H6BpXiO+3fa9XstMghu7jcct5kyqHfJAJyTmrzeN/Diw65Mdf0sRaFn+1pDeR7dOxGJD9oO791hCH+fHynPSsfWvjV8PfDd1pNrq/jzwzpdzq8aS6bDe6xbwveo+NjQhnBkDbhgrkHIx1pR393r+v+f4jtpZ7f5f5X/E6TWPD+l+IoYIdV0201OG3uIruGO8gWZY5o2DxyqGBw6MAysOQQCKxZvhX4KufEmp+IZvB+gy6/qlqbG/1V9MgN1d25UIYZZSu54yqqu1iRhQMcV1NebXf7THwgsNWfS7n4q+CbfU45fIeym8RWazLJnGwoZMhs8Yxmlu+Xv/wzHey5v67/APBO38O+GtI8H6La6PoOlWWiaRarst7DTrdLeCFc5wkaAKoySeB3rn5vgv8AD64vtbvZfAnhmW91wAarcPo9uZNQAYOBO2zMuGVW+fPKg9RVVvj58MV8Wf8ACLH4jeEh4m+0/Yv7FOuWv237Rnb5Pk+Zv35424zntWrZ/FDwbqHjK48IWvi3QrnxZbqXm0GHUoXvolABJaANvAwQeR0Ipr3rSXX+mLbTsTy/D3wtP4ZvfDknhrR5PD188kl3pLWERtLhpHMkjSRbdjFnJZiQcsSTzUml+B/DmiWWoWeneH9LsLTUABeW9rZRxx3IESxASKqgPiNETnPyqF6ACqfxG/4TFvDyR+Bn0iDXZLuBDca5byXFrBAZB50hijliZ2Ee7aodctjJAya8L0Xxp8fPEXjz4l+FNO8TfDuS/wDCEdkbd5vCN8iX8lzbtMqn/ianyQCu3Pz9c4HSp5tG3/SVunXf+rFLdJf1ue033wV+Hmp6Jo2jXngPwzd6Ror+Zpenz6Pbvb2DZzugjKbYjnnKgV0Wj+HdJ8PNfHStLs9MN9cve3Zs7dIvtFw+N8sm0De7YGWOScDmvNfFPxkTwf428EaN4g8VeCvCIvrRptUtdd1KKK9upmCJFb2UZnU/6wsWdg4wFVQxcsnLfHbx94r8J/EPTrOL4jeE/hx4OnitJ73VvE00MMiIs0vmxWizIElml/dqzvLtiXbiMs4atbPmSWt21/n+Xz08iPs3tsk7fl+f9an0JRXPap8RfCmh69puh6j4n0aw1rU4mnsdNutQijubuNQSzxRswZ1ABJKggAGq2sfFjwR4d8J2XijVfGXh/TPDN6Ea11q81SCKznDjKFJmcI24cjBOe1R5j62OqorJ07xdoWsam2m2Gtafe6itrFfNaW91HJKLeTIimKA58t9rbWxg4ODxWtTaa3FcKKKKQwooooAKKKKACiiigAooooAKKKKAIbyzt9Rs57S7gjurWeNopYJkDpIjDDKyngggkEHrmuc8D/CrwV8MUvE8HeD9A8JpeFTcroemQWQnK52l/KVd2Nxxnpk+tdDqD3UdjcvZQw3F6sbGCG4lMUbyYO1WcKxVScZYKxA5weleRfAv4seMPiV8JfEWuato2ljxZpeq6tpUem6TK/2WWW0nkhjUSS4JDMgyxC9c7V6VN7OVuiv8k0vzY7aK+17fOzf5I9bsdLs9NNybO0gtDczNcT+RGqebKQAXbA+ZjgZJ54FLa6baWNxdz29rDbz3kgmuZIowrTOEVAzkD5mCIi5POFA6AV8weFfHP7T+gfFfwponxEh+E9xoOpxXl1dQ+EItUk1BYLeHczoJ3VB+9kgjz83Mo47jS+A37T2t+OtWtT4uTQ7PR9X8Hp43trjT0khOj2rTtGba8eSRxIwUA+coiDGOUeWu3NVpdL+tE3+UX93pddHK39Npfm19/qe86V4D8M6F4i1PxBpvh3SdP17VAov9UtbGKK6uwOgllVQz47bia3a5zwLrOseItHk1TVrFdKiu5mksLFkZbiK1wBGZ8n/WPguVAXYHCHJUsejp67ML82oUUUUgPKvEf/J03w8/7EzxN/6XaDXqteVeI/8Ak6b4ef8AYmeJv/S7Qa9VoAKKKKACvKvEf/J03w8/7EzxN/6XaDXqteVeI/8Ak6b4ef8AYmeJv/S7QaAPVaKKKACiiigAr4Zh0f4X+NvjV8bdY+I/wm8Q63Za3d2MOj6pqPwv1a9m8mPT44Jmgk+wu0WJFbB+XJAYZGDX3NRUOKbd+qa++3+RcZOOx853GuXvjKT4SWGk+AfEGnWd/q+bjUtW01oJ7TTdMDyQNebkVoWmmWIxxPgkOWwpyo8l17wnfeLv2PtEsL74f65L4s8G+IrC+ljuNAnN1FKurrLcyWalDJP+5LMXhDq6uQGY7lH3NRWjbb5ut+b53X+SvtrqrGaS/Dl+Wun429Frfc+GfF3gfxVa/Hn4g/ETwz4AvL3wk9poGr6v4Un0fyH8SoovvO8vIAlvId0MwhYkswRXAfZjq9W8IeEZ/j18LPGXh74W30XhjUtE1rRtQii8Gz2beZJNbPFHeQSQIYkLfaGDzhY+WIb5ufruipSSsuiv+K5Wvu27emhUvebk93b8LW/FX/q58x/Cv4N6tot/rXgObQlsvCXgfXLrWPB2pXKAwu13A7wJEoHC2r3V2hxjGIdvQ44L4V+A/EHijRfgL4UuvCOr6F4l+H9/cy+LdQ1rTJEtpo2t54bkRXLr5d4LyWVXzEz8ZaTawAP2zRVRfLb/ALd++Ozfr9r+bS4pWafz+6W6/wAu13bc+GG+G/iDWPDsnwwTwjrFn4nt/ipN4mg1ebSpBptrprak1010l4V8li9u7ReSr+aTIVZANxHp+h/BOTQ/it4x8BW3haJPhPr15YeMvMWJEs7e8jcCazSMLjLzWtrPgDGHmzgkZ+mKKVP93GMV0/Gyil93JF+q7OwVP3knJ9fwvKUn/wClSXo+6ufBfjjwPrGoaD8R/h/q3w+8QalruufEObXpdYs9Jmmt30MvG7zJdhPLaQ2aPaC2DGVi23YQc19l6tr9ncfDm51+Xw9qGo2kNidSTRX09mvZfLXzY41tmG4TZVdqEBg2BgEYHU0UtVSVNPZJJ+kVH8kn636Oyq96nO11b+9uX5t/K3W7fyn8HP8AhJPCnxI8C3viPwprkM2ueCvne302WaKx1G5v2u7qC4lC7ICokBJkKbvLIG59qnzn4b2DfHT9nf4ZeHItA1u48b2fiVddTxLc6ZKlvYLHq8s1xdC/I8tmkjSSPy45DKWlUMqruZfvFl3KR0zxXKfCn4a6Z8H/AIe6L4O0ae7utN0qJoop791eeTc7OzOyqoLFmJJCiqjaLVlpF3X/AIE5/g3bzXnqZ2vdvqrP/wABUfyX3+Wh8b+OPA+sahoPxH+H+rfD7xBqWu658Q5tel1iz0