Изменчивый мир, о котором пел Андрей Макаревич, наступил. Вернее, он никуда не девался. Просто раньше скорость распространения информации была совсем иной. Если в 19 веке мы могли отправить гонца и он ехал бы сутки, в 20 веке мы могли отправить телеграмму, и через несколько часов информация была получена. А что теперь? Краткое сообщение в мессенджере, и в то же мгновение информация достигла адресата.
В таких условиях информация движется быстрее, а реакция на новости происходит почти молниеносно. Вспомним фондовую биржу: стоит кому-то из топ-управленцев высказать сомнения в чей-то адрес, как его акции стремительно падают уже на следующий день. Действительно, мир расшатывается быстрее, и поэтому колебания происходят чаще. Но это ещё не всё: увеличивается амплитуда колебаний, а значит, всплески идут выше и ниже. Во многом это происходит из-за того, что экономические или технологические причины изменений накладываются на социальные явления (как биржевая паника, например). Вот как отразили происходящее учёные-социологи:
![](data:image/jpeg;base64,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wmPUoLiWW6tfKjjjRtzEkn9BWrpr3TX8X2htV+0+ZJ56up+zgZO3GeMY24xz61vfZNT/wCe1p/3w3+NJ9k1P/ntaf8Aftv8aA1EtP8AkOSf9ey/+hGtes2zsrmK9e4uJImJjEYEakYwSc8n3rSpjiFFFFBQUUUUAFFFFADJf9U/+6a4v4R/8ky0n/tt/wCjXrtJf9S/+6a8Z8IfEXTfCHgXRLC8tLqaSSKWUNCFwAZnHc+1VGEpu0Que01ynjiaO0h0S+n3C2tdVilnkCFvLTa43HHbJHPvXM/8Lw0P/oGaj+Sf40f8Lw0P/oGaj+Sf41r9Vrfyiui9rXiaw1jXdHm0K5W9msVurh/LjYrGPIYKW47sQMd67exS7jtx9quluHPO4ReXgY6Yya86/wCF4aH/ANAzUfyT/GgfG/Q/+gZqP5J/jR9Wq/yhdHo1pJeyS3AureKKNXxC0cpcuvqwwNp9ua5+30Wy1DxVrF3eW7SSQTw+QzO4CgRqeADjrmuZ/wCF4aH/ANAzUfyT/Gj/AIXfof8A0DNR/JP8aPq1X+ULoz9EeP8AsS/aOSwOo/2dcH91JObndg/eDcZ9cfhWt4qfxGNPj+3GzWI2Vxj7G0vXYv3s9v1qH/heGh/9AzUfyT/Gj/heGh/9AzUfyT/Gj6tV/lC6L+h2Gl6loerQBNOmQKHxYTTnDBW2k7zkH0xUdoJdE/sCDSrWU3V/pr7VcuyecfKJkkJJwFGT+g61U/4Xhof/AEDNR/JP8aP+F4aH/wBAzUfyT/Gj6tV/lC6NTSNO1jTrmeWxLagba8uIpFvblozLvWJt4OCPvBuMYAPFc3eySSaoG1gWMBP2o+XezzGNT554Rkxnjue2MVof8Lw0P/oGaj+Sf40f8Lw0P/oGaj+Sf40fVqv8oXRc1A6B/aF7/wAJBJtC2kP2Da8g+Ty+TF6ndn36VHKdQ/tG5e+e7bw4s8X2hU3C4B8mPBkx/wAs8/eC85znIzVf/heGh/8AQM1H8k/xo/4Xhof/AEDNR/JP8aPq1X+ULo0Nd1G/bxC2oWdhqE1tpBjVHgK+UwPM+QWBbCFQMA8jisvUtPvLq01bU49LSfF65ivmvZFlCiQAbYwMYA4AzyAPWpP+F4aH/wBAzUfyT/Gj/hd+h/8AQM1H8k/xo+rVf5Quj1Clry7/AIXhof8A0DNR/JP8aP8AheGh/wDQN1H8k/xo+rVv5Quj1GivLv8AheGh/wDQN1H8k/xo/wCF4aH/ANA3UfyT/Gj6tW/lC6PUaK8u/wCF4aH/ANA3UfyT/Gj/AIXhof8A0DdR/JP8aPq1b+ULo9Rory7/AIXhof8A0DdR/JP8aP8AheGh/wDQN1H8k/xo+rVv5Quj1GivLv8AheGh/wDQN1H8k/xo/wCF4aH/ANAzUfyT/Gj6tW/lC6PUaK8u/wCF4aH/ANA3UfyT/Gj/AIXhof8A0DdR/JP8aPq1b+ULo9Rory7/AIXhof8A0DdR/JP8aP8AheGh/wDQN1H8k/xo+rVv5Quj1GivLv8AheGh/wDQN1H8k/xo/wCF4aH/ANA3UfyT/Gj6tW/lC6PUaK8u/wCF4aH/ANA3UfyT/Gj/AIXhof8A0DdR/JP8aPq1b+ULo9Rory7/AIXhof8A0DdR/JP8aP8AheGh/wDQN1H8k/xo+rVv5Quj1GivLv8AheGh/wDQN1H8k/xo/wCF4aH/ANA3UfyT/Gj6tW/lC6PUaK8u/wCF4aH/ANA3UfyT/Gj/AIXhof8A0DdR/JP8aPq1b+ULo9Rory7/AIXhof8A0DdR/JP8aP8AheGh/wDQN1H8k/xo+rVv5Quj1GivLv8AheGh/wDQN1H8k/xo/wCF4aH/ANA3UfyT/Gj6tW/lC6PUaK8u/wCF4aH/ANA3UfyT/Gj/AIXhof8A0DNR/JP8aPq1b+ULo9RpD0ry/wD4Xhof/QM1H8k/xo/4Xhof/QN1D8k/xo+q1v5QujoBnL53ffb7zBj9496WuCX4qaSM/wCgXmCxPyqoHJJ6Zp3/AAtbSP8AnwvfyX/GuV4Kvf4Tla1O7orhP+FraR/z4Xv5L/jR/wALW0j/AJ8L3/x3/Gj6jX/lCzO7orirb4lWF3J5cGl37n2C4H15p2reN1hgzGBbZHLOQzfgBXLVjKlLlktex1UMDWrapWXd7HVXl/a2Ee+4lC+ijkn6CsFr3U9dYxWUZt7Xo0hPUfX+grjbXxjoomM+oW19dSE+2Px5ya3F+KejooVdOvFUdAAoA/Wq+oYqp8UbI6/aYfCfw1zy7vZeh1em6Ja6cAwHmz95GHT6eldLof8Ax8XHJxtX+IY79v615h/wtXSf+fC9/Jf8at6f8X9Gs5pXfT7071UDCrnjPfP6V00sBWpvSJwyrVKs+eo7s9gpa8u/4Xhof/QM1H8k/wAaP+F4aH/0DNR/JP8AGun6rW/lLuj1GivLv+F4aH/0DdR/JP8AGj/heGh/9A3UfyT/ABo+rVv5Quj1Gkry/wD4Xhof/QM1H8k/xo/4Xhof/QM1H8k/xpfVa38oXR6jSV5f/wALw0P/AKBuo/kn+NH/AAvDQ/8AoG6j+Sf40/q1b+ULo9Qory//AIXhof8A0DNR/JP8aP8AheGh/wDQM1H8k/xo+rVv5Q5keo0VheFfE1t4r0f+0rSGaGLzWi2y43ZGPT61u1i007MYUUUUgCiiigAooooAZJ/qX/3TXDfCe2gl+GmktLDG7fvuWQH/AJavXcy/6p/901xfwj/5JlpP1m/9GvQB1/2K0/59Yf8Av2KPsVp/z6w/9+xViii7Ar/YrT/n1h/79ij7Faf8+sP/AH7FWKKLsCv9itP+fWH/AL9ij7Faf8+sP/fsVYoouwK/2K0/59Yf+/Yo+xWn/PrD/wB+xViii7Ar/YrT/n1h/wC/Yo+xWn/PrD/37FWKKLsCv9itP+fWH/v2KPsVp/z6w/8AfsVYoouwK/2K0/59Yf8Av2KPsVp/z6w/9+xViii7Ar/YrT/n1h/79ij7Faf8+sP/AH7FWKKLsCv9itP+fWH/AL9ij7Faf8+sP/fsVYoouwK/2K0/59Yf+/Yo+xWn/PrD/wB+xViii7Ar/YrT/n1h/wC/Yo+xWn/PrD/37FWKKLsCv9itP+fWH/v2KPsVp/z6w/8AfsVYoouwK/2K0/59Yf8Av2KPsVp/z6w/9+xViii7Ar/YrT/n1h/79ij7Faf8+sP/AH7FWKKLsCv9itP+fWH/AL9ij7Faf8+sP/fsVYoouwK/2K0/59Yf+/Yo+xWn/PrD/wB+xViii7Ar/YrT/n1h/wC/Yo+xWn/PrD/37FWKKLsCv9itP+fWH/v2KPsVp/z6w/8AfsVYoouwK/2K0/59Yf8Av2KPsVp/z6w/9+xViii7Ar/YrT/n1h/79ij7Faf8+sP/AH7FWKKLsCv9itP+fWH/AL9ij7Faf8+sP/fsVYoouwK/2K0/59Yf+/Yo+xWn/PrD/wB+xViii7Ar/YrT/n1h/wC/Yo+xWn/PrB/37FTnrTSwAyTj60XfcCL7Faf8+0H/AH7FJ9itOotoP+/Yqrd69pdl/wAfF9Ch9N2T+QrBu/iDpkR2WkM9zJ2wu0H86zlXhHeRvTwtap8MWRi3t8tiCH77dAG/iPfFBgtlGWhhAHcoMVz66nr2oAm2svIVmJ3OmCMk+vFOHh69vDv1HUGYf3EOf/rVwvETk/cTD6hGGtaol6ast3Wr6Pa5G2GVv7scYP8A9as43moap8un6bFBGf8Alo0Y/mRitm10TT7TBSAOw/ik+Y1odsUv30vilYFiMLR/hQ5n3e33HPWfheJX82+lMztyVXhfx9a21tLZECLbxBVGANgqaiqjBR1Ry18XVr/G9O3Qj+zwf88If+/Yo+z2/wDz7w/9+xUlFa88u5zEf2eD/n3h/wC/YrR0S1tmuLkG3gPyr2Hv2x+tUq09Dz59xwcbV528d+/9KunKXNuXT+I1fsVp/wA+sP8A37FH2K0/59Yf+/YqxRXTdnSV/sVp/wA+sP8A37FH2K0/59Yf+/YqxRRdgV/sVp/z6w/9+xR9itP+fWH/AL9irFFF2BX+xWn/AD6w/wDfsUfYrT/n1h/79irFFF2BX+xWn/PrD/37FH2K0/59Yf8Av2KsUUXYDI4o4l2xoqL6KMCn0UUAFFFFABRRRQAUUUUAMl/1T/7pri/hH/yTLSfrN/6Neu0l/wBU/wDumuL+EZ/4tlpP1m/9GvQB29Vbq/t7J7dbmURm4lEMWR95yCQP0NWc1zXjJLjyNJu7eznuxZalFcSxW67n2BWBIHfG4cUAbtxf21td2trLKEmumZYUIPzlRuP6DNWAffmuE1HUL3Xtb0ubTdI1O3NitzKZbu28pQzQsqAbupLEVu6G7tNJmXU3QRqW+2x7QH5ztJAP17UAb9V7q+tLGMSXd1BboTgNNIEBP1NRql7/AGiztPD9i8vCxCI+YH9S2cY9sVia8scWvWF7d6bPfWaW8seIrbz/AC5CyEEr15AIzQBuS6rp8EEc819axwy/6uR5lCv9CTg1Ok8UmPLkRsqGG1gcg9D9K4WOK3tL6zvZ/DV0NPa3mSO3W184wMZi2SnJTcOcDp0pNCkuNBuYZLnR9R8uWxVUSC2L+V++lYI237pCsvFAHdpPFKSI5EfAydrA/wCeh/KmC8tjFHKLiIxyMFR94wxPQA9zXnHh221HUWNpFa3NrZ3UIS6unXYyKk02+Idw7bgPYZPXFDeH9YuNKsdKtdIhS2sYZmiE8xhWOZpG8plwpyUUZ7feFAHolzqVjZOqXV7bQMwyBLKqEj8TU0dxFKMxSo4wDlWB4PT865S0s31nVJL/AFXSNsi6ZFEy3EKkeaWcuFz6cfmK5y2t9Z0kMIhrVrKbC1WNLSySVHdI8YYsDjB4IyKAPTvOiw7eYmI/vncPl78+lJ9oh8xI/NTfICyLuGWA6kDuORXDSaP4judN8QML37K1zuY2q2qyeaxgQNtYnOCwI/Cq89j4gbU49Wh0hGFgYI7cvMVm8pBiUKm0537m7jO1aAO6fVtOiuPs8l/apPkDy2mUNk9BjOasSTRxbfMkVdxwMnrXnV14a1WbTb2ZLaxPmag0yRSWW66KefnPmbuuOQccDArsdajeTyhGhbKSrwM8lCBQJmkl3byBik8TbRk7XBxTnmjjGXkVABnLECuUFncPG4iimJFsyHdbCLBO3GMfe6Va1WyviylpWugIyPlgHy/Mh6d+h49qVyeZ9jd+22pTeLmHYDjd5gxmg3tqApNzCA3IJkHNY8FsZmtw8LOizlm8y2EYA2MM47896Zf2zR6oWSFlh8lVXZaCUZBbP060x3Z0HmJgncuB1OelM+12/meX58W/+7vGfyrFlsr54tSMU7RpITtj8kHd8gHX9KisIJYtQPmRSrmbIzaAjGB/H2pC5nc3he2rHC3MJI7CQGpGljQ4Z1U4zgnHFYd1YBU1R4rQbmVfL2IMtxyBSS6bNeXEc1wpWSZJFbHIhUj5V/qfemO7Nx5o4wTJIqgDOWOOKaLu3aNpFniKL95g4wPqawNUtNRkAMojmAiIBhhP99DyCTngHj2p4iY20bNBJKkdwHkT7IIyRg/wj73OKBczN1LiGVQ0cqOpOAVYHNL50e1m8xNqfeO4YX61gT2st26mxhlsszE+aUwT+7Izt7elSSRTvp0NnDp4T95++jdsIQOT83Odxx+tA+Y2pLiGJQ0kqIp6FmABpEuYZGCxyo5I3DawOR61gx2d9KbWKSGJGt1kQmVPMTblduOnOOM+xqXTraaC+iSSMAq07Eom1cErjA7ZoEpO5v0VGXVBlmA+pqJr+0Tl7mFcesgFK6NFFvZFmisyTxDpEQ+fUrYf9tAaqS+MtBj/AOYgjY/uKT/SodWmt2jSNCrL4Yt/I3qSuVl+IGhxj5Xnk/3Y8fzqo/xHsyf3Gn3Mv4gVDxNJfaNVgcQ/sM7XNGa4U+N9Un/49dBlOehbcf5Cj+2PGd1/qNJSH3ZP8TS+sw6XfyL+oVV8TS9Wjus0Zrhfsfjm6+/dxQA+jKMfkKP+EO1y6/4/NekP+6WP9RS9vJ/DBh9Vpr4qq+V2dpLeW8IzLcRJ/vOBWbceKtEtsh9RhJHZTu/lWHF8ObLObm+uZj36CtG38D6Fb4zatKR3kcmjmrvokHJhI7yb9Fb8yrcfELR4siJbic/7KY/nVI+OtRuzt07RJXz0Zsn+QrrLfRtNtceRY26Y6ERjNXFUKMLwPQCj2dZ7yt6IPbYaPw07+r/yOG87xzqI+SKKzQ9yFBH55NA8GazfHOp645B6qhLf4Cu7xRij6tF/E2w+vTj/AA4qPojlLXwBo1vgzCW4b/bbA/IVvWuk6fYAC1s4Ysd1QZ/OruKDWsaNOPwowqYirU+OTZx64O7btI3tjaSR94+tLR825927dvbO7Gep9KK5pbnnS3CiiikIKKKKACiiigArS0LH2q5+7u2J3Oep7dKza09D3efcfe27Vx0x3/HNaUviLp/EbtFFFdR0hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMl/1L/wC6a8s+H/iqy0L4e6Lb3MUzs6zOCgGMec/vXqcv+pf/AHTXC/Cm2gn+GekGWGNyPO5ZQf8Alq9TNSa916mlNwUrzV0XR8RNH7x3I/4AP8aePiDohPJuB/2zroP7KsG62Vv/AN+xTToulnrp9t/36FYctf8AmR0+0wn8j+//AIBh/wDCf6ER/rJ/xiNO/wCE+0L/AJ6zf9+jWx/YWknrp1t/36FNPh/R++m23/fsU+Wv3Qc2D/ll96/yMseO9B/57yf9+jSjxzoB5+1OP+2ZrQ/4RzRic/2Zbf8AfFIfDOik5OmW/wD3xRbEd0HNg+0vvRR/4TjQP+fp/wDv2aUeN9BP/L2R/wBs2/wq7/wjGif9Ay3/AO+aafC2hHrplv8A980rYjugvg+0vvRUHjTw+Ol3jvxG3+FL/wAJtoH/AD+H/v23+FWv+EV0L/oGW/5Uf8IroX/QMt/yo/2juhXwfaX4FM+N9AB/4+ifpGaP+E40H/n6f/v2aujwxoY4GmW//fNH/CMaJ/0DLf8A75otiO6HfB9pfeigfHOgDj7RJ+ERpD470H/nvKfpEa0h4a0UDA0y2/74pR4d0Zemm23/AHwKLYjug5sH2l96Mo+PtCH/AC1mP/bI00/EDQv71x/36rZGg6QOmm23/fsU8aHpQ6adbf8AfsUctfug58H/ACy+9f5GCfiFovYXB/7Z/wD16jPxE0gdIbk/8BH+NdINI00dLC2/79CnLptiv3bOAfSMUclf+ZB7TCfyP7/+AcufiNpgHy2l0fwX/Gmf8LHsv4dPuT+IrrxZ2q9LaIf8AFOEEI6Qxj/gIo5K3834B7XC/wDPt/ecYfiJGfuaRct/wL/61IfiBO33NDuD+J/wrtxGg6Io/ClwOwo9nW/n/APb4bpS/FnDf8Jvqr/6rw/Kfru/wo/4SzxI/wBzw+w+qv8A4V3VJT9lU/nF9YorakvvZw39v+L5PuaIq/VD/jR/aPjmX7unRJ/wEf413NLS9hLrNj+tw6Uo/icL/wAV7L/zwT/vij+zfHMv39Qij+jD+gru6KPqy6yf3h9da2hH7jhP+Eb8Wzf67XAv0c/0FL/whOsSf6/X5CPYt/jXdUU/qtPrf7w+v1ull8kcMPh3u5m1i4b14/xNTR/DjSwfnubp/wAQP6V2dFCwtLsJ4/EfzHLR+AdDTrFM/wDvSmrcfg/QouRp0bf7xJ/rW9RVqhTW0UZyxVeW8395mxaDpUBzHp1sv/bMVbS1gjGI4I1/3VAqeirUYrZGLnJ7sbjFLS0VRImKMUtFABRRRQAUUUUAFFFFABSGlpKAOPXHzbQoG9sbVIH3j2NLR/E+c/fbq249T3orie5yPcKKKKQgooooAKKKKACtLQtv2q54XdtTsc9T36YrNrT0LP2i4642r/Fx37f1rSl8RdP4jdooorqOkKKKKACiiigAzRXN+O9Vv9E8JXuoaaYhdRGMKZBkDdIqk/k1aV7rEWlQ2hvkm8y4kWEC2gkmAc+pVeF/2iAKANKisDW9evNO1rR9NtLKC4fUmlUNLOYwhjTf2U5yARVGz8atdapbRNp+yyur+fToZvNy/nRBi25cYCkxyAEEn5RxzwAdbRXn0vxFvbeG7km0m2C2xsySt0xytzK0an/V5427uM5BGK3rfxXFfeJ7TS7FIbi1ntJrg3KyEFWikWNkK465YdSMYPFAHR0Ug5FLQAUUUUAFFFFADJf9S/8AumuL+Ef/ACTLSfrN/wCjXrtZATGwHUgivMPDFr8RPC3h+20aDw/o9xFbl9sr6gVLBnLcjb70Aeo0Vwv9rfEr/oV9E/8ABk3/AMTQdX+JQ6+GNE/8GTf/ABNAHdUVwR1v4ijr4c0EfXVD/wDE04ax8SG6eGdDP01Nv/iaAO7orhf7W+JX/Qr6J/4Mm/8AiaP7W+JX/Qr6J/4Mm/8AiaAO6orhf7W+JX/Qr6J/4Mm/+Jo/tb4lf9Cvon/gyb/4mgDuqK4X+1viV/0K+if+DJv/AImj+1viV/0K+if+DJv/AImgDuqK4X+1viV/0K+if+DJv/iaP7W+JX/Qr6J/4Mm/+JoA7qiuF/tb4lf9Cvon/gyb/wCJo/tb4lf9Cvon/gyb/wCJoA7qiuF/tb4lf9Cvon/gyb/4mj+1viV/0K+if+DJv/iaAO6orhf7W+JX/Qr6J/4Mm/8AiaP7W+JX/Qr6J/4Mm/8AiaAO6orhf7W+JX/Qr6J/4Mm/+JpDq/xJA58MaIPrqbf/ABNAHd0VwJ134ijr4c0H/wAGh/8AiaUa58RT08N6Efpqh/8AiaLAd7RXC/2v8Sj08L6J/wCDJv8A4mj+1viV/wBCvon/AIMm/wDiaAO6orhf7W+JX/Qr6J/4Mm/+Jo/tb4lf9Cvon/gyb/4mgDuqK4X+1viV/wBCvon/AIMm/wDiaP7W+JX/AEK+if8Agyb/AOJoA7qiuF/tb4lf9Cvon/gyb/4mj+1viV/0K+if+DJv/iaAO6orhf7W+JX/AEK+if8Agyb/AOJo/tb4lf8AQr6J/wCDJv8A4mgDuqK4X+1viV/0K+if+DJv/iaP7W+JX/Qr6J/4Mm/+JoA7qiuF/tb4lf8AQr6J/wCDJv8A4mj+1viV/wBCvon/AIMm/wDiaAO6orhf7W+JX/Qr6J/4Mm/+Jo/tb4lf9Cvon/gyb/4mgDuqK4X+1viV/wBCvon/AIMm/wDiaP7W+JX/AEK+if8Agyb/AOJoA7qiuF/tb4lf9Cvon/gyb/4mj+1viV/0K+if+DJv/iaAO6orhf7W+JX/AEK+if8Agyb/AOJo/tb4lf8AQr6J/wCDJv8A4mgDuqK4X+1viV/0K+if+DJv/iaP7W+JX/Qr6J/4Mm/+JoA7qkNcN/a3xK/6FfRP/Bk3/wATTW1j4kL97wzoa/XU2/8AiaALY6v2+dv4Nv8AEe1LXPL/AMLAYny/D+iHJJx/abE8nP8Adp/lfEX/AKFzRf8AwYt/8TXM6UrnO6crm9RWD5XxF/6FzRf/AAYt/wDE0eV8Rv8AoXNF/wDBi3/xNL2Ug9nI3qKwfK+I3/QuaL/4MW/+Jo8r4jf9C5ov/gxb/wCJo9lIPZyN6isHyviN/wBC5ov/AIMW/wDiaPK+Iv8A0Lmi/wDgxb/4mj2Ug9nI3q09C/4+bj/dX+D6/wAX9K44x/EUDJ8OaL/4MW/+JqWzu/iDZyOyeHtCZ3AB/wCJo3b22+9XCnJO7KhBp3Z6TRXC/wBrfEr/AKFjRP8AwZN/8TR/a3xK/wChX0T/AMGTf/E1ubHdUVwv9rfEr/oV9E/8GTf/ABNH9rfEr/oV9E/8GTf/ABNAHdUVwv8Aa3xK/wChX0T/AMGTf/E0f2t8Sv8AoV9E/wDBk3/xNAHXanplprFhLY38ImtZQN8ZYjOCCORz1ANWIolhjWNBhFUKoz0Arif7W+JX/Qr6J/4Mm/8AiaP7W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По мнению социологов, изменение образа и темпа жизни происходило неравномерно. Так, скорость социальных изменений была ниже скорости генетических изменений до начала 20-го века. С 1900-х вплоть до 50-х годов технологии развивались в темпе и духе времени и были понятны поколениям того времени. А начиная с 1950-х годов мир технологий постоянно ускоряется, требуя всё большей адаптации со стороны людей. И теперь уже не технологии идут в помощь человеку и ему на благо, а скорее наоборот, человек становится рабом инновационного процесса, стараясь не отставать и соответствовать.
Это создаёт человечеству стресс во всех его аспектах жизни. Прогресс ускоряет темп передвижения людей по планете, от перемещений автомобилей, поездов, самолётов увеличивается волнение земной коры и растёт количество землетрясений и иных природных катаклизмов. Сейсмологи заметили, что когда в марте 2020 во всём мире начался карантин, количество мелких землетрясений уменьшилось в 1,5 раза.
От скорости перемещений людей страдает не только оболочка Земли, но и сами люди. Так, учащается количество войн, кризисов и эпидемий:
Действительно, где-то раз в поколение, каждые 20–30 лет, случаются серьёзные спады системы. Цивилизация движется неравномерно, скачкообразно, но при этом её движение похоже на синусоиду. Поэтому ощущение стабильности – мнимое, стабильности не существует ни в одном из аспектов жизни человека.
Люди уже с давних пор хотят понимать и предсказывать движение экономики по волнам синусоиды, стремятся заглядывать за её повороты, чтобы выгодно играть на бирже, покупать или продавать недвижимость, разворачивать или придерживать бизнес.
Было найдено множество способов, не все сквозь время доказали свою эффективность. Но есть одна теория, которая уже 100 лет преподаётся в разделе экономической теории и на которую опираются институты экономики всех развитых стран. В том числе ею до сегодняшнего дня пользуются учёные Гарвардского и Оксфордского университетов. Это теория больших циклов Николая Кондратьева. Разработанная в 1920-е годы, теория затмила все иные расчёты циклов, так как включает в себя гораздо больше аспектов: не только изменение финансовых показателей, но и социальные явления и технологические инновации. Причём нет единой цикличности для всего мира. Каждой стране соответствует свой ритм, и для каждой страны он рассчитывается отдельно.
