Alguns detentores de títulos receberam e-mails e alguns ainda aguardam e-mails
Alguns detentores de títulos receberam e-mails e alguns ainda aguardam e-mails.
Acho que a maioria deveria tê-lo esta noite para potencialmente ter acesso às contas e 10% desses fundos e ter acesso aos 90% restantes dentro de 90 dias.
Este procedimento acima com os 10% etc. está correto; também está no meu contrato preliminar com o Centro de Resgate, que celebramos há mais de 7 anos em moeda USN lastreada em ouro .
A Bolívia também não nos é desconhecida, podemos imaginar porquê.
Vou te contar a mesma coisa que sempre digo e por isso abri esse BLOG para tentar dar um pouco mais de clareza aos meus leitores.
Até que o GESARA esteja visivelmente garantido em todos os países candidatos (uma mudança grandiosa na política - entre na mudança de paradigma de acção, SAT JUGA) não haverá libertações porque, entre outras coisas. os requisitos legais e de segurança ainda não foram criados. Vocês veem pela primeira vez a mudança na política, nas ruas e no despertar espiritual e prático da humanidade.
A tecnologia da computação quântica é verdadeiramente uma maravilha técnica cósmica, que, semelhante ao desenvolvimento de chips na faixa nano, nos foi disponibilizada como um instrumento absolutamente seguro de fontes extraterrestres e bem-intencionadas.
Temos que passar por esse período (o pântano e os líderes ocidentais desleixados e complacentes). Só podemos tentar acalmar as coisas diplomaticamente, persuadir as pessoas, etc., a fim de produzir o menor número possível de mortos.
Nós, patriotas conhecedores, devemos reconhecer o que funciona e o que não funciona entre a teoria e a prática. Sob esta premissa, falei recentemente de pastores cinzentos, que tentam trazer um caminho intermediário pacífico para o mundo.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4QEWRXhpZgAATU0AKgAAAAgABAExAAIAAAAHAAAAPgEyAAIAAAAUAAAARQE7AAIAAAAHAAAAWYdpAAQAAAABAAAAYAAAAABQaWNhc2EAMjAyNDowMTowOCAxMTo1NDoyNgBQaWNhc2EAAAaQAAAHAAAABDAyMjCQAwACAAAAFAAAAK6gAgAEAAAAAQAAAf6gAwAEAAAAAQAAAN+gBQAEAAAAAQAAAOSkIAACAAAAIQAAAMIAAAAAMjAxODowODoxOSAxODo0NDo0MAA2Yjc0OGUyZGQ3NTQwNzhiZTEwMjc4YzRlZmM1MTcyYwAAAAMAAgAHAAAABDAxMDAQAQAEAAAAAQAAASoQAgAEAAAAAQAAAKsAAAAA/+EC12h0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS4xLjIiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmV4aWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iIHhtcDpNb2RpZnlEYXRlPSIyMDI0LTAxLTA4VDExOjU0OjI2KzAxOjAwIiBleGlmOkRhdGVUaW1lT3JpZ2luYWw9IjIwMTgtMDgtMTlUMTg6NDQ6NDArMDI6MDAiPiA8ZGM6Y3JlYXRvcj4gPHJkZjpTZXE+IDxyZGY6bGk+UGljYXNhPC9yZGY6bGk+IDwvcmRmOlNlcT4gPC9kYzpjcmVhdG9yPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICA8P3hwYWNrZXQgZW5kPSJ3Ij8+/+0AdlBob3Rvc2hvcCAzLjAAOEJJTQQEAAAAAAA+HAEAAAIABBwBWgADGyVHHAIAAAIABBwCNwAIMjAxODA4MTkcAjwACzE4NDQ0MCswMDAwHAJQAAZQaWNhc2E4QklNBCUAAAAAABBkYiUrHzdXbGgZ4bkTQbpA/9sAQwACAQECAQECAgICAgICAgMFAwMDAwMGBAQDBQcGBwcHBgcHCAkLCQgICggHBwoNCgoLDAwMDAcJDg8NDA4LDAwM/9sAQwECAgIDAwMGAwMGDAgHCAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwM/8AAEQgA3wH+AwEiAAIRAQMRAf/EAB4AAAEEAgMBAAAAAAAAAAAAAAYFBwgJAAQBAgMK/8QAURAAAQIEBAMFBgMECAMECAcAAQIDAAQFEQYHEiEIMUEJEyJRYRUycYGRoQoUUhYjQoIzYnKSorHB0STh8BdTg8IlQ3OTo7Kz8RkmNXSUw9L/xAAcAQABBAMBAAAAAAAAAAAAAAAAAQIEBQMGBwj/xAA8EQABAwIFAQYFAwMEAgEFAAABAAIRAwQFBhIhMUEHE1FhcYEUIpGhsTLB0RVC8CNS4fEIFqIkNHKSsv/aAAwDAQACEQMRAD8ArglZYlQ2EKsjL7jYfSOJeTJI25CFSQkiekQCZT4C2acxZN9oXKZLnw+sa1Okr9NoX6dT9xYbwiVbMjK67CFunyO49I8qbT9gbQv0+nctoSQhelPk7pG24hap8iTba3yjinU69tr3hcp9LvbwWhCULrIyBuOVvhCzJyMe1OpNwCUneFuTpBuDp2hqFqysgT0hUk5GwEb0lSdgLH6QqSVHII26QkhC0ZemlQ36woStNJttCnKUjYeH7QpylIsBtCakJGlqWq/KN5mlqJGxhdlKPc30giFBijE6SEQhchD7FLOneNxmmkEeghdZoaiTdIEbjNC3T4ekBchDzVNNje0eyKUpSk7QSM0PY+GNpqh3I2hEIbZo5HPyj1TRjcEdIKWqMQPdFrRsN0BTv8G3nAhCjVHUSbAmOyaGrmATBmzQCLgN+sdvY6u7tpHwhoKEHM0dQ30m8cmhE3Nj9YMmqKvTsgc49RR1Bq2jeDUhBCKOpIsEmPX2SrurW+UGSKEpSb6QI7/s8e7vpF4chBHshX6D9449kq/Sr7wbfs+r9IjP2fV+kQ3UhBPslX6VfeM9kq/Sr7wb/s8ryTHH7Pq/SIWQhBXshX6D9449kq/Sr7wbfs+r9IjP2fVb3RBIQgn2Sr9KvvGeyVfpV94Nv2fV+kRn7Pq/SIJCEGPUpRttePJdFKlbgwdOYeKLWTHm5Q1IPuCDUEIKFEU2fdJvHRyiqv7p3j0zJz5y+yjUkYpx1g3DaibBNVrUtKKJ52AcWCT6CGLzD7YPhty9mlsP5kyFTmW03CKVITU+lfoHGmy19Vw1rw79O/pv+Euk9QnqVh5SFAgG8a0zRFpUTY7c4hhjz8RflDR+/boOEcdV15okNreZlpKXe9QourWB8WwfSGNzC/Ei4pqsspOF8rsOUZ8iwXU6o9Ukj+VtDH+cZG0qh4afwiPEqzV2jqAAsbRru0paCbAxTNmF24/EDjR4GSr1Cwu2b3bpdHZUCPK8wHlD5EGHS7IHjczCzk47pWkY4xtiLETOI6NOyktJzc2syiH2wmZC0sJs2lYQy6NQSDZRF94caFRo1O49d0bcAq0JNMVYeEggxyqmqUrlBWqiWSDp3B8o6mh+K+mGJEIO04qTytGrM0snpBq7QgU8usajtEUlXuiAOKEEPUtWncH6Rou0tWrlB2/RShO6ITpqjab3SBeHakIGmqabbiNCakCL7bQazdIv0v8AKEybpG3uw5CCJyRveEuckNjcQbzdHNr2t8oSZ2k3HLpCSEIGnpE2MI09IG5vaDqepFkm6YRKjSdIJsYVCB56SKb7faESoye3K21oNZ+l8/DCHUqcBe4hwKEEVGR58oRKhLHSR5QaVKnbHYwg1KnHfaFBlCCqiwRv/pCFUpfxHlvBlUpDY7Qg1GR3It8IVCEZyX57CE16WOo7A7wSzskQTtCc/JEnl1hQYSQEuS1O8xaFWQkOW20esvT7ncQr0+n2I236CESrtTada228L9MpvLaOtLpvKCOl06xG0IeELml0vltBBTaVe20dqZTrgbQQU2mbDaGyULpTKUdtoIKdRSFC4j2p1J0pTtBDSqTdV9JEIheEhSb22hakKRy25xuSFK5bbwtSNKtbww3UhaNPoxUQLQsy1F1EEDpG/IUrSB4YVpOnXPKGoSbJ0eydhyhSlaIbjaFSUkdO1oUpSS5bc4SQhJ0rSNIta0b8rSb2NoVJKR3A2v8ACFJimXI6/KE1ISOxSknpzjbYoouNgNoXZamWHIcvKN6XpVyk6QNudochDzNDIvtG0zQvd26QRy1I35Df0hQlaJrI8I5eUMkoQ3KYfDieQsLRtIoQukWA2grYopAtpA2j1TRTqG32hNQQhZmiDV05Rw3QwpYFh8oMWqHdXI8o4RQ/3g2vBrQhZqgJuRpjPYHhvYQYs0Mb3TGlims0XAtIVOVuq0ujyiN1Pz0y3Ltp+KlkD7ww1QBLjCUNJMBDrVDATuBHr7HT3drQ0OZfarcM+VEip+q504CmEoB1IpM+Ku6D5d3KB1V/S0MFmZ+JK4Z8EO6KS5jjGZUSA5SqH3DY25n824wq3wBO/KHgl3AJ9il0kcqbHsUekYaGnyEVU5j/AIq+ly8061hHJibmmSn93NVfECZdQPqy0wsW+DsMBmH+Joz/AMWJmGqLSMu8LNLJ7lyVpb0zMNDpdT7y21EefdgekZWUap/tP2/7+yTbqVer7FFrf6x5zNPZkmFuvONtNoF1LWoJSkeZJj5scx+2K4ms05QsVPOLFUsg23pHc0dX96UbaP3hi8ws4MWZsz6ZnFWKcQ4lmUElLtWqL06tJPOynFKMZG2lU8kD6n+EmpnmvprzB438j8q332cQZs5eU2alxdyVXXpZU0j/AMFKy50/TDCZg9vfww4IlnjJ4vrGJ32CoFilUOa1LI6JW+hps36HVY+cfPWSD1jgKtGYWP8Aud9P+ZRr8Arnsx/xPOAKa1/+UcrsW1pdx/8ArFQl6YAOp/dCY+kMXmJ+JozVrUwoYXwHgOgyqgR/xxmqg+k9CFpcZR9UGK1edt47W9B9YyNsqY5E+6TvD0Us8fduFxNZgOPpVmKujyj/ACl6VS5OVDQ8kuBou/VZhicweKbM3NmUcl8U5hY2xFLOg62KlXJmaaIPTQtZTb0taAC23Q/OMtfp94ytoU28AfRJrd4ri5jIyMtGRNWRkZGQIWQ/PZj48Vlvx/5TVFNrP4jlqYsk20omz+UUT6BL5PyhiCLXhTwdiibwNi+l1uQcDU/R5tqellkXCXWlhaD/AHkiGVWamFviE5pggr6nn6CQmxSOcefsLe+kQaU1mXxDQpKoShDkrPMImGVgCykLSFJP0McOUXxnYfSKZrgQCOqeQQYKCV0S7Y8MaztHSFnaDtdCIbF0/aNSaoZB93rD5CNJiYQBM0W3T13hOm6JqBuP+UODMUK7drQlTdHIJumCQkTezdEIvtCZO0a5tb0hwZ6j33CbwlTdHJ6QSEIAmaINB23PpCLPUchR25Q4c7RyOl4R6jR9r6bQoPihN3P0i19oRZ+k3BBEOFUKTa+xtCHUKVa9hDmoTcVCjFIVtyhAqNK53EONVaVpv4YHqpSrpvaHITdVKl6b7QP1Sl6QdocKp0y19oHanTtN9ocChN9U6bubCB+pU/mbQf1Sn2vA7U6fZRNochAs9TrHcQnP04hXK8Fs/TrE7XEJrkgQs2ECEuysjoPLeFenSG42jmUkQFQsU6RuRtAhbFJp1iNoJKXTrgbRrUqQ5bfOCWlU64G0NchbFLp1wNoJKRS7kbR40un6QNoJaTTbBO3WGoXeQpgNtoJKbSwLC20dKTS7kbDYwSU2l6bbQ1yF5SNMsBcQsydOFxtGxI0zUBsLQosSgaTe3pDULzl5QIttyjcl0pSByHlvHiRpMdTNJbI3EN5QleWUlSOl4UZJaRtteB1uqpbbuVJSkcyTYCBDF3