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OdAenJVjmiUdbG+MkC1seAQVYAiLF66TFOTCRqdOjNJALYk7WKFCB3xvtO1gOaIIDKygLrF5R/DXq7Tbopv5yDfYQorRPJKsLgEk9yxk/+aOXmBnIvqnV6Mv8AD7et036W/wCnqbTsv8bqvJWMD5t8Lx6h9WSFldoIIy669thinm3B3iWNSNrBHBYCvIU8uM9q02s9oNOfydRIP+Ogf/7kb1v5E8Gq/Tf8NN/smZek5++2XaPwJnOXuBUPPqwDug01c2f4qRaFc/8Aw5zy3omin6GhUhFU6VYIwuoO10kiV5D1OnvEtRIV2ggASc8gi9+ItasjrpxOIw1rIemJVbeuwQsP0X1EazXFebNXJ02yNUhqMR7Ao22AiUCoH+wFePF4EX0zQnTJHFDGvTti+6d2ZSxLEKWQlwLoWV4A+2Slkm77jj4vZUrd323fL7ePtuyRG4YBlNggEH7g8g5sTgRg8vTvpp1f6Oq2y7/+Z078f6f/ADnRmexSqRxZLkEfehtN/wDH9s5jXRlN6tvWyLjBk5BII7AfBBGdJ5CotULk+wIH9zuI4/zgCz7wNq7K5bcd1/bbtqvzu/tnNHl2ndGgajtAkYgn2s9MV7exzpb7vC7PvuO48faqHP5OadFyGBlIs9pRQCo+3dYJ/JwOYkn2m4ot1ih1m2ke9t0rH7Ub/GVmqCRKQ8OkiaVl3Dr9PdX0ncIgS2664/v7ZO/h4XIiYtIY7sMzMLNGn/STyCA39hmk/H1bYXchUMYEkjAGvBT7V7EKL9sCh+JC/TCIWQL2lgWmAdiANx1ELIUV2u/qoCq8ZYfDumEmnZxAkcjhlUshLdgKrvL9zlW3iz5HIq81nTddr8yNedx6jKh57yoNMQWPTj5btG4DOEPrE0KlSvVqwqu5Eu6wNpdVKsQZIEP2ZyNzbScDhNoUTQmKJElkjcI+yMTmNjJuegVssLIHAANcAAgRdD6d09XIT1HYCONmsgLccThOvFH1fqskOStMtfYdPR9cYo3SBFTdI0nUZSBIrbCXJ2KVUmWPvYOa3k3tsyvSodmyxuqwnV+veGtkMtkxy2WtSWR+CpAJACciRyltsWklk32QZt5AFmzcZIYMfFcX59ss5GnCjpxRXXIMrAD7AERHiq9hkFYhKrLxI3HytUi2oWrWwLKk7e/vF+Cc3aBI0TeskVbuIHlZFN+4UVXvbLQ58YEsyT8VFF4F/OcU1dwHyuRfg8X9hnPq6ncPkwbe2z133DgbqHRo0brkXQ8XQaZWami1e9DtsMqMCKF0ybSCfNm/PiuM6K863uSNwBwVZkJN+NjAgce+7/zgbq8ttccdd209RrP9Njp8X78mvziJ5dhLJGH5pRIxU/a2Mdj/AAc0XXkKWkhljogVtEhN+4EJc1mV9UhJUdZAzglVZgrGjR7Wo+QR4wOfV1O0fJhDWbHXciuNvPRFk918cUPN8R/UNHNOqK6oKO47JZFIbuHBC3W0/wCT+Act8zgeZn02oGsj6SoEjiZV89NYyQGRu295ZYCtGgI3uuN2nwxFIsTrpm0+0ajV7vrY9T+Ik3345u+PYULPk3HpVOZJgW+Y20bhVJFaChf0lt7g+SHyuT1eLTzywqkj3JvcRxqFh3rFuJsglSX3lgDy7f0mgngauxZ09Xz2yXXvXOed+M9NN045ZCLSSNGOl3x6lo5XVHiR9/6jtsf6QRRAI9plNJ8/WKt3HpBub8zyrSC78pGXYgj/AL0Z9sCH8C6F445nkhaPqzFo+tR1BiCIqdVwSWaw9biSF2gm89LjGBnGMYEfX6NZ4nikFpIrIw/0sCDz/fKbRfEUcWnB1koSSKT+He/qkmWgu1FskyKUkVRZqQZc6/WpAheVtqgqLokkuwRQAASSWZQAPJIzzOm1unb1ASxC+svSkLxOjpKnUMR71BAYRzofzHGPfAstJ6GOsZ7dFlAd4GJIEnB9nKDkBqA+rcb7jd5jGBC00RWV90zuxtlUgBVRjwBQAYgqeTZ5/OdYNGiFmRAGb6m8sffknms3nBqxu7bO1dtvwe3u49/uOQOc4aPXiZS0aOKHHVR47PPFML4PB4/zgTM06osixYFkDzR8GvPsc5GAugErc3Z6ZZB5sCwbrxfPP/Gd9o81zgco5C62FKE3QccjngkA/wB6u+fbMahE4aQ1RFbmpbJG3i6Juq/OaRasSq/RPjhXZTsJryPG8DjkGva/NdBpwdhcBnTwxUWCRRI+14GrF33qAYwKCv2kn7kDkV7d3vfFeYwQ8xoXUJ9Uz9xskMwUv54J5+kcAeCF7SR9YUwZFDeLA6ige9chSfawTXPBIOhCz0bbpo9+22Tb/wA7Q37WV918hCYdREZARzUCyG9xoVMwbuYgBmAJuhfDHt0jT5iK0bMOoIlZy27ZChlMpv7zKBf6u088ZJafcjTpQcqUgLvSNuNIfsA7bPFkjb78ZvpICkkaCQlYYdrAtbMXKhXYX5+VJyR+pq98CmgO2JJFQsg08D2YrJWPcswPnuMb8Ld9vvzkt4ShKn5uxKljIZjLB39JwCO6UFdpo9wu+dgHT02NdujkQhV6RQKWJtZFVwAf1G4l8+15ppoTHF2jfLoy0YA3bmhO1gnNbnMXT55Bdf3wOkpTarzOJYLVophe+MMCbLr4TgDeK4am8FjKaWWE9460fPcg+ao/KDhx55Wj4G08nNWk6RMhcfw7qC1g9jEjuFD6Gu2uqIv3NZ6TafmMXAF/lKvdGFHHTCjuHFbP8f0kOn8JDMVmCqW4IkXtah4G5aNf6Tx7EZlYJVJKy71piEkUA7v0gSIBS/urHNF00cpWeF6ZgDvQ9sg9gw8MPbnkc0Rmq+oNEP8AqwsYBA6ob5TXwPPKH8Nx3ABmwOkeuIUmeJotpAJsOpv3BXnaPuwXJAKSrY2up8eGU0f8eRnQNzX4v8c/nI2t9PSWi24MPDI7Iw963KQSL9jY/GBofSYe7bHsL3uMRMTGzd7oyDd+93yfvlf6xpyqxwxaueN5i8aFQsrcgszkyAsAqq1NuFFh9RIGWBimViVlV17jtkXaQeSoEicBQaHKE17n35ejlpPnuJEMiqFickCNQWIOwqCrtYJsWKA9sCxVaAA9uOTZ/wAnIHqfo6TsrOzdpU7QRtbY25bBBqj7rRIJBJBrLHGB5f0z1dNKk0Wpkp4FaUR9PaFgF7EiIHzVXbQI7u5QwBNZZ/DejeOAGb+dKTLNzdSSclb9wg2oP9KLkb1pF1Gog03BEbLqpgQDSxk9EXfaWlAYcciBxl9gYxmcYDGMYHLVadZEZHUMrAghgGBB+4IIP988X6VphImo0gdSwcmJunCnTmgcOgKoVZirBHB6agrzZsX7nKub0RGnE2+UHcGKB6jZ1AVWI88AAUCB545NhI9H141EKSgbSw7lPlHUlZENe6sGU/kZMyl0S9DVyR38vUjrR/iVaWdfsAR0nA9yZTl1gMhSbYCXCqsbMzzOX2hKT66PFdouq8398m4wIcuvBDCECV1KgqrKNpbxuYngVyfJquDYvqdPuKsxIKj6Vc7L9yQK3f3/AHoHOcMPRpUUCLtVEjjAEf1WeDW08cAcH8Hjq+oHIQqz7dyruqwfBvmlv3o/3wOkj7QTRNAmgLJr7D3ORo4S5WSTcpANR7gVBs0xoctVe5A9r8npFpgG3ty5UKeTtH3CqTQBPn3NC7oUnZjQjK3uG4nnavk8fcigL8XfNUQ0kKzBkWQjawDlODxTFd3tYoGuRfsczrFZqWNwvcpc33BOSaFeWK7fbgsRyKzrK4RSxHCgsaBJ45NAck/gZppohy+za8gUtZsihwt2RxzwOLJPuTgR5tsk6Jz8kCU/024eNL+/HUNfgH7ZnQKpeWRW3FmCeK29Ibdv57i5v/V+Mz6U5aPqMoUyEv4o7fEe6+d2wJf5vMeiFTCjou0S3LRO7mYmQ8/u/wDbxgQbb+Ehefcrx9B3OwWCpXfa8AcFgfsDdcVkyb5eoRghPWHTZhZoxh5EsVQFGUWffaPfOWm06y6IIakV4NvDMA4KV9QpgD9+Dm7yHU6UPDatJGksfNd1CRAa9rABHuLGBiBOnI8cjbo5izRhrJs2ZY+RVfqAu6ZwBSY0rmB1hYfLbiFrJIIBJiYn3AFqfcAg8rbd5Y11EasK/RJGQ3hhyvcp5HsaPIJHg5iIjUw1IhXcCHU2GVlNMAwo2GBph9gQfBwNdVp3Q79OF8kyREBRJdWwarEgrgng8g1YZZOn1CShtjBqJRh7hh5Ug8g8jz7EH3yPo9TtboSMTIq2GYAdVRQLiuLBIDVVEg0Awxq9EdxlhpZqC2b2uoN7XA8+9N5Xca4JBDVNAYio07BI14MRXs2kknbXKHnjytCq9x00vqKuxjIZJACenIAGKggFhRIZeV5UmrANHjOUXrEe+OGRlj1EgYiEsC9Le4ivK8ef/fjI+t/6smFK6IZlmfuDWtdkbCu4N5kB7ClDu+kNpCNWzR1u06HuYNxJKji4xtPKKVIcHgnt5phlvnLS6dYkVI1CogCqqigqgUAB9qzrgMwzACyaA5JOZzzPx16osUSRMCRO1S7dtrp1K9diWZQFpkjLXwZgcCL6b6qY5TK0Vrq3hJO8dSNZT09KvSNHZtXcaumkk47Wr2GeT+HtM2onbUux2xu3S2FlDB0CnejICCPG07fC7lYosjeswGMYwGMYwGMYwKj4l0rNEJIgTLp3E0YFWxQEPHzx3xtIn4337ZZ6adZEV0Nq6hlP3DCwf8HOmUfw+xhkm0jeIyJYft0JixC/bscSpQ8KI/vgXmMYwGQdH6akDO0S0HolFChdwu2HANmx712igObnYwIeo14DdOOnksAqGrYDzuerKivHHJIH5HeCFUvaK3Es3uSze5J/sPwAB4AxNAG82Dam1JU9psCx5F+3g5H1s8saO6xdY2NkaUrUaBsu1GuSSKNDgE+Q6dRzLtAqNVtmI+pmNBR+wBJ/3LXvmnqoZk2RsFZ2Vb3UQtjqFffcE3VXvWZ9MjVF2K5ZkPeT9RdqZmP5O6+OOeMxEEklMgYkxbov9ILbGeuOTwgv2ojzeBn1d3EMnSFybSE4vvPC2PcWReSlWhQ8DOGrVjsCNQ3gtzztAJofuQo/YnJGBA9DhVdPCENgRqFYiiVoEftnT0xnKHqqAweVRQoFFkYRmvygU5z9