Шаг 6 - Рисуем внешнее свечение:
Создайте еще один слой между слоем с тенью и слоями с цветами.
Используя инструмент Мягкая Кисть (Soft Brush) размером 100 и цвета #34C230, нарисуйте немного свечения.
Старайтесь не зарисовать тени, что вы нарисовали ранее.
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)
Шаг 7 - Рисуем Осветление:
Создайте новый слой поверх остальных слоев.
Используя инструмент Мягкая Кисть (Soft Brush) размером 25 и цвета #FFFFFF и прозрачностью 30% нарисуйте несколько осветленных областей вдоль верхних границ каждой буквы как показано на рисунке.
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)
Шаг 8 - Добавляем капли краски:
Загрузите набор кистей Paint Drips, которые вы загрузили ранее.
Создайте новый слой поверх слоя с осветлениями. Поставьте прозрачность этого слоя равной 40%.
Поставьте цвет переднего плана #FFFFFF, нарисуйте несколько пятен краски на концах нескольких осветлений.
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)
Шаг 9 - Добавляем текстуры:
Продублируйте изображение стены и перетащите дублированную копию на самый верхний слой.
Нажмите Image > Adjustments > Auto Levels. Поставьте режим наложения этого слоя на Overlay.
Используя инструмент Мягкая Стирка (Soft Eraser) размером 200, сотрите все области вне граффити так, чтобы были грязные контуры кирпичей поверх краски.
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3V3TeJ/UsnZ3uxkuHq3qaRf1KPtRWwIY1jEmijcW1Y4gijAStGnELcc7dvVfbT/AKr/AMVTfKmUwM0lkweBZMKvYZnuo2tGn/Z2Z1+Okj+3T9JPTOn/AHn8GuFqdFYv6jG9EBWY/wAKH4Eymf3kfx8V9aolLudrstzutiaRM7ZNUOy3renqLrZ7XceNyadEd2L9rLFCIMmiAmOJmLFSDaOAfQwXapHEohvHrU4WQtdOzg9FJto+eHLjIzsO9b1vdAd22p5brYtq492enqALuSAlgaxNYSIGLLWS1ksCWo08R9vpkWmRajWJWL8iVxuyu1mkMXzZZsqiRsIibSxNapdnGA215spnYmB0TMQcXy0dNFzHKwVFNGBOOs1rNazQCTNiSwJYksSXHeKWo+10L8dYru/+B/GrolDI1ulm6f7TPlJT/qp2vFTP5Ttdm8EH4IY3TRwsiDwv/lv1H8dOL+tUY91iFrAnwdWBMAE9o0OAr217awBh9CfW44gmjEndhTihMxXcuu5FdwKkmVlG+Ku6kNmGMsD8pysw+TFUFM3I10fHUkUfJUUdJITAsw1e2hYCL20zxsvQvQuLt21T9r/z6wfO/wCepfG3WL9+llZa1oRRuL2sw+XciVlimlIU7nKhHFr2XGVo0FTJWQx09bWnW1T9YPl/w4r6tQX8vJmRF42OgK4NK7OMjkex1tJPO4v3RJ5vb3OgkuO97xyOUjyediMrLYs/TI+TiQkGxXu7+CyT+I9tlGWZ7HTndG+KeV1n7W10B5O0xMnkdGbsWx1m7Nxb5U1SL924vYhfXrJDGTDrJABMeo3fSakjLLWawLTpNBG+GiRBBIEuonJoDUkRrQaKM9WmVRwyMzUsroac7lTm59uakhd4NJqEbLSa0mpQueg1h7Gk0ETi+k1qJ0cLuegkQPbjBcaap+0P11frU/P1j+v1/wC5ycpul1f+NfrF8pfv1H6vVv2qfsdQ+L/DjvgqMe6aQGC8asDNeNe0jOMyFoSX8deygOIRfQiCMXZolaG5PTE4jTk/sL2VnDr9pOEIj/HTdszm8LkIwmT6hf2kJxNF7KtA4+wvZRPBIVqdGMQr2kxwsHtpmjIvbXtLjHyp3p4XftoF20C7eBdtAu2gXbQLt4V20C7eBdvAu3gTwQuu3hXbwrt4VohZdvAu3gXbwLt4FoiXbwrt4V28KaCFl28K7eBdvAu3gXbwrt4F28C7eFdvCtELrtoF20C7aBdvCy7aBdtAhAQb/8QALBEAAgIBAwMEAQIHAAAAAAAAAAECEQMEEBIhMDETFCBBIjJRBSMzQlBScf/aAAgBAwEBPwHZLeituO9FFdu97JTojzfkcq6Mssss5Fl93LLj+RjzQroTg8k7ZwlE5HIschT7VFFEpvxEWmlP9Rj03p+EfVjhyOLuj0CUKkLE2jJjIN+GV8rLLLvbFSn1G6XQhkt0SXUxP6f0OrsslG8hZx/GmTVSs5bqQ38rJGHJyVM4q7HL8kN1KyEk0PJTFJObJZYp0ZM1+CXUg7XaSlLwNteUKTi+SFO42ZZrlaPUslKj1CU6ZfJdCT6GPyQ8dlmkxrhbM2KLiLDJ+CPNdDJezbe0otpNbKLZFcVR+UevZZo5XjHFtUYtPxVENMo9KNVgvI4xR7OVHtJryj27mLE4SUWZcMruhf6rafgXZ/h8vMSLY58P1Mc68sxS55psk+Pk4toUeGV19moVZYMljuLRxqe0yPZxzeOXJHvMhPLkn5IynNmHR0r5E9NJ/wBxjVRqyf8AWijWdFGQ7roZ48cjW0t6K7OJ8bI8TUTcJL9ioD4PP/xGqjF4WYeEsaNbFKfQi+5W1GDV8OkharC/slqMSV2Yc/8AO5P7Mso8HZo53jr9jXtdCrY1XUXdocWJTvqKNDlJ+WRnOHgblN3Iqt6/wN7X8b2va/h//8QAKxEAAgIBBAIABQMFAAAAAAAAAAECEQMQEiExBBMFIDAyQUBRYRQiM4Gx/9oACAECAQE/AdHr0XpZ2WWJm78a3pfy0UUUVY+Byl+WY8qkI2m02lFFFFaUVq9OBFE3t5M3jyyP7+CONQj/AAQ/hm43o4HkUeyM0xUcHBwOjjWyy0WTyV0TzRX3sWfB1Z63GTx7rjL/AKY8uTDKj3xeL2WL4lL8ohl341Mn523I0YpQycwIS/cTLLLL0oplFaeXCbg9hjSnOpsy4Ni3Loxf45fxyebBbllXUj2f27SxZ/X4sf8AYpK+TJ5CWXfAXKUhHOlMS+eSPiHjqD9kemf1D9exkFt8WU3+TDefA8S7R5fjOGThGLwN+Lc+zNhlHxY7lzZj+HTnHceN8NUXuyck4uiP0eBySN/7mSEZqn0ZsE8c9h4WCfp25ULAoLhEYbj1Ece5GSD6Rii/yZftInBwcHGtljGyLNtCi/2MJRtS60hPa2hDaj2Zcm7oprkT4+gyWjlY5WY57eT38nuQsu0c75IZVROe5lEuhP6DJdaVZQ1UVr2iPTLIrnSYvotG1HXQpSbHM3IYvtIaLRi0evBwcFIpHBwJc6RVnJztIXuJXZHoi9KRwcHHyXresoWbJCiyS4oXZkXJAq2VWt/Upi3WUUMor9DWtfr/AP/EADkQAAIBAQUECQQCAQQCAwAAAAABAhEDITEykRASM0ETICJRYXFykqEEI0KBUmIUQ4LB4TSxc6LR/9oACAEBAAY/ArVK1tMzwkWf3bTD+RxrT3HFtPccW01IJ2kmvFku3PHvM8/cZ7TUz2mpF70q7zvqZ7TUz2mpnnqQrKVK94+1aY95mtNTNaameepXelvb5mmY2hmn8kaueJaUc6b11DNafJjafJjaF7nXeMbQxtDG01Yu1aaklWePJma01P8AV+T/AFfkj2rSte8z2mpntNTPaasVbS0x7yW+5N7/ADLSj/IV5BpmYlWmONDMXv8AFmdnEZLtOlTMyN5dJknvGYV5nepVSY+21ccSWpF9JKu876meRaVk7l3meWpBb8tR/clj3i3pyp5kGpPAzste08KmZ6i7Tx7x3vExeoqt4FzepmeJRyZu7zoZnqYszPAl6i0wzMq6akVvqqM8dRpzjqXShqZo4d5mhqZ4X+I2rWFH4nFhqRW9HUzQ1JRco3+JniVc4amaJxIlVaRL7WF4odLG51OJEnF2se0qFI28a+Qpu2g6eA30sTixIx3lVcxNzjRkvuq9HFiJ9KtCvSq/wN12kaoT6SGBxYDXSxOLATdrA4sTixF21VeJJV/ItfWyHm+ovJ/+urZ+nbSbvPsx6Oy/mzef3LT+Ui0hFUcHtsvT1I+fVj5vqLzLTz24lp5rqy9X/CLWtc7EnF3GSepTclhXE4ctS6E9Thz1OHLUVIN3VxOHLUX253KmJwpe4cujd3iK2iuzXmRdlTDDuO1NIrZXrdpJijOVKlcV4CTjgcP5N7o/k4fyV3FU4SOF8jj0fyZPkpuXeZw/kb6LDxOCjhX+Y3KDb8ynRfJB9FmVcThP3G70V3mcL/7D+1gq5jh/JVWXyNpNX8y1u/NmDMGOv8WYMysyy0Mr0I3PKjKzBmDLT9Di43DVj+XNCc4znXkuz8k5x6GxjG/dhix2kkm1BQdRy+ltHZT+D79nd/KOztM7M11Gm6FU09s/IwZlZlZlZZUX4mR6GSWhkloOsXlZlZlZKq/Itb3nZPtPkZnqZmZnqR7b1HST1Mz1MzMzF2nmM8tTMyjm5S7o3in/AI1q4lLT6e2s/OI6NShK64tvpPxlfGuxxmk14i+osrrNujj3FpOSU7OzVF5ld3cf9WfY+pqu6RuWzvHIf+RZxfSOt6N/6Sbs5d1bjo/qrLtfyRWLqtqv5kr3iU3mZmYiveYzMzPUxZe+TJestZOX5vkSi54+Bxfg4j0KqfwJ9I7vAqp/BR2l/kcX4FLpLn4CjvYPuKrDvZ9x73hyOxBLyMDdnFNCtPp4/beZFj9ZZLJf+hWkea2TsJ3byOjg96rrV7YSf8SCfDs+1LxN1bHZ2sf+iqq7PlLZiJty0K78r33Di5yu8DPPQT3pUeFxu78se4dJyu8DMzMzNLQlR17RP/5Xsl6dmO29bLPzZvNVoJ2eD2NykkvEUoyqnslzLaweCfwy0+mk+1F3bF1LEgrt5qrey0l3InG0k35jsrRVjK4tLDuwFsRaL+2yz/eya6kvUWsbqb7E6Rx7i6mhy0OWhFXUb7jloX00OWhS7QTurU3ZvsS+NkLWC39zGz7xWlmmovueB2syGW0fBG/yb3hPk11bKXiWdf4rZRnS15YLZKSwVxcL/wDCUVS59xy9pitC9/BKVzdVyPx0OWhy0OWhP1stcM75iW9HHvM0dTGOpjHUTbjc+8zR1KJxb8zNExWolVYlDobTPHZKVnF9rMv+SW8hunIt5UfI6RRe9D/0Q57txbx/jO4wHOd0UbtnKsu4hd+RZS3HlMGZWVoOxsMechStINJ9+zOiUlaQvfecWBxIanEgTTtY1dKXnEhqXThqZ4ameGpO9Z2Wvre2z8upDz6qtrPleRtI/vbJflO5Dl/OQ08GW9hLLW5icnRSrUX3oakLGM003WTR0irKAoQhJX1vIeFx0MJUo+0UjazX7FZxnOQrW37c+S5I3Fm5FOpDy6jr/F7Zestews7Ivo8ThoyfJl+S+HLvMnyJqzw8Sqs0ZELs8u8w2Ub+1PETUqpmIrVOu5ihw+mb3U+4zv3UN63i/USc6pR7jiS+DiTL99/stPp5PehBVK2FtOxf9S1dvJWrn4CtO+paWM8zwKKVC+Q6eYqo3ejw8ThLU4aOEtSUujVxwoj+zozhfJw0TSX5lr2XnZHssysyvQyvQl2eRkZlZgJuNzMV+zHZQ/xrSWD7JvWlokj/AB/pVdK6veNTmnOTqy6hawlzLSVfzMxm+TelK7zLSdaRk2jOijmhy+knCj/B4H+R9T0caRuUWZkYom13iJPdbvMkjIzIya3caGRmVmVmVk/WWvqZiWflsle8xix+T2xSKWkE0TtLOsd1VuYq47I2kMTetHWhZv8Ats/bOybkYpXctkPPYmIwJU2QG+ZV7VTuRez/AHbJeWxEvMl6y1v/ACfIo5/BFb2Avu/A471b64DvwVcDHl3Gb46lovAVnB0KpxZ4lJIuIyUeXebqihx3FUrurA4a1I3RufeN7i1GKNpqVUFTzG93ErNKKOxDA3pCjCDk/wCqMI2K/tiWm+706Fd74M/wU6R49xRTeg+28O4zfBXf+BvexfcO/wDItfWz9dS1f9etKPejfmo7tO8vynSynFwrVD3rGL/QnZpr9kByrgTVq73hslR9p3IjN4PEk95YDlDuPqO9QqiHlshYrlexJlbSKcn8FyS8iUu5VH4uvUfpfUoP1Fr2Y52ZUZIje