GDlfldMFrEWYmCKPMJTq7ibrUu28QOdmyvUfkITUJiUoaT0TyyKkqttv8AGFWTaDumwG0Qxxd24HDfgRx9sY3ma3MSxsWqXSZt4LNv4XFNpaV8Qu3rDR41/E15cUOTUcL5c40rkwn3U1SZlqY2o/2m1TBA/lhwa93DSiFaBJyOoD4QsU2lg2uOcUi5g/ihcy6goJwllxgigtm4Jqj8zVHALdChUuAfikj0hjswe344pMdzLpYzAYw5Kup0/lqRRZNlLfPdLi21vA/+J0hRbV3dI9T/ABKPl6lfSJIUJKlDwmELMfPHLvJOWDuMcc4Owm3sNdZrUtIpJOw/pVp5x8ruYfG5nJm4y8zijNXMOuyswT3ktO4hm3Zcg8wGi5oA9AAIa6/mPvGRti/qY+/8I1N/z/Cvp6zJ7bThUynmVMT+b1EqL9iUpospNVZK7dO8lmltj5qEMHmL+KRyBwu4+zh/C2ZGJ3mtm3vyMrJSr3wU4/3o+bUfP+oC/MxzqA5XjMMPbPzOP2hJ3ngFb1mR+LKxLPykw3hDJmgUl8lQafrFdeqCPQqaaaYPlcBfzhgczfxKHFBj5NqVWcI4KANz7FoDThI8rzhmPtv6xAHe94wm8ZRY0G9J9ZKTvHJ/8yu1H4i82JpxytZ0ZiKS4koWxJVl6ny6weYLMuW2z80wx9br09iaqvT1SnZqfnZlWt2YmXVOuunzUpRJJ+JjRNzGbE+UZmUmN/SAPRNLieSuIyMjIekWRkZGQIWRkZGQIWDnGHnHISTHZ1lTJAUCCReBLBXSMjIzrAkXYbGxF7Rn28oVcMYNq2Np4y1Ip07UpnY91LMqdXubckgnnChjjKXEmWbcmuv0WoUhM8FFj80yWy5ptqsD1Fxt6iGd8wODJEnp1Utthcuom4bTcWDl0GB03PHKGSLR2vcDcbRhTz8ofngk4aMO8Rc3XU1yeqMsqlBlTTUopCC8lesElSkqtYpT0/ijHd3TLeka9X9IUzAsEucWvWYfZgGo+YkwNhPPomFuCY9EsLdGyVH4AmLH8N8BWWGHAgqoCqi6gf0k5NOLJ+ISoI/ww4eG8p8L4QKFUvDtEp60e6uXkmkLHqVAXJ+carVzlbAf6bSfWB/K7VYf+PeLVIN5cMYPKXH9h91WDhbJvFeNEhVKw7Wqggi+piTccTbzuBa3rDhYY4AczsRqQpdCbpzKv45ybab0/FOor/wxYZiDF1Jwm0lyq1Sn0xtQJSqbmUMJUBz3URDf4o4zss8JLcRM4qkph1vYJlEOTGo+ikJKfne0Q/8A2a+r/wD21H7E/iFfnsay1hwP9WxCCPEtZ9jJVunZpYuZzF7OjJ2tPTIWWMJSUpOPuuDZ6VZEs+VqPUOMrvfqDDQ8Q3aSNSFXmaZgCTlplto6FVebSVIcPUtNbbDopfP9NrEsRwccUcpiDsX3qbhh59mUazCq2GQspLaxKuurqhHzRMtoI6hSh5iOOETh8HEvnVJ4cem1yUghlc5Out273uUWBSi4I1FSki52FybG1jGxPEbgVBaUNnHY+P8Ax4qs7O8h4P8AB18wYwRUo0ydI5EN5JA5njwWjiPipzFxTMKdmcYVtoqN9MpMGUSPgGtIj3wjxbZh4OnEOtYoqU8lJ8TVQc/NoWL8j3lyPiCD6xYtg/gWyxwJIIal8G0meUnZTtRb/OrWbcz3uoD4AAeQhquNPgMw/Xcsp6tYNw+zS8Q0lPfplabL6UVBse+2GkC2u1ynSLkjT12j1MKvqbDV7yXDfYlbDYdpeTb26bhrrEMpvIaHFjYE7CfAea44XeJuncRdLflXZZum4hkEByYlUruh5F7d62TvpuQCDukkbm4MOZO0gEXsIhxwo8NGamDc5MP19OE6rI0+XmUpnVTS0Sp/Lr8Ll0OKSpVkkkJtuQPjE7pyjlPSL3CLqtWof64IcPERPmuN9puBYXhuKxhFRr6TxMNIOkzBBg+4QHN0gEna8JM/SAkbi8Hk1Sb32+0Jc/Srj3RaLYcrnKAJulAD3RCRUKUFJIt0g+naKAm8Ik/S9KjtD0Ju6hS7X2hDqNKtewMODVKVck6RYwP1GmWB2+0AKE3tVpQUk7QO1Gm2BFocSqUvntA1VaZYq2FrQ5qE3lWpniNhA1Vafe+0OJV6bbpbaBqrU7nt8YchN7VZC17iBuqU6yjtDgVan89uUDVVkNjtDmoQLPyOknaEx2QClmCyfkbE7QlPSQ7w9IchLUrI7jb4QtU2T3G0eUpKWI2hapspciG6kLfpEj6c4J6PI8jaE6kSVzy5wUUmT06dtoahb9KkOW0FVIpwKU2A2hOo8jewtBTSJHSRt9obqQtyk07Ta45wR02narfGPCkyGoJ2gkpsha1hDULiWp+lA2G0eq5TSn4faFZiQBG4BjH5HbYWMCEzPFpjWtZY8O2McQ4dcYaq9Dpjs+wp5rvUDuhrVdPXwBUU25q9qPnhill9l7MGqybTlxpp7TMipAPQLZQle3nqv6xd9nDglrHuXeIKC+hK2a1TpiRcSeRS60pBH0UY+azFDy/aC21hSVJUQpJFikjpD7djXvIcJ4SkkDZKmPs7sYZpG2I8U4irqb6gKjUnpoX8/wB4owKX333jlRvHEWrWtAhohYyZ5WRkZGQJFkZGRkCFkZGRloELIyMjLQIXOoxmoxyEFRsBHo3KrcICQST5CAkDlODCeAvNF/lGc/rG4mjulIISTc2tBLgDJqtZlVQSNHkpioTZSVlpoAFKQQCSTsALjflvGF9xTYNTjAUq3sLivUFKiwuceABJPoEH6NZsOcd0yynDdKVEfCHmxPwZ4yy3wi7Xa1T5eTlGVoQUGYQ66Co2GyCR9+sD7GXa5lIAQAOYvEJ2LUIljgR4hWN5l+8sqgp3tMscRMEEGDwYKb5NMccb1AX9OsejFCmHVDwbHkTtDmyeWrrBTdAJJtyvD0cHOAaYc1HGKvTJGoNzEk4llE1LodShwKSrUAoHewUPnEG4x1tNhe3eFPwLLoxG/pWQdpL3ASeATwoozGFZthIIbUpBUEggefKN9nAcwWwV9R5cosT4osvJWvZIzUpKyrDKJKYZmm22mwlIIVoJAH9VZiNTeXCnkpTpPecgDFfRzK6tT1BsbrYM55EOXb5to9+vU0OmI5MREnhMhLZeuS0ypJCtttxeJQ5fdnDRMWYRp1TqGIJpxupyrUyhEvKpbU0FpCgNSlKvsf0jeBmVysdmXBpb1b6TYjyiVmRbbktlXSZd0FLko2pgg9AlRCf8Noq8Txu5DA6k6D5La+yXLeF4niNS1xGkHgNloJIG0A8ETyq1s9cuU5UZt16gNd/+Wps2tuXLxCnFM3u2pRAAJKCm5AG55DlAeTvv1iX/AGh2RyqpiGcxVKIAealmlPAD+kQLpJ+I0xEADUseu0bnhF8Lq1bU6wJ9Vy3N+Ef03GLi0YIa1xDfSdvspwdlrg78hl/iOuKAKqlONyiSeYDSNRt6fvR/d9IejiSySlc+8q56iu6UTyB39PeVt3L6QdP8qgSk+iieYEJfBhgw4H4a8MS60BD04wZ5w2sVd6orSf7ikD5RmUfEZKZgZw4zwg+pDU9QZxSZO23fMos2seqkuAk+i/6pjnd7Wr1L+rdUP7DM+QIH+eS9f5bsMNtMsWWC4jH/ANQ2IPUuBcfQ77HxhVs4goU3hetzdOnWXJebknVMvNLFlNqSSFA+oIMG3D1xFVbhyxBPVGkyslOOT8r+WU3NhamgNaVarJUkkixHP+IxIHtIOHQXRj+ksbHSxV0IHI7Jbe+eyVfyeZMQ7KR8Y6HZXNHEbUOIkHYjz6heUcxYRf5Txx1Gm4tcwyxw6g8Ee2x80+GJ+0IzMxApYYq8tTGV80Ssm0m3wUoFQ+RiQvZ0ZyVnNHDOJpeuVSbqs7ITTLqXJlwuLSl1KhpTfkm7d7DYX9YgUTvtEm+y+xN7OzgrFMUrSmpU1Skp6KcbWgj/AAlcVuOYZbtsHiiwAiDsB0I/Zbd2bZzxStmi2+PuXva4lsOcSNwQIExzHRGPapYaJpuEqw2lSS2uYlHl+eyFIF/k59YhkSVXJP1ixDtF8NGu8NU5MgavY86xNk9bElr/ADdH/QivA9DfYw7KtUPsGj/aSP3WLtusDb5nqVOlRrXfbT+yth7BHBdT4leBfPrAFLYMzVcE12lYxpcugguTan5ealphtI5k93LIIA95WgQ5OWGaOIci8ey9doE25TKxTypu6mwoEHwrbWhQsQRcEEfQgGGw/CGZiqoPaH4vww7MFEpirBMypLNv6WZlpuVcbPyaVM/WLv8AiT7PvKfPmufna7IootfqThSJ+mzKZOZnF23ulQKHV8tyhStudoqMcwl9S5Nai6HfToOvjKtezXtIt8KsnYRilE1KDpOwmJ5BHURv5KDlG7X/AB9KtIRP4fwnO6SLrbafZWsdb/vSL/AfKCCmdsVUCse0cByL6SfEZeqLaIHoFNq/5+kOTiLsOKArWaZj2sygN9Imqe3M6dtr6VN3t15X9ICMT9iPXZFhZpGPaVPOgeFM3TXJVJ26lLjlunQxVaMXZwZ+hW7i87Lbsw9oaT5PH3EAJ1MiO0AwDnrU5elKcmMO1uZUEtStQADb6v0tug6SfIK0k8gDD0zlJsRtaKiM5sm6/kFmHOYaxHLJlanJaVXbXrbeQoXS4hXVJHLkRuCAQQLJOzyzfm89eGySeqj65urUCYXSZp5ZJcfCEpU2tRO5JbWkEnmUqJ3MWGE4tUrVDQriHD/IK0ntM7N7HDLKnjWDVC6g8gETMSJBB6g8bo9nqSByhHnqZe4tB1P0vQTt9oRp2n89o2CSuHIFnaYSk2hFqFK1X2EHNRpunoPpCLP0/UDtD9aEAVOmbG4ED1Spux25w4FVp19W0DlTp/PbeHakIAqdOte4gcqtMsSbQf1Wn3CriBurSNgdochN7WqeAg7C8C9VkbX2hwavIXCtvtAtV5KxO0PHCEAVeRtfaBiryVydtoPqvJEg7QL1aT3VtDhyhA9Rkrk7QlPSV1coKqhKbmEp+TurlD0JUlZbcbQt0uWuRsfpGnJsXWNjaFyly+42tGNCVqPKWA2gqpEpcp22hGpEtsIKqPLXCevyhDwhLFHldxt9oKaRJ7gW6+UJNFk9gbdfKCujSfiG3ryhp5QlWkyVgNoJKZJ2A2+0aFJlL22gkpcpcjaGEoWzKSA0A2+0cTlP1J2G/wAIWJKTu2NvtHs5IaxyMNOyE31apux2j5uONrBasvOLbMeiqZLDchiOfQyg/wDcl9amj8CgpPzj6aq3TL32+0UAduVl25gTtE8VTBSEsYik5GqMAC2xl0Mq+N3GXD84kWhioB5fwlP6VEHSCLdY5O3xjA0pR2Qo/AQtYYy7ruMXe7pNGqdRc/TLSy3T9EgxZOe1u7jAS0ratVdppNLj5CUinY7bxwBzB2vDsULgjzPxCzrYwpNtJ8pp1uWUPk4pJ6xxjTgszJwLSnJ6dw485KtDU4uVebmCgdSUoUVWHna0RRiVqXaBUbPhI/lXhyljYpGsbSppG86HRHjxwmmjI5WgtqIUCCOYMcRMWvERsV6JR3lgNz9YWTgCuJoDtTNIqQprNu8mzLLDKLkAXVawuSBueZEOj2f+C/2u4lKO6tvvJekNuzzgt7pQghB+TikGLC8UYbksY4enaVUWUTMjUGVMPNK5KQoWPwPkeYO8a3i+YW2Vw2ho1bAkzxuuxZC7J35jwypiHfaIJa0RMkAGSZ2EmOFVJgrCjuJ5h4ISSGkEkjzjwdwrMoeUCm4SqxI5CJCUPIObybx1iuiziStuW0uScwUW/MsL1aVjp0sQOSgoQPS2B1OzikFsrDir2AsRBUxoCo4tMt2j6Ln1zg9W2qm2uW6XsJBB8jCdzh54CsGY4yyo1fqk5WZmYqLPeONNuIaaQoEpUn3CTYg9YbbO7IKn5d5xVWlyDLjdNb7tyWSpRUQlTaVW1Hc2VqHOJVcITi2coESLiSj2dNutISeiVWcB+F1n53hE4jspzijGspU2wLGVS24P1FKlb2+Ch9I1NuM3JuntqPMGY+uy75mbKuFjJdviNjRDX/IXOA3MiCCT0kqL7GXLRUlKGLgpBta29ocnhNpL2Es6qc4Wu7YfS5LLIAGykHSP7wTDhYbyuabpZeEuCq1iNO8EGFMukyFSlp9DSm1MPodBt5KBguLxz2OYTyuS5dq/CYnQueNLmn2kSjnOjDYxdlbWpAi/eS/eAeqCFj7piPFMyOd/JJfSgEFN7qsIlZMsJmpdxpQulxJSfgRaESkZXqEu42yoLSpNwL2CdvWKmzuNDS1dl7b8Pm5trwD9TSPpBH5KYCi5WqW9oU0CQRZRHIQaZe4FFBx1T5phAC5dwhaiLeFQKT9iYdSgZUOyqiVWCQeu8bkvlqijTyn1uEXFrgbAekZ6lzqBbK43g9U2t7RuBy1zT9CF44pporGG56WIB75hSQPW233tDSpy0XRzKuLaJS6d7j19YelSbEgxwptKgLgG3K45RX0Lg0wQvUeesgnMdWhcsqinpEEkTIMEQJCbeRy70TlkMEgi9wNhBlg6mvUiRdl3W9CUuXQb+8CBf7wuS8i/OE9yy67b9CCr/KPaaoU5IynfvMLba1BF1bG5v059DCVbhzxBUPKWRMMwDEG1zd6qhBAGwmekSSfJCuMsv2MeTDDEy2l2VWCh5J6jp/mYgHxPcPb2AuIRVJpck63TarNNNyJ0+DWogFAPnq3t6xZlginmq15MuBqU4hVh52F/8gY9s/cgqTWaPRKitKEzFJqMvOAjc94g60/dI+kWuD4w6yfvuCCIXL+0jLPxebG0G7d8WEfZp/