BIOmhKqVXpR7QTuIG0UCa5Ne+dtMjB5d0m4Mysi+6LsVa/Ysjt/c/bAj+mKI3lh3X3GZRtbtSZmJG48E9QS8DwCorxeJh0ZupYEc21XHP821SNuB+oUhv7R/nHqjiJ4piPDCFjZ4WZlANDgnqCEc+AWzt6lNDtMc7LUisNhPc42ksAo7iaB8c8YG+v0nUWg2xxyjgWUb2P5HsR7gke+R19VRE/6hlSRNodQSe5hwEFbn3UdtCzRFWCMj6DU6mRF+WqjvBkkDKxAJCMIaBthTEMVq6o5M03piKyyP8yZQyiV1XqBWNlQVUbV8cD7DzgV+s9L/AI14pJN8UcdsoVmSZ96lWSQiisZBBKA2Sqkkbay8ArgZnGAxjGAyi9GUaiXUahhaMTp4gRwYoiRIaI/VKZPwVSM50+Kda0cIjhNT6h1giIq1Z73SC/6IxJJ/+Fe+Wei0qQxpHGu1I1VFA9lUUB/gYHP0/wBPjgUrEpALFjbMxJP5Yk+KAHsAAKAAyVjGAxjGAxjGAxjGAzi2mUyLIV71VkDe4VypYf3KJ/jO2MBjGMBjGMBjGRZ/UY0dY3enYEgUfADGyfA4R6vztNeMCRJGGBVgCDwQeQciRemrGH6TNGZCzGmLBWYliyq9qtkkmhRJzTS+sRSGMIWPWUuny3+kfqY7ewH23VftnfQa+OeMSxNujbkNRUEfcbgLH58HAh6jQzGdZVmj2oGUI0LX37Nx3iTz2cdv6j5zv6hNOquYYY5GH0K0pQt2kn9BAO6gBdG+SM3b1SEOEM8e8iwu9dxAbZdXf1EL+/GQNf6nDOs2nj1KJKV6YY0QHmRunQsbzXNA84Gnw9q5pIbCwMigrE6PtD7TXMaqwjHBFBm8eBdCSNDN1mlEkaloo4yOmzHcjFr3bxajfIAKH1XftnT0mWNYVCTRuqKBuV9y8WPLMx8gjknwc2n9Y06Eq+oiUqCSDIoIAbaSQT4Dcfvgb6jQ9TiSR9pQqyo2wEnywK96t9qbj9+c66fSIlbFAobQfLVd1uPJ5JPP3zlq/U4YjUs8aELvId1U7brdRPi+LzUerQFtg1EW+0G3qLutxaCruyKI+94E3GRH9ThV9jTxh9yrtMihtzDcq1d2QCQPcDMx+pQsAVmjINUQ6kGztFEHm24/fjAlYzhptZHLu6ciPtIDbWDbSRYBo8cZ3wGMYwI8uiRpElZbeMOENntD7d3HiztHPnz9zkjGMBjGMBjGMBjGMBjGMBjGMBjGMBjGMBnj/iKXS9TUUkjanovGTGGvuEKBFYgqGAniIFf91iASWz2GRNT6ZDIWMkSsXADWPIU2P/b/AAPtgec9MOmjRpBNKgGnMk5APTAbfOxL9MBXH8Sz7Rt4K9tLxYQJpn0agvUJhkUMwWNulVSGgAAKHkCvBH3yy/8AS4vmfLHzgBIOaalCDjxe0KLHNKPsM6yaRGXYyArtK0RfaRRHPsRgeJaD0/Y+3UTxoqMdoiZen02jikoGG9+5IrU2RwygXeSGg9PKyyHUOI45HSQm1UGRxJsB2A7Q/cCDYJJvPQn4e024uYQS267LEdy7GIW6BK8Egc5s/oOnaMRtCCgYuFJJAYqUJ8/0sRXteB5pvT9BIzquokRmYg0u0HcdjAB4trLc3vYG9iKts5w6H09z1P4l2BkRj1I17mXdC4IeK9rmy3tdMNoIu/b4T0pIuJuCxrrTUd6hCCN9FdqqNp4AHAGYHwrpzJMzrvSZWVom5j7