Международные расчеты. Сущность международного предпринимательства и теория расчетных отношений. Николай Камзин

J.A. Theorie der wirtschaftlichen Entwicklung. Siebentes Kapitel. Das Gesamtbild der Volkswirtschaft. Leipzig.: Duncker & Humblot. 1912. P. 4.

      7

      Шумпетер Й.А. Теория экономического развития. М.: Директмедиа Паблишинг. 2008. С. 174.

      8

      Hayek F.A. Denationalisation of money – The Argument Refined. London. The Institute of Economic Affairs. 1990. 144 p.

      9

      Спиркин А.Г. Философия. – М.: Гардарики. – 2006. – С. 280.

      10

      Тэпман Л.Н. Риски в экономике. – М.: ЮНИТИ-ДАНА. 2002. С 11.

      11

      Schumpeter J.A. Theorie der wirtschaftlichen Entwicklung. Siebentes Kapitel. Das Gesamtbild der Volkswirtschaft. Leipzig.: Duncker & Humblot. 1912. P. 4.

      12

      Шумпетер Й.А. Теория экономического развития. М.: Директмедиа Паблишинг. 2008. С. 211.

      13

      Шумпетер Й.А. Теория экономического развития. М.: Директмедиа Паблишинг. 2008. С. 236

      14

      Шумпетер Й.А. Там же. С. 174.

      15

      Шумпетер Й.А. Там же. С. 174.

      16

      разум (лат.)

      17

      Stephen Spinelli. Franchising: Pathway to Wealth Creation. FT Press. 2004 P. 2.

      18

      ведение дел, управление делами (англ.)