CDHlSmXeBVKSnTIUKQNkjazTLf/wDlMV1ZUUPMdOasvjCg0Ctzs81OmZU83KOlp3WTqSpQFtKgVA3PImLK4HcRZu4WwjrFTxHRJFbY3benW0rHoEk3J+AhcKxN9BtRrKesv5549B4rsGdsm2+Jvtate77htvuIgb7byTtEbbLedkZfHmDPy9Tp60S9WldMzJzAGpAWjxNqttcXI26jaKzeJLJGcyEzRnqK9rclFHv5F9Qt+YYUTpV8RYpPqkxP2gcXWXuKsZyNBp2I2JupT7haaSllxLZXa4TrUkIueQsdzYdRCTxncPic98rHfybIViCjBUxIEDxO7eNn+cDb+sE9LxMwO+rYfcinXaWsf4giPA7/AEVD2kZcs804ObnDKrata36tIOrYEtMdY3Hmq1+Rh2eCbEn7LcTeFnSqyZmYVJkHkrvkKbA+qh8xDVPMKl3VNrCgpBsQdjeFTAuInMJ4zpVTaJDkhNtTCSOd0LCh/lHRrul3tB9PxBH1C8kYFeGyxOhc9WPafoQVZ3xF4aRi7IrFkgtOouUx51Ate60ILiP8SRFV7ydDih5EiLfiGapI2Ol2XmW/ktKh/kQYqVxrh9zCmL6nTXgUuyE06wsHmClZSf8AKNQyZVhtWiehB/b9l3v/AMhLEd7Z37f7g4E+hBH5KkD2Q1en6N2g+AZWl1afo1UxAZ6hSD8pOKlHFzk5IzEtKt94kggLmHWUkX3vFieF8w65l/mhTcSJmJo12hVBucC5pSlOd604FaV6t+YIIPmQYqT4Xs2P+wPiVy8x0pLik4KxNTq7ZAuo/lZpp/b1/dx9PHaVdkrUcbYonswsq5RubmqmpU3VqGlYQp51RuqYlybJJVcqUgkXNym5Vphc02VWpVbWoncDj0PIHjuqPsbzZhtg6rheK6Qytw49DEEE9ARx0BUmuG3i3wLxTYNk56gVmRbqjrKVzlIefQmdkXLeJCmzZSgDcBYGlVrgwq5uZxYMyYprk1ifElGojTY1FMxMpS6v0S2DrWfRIJijfGeX1ey5qq5HEFFq1DnEkhTFQlHJZwEf1VgGPXBWWWI8yagiVw9QaxXJlZsG5GScmFdOiAfMfCKduYK+nQacu/zpH7rcLjsMwh1c3Tb6KB3jYwP/AMpj3hOLx0cRUlxO8Qc/iKly70vSGGG6fI98NLrzTeo94odCpSlEDoCAd7xODsl8sZrCHC0qpTrbrSsTVR6fl0rTp/cJShlJt6ltZB6gpI23LO8I/Y7YlxdVJOuZnNigUJtQd9jpdvPzljcJcKdmkHr4tfMWSdxYozh6WoNNlpKSl2ZWTk2ksMMNICW2W0jSlKQNgAAAB5CJGD2NU1nXdcQTwPVUnapm/CmYTSyxgzg9rI1OBkANGwB6knfZDNQp+/LeEOoU6xNhBpNygVzB29IRqpJWPKNmXnhBNRkPDy5whVKQO8G1RktjtCHUJMFKtjAhA1Sk+cDdXkbEkDeDmpyttW32gcrEn6faMoMoQLVJO99hA1V5IKB2g5qcoNJFucDVWldjtDhwhAFXlLX26eUCtXlLlW3OD+sSdirb7QKVqVtfY8vKHA9EICq8psdoF6xK2UducHNalhY/7QLViWG/pDhwhBVTldztb5Qkuy11mCapS/Pa8I7zADpuDDwULfk5ey/nyhepTIuna0JUkx4723hfpLViIahLtHYvb0gro7F9PWB6jtXAuPgYLKO3fTcQh4QiCjMeBNvPyguoktsCecDtDYuU7bwX0ZmwG3yhiEuUmX8I9YI5ENyjCnXVobbbGpSlmyUgcySekB2LcdU7LHCE3WqmsplZJF9Kba3VHZKEjqonYf7CIY5z8SGJM6JxxE5NLlKRr1M05hRSygdNXVxXqrrewA2ioxLFadoADu48D+fBdGyH2b3+ZHmpTcGUWmHOI6+A8TG/gprYn4vcucBkszOI5WbmEkgtSCFTRv5akApHzUISZTtAcs5yYS2uoVKWCtu8dkHClPx03P2iImW3Clj7NaUbmaRh2aMk5umamVJlmlDzSVkFY/sgwRYq4BMz8LUpc4aE3UGmgVLTJTKHnEgeSLhSvgkExRHF8Rf87Kfy+hXWx2YZGoO+Eub/AP1eD87QZ9N49FNrD2MKHmTRzPUKqSNVldWlS5d0L7s89KhzSbdCAYqJ/EQ5c07D/Fjk9impy6ZinVmnKps20pRCHW5SaS4sGxBF0zhBIN7Wh2Musx65k5jBqp0mYdk52VXpdaXcIeAPibcTtdJ6g7jmLEAwkfiC5mm528D+V+ZFOl/3sjiQyLgA1qkvzEs6XW1HoA5LNi5tfwnqIucIxUXTtDhDh+/guc577OamWK1O7ou723cdienWD0MjgoGw3kHgnCCECn4VoLCmzdLhkm3HE/zqBV94XK3iukYQlx7RqVNpjQSLGZmEMJA5D3iBaNPKvEZxflnh6qFWtdQprD6ze51KbSpQJ87k3it3itoz2F+IfFsmsuBPtFx5CSq9kOK7xG/9lYjX8Mw1+IXL6daoQW+/WDyV3/OGb7fK2E299h9o1zasARDQJbI2AMzv4KeuIuMbLLC0wWZvF1NWsG15ZLkyn6tpUPnBTlxmxhzN2kuT2G6tLVSXZUEOlvUlbRO4CkKAUm/S4F7RU6oKWo21H7xLfsvcE1qTxPXK47LzLFEekfyqVrBS2+8XEEab+9ZKV3I5ardYs8UyzbWtq6s151Dxjfy4WlZJ7YsYxrGaeH1bZvdvmdIMgQTJJJEDrsFodpDw+SeD6pJ4ypEu3LStXeMvPtNp0oTMEFaVgf10hV/VF+ajEVUk/WLBu0oqLEpw6pZdKe9mamylpO1yQlaifoD9fWK+b7bdI2HLNzUrWLXVN4JHsFyrtjwm1sMy1GWoADwHEDgE8/Xn3UwuyuwbaYxVX1oPhQ1IMq/UCS44P8Df1iQWYWfshl1nLhXC86UNt4kaeBdVt3LupKWf5VELT8SnpeBTs+sHHCvDVTHlJKXKzMvTywobgFXdD6paB+cRm4+sUzeNeJ6alJFLsx7FZZkWO5SVEqA1qAA3uFrUPiI1h1szEcWqtf8ApAI9IED77rsdDFq+U8i2VW3H+pUc0x46jrI92iPKVOHMnAMvjSlKUWkGbZQQ2u25B5p/1+MM3hjLNyRfcCmUlIUQSdrC/wD9ocrhkxzWcf5OUqdr8hPSFYaQZeYEyyptUyUbB0BQBIULEnz1QYNYOlZ+ZeRpIVMrCk6eh6/9esUDajqFR1B3Qwo3adlyniNnSzLYtPztGsRBggQSOhHBQxk9QnMPCoNq0Ft4ocSU8ri4P+kLuLsOO4iMohm+tDhBA6gj/lBEvCKcOyR7tCgLgknp0/2hQy/Ql7GEi2pOsOrKALXuoggfe0RKlWKmsK3y4z+pZCq2vJYHD3B1BJ+Cct+8b7hUqbBFlEj3v+v9YJZPKdcpTyG5UXSq9iIdGn0nupnS3KrDg5gpsbwZUilFuQIXKLBc23F7C8YKly6V59p09LhPRRVqUkunVB9hY0rZWUEfAw4GBcJNT2HZZ5OvVMJO49CQfuDCFnbTxS80asyBYBaFWtbdTaVH/OHv4YsNtVrKViZcbuph11oKtf8AiJ/1jG6rpbqXoTtHb8XlizvHfqlv/wAm7/eEH0vLgNApKFr1G/nHucuFVKYDP5XSeRuIfSm5aTM2w29pbbZJ03UOX/V47rypmZfERcsVMke8AYwG6815/FODKhfjygLwvjCfkXElCmHb2PQKAUPsRDrZCZZMYnw7J1BcrLPBS1IJ7sFQKVEbn4WMIvF/hs0DNrvbWTPybb17W3SVNm/9wfUQ63ATPKqOXlekktB1UjPJdJA8SQ62APldtUPqVSKesL0Xm2rUusn291ScQWhhMHnbSQfKVuLyeVQG3A22gtzq7E2vo+H/AF0hFz2yPbpGUlTnJZlKlyiUP60nkAoavsTD/S2XE+XBbW6wPHc/wkx71bK57FuVNcpThu7NSjzKQU3JJQQPuYhfFEEElcQwO5db4jRuCf0vB+4lQAynfLGZVEAUEd9NoY1HknvDoufTxQ6PFtQ0YLpFIp4Wlbk88uYXboEAJH1Kz9IZKSm10+cZfbNnGFhxJ8iDcQ7vFr+bxbnG1Tqa1M1IyFOlwlEu2p0nvUB69gL+64kfKJ5PzBelsZwmnWzHZ37+GtcSfSI+5lQE7TnGD1HyxoVIYU4hdVn1vEoJBUlpFiDbmCXUm3oIiBhnJTGuNmkuUvDOIZ9pZ0hxqTdU2T5arW+8fQnwp8FMrjPKKaexrhN1E1PVE/lxUJNTbrbCW0WWkLANlKUrpY2h/sL8L+EaGqUpUhSmESqN1nukpAI6xsFjnGnY0Bb06ckEyZXnTtOof1PMVas2pLBAEeQE/eV87OXHZa53V96UqMrh52nd2pLrTzj2haCCCCLbgg2MTjoOHcSYawzTWMWyaZOuBhImdF+7dWNitOw2Nr26Xt6xbf8AsHTMKzLjaJVBbR4UJCLpUP8AS0BGaOQ+Fc0Ey7dXoSJ5cq6XWVJUtotFQsb6FAkHYkHY2HlFViGaqt8QKzRA4hTOzrG25au3PdqdTqCHAeI4IBMT+yoq4jezwnc0MzJ2vYWW221UEmZm5QJ3S9fxKTvyWTqPkonoRZoq52deO6A4lZlitA8Q8BBj6B5/hxouCGEu0vDlKQtKSC4hlOtIPPxHxfeBLF2VshPUlTrsoyG7290D068hFja5xu2MayZA26LWs02uG32I1LyxpljXHUQfE8xHAJ3joq4cKZs07L/K+gy9cXNt1KTpzDMwy3KOuLK0NpSu1k25gnc8or/4k5+VxBnTiCrSDE0zT6pOLmW+/b0LJWdSri5t4iesXOZmcPdKq0w8pUogJuQPCCNxEQeIvhYokrMLUZZJSOR06QIsMCxalb13VYku5/KlZvzTfY5Y0bK4a0NpQQQDJIEbknqq5L7/AAj7gOz1zPdz74C8mMazS0LncUYIpFSm9CtSUzDkk0p5N+tnCsfKPi7zxwBI4Kr6kyb6ClZNm0m9o+rD8MBmorNbsWspxMTX5uewyup0KYN92gzUJgstn+zLuMD4WjeLms2tTZWZwdvr/wBLlLqRpksPkVOecp6VndCT8oT6hIIQL6EjfomCV9kDaxIhMqUmCg3/AMohwm947xQvMye1rW+UJFSkQd7faCZ9gDaxIhLnmf6ph7SmITmpKx5dYSanKWSDa9vSCifZsR4TzhGqLA0cjDkJlc2eJnL3KCpPSGI8V0mnz7CUqdlNZemGwpOpOptsKWLggi43BB6xxgLMmiZw4NlsQYem/wA7SZxTiGnS0psqKFqQq6VAKG6TzA2sYhN2vuDfYHEvT6mhFm63RmXFG1ruNrcbI9fAG/rDt9lPif2xkDVqWshS6RWF6QP4W3W21D/GHIpKGJ1H3rrZ4AAmPH/IXYMY7PrK3yhRzBbPc579OoGIAOxAAE7GN0/dVlRvsIHKvL3RyEGFTY2OxBhm83eJ/AmVE47J1WuMKqDXhXJyyVTDyD5KCQQg+iiIuX1mUhqqOAHnsuXYdhd5f1O6s6Tnu8Ggn8dFuVaW5wM1eXtfa8Bkvx35f1maDa3qtIpVt3kxJkoH9wqP2gyla7IYspDc9TZuXnpN7dDrKwtB+nX06QlG7o1dqbwfQqbiuWsVwwB19QcwHgkEA+U8T5IVrsvztff0gTrTV/pyg6rTOpJ2vAhWWfe2IiWqNBFZY2IgWqzAuYNKy14TtYQKVdu5O23SHjhCD6mwDfaEWYY/fee0ElUa8RhEmZcJc6iFQt6TRZQHO0LtKRYJhEkk/vT9YXqWLADyECESUVFiAYLKI3bSD1gWo42T6QWUdGqx8oa5CKqKj94BsN4L6MnUB5iBShi6kwYUjmn4wwoUduPTHa5rENIw40s9xKM/nXwOSnFkpSD6pSCf/Ej34A+H+QzHxBOYkrUu3N06jOBmWl3EhTb0wRqJUCLEISUm3moeW4Rxl6v+3yp6r27iX038u6T/AK3iS3Zyho5Dud2CF+1Xw7y3Vpb/APLpjSqDBcYq7vd9JP22C9W4vcvwTs4ofAHS6oGyRyNe5M/ZSUprFmkgAbDl5QqNy5KRa0aNNTZIiCGY/aP5nSten6ZL+wqK5IPuSyjLSJWsKQopJPeqWL3HlGwX1/StQDUnfwXBco5JxLMtZ7LEgFkFxcY548SfZPXxEdnvJZzZvoxFK1Ruhyk63eqNNMa3H3gQAtAuEgqT7xPVINlFRhh+174U6Ngrso8xaNhuWmFrpS5Ou3ffLjjimZpgPOm+wIZ130gDblDc4q4r8yMaFf5/GdeKXDdSJeZMqhXppa0i3pa0JeCKZNZqSOOMKPTDz01jjB1aoaHXVFxXeOSTqmyb7mziEEetoobXFbQXIdTpwXEbk+a7XmDs7zJ/QXMxC+Dqdu0kMAJkATBJgmB1KjjwHYmGJeGHD4UvW7Ty9JuemlxSkj+4pEbOYnBhgjNTMWbxNXGJ+bnJ1LaXWRMd2wrQhKAbJAVfSkfxdIbTstcUfn8t8SUgk3ps+3M79O9Rp/8A6YKuOvPrFOQ+HKFNYcVLNIqDr7Mw68wHFNqCUFvTc2G2vmDyEYa1C4biz6Fs7S5xO8xsd1u2GYphVbI1tiOMUe9pUmtkQDu06Jg7T69Ed4V4WsvMGEGQwjRtSeSn2vzKk+oLpUb+t4K8UYjkcBYVm6nNIdbkKYwXHEy7CnClCf0pSCbD0FgNzYAmK/cO9oJmXR8Qtz03WWKmwFDvZR+UaQ06ny8CUlPxSR/nE3Mg8/KLxAYLRVKWsNTTNkzsktQLko4RyPmk76VciPIggNxTCr23irdHW3qQSfyNlJyRnnLmLd5