5HEyxMsThwMsRbcSm8zExZmZG8TVrRH/kSFu2tKHY+qFWal+xQdzSPuW2hOSbcuROFaVibtnNXeJvWjdPMc5sSdezftt3/R7MsRydnCtaYGSJdZxOHEyRGlGNDJElcsxa9n82ZWZWNUeJlZlZlZlZF9RbMTEiK8xMTEV5C2r2lj4m8ncSv2Zhpy2UfOO20/s0i4yjW68xlZlZhsZgS9Za+tkPIxMWYmpiYlRPq1MyFui2NN7WPwGLY0Ms5+NCuyxjychdSfVfq/4Ra3vM+Qlfd4Ce87/Ax+CtXj3Fb9Cik9DGWhi9DdlsymC2Xu4vZdFsysvroS3lVtEdj8iSMD9mBSg9i3qVjdssJeLFUzS0M8tCUt59nG4cayv50MXoOLk7vAxegnV3jp/ItfU9kPTs/3bK+HVr1UtjL0LZLyJbH57F5bVBvszu2Wb7p7IeWy2fhtn57LMl6y19bFcsC+KMsSm6im5EyoyROHAyRN7cjjQyRMsTKtkNnMcptqKIu+MXfey5mLJXjlUxEJ12LZVFlPviS8GmYIyROHAyxRLsRuRliZUZYmVFUqXlr2fzYruRlMpgXoysyswMrEt2/eMplMpetieyhuN3VMTEohIV4jyMdvidB9RclhI6GwlvVd7K0MrMplJXcjAwMDA/Za+t7Y+nqNf1fVs/Lqbr/XWuwRTYxrbTZ23QreVjhsr/bqS8tsvWWva/N8iu89DO9DN8Gf4Kb70Mz0H2sVTAxehzE97HwMXoRW9h4Gf4Lp/Bm+NlxfEw2dnqNFeruydIJVdDcVhCniqm9Z3Qn+PcZnodHV41wM0tClXoZpaDzXoxehi9CVP5lt62Pz6kPPq2fl1P0+tjtoU206knONYTXLkO330405PE33HdisF1F1ZestFRZmZURair/AwjoS7MarwLox0EnGN/gctD8dDLHQvjB/o3lZwrUyx0JVhG5F0Y6CTUb33GWOhljoLsq9GVFaLEV3In2I1SqYLQ5DWyMu8wQ+ysO45aGC0NzliYLQ37q17jloYLQ5aHLQoqaHLQVy0JV/mWr/ALMwI+By1JYanLUVxgYGHIwKXY95gT8jBakXKNKM/wCz/sj5GUS3b6mRk6xxiXQMYe4k6w9yPw9yLJJxqq17Ry/TJV/ictTlqVVNTlqbtVWtcTlqNumHectTGOpVOPuMY+4jl1JV/kW3rZLz6r6lr+urLz6kvUupD1D8+paea6iJ9S0/XVl6v+EWvZ/N8xx3Xf4mWWonfeYSMJFXvDzXH+ofmSXaoy7fKdrvPyPyG2p1fiPiXKp+Z+Y4du8/Mi+3eqn+oV+5cN9u8Ue3eNdq4/IlHtXn5jfbuMJmEhylv1Z+Ys95hMkkp3n5FFvGEjCRJ/2/4Kuxs2/ScGz9pwbP2nBs/acGz9pwbP2nBs/acGz9pwbP2nBs/acGz9pwbP2nCh7Tg2ftODZ+04Nn7ThQ9pwbP2nBs/acGz9pwbP2i+1D2nBs/acGz9pwbP2l1lD2nBs/acGz9pwbP2nBs/acKHtODZ+04Nn7Tg2ftODZ+04UPacGz9pwbP2nBs/acGz9pwbP2nBs/aUhFRXgj//EACcQAQACAgECBQUBAQAAAAAAAAEAESExQVFhEHGBkfGhscHR8OEg/9oACAEBAAE/IRBgGCdYVKFV5dYf7iH+onyGM2jkWoQCq1Zw/wBNMd/Uzre5iOVrLL4lj+bEP5s8/wDPLph93aEMDLFpX+xEuD1Srfu4F2ea81Lj8rP5GfKxonptYegXZGq7T5GGj88fJsDaHltuqgmveYpr3XwoTdsOUGtYqsqdH3UrL++L+T6wC4LLyviNv5Uf93GPUOhS7crPCM7xRD3oWlMNq1DMF3eIfAgUrUqi+YEu0Q7XQekS5vOH5tmP6IlxUrHem31gz7iFgWK57zPFGu+cFr8mApZne4arCYGjUpY9GbXJ3Bomqu+ccbdt+aBXvlHIixwhWVWxD+98HZxWb3mCrVbKR6lzZNjkY1C0hL+ZzMcs9U7RNZ84ciNRY/URE7hub2N4vtLMSh4Otzg3DF9olYrnvyJfR813gBYTiHMQOPDq7wUrD9xulPSktFW0a8kbmjHBiIGjlIj1LLkxcsKClDnzzLQvWmGeyM6THWUuEgNpDfD5ys3gwvaVlKlnlAXWLbzqKH5IPvANQ4RXEXWFdXImoCqYYHX2WNMo8pqBZTmAu6Uwxr/CwGRPdlq0QgiZG4YlmHMsmzrbMVc7Y3LqbA23MEhwMsOWICrSVzSGYxYc9eRP5vVhp+v4JuBNTJOifVDVmWurlwJ7X+7E69ZbVYhbTgID22+r8p5sTP7E4YidnUY4jHE9C/JidpTcLJaYsJbzDLdy7K/EVf1alxZlYnbwmEirC4UOoTaPS+srm4t3mMdPhhrnMrzZa0iazCqEVZZW7YXz20WzXU/CTZyMOpVHBuWX0p3vYGENGeCYKblXTA1lU4VixAZ9olMNuCgukbLMShqblRxYmBmVco32bqvC5sgNZle/dgqqbh8IMD14xb6NkMu2OpOHHuRY4cIXqHcDIM0XapgEWWnynvoYzZIULxkxwTU6bhbXmiLzvJ7sp/VPioRhRy+UP86fATD4Rw7Y9dof4k+OnxU0/NYc7jtrFalphpZH7XJp6rMq9vkepAL0I94agm6G36Sp3ccwzXs13FvE+kBaipgnRMQOIq3r3WILUnZmXMsiBVlg/wAKYfwT/FwH6Yiq1XB3fFRL5EqgQyRJ/BPhIbMN9+RBcVy92XLIYZgbiIv/AC+Hg9RIHWMteDBV+SH+pHUCrnsTD4o/aM80UShh6FWZ6h3FGsBqgXAmZ5RMUQqGqFjAHpxSXudxYqPg/Lj2h9vxYIcQbbsSN2DEaMeS5qMHYI4NXHDSyhHqTTcQds3NpzBHitzKTQ6XFv2S82lNG7z2ip+SVTKfuj7nmdmcx5fYmMAfVXLUDDNoy+gurzoT1wi3XnmOCrl+gtnhhale6S0JyA33OpUXNcN+QJVO40gevJlRg5SdjO4sPDDoKy51ShhVlXqcETHAovdRY9WME2UmLH3getaErcJndcEqcGI7ggFM6eV2jqxvYfOULUtAovtKwnZIxYv8dy5qVPhiH4rssFpFEB+sqIV9GXjmpCAxxfZ2Jr/fLKMNrDSnMUpwMzFbmBBWosH6TJKgT1t9oQEVddZqiIvdgVlyoFLUTwpSWpgti4HuEuIso+8VRyuLlhpzUVt1UlPcAuVjlueel9IbIcl832mEIKIi2y6u3glgSzgdk3TlPWWN9V90sZSDVh9yVnPlAA4zHOph537EP2AV3iW7I07RRaLKYA49uDcZeSJUqCqRtNb9M4l11EsP1w1VfLMRhIcTnJ4eqA2fedYKmj+4gYTCgqLlLhXr3iIFsO/cIl6R0dzFG7Bnwv6uMv6ueS6/SVEfF4Dr70MoDjw+sAWziIvrvfQiGVCFZuEoAhpFt+1KKfRwIMZqhG1gGeGYXsZdvh2T9UuH4I7HGCMdiJZeX1U5qCfol40AlLrGMSocAWbFQKsRxGT8ko/SlmbCdyysXNncD1J5WDTjV1cWQmj6S3lhMXAjHXQ7+qc2V32iBFs9E86XZ7jU1K19UWK3fMCNjEE6laDUJVUXyV+mZ4miNwcXAS1+sPCLKconP3Y1Bc5cV/3grZFTouUWBb2OailSAG5d8QWx5E/q9XxfrPuzNVMmcZSbmFwgvmDADDkA06MxANCWMamuXTtH2xM4YUylFr2GoaIwa+s52+WWJ4RZRxDDg3XNkeIGaO+1+qXXWLDXpA/kbI+sfuPBiOSBmI2Io2otnhmRLS59T+743BXpR9PH6h9iHsZ233gAGHWGHR5xpDhBRJjwJxF5kxmKKyW4B6wV/NNNuGKfONGJaRvROxYJB9cR10Th5j3LirUxTQeSH7eab2L5xxeW6pRgP0gRVA4wS0bk5Bhye8HhvqxALac5RDnCw6ZhDABaplMPKbofSCdbh1BS40AdHLc+eQYuoMFsD5vVMitnLzPk2ZFklRy/lOX87KoQI+hFPg6PdjOMHjvD/F8bOKq2+5vYfKUP44xyz0i82yzMGqyTFYTjj3jXmGymOQ5j06TzoMzrEtmYxdZOvKWW3umOeFzlsrnMRX7pn1iuA8iBdyB2mX80++TC087yo8o6rC4zfqSj+aC1swmgHcEVjYNwJj2vB64IZXgl/iF2JsvUFmc69idUyuzL3jrO5z92WcvvKa0OezGcfUmHV87tNZSecKr1PXKiJqtAwMC+0zKjUvIp0gBww1QSuQwbiZYwL/DDtsc5hechw847mn5mhOGaIZr7R1R01MWntDFUFRKOtDb9pcA6SIetbDWkbpiWidLyil2LfWXU/uJaFXBgvnLFQKzcwY/XPrn2I/7ZcBgnaDiytWXEYbd8c53NiL1rYtRe3RRHRUknmLdQWY+EXftLuKncuaF0ZwOK5fSb2CIwiNNrnXra5ggMIXM7dLcECFXV1lEKooC2psdUgTZFMH7QwitJARxpi4f