/9j/4AAQSkZJRgABAQEBLAEsAAD/4RSPRXhpZgAASUkqAAgAAAAOAAABAwABAAAAjQ4AAAEBAwAB AAAAnQoAAAIBAwAEAAAAtgAAAAMBAwABAAAABQAAAAYBAwABAAAABQAAABIBAwABAAAAAQAAABUB AwABAAAABAAAABoBBQABAAAAvgAAABsBBQABAAAAxgAAABwBAwABAAAAAQAAACgBAwABAAAAAgAA ADEBAgAcAAAAzgAAADIBAgAUAAAA6gAAAGmHBAABAAAAAAEAACwBAAAIAAgACAAIACwBAAABAAAA LAEAAAEAAABBZG9iZSBQaG90b3Nob3AgQ1MzIFdpbmRvd3MAMjAxMjowNjoxMyAyMjoyNTowMQAA AAMAAaADAAEAAAABAAAAAqAEAAEAAADsBgAAA6AEAAEAAAAmCgAAAAAAAAAABgADAQMAAQAAAAYA AAAaAQUAAQAAAHoBAAAbAQUAAQAAAIIBAAAoAQMAAQAAAAIAAAABAgQAAQAAAIoBAAACAgQAAQAA AP0SAAAAAAAALAEAAAEAAAAsAQAAAQAAAP/Y/+AAEEpGSUYAAQIAAEgASAAA/+0ADEFkb2JlX0NN AAH/7gAOQWRvYmUAZIAAAAAB/9sAhAAMCAgICQgMCQkMEQsKCxEVDwwMDxUYExMVExMYEQwMDAwM DBEMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMAQ0LCw0ODRAODhAUDg4OFBQODg4OFBEMDAwM DBERDAwMDAwMEQwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCACgAG0DASIAAhEBAxEB /90ABAAH/8QBPwAAAQUBAQEBAQEAAAAAAAAAAwABAgQFBgcICQoLAQABBQEBAQEBAQAAAAAAAAAB AAIDBAUGBwgJCgsQAAEEAQMCBAIFBwYIBQMMMwEAAhEDBCESMQVBUWETInGBMgYUkaGxQiMkFVLB YjM0coLRQwclklPw4fFjczUWorKDJkSTVGRFwqN0NhfSVeJl8rOEw9N14/NGJ5SkhbSVxNTk9KW1 xdXl9VZmdoaWprbG1ub2N0dXZ3eHl6e3x9fn9xEAAgIBAgQEAwQFBgcHBgU1AQACEQMhMRIEQVFh cSITBTKBkRShsUIjwVLR8DMkYuFygpJDUxVjczTxJQYWorKDByY1wtJEk1SjF2RFVTZ0ZeLys4TD 03Xj80aUpIW0lcTU5PSltcXV5fVWZnaGlqa2xtbm9ic3R1dnd4eXp7fH/9oADAMBAAIRAxEAPwDj Ul6Az6n/AFePOO//ALes/wDJLnvrX0XC6YXHCY6sBu4Bz3P/APPhKuHmYDpJDgJL0LD+qH1ZycLH yPszz61VdhIvt5c0Od+f+8i/8yvq1/3Gs/7ft/8AJpfeYdpfYp84SXpH/Mn6s/8AcWz/ALft/wDJ rlOq9Iwun/WN2Ca3HDextlLC90x+e31J3pHmYDpL7FU4SS9Jb9Svqu9ge3Gs2uAcP09vBE/vpf8A Mf6tdsWz/t+3/wAml95h2kp82SXoeT9UvqjS0ssa6l7wWsd69ji1xG1j/T3ndsd7lzfRem9Kuu9L qNDnOY51dwFj2w5ktc72O+i17UvvMNqkqi4CS68YH1TcPb060nzyrAPyoNvSuhO/m8T0h4+ta8/9 J6H3rH2l9n9qeEvLJLbyun9LruoqrYRva91kvcdAWtaef66b7J0ffu9M+jMT6jo/q+pP00vvWPtL 7B/FFP8A/9DqmtXN/XWjfU10csIVuzrt7hDGtqHjyfxVPLvOdhOosfvtZLq3Hk+LEpKDqfVXMqs+ rXTXWPa1wp2e4gfzbnV/99Wk/OwWavvrHwM/9SuC6HnMZ0gYtjgPs19rdp7S7eP+i9Gt6njUw99j GM5kuACFqeut65hs0qDrT5DaP85y5b63W+uMDqwaGvot9C4DX22aVu/zler6T1u9jbG0tqY8BzfV eGGDq2a/dY3+01Sv+qmZmYlmLlZlVNd23d6THWuG1wfLd5x27vakdVBT+r5VWNQ2m1zNlYDo7/u8 /wAlZuT17JLT6uS8juNxA/BdHR9V+lCsV5D78h23abS/0zxG9ldIDGv/AK/qLzPMryOndeyMLLeb