ZYNTFCqAYDmgT5jSd46iZhQP4s+Jub4jMZNrbZXJUKl6kSMqs3X4ranF221qsNhsAABfclqJVlUzNNpSCVKUAB57xMPjh4LWUSk3jPCMolrukl2p09lFkBPMvNpHK3NSR6qGwMR34W8HftzxBYVphb7xtVQQ86g9W2/3ix/dQqN6w29tTY67fZrQZHURvuvM2cMu40zMvwuLfNVrPAa7o4EgCPADiOisry3wuMEZfUOj2SFUyRZllW6qQ2Ek/Mgn5woIlZKiJmJhLcrKB1XePuBKW9Z/Uo9TvzMDmfGLzgTJnE1WQ6uXdlKc8WXEkhSHCgpbII5eMpir3EuN6viubU7U6nPz7monU++pw/VRMaNhOC1MR11tekTvtMnnxC9I567RbXKYoWDbfvXaZAkANA2HQ8wVb3gqgTeZMi5NUBk1iUaUULflCHWkKHMFYOkEW5XjpTZxdFqrTxbuuXcBUhW17HcGNr8OvMHG/DDjCllvvl0apLVp5my0pV/qYcrijyUdwRU01uVZWKfOuFt/b+he3Iv6KAPzSfMRQX9MW93Utif0mPVRsn9pbMw1fgb6k1jKjSAJnfw358tgldWFGMw6St+Ra1S07LEMrtfu1EWsbdUq5/CGVQqZw1WgoamJyQfvvzbcQr/QiHi4MMxGJDGYwrUnG25OvuJRKOucpeZOyR8F7J/tafMw9PEB2fc3mIp6sYbMvJ1ppNpqXeVpYniP4kq/hXYeVlbXsbkwHVwx+h6w4FVpZVxSthN+YoVt2k8eG/tsUg5S5yYFxdLIn6jVJGjz4A76Vmj3eg7X0qOyhflY3tzAhaxvxJ5c4GLr0tUvbkyGiluUkEFSVK6XcI0AX5kEn0MR2q3CDmbRplxp3BdccLXvLl2fzDf8AfQSn7wu4A4A81cwn2w1hh6mSyzvM1J1MshG9rlJOs/JJjE5tKdRft6p7siZVbVN0+5+TnTrbHp4wmvxjieZx5i2dqj6EiYqDxc7tsbJvslI+AsPPaJ9ZBZGzOBMjaDQp1hSao80ZmYSrm2txRXo+KQoA+oMdOGfs25TJ6uyFarr7dfxDLOBbKWkkSUoropIIClqG9lKAA2skEXiStap35d5EuJNTb7QuVEW2+kQ7q9a6GU+Atb7QM2Wl/Sp4Zhw/0qZBmIBIEADyHmmpo+XapqQNLa738wFXKlDl8II2cCqkZ1mnvqQokaVecOJTZCak2VTCJZJTe2sJ3MK1Kw9KYmSpYbCJlIJ1EX3ivNwVy0MACgv2gvCpXcZVLC7+E6PN1eZSqYlphLAFkJJQUEkkAC+sXJtvGx2f3C3jHK7FdfbxVJMUmSqMq3+6M0264XUKOm4Qoi2la97xOBVHllJbbb1qmQq/u7fPaFCVyyR7VVOFpt5SyCQE2jKb93d90twOcLtuDjBi1vd+JBnmfGNimyn8MvUBruJUF9Cz4iedo7yeDmaklDaLNPAeLfmYeiXw+lubUlUs2hGjbwC0aasFys1JLVLNaZkLtuP+toiCstN1tBmUxGEuBvLzC8yp1nBtCm5l1XeKXNSyZlSCTckFzVY3PSDCSy5nZSpGUlpZtuSURqCEBKbAAdPSw+AtDtsUVdHnEd82AlSRfbcGFeYob4QgoQlSHNxZNzaA13u3JlZrrGK1Ujvqhd4EuKbiaw+KV3culhKlBPhJHKMRlswWlPq0szSxdy/JQg9Yw0H6qnvrqI35bpjfmsKMTbilvoAbaG3rDNR6KE+/piAU18xgQMyn5oMoWNVglQv8xAviDCj0hVFzUs0SZhNu7Kb/APXKH3nsPAyZeYOpCRcIPWIGdt1SalSMu8EVWVnJ2SZM9MSM0yy8ptp/vW0rTrANiR3K7X/UqM9qw1KgZPKucuWrMWv6Vjr0ayRMTG08SPCEfZn1Sg0mUYp9Tr9Ho068+G0MuzzbbrqrgBASTcm5AtAlj3DQdkhLKbCpdHLbcm294rJSooUFJJBBuCOYid+CeLqUx7w9SlVqbrKazIN/kZ65spbqEj94R11iyvK5UByi1faOpEaTK3bOnZ8cFtWXVN5e2YcYiPDaTsUE5lvUjDTby52YTJhN7BR52EQ4zRnJHOuvVGV/MOCnyaw2DLqCSskEm5sfT6w3vaM8f3sWsPyEukTjzyyEJS5sPU+UInAbPzdfyRerM8Sp+tVR+Zud/CEobAHoCg+W5MbRSwytRtPi3bAkALW+zextMUx9trcMD2taXEHjbYT7kLcxLwYYFnMPVYs0JEzVZqTeaZmZmYddWhxSCEqAKtIINiCAIsl/BUZsy1Y4Nc4MCJdSZzDONG6ytsqupDU9Jtso26Aqp7vzvEOIdX8Ipjk5X9pLxE5XobWiVrVD9sIVYJT/AOj6gGUC173KaiojnsDGyZeu6lWnUp1HE6YIk+cFXXbtluzsadpcWNJtNp1NdAAkwCOOuxX0JqTrBtbeNGokIbNykC3WIw9pD2m1K4KqWxRaRKy9cx3U2e+Yk3VEMSLJJAffKdyCQQlAIKrE3SBc1VZtdoZnNnRVnJqr5gYglWysqRK0yZNPl2x0ASxpBA6FVz5km5iXf4xQtn92fmd5LQsn9kuL49bi8BbSongumT5gDp5kieivZmW9abhSSLwlzrZJPLeKMsrOPfODKCuInaVj/EcwkEFcrUpxc/LOjqC28VJF+RKbK9RFpvATx50njQwGsTLcpSMZ0lH/AKTprayULRcATDOrctqJAsSSg7Em6VKbZYvRuHaAId5ozj2T4rgFD4wuFWkOXNnafEHge5COs/c8cL8PGBHsRYsqbVOkG1d22PeemnCCQ20gbrWbHYcgCTYAmIE5m9trPzdVW3hLBMmzIIUQh6rzKnHXR0Jba0hB9NavjDVdrDn9N5xcV9XpCX1miYJWaVJM8kh0BP5hwj9SnAU3/S2iCvg97KlzPTLWSxdi2uTlEp1XSXKfJSbKTMPNXsl1a13CQq1wkJN0kG4vFdc4jd17g0LTYDr/ANromX8i5awTBKWM5o+Z1QAgGYEiQABuTHKazjF4y08X9Mwy9OYfTRKxQDMNuOMTPfMTTTvdkWBAUgpKDtc+8d+kOf2QuJ+5xxjOhlRvO09mfSm+w7lwoJ/+OPtAlxvdnhP8K9LZxDSak7XcLPvBhxx1oImZBxV9Ic07KSq1gsAb2BAuLoXZtYsGGOLWhNLUEtVdiZkFqJta7Slp+q20j5xXUXVqWIsdcfqJH326Lf8AFLfB8RyNcUsDM0GtLgN9iDqI33B8lIPtI+J6eyspcphGgTS5SsVlkzE3NNL0uysvqKQlBG6VLIV4uYCTbcgiGGWWSmKc6ai81h+lTFRLJu++VBtpon9TiiE3PO17noDDgdojUnqhxeYrQ6XAiVEqw0lf8CRKtHb0JUpX80IODOLrGmXGA5XDuH5mn0iRltStbMk2t55SlEqWtTgVdRva9hYAAWtBf3La1274gnS2QAPLbr4rLkzAbnCssW5wSmw16rQ5znmB8wmTAkwCAAlTFfAvj/CtIdnDKU+oBlOtbMnM63QALmySBqPoLk9AYF8ic5p3J3F6F944qkzaw3Py3MKTy1gfrTzHny6xpYkz6xpi0qFQxRXH0LNy2JtbbZ/kSQn7QOU6jztcfKJSVmpx07lLLSnFfYGIjq1NlRtSzDgR47/hbLSwy7u8Oq2mZn03hwj5RAHuTyDweVPCqOImWAttSVtrTqSoG4UCLgwJVhJOvlyj2yf/ADwyeoTdTlZmTnWJbuHGZhstuJCFKQm6TuLpSDv0IjpWhsQNrx0m3eXsa8iJAK8H4raC1vKtsHatDiJHBgxI9UH1pBUSekClXQSSenSC6sp0gwKVlUSRwoCF6mgpMIz7JK/KF2pdfjCK6buH4wqF3kf6UwvUw+EH0gfk3NRBvC5Sl3tvAhFdI/hgspCinSPOBCir5EwV0Vdgm5hDwhGVEUApI63gvo5upPxgMoizrBBPOC6jqsAOphiFHTj0wcuQxpSa2hCu4qMqZZauYDjZv8rpWP7p9YKezWzSl6VXavhOadDa6kUzsiCbBbiE2dT/AGigJI9EKh2838qmM58uJyiuLQzMGz0o8oXDLyfdPwIJSfRRiDdUpdbylxuWX0zNJrVIfC0kHStpaTdKkkcxyII2IjSsRY+yvhdNHyu/wheqsj3FrmzKLsuV3htamIHjAMtcB1AOxhW0UpV0wz1R7OjL3FuO6tiCqmuTsxWZx2ddl/zYaYQtxZWQkISF2uTzUYY7KztRKhQ6Y1LYow+iqPNJ0mck3gwty3VTZBTc7bggekFGIu1okJaSWmi4QnHpg7IXOziW0J25lKAonfpcfGLGpilhXYDVIMdCCud2HZ5njCLl9LDmlmrYua4AET4zIRpxPcImXGXfDRi2Zo2HaXSZyVkw+xOOurcdQtC0qCUuOKUoFVtNgd9VusQdyLxGMJZy4WqKikNy1Uly7fl3ZcAX/hJhXz24n8YcRNTS7iGoD8kyrWxT5YFqUlz5hFyVH+soqO/O20OPwjcDlTzanJbEOJGZql4YaKXmUEFt+qdQEcilvzX1Hu89SdfrOF3ct+EZAHt15Pgu3YXbVMs5brjNF3rdU1EyZO4A0gkyfwqwuEfDzWR/G3mrl8hWhikT9QpjSVElSlSc4Wki/U6Qo/KDrtG8MqrvDc/NIAvR55iaUbb6VFTVvq4PpGrx0ycvw99uhjNb/dyFLqtQbnlOukNtKE7INuLWSbCwecXc+aTG/wAU2fuXleyYxNQ3MV0p+bnpJaWG5VZmQ46nxtpu2FAXWlIuTYX3tF7fUaoxOjcMaTIaTEnyM+y0LJeLWNxkS8w66qtaR3gaHEDkahEnxKru5+kGmR+dFWyLx1LVulO2KP3cwwo+CaaJBUhXobDfmCARuIDFixNtwIxIFr9Y3yrSZUYWPEg8hebrO8rWldtxbuLXtIII8QrXcos2aPnbgaVrlHdDjD40PMkjXLuWGptQ6EX+BBBGxEAeCOEelZc8SDuMaShuXp0xJvESiRYSsyspBKByDakFe38J2GxAEDMss8sU5NPTbmG6w/TDPNht9CUoWhYB2OlQI1DeygLi533Me9d4icd4pQ6zO4sxBMszA0raM64GlDy0XCftGmtyxcUqlRtCqBTcI3mY8/5lehanbPhd5a2z8TtDUuaJDgQQACOoO5g9REKafaLY5ZoHDzN0xEyx+aq82xLrZCx3gQCXSbcwLtpF+W9usV7Wvt1h0snuEvMbP6rSzVDw1WZ5qYXpMz+XUWkXO6iTFn3CT+FuRmTS5Oo44xXVKeh1KVrlmGktnfmLkExnpX+H4Jb9zVqyZJ25+m/5XNM549eZrxL4/utADQ0NmYAk8wOp8EL/AIXDMoUvGeZ+GjpUJqRanUJPRQC0XH2ideMcYnFsxWcPVejLmqVPEtuqBspNjcKTcbKBAIPmI82+ywy/7KbIXEmYOXqp9ysSTAbnJmZWp0uNg9SegJJtCZw05hU3Oiiy1XTUGJpudQHld2oEAkXsY5xi95Rvbupe0AdBjnmQEYZ31m2mA6HtMgjpvMj0Ti5X5HZF0iiyr5wzMz1WbIKnJubec389OsI5jmExI+lYhoVYpwmjUQwtzb8v1taGdpOHZSpLUmUZQst7WAG5hxcv8JScy+3Kpk0Pzauev+GNbrmdySr68xS8vXB13ULyOJJMek8eyPZn2TXcONJYV+7bcGrfSpXP/lC8mXk2aY0thHdNosLEXJ3hMpmBmZeZTLzTbrKr6QlAGm//AFaHDw/Rpal0vuXEJdHIA8or3OCiuqlrZSV+WD03L/lQ1ptcnzhUZw6iaq6XpuwbULBJHOFakUGUfWUqPdrWqyLbWhUeoilOht/SQgWbWNrw1Qa160HSNv8AOiHnZcLmVNtNp/LoFibdY6UjDjVHLs0mzile6gf7QayeHmEtpRfxK94R2n8OtsPMrl2zZo3UB1EAYYlQnYk2dI/z/tINKoC1vsrEslCZjdRI3TDP8cPERWuD3IyexTQqRJVmYZn2pVxM2pYZZbc1DWdNifEEC1x70SPYQmblLpBQFAgC1tMNvxQZA0LPXh1xJhOv1JVIpdQbbemp8KSDKJZdQ/ruqyQB3e5O1r32iRbUxrBdx+yfhWJW4vqZvm6qWpupu+7Z3432HgoXdnx2k+OOKTiibwtitFClqXU6dMqlpeQlVNnv0FKwda1rV/RpdFr235con01SW6XPNvBOpPupH+4/1iDPDTlFwp8Med2GapSc0Ha/i8TiJOmlNSTONqfmApjT/wAM2G0pV3pF1nSAbk23iS3G/wAcVB4JKJQqjWaBWq57cddZlvyXdhtpaEpUQ4pahpJCvDZKr6Vcrby7m37yoBSbH2W15tt6V5i9OhgVs9jajYDS3TqImSJ5ERunhrNIE24xMhNi1upB8o9ZVP5laFy5CE3/AHgI6eQivT/8fmSmcL1+YGAXJSrNFlqjypqfftzJUHe8deWGkaEo0t+FNyortcAFQjFjPtbs9sWVdUyxi9uhMXuiTptPYQy3vfYrStZ/mWfuYGYZUcd9lLwzshzJdl1OswUtPV52Midomfx5q7VEoltxSg2AVc1dTHZ2WD7ZQsApULW84qx4L+2rxdRscU6hZrPylcoE+6mXVWQyiXmqcSbBxwNpCFtjbV4QoC6tSiLG1Bp4PtJcRZSXE6gQbgj4xlqWQp7ndaVmrKWJYBcihfgb7tcDLTHMHbjqDBSYlpEpPpltNk6dQMRL7ZLBP7YcH9bnEtBaqDNys+3/AFf3oaUR8EuqPwvEwZqWTMJKlKKLdQbECIjdpJntQcP8PuMcLuzbTz1VpzzA1G+glJ0n5KAiFQaRVaW+KzZQunUcVt7