maa3fQy8bvMl2E8tpDZo9oLYMZWLbdhBzXs/xY+HNn8Rm8EaPpmmyaXoXi77Tba3a3gNvc/YXmj1CYPC53Au0TwlSN0f2tuFwRX0bXM6x8P9N1zx94c8XXMtz/AGjoNteW1pCrgQEXPleY7LjJYCEBSCMB3yDkYUfdUI/y2/CKjb0aSTXnLo7K5e9Jy73/ABblp6N6ei63b8Bj1S48PftXfFuwh8N61fw634W0izsLjTNNkltRPCt3mGSYDyoDtnQgyuikA4JPFedfDuDW/DnhH9mXVtb8C+K5dC8Cabd6Rrtp/wAI/dTXVpfvYRRRTpZrGZ5Y1Ini81EK/vMglfmr6+8O/DnT/Dfjvxb4rt7y/mv/ABL9k+1W9xMGt4fs8RjTyUCjbkHLZJyQOnSurpRuk79bfhzW/CT+aT9R2cr/ANbRX/tq/H5fEnhvwBqkf7K/xj0m0+H2taX421eDVtSisH0/bJFb3q7be0tpSNsjpaRW8bRIW2NEI2wQoPf/ABN1ae/8cfBD4hjwh4lv/A2jf2pHeWa6Bcy39nNNbLFbXDaesZuMfLNH/q8r5oJAU5r6coqm3p5JJfJW/LbtuG7u+8n/AOBav8T57/Y30Wbwv4U8R2F/4U1bwtq2o6xca7Pa31m0cMENw2LO3jl+67RWscEbIhbyihRsYAOj4yhm8K/tN+BNTj8M6rc6FNoerWSXWjaa08EeoXN1ZSE3BjXEO5YXbzZCqn5stmvc6KfNaUZL7Kt8uVx/J/ekJ3al/ed/ne/5/g2j4c8VeCdf1H4SfGX4Sa94P1rVfHnibxBqGoaHrcGkTzafd+fL5tjdvfqnk25twEQrK6uogAQMCoPYeOvDdz4A+MHi261TwbrHizRvFHgC20KJ9F0aS9iv9QSe6aaG4EasIPM+0K3mT7Y/mYlxg19Z0Vk4XioN7K3y5XD5Oz3720ski1Llk5re9/nzKf3XX3X1u7nmfwR8EeJfAv7O/g/wprF+svivTfD0FjPdM5kVLlYQv3s/MFbAz3C5r5z+FXgXxB4m0X4C+Fbnwlq+heJfh/f3Mvi3UNa0yRLaaNraeG5EVy6+XeC8llD5iZ+MtJtYAH7YoraUuepKpJbtP5pt/drquvUyjFQpqmuia+TVvv7PofBOjeBdY8J/Dew8O2fw+11dE8H/ABbn17UtJtdFlET6T9tuHga0iCf6Wqb4JgluHwI8feAWs74pQm3+E37SfiJ/BniDQP8AhLRBe6Ut7pUltH/Z1vLHGpfzFXyJZbmS6m8h9smJg5UZYj9B65L4qfDXTPi94D1LwlrNxeW2l6gYftDWLqkrLHKkmzLKw2tsCtxnaxwQcEZxvGHJe+lvwjG//ki/FdVbSTUp81ut/wAZO3/kz/DzT+a/il4f8X/Hzx5q2ofDmx17wnLa+AdX0C61bXNNuNKW8vLkp9kt4xOitJ5TLLIZ0Uou8bXO44saDpM3xG8VfAa90bwVr3gvVfh8sp159R0KexS0tTYyQyWMErIqXYeYREfZzImE3ZHyhvrgAKAAMClpx91Wj5fenKX3Xm9Oqsu94aUlaXp8mop/P3VZ9H02t8q/C2DXfBWpX/xp8T+G/ET6r44u7pLzRbHTp7q9sLIbF0qF7dV3ptjgbfkAJJeOX2LuK8