zh3FoLuHNndXb6Y9nvq2vQmSBbNy8BOYj3O7rO6uHO/RtdY7+SC4/wDRlQFnUn5WVZXQ5jL7C9r7 CGD3Bu/R3v8Ap7/zFsYeJl57jXit3bWeo9xcGMa0fn2WP2sY1To6Q67Itrdk0CnGqORkZNTxextY /d9L+cu0/m1FxSOw3dM8pgifXP5PUQPH+r6nFyL87FrbZDLtzgxwDi0N3fRe9zm/QXS/V7p/Teo4 73ZL7Lr2RuaxxrZB/cDf0rv6z3Kpl9Iw8jo9uZh5L7qA8UZDLqxW9hfHpWN2ue13udW9Z/1V6m/D zWtu0Icarh89v/VJ0Cdi1eawQ+bHdfKQbHDkjuPX+89mzoPRarRezCqdcBtFlk2uA52j1nPb/wBF Wo02QNkRsgbY/qRsRdO3B4TRqpA0H//Ru1/ViwgevmwY1bVXInyfY/8A9Fq1T9W+msIdY6+8j95+ wf5tLWf9WtQDROAlSEOF03puCXHDxKcdzzL3NYC9x8X2v32P/wA5cJ9fem4eP1JmbXSyo+pW6wsa GhwLhu3tb7d38teiQuR/xh43q4O8CSa3fe33BKXRQerxbftGJTeTJsra4nzj3f8ASUiFl/VHL+1/ V/Es7hsH/q/+/rXISUsOF5v/AIy8H7P1rF6i0QzNp2PP/CU+3X/rTq16ToBJ0HiVyn+MCmjqH1ft NTg/I6e9uS0D93+avbP9R3qf9bQkLDJilwzB7OX9W+qirEe22v7Rj5FRx8qndtLmfmuZZ+ZYxa93 1gsazFGEx7HYrX1mzIcyw2VP27se6qqumt1bdlfu+muH6RmmjHs1HYtngnjb/aarD+t3nQBrfOJ/ Kq9yGgdzhwzqchcvr+7wfL8vyvQZfUcnJpbjltWPisdvGPjsFVe//SPAlz3/ANdywsksq6g21jgR eIeB2eyBP9uvYqV3UrXz6lhI8JgfgqzM0W5NFVbXWncSW1NL3aiBta36SMeIyDHzM8UcJiAI9R/e t9Q6f1qpvTqHZG4ugtkan2/nf1XIn/OHG3x6TtvjIn/NXM4+H9ZMqtoxulW1V8B+Y9mMAB/wdpdc 7+yxVv2d9bj1A4Xo4/2gQ70t3s9Ez+tfbN/pbN7fT/r+zZ6qncaxxX42/wD/0urYQQCODqPmpgLl 8f6xW2YmPbS4BtlNbtROu0B//SQ7utZjx/PGPBun5EkPWWW1VCbHho8ysL6wup6h01/pHcaiZHi0 jssHJ63iU65GQxruSHOBd/mavUcTqefmEfszAy85jx9NlRbUf6192xjUCbSm+pfVLMToZokGyq1z deJaS2P8zatS/wCsGb2e1o/kj+9YnSfqf9a633utfidPpybDaarXG57Cf3G4u5n/AG5Yn+sv1Vzs LpL8tnVrci1n0mNqbSw/nbf0b3P/AM5JTbzOshrd2VfAPex8D/pFqzv203LZdj4NN3UXPY6t1WNU +yd42+5wbs2+5aP1C6d0S3p3rW4dWTmQ2x9+Q0WuO7931t7K9jvb7Grr322huxrtrBwxvtb/AJrf akp8v6d9RPrZbWG2UVYTf38mwNP/AGzV6t//AIGl1/6l9R6RRj5T82vIx7bRTc6prmmt7g51f859 Nlnpvb6n769K7qt1fp56n0nL6e3+cyKz6HaLmEX4v/g9bGIcI3pl+8ZaA4jQ000cH6q/Vv6s3Umy 7DGVkVgS7Ie6wEH8705ZT/4Guqrqrw2elh1V4tY/MoY2sf8AgYauN+qHUW+pS8mGXDY8eG7/AMg9 dw8bmA9xofiEejGSSS1XSTJMnzUDWw2ttI/SMa6trv5Dyyx7D/bqY5qK5qhHuRWv/9PP6T9Suv14 4pyepY+LXJLWVsN727juc3UV0t93/CWKh9ZegfZGvYM7JvsDZO9zWsJ/4mtv/fl6uz6sOaP6VP8A 1v8A8zWf1X6gV9TeXWZ76p/craf+rc5IjsoOP9VendLw+hdOvxMWlt92Oy23IcxrrXPeN1n6Z4c9 rd/0GNWtZbdZ9N5d8SrnS/qiem9Nx+ntzDa3FYWNsdWASC59gna/83fsVn/m87/uSP8Atv8A9SJK cloQeq0DI6Zk1RPs3Af1Vuj6vuH/AGpH/bf/AKkTnoDiC05AIILSPT7ER/pEuinzL/F7kGnJswif