kf2uaT6SJ+ypxgZzqrlcoWUWIH6AVLnWZZT3cg2DwQCSB/Wte3mdusEM8267IvIYWG3lIUG1HklVtj9YGck8z2M38t6dWmghD7qS1NtJ/9RMJNnE26C4JAPNJB6xuFFrgO+iQ0iff+YK9qY7RtcQouwiuYNZhj2jceYJBCq5xXiuoY0rTk5Upl2YmFqO6jfT6DyEWUcH+HzhrhpwhKnYqkjMf+9Wp3/zxCjjRyLGS2dL6ZVoIo1aUZyRCU2S2lSjqbH9hVwP6unziwnL6hHC+AqJTCNKqdT5eWIIt7jaU2+0bpma5pVbKh3X6XGR7D9pXn/sYwG4w7HsQbcj56LdJ9zMjyIbI8l74cxExieTfeYO0vNvyaxe+lTTq2yPqgn5xsdjtjZ/In8RtgtKVNytNzDpc9TJnVsHErpjrqAPVU1KNfMmGT4E8yE5gYSxYtThceTiCYmjf9D9lDz5qC+sb2LcW/wDYb2l3DNmG5NGTlKZi+mCdeSdOmWaqDKngo/pU084PgTFdhVM2t++3PVpj6SFsnaXcNx3JlLEmb6XNO3qWH7lSt4u825zPPiaxviececfNSqz/AOX7zYty6FlthH8rSEJ+UWrcBvZf5f5O5J0OrYrwzTMSYzrEm3Ozz1Vl0zKJFS0BXcNIWChOgHSVW1KOo3tZIqOz6wo7gTPHGNEfQpt2k1udlClRubtvrTz2vy59Yvz4bsyJfNrh1wbiSVcStqr0aWfNj7iy0kLQfVKwpJ9UmGYJSbUuKj6olw8fXdVHbFiFzY4BYW+GvLKDhB0mJAaNIkdIkx1hRZ7R/s1MEY/yQreJsH4cp2HcW4dlHJ5r2YwmWaqLbY1uNONIASpZQFaVWCtWkE2uIrd4Ic6ZnIXikwfX2HyzKmfbkZ7xWSuVfUGnbjrpSrWAf4kJPS8XvYnn5aQoU49OrbRJMsrW+pY8CWwklRPpa8fOhILebn2FS2v8wlxJa0C6td9rDzvaExyk2jXp1aQgnw8oTuxrEbnF8GvcLxBxfTaBBcZ2cDIk+ESPBHHFXLvSvE/mMiYK1vftPUipSkaCu8y6dVul+fzi33hiqUvWuGTL2ak0IRLLw7IhKE2AbtLtgp/lII+UV6dr5kJN5Y8Sy8UNy4bpGN2EzTZQbpamW0IQ+gm3MnSv17w+Vgb9nT2jdAyty4ZwFj2afp8pTlrNKqndreaQ2tWosOhIKhZZUUqsRZVjpCQSuHVm2t6+nVMT195H1Cy59wi4zFlKyvMMBqGkBLW7niDAHUEcBS44vcLS+NeGjHNNmUpUhyizLyNW4S402XW1fJaEn5RUZkPiw4EzrwnWNZQinVeVecPm2HU6x803HzidfHB2kWDH8pqxhnBFUNerNdllyLkyw0tMvJNOApcVrUBqWUEhOi9ibki1jXRGLHLqm64Y6kZLfD1Vl2OZcv7bArqhiLHMbVOzXAgwRBMHcA7KSnakYBdw3xFIrYbIlsSyLboc6F1kBpafiEpaP8whF4LsvMtc0ZmdpeLkPKrwdC5Jpc4phmbbsLpTpIJWCDcatwoWGxiW+bGU0jxkcNFAW883L1Kbp8vU5CcI1fl31tJJSq2+lVylQ+B5pEV6ZmZPYlydrbkjiCkzdPcQvSh0oJYe9W3B4VD4H42O0F9bmhc/E6NTXb78b8rLk7GaWNYEcvG5NC5o/LIMGGmARuJEbEKeIyGy8y7kXJhvDeH5RmWBUqYm2kud0PMuO3I+N4ivnrxWVV3MKaYwbVDIUCTQmXZDDLYQ+oX1OAFJ2JNh5hIPWGdmqxUa8GmH5qdnNJs02t1Tljy8IJP2hycoeE/EGP5pEzVJeYolIQQVuTDZQ++PJtB33H8R2+PKFqX1W6ijaU9Hp/PQJthk/Dcu95imZb0XGxAD9x7Al0nonryCr1ZxPlQxUq5Nuzk1OvOONrcQlJDQOkCwA2ukn5xv1o6gq3TeCNVNl6FSWJOUbSzLSjSWWm08kJSAAPpAxWVka7k8o3W2pmnSaxxkgc+JXlXHL6leYhVuqDAxjnEtAAAAJ229ELVk6kkwKViCetLsTvtApV12Ud9jEpvCqUP1I2vfzhFdFnD8YVamuyucI0w4dWxhULyknrOW3hfpLtyN4F5J8qc9L/OF6lPgFMCEY0d21t94K6M7y6mAqkP8oK6PMX0/6QhEoRtQ3hdPMkQX0d4FKeggFozxKE8ucFtEmLAA84YhG9IeHhvGtmLkdhfO2noYrtPS663s1NNHu5hj+ysdPQ3HpHlSZjwgQTUmavaMVSkyo3Q8SCplhiFzZV23FrULHjgtJBH0UdsQdl6ZmZK6Ji0BlR8LU9J3Ugeq0KsT/KI5onZP1WbmgJ3GVPYY6qYkFuq+hWkfeJX0qZ8Cd+Rggp0zcgXindgVnqnT9/8AldFp9smamU+7+IB8y1s/j8pncm+zyy/yrmWp2cln8T1NohSXalZTDZ80sjw/3tVukPTUCkosBYAW2HKNhEzYbxpVB7UnziwoW9KiNNNoAWjYxj+IYrV7/EKrnnpJ48gOAPKFQ3+J7y9dw/xrYRxGhoNymIsJtM94Dut+XmXwu/wbcYitbUVjcmLn/wAU5lyanlXlPi5PhFIq09R3LD3/AM0y28m59Pyi7f2jFL3LlF3ZOmlv0n/Poqd5WJBvHJG/OMT4b3gxyfybqmbtfZk6eypYWsJUQOUZq1ZlJhfUMAJKdMvdpakDDWEqhi+ooladLPTT7iglKW03JJiyDszuxOezlq8lWMeMTkhKJKXUtEFII396HT7P/s6KFlMqXr2J5Rp6ZaAU2OYHWJ5UnMZEotuQooVKtGyAhItYW5xzTH811qk0bT5R4rasPwmmyH1dynIyYwBhDhhpzWH6FIyrsu0AlRLSVE26/GHfkcSv1qSK5Ja2wgeFI2Cj5ekMbh2mSslNt/mXX3Z57xXKgYdPLOlue0W0qmwlKTqKE7EiOa1wXHUTJWzUWnhgTjS8jS81cq6nhDGEk3M06rsll1rcFxNiLXve8RJrXY4z2T1XNTy5qz0rSEBIl6PchAAO25PK3QxKUodnsR/mJQE/l1JBARttzMPDJ1ZTjDK1K7tCUg3tyjBTuqtGWtOx6dFguKWkyBKgthTKbM/K2dTM1ilBJWrUUNp19NuV4MqFi7E7tbJThep09YN1za2yEm3l0hf4tO2IwZkFWJqg4fpKcbYnk3CzNaXu5kpFY5pW7pUVrB5pQLCxBUki0RHxB212bldqKnE0/BMvK3Vplk01xSLHldSnSokehHw6RYMt6lVuogfhbhgmQswYhRFZlDSw7gucBPoIJ9JAU7aTmqk0dlCmn3p4c1qSecF9Cx8lEkp+fbTLMNput15YbbRv1J2iLHB32xWFcYYglqBmVhum4ZmJ1aWm6zIFX5ALUbAPIWStlP8AX1rAvvpAJh+e1ayrlMX8BOMX6ey24/TEy9UZUlVxpbfbU4b9f3XeRGGGvLw0iJVfdYPd2WKUcMxSmafeOa0O2IgkCQQYMTvvsiikcUOWlQq8zKftjh12dkmFzT7LFRacVLNIAK3HNKiEJAIuVW5wyGZ/ba5aYErDshRZGtYuaZJT30s0lmXuDY2W4QpXxCNJ6GKnGplyXS4ltxaEup0LCVEBabg2PmLgG3oIlTw/djzmzn1gWWxFaiYYp8+yH5JFWfcS/NIULpX3aG1lCCNwV2URYhJBvE6nhdNp+bddSvOzbLWDgXOOXR0HYA7b9Yjc+3HVTd4a+12y3z5rrGHJs1DCNZqLoblTVEoEvMLVyQl1CiAq+w1hIJIAuSBEwWpRxGkJX4QN9tzHzz59ZE4i4bM0ajg/FMq3K1emFOotL7xp9C0hSHG1/wASVJIPIEbggEEC5rstc/p3iB4NsNVKqzK52t0kuUieeWrUt5TJshaiTcqU0WyoncqKj1jI7DKMzJC0HtMyLZ4XZ0cYwd2qhUIETI3Egg+BA68FSEaku4bCBvfeEzHuEJfGODKrR5qwlqrJvSju1/CtCkK267KheQ4FEi1rcjHm4z3rZ1crbROFhRaJpbnpPAjlcVp1nteHzBG/uvm9k5mfy4xw08kFip0GeCwCCC28y5ff4KTFsHbSYbZzP4D6PiuR8cvS6nI1NDl9yy8hbI+RL7Z+QiuPjvwIMtuMbMikhPdtorkxNNJvfSh9XfoHwCXExZRLuDiL7EXSQqZcl8GEAHxqcdpwP1UVyvxv6w9jWEku9l6tz5djvcEx5uzdbQT5PDT+AVVNknlTO55ZuYdwjT3G2JzEM+3JIdWCUsharKcUBuQlN1EDc2i3nBfYsZH4awAKZU6LU69VHGtD1VfqT7UwV/qShpaWkWPIaOQAUVb3qw4IcYN4D4vst6o6UpZaxBKNOqVyQlxxLSlH4JWT8o+gmRaK2Rc3uIk2tJ1R2hg3P29lSdt+ZcVsb23oWdZ1OmW6vlJbJmNyIOwjbjdfPHxT5HucN/ELizBLjzr6KDOlph1y3eOsLSlxlSgABqU0tBNtrk22i6bs6czxmfwQZeVd5/vHmqUJB5azYlcsoy6iq/Ulom/W9+sVyduZghOGuNJupNpGjEFDlplagebjanGSCPMJbb+o9YH+Gzj8nsi+FSdw3MzQk5KlTbzkq73mnV3tlqRz28RUf5ohVxUaCxgk8KTntn9dybY4o8/O3SXH1BDvq6FPrtBeOelZC4JeDFRaYmUg61BwC3pHz+dol2vU1mpNVGm0mYU7MTJUyXUruGxyuf8AaBXtJO1Cnc36zMUmkTpnW1JUh1Yc1No6fM+kQFefXMPFaySpRuSfONwyzlIaRcXg359f+F5zusSbbgUrforasu8RftfgCh1W4UalIMTSrdSttKj/AJxGbh3zRTk/xdYzwJOqLFLrtUdVIJWbJZf1FTY/nQoJv1IRDscDmJzijhiw0tSyp6TQ7KOXN7aHVaR/c0RFvtCaRM4J4oTWJZa2HqhKy0804hVilSB3YUPI3av94TCrRr7u4sXcEED1B2K9Q50x2tb4JheZqG7qZYXebXs+YH1291LbiZyFl898ISUtpbE/S5xuallKHNOoB1snyUm/8yUwXZk1pWGsuq/UUGy6fTpmZG9vcaUq/wBoQ+HnN5jO/KalV9tSPzDrfczqE/8Aqn0WC026AnxD+qpMJPGPXThvhlxdMp5qlEsW/wDaOIb/APPFMxlY3FOzqf2uiPCSAV0G5rWLcMucw2fNWlqLh1DWkgnzEwo99lpiRTOMsWUkm4m5Vuct5d05ov8A/Ghw+01w0mp5GSNRCFKeplSQL9EtuNqB/wAQbiOvZ9YoFB4naQ0tYbaqjUxKqv1JbUpI+a0pHziWnGjXaBVOH/FNImazR2Z9Uul1qXcm20vKW04lelKSdRUdFrDc3tGz4jSdSxunUaP1Qf2P2XGsn3dG/wCzu6s6zwNGsCT1HzjnzKsX7SbJ9/HFBwFxD0GUU7hPOPDlMrk0402QmSnH5Rpwax/CHEKSQeqg5e210fgl7UbGfBtQF4eTT5TFOElOKebp0y8phyTWo3X3LwCtCVG5KVIUL3IsSq80ewsxlTOK7sRsmJbEVPlarThQHcNTknMpDiFtyE0/JICgfNEu2odRdJFiIHs5OwowRiGtPzWEsW1jCrL6isSkxKiosMXN9KCVtr022Gpaj6mIN1hVelWNazO/BE9eDzsVV5W7R8Du8IbgWamSxkBroJkDjjcEDYEchRw4tu2DxnxJYGm8MUiiymC6JVGyzUA1NqnJqaaIsprvShAShW+oJRcg21WuFAHZ2cLFR4k+IClOLlnBhfDcy3UKvNFP7vShQUhgHkVOKATbmE6ldIlpl/2FmF6DWmJjEuOapiCTZVqXKylPTIB7yBWXHSE+drE9COcS8y/y1w3krg2WoGFqRJ0akSlyhiXQRqUbArUTutZsLqUSTbcwtvhV1WrCreHYdNv22AUrGu0vLuD4VUwzKVP5qgPzQQBIgkl3zExxOyQeJDITDfExlvN4YxJLqclXyHGJhrSJiRdHuutKIOlQ5crEEgggkRWPnX2VOaGWNXe9iyTGMKRqPczMi6ht7T01srIUFeiCsesWuzU3fnfnCRVJq6QIub7C6Fzu/Y+IXKsodpGL5eBp2rg6mTJa4EifEQQR7bKqLLHs0c0seVZpFRpCML08q/ezdRdRdA66WkkrUfK4AP6hzh3av2RkocUPqZxi7KUdIbDLX5Hvphdm0hRUorSkEr1HYEAECJyT84ADuYQKjM6lc/tEajgNqxsOBd6n+IV7ifbXmW6qa6L20hEQ0AjeN/mnfZA+W+A2spctqRhxibmJ9mjy4l0PvJSlbgBJFwNha9h6DrHSu91OSq2nm0OtqG6FpCgr5GFiqzlr78vSBysTFk84uqdMABo4C5ZXu61Ws64efncSSfMmSdvNDDmHqXSHy7K06RlXQLa2WEIV9QIRau8LH/q0LNWmb33gaq8wDf0jIGNGwCZVuKtQzUcT6pCrb2lJgPrDwBVzgirj+oqtbaBOsvEfCMiwoerLtr2PygUq7niNjtBBWX9j/wBGBWrzG5+8PHCEh1N3xHeEV93W6bCFCpzAF4Rnnv33y6fGFQteUfGsHeFylzHLc7QKSszuDG/KYkZlbX1q/sj/AHjDXuqVEA1XBs+JVvhWA4hiRc2xouqFsTAJj1PA4KcOkTN0iCqkTPu8oBKPN3A3v1gppE3YpN4ynhVJBBgo8o03y5c4K6LN+McvKAGjzVyN4KqTN2t8YYkR9SZuxBvBLS5yxAvANSZ24G8ElJnL23ECIR3SZy6RBDTZsIUOV4B6TP3IBhAxBxc4AwQ+6zP4mkvzEupSFtS6FzCkqBIKT3aVWNxbe0R61WnTGp7