yDIaPuxVCT/pGBV+tzaFw80uqkS2olQTRBRdoUxnm4jXFgyGiNwzbQwaEahCkrmVGMe1kaix6b0bj4G7a4IIG5zR9hYv8H6QsWMb2x3f/AOiegSUJ2jqUgPTjFKBwteOMlaf4fgRxIqNuDOwuWRgGcsSdrMV8s1ccWarA836zotJJqJBPrJw1Osi9OgFOyRDvEVKke1SGvy4BY7qOraDQSil1jrIwreoVJBueONjtMdKS6LfbwxLcE3l3qvhDTSyM8gkbesgKmaTaepQY/VfhUAF0uwbQM3m+EtKylTEeV2lhLJv27USt+6/pjUefv9zgcPhU6MSagaN2d2ZZJSQ9AOX2BSVC7QRINq+Duvkm/R5B9O9Ih05doYwrSm3ayWY7mbkkknl2r7XXgDJ2AxjGAxjGAxjGAxjGAxjGAxjGAxjGAxjGAxjGAxjGAxjGAxjKT43hZ9BqljRncxOFVFLMzV2gAe91gXeM8jqIpIdRKYI3jiY6fqPFBuYKIpz2JtIY9Tog0pIDH9xyk1/qLbT0nSQacBkVIzE+p6BkcqxulDsiLucAshHjkh7PGQPR2cxfMZna3otGI2K2dtrfkChZq6us8tLrNWoiRpZwZZ5FS0gEzqNI0igqy7bEqNde447MD3GM8iya8lyWcMHh7UVOmU68JYq7SX/K6oK0D55vYTiHT6/5O7eKMZkt0sgaolh9XA6PJ88UPPgPX4yj+HYtQskx1G7adpj3OGB75b4DHadvSsCh9vBOXmAxjGAxjGAxjGAxjGAxjGAxjGAxjGAxjGAxjGAxjGAxjGAxjGAxjGAzVkBIJAJHix4xjA2xjGAxjGAxjGAzGZxgMxmcYDGMYH//2Q==
Далек. У вас из квадратных масс черепная коробка да ягодицы. Квадратов вокруг тоже очень мало. А ваше поле зрения описывается прямоугольником (овал был бы неплох, но это затратно в производстве). Кроме того, вокруг очень мало квадратов, даже окна как правило четко разделены на прямоугольники. Круги великолепны (круглые зеркала - классика), да, но тоже затратны.
Ну как же, разве не видно, что он описывает вашу голову? Почему книги не квадратны? Квадрат неестественен. Как маджента среди цветов, например. Все эти форматы выведены из золотого сечения, а оно очень похоже на нас.
Загляните в авард или третьяковку. Там квадратов - всего один на сотню-две.
И да, черный квадрат - вызов.
квадрат далек от пропорций человека
???? Что "то то и оно"?
Загляните в авард или третьяковку. Там квадратов - всего один на сотню-две.
И да, черный квадрат - вызов.
Последнее редактирование: