Разреши себе стать другим. Закон отдачи и притяжения. Хулио Бевионе. Читать онлайн. Newlib. NEWLIB.NET

Автор: Хулио Бевионе
Издательство: ИГ "Весь"
Серия:
Жанр произведения: Личные финансы
Год издания: 2018
isbn: 978-5-9573-3378-4
Скачать книгу
измерений. Третье измерение – это то, что мы называем физическим (материальным) миром. – Здесь и далее примеч. ред.

/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAcFBQYFBAcGBQYIBwcIChELCgkJChUPEAwRGBUaGRgVGBcbHichGx0lHRcYIi4iJSgpKywrGiAvMy8qMicqKyr/2wBDAQcICAoJChQLCxQqHBgcKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKir/wAARCADTAK0DASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3IXE//PaT/vs04Tz/APPaT/vo1HilxQBJ9om/56yf99Gl8+b/AJ6yf99GmAUoFADxPN/z1k/76NHnzf8APV/++jTaSgB/nzf89X/76NHnzf8APV/++jTKMUAP8+b/AJ6v/wB9Gjz5v+er/wDfRpu2lwKAFE0x/wCWsn/fRo86b/nrJ/30aTGKMUAL503/AD1k/wC+jR503/PV/wDvo0lFACmaYf8ALZ/++jSefN/z1k/76NJxTcUAO8+b/ntJ/wB9Gk8+f/ntJ/30aTFIRQAG4n/57Sf99mmm5n/57Sf99mkNMIoAcbm4/wCe8n/fZrR0iWSTzvMkZ8bcbjnHWsoitPRf+W//AAH+tAFQCnAUUtABS496AKcBQA3FLtzT8UYoAbtpdo7VzPjH4g6F4It1/tadnupFzFaRDMj+/wDsj3NeCeI/jf4u1a4b+z7pdJtzwsNsASB7ueTQB9Q7T6fpSV8WXPjLX7tj9q1fUJi3B3XDc/rTYvEmtAeZBeXQKDg+a3yn25oA+1cY6ik6V8gaN8VvFmg3Qlt9TlcE/NHcZkV/qDXsvgj486Vr8yWPiKJNMu2BxOrfuW+pP3f5UAetUhpI3jmiWSJ1kjcBldTkMPUHvSkUAJSUUUAJSGnUlADCKaRUlNIoAjIrR0b/AJbf8B/rWeRWjo//AC2/4D/WgCtRRS4oAUU8UynjgCgBa4n4k/EKHwXo7LaNHLq0wxBE3IQf329h6d66jV9Ti0fSLnULjAjt4y5z39q+R/Eer3/i/wASSPuaa5u5iqr6DsPoBQBj6tqmoa9rEt9qF093czNuklf+I9gPQD0qzpnhe+1AbtrH8Olej+HvhxGkaiZfMzGNzY6tnJ/pXdWPhyC0gVAijb7UAeKL4FuiyCRiAfat7TvByxwOJI8sDwfUV6nNpsW7IA/Kq93GkMHyKATQB5PqnhaIoU8ocdDiuF1TQ5LORjECBjkV7heQmQ5x+lYGoaXFNG6yIOfagDC+F/xgv/BUg07UVkvdIJ/1G754D6oT/wCg9K+otG1ix17SINT0qdbi0uF3I6n8wfQj0r488Q+HBbRC4txhl+8B3ro/g98RpPCHiOOwvpf+JRfOFmVjxC54Eg9PQ+30oA+rcU2nAhlBBBB5BBzmkPtQAhpM0E02gANITQTTTQAhrR0frN/wH+tZpNaWjf8ALf8A4D/WgCuKKKB1oAcKWkFGaAPNvjnfy2ngMRRZAnmAfB6gDOK8l+Cuh/2v4m1DVZ0DJaoIoz/tt1P5D9a7z9ou88nQdNtwTumkfj2wKsfBXRU0zwDBPj97eu08h/HA/QUAdulqkEYVVHvVaRCpJPetPy8IzMM+lZd1cIe449KAIJUyv19Kp3FsPJwfl4/Gp5LwL05rlvE/io6bayPCvmykYVfegCS7SOMEuwUepNYdzc280L+Uyvg87TXKW7+INfuvPnl8qHOcAZq00H2S5BEmJB1yMZoATU4VuLd09RxXmOq2jWd2RjHNepMfMTkc1wXi2PZcIe5oA99+AfjW58QeG59H1KRpJ9MC+TIxyWiPAGf9k8fSvWc18wfs9atFpvjW6gu5lgjuYSgLthS2cgema+nulACGm040ygApDRSE0AIa0tG/5bf8B/rWYa0tG/5b/wDAf60AQ0CkpRQAo6UUlFAHiH7RlqZIdGnP3U8xPqTg/wBK6T4WzGT4f2G7jYm0UfG3Rm1TwvbzIrM1vIcKOnI6n6AGsj4Lagtx4Wl092/fWsh4/wBk9KANXxBd6vMZobW48gdFPULXHWqazZztLe6lJLk+mFrs/EF1JZeY8NpJeTO2yC3TrI/17AdzXm+seF/GWsapHLf3i28JIJgQ4C/7IUfzNAHpGgvHqNnJk5lUcivL/F0dwmv/AGcKxXdwD35r0/wVoraTCBM5kfaQXIxmuc8b2sa6yjkZyM9KAOJfS9ev4pIbe7kssECMb9isO545Hb60208I6tCyI+py3kgPz5BZPzPevQdGihkh3EZYdyM1rErHCxVBnHHtQBwh0o2tuzSN847VwXjC1LPAyjO59temapOwZtw4964vUvLnkAYBsNkZ7GgDPs7UW1oscPyMRudl68e9fUfhLUm1bwjpt5Id0jwBXPqy/KT+lfLulmX+1JopCGVjtUZ7V9CfDq4Ft4C09CSSd5Pt8x/woA7WmmoopxKOKcWoAcTTSaa0gFRENI2FNAEhcVpaIcmf/gP9aywgjGXOa1dEdXE2z/Zz+tAEGaATio91OD0APzRmmhxVea48s9aAE1SzXUNKubVsfvYmUZ9xXiXg/R9T8FeOIZL1VGn35Nuzq2VVznbz9Rj8a9le6OOtcfqGnxRrq0Mqs1s5S4jT0Oeo9CCM0AdPJZQg+ZgbyOT3qjJbxhjsQZ9cVbtrj7Xp9vOSW8yMNnpniqt/drbRMwODQARMqyiIcuBkgdhXD+PZIxKrAqp6FjUyazqaJqFxYxpJI4AQydBj/wDXXEeJr6+vW2XKqrycB0JwD9KAJRrq6TcwfY52lVyFkQnufT0rqI9WF3bls445BryOPTLuzvg5Vm2ncM+tdFDrUsLAODjuMdBQBravN5gbNcrdnaxb0Ga6DUJhLbh16MM1zs37yNwehGKALei6ZJdNDb2MRaeZsLj7zE9ea950fS10nRrWwVgfIjCkjoT1P61zPw00qyi8K22qQx7ru4DLJK5yVwSNq+grsDuxQBYim8njNK17hqqEEjrTHXBFAFmS8+arlrN3PSsl1HBq7A48ugDUZ43HNaWiFD5+z/Zz+tc35mImxWt4Sm837Yc5xs/9moAjEo9aUzAd6xkmk7tU3zNjmgDS89fWqF9Lk5BqPDDoahuTsX5jQA1pSV61BPCs0TGTJymw49OtKqlxkGmiXYSGoAm06P7JZiFZGkVBldwxtz2rC8QTMYyi9+vtWwLs7gpb5e4xVDU4BLC3egDnLANK3kq4Vcc+tZ2pNpt3d+VZ28l41rkvIhwgI7ZqY2V5e3L26XBtY9pRnjUbuagbwxpWgWAF5PcXzY4Ezkj/AL5HFAHK6pqEyOXlubcK65SC2TzWHscVkWf2u7upGlh8tM4XdwzD1I7V0V7drIi2+m2PkxAfLlQoNUYYZY1Z5fvEc47UALcyr/ZmAcsDisSZti89hVyZwIiCcEmsq8JZto7mgD1L4a+I47Xwu9nKeYrglc+jAH+ea9CguftEG9cYrwnwi7LeNbE4Eq5X6jn+Wa9l0aXbYgMcnFAGmGJHWkJJ6moknHNNe4VRkmgCU/WpUbgDNVVmDLkVJ5oWPd1xQBdVd0TD1FbHg62Nut4T/EU/9mrll1lFyO9dH4IvJLpr8OMKhj2/ju/woA55Lk9zUovSeBULabPnGDSjTbgdFNAE32hzUMzSyrg8VJHZXKuCQcVPJaTMvyqaAKMZlVSAaYY5Wb3qw1pcICSpFUnknSTHvQBbW0ZQGbmp5dPluIw0C845XPWoGuHMIA61LBqs9uo+QGgDEazMF07bSrZww9DRc26TxnzBj/erZlMep75du1884rB1GG6RWCnHuaAOZvZdNt7kW+P3jHC4FczqtwYpDEmOO4rfuNPkNx5xYeYD2GTWPe2hLs0gJPfigDnpT5h5GMGoEt2lmLcYFaM8R3YUYFWra1O0HGBQBnPHJDGHhYxyL8yMOxHIr1vQ9TSa1j+0bkZ4lkJUZ6jOMV57PaboiMdq7O0gNnDZqP8An2T+VAGrpfifw/q921rY6vCblWKmCXMcmfTa2Oa05rNt2NxNePfE/QkuIBrlrFtuYcCdl43p2Y+49a5rQvif4k0RREt39riX7qXY8zA9j1/WgD6MitdqfOSKbcDbbsFy1eXad8eSUC6noKse7W8+P0YVpSfHjS4l2w+H52z3lnUfyFAHX2cCmQPOpAz3rv8AwkiK14YwACI+n/Aq8Bk+NkEnTQVGe32n/wCxr1D4L+Nm8YnW82KWgtPIwFk37t3me3+zQB2TxgNxHmpokB4MWK1hCgPQU4RqO1AFNbWIjJQflQ1mhHC/pVtgMcU3cRQBnS6Yrrgis6fw8rZIHNdCZKikmCCgDmH0GROg4qndac8akHH5V0dxqAAwOtY13dF85OTQBj2kTQXBJ+63BqeWJJPvjNSJE0sgHqcU6cobqeGI/NC+1l9PSgDD1DTECFolUeuK4zVoUWTZjmvRGyW+YZHeuL8SWDHUhJCPkA5oA5Kay+fOOauWttmPkYq69sxUZGfXirkFqBFuA4oAorZ+ayxqMl2CAD3OK6zV7byJoFQYEaBR9BxVbw9YfadaiYj5IcyH8On61sa1GTccc4GDQBgX1nDe2E1vIBtnjaNgfcYr5ruoWt7mSF8ho3KH6g4r6eSMtMMdBXz746sPsHjjVoEXavnl1GMcMA39aAMOJyOpxUvnZ4PNVM468U7d60AWgwXn+GvoT9llg3/CU4/6dP8A2tXzkZAsZY9K+g/2TXaQeLWPAzZ4H/f+gD6LOe1MKse9SZpCyjqaAIiMdTTCyjqRSyyxrySKy7m/h5CtQBcluI16sKy7u9UZw1Ubi7DHrVFi0zcdPWgCWW5Lt8vNLDbvM+MZPpU9jprzMMAgepqbxJrmn+CNAa/vAHlb5LeAH5pn9Pp6nsKAK+q6lpvha2t5dRkU3NzMkNvbg/NIzMF4HoM5JrmfG13L4b8QxauuTaNILa9A6BGOFf8ABsfga8im8QX/AIm+LHh86ncebPcalBux92MbwQqjsBX0D4n0qHU47u2uUDxToyOp7hutAGSbhHUOjAjGeKztQjSRwTXK+HNSutKuZdD1Jy8lo2xXb+NP4W/Kunnm3qGHQjigDLntg7lUXCipPs5S3BxVhGUt71aliBtRigC94UtNtnPdEffYIv4dafqMW95PUdKlu7xPD3gmK4Xbv2gxqw+855rzxfG+uXMrHybTBPXYf8aAOutbYn