3hWGAlrbMgLFKO0WRZ64yhS2V852kVVo8zlp1qWGmXM4o6omug2R6xPXeIxK1p12J/d6s+0+0MkMQgG8iYe5LhFr2hNnzmorSrgAiwcGZlspVQ6g53MoHztEli5G0p16jiGFwwAXHjpLzcRuCYq7dVuk0xrrMXiyhfcJYB+VSlvFJ6Q2Of8MrplYAK2nUFUZ0FTu8wZd3qNhuPfll1zCNX+Eq8xZu4h5jtPM+r/YlI3cvrM1WOH6IWdwF5mD+CDp597/cPn6kyNXlFDFsnrM+YdyJTsE8yN5XhWyN9Zl4N9oufcmXzFRFSetkuAa0MtRY+/WANHRxB8EJZmYN8sl5Va1NbHW4Ss3lXmL9QX8ch1UBg1FczzJS6iI2X7cAOzcfnYjjy8ygGSz+iWqjPXkRCFT91nw0P8yF4kxUy/hnS9uH+LKTi8olHiWSvWdyBZfDO/O2nZQqbdSpM0mvzm/7RjzIOCLhCDLZglyJkLrDDtv7xbS6SktjZDWeIidg+9/iMilxDhzNYo16R5/YgP6J1V7S/R9ozEzuPaBA3tx2I0y/KxRW+ruzqHvFv2QPMiCW65dmKhaz3gOXvG9UQOsEA4THSdgjfw47TJwgObIsaBKaOJRE0jUKLKrrKOhCcPFxiHeRKVbJs/KYvUKg2SikBrWT1hGOfAQbq+hFXlR72y/VlusNW9C4rq+8V6vhaR3MZFf95FLRpUXRiWEYNo7WwCNs8MdwzGHlilRkgU4HEpdM7PqijATRswLR3MO6TOSJYomEogyeOBeIEA+svpPebINuZRWkIV4PvMOjyy+h7xBovzmjVctuFHmbL4I8YL6Ru4+kHVlZdeEJorAwowpEL5ruDaEGQWIaYib7RT6E/ndZUv8A25fBP67eGC6G+G0SYziJnuVS9mB8vCLQ6s8qPD6ImkH0mDxLlyjzEOPIQJmvNDOZ9cgoajki/nAeH8C4ZQx3/fb4ZUuJcNTb1m83CW8VLGLh+8+rfYgCxgfrKmZgygWOkBX4oiZZ6yq+iibQ+Vy/+c8t5DG/2MaHI6UNH3p/YikOPCVehAnLKdYJDDNRDgbYbqNRUvnwlyvqK85qUDbUFI3ZMvNSi7YTouoEGWRMjBIVoywV8zG2FdSDDK+k3/HFLojsLg3txzCqOrzjq32YV/RK4tzpEZbvHoRbir8soVthAOUq2iUc4gX+dT4SWn4pVzg8lAWR+k7+VcvDJ5hG07QLjZO8RR23AyNleOSA22BuZph7hqMo5GVAoKqdlMRzRKEmDuHEzw1ov3lglJqqpSSpmaHeTvJerzWZ94rpzvJ3kOB3eP8Av5Zct6xh5KXfEuC9WUMt+JbXhh577zMt1huAfroalEWbo9pQShNhqHT0EQtBiAHE8hZn1l4Aom4LIUNYE5g2VO8AKX2x3uNuZsr9Jbqy3qy2Wc7GZbW59c+xDkr9pnRoa8KcHLBUd1BUIrNDGmsmzwG5Z9sbBVpFTXbJSLTaWhwLHAUZMMRyYBAQ2IRGs8wTmXfOXEcNWkqfRLXBGZalpEqXrdaFEuD0pbz6sOI++u0BqL3J4qAMOfwAZnoam012iszKt9ify+rD6X8/8ZQbPCpT0mJJWX3ZbOBxKzOJS+fgfCvBVlWVYrXUuIAIfOwO1S7F1iHWiWmiD3uWEF3UV7ZSin2PoCcO1t0RW+OVReH7TX/H1z7E4P8AS7zE0+UMIcrjBLa1EKg82SM9AzGfUwuInQXA5haqg4ZPEFXXEszEPJaYgVxxpehhbGmcnMBY9pqUQhgd6kXEYWphArGoM0cYpWT0jxBhrUt29prxd+IMVf6RwU5MMilShAYjGqXi5SAGosOiBOiX8e1LgdKwjgmt16TF4H0S/Z7ceZpCqBtorglCJXW7xf7IsaLtzB39EOHauModL0RYuU3maCCZPYHPaYrpXnLjuz06QU/aU1DNTPcmT7BlWADlipQbhLoh1QuibndSg1lX6QywwGYDPcgdoxxaAc2IYKbuSfMVUS6HWVZRdaWK3jaDPMUXHsR+Li2FaDSIbr2SS98vipD4iPBSxpuYLqnWkGV9DF1G9kr/AFoQrwOD1hFg3d9if2+rNiuMtZbXgbmHkn/FHx1w084pucpbBrwDK18zzlnll+Dcbw+8dealz1l4m9zB8cfMn1X/AAeP+Mv/AINRzzVf3TMTHhGGBoVlsXPlpfwZsdroTOHFepfR9E/nEaPW4JVq/aGlsG05R7obkOUpagCY8FmxFtg+mX/ZNGoh44n9