gPUqwsMLvL12izpOefBoJP2BT0pnLjpf1jTnpkEQwecPH/hXK9tqWprb2I6m6yh7umF90yylaQpIW4QbKsR4QkkdbGG8w/wBqEidqjbdYwmqWklkBbspO9642PMIUlIV/eEV78XtWP0OeJ9z91t1l2YZlu7b4ulbO08iSAT6A7/ZBf4hvATOOuzVr8+tvW7hSsU6rM+aVKfEoT/cmlfKPn17hZTcIUAP6sfQfxzcUNKzkwnO4EpTUnVsN1Zhv2nMPNlSZlJKXA0lJ5AEJ1Ei9xbaxvFFvJ/CTUgZVOF8PCWVsWvZzOhXxGmxjEc0ULZzqYbr35B24C3DAew7FsQtG3Ny8US4bNcCT5SNon3KqzwfhOZxjXpeQlULK31hJOm4QPMxZNwXZLUPJXB7Dj7aJyadGouBvcGG/zfyDoGSB/abD8giRlHXQ3NspuptlStkrTf3Uk7EcgSLQ43DnjBrFWEpgIdS4ph4FQHNIUNv/AJTFbjeMOu6IdS2Z4efmnZY7OWW+Y/6JjJIJBILSN4EggkHYwVIen5yoplIUAl1x3V4GwbWA8zvYR7UjidqtKqTbwp1OW2gi6f3gWof2tVvtABQKR7dq7Mr3zbAdNi4vkgecOBmFkRJYVwiqoSFW/OvsJC3WlADUkkAlNuVr3tvtfeNNdB5XYhlzJ+E3TcNuhrq1DtMmATAEiAE4uYvGsw9gCQXhdL8jiKb1NzSnkhZkUAD3SfCoqJ2VbYA3ANrR6rmIp/E9QXN1Kdm5+acJKnZh1Tq1E+qiTG/lphdGNswqJSHFKQ1Up5mXcKfeCVLANvW17RZLhvIqi0qmJpLFBp6aG813bkt+XSptxFiLK2uo2J8RN9+d4i1KjKPA5UvEcQwfJxZbW1DW6pJJ2kCfEgkx4KJvAbxw17IPMum0mrVGZqGDqs8iUmJeZdKxIFSrJeaJPgCVG6kjZSdW17ETh7QriKqGS/DFVJ6nzqpSrVh1FJkVIOlbCnQorWCNwUtIcII5K0mKrMzsInAGZFfoZ1WpFQfk0lXNSUOKSD8wAfnExO0OxbMZlcF2V+I3FajUXZRyYOn3nlySyd79ClY/1849xQa6qx4HPKw5ky9Y1sYsb6m0aap+bbYxuJ9dwfFRt4VeF6s8V2ZPsSmzktS5OWb/ADNSqc3csyLWoDURtqWSbJTcXN7kAEiZk5wH8JmU1Gek8V5qqnKkUeN9Fcl++ZPmhhpJVb0UFcormDig2UBR0qIJF9iRex+5+sE+EMj8Z4/LZoeE8SVZDgulcrTnnUEeepKbAet4l1GGf1QFs+Y8FurqsHuxA29Ef2thp9S4n9o8kqcRmDsDYIzJmJTLvFz+McNFtLjM3MSTso8yokgtLC0I1kWB1pSAb8haLEezazbmeLDs/wDHmW1ZmFTlTw9TXqMytZ1LMpMS7iZb+ZCkuIHkG0dYhE12d2aMhRV1XEFMpODqO0UpdqFfq0vJsNlRCRq8ZULkgC6dyRa8TH7KzhyYyAxhW513MvLvEjuI6d3DdNoNWE06XG16gvcJ1AI7y9htfrzjHXc009TTJC0ztDu8KrYG2i2472tSc0tfs4yCJktAAkTPHiq0qG5LtVqTVNgKlUvoLwIvdGoath6Xj6P6e6hVNZLWgtFtOnQRpIttb0tHz08RuDv2Az/xrRQ13LdNrc2w0nb+jDy9B2806T84vK4R8z/294VcC1+ZWFvT1DlFukcy4GUhf+IKhl3ULWtcDAK1btypm6s8Pvqe7SCP/wBg0j8FQB7fzL0UnOPAmJ0oA9tUl+nrUDzMs8Fi487TPPqB6Q4n4fLHpmcA5iYZUq3s+oS1TQknn37amlWHp+WTf4iFrt3cMt4r4asMV9gBblEriW1G3uNPNOBRv/bQ0PLf0iOvYYZhHCvFhVaS46EsYgoTqEp6rdadaWn6IL0Z6dwG0tbUW7P6l2ZvpES+iT7aXz//ACrg1vEOAXteOSu6CFWt6QlN11EzNFq2pTYuVA7R3cmFuvt6HAlKT4gRe8RG3tRziGAmf8hecjSjY7KnjtucEHDHGy/Ug3pRiSjys6VabalI1y536kBlPyIiWnYo4jZzJ4H6zhecstqk1Scpy2+pYebQ7ffbdTzg+Rhs/wAQNgjvP+zjEzSdgZymPq6EnunWh/hehjOzW7THLfs8cIY/dzRrjtJpFa/Ku0wJbLhemEJeDiEgfxKSUH4Iizo0KjoaP1ehn6CV6OxJ39R7NqFdp+aiW/8Axdo+wMqMVVp8/lzjqZlVlUvU6DPqaJHNt5lwj7KTFmfaH/iF8oeDbJhaqDiGm1zMaZpyJiUoiNbhacW2FJDpSLDcgekVHZ29oRlPmbmNiTGspiGXp1MxNVpuosyrqFqmGUuPrVZbaApSdzcC3Ii0Vu8SGL6fj7O7EVXpc47P0+oTZfYedQpJKSBtZViAn3QD0AjZsEwKpcViK4c1o3mCDzwD081U9sWNYff4bY3dGq19UDdocCQHAHcDeAQrBMtO0vzI7SrOTFOJcxXJRcxKy7CJBuUZ7tmVbCl3QPP3gf8A7w2vaWYprWHcqKS3Tph1inz02tmdKFWuSjUgfMJXEYcnOKSfyFraH6BKMzEomVWwpicJs6pZSorUUkHYpFhfzjvnvxi4rz/oLdLqzdNlqc3MJmQzKsFNlpCkg6lFSuSyOfWL6nl97cRbXptApiNp8o48eqoKXaBhxyS7AbhzjW3Agbfq1DfbbpsmiJuYyMPOM5Rui4apc8CvFRhPKHKWq0vEtUEi6ifMzLNiXddW8laEA20pIABR1t73wgC45c/8L5/V+iTuHkVAOyDLjEy5MspbStOoKb02USbErvcC1xzubMMSD6W+ccWBAJ5RVU8GoMuzeCdR+nC3u77QcTucCZl94b3LQBMHUYMjcnpxsOE6fD1xXYh4c5WpsUhiRnGKnoUpqcStaG1puApISpJBINj52HlHfN3jHxxnPQX6RV56VTSZlaVrlWJRtAJSoKT4rFexHn8bw1Q58owC4vz/ANIlf0+377vywavGN1SNzTizbEYa24eKIBGkEgQeQY5BnhcNuKaWFIUUqHIg2IjFPrWN1qPxMdTzjLXiVCoQ4xAK+l/8H/m45izs0sT4amZgOuYQxxNtSzQG7MrMSsq+m+/V5UyYtMqE+FKN7W5RQX+DQzcbo+YWeuC3Zg97VKbSa3LMlw2CZZ2ZZeWlPqZpgE+iYvVqVY1cj94oqrdNZ48D+d/3WV28Hy/4W1Nz40WuISZ6c1HntHi7PXRzHyhPm54AjkTDUxZOTYQelzCNUp0ExzUKh6iEKfqOq+/OBC4qE9sd4Q6hOjSeUd6jP7c7QhVKeuTv5wIWtU5oK1G8DlYnNzvG7Up3Yi4gbq8+FEi4jKBshaFUm7gmBqrTex3hQqk7a+8DVXnbAw6AhJNYm7lUClZmr35coV6tNXJ5coFavN2Kt+UOHKEj1mZ2MC1YmdzCxVpvY784FqvNXUd+UPQkupzFyb3hHefAcPMR71KauTCS9MeI733hzULSlZu5EekIsrObg3hWlnO9aBjVs00poMqeB/IXfewC+0YtXtCdqjJ9wf4JRzhue7yTaN99I+sEScVSdGSgzUwhrVuAbkn5DeAKhVVMlIKKzs2T8/SEydnXarOqcXdS1mwA6eQELc44KFtSLBL3Abfn7qPgfZW7FsevW3TjTt6L3fMIk7mAJEcbkp5sMZoSFWq7UnKJmZhxZuVJbshCRzJKiNvlBLizNSSy9piX5gF+Yc2Zl0GynD536D1/zgDy0oSMMyGpQH5p+ynFfpHRPy/zgEzDrzmIcXTjy1EpbWWWx+lKTYf6n5wt5iVxb2gqVANb+BGwTcsZGwXG8yVLSyJNrQEucTJeZjkAAAn7BE9d4ncV1V1X5WbapjN/CiXaTcD1UoE3+Fo9sL8V2NMNTaFrqSKiyk7szTKVBX8wAV94IMncjqTN0RifrTKpx6aSHUMlZS22k7i9iCSRvvt6QrZscO1JmsMzNQoTBkp2TbU8phKlKbmEgXUADeyrcrbdLb3FT8Hihp/E6zPMSZj04XQP/Z8gU77+hfCCJ0atAjVMc/q56p7shc/abnHRS6wPylSlbCak1K1KbvyUk7aknz+vrEriTogw/nvihhI0pcnlTIHkHQHf/PGrkdj17LjM+lVFCyhkuhiZANgtlZAUD522V8UiDXjcpX5XNxicSPDUZBtaj5qSpSCP7qU/WMN5dm7sA536mET6EcqflnLFLLOcHW1sT3FxTJaCZgggkT5DhInD3w11fiBqkyJWYZp1MkbCZnXUFYSo8kISCNSuvMADmdwDvcSnC5N8PRpr/tNFYp9R1Nh8S/cKacTvpKdStiNwb9Dytu9XZ3VdDeV1algAHWqqXVHqUqZbA/8AkV9YW+O6l+3sh339Oo0udYmgeoBJaP8A9SM7MKouw41wPniZ9OkKtuu0nFKOeG4Q8gW+oM0wN5AgkxMyZUa+FvKuRzczSTIVPWqnycqucebSopLwSUpCbjcDUtJNugI63irvKfPTG2V3FWiiYhxJU59uWrSqNVG5uZW60rS6WVK0kkeE7jytblcG1Dg6xD7Bzwk27kJqMs9Knew93vB92xFUvaR4PXlZ2hWZ0qwpaFHELlWaPVH5rTNi3oO+FvQRY5YtaNW1exzQS6Qfb/taz2w47iOH5noOZVcGMDXBoJA5MyBsZjefRTY4gqAMUZI4qkwLrVTXnW/7aEFxH+JIiMHZo5izM9mLXKLNPXQ/Id+2L81NuJAHxss/QxL+gVVnGGFJKeCLy9UlG3wk9UOICrfQxX/wlOqys4z5GnTBUgInZmluhWxKlJW2kfHXpiBhFNtWyuaDhu0SPb/pbvn6v8LmTB8VpnZ50E+RIA+zipdcX+ZM9lNlzIVqRdU0Wqk2y6QbWSpC97/FI+sBOCO0NFYYlZafqbZSshpwKXzSTvf5Qb8bGGRijhlxQ0Gwt2VZbm2z+ju3UKUf7mofOK0mnC3MpIJBCgYlYDhNC9tCX7EEj8Ln3bNc1cPzPTuWcOa1w9Qf+FcZQ67MYXrUnU5M2m6e+iZZPktCgpP3Ah+Mqu17TNMNipvMrLQACQRy/wA4i1lFiJWLsqsN1NbgccnqbLuuK81qaSVD5KuIryzZxrWMq85MT0qVmXUtyVTfbb1EjwBw6dvVNvrFHh+Bi9fUoujU3+YK2ftou2/B2OJ0/wBLwR9QCP3VrGdOZ0nnJmlWcTSKQhirOpe0g3srQkK+pBPziTlAzXw5m92bctl9PPJRiqjrcXILUR4nGn1uto/maWWx8bxVl2dubs3mZgjEErPOKdmKXNtOalKvZDqCB92lQU8Tuf8AN5GVehFD7zLFWQ7oKVWAcbKL/ULH09Ih3GD1Bc/Cf3NO3sJ/CusRxk1cl2WMUjLqJY6fNp0mfUqSWQWc1Q4e84KLi6ny7E1M0d/WqWfTduYbIKVtq2NrpJANrpNiNxFnGEu16ySxZQGKjWJmsUGoMouqnPU5x9ZVtcJW0FII8iSnluByihDAfHjSKpVUyVRP5h51XvtKTrR8bkA/UQ5snxG4OnClPthpp1ewbcQoKJ8uVvvGG5wuq1wFWnPtynXl9lDN1Ond3lx3NVog/NpI6kbyCOYI33U7e0c7SCW4tafJYYwtTJql4UkJgTbr00Eomag6lKkpulJIQ2nUSASSokE20gQX9iRku9Vc08Q4+nglilUaSVS5VxzYPTbxQpWnz0NpN/8A2yIqS4leONeVsouWw7R/aL7zfhqDrgMvLqJ6oTcqPlcp38+UMblZ2rGeWUNQcepONp3Q4oqDDqAWWySSdKE6QL35cotbbK13dUC+mGtB6H/j91qecM75fwrBzl3AiXav1OG+0ydzEk8bbR9FcX2sOCf2N42sSup0hiuMStSasOYUwltR+bjaz84nn2QWPWMV8EFGkn3kF2gz03TVXV4rd6Xkg/BLyR8AI+ZPM/tec8s46q1P1/EkhUJ1mXEq2+7TGXFttBSlBAKkmwBUo/zGFnKrtr8/coaeJak4kkw2k6kpVJhCUmwF9KClPIAcoyVMk3zqQYS0x5n+FqGYe0ewxPL9vg5a4PpafmgRIBG287gr6jePrJedzu4PsWYZo0ouoVd5tmYkWUKSFuOtPtuBIKrDcJUNzyMQy4A+z5zayN4k8L42xBTqVh6l0dx0zaZmqsrdWy6y40oBLRWL2XeyiOXQxS9jb8QTxU42pLkmvMmZpjK06bSEullQHod4YXHfHfnLmYlwV3MzGdQS57yVVRxAPySREi1yRdBmhxaB13J/Yfla9hXaLd4dhdbCaEOZVJ1Fw33ABjeBx4FfYRmnxl5TZCSj09iXMHCtKSkWUh2pNazb+re94gdxQfijcl8rjNSOFqs3X5pGoIdlG1vpJ6DYWj5nKziWo4kmQ7UZ+dqDv65h5TqvqomNHVY2i0t8i0GmalQx4DYfXcrSTiIG4bJ8Tv8AbhWMcc34jrOTisq6ZOmmi0vDkm53so1NUpiafbcsQHUlaSEKsSARvvEDs0s5MT51YiNVxVWZytTxGkOPq2Qn9KUiyUj0AECytz6xyAfL7RtlnhVragdywA+PX68rBWxK5qM7lzzoHDZ+Ue3C41G1r7Rl7mHGyv4Rc1s8pJMzgrLPMHF8srk9RcOzlQbPT3mm1CJI5Zfh4uL/ADQEs5L5QT1Gk5hQCpitVWRp/cA9VtOPB63oGyfSJTrik3YuE+qiaHeChSpNh/zjD7u3KLa8sPwgWe2IZpleLcwcscMyTibq/JuzlTm2z5FvuWmz8nTEjcqfwc2AKOonHOdOLq+kkEIoVGlqRpFuWp5c1fe+9h8Iwm+pTAMn0P8A