Каждый может стать богатым! Предприниматель жизни, или Как богатому попасть в рай. Анатолий Некрасов

      1

      В решении родовых задач может помочь книга А. Некрасова «Род. Семья. Человек».

      2

      В книге А. Некрасова «Истоки» есть глава «Равновесие качеств». Как показала практика, проработка этой главы раз в полгода даёт большой эффект.

/9j/4AAQSkZJRgABAQEBLAEsAAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcGBwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCANSAjoDAREAAhEBAxEB/8QAHgAAAQQDAQEBAAAAAAAAAAAAAAUGBwgDBAkCAQr/xABuEAABAwMCBAMFAwYHCQkLAhcBAgMEAAURBgcIEiExE0FRCRQiYXEygZEVI0JSobEKFjNicoLBFyQ4dZKis7TRNENTc3aDsuHwGBklNldjdKPC0vE3OURUd5OVtSg1ZISUlik6VmVmpMPE09Xi/8QAHQEBAAICAwEBAAAAAAAAAAAAAAUGAwQBAgcICf/EAE8RAAEDAgMEBwUFBgQFAwMCBwEAAgMEEQUhMQYSQVETImFxgZGxFDKhwdEHI0Lh8BUzNFJiciQ1gvEWU5KywkNUogglNkRjgxcmRZPS4v/aAAwDAQACEQMRAD8A7+URFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERRF5DgNY+kC5svQINch4XCK7oiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIvBRgVrbi7by+E4rqbhdlkFbQ0WNFcoiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKWRfCkGuhYCuQV9HSuwGS4RXKIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiLVvd4i6fs8udNeRHiQmVyH3VnCW20JKlKPyABP3V0kkaxpe42AzK7NaXENbqVVD2Y3HFO4rr/uPBvEkqkQrsq62hlYAUzbHiUttDA6hsoGSev53vVM2S2gfiL52ynMOu3+06Dw+ancbwttKI3M4ix7xxVuauygEURFERREURFERREURFERREURFERREURFERREURFERRFS32i/FRvPtXxA6K0XtVbRJdvlucnJQm2pluXR1DigtrKuiUNoSlSiMEBzJIAFULajGcUp6yKlw9t94X0vc3zHcOPerHg9BRywPmqjoba2t/unv7RDeDd/aDYG0Xzb21tpntu+NqGQ1GRNNqYSwVrUEL6FsLBCl4PKlIPTOakdp67EqajbLRNz/EbXsLcjwvx4LWwempJagsqDlw4XN1J3BtujfN6uGDReqtSxm4l7vduTIkobaLSFnmUEuJSewWkJWB2+Pp0xUtgVZNVUEVROLOcLn6+Oq0sRgZDUvijOQKk2pZaSKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiKGeMt9zWemLFtvEdcalbl3JNrlLaWUuMWxsePPdB8vzCPCB/WfTUFjpMsbKFpzlO6f7Rm8+Qt3kKRw4BjnVB0YL+Og+Ofgua3CNqSVwQ+0ibsd0dLENm8P6XuClK5UqjvL5WXT8ubwF59M15TgkrsKxzopMhvFh7icj6FXPEGCtw/fbmbBw7xr812OScp6969zXnag7il434XCLEbn6o0fqh6yyZiYMWfCdhOokuFsudEF8OJGEq6qSOo+YqvYxtAzDRv1ETt0mwI3czrpe/mFJ0OGOqzuxPF7Xsb/ROPYXiPd4hNtW9WWnSN/hWedCMy2rmPwwu44Kk+GlKHlFCspxlzlT1HWtrDcVNbB7RHGQ0i4uW5+RNvGyw1VH7PJ0T3gkGxtfL4eii68+1DsOn9+mtspehdat6zelswUwwuApvxnUJWhPiiRydUqHXOBURJtfCys9gdE/pLgW6upzGe9ZbzcDkdB7SHjd148PBTvdt04ei9sZGqtWIOkrfb46pM5M95pZhJBx8SmlLQonpgIJJKgB16VYn1jYqc1FR1ABc3tl5X+CimwOfL0UXWJ0tx81FW1fGpdOIvTc2/7b6Bm6g09DlOQkTLhd49sclutgFQbZIWoD4hjxOTOfSoejx+StYZqGEuYDa5cG3I5DM+dlIT4a2ncGVElnHOwBPx+l1l4U/aCaR4pdV3PTDEO66a1hZg4ZdnuiEBzDa/DcLa0EpXyKwFDoRnOMda5wbaWmxCR0ABZI3Vp7Mja2tuK612Ey0zRKSHNPELHujx+2jbviPG1sPRutdVapXGalJbtDEdbZQ4kqyVOPI5QkdVKVhIyOtcVm0kcFd+z2xPe+wPVA495FvHJcwYU+Sn9qc9rW9t/om3fPaiWLTe/LO2czQutm9ZvymYSIYXAU2XnkJW2nxRI5OoUOucCtSTa+JlYKB0TukJAt1dTpnvWWduBvdB7SHt3Nb58OyyX7F7QS1yeJC0bW3rQ+utLalvJV7uq5MxfdlpDa186XGnlhaD4agCjPXocdcbMe00Zrm4fLE9j3aXtbQnUE3GXBYXYS4U5qWPa5o5Xv8AEJf3e40dO7cbowdA2iFc9Z6/uQ5mrFaAguRk8vNzyXXFJbYRy/ESo5x1x1Gdmux6GCoFHGDJKfwttl2knIDvWKnw2SSMzvIawcT8hqUk6+41X9g5Fvf3P0Vc9JWG5vpjN3yJMau0CK6rqESC2EuNZwcK5FJOD1rDU4+aMtNfEWNOW8CHAHttmPIhd4sN6e4pnhzhwIsfDgfNTdaL5E1DZY9wt0hifDmMpfjvx3ErbkIUMpUhQOCCMYOcdan2SNewPYbg5i3FRrmlp3XCxCht7jBurG7KNEnafcFeoHIH5TCEO2wxvdufk8Qve9cg+P4cE82T2qDOOSCo9l9mfv2v+C1tL33raqRGHNMXTdK3dvb8WvdZM3ev2oth4edw4eldWaF1rAvk5hmQyy0uA+lSHXFNoPOiQUjKkqHfpitGv2vhophT1ETw42P4TqbD8XNbNNgb6iMyxPBA7/oplu27N/s+i1XZ3QGoPGaccD0FM+3l5lpCObxir3jkKTggJCirI6gCpx9bM2LpDC6+eV23sOPvW+N1Gtp2F+70g77H6KJuGr2l9i4stUSbVo3RmsJL1vbafmOSVQY6IzTi+QOHL+VAHJISCenaoXCtrIcRkMdLE42sTfdFgcv5lv1uCyUrQ6Z4z01+iX+KrjrtnB+uM/qnSepnrXcJPukKbBchuIlOBvxFYbU+HEgDIJUkdR8xnaxnaKPDbGojduk2BG7nlfS91ioMKfV5RPFxqDf6WTg2Z4mZW+e17errLobUgtM6EJtt94lQEO3EFZTyJT455FDBP5wpGB3z0rZoMWdV0/tMUTt0i4uW5/8Ayy8bLFU0Qgl6J7xcGx1y+HooQ15x0bfb0b1NbTXzbPWFy1hBuao8ZjxobK4ctDZcKmZSJKS0oIB+NCxntnyqAqdoqOqqhh0sDjIDYDqixtfJ29llxBUlDhc8MPtTJAGkdunaLZp07/aY0rsttd/GrWGlNxNW6cgRUzrlBn6qVcI9vIUgBDsd6X4b55lAYAcT0+mdvEoqelp/aKmN72AXIL7gd4LrH4hYKR8s0vRROa1xyBDbX8QLj4JxcKfHJbOLCM47pDRep2bNbpSYEuZLXCYbhK8MLH5sPlak8pT9hJ7/ACrawbaGPERemicGg2JO6LZcr38lir8LdSm0rxci/HP4KeU55RnvVjUUvtERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFEQelEVZ4G+1hl8XOsb7dGdRSYuj4qNJ2lVv0/OuDPjEpkXBznZZWgK8TwGSM5HgHp1qptxGE4lLLJvEMG42zXOF9X6AjWw8FMmlkFIxjbXd1jcgdjdT3nxVG/a6wrXfuIC3a208xfYjGooKGZbk6zS7aUzI/whSS+2jmJaLZ+HOOTr3rz7bZsb6xtVCCA8Z3a5uY7wL5W05K0bPFzYDA+2R4EHI9xXS3g13vTxD8M+kNVKcC5k+Alud8WSmU1+aeB9PjSo/QivVsCxD22giqOJGfeMj8VS8RpvZ6l8XAHLu4Kt/t2P8HDSf8AylR/qr9VX7RP4GP+/wCRUzst/EP7vmE7vZ58Q+mtHcFe39tmp1KZUS2qQ57tpq5Sms+M4fhcaYUhQ690qIre2YxSCLCoY371wODHnieIaQtfF6OR9ZI4W1/maOHeqla11PE1l7aezXOCJYiytU2wt+8xHYjvSM0k8zbqUrT1B+0kZHXsRVKqJWy7UMkbexe3UEHQcDYqfjjLMHLXa7p7eJ5LoZxs8PQ4oOHC96RF4RYXZPgympjqeZhpbLiXR4oyPzZ5cHr07+VenY/hf7QoX029u3sb8Ms8+xVHDKz2aobLa/Z35ZKvPs10aG4RdO6k00vcOHrzUF0uKJMpjSttm3WLACG+RKeZhpfxKGSScZwkAdMms7Kikw5j4OmEj3G5DA5wFhbgD4qXxnpqpzZOj3GgfiIBPmQoD9n1cEXT2tN7ks+KGpMy/uIDrSml8qlLICkKAUk9shQBB7gGq1sy4O2je4cTJ+s8/NS2LC2FNHY1dCdvOHs6W4ndxdxJphvv6rj2+32/kyXYsWOwA4lWRgc7vXAzkITnrXptNhnR189a613hoHMADPzPyVRmq96mjp2/huT3k/Rc/t6//nw7X/yotH+rM15piH/5Y3+9noFbKX/JT/a71V3+NLbRKo+ltz4rcT8pbRSZV+X4pIMmIIb4dYBAJyV+EoA4HwnqK9Bx6kFo69trwEu7xum49FWMNm96mOklh43Fiqd+xFnydwOJfcXU16eXcL5KtKHnpTvxLW4/J5nVZPqUJH0AFUfYB7pq+eeU3cWjPtJzVi2maGU0cbMhf0GSuJ7Suyx7xwL7ktvtpUGLSZSMjJS404hxCh6EKSOtXjaxgdhM4PBt/IgqvYK4trY7c1BnsNd47hqzZ3VWj5zzj8fSM1p63lRJ8JiSFktD0SlxtagPLxKr32e175KWSmfowi3c6+XmPipPaemayZsrfxDPwVmAMcZGPL+Jv/8Af1bP/wC5/wD8P/yUN/8Ao/8AV8lz49sb/h7aU/xRav8AXn68z24/zeP+1n/cVbNnf4F/efQLp9r7/wARbz/6FI/0a69bqv3L+4+ipMfvjwXNT2DTqWN2tfLWpKEIsEVSlKOAkB9WST5CvKfs6NqiY/0j1V02q/dR959Fse1qmSN0dtNMbhyC+m3Xa/OW7TTKiQkWxDDijJ5f1pLqfEBIz4SGR61320caiCOtOjnWZ/aAc/8AUc+6y64ABHI6nGoF3d99PAZd91cb2an+Ahtr/iZP+kcq87Kf5RB/b8yq9jX8dJ3qjul//nyX/wDlfJ/1BdefQ/8A5Z//ABD/ANpVnf8A5L/pHqrJe0uuT+7+x+5EOOtY0zt1bA/NWhRCZ13WWy0xkd0x2l+Isdi460D9girVtW41NJO1vuRDPtflYf6QbntI5KFwUCKaMn3nnLsbnc+Jy7geaa/sHRjZLXX/ACgR/qrdan2dfwkv93yCzbVfv2d3zKvdXoiq6KIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKImNxJb2QOHfZHUesLgtoIssJx5lpauX3p/BDTI9StwpT99R+K17KKkfVP/CPM8B4lbNHTOqJ2wt4n/da/C3turavYjTlpfc94uJiibcpHnKmyCX5LpPnzOuLP0xXXCKT2ekZGcza5PMnMnzJXaum6WdzxpoO4ZD4KMPaq7FHezg81AqMwXrrpXF+hBKcqPgg