5iMe3pXjHxt04WnjKC6RcLd2ikn1ZSVP6Yr0eHxNq2w5trYn6H/GuH+LB1PUtE0+/1GCGOOGYxoUBBIYZ/LigDyQnHekXB60jHtTRz3oASRN4ADfL/ADr6M/ZPGP8AhLB/15/+16+dGOOnavor9k//AJmz/tz/APa9AHu0+ooo+Vsms+fUjt++RWXLdhVzmsya6eVsA8UAalxqrHjfmqZuGkPBqh/F1qeSF7eESuwx1xmgC9DBvb96a07KzieYfMCBXEXOvQBtvnKMdg1Zz+LJbebFvcd+54FAHrWoanp+gaXLfahOsNvAu53P8gO59q+ZvGfjS58Y+IJdSmDJaxgx2luT/q09/c9SaXx54yvtfkS2kmItom+VAeCfU1yW8GNgPuhT+NAGx8KtPbW/jLo/VxbTG5c+gRSf54r6avdU06e+ubGC8hlvYY98kCOCyD3/AMK+b/hJcSaZH408RQHbLY6aIYXHVXkbGR+Va3w8truOaO7R2MyOS7Mc78/ez65oA7fxHoDXWpx39ptFwvB5++PQ1PCHji8i5RonI4DjBraDrMreZblTj5QDkCr9zPp5so4tQG7K4A2E8/WgDjoldrkoeGHFdFptgbpCkh2Qr80jnsKoT6XmXz9PZpkHOxhhh/jU1xaXU1ixlunW2I4hQ7Qfr6mgDmPHviNdcvray00MLODKocY3noWx6dhVXTNLwqgrmks7QX2rTNEuUQ7Fx+tdTb2ot1CRjdJ0+lAEFvYRwFd6iSQ9F9Kxvijo0k/w11C4k5kgaOYD0AYA/oa7rTrBYv303Le9ZnjMC+8JatZoMiS0kB4z0XP9KAPkSThiP0poPFOlPzZqMdKABi2eD+FfRf7JhJ/4S3Ix/wAef/tevnQng19F/smf8zb/ANuf/tegDpn1yNpMM361W1DXktocqaxLmApajygWfH41i3zzuAHJ+hoA14fE89zdFVO0DmtZ9WvtQh+zhwFxgmvP4I7l7vFtG7HvtGa3tLj1NZCI425PJbtQBp22hqNRBuHyG9a5jxFcpFr15BbnENioQ/7UhGSfwHFdRe2+p28kU74IB5rzJ5nuLvVxKx3tdsWJ60AZt05mfc2QCePen7sWkvb5DVSUiSfAyFHAA7VO5P2Ob12HOaANXwZdsvhe90uEMDqV7A0zAceUmeP++iPyr3XQPDi6YgVV4bB6V5Z8INLi1HR3kcBikm017/YR7rNEb7yDFAFf7KAAcUfZUlQxSrkdvar5TC+9MC45oAoW9j5EhUfhWZ40lbTtGSSHh58oPrXTCLzCMdc8VwfiPVB4i8QpZ2mDaWRIVh/y0bu39KAItAtBbWCRoMuwyze9dPZWKqN7/wD66h0zTxEoL9u1aZbjC0AQTyFvkTimCwE1tKjD/WRsp/EYq1FB3PWp2ZYF3N0FAHw7fIYbqWI5yjlfyOKq5rc8Y24tfF+rQryFvJQDjHG41hHtQAE19Hfsmf8AM2/9uf8A7Xr5wPX+lfR37Jf/ADNv/bn/AO16ANKx0jUHulibJjfua2JPA0RuAbjcS3Ymuvh09LaSOZQMEc1R8UavHYyRM3TIoAfoHhiwsZmQRqcjuKuX+n2lpu2RKPwrI0zxLFLqUaq3DLXQXRW9t3IbqvagDjdcWQWO/YNnXOK8G1qM2HjDUYAfknCzJ756/wA6+k503aZNE6hiAR9a8K+LGlCybStdtgdpzbzDHQjkfoT+VAHDpzIWNTyNmxm/3DVdTgtt6E5FSNlrOYf7BoA7L4A60tv4hvNGuTiO8G+EntIOo/Efyr6RthtUY6ivjn4e3Jg8TptfY4YPG3owr690u+F9YRXXAZ1w6+jd6ANJtriojH/tU5ugIprHHegDK8S3T2Ph24a3J86UCFD0wW4z+WawPDWhJbwiRyTI3UtW34iiM1lED91ZlJ/I1NaRhIhj0oAey+WcdqkiTqacwDrg/gaIvkyDQA8YAJPSuf1rUScxRHk8Vp39z5cRANYFpF9pvN0nIBoA+bPidamz8faiGBHmMsvPfcoNcdXqfx8tBb+P4pVGBPZRt+IJH9K8rNAC54r6P/ZL/wCZt/7cv/a9fN/pX0f+yT/zN3/bl/7XoA9kvxshjCcCuS8dRI+ngsuTRRQBzOhqP7Qh+nrXpmlIpt2yO3rRRQBejtIDayZjBzXnHxV0yyf4V6q7W6loZonjPPyndjP5E0UUAfP4hjCx/L/AO9WfJT7NL8v8B70UUAZ/haFF1qFlXDBxg596+s/Ckamx2kcGMEj3oooA6OOJDHytDwptHy0UUAUdVgjOmyZUdv50trDGYVyvaiigB4iTaflprRJg/LRRQBlanGmRx2qHTYIwBhBRRQB4t+0TBH/wkOjtt5Nm2Tn/AG68Y8mMk/L+tFFACCCM5+X9a+iv2UEVG8WbRjP2P/2vRRQB/9k=/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAMCAgMCAgMDAgMDAwMDBAcFBAQEBAkGBwUHCgkLCwoJCgoMDREODAwQDAoKDhQPEBESExMTCw4UFhQSFhESExL/2wBDAQMDAwQEBAgFBQgSDAoMEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhL/wgARCATOAwIDASIAAhEBAxEB/8QAHQABAAEFAQEBAAAAAAAAAAAAAAMCBAYHCAUBCf/EABwBAQACAwEBAQAAAAAAAAAAAAACAwQFBgEHCP/aAAwDAQACEAMQAAAB1yOg4EBvHR268Ta5KsadP0vofLAe37WFDbfqaQyGfuzllepqfEwBDPcexBCv2bbzyXreli9JsrItJ3c25WJ5asxzAc51sr9B55X6Dzx6N54QznJ9O1Jbx+a02EsudTbZ0yjI88r9J5tUHoS+VSll+R6tqnPd1WntgvchxDL8IMUeYU+j980el88wei85KPpXfhXpurGslxWOTgVPnpY3oU+eR2DnWvdhRytQ2VPm2YvqPNpPU3ToLfkbsX17nmr1fpPLplR6mbax2Kt2HjuRYxXlayp8ldrvWp8umVe28kxL0KdjrN5K7Xeo8mkvnlrKtUjac8A3XpTdGJs/WUtV0lSn4V0PiNSlJtDJcZyWN2tcXyXGFciMjUpFSkj9+xpPS3Jpjc8bsX1nsvWUo1KaVMiMlIjFVUb1JtfUm2vJe9pfdGkUoUJRMhqTkRiqqMSZXiGWpbMwfOMFjdgSOmWLIjpJEaSRGRkvvNvTeWJ5ZiNeZrBDTZgTUx0ybC2LrbZNWbozzbzy7cCZCRm6F506Ljl4bqraeplUiGmzHk2PrTZKzZWK5VidGfpqOOnM0sy3I7csL7DaNhjiGq/XyU00+gR1aNlpAG5tM7mxNn6VVLWdBld1bXcbMKpUyoqKU9pZNjOTRyNY4vk2KSx61BGXbGo9xLNRxo5VyU00o+purSG745FNEyN8KYQphq3FMpxCzAmQpQk3Bprcdd+QaP3hotK1U0SxpbizuJe7a1DuHTMbpVJXJluHZeltLAs91/DI19THVbhVKRtDMMRzKnOoSFkaQ8+Yhl+Iew1Ijpv1clNNM47H2Zq/aGNs9A+Zf+VkayZCnGbo7mnpajMwrUW29QSpqpU24tWzdXbPhkbNxLLcSxtno6mj5sOfkR/Udu6tzfX1WXVVTTbRIpQVBPV42WhAbm0zubE2fpVR1azoMrvLO6WYVSKygbVybGMojk