Я не могу научить вас тому, как грамотно «развести олигарха на деньги». Не могу рассказать, как правильно разводиться и жениться. У меня нет возможности ответить вам на вопрос, как вести себя, когда у вашего мужа, например, пять любовниц, или, наоборот, как превратиться из любовницы в официальную жену. Но что точно у меня есть для вас, так это личный опыт – счастливая здоровая семья.
Что же это такое – «счастливая семья»? Это люди, которые живут в первом и единственном браке, все время стараются быть вместе, поддерживают друг друга и бережно хранят свои семейные ценности и традиции. Соединяем это с религиями и базовой классической психологией, и у нас получается вполне понятная картинка. Это и есть те самые мальчик с девочкой, которые в норме, в своем естественном состоянии обмениваются энергиями.
Не удивлюсь, если вы уже много раз видели эту картинку. Я часто использовал ее в презентациях, показывал на живых и онлайн-мероприятиях. Теперь пришло время поговорить о ней детально и подробно, так как она этого явно заслуживает. Ведь это не просто картинка – это иллюстрация теории, о которой я хочу вам рассказать. А что это за теория и как она была выстроена? Откуда появились эти мальчик с девочкой и почему на картинке отражены именно семь уровней? Отчего энергия движется строго в определенном порядке, а не в каком-то другом? Почему стрелочка снизу направлена вверх? Почему она начинается с мальчика, а только потом переходит к девочке? Вопросов много, но будьте уверены – все ответы вы получите в ближайшее время, если продолжите чтение. То, что станет вам доступно, – это базис и основы, которые позволили мне создать в свое время курс «Женское предназначение». Курс этот прошли тысячи женщин, и я рад тому, что после обучения множество жизней изменились в лучшую сторону. Об этом я могу судить по отзывам, которые регулярно получаю. Теперь я решил написать книгу по мотивам этого курса, чтобы знания стали доступны всем, кто в них заинтересован, и при этом их стоимость была бы минимальной. С этой точки зрения написание книги – идеальный вариант.
Кроме этого, я решил сделать книгу в необычном формате. Тут совмещены сразу три концепции: деловая литература, художественное произведение и формат «вопрос-ответ». Соответственно, в этой книге – три книги. Обязательно сообщите мне, какая понравилась больше остальных и почему.
Пишите напрямую в Instagram:
@pavelkochkinrussia
Приятного чтения!
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAIZAUsDAREAAhEBAxEB/8QAHgABAAIDAQEBAQEAAAAAAAAAAAcIBQYJBAMBAgr/xABjEAABAwMCBAMEBAYKCwoMBwABAgMEAAURBgcICRIhEzFBFCJRYSMycYEVOEJSdpEWFxkkM2J1obO0GDdDV3J0gpKUstElJjU5RFZjc5XBNlNUg4SiscPE1PDxNEeFk7XS0//EABQBAQAAAAAAAAAAAAAAAAAAAAD/xAAUEQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwDqnQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQaLvlurG2P2l1NruZAdukWxRfa3IbCwhbqQoAgE9ge/rQQ7wbcdFk4x5mq49n0vcNOnT7cZx1U6Qh3xfGLoAT0jtjwjnPxFBZygpxxXcyfTvClumnRF20Zc77JVAZuAlw5TbaOlwrAThQzkFB/WKC3dmuIu9ngzw34QlMNv+GTnp6khWM+uM0HsoFAoFAoFAoFAoFAoFAoFAoFAoKkb28xbSezXEVa9of2PTL/d5b0KM9NiS20tRHpKwlLbiSCcpSpCz8ligtvQKBQKBQKBQKBQKBQKBQKBQKBQKBQV94//AMTTdj+R1f0iKCj/ACNv+Gt4v8XtX+tLoOsVBw95x343bH6Nwv6R+g7UaMIGjbEScAQGP6NNBUXe/mx7M7QaklaftyLrrm5xHFsyXLG22IjLifNPjOKSFnPbKAodj37YIRpaudxty9JCblt7qiJH/PivRn1f5qloH89BeDZPffRHEPopvVWhL03ebUXVMO+4pt6O6nHU262oBSFYIPcdwQQSCCQ2vVGqLRorT0++3+5RrPZoDRflTpjobaZQPMqUew/+hQUL1vzpNp7Fd34endL6k1RGaWEif0NRGXhjupAWorx5D3kJPn2+IbnsZzYtnN4dSxdPXNu6aEuktSWo7l7S2Yjrh8kB9CiEnPqsJByO+Tigmvij4sdI8JOkrRqLV9uvVyg3Sb7AyixsMuuJX4al5UHHWx04Se4JOcdqCtX7tXsh/wA1twP+zoP/AM5QP3avZD/mtuB/2dB/+coLE8MXGJoziv0vqK/aStl9t0OxPJYkovUdlpxaigrBQG3nARgepHeg1Dhl5ie2/FZuHJ0bpKyapt1zYt7lyU7eokZpktoW2ggFuQ4rqy6nA6cYB7/ELS0CgUCgUHLLf/jg4umtbay0zozaeZarJDuMqBb71B0pOlSXGULU2h9LiyppXUB1ghvHcefmQ5/6B/ZMrip0i7rNu5Nape1Zb37iLw2tuWXlym1lTiVgKBPVnuPUUH+k2gUCgUCgUCgUCgUCgUCgUCgUCgUCgh7jB0XcNw+F7c7T9qYXKucuxSTGjt/WdcQnxEoHzUUAD7fSg5B8sri60tws7k6ka1t48XTWpIbTTtyjsqeMR5krU2VNpBUpCg4tJ6QSCU9sZIDpdJ5pnDIwypaNxnJCh5Nt2G5BR+zqjgfz0HKHmH8Qek+JXiGXqvRiprlkZtUe3penMeCp1banFKUlOSen3wB1YOQe3lkO9enLdGu+3trgTWESYcq1tMPsODKXG1NBKkkeoIJFBW/RHLV2A2x13qDV72mo12hzgn2e0aiKJVutg81+E24MHqOD9J19OMJIBIoMPxXaJ4UtY7e6is2oLltpYNUfgxwW2WxNgw7iw4kLLJQUkOFIcB93BSfeBHc0FROSRrWVE3f3B0j1umFPsSLr0df0aXI8htrPT8SJXn8E/ZQbdzrt65rEvRO1UCapmG7HVfrrHbKh42VqajBRHYpBbfV09+/Qe2E0FhODLl87XaD2T0xcNZaGtOqtZXeCzcLk7qGI3NEdxxAX4DaFhSEhAV0kgZJBOT2wGa17yudh9dbi2XVA04bBEhhXtlhsqvZoNxPbo8RCfqBPfIb6erIz5dwsVrLZ/Q+4tit1l1TpOz6jtNuKVRIV1hoktMEJ6AUpWCAQntn4GgopzROHba7bThUm3rSe3umtN3dN3htJnWu1sx3ghSldSetKQcH1FA5XfDttduXwqQr1qzb3TWpLuq7zGlTrpa2ZDxQlSelPWpJOB6CgvDprabRe0+mr3F0XpW0aVjTGlOyGbRDbjIdWEEBSggAEgdsmg4vcp/cfSu13ExdLvrDUVs0xal6alR0zbtKRHaU6p+MQgKWQOohKjj5Gg7I6c4ldo9Xy24lk3Q0ddZjgyiLEv0Vx4jOPqBzq8yPT1FBJCVBSQQQQe4I9aD9oFAoFBwk4nv8AjTZv6Z2f/wCFoO7dAoFAoFAoFAoFAoFAoFAoFAoFAoFAoKa74cqfZbefVczUrIvGjLtNdW/LFgfbTGkOq81llxtYScjP0fSCSokEnIDQbLyVNn4cxp646t1jcmkLCjHTIispcAP1VEME4PkcEHv2I86CgnMd2I0dw7cQjGk9DW9222X8CRZamnpLkhSnVrdClFSyT3CE9h27eVB271XuJH2j4erhrWXHXLYsGnDcVR0HCnS3H6ggH06iAM/Og427Q6A3e5pu7l+c1NrpUC1WsJmS3XkLdiW8OKUlpqNEC0pzgLAyoHCSVKJPcLezOS9tPZNN3GbM1nrObKixHHklh6IyhS0oJ7pLCzjI8s/fQVz5Kn40+qf0Mlf16DQfHnQ2+TH4ptPynGVpjSNKRg06U+6spkygoA+WRkZHp1D4ig7F7a3WJfNudK3KA+iVBmWqLIjvtK6kONrZSpKgR5ggg5+dBslAoKUc3v8AE3n/AMtwP9ZVA5Qn4m8D+W5/+smguTfP+Bbh/i7n+qaD/P5y/uGfTHFZvfO0bq2fd7dbGLI/cku2V5pp4uIdZQAS424npw6rI6c5A7/ELwbq8ljQ0XRV5l6E1pqNnUEeKt6Gzf1x34zriR1BtZaZbUkKx09Qz05zhWMENL5N/Ejqi46zvG0N5nv3TT6LUu52n2l0rVBW042lbKM+TakuZxnCS32HvGg6y0CgUCg4ScT3/Gmzf0zs/wD8LQd26BQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQcPecd+N2x+jcL+kfoOuGvtuVbvcNV40U3KEJ6/aZVb2pKk9SWnHI/ShZGRkBRBIz3AoOM/DLxD6y5bG8OrbJq7Qrkz8IIai3O2PvGM8nwlr8N9hzpUlacLcx26V5GFDFBZLUXG5vzx2ouOidjtFL0Rp5xpxu66mkyVLW0z0jIVJCAhgkE+6gLcOQUkYNBF3JU/Gn1T+hkr+vQaC6vM64PLtxNbbWi