Цветная шизофрения. Юрий Цорулик

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80Y4g+Hki1uAtDvDuqrXQVPfE6pwK0hlZaNu/UESAoVOezho1115VjpmG3qPUsTBdZ6FVtgbbcRIrrndddyP5qlrrFpZX1bsrw8Y4j35XUjkNxcvGaAQ2y6pmVi0Ubfe+ytv2inM3+n6eRX6X0K/WsV6ppp41xazUBpJ4Hgpvt3DyQm4XUJe37LdNHqC4Gtw2Ggb8ttkj2Pxme69n+CRs3Btw2UusJd6wcHA1W1mu2va3IxbPtNdW+7Hsfst9H1K061vD1Yi4PZDvgVBlmxjmzq0rQ/Y1VOFblX2vLh0xnUAxkANtuya8LHosLt26t2PY3Jd/NvVE9K6vZktxK8K92TbV67KRW4vdSW+o29jI91ez/yH00217Ou3bQBPIk/PVVb7iK3EeX5UX7LnOo9dmNaaIYRbsdtixzqKS10e71bqraq9v+Eqt/0ahd07qjRc04tzfQ9QXzWYZ6Wz7Q2zTa11Hr0er/o/Wq/0iJKwR1vuwosDXtMmC4QO2v5yg4guM66n8qe3BzcNjHZePbjh9j62GxpZLqiGZDPftdups9ln8tBL+50JQvRdWqTSfLwSQt+qSSqf/9XytKSkkkpvdFzx07O+2b3MsrpvFLm/SFr6bacd7f3fTusZZuXR09YwMrKzrRa6vGsZndQzrfTLnCzPr/ZzcVlO5vr/AGP7a+um31KK7L8mzfsx/wBIuORCLqq53Fjb2wWgkbmBwd7/AN5nqV/+BpWkRJBIHy6l6XL+tWNm4HUHWNfXlZV2Q5lM7gK8l/TTtGTA/msbpVmNc+xnqW+vXb+k/TenS+tXWqOqZ7bcR7jSPWs9zdh3ZORkdQduZ7v0lbMmqiz8zfR+j/RrDSSQ9kzNwjh3dQqvryqcVvSDlYrmWNcacVteLkYf6Wv0H2XZWy3Y2zZZTTfb/IU8T6wYtRyOqWXOyf2e2ihl21zX5Vz82/6w/Rn9Wa/Lo2Pue7+jVep6f2i70VxjX2Bhqa52x5BcwEwSJ2S387bu9qRda1hqLnBhIcWTpIBDXFv721zklUd3qX9apxOj9Ja9zvtTaLsuA0D9M2/Or6UWfm1/Zbc3Mz/o+/2Vp7vrF0q6vLqc6wVZeZebGlu5zqcnKws1+VvJ/nG0dMZj2UP/AOD/AJz9L6XKvsssIc9xeQA0FxJgNG1jNfzWtHtUUlOn9Yuqjq/U3ZokB7GlzJOxtjh62U2hrvcyr7XbfZ7nb7bH2ZFv6S5ZiSSSlJJJJKf/1vK0TGofkXsoZzYYnwH5zv7LUNa3SaLasW/NYxzrS306ABJk/ngf1tv/AIImZJcMSeuw/vFs8ly/v54wIJhG8mXh39rH65/43yRQ24VFnUa8HGJIZ7LXnkuBLrXf2WqVuzL6o6ptRsAPp1sDwxobWNv0trv3d6s9MxMjFxcrJdW5uQGubWCNdBukNP0veodHczHodlPrL7LHenUGAl7vzrNo/dUJn8xB4uAcEdfmnL5pOrDlgThjOIwDmZy5nLHh9OLluX/V4sNTjLin6p/+GYmYwenW231eg6qqgHdlNeS2RBez3+32od2B0rHpqufZc31gHVghrjwHe5u383cr2ZR619DXEmiC6zHggAAT6jvS/lfmf+Zqn1Auy3lw6fcXaMZadzTAM/ze0tTISkTH1Sr9LX/v2zzXL4sccv6nEckTw4rxy9X+V/m+Uh6Y48cvbxe565z/AJ5tYeRgWizJrxmVU44n1Sxodu59oZ/5JV7Lsy6pt5rpqflPFdALA5xa78573fmf9bU2Vtq+y9LLN7XA25XYfve537rXf+ilYryen3OOS1jv1U+lU4mGkn27KG7/AE/cm6AkiJPb9L0/o/48maIllhHHPLHFKOmSMf1N5+GOTOR7cf8AwJgnwQ/1384087CbkZlWBjBrG1N33PAAjcRq5rdvv/cb/LQMvA9bPdj4wDKsdjRZY7RrRG4ue/5rRwqX0OJssYzKyLDZe1zgXbBudsY3/qnIODF1+dXaPVx73FxuaZYIk7PU9v0WuThkIujYhH7ZSPqn/wB6w5eUxZTAThwZOZy+qO3t4sOKXscv6fVj/wAj94lwNanp/TH4tuQX3PZSYc8bGhx/4Nj5d+d+es20Uh00uLmngPEOHxguatnNOHhdNbjVk2C8lzHCDMEHe781yw1NhJlxSJNX6b7OX8ThjxHFhjDGMgxxlm9qzw5J+rh4v9nwfvqSSSUzmP8A/9fytWWdSzmVCllpbW3gAAHx+nG9VkevDsfjOyOGhwrrby57yR7GN/qpsuHTiA3692bAc4lL2JTjLhJn7cjD9XH1S4uFNjdWyaC5xJuc4bSbHOOnl7k9nWMvaK6C3HqaI2VgDX8467nfSRK+n4zMs12v314zPUynDjcP8ExVzh2OYza39I9jr3Ds2ofQ/wA73f8AgSj/AFRN19uzdJ+IQx8HuyFGUeGEv1nplHjHHD97JL9//JZP82vT1XNorc2uw7nu3Oe6HHiNN0/2lKnPzLsmsXXv9PcC+CWjaNbPobfzE3T8SjIcfXcQ3XRpAIDRustsdDtlbG/9uWKbOjZhpD/a2x4llJMPcNJ0/tJS9oEggA967oxD4hOGOUZZMuMXL24zlXDjI+eP+s4vT+nkWf1CTlWgfpMqWNH7tZ+nP9f2MUDlMFVGMRuoqPqWAfnvOu3+S3/A/wDgis2dNNOHsLmOtJFtuw7nir6DNjPb6jd7vemd0Vgs9NuSCWua20FhBaX/AM2NHOa//OQEsX8P8H0ss8HxAn5QZGI47MI/zs5Z5w9cvXxcHFm/2ft/zcENGeW5Vubb77nNdDOGyRsaD/Ib+5/00DIzci8bXO21D6NTPawd9GNRrOnsFv2ei9t1+7b6Ya4aj6fvPs9iLX0yv0N9j5L7HNa9plorr/n8j+U327Gp14xUvIDTp4MPtc9kEsV+kGc8hjOMozyS/nPcyQlL1yn7fo/uNXNyTk3bwNrGNDK2jgNaOAgKwMLIsLHNZtbcHPaCYAY36T3ud9FjUW3p9VeK3I+0tO8kNG10Ej6W10f98ThKEQIg+ArVgly/M5pZMso/6ycpmOL0+nWPucH+cx/L+/jaSSXeEk9qv//Q8sY0ve1gIBcQAToNfFbm3Ex7qHW5FQpxGQxjTvJsP07HMb9H3LCSTJw4q1oa7eLb5Tmxy4kRiGScjGQMjLh/VnjjExj80fc4J/N+g6NX2aw/ZKrnPOTaHX3PAYCxkvj3Od7t3vVp2TVki3HxdDl2bPUj37GjdY7Z7f0TKttVNf8AxixEgSCCDBGoITTiB1v/ANG7/wDRZcfxKUBw+3ERPplwmV+yeK8eMz4+D+d5j9Z8/wCtday+rEqqwXaB9gfkcbm1F24U2FnufZt+mj/aKDmXNstbf9plp2khtdDA6x36SPpOb/gq/wC2sJIEifPQoHCO+pu/M9V0fis4kVCPBEx4InXgx44yx+3+5Pjjkyfof5Sbr19TF11l7q21U0tFhYOXvbtZjse/+S/3MRMbOe9rsqy6iqJFVJBADyf0lrmxvc/Z+7/pFiSYidDrHwSROCPl/wB6qHxbOCDL1n1SlrwcWWXyz/V8Ppx/o4/k9z9Y7dNldQ30ejbblPFVO2pzGgD+dPZ2z3p7cnDcx9rtoY5wpx6W6AsY7eS/9yu2zb6ns/mlib3+PA2j4HsmBIMjQjuh7Au7K7/S0hHgGOPDR9O8eKXzS9XFx/Pl+ef+Z/zTt2ZbK89+TkFooNZqbSRL3s/4v/Bte73fpvzFU6tfWPTw6qxWygaidxDne6yvfJ3bf+rWekSSSTyUY4QCDewYs3xLJlx5MfCI+7LiMvmnUzx5IcX7nHHFwxhwfzakkklK0H//2f/tKg5QaG90b3Nob3AgMy4wADhCSU0EBAAAAAAADxwBWgADGyVHHAIAAAJCvgA4QklNBCUAAAAAABAFbgOtakcCsJ8Rnra3EVMgOEJJTQQ6AAAAAAETAAAAEAAAAAEAAAAAAAtwcmludE91dHB1dAAAAAYAAAAAQ2xyU2VudW0AAAAAQ2xyUwAAAABSR0JDAAAAAEludGVlbnVtAAAAAEludGUAAAAAQ2xybQAAAABNcEJsYm9vbAEAAAAPcHJpbnRTaXh0ZWVuQml0Ym9vbAAAAAALcHJpbnRlck5hbWVURVhUAAAAAQAAAAAAD3ByaW50UHJvb2ZTZXR1cE9iamMAAAAVBB8EMARABDAEPAQ1BEIEQARLACAERgQyBDUEQgQ+BD8EQAQ+BDEESwAAAAAACnByb29mU2V0dXAAAAABAAAAAEJsdG5lbnVtAAAADGJ1aWx0aW5Qcm9vZgAAAAlwcm9vZkNNWUsAOEJJTQQ7AAAAAAItAAAAEAAAAAEAAAAAABJwcmludE91dHB1dE9wdGlvbnMAAAAXAAAAAENwdG5ib29sAAAAAABDbGJyYm9vbAAAAAAAUmdzTWJvb2wAAAAAAENybkNib29sAAAAAABDbnRDYm9vbAAAAAAATGJsc2Jvb2wAAAAAAE5ndHZib29sAAAAAABFbWxEYm9vbAAAAAAASW50cmJvb2wAAAAAAEJja2dPYmpjAAAAAQAAAAAAAFJHQkMAAAADAAAAAFJkICBkb3ViQG/gAAAAAAAAAAAAR3JuIGRvdWJAb+AAAAAAAAAAAABCbCAgZG91YkBv4AAAAAAAAAAAAEJyZFRVbnRGI1JsdAAAAAAA

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