Если следовать теории больших циклов, то Россия сейчас находится на дне 5 цикла, а выход из нижней точки ожидается только в 2023 году[1].
Как бы там ни было, исторически сложилось, что наша страна переживает множество катаклизмов, а для того, чтобы построить устойчивый бизнес, необходимо быть гибкими и уметь приспосабливаться ко всем стадиям развития экономики: подъёму, стабилизации, стагнации, рецессии, кризису. Причём, и на первый взгляд это может показаться странным, рецессия, то есть почти вертикальное падение, намного страшнее, чем кризис, то есть нахождение на дне.
Чтобы умело плыть по волнам, а не ломаться о скалы, руководители компаний, а также законодатели рынка, то есть маркетологи, должны понимать все механизмы и движущие силы изменений.
Приглашаю вас в увлекательный мир турбулентной экономики, где можно научиться не только выживать, но и побеждать.
В 2008 году появился весьма оптимистичный «мем»[2] с напоминанием того, что китайский иероглиф «кризис» в китайском языке означает «опасность и возможность». На самом деле, это прекрасное напоминание того, что всё не вечно – и дождь, и война, и кризис… Но в экономике есть догмы. Есть экономический словарь и совершенно чёткое определение, что экономический кризис – это резкое ухудшение экономической обстановки, связанной с остановкой производств и безработицей, ростом долгов и прекращением торговли.
Про свет в конце тоннеля в словаре не сказано. Возможно, это сделано, чтобы избежать ложных обещаний, но, на самом деле, и вы в этом уже скоро убедитесь, кризис бывает кратким, а бывает началом депрессии, то есть длительного спада.
Каждый раз, когда происходит кризис, люди очень встревожены, не понимают, как это могло случиться, пытаются разузнать, как спастись и что будет дальше. Но, самое удивительное – кризисы той или иной тяжести случаются каждые 10–15 лет, и каждый раз люди задают одни и те же вопросы.
Предлагаю разобраться в причинах и природе кризисов в рыночной экономике. Есть много гениальных наблюдений того, что предшествует кризису. При этом, действительно, происходит примерно одно и то же, но пока нет единого понимания, где же в наборе этих действий наступает «точка кипения». Обычно нужны две составляющие: причины копятся, а потом случается некий веский повод и происходит «взрыв».
Три самые часто цитируемые в мире причины возникновения кризисов таковы:
«Австрийская» теория. Суть теории сводится к тому, что люди на пике растущей экономики теряют равновесие и начинают инвестировать в неудачные проекты, набирают кредиты, учитывая положительную тенденцию заработка. В итоге надувается большой пузырь «плохих активов», который лопается. Детонатором может стать проблема банковской системы или рынка страхования.
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)
«Капиталистическая» теория Карла Маркса. Карл Маркс обозначил в своём труде «Капитал»: на рынке, где спрос и предложение не регулируются государством, кризисы будут всегда, чтобы «сбросить» излишки производства. Поясню на примере: бизнес создаёт продукт, который сперва отлично продаётся. Для прогноза производства и продаж строится график с учётом текущей оптимистичной тенденции. Закупается оборудование и сырьё, нанимаются рабочие – раздуваются постоянные издержки. Но когда появляется инновационный продукт или просто пропадает интерес рынка, у бизнеса начинаются большие проблемы. Заложенные в бизнес-план постоянные издержки надо окупать, а значит, надо производить и продавать. В ход идёт маркетинг, позиционирование, реклама, лишь бы продать всё то, что производится. И таких компаний большинство. А потребители имеют ограниченный бюджет и вскоре уже не способны покупать столько, сколько хотят продавать производители. В таком случае кризис приходит на помощь потребителям, убирая натиск продавцов и сглаживая ситуацию. В свою очередь, производители спасаются кредитами.