0l7s+KoHUmMA33EfUTlT+GE4P8uZJpuqYRxPjd9kD/ia5iSaQtZHVSZRUu2fhot6RJPLbsz+G/Jt2Wcw5kZlZIzcmbsTisOSsxNtbWuH3UKcv/NGF2If7W/WB/KNA6lfINl1lJivOCrGnYSwziDFE+mxMrSKe9OvC/LwNJUd7Hp0iRWVHYc8WmczQco+Q+OpVJNga3Lt0K/r/wActnb15R9bki7L0eSalpRhiUl2RpbaZbDaEDyAGwEdnKsbnxdP9YxG+qncAD7/AMJYZ5r5tcsPwl3FDjqTl361O5Z4LDhT3rFTrrsxMNpuL2Eqw82pQHTvADbmOcSRy0/BpS7Myw9jXPlbjQH7+TomGQgk/wBWYdmCPPmzF2btV8PvdY13KmdZ8RjG64rH+78JZHQBVwZW/hRuFbAD4frbuZGOCbamarXUS7IPoJNlhYB9Vn4xIjLHsWeE3JuVLFIyJwDOJFzetyaq6rf+tPKeV94kc9VCE8zz8o1H6voJNyYwkuPLifco1npt9lr4RwLhvK+lIkMM0Ch4ekkAJTL0yQalGgByAS2lIt8o2J6fOvnCe/WCsdNzGhP1bY7gX+8NawNEAQkLidylF+pDRzEJk9VQjryhMeqx0+8ecJs7VSOZ5ecOSLbnqpe+9oSJyo8/FGpPVbUNtrQkT1UIB3hwCF7VCo61c7wjT9QFjYx4z1UJT73SEao1O194cGoXWqVKwO8DtTqGx35x3qdTOnncmB6pVLbntGRC8qrUbA7wN1afuDvHvVKjcm5vA3VakEk72tAAhadXntIVvAtV525O8b9ZqN0nfnAxVZ7nvyh44Qk+rzpAO+5gXq07z6CFGrz2q+8DFWnvErfaHDlC06hN894SX5yyucZUZ2xO8JT87ZXOFahJkpP3VztBDQZnvmli/u2MA0rP6jubQS4QntU6WyfeQbRU47S7yyePDf6FdI7JcQ+EzRbOPDiWn3ED7wiO55atucKWFnWWqshTvvD+jvy1f7wluuBpIJ6m0cpVcXEaBbCrT0Xhbqa0xv5fhevMddh993+XKdXu69Rhdtsd5Ejx436wnWpVQuBvDaVposVibQeaXlj7mFzCuJSshl5VnB7qv1f841ccU8t1L80kfu5i1z5KA/1G/wBY2PG3su7NlzR3AO/lPj7riHZXZV8t5lr4JiY0uqt+U9HQdiD1kEn1T55f15M3hmnOJULLYRy5A6QCPkdoMqdUQtOlViDsQeRiNmX2abmD2Pyr7SpiUuVJCTZTZPO3mIX8VcQq52kuytLl3pdTySgvukBSAeekC+/rfaJtHHbb4UF7vmA3HWVqmKdkGPnHX07enNNz5D5EAEzJ3kEBNvPpbRPPJaN2g4oIPmL7Q+3GLLqq+F8L1VQOtIWy6SLG60IWARy/hV9YZ7L7CD2N8VSsi2klpSwp9fRtsHxEn4bD1Ih/OJWWFZyimFAXMi+1MAWv10f5LMUFhbOfZ13kbECPbddfznjtC0zRhFsHS9pcHeIDwGiffdJnAHib2fiLENNKtpmXamQL8u7UUn/6g+gh8s8ZUYnyixFI+8p2RdUgWvdaU6k/dIiKnCdWV0jOeSCdWibZeYWQNgNBUL/NAiWMzOJmJZSF2UhaSlQPIgixEXeBzUsDTPmPruuSdrgGH5wZfUj+rQ/3G37KEWV1bOHMxqHO30pYnWis/wBUqAV9iYhb27uD2sOcc3tNpoJOJaDJz7qwm2txBcltz1ISwj5WiwaX4UMRKmnFLmKfKMoWdCluqUspvsbJSR9xETvxA+EXVKyyxCG9SkonqdNPAWGr9w42Pn++PyjJlihWoPLarSAT+ykdteN4Xida1uLCsKjg0h0bxwRv7lKvCBig4u4a8JTa1XW3JflDY8u5WpoA/JAiHHEOpWUXHDP1BHgErV5eqgjrr0Pnn6kg9OcC+XvFxjrK3A6MP0KrtyMgha3E/wDCtOLTq5gKUkkC9zt5mA3HOPKxmTiFyqVyffqU+6EoU+6bqKQLAegHpFhh+B1KF3WquI0PkR13Krc19o9lieB2NjRY4V6BYS4gAS1sGDJO5joFaFmxWKKrAtXplUrFKpiarIPyoVNzbbI/eNqST4iBayoqlfADqrctRt8I5VNuuklTrhJ53UTePMp235xNwfCPgGubr1ao6R/K1vtAz87M9WjUdQFPuwRzJMxyYHh91LTIntA6LlFkbRaBM0eq1SrUxDralJcQ2ytJdWpFlG52SpI93pEfc+s0Wc5s1ariVqneykVMoUZXvu+0FKEpJ1aU3uU6uXWA4qt6RgBPPeJVthdvb1nV6Y+Z0yZPUz6KnxjOmK4nYUcNu6gNKlGkQOggEmJO3mirLnObE2UaZ39nas9SzUUpS+Wkp1LCSSNyCRa55WjSxpmbiDMN1lVdrdTq5Yv3f5uZW8G789Oom3yhBCSSf9oV8H4EreYNYRTqBSKpXKg4LplZCUcmXlD0QgE/aJnc0muNQgT47T9VQ/1G7dQFp3rjTHDZOkbzxMc7pMaeXLuBbZUhYNwQbERsLxHPvPd4qcfK73vrMSAyy7I7iVzedKaPkvjlkXAC6rI+x2zcXuFTZaSR6g2iQGWf4ZniWx3Jtu1VOA8GrXupmrVwvOp//iNvpJ/m+cYn16HLiD91GAePL7KCUrmRUm5J6XeWibYfsFpdTqvCNOTInppbobbZCzfQgWSn4CLjMt/wlky+uWdxdnbKsBJBmJWkYbU7rFtwh919NjfqWj8IkNln+F74cMGTSJiuVPMXF6gkBbE7VmZaWJ8wJdltwf8AvDEdt3QZLqYPsI/MJztbv1n91882m4vHtKyjs9MNstNrdddUEIQhJUpaibAADmSY+pnKnsaeFXKBJNMyVwhOrKtRNcQ7W7n4Ti3QB6AWiQmXeW+D8oqUiQwnhbDeF5FpISiXpNNYkmkgcgEtJSAIQ4gf7WfU/wASmBg8V8pWW/ZuZ/5vOy4w7kzmXUGJrZua/Z6ZalD8X3EJaHzUIkTld+Gw4scxZtKZ/BlDwfLrAKZitYglNJv/AFJZbzgt1BQI+k/22PMRz7cT5pjEbysTtA9t/wApYYOio2yu/CG5hVdm+Nc4cFYfXc+GiUuZrAI6bumV/wAvrEjssvwlGSFBl5deLMxcycRzTRSpz8gqTpks/bmCgsvLCT6OX9Ys69tjzEc+3E+aYwmtVdy4/j8I1AcD/PdRTyx/D88IOWE0xMtZUS1bnGE6e9rVYnp9DnLdTK3u4J2/7uJHZU8JuUGRb3e4Lyuy8wo8bEvUnDspJurI5FS22won1JvC77bHmIz22PMRjc3Vs7f13/KdrPQx9kW+2wNriM9t+sCXtseYjn24nzTCBoGwTEWmulXNV46qrQJ3V94FFVxJ6x5u1uytj9IchGD1YBIsqPB2sAqHi6QLJrVlC6o6uVsajcwIRY9VxceIx4KrQKiNRgU9v6ha5MdHa2QTv0gQil2sgoHiO8ajtc8Z8RgbdrZKbA7xquVk6ybwIRG7XPCPF1jSm67qXbVy3hAma+EoFibxoOVwJWd4EJfdq/h97r0jUmauNXvHnA/NVkkixIBjSmasb7k84UAoSxOVvSrZV4S52r6h70Jj9XB3uRCZO1i4tqhwahKU1VufihKqFXA31QmzlX0333hJn6xq6/SHDlC352takkXhFnqpqV70ac3VfUwkVCrhKSdXSFahetUqwBO+0D9RqV773jyqFVsDvCFUarqJ3+8OQu1UqmoHeBuqVPUTYneO1WquhJ33gdqFT2O8OaheVWqNzzvA1V6lz35R7VWp3JsTA3VajzN4cha9WqF779YGqrP7HeNmqVHnv94HKpUNRO8PHCF4z89ud4SnZ+7htvHnPT2q++0Jbs/+8NoVCSJefsd94I8HVTu6zLb7KXp+u3+sAMtUCNrwsUmrGXfbcSd0KCh8owXNLvKTqZ6gj6hWeCX/AMFiFG8/2OB+hBTwVAH8m4RzSL/SPCnzwcSASP8AaBkZhvzyCkNstpULdSY2aXUeW/2ijwbC6lKg+jcgQ48c9F1TtMzzZ4hi9vimCPIqU2xMEbgyPXkzKKkqsQQbEb3EFNDqXteRVLzbZUCLElNgv/nAZS6py3ggp9U023h9jgfw1Rxa+Wn+0jaPNRc19qZxyypU61uGV6cEVA4hwIiSIA2PhKUHsvPzC7ysygJUdkuggj5jn9I3aPk89NPgTU6y0jr3SSon03tHamVXkbwv06sEKFzCnL9kXatPtJhRKfbJmltDuBXB6ai0avr+6MsCUOQwbI9zIt6ddi44o3W4fMn/AE5QVtzTM/LKZmG232V7KbcSFJV8QdoApCr8t/vC1IVe1tyItWUWMYKbRAHRc5vMRurq4N3cVC55MlxMmfGUeUibZk5cNMNtsoG4Q2kJA+QhQ9qXTz9YCZKrWtv94UW6xcAg9IcGaeFHqVHPOp7pKWpucKwd9ohZ222B1Yw4Q5efRbVh+uy00s6bktrQ6wR6eJ1B+US8cnu8TzgfzCwLRc08LTNDxBTpar0icKFPSswLtulC0rTceikpPyhQSNx5JgXzyvSy2FkEHb0gkwRkpjLMpvXhzCeJa+gkgGnUx6bFxzH7tJi+HBPDtl/l+73tCwThOkvbAuylKYacVbldQTqPzMOJTEhKUgCwHID4RJ+McRwEmkKj7AvZP8QOYLbLsnlzUpRlwi6qjNy0iWweqkPOJXt1Gm/pD55ffh3M3sSPsKrmJ8CUGWcH7wImZibmG/5EtJQf/eRbVTnwj0hckZ3SU722jF8RVPJj0H8yl+XwVeeWX4Z3C7LoVizNat1Jo2/dUikNyKk+Y1urev8AHSPhEhcr/wAPrwzYPYSirUbFOL1m93KtXnmlG/8A+0DA+0Sek6rpvc/OFaUrJSE7/eMLnvP6nH6x+IRPgEL5a9nNw95YIlzRcncu0OSpBafm6MzPTDahyIdfC3L+uq8PfRPyeH5JqVkJaUkZVseBmXaS02geiU2AgOlsQ92j3ugvG2iv3Uk6vSMRptJk8oLiRBKNmq9ZR8Q5ecY1XbrHiH1gRZrtlc+kdUV+yhvDtCRHDNd572j1NfHde9AQziHxXufKM9vm1r7QaEI19vj9QjDXrp97aA1qu2Tzj1NaHdXvvDdKEW/tAP1Rgr4/V94EDXgDzjj296w7QhGH7QD9UZ7fAPvQIe3fWM9vA9YNCEXe3wP4owV4D+KBH28PMxnt4eZg0IRd7fHn945/aAfqgP8Abnr9459u72vBoQi/2+APejk14Ee/94EXK2E23jxdr3i97pBoQjVyvhVrKjwcrt3DveBBOICVC52EdXcRWUdzvDdKEVtV7xi6gfnHDlduVDUN/WBFqu+MeKOF125Jv1h2kIRV7bun3hvGtM1wIvdYvfleBZzEHdouVGNOZxBrVfV1tAGhCJHq2CLlY5+sa7lc0rPiECrlcOjnt8Y13K54z4hCgShFDtbun3xGlM14E+8PrAy7XNh4jzjWerYKjcw9CIJiujR70Jk3WLk3VCHM1q/W3SE6dregHxXhulCWZ6s9NVoSZur2PvD4QjTVZJv4oTZ2s784chK07Virr94RqjWLC1zCdNVvwHfcQjTtXuSb7ecACFvz9WG+/wB4RKjVfeF405+r89zCJP1bSgm/KHAIXtVKpqvudoH6pVrpte8eFRrBN9zCBUqqd94chd6nU+e8DtUqPPf7RlSqvPeB+pVLXfeHAIXWp1K994HanP3J32jtU6lz3hBqVR5jVDkLrUKhvfp5Qmuz5Us7xrT1QuecJr9QKjuRzgQkqXnNxv8A8oVJCdI6wMSz+lQ32tCrJTNiN/htAkBlF1On7ddjC/Tp6+nfeA6mv6ha8LtNfIA9IEHhGdNn9hvC/Tqje28BcjNFFjC1T543H+0CVG1OqHLeFyn1G1tzAZITVkj4wsyE4drQ3ShG9PqmkAEn6wtSVX3FlbfGAeSnV3G+0LMjOkecNQjeSqtwDcfMwoy1U1W8W5gOlZ025mFSTmyecJAQitqobDc/ONlmYDlvOByXmikczaN+XmCYRyEvS7oGxJEKEq+ApO5EDjDxPImN5h9QtvBpQieVmtPWFKVqWm2/ygUZmVBOxjel5tRtuYbpQiyWq1r72PqY3pasBJSdVzAc1OEX3MeyJ46kwIRu1WrD3+nUx7IrulWy/vAWzUSnz5R7CqquAOsCEcMV8KJs4q46Xj0TWbt3Dh+u8BLdRVvHKassm29vjCbIRs1WLD+kPzMevtgd1/Sb+d4CWaoo7b+ccmsqBIuq0EBCNEVzSLBy/wA47/tD+7tr3+MBLdUU5vuI9faCu55m0EBCMfb5/WfrGe3z+s/WAv2iv1jPaK/WCAhGZrx/7y3zjn2+f1n6wGe0FeZ+kce0V+sEBCNPb5/WfrGe3z+s/WAz2grzP0jPaCvM/SCAhGXt4/rEZ+0B/wC8H1gM9or9Yz2iv1ggIRo5iEqtZdreseZreo7uW+cCT1QULXJjxXVVINtzBAQjV2sg2su3zjxdrHi/pFHbzgRRV1uGxKo6OVVRV122ggIRiqtaVD95v6GPF+vgXAWSbecCHtZajveOq6ksqMJshFC67e91/Ux4O1uxPjJ384GTV1Wjxdqa1G1zzhyEQvVvw+9941nK5ZXvc4HvaCtI3MeTk+oqO+0CEuO13w8+sajtZOrdZhDeqSgnrGpM1E+e3whQ1CXX6wCndR+sJ0zWNRPiJhFen1FO5jRen1FW5MKGoStOVew5wmTdW35/8oTpqfUBGhMzxN+doGoW3N1i/wDEISp6q6Rz6ecak7OkX3MJc5PGxveFgIXtO1a6Tcwi1Gq3J32+Mec9OK33hGn5xQJ3hULmfqO53MIVQqFr7x3npu8ItRmvDf0hwCF41OoXvvCBUqhe4vHtUJ82P+0ItQmToJ84chalSn9jvCDUp3xE35xtVF4k28oQ6k9dR3gQtadnCSd4Tn5sjr16RxOTFr7/AGhMfmdSjdXXyhQJSEwv/9k=)