L4o8Fa/qXwi+Mnwk17wbrWp+PfE2v6hqOh61DpE01hdefL51jdPfonk25twEQrLIrL5ACBgVB+5KKLLZbW5fldPfvdXv8ArqVdvV73v87NbdrO1vTpofJnjrw3c+APjB4tutU8G6x4s0bxR4AttCifRdGkvYr/AFBJ7ppobgRqwg8z7QreZPtj+ZiXGDXtvwG8FeIPAXwC8EeFdev/ADfEul6FbWN1dZ80JOkIU4JPzhTxnvt969Goo+xKL6/LrJ9POb/D5r7UWun+UV+UF87+VvIvgf8ADX4q+A77VZfiL8ZP+Fo21xHGtnb/APCL2mkfZHBJZt0DEybgQMHpj3rjfiPr0vhT9s7wLqj6LrOqafL4O1HTpJtI02a9+zyy3ds8XmiJW8tG8h13thAcbmA5r6PrlP8AhXOn/wDC0h48+2X/APan9jf2J9j84fZPJ8/zt+zbkybuN27GOMd6ab9pCXRc34xkvzf9WE17k0t3b8JRf5I+O9N0HxRb/C/R9PvPAniaSPwt8Vp/Eev6c+lSuZtPk1G8mje3UA/bSnmW8xFv5g+XAJYbazPiL8P28efDP9o+6j+F/iA6l4vi/tHw3ZXXh2UsLe2Xy4pFRo90NzJcyXcwhIEwEwfYMtj9AqKUfdjy/wBbRV//ACRW+fdNac3v8/nf8ZO3/kz/AA6XT+Obm41L4d+H/iRo/jbwrd3vju003U9W0D4k2WgSzx3kUlrP5Zku442WyuIUUwFHZF2rHsyH2iTwL4Ys/jHD+zrc6d4V1Sw1Hwfp1vNq+s6npElrALF9LaJ7JJnULdLNJLGcQtJGBG5Yg7Vb6n8ceE7Xx94L1/wzfT3NrZazYT6dPPZuEmjjljaNmjYggMAxIJBGccGrPhnQbbwr4c0rRLLd9j020is4PMxu8uNAi5wAM4UdAB7URsruX9y3/bvP/mr99emhlypRjGPaSfz5f8nbsfDejeBdY8J/Dew8O2fw+11dE8H/ABbn17UtJtdFlET6T9tuHga0iCf6Wqb4JgluHwI8feAWvRfhbZxDWvjlrt34D8VaXB4whmutOtf7DlR5NMggaPAjkC+XcTXEl1KLZ9sh89WKjcxH1jRUcv7p0nrdW/8AJYxv/wCSL733TWvN+89olbW//k0pf+3P8PNPnPhv5X/CvPDHkWV9psP9l2oSz1SHybuBfKXCTR5OyQDhlycEEZNeC23xF8KeJtS+IM3jjwv45m/t3zdBXTz8P9duI49Ki3xqoeOzZG85nlmJU9JYweUr6dorSr+9lKUut/x/pr5mdNezhGMelvw/pP5Hwf4fvvGmpfs3+CND1HwZ4n1NfAvjS3spNam8P30WqJpVsXNpqtnZXEQeeQIYUZDHLg7yY3xgd14k+G5+Inwk8U+INC8E6hH4x8OaqniLw14k1zR4NO1rXr23Ec2+SBLaB4RJsNph41d0UEjBBP1tRQ29X9pu9+t7R19bxT/4ZWXLG6utNrdLXk7envW9Pnfh/hb4d+y2uqeKL3SF0fxD4qnj1LUbdgplhxCkUMMjDq0cUaK3JG/fg4NfPHxBg1LTfjR8U21XwJ4jvbTWIdNGm6ZoGgpqeneMEihI8jULma2nhtMSM0R3G3Cp825zhh9f0UO3Mmtl+Hb7rdbrumON1Gz1f9f1pbysfF/xY+HHiaH4s/F1fBnhK90bxB48+HVvaWmo6VZuto2qI92JRNeIqxxyBGiUO7KzDZtDYwHXvg/xJ8W57DVPAPhfWPAr6N8NNV8MTw65pkulSNezxRC0soxKq71hkiZ/Oj3RDcArnc2Ps6is+VODg9ndel+f8lN2+XS6eilyyU1urfhyfnyL8etmvibwHpVprnjz4O3lx8LPE2laH4R8MjQb+K68OTxK2pzwrbxwNG6DzYIYvtu65GYV+0j95hzXfWMXiC1l/aP0C38D6jquu6tcXF5pVrqNrJBpWpW39lWtvBEt4AqEM0TIY1fevOdg+YfTdFaVX7bn5vtKSf8A281L8Hov7um+pFP93y8v2eW3/bqt9zWvrqtLJfM37M80n9peGbUeFvFVxPY+HEsbvVPFXh6PSF8P7BEBp9mz2kU1zHIy5JEsygW8ZLlmyex/am0meTwHYajYaFe6xLb+INDuNSXR7I3V61jb6jDPIFiRWklVdpby0BPLEDrXtFFXKblNTW6afz5ub7vx876kU4+zi4LZq34W+/quz6HzV440lLX9qj4UfEez8Fas6ahoGqaZe39no0jXAeRrVrWO7Kr+5AAmIM5VU+YEqeK6H9rax1a68LeDZ9O8O3muWen+KLG+1C70q2e81DSYY95+2Wtsobz5EfYNpSQAOT5b4490orK1lFL7Luv/AALm/Ptb79TTfmv1Vn93L+X9W0Pnrwt4bsfGHw68fXT+HNS0tpI71LTxP4jsItL1DV2khid72e2jgtzCVkhhjVpI1kK2yNwOT5z8UPgq2ofsyxeJrnwo2teONS8U6b43vVsbL7deWskl9bvIsAiVnfybRRD+7BLLGeDuNfWHjjwna+PfBeveGb6e5trLWbCfTp5rNwk0ccsbRs0bEEBgGJBIIzjg1f0fS7fQ9JstNtF2WtnAlvEp7IihVH5AU1o7rS3Lb5O7+Tai/l0JtpFPb3r/ADSS/ByXz63PmrV/hbP/AMLVuz4Y8HTWPgn4reH3sfE0bWq2qWEsDcXE0WPllntriePBG7fHHuAw2Oa8aaXd+G/i58TLa7+H3iCXS9RtdMg0jR/DegJqOmeLYYINq21/cTW08NoFcmLBNuFT5tznDD7GooSSsu3+d192yumraW2s3q23v+HT87K9mnpe5wHxj8J678Qvgb4v8OaLMmieI9Y0K5s7V/NOy3uJIWVV3qAcBjjcB05x2rxTRdb1vW5Pgx4f8HfD/wAQeCta8NX8UPiCG80iWx03TdNWBkurdLgqLe7WRxF5awNICVSQ7CmR9VUU1pNy7tP/AMBvb5atNdVppqJq8FB9E196Sfz0TXZngukWt54Z/aY8XWcHh7VLKx1TwxpVjoeoWemM+mQiB755VaZV8uEq0yHy3ILZG0NXiXh/wHr/AIk+C/ww+Ft14S1zSvil4Q8S2OoXmuz6ROtjEbe8D3WoR6jsEMxnhMh2q5kYzEMowxH3PRRH3ZKXZp/+AvmX/B7+WlnP3+a/VW++PK/w27ffcr5s+CfiwXf7UHxikfw/4ssLLXTpf9m6hqXhbUrO0uPs1q6T4nlgVFw3A3Eb8jZur6TopLe/kJ6o+QPiDBqWm/Gj4ptqvgTxHe2msQ6aNN0zQNBTU9O8YJFCR5GoXM1tPDaYkZojuNuFT5tznDDf8UftAa98D/HviBfEfwU+Ifi2TU5IZtO1bwLpCaxbx2Yt4h9mkYOjQmObz/kK4bcXH3zj6grE8WeH7zxJpsdrZeI9U8MyLMsj3ekpbNLIgzmI/aIZVCtnkqobjhhSV4q0d9vy1/z8rpJXd60bu/6/rp+Ldlb46+IX9r+INW+NFxpXgvWvE118TdH0VvA+r2mmyy2yp9l2oZrkLssjbzu1x++ZPvZXceK6a6+LUXwb0vR7CT4G/Ebxn4Kfw/aaNpZ0PwyLua3SDzIriC5tJGR4VbbEwYrtlGOoUZ+rtH0m10HSbLTbGIQWVnClvBECTsRFCqMnk4AHWs/xd4dvPE+lpZ2XiPVPDD+arvd6QtsZpEGcxHz4ZVCtnkqA4wMMKctE4wWjtv2V0r/Ju76gnfl5t1+tr/8ApKsee/Drx14H1H4h2uk+G/A99pEt14Xs76x8SJoK22n3enjBitIrlRy0IlU+QQAgfgdcevVm6X4d0/RfJ+yQGMQwJaxBpHcRRKAAiBidowq5xjdtBOSK0quTTenn+bM4ppa+X5IKKKKgsKKKKACiiigAooooAKKKKACiiigCG8uksbOe5kWRo4Y2kZYYmlcgDJCooLMeOFUEnoAa8A/Yw1CaTwd4ytLvRfEGi3B8XaxqMaa7od5pplt7m9llgkj+0RJvBQgkDJXIDBSRX0LRRH3ZOXdW/FP9EOWsVHzv+DX6s868H6Pdat8WfGfinULKa2S2SDQNKa4iKFreNRPPMmR92SaXZkcN9mU9hWNb/C7Rbzx7qVjpHhLTvDPhiG6j1HWpbPS47U+IdQP7yMOVQebHESsjOc75CqZ+SVT69RRH3beX/D/nr6iet/P/AIb8tPQ+TfgT/wALPX43Ww17/hLPMZNbPi7+2PtJ0bP2tP7K/s3zP3A/c7s/Zv4c+d+8xX1lRRTv7sY9v8/6XoD1lKXd3CiiikB5V4j/AOTpvh5/2Jnib/0u0GvVa8q8R/8AJ03w8/7EzxN/6XaDXqtABRRRQAV5V4j/AOTpvh5/2Jnib/0u0GvVa8q8R/8AJ03w8/7EzxN/6XaDQB6rRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHlXiP/k6b4ef9iZ4m/wDS7Qa9VryrxH/ydN8PP+xM8Tf+l2g16rQAUUUUAFcV4++D3hr4larpOp6yNYg1LSobi2tLzRNev9JmSKdoWmjL2k8RdWa3hO1iRmMEYrtaKAPKv+GafCP/AEF/iB/4cfxD/wDJ1H/DNPhH/oL/ABA/8OP4h/8Ak6vVaKAPKv8Ahmnwj/0F/iB/4cfxD/8AJ1H/AAzT4R/6C/xA/wDDj+If/k6vVaKAPKv+GafCP/QX+IH/AIcfxD/8nUf8M0+Ef+gv8QP/AA4/iH/5Or1WigDyr/hmnwj/ANBf4gf+HH8Q/wDydR/wzT4R/wCgv8QP/Dj+If8A5Or1WigDyr/hmnwj/wBBf4gf+HH8Q/8AydR/wzT4R/6C/wAQP/Dj+If/AJOr1WigDyr/AIZp8I/9Bf4gf+HH8Q//ACdR/wAM0+Ef+gv8QP8Aw4/iH/5Or1WigDyr/hmnwj/0F/iB/wCHH8Q//J1H/DNPhH/oL/ED/wAOP4h/+Tq9VooA8q/4Zp8I/wDQX+IH/hx/EP8A8nUf8M0+Ef8AoL/ED/w4/iH/AOTq9VooA8q/4Zp8I/8AQX+IH/hx/EP/AMnUf8M0+Ef+gv8AED/w4/iH/wCTq9VooA8q/wCGafCP/QX+IH/hx/EP/wAnUf8ADNPhH/oL/ED/AMOP4h/+Tq9VooA8q/4Zp8I/9Bf4gf8Ahx/EP/ydR/wzT4R/6C/xA/8ADj+If/k6vVaKAPKv+GafCP8A0F/iB/4cfxD/APJ1H/DNPhH/AKC/xA/8OP4h/wDk6vVaKAPKv+GafCP/AEF/iB/4cfxD/wDJ1H/DNPhH/oL/ABA/8OP4h/8Ak6vVaKAPKv8Ahmnwj/0F/iB/4cfxD/8AJ1H/AAzT4R/6C/xA/wDDj+If/k6vVaKAPKv+GafCP/QX+IH/AIcfxD/8nUf8M0+Ef+gv8QP/AA4/iH/5Or1WigDyr/hmnwj/ANBf4gf+HH8Q/wDydR/wzT4R/wCgv8QP/Dj+If8A5Or1WigDyr/hmnwj/wBBf4gf+HH8Q/8AydR/wzT4R/6C/wAQP/Dj+If/AJOr1WigDyr/AIZp8I/9Bf4gf+HH8Q//ACdR/wAM0+Ef+gv8QP8Aw4/iH/5Or1WigDyr/hmnwj/0F/iB/wCHH8Q//J1H/DNPhH/oL/ED/wAOP4h/+Tq9VooA8q/4Zp8I/wDQX+IH/hx/EP8A8nUf8M0+Ef8AoL/ED/w4/iH/AOTq9VooA8q/4Zp8I/8AQX+IH/hx/EP/AMnUf8M0+Ef+gv8AED/w4/iH/wCTq9VooA8q/wCGafCP/QX+IH/hx/EP/wAnUf8ADNPhH/oL/ED/AMOP4h/+Tq9VooA8q/4Zp8I/9Bf4gf8Ahx/EP/ydR/wzT4R/6C/xA/8ADj+If/k6vVaKAPKv+GafCP8A0F/iB/4cfxD/APJ1H/DNPhH/AKC/xA/8OP4h/wDk6vVaKAPKv+GafCP/AEF/iB/4cfxD/wDJ1H/DNPhH/oL/ABA/8OP4h/8Ak6vVaKAPKv8Ahmnwj/0F/iB/4cfxD/8AJ1H/AAzT4R/6C/xA/wDDj+If/k6vVaKAPKv+GafCP/QX+IH/AIcfxD/8nUf8M0+Ef+gv8QP/AA4/iH/5Or1WigDyr/hmnwj/ANBf4gf+HH8Q/wDydR/wzT4R/wCgv8QP/Dj+If8A5Or1WigDyr/hmnwj/wBBf4gf+HH8Q/8AydR/wzT4R/6C/wAQP/Dj+If/AJOr1WigDyr/AIZp8I/9Bf4gf+HH8Q//ACdR/wAM0+Ef+gv8QP8Aw4/iH/5Or1WigDyr/hmnwj/0F/iB/wCHH8Q//J1H/DNPhH/oL/ED/wAOP4h/+Tq9VooA8q/4Zp8I/wDQX+IH/hx/EP8A8nUf8M0+Ef8AoL/ED/w4/iH/AOTq9VooA8q/4Zp8I/8AQX+IH/hx/EP/AMnUf8M0+Ef+gv8AED/w4/iH/wCTq9VooA8q/wCGafCP/QX+IH/hx/EP/wAnUf8ADNPhH/oL/ED/AMOP4h/+Tq9VooA8q/4Zp8I/9Bf4gf8Ahx/EP/ydR/wzT4R/6C/xA/8ADj+If/k6vVaKAPKv+GafCP8A0F/iB/4cfxD/APJ1H/DNPhH/AKC/xA/8OP4