+aQYErWullOrYg9QSZ0Zzp8VpJJA6wUIUnPnhQ/KFBSbh45om4HCvo2PtrrTb86jbsI9liszpTlrnw2/MMu9TTmQkEBIKEkDA79qDaP3S/iJ4k929N27Z3R7FoTFd6l2RlBuCJXUSkmY+pKAlkAjuA3g5PVnGA672JdxdskBd4ajMXZTCDLahrUtlD3SOtKFKAKkhWQCQCR6Cgptze/wATef8Ay3A/1lUDlCfibwP5bn/6yaC5N8/4FuH+Luf6poP87PBzxRPcI+6svWrGnG9TrkWp62exOTDFCQ440vr6whfl4WMY9fPtQW/1Xzcd0t5dK3XTe3O0qoF7mMKjmfBeeuz0ZKwU9SGkMpAXjPSVZGR9U4xQSVyouCjWG0N7uu6WvrZI09OnW4261WaWAiQlpxaHHHnmyOptX0aUpSrChlfUkdqDpXQKBQKDhJxPf8abN/TOz/8AwtB3boOXXNS4rt5tjN6NNWLROoZmldMyLIiYl+NEbIlyS+4lwFxaFA9CUte6MY6+/wBYUF4uD3XGr9yeGbb/AFLruOuPqq4W/wASWXEJQp4BxaWnylIASXW0tuEADHXjAxQTHQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQYq+6TsmqEtpvNmt92S2coE6Kh4JPy6gcUHrt1sh2eIiLAiMQoqPqsxm0toT9iQABQeqgUGGvejdP6mWld4sdtuq046VTojbxHn5dQPxP66D1WfT9r07G9ntVtiWyP5+FDYS0j9SQBQe+gUCgUCgUCgUCgUCgUCg+MmHHmJCZDDb6UnIDiArH66D7UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgirib3+t/DJs/dNf3O1yLzEgPMMmFFcShxwuupbGFK7DHVnv8KClH7t7or+9nf/APT2P9lA/dvdFf3s7/8A6ex/soL9bObkMbw7WaW1vFhOW6NfoDVwaiPLC1tJWMhKiOxOPhQVh4pOZppvhc3alaEumirpfJTEViX7ZDlttoUlxOQMKGcigiP9290V/ezv/wDp7H+ygfu3uiv72d//ANPY/wBlB0X0rfU6p0vZ70hkx0XGGzMS0pWSgOICwkn1xnFBrW+W6sbY/aXU2u5kB26RbFF9rchsLCFupCgCAT2B7+tBQ39290V/ezv/APp7H+ygfu3uiv72d/8A9PY/2UFr+D7i4tXF/o2+aitOn5mno9rni3qZmvodW4rw0udQ6RgDCwP10Ey6u1fZdBaauOoNRXONZ7Lb2i/KnS19DbSB6k/zADuSQB3oOdu53Oy0fY7m5E0LoG46pjtuFP4Quc0W9txI/KQgIcWQf4wSfl6UGI0Rzv7PNvTbGrtrZdpta+yplouyZbrZyPNpbTYIxk5C89vI57B0N2j3k0fvroyLqrRF7Yvlnf8AdLjWUraXgEtuIOFIWMjKVAH7jQfHfLdWNsftLqbXcyA7dItii+1uQ2FhC3UhQBAJ7A9/Wgob+7e6K/vZ3/8A09j/AGUGSgc7bbNxLftugNWR1EnrDCozoT9mXE59PhQW34d+LXbPihtkqRoW+GTNhpCpdpmtFibGBxhSmz5pyQOtBUnPbOaCY6DRd8d3LRsPtPqbXt8SXLfZIpkFhKwhT6yQltpJPYKWtSUj5qFBSrQnOZ0LrPW2n9PvaDvVpautwYgqnvzGVNxvFcSjxFAYJSnqycegNB0PoFBBfEbxpbVcLjbbOs74td7ea8diw2tv2ic6jvhXRkJQklJAU4pIJBwexwFVZ/O424bSfYtvdUyFdWMSHYzQ6e/fstXfy7fz0Hh/dvdFf3s7/wD6ex/soOgG024LG7G2OldaRYjkCNqC2R7m1FeUFLaS62FhKiOxICsdqDbKBQKBQKBQKBQKBQKBQKClPN6vjFp4N7hFdWhLlzvUCIyFHupQUp4gfPpZUfsBoIX5UfC/t3ubw5XjUWu9B2XUk6RqOQ1DlXSK2+sRkMRxhJOSB4ni9j65Pr3CHOb3sxoXZ3VW2rGiNKWrSzM+FNXKRa4yWQ8pK2QkqA8yAo/roOmfBF+KJtF+jcP+jFByX5u/45d0/keB/Rmg6lWngF4e37VCcc2psKnFsoUpRQvuSkZP1qD1f2AHDx/ensH+Y5//AGoJ4tltjWa2xLfCZEeHEZQww0nOEISAlKRn4AAUED8f/wCJpux/I6v6RFBzr5QGyug947tuk3rjSVp1Ui3sW1URN0jJeDBWqT1lOfLPQnP2CgsJzK+GHabbLhL1Hf8ASm3un9PXpibBQ1Pt8FDTqEqkISoBQGcEEg0Hx5JX9onXv6SD+qtUERc6Lfe4ztc6Z2mgS3WLNAhpvFzZQoBMiS4pSWUq9T4aEqUBnGXs4ykEBYzgf5cu3OgNorHfdwdJW7V+tr3FanS27/FRJYgBaQpMdtlfUgFII6lEElWe4GAAkDiH5c+z28239xtlj0dZNCakS2XLdeNP29qH4TwB6Q6hsJS42T2UCM4OQQQCA5vcrzeC/wCx3Fmxt/c1PRbVqV52y3O2uuAJYmthXhLx3ysOILXYjs4fPAoOpHH/APiabsfyOr+kRQc4eUbsLt9vlddz29eaVganbtrNuVDTOSo+CXFSespwR59Cf1Cgv7rzlpcPettMzLWzoKLp2W62oMXSzvOsvxnCkhKx73SvGc9KwpJx3FBy25bDlx0bx9aRs0Cd4ra37lbZbkbu3KZRFfUf8nqaQsf4INB3soOa/Oq3hVY9tdG7bw31Ifv01V0nJRjBjRx0toV64U64FDHqz+sKAb7cLM/Z3YLZbcN0OLGtre+/MAOW2FlfixcZAIK4ziDjyy2rHxIdwODneL9vfhq0HrB54P3KRb0xrioDH77ZJaeOPTK0FQ+ShQTPQf57pGmZfF9x+XKx3m6vsjU2rJMd6YlI8RmI0tYCUA9spYaCE5z9VOc0HYGx8ujh0sNrYgtbYWyWloEePOdefeWSckqWtZJ8/sHkMCg5rc2fZDQmyG4+hIOhNMwtMxJ1pefkswgoJdWHsBRyT3x2oOq3Bv8AinbP/opbf6sigmOgUCgUCgUCgUCgUCgUCg5oc7zWLEXbXbXSnWTJn3eRdOgeQSwz4eT98nt9hoLIctHR0jRfBXt0xL6PaJ7Ei6HoJI6H5DjjXn6+GpvPzz5+ZCmPPE/8Mdpv8QuH9IxQX/4IvxRNov0bh/0YoOS/N3/HLun8jwP6M0Gbi85PfSJGZYRadFFDSAhJVbZGcAY/8poJp4POZ5u3v3xI6L0HqO3aWYst4dkIkOW+A+2+AiM66npUp9QHvNpzkHtmg6pUFYeZff3NOcEW5r7IbU6+xEhhLoJBD0xhteMEdwhSiPTIHn5UFVuRxYXmbJu/elhsx5Mi1w2j+WFNpkrX6eRDzfr6H4CgsJzZPxKNVf4/bv60igirklf2ide/pIP6q1QUb5jUF7UXH5uDAD7LL0udboqHpCultvMKKhJUQDhI7ZOPIUHfhhhEZhtlpIQ02kISkegAwBQfSg4AbjWo6J5ms5uO94ha3NZnNqSno6fEuCHwkYJ+r19OfXGe3lQdfeP/APE03Y/kdX9Iig4m8LvGNrnhHk6jf0VEsspd+RHRKF4jOPBIZLhR0dDiMfwqs5z6eVBKe5fNe353J0nPsHt1l0zHnNKYflWCCtmSW1AhSUuLcWUEg46k4UPQigsRykkbBad1M6/C1dNnbvXSMqK1b75BTCS00CVLRE6VuJcUoJBJ6+opT2Qn3sh1ZoOF3FVPk8Z3MdOkba4t+2i7R9KR3WMJU1FjrIlOgq7HpUZTgOO4AwD6h0n5jGyMXcrg21RbYERAlaWjt3q2oS31FsRUnrSkDv3YLqR9ooKv8kzeIPW7Xm18yQOthaL/AG5tbmSUq6WZASD5AEMHt6rNB1KoODvFht9rbgj41Hte22M5+D5F9c1FYbi8jqYlIccLjsdRHqnxFtKHZXSQoY6gaC4mn+dttw/aY675oDVMK5lA8dm3rjSWUr9Qla3GyR9qRQUo5hvF5pbi81rpO86WtF3tEe0W92I8i7oaStalOdYKfDcWMY+JFB2S4N/xTtn/ANFLb/VkUEx0CgUCgUCgUCgUCgUCgUHEbmia1nb88att29sK1SFWZMTTkRleA2udIWFrIIyfrOtNnPq0e3qQ7O6G0nC0FoqwaZtzaWrfZoDFvjoSOyW2m0oSP1JFByu54n/hjtN/iFw/pGKC/wDwRfiibRfo3D/oxQcl+bv+OXdP5Hgf0ZoO3dksluNlgfvCL/8Ah2/7in80fKgyDNpgx3EuNQ47bifJaGkgj78UHroKGc5LX7emuF636cT0qlakvjDPSVgEMspU8tQHrhaWh/l+foQ9PJz0K5pjhPfvjqio6kvsqa17uAGmgiMB8/fZcOfnj07hs/Nk/Eo1V/j9u/rSKCKuSV/aJ17+kg/qrVBTHmxaLe0nxo6mmuKJZ1BAg3VgFOOlPgJjqGfX34yzn549KDuHtxraBuTt/pvVdreS/b71bmLgw4kEZS42Fjse4Izgg9wRg0GwPOojtLddWlttCSpS1nASB5kn0FB/n92vSeILmQ22fbn/AGuLedwXby26rKgqI3LXKOM+ngtkAHyAFB2D4/8A8TTdj+R1f0iKCj/I2/4a3i/xe1f60ug6r3O0QL3EXFuMKPPjLBCmZTSXEKHqClQIoOBHH5o+xcP/ABoX1jbktWJq3OwbrGiwEpSi2Sy2290tp8kgK6XAnGB1gAYAoO1W++86dn+G3U+4koNsSoFkMphpxXSlUtxASw3k/F1aE+XrQcDuHPc3cLaXcobh6I0+dTagiJeaEqZbXZ6WlvJIWvKSCHCkqHVnOFq+NBambzLOKu4wpESToS3vRn21NOtq0vLwtChgg/SeoJoK98E+58zh04s9E3W7okWmMqam13ZiUjwSiNJHhlTgVghKStDv+QKD/RJQVF5l/ERp3Y/h/mW2dbrVf9S6mC4NqtV0jtyG09vpJSmlggpbChjIwVKQPU0FDeWTwGWjiHdu+utyLS7O0DEC4MCAXXo34QldupwONrQrw2h2904UtWM+4oEMBzTeHHbvhx3B0RbNu9PfsehXK1vSZTXtsiV4jiXekKy+4sjt2wCBQdaODf8AFO2f/RS2/wBWRQTHQKBQKBQKBQKBQKBQKCq/MP4qNWcJe02n9T6Qt9muNwuN7RbXW72w660lssPOZSG3Wz1ZbT3JIwT2oOJu2/EFqHbffVvdlEC16h1UidIueL006uOqU91lTpS042SQXFKHvYBwcHFBbH92r3v/AOa23/8A2dO/+coK7cVPGNrPi9uWnp2sbZYba7Y2XmYybHHeaStLiklXX4rzmT7gxjHr50F4+WFxxa73A1zpDZK42nTrOlbRYnWmJkWM+mcoR2x0dS1PFBJ9cIHyxQV45u/45d0/keB/Rmg98bnDb9RIzTCGNJ9DSAhObW5nAGB/dqD6/ux2/v8A4jSX/ZTn/wDtQdGeKzi/uPDbwu6U3AZhwrpqe9rtzLMOWhYYdW42HpGeggp+jQ6EnOAop7K8iHKnWOut3+Z1v5ZISLWgrbxFjRbayv2GzRFLy4+8ok47YKlqIKylKUjPSmg7q7V7c2raLbjTei7IkptdjgtQWVKHvLCEgFav4yjlR+ajQVm5sn4lGqv8ft39aRQRVySv7ROvf0kH9VaoJU5kHBfL4qtvLbc9LpZGvdOFaoKH3PDRMjrwXWCryCspCkE9sgjICiQHOXZDjo3x4HArby+WBMq0QXFqTp/U8Z1l+LlSs+A4CCEFeT3C0nB6cZzQZve/mibx8Sdlk6D0vp6JpqDemjEdiWJt6XcpaVZ62kufmqT2IQ2FY6u+DgBa7lecBl92Rkyt0NxYAtuqpsZUS02V3Bet7Cj9I67g4S4sAJCPNKSrq7qKUhZPj/8AxNN2P5HV/SIoOI/DLxf684TZOoX9DotK131DCJf4UiqfADJcKOnC04/hVZ8/Sgnn91d4ltdMvWewM2hNxeQehyy2JT8pseXUlKlOD1HcpNB6+FvgB3Y4mN3WNd7u2662rTDk1Nxus3UaVNTbsQrPhNtLHV0q6QCpQSkIPu57Cgsbzqd3/wAA7aaM21hPKbevsxVzmobxj2aOOltCh54U64FDHqz+sJx5W+0CdquEbTct5pLdz1U4vUElQJOUO4TH8/8AoENHHkCpX20FuKDjtzptnjYN1tJ7jxGFCJqGCbdNcSkdIkx/qFR88qaWkDPoyaDoJws8Rdq1xwdaY3M1Dcm4rFtsyhe5bo6Q27FBbfWR/GLZUAPPqGPPFByP1LeNY8zfjJaYgpehwJrvgxGnsFNntLSsqWoDt1YJUe56nHOkHBGA7n7a7dWLaXQdj0fpqGmBY7PGTFjMjuekealH8pSjlSlHuSSfWg5Sc7z+2vtt/Ikj+noOj3Bv+Kds/wDopbf6sigmOgUCgUCgUCgUCgUCgUFJObDs9rTenY3Slo0Ppybqa5xtRty3o0FAUpDQjSElZyR26lpH30G18snbLVW0nC7E09rGxy9PXpu7THlQpqOlwIUUlKvsNBbCg8d3bU9aZraEla1MLSlI8ySk4FByL5Z3Cru3tHxTW7UGsdBXjT9lRbJjCpsxoBsLUgdKSQT54oOwFAoFB8ZcNifHWxJYbkML+s26gKSftB7UHxttmt9nStMCDGgpWcrEZlLYUficAZoPZQKBQKDH3fT9r1Cx4N0tsO5M9x4cxhDqf1KBoPhZdIWLTZP4IstutWc59iiNs5z5/VAoMvQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKDVrgxqaxFci2vN6ijZ6lW6cUsPgZ7hp5ICTgZwlxPvHzcSO9B6dL64tmq1yI8dTsS6RQDLtU5vwZcbJIBW2fySUq6VpyhWCUqUO9BsFAoFAoFAoFAoFAoFAoFAoFAoFAoMTqXVdq0hbxMussRmlrDbTaUqcdfcOcNtNpBW4s4OEIBUcdhQYeHK1Pqk+J4J0lbD9TxQh64Ojv36feaZ8gcHxCQcENkYoNrZb8FlCCtThSACtZypXzPzoP7oFAoFAoFAoFAoFAoFAoFAoFAoFAoFBr2rtDW7WDTK3y9BucbJh3aAvwpcRRwSULwexIGUKCkLwApKh2oNega7uOj7pHsmufBZEl1Ee3akYT4cOctRwhp0ZPs75OAEk9DhI6FdR8NISFQKBQKBQKBQKBQKBQKBQKBQKDSNT7hPN3temdLQ0XvU4Qlb6VqKYltQr6rkpwA9JI7paTla/QBOVpD1aU2/ass9V5u0xeoNTuoKHLrJQE+EhRBLUdvuGGuw91PdXSCtS1DqoNtoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFB4bxbnbpCLLM+VbHuoKRJidHWkj5LSpJHyUk/rwaCMtU6zd0lHfs26dqhXDR09Ko69TMsA24JUQkNT2FlRY6urHie8yeklSmiUpIfx+H5WxKWEXmc9dttnShuLenlqefsoVgITLdJJcjnIAfPvI7eIVD6QBLqVJWkKSQpJGQQcgig/aBQKBQKBQKBQKBQKBQKCML/rK67gXqdpXQswREQnvZ73qcIC0QDgdUeMCCl2Vg9ycoa81hRw2Qxlg1Nb7LIf0LtXZ0XaVAXm53mUtZgRH1K+kVJk91ypZwVKbSSsnHiLaC0qISZp+0TrYwpVyvD94mOYK3FtoZaQcdw22ke6nOcdRWr4qNBlqBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKD5yI7UuO6w+0h5h1JQ404kKStJGCCD2II9KCALvZJXDFHkybbEVetk1oV+ErAUqfe042c+I9GSc+JCAOVx/wC5JyWx0DwwHu05fY+xy7SGLki6bNXrwxaLql7xUWJx0pDLBcyeqG4VgNLJ+iOEE9CkdATrQKBQKBQKBQKBQKBQKCJdYasuG4+qp2gNHXB23tQClGp9RxcdVuSpAWmIwo9vanEKSrqwfCQoKPvKQCGg2OU5vKtWgdr1OaV2csS1QLrqm2OFt66upJDsK3OjuE9WQ9MB6urqS2evqcQFhdNaZtWjbDCstjt8e12qE2Go8SMgIQ2kfAfzk+ZJJPc0GToFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFB4rvbl3SC4w1Nk25090SoikhxtXxAWlST9ikqHxFBFDu79x2x1RB03ug3FYtl3keyWfWEZBbgSnVZ6I0tJJ9mfV5JJJbdPZJSohug0DUFpicLmoZMK4RW53D7rGQYsyA+31s6XmvnpPu+Sbe+okKB7NOLz2Qs9IbztheJe0urYu1WoJ8i426Qy4/o+9TFFxcqK2AVwXnD9Z9hJHSpXvOtAKPUpDiiE1UCgUCgUCgUCgUCgi3eLX93iXC1aE0X0L1xqAKUmSsBTdmgpOHrg6PXpz0toP8I6pI+qFlIRC/Z2dwL1J2B25dl2zQen/AHte6qYeIkSX3lFxy3tPjuqU+VKckOjuhLmMhbg6Qkm67kR9MXiFtTtNp+Dcr7bI7Lb7Lf0Np03FxhtUlSPyulJ6I7fvrwM+GjLgCTNLWOfZYa/wpfJN+uDpCnZDzaGW0nv7rTSAAhAycZKlYx1LURmgzdAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFBhdZaNsu4WlrnpzUVuYu1luTCo8qHJQFIcQfl8R5g+YIBHcUFZtuLu9t1q2Zw07vSU6msF8hyE6Mvd195V6tuMO2+Son3pLCVBPV260dKuyvMMdpPTM55V94a9YXqYxf7C0i/7d6xPeSuE25+9lhR7Lfhr6WnEn+EbKeoFK1ZCf9jN0X9ztIvG7w27TrCySl2nUNpQ51CLNbx1FJ8y04kpdbUcZbcQexyAEi0CgUCgUCgUCg1fc3cS0bT6EvGq744tFvtrPiFtpPU6+4SEtMtp81OOLUhCEjuVLSPWgrNqG86v2t0xHbYYjSuJDeCYGm0JV4rdkjpHz840BlZPoHHlKVjLpFB7NWXY8POm9G8POzjon7oagZW8bpPT464LJJMu9TyPNaldfT1dluEJHYYoJ32R2XsOw+gYml7F48npWuTOuk5ZdmXKW4ep6VIcPdbi1Ekk+QwBgACg36gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUEV7uTNe6CZc1bo5per4MX6S5aPfKEuvMD67kF7AKXwMnw3CpC8dI8M9yGl7qaX0xxxcOcW6aKvKW7ihxu8aYvqEhD9rukdXU31AgltQWktuJIyAVeoBoIfm6zvfFJwy2rcmwwkW7fraW4uOybaEYUi4xR0ToZSCT4UhrrATk91JGcpNBur26VqhX7bXiK00906D15GiWDVjeR0x1Oq6YEtz4LYkKVFcP5r4z2bGAtnQKBQKBQKBQKCuuqJ8XeXiCVb5rrY2+2oDd3ujrpHgyb4psuR0LJ7FMVk+Ofg46yfNFBF21+6Fvjac3P4wdfJeZtMiO5b9IW9/CXGLKyvoZS0FpSUuzJA6sEnOW+/TQbzwmaKmaJ0LqffHdiSxb9c6zQq93mVMWENWa2ISVR4gUQOhtpoBSs/lZySU5oNu2h3H1NxHKTrC3JlaR2uK1fgcOMhFyv6Eqx7SvrSTHjKwShKQHVghRUhOEqCdKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKCkmprgngj4uLbcGsQ9nt35ngT2Upwxab+cBL49EJfBHV5DstR7Nig9OsH/wCxZ49LFqBsiLoPedpNquaSSG498Z7MO/AF0KSj5lbij5UH5tloq16d3c3x4YdQMf7ytWwXtVacZHVhuHMy1NYbOAlHhSD1IAORkq+OAmnhI19d9YbTJtGqHS7rXR85/S99Ur6zsmKroTIwQOzzXhPA4wQ72JHegmqgUCgUCgUGlb1bnQtmdqNU61noL7NmguSURx9aQ7jDTKf4y3ChA+ahQVA3Y0xe9GcOW3mxaJ/h7mby3gjUUxogugPK9pvD46h3ShB8EZH1CB2x2D3b12SFvHxObTcNthiIZ280HCY1PqaI0CGfCYSG4MNQHbH1CUKABS6kjunFBkeIi9y+KfiYsnDpZ31p0LYWm7/uFIYJAfbSUKjW7rHl1qKFKT2JCsg5bUCFz4kRi3xGYsVluPGYQlpplpIShCAMBKQOwAAAAoPtQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKCFuIfWOtNmLK9uNp5p7VenbUEu3/ShS2HfYk/wsqG5gKDzafeLa1FC0pOOhXdQa7xN6IsXGJweX5Gm32byxdbULzYJTf5UltPiM49UlRBbUPMdagfUUFZ9V6ve4w+VmjWImhzXehUIuL01JSXmJ9uwXXTjHSpyMS56Y8UdsUGy70bpouug+F3iqiJQ1+DZ0aHqJTT4DbMGe34EwLPYKDTySkdvrKzgdyAmmFIZ2o46ZUEOIZtO7GnBNZQXcBd2tmEOdCPIlcR5tRI7/Qd8+YCytAoFAoFAoK38Sa1bi71bL7Ut9SoEm5uavvaRjpVDtwSpltY9QuU4x/8AtnPwIaZoa6tbp8fm6GsZzjg07tPp9jT0JxwfQJlSAp+W6k/npShTasd8dOfMUEfcGWumLNtJxA8VupYzq3dS3OdcYrbhT4pt0NKhHjgZ6QrrKmvPv0IyTjNBv/LN0JNtGxl23U1YsK1fuRcn9Q3KdIwlXs/WsMAn0RjxHUgnsHvSgkTZbeC/cTOprvqTT8hVk2itMxcG2TWUJMnUr7Sil57qUk+HESodKejC1qBypIBQQsDQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKD5yI7Uthxh5tLrLqShbaxlKkkYII9QRQUY4DL65slvvvDwzTn1/g/T81d+0sh4qUU298pWpoKOc9IeYV55Klun0OA17ghiRtAcUvFBsLMW2q0Spi73AiBIT0x3uziQO+fopMVP+RnHeg0Th20zK17y4N/8AZ64tomXTQtwusSM2nsVrYIltEA/VJkNugd/++glrWe45v/CNw376vy2Ey9KXayTLrNV2R4L3+51wBJPugl1R8+xSM5xQXtoFAoFAoFBVza2azqXi6393EnIZ/B+kbbb9HwZST1OBDbSp00eXujxHmxgE5KMnGBQVa0HrFeiuVrvJum+HWr1uXd7rLX0uDqSuZKEEpSrAyE4cX8frfIAPzists3bHlvbFbPWuK1Evms3rXFkQ+oD6RQEt4HpyCfanGskZ8ye9BNfMA1dI2W4Y9F7MaFeRC1DrJ2Ho61NtLDakREhtt0gdz0kFtokDsH/jigtrtZt5bNptuNN6NsyOi22OA1BZ+KghIBWfmo5UfmTQbTQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQfOQ0X2HG0uLZUtJSHG8dSMjzGQRkfMGggjbjeu72biAv2ymuJCJl4btzd803ffCS0q7wCeh1LqUJS2l9pxKgegAKT7wSnBoK18T807N80DYbWyJBjwdVwRp6YhIwHFqccYBUfUZkxz38vDBz8Aaklt7fc5jTimGkpGstLeFLWkgEkRnglR7d+8FpP2Y79sUGU4O7bH0/xv8XOiQFJg3SUxdCzklI8VTq1kA+Wfa/s8vQCg1XhosbutuVXunoJaUzbppkagtKmUZ6famSZiEpKgPynEEH5+YOQAvNw/wCs1bi7F7e6ocT0PXewQZrqOrq6HFsIUtOcDOFEjOB5UG/0CgUCg/FKCQSSAB3JPpQc+9uNTNReXHvvubBfdaka3mapvaJgWtLhU+87EaUknukgNoAAxjHoc0EU8WMGXbuWbw16LtbrcZzUz9mC/EHuKDsNx7CjgkDxXW1Ejv7v2ghI3GjEhau4/wDhV2+ClJYs6k3jwU+6A2JAUkeWMH8HkEDvgemQaD7b0Snt1+bZtJpUhMq0aKtCro+1kfQPlp58LOT5lQhjA7+R8smgs/xH77T9u7ronQekG4srcfXU8wbSiYguMQmEDrkzXkBSStDTeSEAjqOBnANBMNjt8m12qNFmXOReJTacOTpSG0OPK+JS2lKB9gSP++g99AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFBQ3mR3gbSbt8N+7rL6Ii7HqRy2TXF4CVRHwguhRyMANofHw980Gl83t46W1vw560UtMeHZb5KVIkHJKMOwnUHpT3IAZcPbv+sUDiomKg83Ph/cQkKKrHEawfguTcUE/qVQZrZXFv5yO+DJ98v6TawR2x1NWlz/uxQbfy8oCZ1p4l9PDvH/bHvLKStXmFpSg5wPgkdwKCQOWjqR/VHBJtnIkkF+NHlQD05x0My3mm/Mn8hCM+mc4AHags7QKBQKDUt3tSNaN2m1rf33PBZtVkmzluYJ6EtMLWTgAnsE+gzQUM3hZXpPku2iPFUpkytP2VRU0vpID82O6vy8woLUCPUKOc+of3x8FmG1wb6bbdUuY9qGD4CFAjrS17G2VE+Q7uo/zvkaD+N5JRk85jaFtScCPYPDHfOf3vcV5/wDW/moPlsI/+H+cZvRLP0xiWJxAUlRIT4aLex3+zyx8aDcts7xI3b5se4lwf6HLXt/pZNog+9kodWpkrIHoSp6UCR6AD1oL50CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUEH7s7x3TZbeTbyNdpDMvQuuZ5sAU6hKHbXcijqjdKwB1tPdLiSFe8lXSQcEgBWPnYfi46M/Str+pyqCNeche5ly272BtLcf2mRdBMl/RgqcU4hmIlKUpHn1F8/PIFBtPFWDN5uewTTCS44zaIPWAPLEq4LP6k96DO7I9Vx5x++DynASxpZHkPMJbtTYH3Z/moNw5cDwc3F4pQ2FNx/2xpqm2iokIy89/3ADPyoJD5eJ8DYi724kqVbdX32Io/k5E5xXu/L3vl3zQWdoFAoFBDXGZLELhM3gcKlI6tK3FrKfP34604+w9WKCrXGXbZWmeUzpe0vdCX41i0zEkhvukqQI3Vg48upI70GO5icOMy5wi3payzKhajitIf6+kNoX7GtZP3soOfTFB4d51G385faV55JCHrKgIIwc9UeegH/ADs/qoPJwuKdt/N43zZcw0p+2Th0qxlSS/BcGPuAP2UGV5cU9658Z/FhJkLLjrl8eySScAXCWABn0AAAHoAKC19y3ju2q+KBG1GmXUQoOn7Oi+6muvhodWFOOBMaC2FH3FLT1OKWUnCAAME5AThQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKChvOMvMjTXD1oK9QSlFxt2u4MqO4R3StESYseXfGUp8vhQaZzrtRNObHbbQAelc++qmoQrGeluMtJ9c9vHT5du/wBmQ0vmPOIvHEfwr6GU6DNYRCU6hs4KRImMMggkepjrxn4eVBs+rHzuBzqtMxYyfGZ0tagiUokYbxbnngRk9/fktjt5Ent2NBtXBY/H1jzEeKbUrLaF+wvCzh4tYUnpf8JQCvQEw8/xukH0oNt5ZivbpXETc/CQn2vcm4nxE9+rv1dOfUDr/wDW+dBvnL6/tVa3/T6//wBbNBZ+gUCgUEHccP4oW7n6OS/9Q0EHceTK3eWDJUkZS3adPqUc+Q9oiD/2kUEX8z29uOcIewetoC477rF1tsth5tPWypS7et5JCge6T4YPn3Hr2oPhx1SRpDmF8Mmv4qwI90MCCvqAx4QnEOKyD5+HMx547DzGaDw6TuatCc7LUcJ5pxtrUEdUdCyOxC7U1IB7juOtnp7eR7Z7Gg9XLyuytP8AMM4mNLyA429MmXOYnqSEpUGboUg9+/dMgKGOxGT8KCUuCfUjWruOPi6uHV4jjN0g25KljCgI6pMdQHyyyB9woL10CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUEPbgbsXfbXfjbuwTfZpekdcKk2xlXhFD9vuDLJebPXnC23UJWnpICkqSkgkEhIVA51N39u272s0ZFHjXe86gdkxo47FfhM+F9Y9h70pA7kefyOA0fmoph6/4o+HvapXXJR9C281lQyibNaj47YwSIx8jny8u1B/W5jg3n5zek7SmIqTE0mYgWsJ6kp9lirm9Z9EgPOBOT+UB6kUGwcE0he6HMr4htwXClNvtCJluQoqz29pbYZXn0BaiLOPTPmcUGe5SL7Opf7IDdJaXkI1FqTrw6AChKPGkEevvfvsZ94jsPtIbfyfWJkzhu1TqKeGvadQaxnT8tE4wWY6T29PfS52+GKCSuX1/aq1v+n1/wD62aCz9AoFAoIO44fxQt3P0cl/6hoI74o7GxqrlqX+MtKH2U6Mgzk++QCWEMPpUCnzwWwR6HHftmggXigtzOseT1oC5qbS8qyWjTz7a1JBLakBuGSOxwcOqTkYOCfiQQj/AJiVwlap4S+Frd6G85FvENiM2HEYUlD70Np7PvA5KXIasZ+eQc9g9nGRfV6J5h/D5urDCG7RqGJaHy+rsFIMhTT47Y7hh5HfJ+sPTtQZbSs93afnT36E4wW4eq23GQ4VYBS9b0SAofHLzPRj45+FBt/BtMZ0XzNeJTSQbW2Lx7Rd0lagrK/aW3SPv9sUoD0Awe9BbbUW8s+dxR6e2gsT0eGtnT72rL5LeZLq1RUvojMxme4CFrcWVKWQrCUYAyvqSE0UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgptxlakUeLDhP00y2XVvaimXJ0pJJSltttCfd+GFuHPp0/bQQZxwynN3+ZNsFtzHwuPZHIk6R72cFcgyH04Hl9BGQc/P5UGrWq5/t+c5CXcBIbdsWinXutzJw03BjFtWP/S1E+g7n7wxXAbrBrUm/3E1xHXF1xdssdruE9pxxs9g+6t9sAYzlLUUpCfPChQZXl2qe2z4IuIvd6Sl1d3molMsypalEyFR4ilNq6j59T0tQKh5kEE5HYJV4CGGNpeWDq/WSGiHZkS/X1ZT3U4tltcdIGcj/AJKkfDP30Et8q6zrtPBDoVxxtTS5r1wldKxgkGa8lJx8CEAj4gg+tB9uWu4p3YnUa1qK1q1pelKUo5JJkdyTQWvoFAoFBB/G+kq4Q93QkEn9jks9v8A0Gp6f02vWPLTtFjaV0vXDaePGaVgnC1WhIScDue+O1BB2wEKRu1yfLpZ1p9unR9PXmOy2R0lS4777rCR2AyAhoD7Bk+dBEkGI5vNyXXG0lE656MmLcBOMtJYmlZ+9MWQftGPjQR5xQxkbt8tbh43BYYcXM0o65peUoHPhNBKmQVd/LMNnHw8QeWaDIcaG4CrdvJwucRsd91lm92O2z5LbWesPQ30OSUlQPvZTIDZT69JzkKxQSpr+7s7O847SV/anBq067gxPEUpQLbyZMVUNsA47Avx2lD5+uDignONdUWfm3y47w6FXXbIR2Or8oiWl04+5lf6jQXUoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoIz0ZuZcbhvTrrb68JhretEOFebfKhoUgrhylPoDbqVKV9K2uOvKhgKStB6Qc5Cnl+uh3k5wdggMyeu2ba6dccfbIyjxVMLKiD6ELmsAn/o8fOgg3h03Cgbh8ce/vEVNDL+m9FWq43OLIz19QS37NE6e3muO055fHAzmgjnhRvM7QXDTxM79XV9T19ukUaVt09BAkKmzVhUlwdgBgux3Ox/JV27DIbVp1J2F5RV8uRddhXrdG/iKwVI94sBzoUkDHZKmYkg5Po72PdNBJW9EYbA8nbRumluvRLnq4wipJBS4pUl9VwWhWO4Aab6Dn0GD59wmreqKvY3lKKtUhktzUaPt1ufZTgFL8tbKHh5einlk/YfWgn7gptAsnCPtDHCekL0zBk4/wCtaS78f4//ANqCOeWn/aF1D+md6/rFBbGgUCgUEN8ZbqGuEzeBS1BIOlbinJPqY6wB95IFB9uGCCi58I+0sN3+DkaHtDKsjPZUBoH/ANtBWDk/Lky+GnW+j70n6W0apmQXGPdPhoXHY60dSRhXv+L3yfP4AUEdcsPTTd4284leH69EOiNNfhvL+p4njtPQnlAZykgxkH5dQ79qCLuD2ySd1OBziV2RnxXl6h066b5DhuLBUH0J6vCbOexDsHBHYZe8/eNBHyUL3r5XJCQF3baTVROBlxxVumHv/gjxX/mOlj9QZXiW1XO1twl8L29dslKF90s4vS8yQ6fEcEqKQuMtSsnJIjLc79z4gNBY7ib3Dtdm4t+EbiBgIULJqmA3Bek4KUtsPdsrPkClFxcJB7+4R6dgvNvfubP2+i6St1mTC/D+q78xYYDtxSpcdhS23XlurQlSVLCW2HMJCk9SikZGaCSk5wMkE+pAxQftAoFAoFAoFAoFAoFAoFAoFAoFAoFBTzZPcONduKXip3EuMllnSOlI9usSJ/WAhIhMPuzQo580OFWScDCgPQ0FJ+HjdOdpzYzit4l57io2otTy1WG0FBDjkeXKWXFhClYylv2iOrGPqseRwBQRpHkjZDltv9JSxqHeHUfQCCW3Tabee5HqpPj5T8CHj94bXxR2SdtdwocOmwNsZU5qjUR/ZVdYCHEpeVJkqKIrS0/a843k9ssDzxkBJnMN0yiRrDhm4X7BIdEeBFhsSEMo6sqeW3EadJx9ZKWpCz6YcJPpgN45riWdY7i8O+yUF0xodzuKA6yz9dtLrzMSOU57DAL4GQaCUucFqBrTXB4i2IQUpu9/g29tKAMJCEuv9+/liPjtnuRQXF2+tCdP6C01a0DCINsjRkjt2CGkp9MD0oKycs2cl3Z3XttKFIkWjcC9QXycdKl9bbmU/EYdA747g0Fu6BQKBQQRx2S0QuD3dtxzPSqwSGxgeqwEj+dQoNr4YrZJsvDXtPb5rfgzImkrTHeb6groWmG0lQyCQcEHuDigqHyz7gu1cQnFlpMqR7PB1ct9lKfPPtc5pZz5kYQ39n30GrbMSEbL84LcrTKsxIGtoT8iO2E4Q++6y1OK+3kepEkZPqVDzIoMFtQ0nhx5vOsdMONLYsWvW5JZSpf0SzKbTMSrpJ7gPNutD1HUQOxoNC4YdGQds+NDffhrvgbi6b1zBuFniMpCjjCFyISgr8kiM44e/wCUU4OcZCNOHO0zNWcO3EpsBdmSjUdkbOrbZEabUt32yA4G5racdlKUhDSAAMnKsZ9AyrV1Tv1ysJNtDj0vUW0OompC2wrxXTb5KlpSojuoNjx1j4ARvgDgLd7371jX/BbsDvu3MKF6X1TZLzeFMgrOW1ORJjePPu4tXoSR29c0HQNl5EhlDrS0uNrSFJWk5Cge4INB/dAoFAoFAoFAoFAoFAoFAoFAoFB8JwkqhvCGtpuUUHwlPpKkBXp1AEEj7CKCJneIm3ReFRG9U2GqDCXpdGofYFLClBa44cSwFdgolaggHtkkeVBzU1PrS4bG8rgPXCQ6jXW9l9lXCU8vo8V2O4vLzpHl0rZabHYdvah5Ggj/AImNP3LSuz3Dfwy2loHUs1DWoLtFdGFC53B0ojMqUO2Ww64g4z2KfvDb91dCQN9OPHazh+shMjRG3cSJYXwE+I2tEZv2i4OK+Cl9Pgkk/WQPj3DctCpRxbc3C53jPtml9CvLcjpU0C2huAEstdPbsDLV4oJ+Jx6YDJ7Fv/2S3N01nq1Yfes+ixL9m6kgtgRkJgNDPcAKWtbyRkEkZ9CKDO6mcXvLznrJEQ2HIOh7ehLq1d+zUNb4I+x+UlPfHlQbrziYzd/252m005ILCbtq9tslKcqCfBW2VD07eL5euaDoIAAMDsKCm3AiEaN3o4odvnF4kwNbKvzaCkJyxOSVt4x8EtpB+0dhmguVQKBQKCofNQvbkXhDvGn4hKrrqm7W2zQWELCVvuqkoe6Bn4pYV92c9qC1mnrSiwWC2WtrpDcKM1GT0jAwhASMD7qChvChcmbTzN+JmwpeWXJsRq4hspzkIWx1HOO2DJAA9c+uKDRuPxb+0XMO4e9yWHEoYnmLAkJUnHuNyy2+eoHzLMsDy7Y9c4oPBzcrPM2q3t2V3utEVS5UB5MZ5xLnQC7EfTJjoV8OsOPjIB7IIPoKDA8y1bu1PEbspxHaW63YNyZjPqcZwA8uOpLiQT/0sd0I7+jZoMLxFXSHwv8AMf0Tu7blBOhNdNxrrJeziO7Gko9nm9QHZeEqEgg595aT8MBiNlNHwdhOOvdHh+vqlM6F3Ehy7AwMBKC3JbL0BxKj3JCVloFJ+u4fUdgzHBbGuOv+H3iP4Vr8llzU1qZlzbTFec6k+1Mr6HEJHT2SiUzHVkd8uk4GKC+HLx3jb3p4TdEXBckybpZ4wsNxK3fEcD8ZKUBSz59S2/Cc79z4mfWgl3ZrX6t1tr9Na08BMSPqCE1c40bHvMsupC20LOSCsJI6iMDOcfEhulAoFAoFAoFAoFAoFAoFAoFAoIp4qNzF7Q8PeutTxsKuce2uMW1rpKy7Ne+hjICR3US64gYHc0FLOPBqbYtmdguE7TEhx2/aj/BlumKCQ4UxYwbaStwA5CVPAOZAxiOvuAKCJd5oFl4jeP7RG01tDX7Vm1MJuBMQEoVGZiwkByaVeeAS23GOfVA7dzQa9w6a4Z3U4pN6uKfUsYOac0PClXmIy57pW+psx7dHGTgq8JGO5+uEdu/YPTwMXORtxtBxDcU9/Wly+pjv2q1SXcpDlwkrS44oehy87FGR3A6xkd6CQOWhbzsXwj72b9XJDpmSGX0QS8QfGTEaUpJSfP6SQ8UHJ82h2+IblyUNvlR9u9xdwJnjuTL1dWrY26/k9SGG/EWtJPdXUuTgnJ7t/EGgwfLijK3E49eIjcGQ6uQYz02Myo/VCZE8lv09G43SPlnz9A3/AJtv/wCQn6Xp/wDd0HQagpLutKXw2cwnR24D/TG0VunbRpe7yfqts3JrHszjhxglQSy2nJGAHTnCcUF2qBQKBQUk32lp4j+Ova7a23j2zT226v2Y6mcQT4bcoAexskj8sKLZKTjKXVeeCKC7dBzq4dXkP84HfxTbYaSNMqSUj1IXagT95BP30Hh53Wlmpez+3WpC2kv2+/O29LmO4TIjqcI+8xU/qoN85g9ga4geXdE1lCaM6RDh2vVsRSSUnoW2kOr74OAzIdUQfzfLIFBBdzhN8UXJ9t8ptLUnUG25z2cOWRCJQoHHr7C6FdJ7Z6fkQEY6xYHEtytdMaibT7VqnZ+5m1yfDZK3Db19CABjuEhtyKoq7jEdflgkBq/EJdp26nDLsXxDWaQtOr9KOI0df5bSi841JiK8WDIc7YCin3yVDuXkAk9shumut2ou0PGFs/xMWQpZ0duXAYnXVtpafDadwmLdGPdHdTSulwg5+kPmPQLG8Jd1Rw2cee7Oyr7wa0xrNX7J9MglIbUpSS8UNY8x4anEf+ifrCx3BZc127bvUW30vLdw2/1JcdP+CoJBTDDynoKgB26DGeZCT8E4PcGgsFQKBQKBQKBQKBQKBQKBQKBQYS86jNmv1gt644cau77kVLwdwptxLLjwyjHdJS0sE57Hp7HOQFZ+Iy8N7t8Ve0GzrLoXbLE4rcLUw8RSAliKSiEhWOykqkKBUknyCCR5UFOtO72xtd8RW/XFZPCZemtu7aq06RQ+jDT8t0KjxAhRGDn6VxQ7lPtIPYYoIN0bLf2b4Ktebl3J5T2tt4Lg7pi2SnelTxtqFly5P5PfDrg8JXn3CDj1oM3vSwrhy5fu2+3Ph+zao3Omq1ffEpPvJhN9HsjSwcEZBYXjGAppz7SG/cdTB4beCnY/Ydg+z3a5IN+v6G1Akuj31IV6lJffV0nH/Jx8MUEq8dFtRwy8tDb3adpptE+7OwYU9CD0jxEZmynAPX98JT/n59MELPcC+lm9ouBPQziTh1yxO6gdcXhOTI65QJ9MBK0gE+iRQVh5Hmm0R9HbrX/CiuXPgQQSB0gMtvL7HzyfHGfsTQb1zn7BNl8Omk79CS4FWbUzKnXmjhTKHGHkhefMe+Gx2PmofcF59Eani620ZYdRQnW34d2gMT2XWjlC0OtpWkg+oIUKDV9/djdN8Rm1l50LqlparfcEBTclk4eiPpOW32z+clXfB7EZScgkEIK2y301pw2x4+g+IOHLdt0BJYte6cGOt+1z46ClLftyk9Sor+CMqc91WFHq7dSgtJpzVFm1jaY90sN2g3u2SEBbM23SUPsuJIyClaCQQR8DQe2bOjWyK5JmSGosZsdS3n1hCEj4knsKCtu5nFjN1SJWk+H+zq3L1o8TH/DcdBOn7OokJU7JmH6NZRkq8JsqUekj5ENu4WeG2Nw7aQuKZt0XqbXGoZarpqTUjycOT5aiScA/VbT1EJT8ycZUaCa6DnLy85R3J41+KHcEtNOsonm2RZaE5BZVKdCAlZye6IjRIBwSAcAYwEnc2+zIufBffpKkBZt10t8pJIHukvBrPf5Okdu/f4ZoNr4VbTC3r5eejtPyVIkQrxpBywulDmQAlDkVQ6h5EFJHxBHxFBUTk2aiTOY3j2f1ChvwXmkTjbXezhBCoswEeowY6T27E9/MUGn8u6DH0DxH708NesOp206miTrMpqTlBfeil1OUoPb3463l9Q9EJIyMGg1jg70e9Kv+/vCTqx9DMu/xpKLUZA6UIvEBai24hJIJC0pDnY90MD0OaDR9qrZM3k4Rt0tobiwtOsttZatY2OK8o+MGEktXOMEBJOEDDnT6rX6YoNtv+41y1jwy7J7/AFlWX9f7P3dnTN8dSopW9DQvxIK3VZ6lIKfoldz1Kec7YJoL2aW3KtmmeL3ROurQ7jQO/mmGAl3oISi8RGwpjxD5JUphfhdJHUVJx+SaC3CtQq/ZgixIjoIEEzXX1O4UB19CUpRg9XkrJyMe759XYM1QKBQKBQKBQKBQKBQKBQKCKdQalhu7wypc6QmLYNCWB243CS6MNIkSc9J6s+bUeO+VDHlJQaDnBrPfK56a4X94d+Zy3IGst7rwqw6ZaeKg9EsjPU1kAH3CGw6nqScdXhKBOcUEPbz6Ku+jtrNjeF+wNI/ZjqOS1qfUbQBT/uhNIbhsOlJVjwWThfY+SVDFBtu62h7dxEcb+2/D1pkre0Bt8wxpx1TPdJRHT4tyeUpJylalIU0ST9dCfU9wzUsJ4zOa3ChR2y9pDSE5LCA0EhDcG2EqIOfNDknKewzh8eXmA+m5zv8AZY83K02IFMuxacujEDLKepIYt6VSJCVnuMKfS8jPYe+B59yGa5zl+k6y3t2p27txU9NbgLkoYyQhTsyQGWwfn+9/uCvnQdM9f2ZjTmw2o7TGATGgaakxWgBgBCIqkj+YCgpFySf7R2v/ANI0/wBWaoLhcVmyyOITh+1noT3UzLlCKoLi1dIRLaUHWCT6DxEJB+RNBX/lX75q1rse5tnf1ORNcbevLtcuBKSEPCKHFBo9Pb+D7sntkFtOe6u4XZoPxSUrSUqAUkjBBGQRQaqvafRDlyFxXo3T6rgM4lm1sF0ZIJ9/oz5gevoKBP2m0PdJrMybo3T8uWznw337WwtxGfPpUUZHmfL40GzRYrEGO2xGZbjsNjpQ00kJSkfAAdhQfWggfjY4iYXDRw+6j1MZCEX+Syq32OOSOp2a4kpQoJyMpb7uKx+Sg+pFBHnK+2BlbGcMNufu7C49/wBVvm+ymXU4Ww2tCUsNEEAghtKVkHuFOKHpQfTmrfiPa7/xi2/19ig9vK4/ET2y/wD1P/8AlJdBSfh7LuyHOB1Vp0HMS+3S7RVe70dDMltU5lIHfOFBlOfXz+VB8+P5L3DHzGNEbrwUuRYFyMC8SXWx1BwtK9nltAdz7zCE5wP7r270H15i8J7hp44Nu98tPjMK9iPdV+AvvIejFDUlAB7BLkdTA7efiKPbzIeHf+ZA4TOYhpDdu0AL2712hu8uraOI8iLLT4U4EDsv6/tHSe2VoPwNBidAbd27Yji83R4cb48mPt9uhCXa7ZLdWChsuhT1pkBSietSFq8IHvlw/LFB99kZuoNe8KO5ezMlxUPdjZS7q1ZppCQHJDRiPqMlppPcrU24HQBgjL7Y70HQ/QW98Dc6ybJ7v24kWrUjLmnro224nohyJISUhee5KJcUR0475k5xg9gsfQKBQKBQKBQKBQKBQKBQY3UmorfpHT1zvl3lNwbVbIrsyXJdUEoaabSVrUSewASCaDnfxM6n1JM2Q0vtxb2RA3T4hb/7fcGejC4FvWWwlDuM/wAFGTEYV37ht4jyIoIl1hbdN71cbOm9CRX0sbJbBWbqnvEhTKWYCUrlKUog5LjyGmVZPdLSlA5ySGqcNOu3tU7pb9cYGrGQ5H0tGkv2ZiV0pSu4yQWYUcK7j6Nroa8ifpEHufMPRwNyZO0PD1v/AMTl7dLt/VGdsllmSm1KU5OfUlS3O31gp96MCRj6jncYOA3zlOaai7Y7O7zb/X5PUmFEeiR33miV+DHa9pklK/NQcUWRgflNep8gxHJl0pK1vvluZuTdnXZc6HATHU+tICXJE18uOL7D62I6vLthw9vKgx/Fs87uNzdNF2BplTwtV407CcSopALQLMt0jJ8gh5Zwe5IIAPag686ktCNQadulrc6eidFdjK6xkYWgpOfl3oOYXJV1DJsF+3g29uiExbjFcizRFWR4iFtqdYkA9++FFkdvI/HNB1OoKicRPBPdr3urF3p2U1CzobdeKQZTclJNvvKQMFEgJ7pKgAlRwQoAZAUAoBv233EhqhqKzb91tqNVaIv6FBl2XaLe7fLS+olQC23oYdW2ggAnxUJCOoAqOCaCcLTd416ipkxfGLKvIvR3GSfuWkGg9tAoPjMltwY63nQ4UIGSGmlOK+5KQSfuFBEWueItVmakxdH7faz1/fUJIajQrM/BhlffHXNlJbZCc+ZQpZH5poIH0lwb63383khbs8SUm3OqtSv97+31peU/At6M9QL6z7ri+rHUE5CyhJKikBAC7QAAwOwoKJc4/XKNN8KkSxJSFv6ivsaNgrwUtNJW+pYHr7zbacfx8+ncJ54F9InRHCFtTa1x/ZXDY2ZrjJR0FK5GZCsj0OXST8yaDnXxaML245ueib5CdLC7rd9PTHslPT0KU1FdSO3YKQ0rJOTlROR2wE4863blN72U0VrNmMXZVhvKoTrqT/Bx5TRKioeo8RhkfIq7eZoND3pty+J3lJaG1g0H5V90O2wt5S1BTq0xVKhSCskkkFvDxOcnoB+RCL75BTxO8rOz3hCBK1bs7clQnVBseIbcrpBAPn0hpxhRx/5Ke3ag1XeGZK3t4KtqN6bS64nWu2cxGkL7OZVh5DKClcCQpaveJSVNAEE+++r4HAb3rfd5vbbfzZDiytDRZ01uDCTF1ZHjoUtpuU2Exrg2rAwSU4cQnA6lMlWD3oJ12I023ofdne/haVcBAsGomDrDb64N4UmOHAl1CmMkghpaWlJAA7xnVd80F49jtyF7sbXWPUcmKm33Z1tUa628LC/Yp7Ky1KYJHn0PIcTn1AB9aDe6BQKBQKBQKBQKBQKBQQBxKz0bgar0PsyytKmdRvqvOowoApRY4a0LeQvPbD7xYY7+aVufCgo6rfGLqTdDffizk+E/ZNERDozQAUlKkuzFgtocRgHIAdW6e/1JKvhQQHJW9w+cAUifKecGvN8bmSt11xXjpskVRUpRzk/Suq7nt1oeGSemgzfFdFTw38F+z2yTWYmpdSk611QwClLgUsdLDbqR3OOyO/rF+XYN44+oquHHgu2J2Jj/AL2uMttV5viGVkpU8gdbiVE9ykyJLhHl/AjsMAUEyb02B/hu5QNt0211W673eBBalhQClh6bITIktk+WehTjfyA7HyNBtfJj0YuxcMd8vryEJXfdQvuNLSO6mWmmmhn7HA9/9EgBWncFxMbnTRS6oNA6ktiQVnGSqAwEjv8AEkAfHIoOyNByQ3/t1z5fvMLtu7sWE+dt9YyVuzlsNfRhL5xOY7ZytC8SUpwnq91I8lUHV/T2oLbqyxW+9Wacxc7TcGESokyMsLaeaWApK0qHmCCDQZCgUCgUCgUCgUH4SAMnsKDkRxF3lzmR8cumNutIEztvtHFxqddmc+GWvEQZ0hK/zVFDbLZHZSkpUDhWQHXKJEZgRGYsdtLMdlCW220jASkDAA+QAoOPPMQIXzMNuUpPUoGwggdyD7Yrt/OKC/3MT0YjXPBlufDV2XDtybq2oeaTGdQ+f1pbUPsJ8vOgqfygpcHdLht3g2ruzhkwjKPjMOZIRHnRVMkJ9MZjuHA8iSe2e4Q/ytJzend9d09hdYoZXA1Va5dqmQ1uZS7KilxDjaQfPLK5RPbOEDt27BjuCHTf7Gt7d7OFnWcjwoOr4M6yJdeQW8T4hcLD7aFZAyguOJPfPS3gntkMBw46Tn7nbM768M97jherrA49qfTcbsVoucJRZlx0KUcAuJCUADp+s4SfgGw2Pc686z4W9r97bEsyNwthLu3aLq2ThUyzulPs6lnCiUgfQHy7KeV8KDofs/uLarTviyq1SerQ28tpRq/Tri8p6bk2ygTWMH6qnGPAe6cZ6m5BOCO4WeoFAoFAoFAoFAoFAoP4eeRHZW66tLbaElSlqOAkDuSTQcyN799Zln2E3V3pjmSnU+7lxGjdENNBfjM2RguNIdbGApJd/fL+R+U81gnsaCFN+9tZKJnDtwdWHCbjHLF21S7GUFgXKXlTy8nGfAZLyhkDKFp7dsUGT13p228WHMo0rtfaIyFbb7fpZsiYbeFR0QrenrkpKPqgLdBYyB3HR8KDyPur4y+bI02fGkabsN58NKelPS3CtgJI9fo3X2z59/3x6egYfjolK4i+ZdbNEeCuVAjT7TpUBglRLSlpckE47p6VSH8nPYIJyPQLR862UInDpoa3Np6GV6obcCUgBIDcOQkD9TlBNPK+szlm4HtuQ8yph6SJ8pSVgAkLnSChX2FHQfvoKI8yyIrZXmD6K3IVEUmFI/BF+U8kHDrkN5KFp/wghhrt8FJoOyEGaxcoUeXFdS/GkNpdadR5LQoZBHyIIoNU3b2h0nvloafpHWloavFkmAFTSyUrbWPquNrHdC0+igf5iRQVj2g4Zt7uESeu1bb6wte5W2Dj3WjS+sH3IcyADjq9mktoWjuckpKUoOSQkKJUQtbpbUV4vKCm7aVnafeSB1F+TGfaUe+elTbhUcY9Up8x88BsNAoFAoFAoMVqC7zbRF8SFY5t8dPYMw3GEEefcl1xAx2Hlk9/I0FZd6Nt+IniODumGrzYtmNvZA6Jz9vlLuV8mtkAKaJShDTSCCrPQsnIA6lJJFBKfDbwu6F4WdFnT+jICw5IKXJ91lqC5c5wDAU4sADA74SkBIycDJJIS5QcYdYOq4iucJCjwXzLgWrU0VCVNd0oatjSVvJyPQuR3e/xV29KDrPvjp9vVuyuv7I82XWrlp+fDUhKgkqDkdxOAT5Hv5+lBzA5H9yW1uFulbwD4b9rhvk59W3nEjt/500Ef8Rj44Xeao1qpvwLfanr9CvjjivdT7NLSlM1Z8sElcnv379z6ig2Xmb2abw5ccWjN37E0pBuaYl5wh4t+NLhrS282SPJKmksBXmD4isg5OQ9PF9dWuGTj32637066pzSmsGot9W433S60UJZmIQE4z1MLQ53J957PyoMhZtO2bh05hmrts7mpte1G89vWw0nxEhnwJ4WqMpACce5I8VhHlhK85PqGe4fE6st+0G42y7i1O7r7D3/APZTpXKcKmR23FKcYQAokodQp5OPLpmN+eMUHTTbPcC1brbfae1hY3fGtV7gtTo5PmlK0g9KvgpJykj0IIoNmoFAoFAoFAoFAoFBWzjq1rdI22lo210xIVH1hudc29LwXWx1KjR3O8ySR1JPS2z1ZIPYrTQVYvEOw7uce9i01Habj7QcOthL7ySAWUPR20qPfPmHEMgg+fsi/jmgi3hK1rLvmsuJDi/1EwXFWOFL/ArclSUo9tkAhlkK74LbQYZ8j2fHmaD68uJqRtpsfxCcSF0/fV4h2+RAt0iSMKdk9Hju5Wfz3lxRkeoNBnuSXtybhq3crcSaypa4kVizRZbi89Snll6R2z5gNMZJ/P7HuqghvgSX+3PzLWNVtgOQ3rvedRuFzPV0rQ+pBHbz8R5s98evr2oLa87VlatidBOhJLadSdJV8CYrxA/mP6qCfOWnfjqLgj2xkKShtbEaVDUlBzjwZj7SSfmUoSfvoNV5nPCpN4j9k2bnpuIJes9JuOTYUdCR4kuOoAPsJP5xCUrSPUtgflUGvcrPixibu7Sxdtb/ADAzrvR8cRUsPq6XJkBHutOJB7ktjpbWPMYQT9agvPQKBQKBQKBQKBQKBQKCvPHBxVWzhV2WuN5EhperrkhcPT8BQ6i5JKf4VSf/ABbeetR7A4SnOVCgqvyhuF662KHd98dXsvi56gZVGsgm9ReXHWsLelq6jk+KpKQlR7lIUrJCwSHQPdm8M6e2r1ldZC2248GyzZTi3V9CEpQwtRKlegwO5oOVfJDZWrdTcp0IJbTZY6VLx2BL+QPv6T+qg8XO10i3b96tA6lR1BV0sK4S0/k5jvqVny88SQPP0HYeoShzFrP+3Zy+No91VRkJultYts6Qs+8ptqZGQh9AV8C94H29I7UEXa2hq4j+UnpS/tlMvUG1tyMKR4QBUmKhXhdHnkAMPRVn/qs+VBq28Lr++vLs2p3Ut8haNWbWXD9jNzlMPFLrUfKEx3Or63Un954IPYurINBKeud3mtHbvcOvFzbENsWPXEFuwa1DC0paRJSkMv8AiEDKiEpUoAj/AJEnuMigtvwqXFvaLendHYl55ItkaT+zHSKOpPSbVNWVPMtAAe4zJKwPP+EPftQWsoFAoFAoFAoFAoFBz61Tu9Dv3E7vLvVMKZmj9idOvWKztuJSW3r091B9SFEjC+oGOfiFI7j1CqzFwnbJctbVWsLm88rXW+OoDHXMW0EvqgoWtTil9XmlfRJ94DuJSSPRVB6uIiKjh15aG0W3SAmNf9w5x1LdmzHKHHGQlLwC/gpPiQUe93PhHAGCAG9cQ1tTsHyjtuNIeE43cNYy4UqYh0dKwXiu4K6h2+r0Mowe4wM+VBPnKw0s3o3gSl31lHVIvky6XRZX5Et5jJH2fvb9ZNBTLk0xkP8AFrcVqzlnS8xacfHx4ye/3KNBfzmrbZubjcHeopMaKqVN0zLj31pKVYKUtktvK8wCEsvOqIP5vYZxQRryYN0WtSbA6i0S8+2Z+mbup5pkdlCLJSFpJ+P0qH+/zH3h0JoKq75cvPQ+5+uW9wtI3a47V7lMumS3qHToAQ4/g/SOsZAUTn3ilSCsEhROaCWNubdvDpuAzA1fdNK61U2npN3itP2p9zGcFbIS8gk9s9JSO5wO3cJRTnAyAD6gHNB+0CgUCgUCgUCgUGj63O48yLIjaRRpm2PLCktXK7uyJXh/mqMdCG+o49PFHc+uO4V201y6bJqXcU7g74aunbzar6upuPPjpi2mOkH3W0RElQ6B+YVdBOSUkk0FvmmkMNIbbQlttACUoQMBIHkAPQUFZOZNuhH2v4O9eOLcbE2+xxYIjLjnQXVyT0OBPxKWfGXgeYQfLzoK48krbV607b7g66kNOtpvNxYtkUuIKUqbjIUta0EjuCqR0kjtlojzBoNT55rKEvbKugfSKTekk58wDBI/1jQTfp/TCtyOUKi2OxROeGhXZDDCGutSnIoU6z0p8yrqZRjHfOKCufKLWzudtjvztBdehdrvFvbeQjuFDx2nY7ysj5BjGO4I/UGp8s2EvWLe/XDlqUOxDqSxvKbaX0qTEmMKLDhHc++FOtK9R+9/PsMh5OFmyy97eDffrYO5x3f2VaSdOqLJDX0qdbfaJDzKAfI9bRbPzlGgkrSm+T7+w3DrxHofekXTbW5nROsy291rdtboDQde/LcISWVgd/pHs4JGQHV6NIamR2n2HEusuoC0OIOUqSRkEH4EUH0oFAoFAoFAoFBG/Edu5H2J2N1prt8tldmtzj0Zt1XSl2Sr3GG84P1nVIT5Hz8qDlLvBZLvpDgm2P2mgvFzXe8l/GpbsXU9K5ReWgR0ukgkZU9FOfPLJ9MghsHHhpSNrXie2B4atOJUqwabt9vtRaadJU3460JdUrJ80x2W15OT7xP2hhOaNK/bR41tC7XW6SlmDbYVtsbcZrBEZ+W91E49CW3I/Y+iU/HuEgc7e7KtkXZvSsNRZtrDVwklgAYJSI7bXf8Aip8Qf5X2UF2OCTSkeJwS7ZWhthDLM3TaHVICQgFUgKdWo9P5xdJJ8znPnQcueUndf2H8ajNnuJMObPtNwtfgOdj4yOl5SD8wI6v82g7fXmzwtQ2edarlHRMt05hyLJjujKHWlpKVoI9QQSPvoOMVttWpeVPxmsTLg3LnbX3xS4wmoSpSZdtWsH07GQwegkeZwcYDlB2W0xqe06109br9YbjHu1muDKZESbFWFtvNqGQpJFBlKBQKBQKBQKBQKBQKBQKBQfw66hhpbji0ttoBUpazgJA8yT6Cg428aG7F95h3Evp7aPaTN60tZHVJTOaB9mdeJCZE5xeceztpwlKsd8q6erxUCg6ubIbRWbYjanTWhLCnNvssRLHjKSErkOfWdeWB26lrKln5qoOaPPGvDb+ptorUFguxYlzlKR2yA6uMkH7/AAT+qgvPwiaVCeCPbazLb6kztIsKKM/WEhnr9e3fxPXtQcvOTleTa+Lt6MM/7o6bmxTgfBxh3/3VBsjTqOHbnFLQ2tyFb7lqjoWlJV0OIujAOCPVIclA/AFA/N7BuySnhe5wzjfS1D0/riR0EHycRcUA/ID9+p+YwP1B99ltsGdNcQvFBwpzQI9i1jb37hYEFAQ0w6B40boSexKW3kZI7Zi+mOwW+5bu7sjdLhfscG6qWnUmkHV6ZujL3V4iFxwA31Z8z4Rbye/vBXfINBaSgUCgUCgUCgUFDuZ/c5W4lz2Y2Gtr0ht7Xeo2nbiqKpIKIbKkpJVnPYF0uDsRmP6+VBHkZpvfLm+QbYwlA07tZaAhiOD1o+gZABA8kFMmWkev8EPlgI+4W3Eb+c3DXWrn8qZsL91mxwggpW2wE25hSsj81xCu3qB3+IaLbJjG7/ONLzjRdaja1dQkOAfWtrakpUMHyzECgc+WO3pQSDzw0KGs9p1lJ6Tb7gArHYkOM5H84/XQdCODF9EjhL2gW2rqSNLW5BOMd0sISR+sGg5H74RZXBZzK16lcbcas6NQo1Ey4pPV4tvlrJkBAT390OSGh65b9fUO6ESWzPisyYzqH47yEuNutqylaSMhQPqCDmg1nc/arSe82j5ml9aWKLqCxyxhcaUk5SfRaFjCm1jPZaSFD0NBBO1vBheuHSe61tHutc7JpZ9/xndK6ptybzARn63g9LrDrRJ9Qs579QUcEBZa1tT2ooTcZMaVJ9XIsdTCD/kqWs/z0HsoFAoFAoFAoFAoFAoFB8ZaX1x1pjONsvke4t1suJB+aQpJP6xQV73q4Zdc8QbEuxaq3glWXQslBbfsWjbKm3PSkHzS/JeekKWPTpSlCSCepKu2A37Yvhw294b9NqsugtPMWhp0hUmWol2VKV6F15WVKxk4GekZ7AUEmUHDPjmusri55g40ZplwSUsSYmkYclkeKE+GtSpDhAx7rbjsgnv5Nk5+AdvbTbYmmbDDt8ZIYgW+MhhpPkENtpCQPuAoOG/KJBPGXaSATizzyfl9GKDbebfJkaB42tNakt6UCcixW27NFwZSXWpL6UkgEHGWR6jyoJH5yFse0/r3ZbdayI8KauO4yiakAhC47rciNk+R7vOkf4JoNh44NRx9s+LHhn4iLasM2i+MMMTpKhlhMcFJWoqHkpUaa4ASfJrIHumgkfh7V+0HzKt4dtwAxp/X8FGqrYgukgyMlxwISewyXJnl6MpHkOwX7oFAoFAoFAoFBz206pvePm1at1DLaBsu1WmRFZlBeUpeU3ghQ+IMyZ27j6LPnig0TlaXJ2+3riW3wmI6Ez5Tj7RWMrClKkTHwrAP5zPlnPft2GQ13khW1dz1nvBfpC1vy2olvYU+4oqUovOSFqJJOSSWQc/L9YRFweKM/mxNOSMOLc1NqR1RIxlXs09Wf196CyHO+0UZm322Ork9QFuukq1Lx9U+0NJdTn5j2RWPtNBYnlha2/ZrwW6E8RxC5Vp9ptLwQT7vhPr8MHJPfwlNH7/QdqDB8yXgykcUe2sS8aXYQvcHTSVrgNKWECfHVguRio9grKQpBPbqBBICyoBHvKy4uW9U6Pa2P1sty1660mlUO3tTwGXJURskeB0nBDrABQUEZ6EpPcpXgOhFAoFAoFAoFAoFAoFAoFAoFAoFAoKs8f3GLbuFjaiUzbpTL24N7ZVHs0ELHWznsqWseYQjuR+cvCfLqICAOVZwV3bQqn96NwojzGpLoytuy2+chQkRmlk+LKd6u4ccHZIPcJKifr4AXp371q1txsjr3VDuem02OZLSEnBUtLKilI7juVYA7jzoOTnJX0ZIu3EPqzUvSn2GzaeVHWcnqD0h9vw/ljoZe8/gO3qAzHO5iso3k27kpZbTIcsDra3gkdakpkKKUk+ZAK1ED06j8TQTDzSLE/f+A3a29ZDj1vm2t59ajg9DsB1Cj8z1lv8AnoI+4jIDO6vKC2k1S051OaXXCb6ynBKWlu25aO4Hbr6f8wdzQZffzXL9qPBVxLuLhsOFmHadQzvqjpWhBcTn80JVcPM+7n170HVCgUCgUCgUCg/lxxLLalrUEoSCpSj5AD1oOXXCJeFx+GXjA32YZcYn6mmXh+E/IBSFBDDzzagPh4swgkeZTjOU9g+vBRZDpLlR70Xlsr9ovMLUMkLCukoCYIjp6SPgWyr45J+VBkOR/FZRt5ujJSy2mQ5dIba3gkdakpZWUpJ8yAVqIHp1H4mgrHsJnbzmyJjTwuMWtcXeEkvZQVeMZLTR8u4V4iCPiFD0NB1d41tj3OIXhq1lo+GjrvC44m2wDzMthQcbRnBx19JbPyWaChXJa3mTY9Sa42kurvsr04i822O6kpUX20+HKR3/ACuhLJx54aXQdZqCv2//AAN7XcQt5Y1FdbfL07rSMpLkfVOnJBhz0LQQULUoApWpJSnpUpJUnHukUG77d6H3D0ayzAvG4sTWFsYQlDb9zsPh3FWD38R9qQltfbAz4IOckk5oJKoFAoFAoFAoFAoFAoFAoFAoFBpevLDry9tBjSur7Rpdtax4j8mwLnyEt47+GoykISvzwpTawPVJoIZ244ANutKa9f17q6Vdt1deOviQL5rF9MnwFggp8JhKQ2gJIynKSUeSSkAABZqgoFzid8mdDbAwdvYkgC8aylp8VtJIUiDHWlxxWR5dTgZRg+YK/PBoM9ykNintq+Gs6ouUZLN41vJFzBLYS4mChPRFSo5PUDlx0fJ8ds5yFLudBfFXHimsMBL61M2/S0ZBZ6yUocXJkrUQnyBKS3kjzCU/DsFzOZXZjYeXgq2OjLkAWaOSodwpDjSD9/Y0ET7K2ZvV/Je1Vb5LKXW4kC7Skj+MxNXJSr7lIB+6g0yBp1e7PJaSnoE2fo+4PTmC4SpTYanrKyCfLpjyXQPl2+wOlvDxrZe5Gw23mqHR0v3awQpbySrq6XVMIKxn1wrqGcD7BQSFQKBQKBQKDRt9tS/sM2Q3C1BhSvwVp24TulGOo+FGcXgZ7Z92goTtjbHtPcla8O+G5FkTbTc5CwtBSopXcXEA9/MKbCSD6gjHxoM7wuWpU/k9anYjNlT7+m9TLCW0lSnFhcvAAHmT0gUGm8jrUCXrBu3Yy2EqjyrbNS51d1hxEhBGMdseEO+e/V8qCBuZJYJvD/x8wtwIUZbjU5226phhQKW1vMKSlxsLxjPXH6j5keIO3cUHa6wXyHqexW28W54SLfcIzcuM8k5C2nEhaFD7QQaDlfx/cKWquHbeGPxK7QR/DhRpqbndocZsn8Hys/SPlA+tHdyQ4B5FSs+6r3Q6B8MPElpjii2st+rtPPIbkFIZudrUsF2BKAHW0oeePVKvykkH4gBLlAoFAoFAoFAoFAoFAoFAoFAoFAoFAoNV3Q3O03s5oS76w1ZcmrVYrWyXn33D3V+ahA/KWo4SlI7kkAedBye2o2g1ZzQuKC47s6whP2nam3SUR2mnTguxmSS1AZP5RJJU6sdgXF4IJSAHYaLFZgxWY0dpDEdlAbbabSEpQkDASAPIADGKDhxrtf8AZZc1MwYrjki2uaragpDx6k+x29IDxQM4CVIjOrHx68kZJoL783q9MWvg2uMZ5SUuXK9QIrIUrBUsLU8QB6npaUcfAE+lBH3CnB8Pk+a0W4ErS/pnVLqQRnGEykj78ozQa5y3LI5rrlub06ekPPONy517gMjJWWgu1RiAhJ8sLWVY+JJ9aCyXLCv8jUPBFt0uU74z8RM2F1dhhDc19LacAeiOgfE4yfOgtPQKBQKBQKCHeMf8U7eH9FLl/Vl0FZLfBXceTetpBwU6Lde8s9kOqWf5kmg2fldsM6w4CbXY3VJLSnrrbnR0nsHHnFHPx7O+nxoKicoG+y9teKvXW3l2CGJc22SIziOrv7XDfGUj4+6Xz/k0FsubFw4Sd59gmtV2OGZepNFOLnBppGXH4KwBJQnuO6elDvr2aUAMqoPnyl+IZrdbh4a0VcJQXqPRBEEoWQFOwVEmMsAY7JAU1/5tJPdVBeB1pD7S23EJcbWClSFjIUD5gj1FBV268BOntL7jPbgbO6nuOz+q38+1M2xpEq0TQSCUvwlkApP5qFoAJyMKwQFhNIR9VRrcy3qifaLhOSjDsi0w3YrbiviG1uuFI+XUqg2GgUCgUCgUCgUCgUCgUCgUCgUCgUGOvSLsuKRaHYTUgggKmtLWgH0OEqST9mR9tBWnVvBA5vvqq3XvfPXcvXkS3LLkLS1niG02VhZx7xaDrrrisAjqU7nBI8u1BZXTmm7VpCxwrNY7bFtFphNBmNBhMpaZZQPJKUpAAFBDPG3xCR+Gvh31LqhL6G77IaNtsrRwVOTXUkIIGRkIAU4fk2aCl3Jn4d5LTWot6720vqmpcs9lU73LiesGU/8APK0pbB+KXaDI873XTcbQ+2ejEkqdm3GTd3AMYSGGg0jP2+0rx/gmgm226PVtDyorjZJEcQ5CNuJzkhhfmh+XGddcBx69b6vvoI/5T9lftfAtrSS8pBbuV5ukpkJJyECHHZPVkefUyryz2x8wAkXlMfiVaY/lC4f1ldBcagUCgUCgUEY8UFie1Nw2bq2qOAqTM0tc2WQVdILhiudGT6DqxQV54MbUvenlhW3TL5y9ctP3mw/QABSfppTLZGc+8E9B7+tBGHJI1szcNodwtJF9SpVrvbVy8JWcJbksBA6f8qKvIHln50ED8XdokcF/Mi0/ujEZ8HTt6uDeoCWmuxQ4Szcmxg91nqdX6fw6fP1DsnGkRrvb2n2VtyocpoLQoe8hxtQyD8wQf56Dk3v9sfqzlx8SULfLa+0uT9r5zxbutujN5RBadWC/EcA+o0rCVNOfVSsJSfqpCw6ebSbsaZ3v2/tGstJXBFxstyaDiFgjraV+U04kE9LiT2Uk+RFBuFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoMfqDUFt0pY595vM+Pa7TAZXJlTZbgbaYaSMqWpR7AADzoOTGqI+rObNxMsJsyZtn2K0g94H4QebKErSSC6tIPnIeASAn+5oCSQDkKDq/pDSVo0Fpa1acsMJu22a1xkRIkRoe602gYSPn2Hme5Pc0HHriS6uOTmZWzQkDrl6as0lqxvuNKUUCLGKnZyyRjpJWXmwoHuQjv3FBeTmk6za0FwU6tiMSG4L95eh2aKjCR1hTyVuNpB+LLT3l3ABIxjNBiuD61jZzllwrncFJb6NM3XULyykqAbcD8hBwO5+iKOw7n0oMpypoBh8EGiHjnEuTcnhkj0mvI7f5lBbqgUCgUCgUHnuMFq6W+TDfBLEhpTLgBwSlQIP8xoKR8pmfKsmz2vtuLk825ctD6vm21QQCCGz09yCTjLqH//ALgmggrhvW5wpc0/XG30rxY2ntbGQIIUEhs+L+/IqvT6uHWBj8peMeoC2vMS4XFcTmwkyPaY4e1np5SrnZQkDqfUE/SxskjHiJGB3A60oJ7CgjblPcSn7Zezi9sr+8prWGhk+yoYke669bwelo9OBgtH6EjzAS2T3VQXluFui3aDIhTozUyHIQWno76AttxBGClST2II9DQVYtfBNP2M11cNW7AasRopq5OeLc9F3phcyxzT3x0BKkuRz3OFJKsDsAE+7QWJ0ZctWzoLQ1VYrXaJwGHvwXdFzGCe/dClsNKIPbspIxn5dw2agUCgUCgUCgUCgUCgUCgUCgUCgUCgUGJ1DNvEKEtdmtca6yuk9DMmYYySr0yrw14Hl3AJ+VBWrcPhT11xQXGM3vRrKNbtDR3Evp0FolTqY8haTkGVNdCXHsYHZLTYHmMEZIWO0RoXT+2umIOndL2iLY7JCR4ceFDbCEIHx+ZPmScknuSaCFuOriWjcMWwN6vrMlCNUXJCrdYmMjqVKWkjxceqWk5WfsA/KFBXnlHcLsvb/Qdw3d1Qx/vi1g0kWzxj1OtW4kL8UkjIU+vCvM5Shs/lEANJ5u2p5u6G5uz+xOnlh66XCYmfIZDaldLr6/ZopJHoB7SSPMAg9h5hZnjnuFv2M4BdY2i3NJbhx7HG01CYQAkBtwtxQAPTDalHH8WglLhQ0S/t1w07Zadlt+DNhafhiS3nPQ8poLcH3LUoUEr0CgUCgUCgUFFNvU/2P/NA1zp55IjWHduzN3m3r6ClKpzAUXEdXkpRKZayPP6RHx7hrfNp2Sugs+j9+dINKb1LoeWyJjzLfUsRg6HGHjgZIZe+4B1R8gaC5uwG8dq3+2e0vruzqSI93iJcdYCgTHfHuvMq+aFhSfnjPrQUr4xeFnVWxe7jPE1sTDJu0J1UvUum4yT0y0K/hnktp+slYyXUDvn6Qd8mguFw28Ruk+J7bODq7SspOVBLdwtq1gv2+TgFTLg+XorGFDBFBKlAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoNX3L3L01s/oi66u1ddWbNYbY14siU8fuShKR3UtRwlKRkqJAAyaDnNthtVqbmZb7sbx7iWx6zbK2N1TGndPyvrXFCVeRA7FKlAF1Y7EgNpJCSQHS2+Xq1aK01Pu1ykMWuy2mIuTIfXhDUdhtBUpR9AlKUn7hQcz+AjTFy4t+L/AF9xMajhvM2O2yVxdPMPjsHVN+E2n6xBLMbAV6FbwUO6aCW+Yar9ufdvYnYCEsPqvt8Tf75HS4R0W6OFAlYHfCk+0lORgqaHf1AXoSlKEhKQEpAwABgAUH7QKBQKBQKBQU+5km3N2e2701vDpNpStYbV3NF+bDWQp+CFJMpokEe6AhDis5HQ24Me9QWJ0pqDTHENs7brsmM1ddKattCVuRJKQpLjDzeFtOD4jKkqHoQaCgnDneLly7OKi5bIaulvubV63ke26VvcnCWWHyelKVrPbqOEMuAHsoMrwlKyaDpnQVc1xwYuaZ3Gkbn7F35jbbXEjJuNrdYLlivfcnpkx0FJQSST1o7gkkDqOaCVND7qalkMiFrvQF30reG1paU9bU/hW3SSfy2XWApxKP8Arm2yPX40EmtuB1tK0hQCgCApJSfvB7j7DQf1QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQaJrTc6ZYGXmLBozUOr7wkhCIcSL7I0SfVUmSW2gkeZKVKIx2BPaggSVwkaq4jtaW/VfEPdocyy2x4SLRtrp95xVqir74clvKCVSnMHB91KfrAZSopIWvgwY1rhR4cOO1EiR20tMx2EBDbaEjCUpSOwAAAAHlQUA5hm7N+3r1tY+Fjaxftmor8829qiWws9FuiApWG3SPJOPpV989KUJAUXMUFxtldo9OcO+0lk0XYsMWeyxcOSnsJU8v6zr7h7DqUrqUfQZwMACgq9wWxXuIfiI3U4kbg2tVndeVpXRwXnp9gYUA4+nIH1ylJ8uylujNBeGgUCgUCgUCgUHxlxGZ8V6NJaQ/HeQptxpxOUrSRgpI9QQcUFL+GNx3hD37vXDveHXEaJv63r9t7OkOFSegnqk28qUclaCSoDuT7yicrAoJ+4mOGzSnFHtnL0jqhktqyXrfc2UgvwJABCXUE/qUnyUMg+hAQrwub/ao251gjh/30fRF1zAbxp3Ujq8R9TQwSEFCzgF5IwCk+8rHf3gchcKgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUFa+Ljiml7UNwdv8Abm3fsu3r1MgtWWwx+lfsiCDmZIyQlDacEjrICiDn3UrID6cGfCU1w56Zn3rUk1Oo91dTLMvUeoFKKytxSivwWie/QknucDrUOogDpSkNY46NxL5qoWHh628l+Hr3cE+HPlNe8bRZgT7TJcA8gtKVNjOOodYSerpoLH7Ybc2baPb6waN09H9ms9liNw46T9ZQSO61H1Uo5UT6kk0G0UCgUCgUCgUCgUERcTnD5C4h9uxaRMVZNUWuS3ddO39lIL1sntKCmnE/xSQAoeoPbBAIDG8MO+83dCy3DS+s4rdj3X0oUw9SWbyBXjCJbP5zDoHUlQyBnGfLIbbvbsPo3iD0gdPaytntjDbgkQ5jCy1LgPj6rzDqfebWCB5dj5EEZFBGGldV7n8OvhWLcaNcNzdEtnoh68scNT1wiNjslNyho6nFkeXtDCVjsStKO6qCeNKaysWurQ3dNPXeFerevsJEF9LqAR5pOD2IPYg9wRg0GZoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFB5Lrd4Nht78+5zY9ugsJK3ZMt1LTTaR5lSlEAD5mggrV28+tt0FGxbIWVL7bp6JG4F+ZWzZ4SDjK4qCAuc5g+74Y8LPm55ig2DYLhk01sOm6XNqTL1Rri9ul+96vvRDk+e4TnGQMNtjsEtp7AAZye9Bl9/99bFw+beyNSXhLk2Y64mHabNEBXLus1fZqMwgAlS1H4A4AJ9KDQ+FbYa86Ke1BuXuI6m4bt61Ul+7OJILVsjj+Bt7GOwQ2MAkfWIGSekGgsLQKBQKBQKBQKBQKBQQdxC7AXPXlzs+v8Ab27taU3b02hSbXdHgoxJ8dRBcgTkJ7uR3MeY95tWFJ75BDYNjt8o+7MGdbbpbHtJ6+sigzftLTVZfhueQcbV/do7mCW3k+6ofBQUkBKNBiXtJWKTdPwk7Zbe7ce378XFbL3Y5HvkZ7Hv50GWoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFBiJukLFcrgidMstulTkK6kSX4ja3EnGMhRGQcdqDL0Gl7tbtWDZnSD9/vzjy09QYh2+E0XplwkK/g48dpPvOOKPYJHzJwASAinaDZvU+ttesbwbwtNo1U2haNN6Tad8WJpeMsYPce65LWns475D6qe1BYqgUCgUCgUCgUCgUCgUCgjzdHZa17kS7deo82TpnWlo6vwVqe14TKjBX1mlgjpeYVgdTLgKFYBwFAKAYrTO7N30vIj2HdWFF0/d1KDMfUMEq/At0JV0pKHFd4zqjj6B45yrCFu4JoJXBBGR3FB+0CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUEc613gRbLq9prSNrXrPWoQT+DYznhxYR7YVOk4UmOn3gekhTqhkobXg4DHaA2PVB1Z+zzXVzRq/cBTammJfhFuDZ2VY6mIDBJ8JJwOpxRLjmPeVjCUhK9AoFAoFAoFAoFAoFAoFAoFB558CLdIT0ObGZmRH0FDrD6AttxJ8wpJ7EfI0Gp27bRvTCkjTF4n2KGkdrV1CTBHYABLTmVNJGOyGVtp7ntQbZBRKbjJTMeZfkd+pbDRaQfhhJUoj9dB6KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQfN8OKZWGVpbdKT0KWkqSD6EgEZHyyKDVrhomdqFfTedST1wyMLgWr94sr/AMJaSX/uDoB9QaDN6e01adJWtu22W2xbVAbJUmPEaS2jJOSrAHck9yT3J7mgyVAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFB//Z)
Вы наверняка знаете из классической психологии, что такое пирамида Маслоу, но на всякий случай кратко поясню. Это уровни реализации потребностей человека. Американский психолог Абрахам Маслоу описал их пять. Но при более внимательном изучении источников информации можно обнаружить, что кое-где приведено семь уровней.
Абрахам Маслоу относительно недавно придумал свою пирамиду, однако сами уровни реализации потребностей были описаны еще носителями древнейших знаний. К примеру, о них нам рассказывают веды, каббала, буддизм. Взращивание энергии кундалини, взаимодополнение инь и ян – все это компоненты, которые описаны давно, детально, и любопытно то, что древние источники друг другу практически не противоречат. Да, в разных духовных культурах есть разная атрибутика, но так называемая «прорелигия» фундаментально «попадает» почти во все.
Я со своей командой попробовал пойти еще дальше и упростил все эти знания до такой веселой картинки. Изображение хорошо запоминается и точнее всего отражает модель семи ключей, о которой вам предстоит узнать. Точнее, в этой книге вы познакомитесь с первыми тремя ключами. Это основа, без которой двигаться дальше будет весьма проблематично.
Снизу вверх заполняются уровни потребностей – от базовых первоинстинктов самосохранения и продолжения рода до более тонких идей о самореализации, о творческом потенциале, о смысле жизни и о том, что останется после человека.
Простой пример. Создавать и творить очень сложно, когда болит зуб или когда у виска пистолет. То есть сначала, чтобы можно было созидать, надо чтобы пистолет от виска отвели в сторону. Нужно вылечить зуб, поесть, поспать, и тогда уже есть шанс на реализацию, на проработку социального статуса, на «отдавание». Понимаете мысль? Сложно что-нибудь отдать, если у тебя ничего нет. Если есть нечего и вы вот-вот погибнете от жажды, то нужно сначала попить, восстановиться, удовлетворить базовые потребности и лишь после этого двигаться дальше.