![](data:image/png;base64,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)
Com as suas acções, estas forças das trevas colocaram automaticamente em risco os cabalistas que construíram. A maioria deles é condenada e alguns são sentenciados à morte após julgamentos militares. Nos EUA, Europa e no mundo. Conforme relatado anos atrás, as forças das trevas não se importam se são chamadas de Sorosh, Rockes, Pope ou mesmo Schwab, elas morrerão com o tempo. Ou já se foram, ou os seus duplos são os últimos a serem servidos.
A criação dos estados Brigs e o seu influxo é indicativo de pessoas pacíficas, mais justas e multipolares e dos seus políticos que estão fartos das mentiras e enganos do antigo Ocidente, que de década em década se tornou mais inclusivo da maioria das organizações que eles criaram ao nível dos satanistas e dos criminosos malignos;
A Bolívia também não nos é desconhecida, podemos imaginar porquê.
Só não estou autorizado a dizer mais nada sobre isso. Se as pessoas escrevessem algo interno aqui, eu excluiria. Há tanta bobagem sendo escrita que é inacreditável no momento – infelizmente!
Vou te contar a mesma coisa que sempre digo e por isso abri esse BLOG para tentar dar um pouco mais de clareza aos meus leitores.
Até que o GESARA esteja visivelmente garantido em todos os países candidatos (uma mudança grandiosa na política - entre na mudança de paradigma de acção, SAT JUGA) não haverá libertações porque, entre outras coisas. os requisitos legais e de segurança ainda não foram criados. Vocês veem pela primeira vez a mudança na política, nas ruas e no despertar espiritual e prático da humanidade.
Pela primeira vez, o que precisamos como pré-requisito para o novo sistema financeiro QFS está acontecendo em todo o mundo, a fim de podermos introduzi-lo OFICIALMENTE e com sucesso.
O QFS foi concebido para os aspirantes a 9 mil milhões de pessoas e não para o sistema fiduciário existente, que se esgotou e só ajuda bilionários. As reduções populacionais não são um problema no QFS.
Honestidade e segurança é o lema... o seu também... no que diz respeito às vantagens da GESARA?
Mas com Schwab/Rotschild/RESET e a política em curso desde há 2 anos.
O QFS foi concebido para os aspirantes a 9 mil milhões de pessoas e não para o sistema fiduciário existente, que se esgotou e só ajuda bilionários. As reduções populacionais não são um problema no QFS.
Honestidade e segurança é o lema... o seu também... no que diz respeito às vantagens da GESARA?
Mas com Schwab/Rotschild/RESET e a política em curso desde há 2 anos.
A tecnologia da computação quântica é verdadeiramente uma maravilha técnica cósmica, que, semelhante ao desenvolvimento de chips na faixa nano, nos foi disponibilizada como um instrumento absolutamente seguro de fontes extraterrestres e bem-intencionadas.
E o criador com seus ajudantes angélicos nos reinos dimensionais realmente existe, mas isso continuará por anos até que uma grande parte da humanidade realmente entenda como o poder criativo, seus anjos ajudantes e a espiritualidade funcionam.
As religiões já não são muito úteis para manter a humanidade mais esclarecida sob controle atualmente.
Os riscos mundiais para o QFS são grandes e nenhuma etapa no lançamento oficial pode dar errado. No QFS há muito tempo que há cooperação com as forças das trevas (2022) e também negociações sobre isso, apenas o caminho da reparação são travadas pequenas guerras para fazer as coisas andarem de forma limpa a nível internacional.
As religiões já não são muito úteis para manter a humanidade mais esclarecida sob controle atualmente.
Os riscos mundiais para o QFS são grandes e nenhuma etapa no lançamento oficial pode dar errado. No QFS há muito tempo que há cooperação com as forças das trevas (2022) e também negociações sobre isso, apenas o caminho da reparação são travadas pequenas guerras para fazer as coisas andarem de forma limpa a nível internacional.
A implementação é baseada na discrição humana e em aspectos modernos de IA por razões de segurança. As guerras de reparação devem ser travadas; (Certos países provavelmente precisam de ser libertados da guerra - como Israel, a Ucrânia, provavelmente também a Somália, o Kosovo, etc. / não na Ásia e não na Rússia, onde algumas coisas foram resolvidas de forma relativamente pacífica com antecedência.
Temos que passar por esse período (o pântano e os líderes ocidentais desleixados e complacentes). Só podemos tentar acalmar as coisas diplomaticamente, persuadir as pessoas, etc., a fim de produzir o menor número possível de mortos.
Mas as forças das trevas com a sua cabala estúpida exageram tudo a tal ponto que as pessoas, por exemplo: na Europa Central e podemos constatar uma evidente falta de profissionalismo a todos os níveis - incluindo nos domínios diplomáticos. E fica enojado com isso.
Nós, patriotas conhecedores, devemos reconhecer o que funciona e o que não funciona entre a teoria e a prática. Sob esta premissa, falei recentemente de pastores cinzentos, que tentam trazer um caminho intermediário pacífico para o mundo.
Por chapéus cinzentos também me refiro aos três grandes... Trump, XI Putin. Mas também grandes políticos cada vez mais reconhecíveis como Modi, Orban, Kim Jong-un (este último um importante monarca mais velho) etc.
Esta posição do M1 está intimamente ligada aos Goldelders. Na Ásia também se fala do homem de honra para tarefas especiais – o Amanah. Esta pessoa tem a honrosa tarefa de abrir oficialmente o novo sistema financeiro QFS. (Zurique desempenha um papel crucial aqui)
Não se esqueça de que o QFS só conseguiu funcionar porque os Dark Ones da Aliança também ajudaram.
Não se esqueça de que o QFS só conseguiu funcionar porque os Dark Ones da Aliança também ajudaram.
Com as suas acções, estas forças das trevas colocaram automaticamente em risco os cabalistas que construíram. A maioria deles é condenada e alguns são sentenciados à morte após julgamentos militares. Nos EUA, Europa e no mundo. Conforme relatado anos atrás, as forças das trevas não se importam se são chamadas de Sorosh, Rockes, Pope ou mesmo Schwab, elas morrerão com o tempo. Ou já se foram, ou os seus duplos são os últimos a serem servidos.
A criação dos estados Brigs e o seu influxo é indicativo de pessoas pacíficas, mais justas e multipolares e dos seus políticos que estão fartos das mentiras e enganos do antigo Ocidente, que de década em década se tornou mais inclusivo da maioria das organizações que eles criaram ao nível dos satanistas e dos criminosos malignos;
Infelizmente, os maçons também costumam ser incluídos no topo. Apenas muito poucos conseguem sair vivos. Qualquer um que se apaixonou pelo diabo está simplesmente perdido.