h/wDk6vVaKAPKv+GafCP/AEF/iB/4cfxD/wDJ1H/DNPhH/oL/ABA/8OP4h/8Ak6vVaKAPKv8Ahmnwj/0F/iB/4cfxD/8AJ1H/AAzT4R/6C/xA/wDDj+If/k6vVaKAPKv+GafCP/QX+IH/AIcfxD/8nUf8M0+Ef+gv8QP/AA4/iH/5Or1WigDyr/hmnwj/ANBf4gf+HH8Q/wDydR/wzT4R/wCgv8QP/Dj+If8A5Or1WigDyr/hmnwj/wBBf4gf+HH8Q/8AydR/wzT4R/6C/wAQP/Dj+If/AJOr1WigDyr/AIZp8I/9Bf4gf+HH8Q//ACdR/wAM0+Ef+gv8QP8Aw4/iH/5Or1WigDyr/hmnwj/0F/iB/wCHH8Q//J1H/DNPhH/oL/ED/wAOP4h/+Tq9VooA8q/4Zp8I/wDQX+IH/hx/EP8A8nUf8M0+Ef8AoL/ED/w4/iH/AOTq9VooA8q/4Zp8I/8AQX+IH/hx/EP/AMnUf8M0+Ef+gv8AED/w4/iH/wCTq9VooA8q/wCGafCP/QX+IH/hx/EP/wAnUf8ADNPhH/oL/ED/AMOP4h/+Tq9VooA8q/4Zp8I/9Bf4gf8Ahx/EP/ydR/wzT4R/6C/xA/8ADj+If/k6vVaKAPKv+GafCP8A0F/iB/4cfxD/APJ1H/DNPhH/AKC/xA/8OP4h/wDk6vVaKAPP/B3wL8KeB/FSeJLBvEF7rUdlNp8VzrvifU9W8mCWSKSVI1u7iVU3NbwklQCfLXnFegUUUAFFFFAH/9k=)
Θεωρούμε τις απαντήσεις δείγμα θετικό, γιατί η σχετική πλειοψηφία αυτών που απάντησαν (23+20=43%) δηλώνουν ότι θα δοκίμαζαν με ενθουσιασμό ή θα αποδέχονταν με μικρό δισταγμό τα δυναμικά τιμολόγια. Ένα μικρό μέρος (24%) θα τηρούσε στάση αναμονής και μόνο το 34% δήλωσε αρνητικό στην ιδέα (ούτε συμφέρον ούτε ασφαλές).
Θα πρέπει κανείς να λάβει υπόψιν βέβαια ότι πρόκειται για πρόχειρη έρευνα με κοινό (χρήστες του allazorevma.gr) κατά τεκμήριο θετικά διακείμενο και εξοικειωμένο με την καινοτομία. Αλλά είναι νωρίς ακόμα για την Ελλάδα - άλλωστε, με βάση την διεθνή εμπειρία, κανείς δεν περιμένει η αποδοχή των έξυπνων μετρητών (και κατά μείζονα λόγο δυναμικών τιμολογίων) να ξεπεράσει το 10% των οικιακών καταναλωτών εφόσον αφεθεί σε αυτούς η επιλογή.
Μήνυμα για τους επισπεύδοντες : Μην ανησυχείτε για την καθυστέρηση - το καλό πράγμα θέλει τον χρόνο του!
(από allazorevma.gr)