+MkefxMqc6eoFQ+2OHe1YY/dF3M6w8Nfhdb2BVXQ1bb6OyPjp8VXz2Em+Hiw9Ybdyns+CpN+tySf0VcrUgD+sGVf1zVZ+zvEMpaJx/qHofkpbamlzZOO4+oT09uv14cNJ/wDKVH+qv1IfaJ/Ax/3j0K1tlv4h3d8wpm9mUP8A7g3bbv8A/etX+mdqc2T/AMng/t+ZUbjX8dJ3/JUj3fB/7+Lbv+VVq/1RmqBXf/lbf72f9oVmp/8AJT/afUqZvbobiX7TW0mjLDAkyYtk1FPkC6BolIk+C2hTbKyO6SVKXynoooHpU99odVLHTRQsNmuJ3u21rDu7OxRuy8DHSve4ZtGXjxUr+y3m6c0pwA6RnsSLZBjNMSJF3klxDSGpAeX4qnlEgApAT1UeiQnyxUzsi6CPB4nggCxLj23N7rRxwSPr3g3PLu4WVN/Z53iPf/axXi4RHfHiTpd+kMOAEeIhalqSoA9eoIPaqLsw8P2ic9uhMhHirFi7S3Cg06gNXVmBco92hh+M8zIZUVALaWFpJBIIyOnQgg/MGvZA4OF2lUQgjIrllvWP/wBOHa/+VFo/1ZmvHsQ//LG/3s9Ar1S/5Kf7Xeq6cbk6KY3I27vmnpSiiNfLe/b3VAZKUutqQT93Nn7q9bq4GzwPhdo4EeYsqTDKY5GyDgQfJc7PZB6ZncPXGZuBt9qpo23UItIabad6e8+A/wAxU3+slbaw4kjukH0NeX7ERPosUmoqjJ+752PDvGYVv2he2oo454s238rjirYe1A1jB0jwMbgKmPtNm5QRbY6VKALrzziUJSPnjmV9Ek+VXPa+dkeEzFx1Fh3kqBwSJz62Pd4G/kqicH26jXsyeFga51Xp663C87r3NItVtbUmOsQozRKXnFL+wFFxSgMEkKR5EkUnA6wYDh/tdQwl0x6o06rRrnpe9/EKwYhAcSqugicAIxme0/7K5G0G5MTeTfmx6qt8eXFh3zb2PcEMyUcjzCXphUhKx6/Crt0PKSKvVFVNqaxlQwEB0QOeou5VyeEwwOidqHkeQVGvbGdePbSn+KLV/rz9ee7cf5vH/az/ALirRs7/AAD+8+gXT7X3/iLef/QpH+jVXrdV+5f3H0VIj98d4XJr2R2mbruLuLqzScFt9m2ajtUZq+TkL5DGt6Hip5pPnzyMhkY7JW6rukV4zsVFJNPJTs0e0bx5NBzHe7TuJPBX7aB7Y42yu1BNh22y8tfJWK9unBatuxW30eO02ywxflNtttpCUNpERwBIA6AAAAD5VaPtDaG0kLRoHf8AiVD7LEmeQnl81P3s1P8AAQ21/wATJ/0jlWTZT/KIP7fmVFY1/HSd6oBqO73exe2PvEiwW8XO9/xrfagR1K5W1POQy2hTh8m0FfOvz5UKx1rzaV8jNpnGFt3b5sO0tt5DU9l1a2NYcIAebDdF/NXa4zdto+0/s1teWVl9yY6xZ1uy5jv8rcJLj6HH5Dn89xxSlH0zgdAKv2PUjabApogb9XM8yTck9pOarWGzmXEWPOWenIWyHgFFnsHv/kT11/ygR/qrdQ/2dfwkv93/AIhbu1X79nd8yr3V6KquiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiLwy6l1sFJByPKh1sgXuiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiivfvgx2+4mrvFm60tU67rhNhphr8qymY7YyTzBptwI5/iIKscxHTOBUPiOA0de4Oqml1v6iB5A28VvUmJVFMCITa/YPW105tnNkrDsPplVn04i5tW4rC0sy7nIneDhISEoLy1lCQAPhSQPlW3Q4fDRx9FBe3aSfK5NlhqKl87t+S1+wAeix7n7G2XdyQ0u7SdRNBplcfw7ffJkBpxCvtBaGXEpXntlQPQkdq4q8PiqTeQu5ZOcPMAi6Q1L4vdA8QD6hRlo72Y+z23d5TctP2G72O4pbUymVA1DPjPJQoYUkKQ8DgjuKiINksNgdvws