ousp18j6la7oiRKqYH+LOrA6i/Pp6lZue9thrNTYlv8Aa/OW/wDsJ/8A3IH/AG3/AOpEKU5G1Pq0 ggwRqD5rW/YL/wDuQP8Atv8A9SKLuhFoG7KDZMCWRqf+uIqfMs6j9m/WPMx2jbTe4ZeP2AZfNjmM /wCJyftFX9hdvg5QyMauwnWxuv8AXb7XqXVvqJR1a/FyDnmq3Ha9rXV1tJfW8tsDHbnu9ldnvZ/x qLj/AFRdTjenT1M7CdzX+m0x+a7ad6VbqRPLQNTCq/bMX1dnqN3eEq5b9R7r9X9VtM/8G3/ySq/+ Nu71N37Vs2x9H0Wc/Hcgp//U9VSSSSUpJJJJSklg9dd9Zz1BlXR3CvHOLZ6j3sa5rbXPrrruYXBz nZGNW5+RXjO/QZP83YqeP1X63taWWYTXuZjUur31uD7LnMxN3q2VPbis3ZF2dVkfzf2P0PtPp5FX 6OxwgSLsfap6pJcjd9YPrhX0ytx6a1nVbHPcMdtNl1YqZj+s0+pVez9JdnOoxfe+v7P6ln6G/wBH 7RbZZ17rmTlZVWBjVXVYz8ba57bGFzMt+M8MsG5zsa/CwnZlmayyv1P6DkfZ9n6BH2z4KelVLKqz rTYz0ce6iQa22Oc06BpDnwy3/C71z2V9Y/rVi4xyLuntrazBF1rn1u2tyiyh/pt2Xu9Wp11uRj+j 7L/Uq/0f6S47OtfWiu/HOVhN+yHeb7GU2BxqbZlNfkR6trsN9eJTh5DMN9WVdlvyvs9Wx9dnpIQI 10+1ToN6ZeBLcXEY9gmmC8gWNH6F5hjNte8e+tv+enHTHz7cLEaJ09ziQBOwfzTf5Psb7FjU/WD6 42dPe5vTWO6iyXupfVbS0VuxH5FMbrbfVsb1Sm3C9j/0v6P+ievXcrV3WvrVuyKqOky+mzKFdrv5 uxjGZL+n7f0rXssufVi+q/30/pv8BZ7KDwy7j7VO/i1uroax1bKSJ/R1nc0a/muLa/8AqEZUuj5G dkYDLc9ja8gueIa19ctD3Npeab/0lT31bHPrV1Mr1V4qf//V9VSSSSUpJZ7us1Ms9N+PkNIgu9kh rXb9tj4d7Wfo/wD0X/OKP7br2sP2bJ/SfRaK5cYLGv8AY1272Os9/wD5BHhPZTpJKg7q4EfqeUSR MCo6ax4oeVnG+mGU5NbRY1u/0zBgu3BzQ+u30vZ9L2fmf8WlwlTppLFpuz32BpuyQTt3sNLGuaSW /Rts/Qva1trPV2ss/mrbEOnIyba5Fma22wsbU51Eembmu2utrn0n1Y+z17t/5/8AwXoUVnh8VL/W bE69l2YlXR7HUgi71rfU9JjHFg+y3WbG223+jb+kbjbPSyP5rI/RKq/o/wBa3ZGVYctjse29tjMZ mRdVuY12V+jGT6V12Burt6fZZXj+t6lmLdT+houVvMycmu215tzK2Dc+G1VuY0ND6fY76X0q/tTf U3/8IojIzdXuuzG1sB3PNDWkihu57vd+i35T/oPZVXTZ/g/0acLoDRSPqHRvrJYcpuH1M+jc+p9L XONb2tFuVdl4/r1ss9FuzIxWUX1s3+li/Zrf9M8VnRvrZWX3YvUGvvNmO9ovseayGVObnMfWynYx uTln1f0NbP0f819lVj1+oTZaLcwsY4AM+zCdJ/M3MdZVub+Z/wCeVMPzK2VNuuzCARvLaQZbuc36 VPqWN3tZtd7rX/pPU/R/o9hsjt9inQ6VTn04YZ1C1t2SbLnueydu19tltDGb/c1tVD66tv5mz/CK 4qvT3WPxy+x1ji6x8eq0McBuIa3aPzf3XK0o/wBL6qf/1vVUkkklKSSSSUpJJJJSkkkklKQMnEqy dgsLgGEmGuIBkbfd/r/39HSSU0bOkUvMi6+sgkjba7Sf3d+/a3/g/wCb/wC260j0fHJc423y9wc7 9M8Tzpo787crySPEe6kOLjV4tIprLnNBJl7i5xLjucS538pGSSQvqp//1/VUkkklKSSSSUpJJJJS kkkklKSXL5F2V9nPUc/rB6a0OfZsYKwxjWuYyzFeMhz/AFb2fY37f0f85fl/o7P8EDK6r15+PkW1 FtWWace3Gre9ldQe9lL8mpzLLfWf9K/Z/wBb/nE/gPSlCupp69JcjdnddNmZ9