YjhX2kDp95EMZoeIBN18QwNlRgl6l1V4l/2TTGhl8z3QMTqFy/8AdN7PfnWqmpmx9sDVKlmTUu/B5k87I1L5nvleB5sc/wAk0/JPRT9ETIDaozPh8+HzEGDyz4fPh8+DwPQY6Z8FnxWfEZ8ViGVxyJ8InxmfGYah3jAnxWfEZ8RnxGKgVDBhifCJ8ZnxmKCNNIIqqo+SfFZ8VnxWAlFb2T4jPiM+ET4zGpb0YsT4LPgs+DwygHsJ8Pnw+c/Mqqf/2gAMAwEAAgADAAAAEChmMf32dyeYj/HOn874FYcczeMDKoaISaLavjCekTuQDwPE9UjDFlkI82JaBymyMoMfRzLOg0FprTR13OvjO3SmDZaxMBfF0GB15GfEw4+iF4TDUmRMGp9pU3tBKnJiO+9NPVvkXi+HgVCuY/0NokRWJSfb3jlpl0WxMID1i5Ndx670gr4oEVKFJa1QfDPRv8fJ6ds3KqFzTb2dl7aGmIPIXoSqc4DduC3fOEJ5K0pNkBoiMnDnjLaW8+RE0KGJlkMDvQdN8g4zQ4YXfnOKWHgbru7cqZjCKosg/TMqB+rpf+oBDluiv0Gf7Rt4DxXTfl9uDKOvIcQbCVxOqDXcc5/rpesApTDOvf/EACMRAQEBAQACAgICAwEAAAAAAAEAESEQMUFRYXGBobHB8OH/2gAIAQMBAT8Qs8Dy5dTmAfAMg0va9pzZk4eN/EhlhnjC22Ivjh5IPuCbx+JXQU5DLdu14M1tdu22+TrZZYTkjB6+bqHW9Ei+I7C9Zb3pFUfUDby7GwsWN2IG1aPdqa563u2/qw0OjOJ/iIbZc+yvuFD6tzO/htXyWssYEbtie5iAks5ZGDPN6t2oLIxIs/TtgPugRoMy1PrkjMIL7LFgjjbRtgPiF+JLJ9Ww9iHenuL5wsM7Yj4i2/PG7qLHmS0esk2IRhyeXPi9rGfVyMkC2PPS3M7P+iN+iIjA0dumLtryCvZ+Uvqxsxr27V7Muxu2t2XvgJGWFgeySIdjF9ZHzz9x4bo6SGtnjYRG9eXEdWUvp9Q72JS+J8AMGQ5ZP4bg8DE2LeuyZkGc/i7uT1pHomwg+52OLAifuAPUp2RnjMtg3wZOJcaRe4ANr4H/AH7swROWEWAz7A7PzON/kmX+XP7/APb1x3fiy2ePUsBGeNnLc9eHjfHgyv6c/i9/mJvCMdBfq5u3PvsoP0COgX0/4Yqj6bIK+vJA3IMsgMg8G2t+7W1nZ2LB/wC7agmZYU4/qB+f7liH+T5/5ko9mNqXPR8zF9W0O+NbsLay+O3YGyYyh2zB6f3F/wCw2RBz4gueXAjH9lSfz7byHMl5LLwFl2Dx674CQi4zu+Axumlg7Hw5ry2BZWk7BGO+MLkeBJtnlyM9wlgm227aFpHLCw9ze+XLnxJbb422Wc+vDfDlv4t7bEXwH8eG22t//8QAJREBAQEAAwACAAYDAQAAAAAAAQARITFBEFFhcYGx4fCRodHx/9oACAECAQE/EOYd8kokLa/VrNSpzD+rkDKHJ4yvVreFrGwu7XNhNruZO9XNzC+5Wbtrd2V92h3cUA3I/vsFoy6BsPsgO4x7d9jR3H4rg5GTuzOm1u7K+/jBsBtw+35oGQP627lxeteT3/kQ54Gd/vLfS0cQvDazbOPgWi82RAkkwO/hh5KZY+rD5HRYtSC/asnDxb7/AHZD+gHeh1/vj8m5Q6eSNLwOP7+0Rzg8gwuHuDA49/8AInbH68/iU47Q7tj6kPliR1bbsIRzCHZ1toY9x3APv9+7nd8c9ktceUD/ADeYzf19u3y8wMyEx24/Xf5sl6+xzhENDq0h2hB6gBlyHMs7KXLc3MnEjljLnFiT7Pwf5lUW77Zc7gfo6zPNUT8nh/xtlnxDrf1tgEyofl1/m4cwuPzgeg3x2F5Y6PP5jFtoO3P3Ivs6G3P3dWFxOZ3ci6jmCdJjzLv/AL+lxtv1h2eWUdN0E/f9bQCfkWbZYcQ8kM6LsC6hs/B+k/i/38DMtjBA9+DHBLuXMgwEUKdPuS0RsK7AMmcBvMCP3cjlu+WjIj5W3K3N4h56t5tLmVPJ18k51dxhB23bLy2zCva3MPggWhA3AjAOp5Gzqdzq1+oV5y5tSxnQ2DkOGzkeBGuiyEG9Wgyg75MSjCMI346EXJ0ubMtbNizbtSBcbPy56Msn5buZBeS13LsbmpGbPQfg7xHiOVNkjatlmrKmPlQuMs8E7sQfu2GPzMgLBTW6Fw9/AmJLkLS02wS8WxBwk50uwSHkty6LyLhJOcUHYXA5K5DboWzNPjYZ1MtbX6hTyVuZN8nyYnk8RxyM9QXhNhBycXB25fIZV4ttbm6ssSNebGNbGR6sbkwtWJzYvO2vu5dFubk4gSdObGx+/jPnMPjI6kg/GT4zfZ4OPjILLMk35wv/xAAmEAEAAwABAwQDAQEBAQAAAAABABEhMUFRYXGBkaGxwfDR4RDx/9oACAEBAAE/EBZ1MgDoAZdyA6Vbc7H1p7/7la3v8v7hW3cf3zK0UUCN7sHTBAAC3zFl3V05PucxVmasAKA1zTX3M2ocAqg9e/iDwcRpTKoIhb0SViOC6ghUVBwlnJDkQAO6ygWd9E2NA3CxvH7iE0fx1i9VAp1pwda+rgwjdKL7jc8J1HnFmr+mBbDhamlJLO8NMUmbNYziF9lK+CaX0EPGvEc4qW/5C/aYyFyLa1h3OotWRdXAoQVI0mkoIwSkX0TJeac7saAo4uwjmGHcosDFVKOH7lBWszDy80Y/cUWFeVRX3FZhMGvOxQFkqjgWvHMp8BgZWszSCrA1EwAuCKDRLlbbvT/kdAK0G9F9pisvUqH4oqUljSVkOnqZvkccpKmYgRwKJkCL0uXoBUmlbV9TBo4zMNcd4tguFxTTNOWOcRQTQx+UKllcsxay6vcbIcEKuoQuHmLjbDqFQQym2lCkv3YnZoaBhK5wl2RpxCLR0t2MakC1RcKKBAVALD0tixaFp4DRNqWusPkFlLbh3j9OEI7P+hgmCDaMsg2qLC71JyzqVcrWFQI6iwwgrRQsLsXgQF0aIOL0KW8xmdNsBVuCMyFPdQiLKObXDiOs1smcAFA6SkZ3ArVs1Sy4JMtCyTZhS/MPIoqkFVxuBLplMab9wSE9VBq+X1QyhGBnr5j00PhqB1l8ruhH7h87XQLUeRkAXp2YdCCBDSkejAoK20zCBmDmAG5q7hZYlrtqMQIkqwSLB9S9Hp+Y52iwumxMxTR4gIYUbFVHReRcNOFRoK+ooEqoodR9spp3B7bxLkSAVayuISKX3plrWgJyr28xkFZWpP4i95jYHK8VAjgLAhSr4PMvKrAFTnibiQNWNGteIpdyDi5EScvpK6NhWH2hY4AOGX4gYKwhQ7eIpQEEaOTsXzBIXADQu6/cVaLCi3k6lS6glpVpIQACatMOBgK50B28Q7dWNrJ10LJQAm2WGwFM8XMC3pxAjc/AQTFwA47QcFI314irq1PPMTgfZh2lXR6QIgBQRumXaKtwhaRDtuBFzRtO6hr7fMNXudYPCYfnzDwAWSh2RCEm5uwTlxpCSluJb1uXC2lX0dhXAKi68McmVdY1HADLp7xNAHhJUB0GroygOIVPpFwdXtcTvkvAldJSDXB7kd0Eb8buSu18FRaOt12gGTop5YaNqIA5ySpQZuxUHkXT1jNLK8RJoNROuPKym4PlLlClkKBAQlXX+QQtnyAr4jsMKV2gvaUjaLbZuviG21I2NhHp2jaqlFBDNYx5osLrJ7cUupZK7pAQPqVwpDSAL7erC0GGU5r4h7GIbKKEVMfUEdHxK+gBUFVwhxDnG2J19uYNn0itBwv1F0PZUHl6Q4ZFlgT2lfDola5Y6rEvV1+JZbYEHD1gi2DwpCX0wXumKUQnDi/qGHWjin6g2uMXi/qHVCsq9kRQigwW1vHpHGbMyl/UKYEi03odpmpet2pdMSKOH4l2Bi9sPA0bbZH4iu2QFRqdvE3BCaGL+IikpAYbL5QuIKjnQUfqYxtINuq8TYNtdf8AxNsAKbV9TuJqtF6NGf5HMcakTIpWClheH/YxdtdZoVdGwYU2dGytOF03pA7Zd71MLdeNcwVLB4xDKV07XOCNFxfUMK+YTkceaxEIpYcI4KpXSKwfDrS/qNVIEi/MnpCYx4SHkQCiRku1y98mn5D+E9P9kpMZT+C9MiJTfUcYFAAALWMW1d0PhhJSnxUXbkRcWAjpc30kXyesLLu2aRAqvpcGyFniMJUqOrpE2rANHVFtI7xuWxsHMcF0DeXAQ9odpMntyQEXA62oi+idqbFmfPlP+RUtzI4Eb6tLitAi5mrl3TQCmpmYYABgElLtLL2WsOIk62uGsEvW8DeITujYGBOqqyOo2QVGsH5evKZHlq8p5d5dMtoIFsKH+kFLAc1C9cTbyQX2FbXtAosBdLWVmxFB3XGfEH3yFZvJ4fuEUVW7Q79cX4i5oA9oztSIDyQoxBKE9Tw/mUowK1l+2xuHNdr5H4lBKxaz0Sz8RTmACfWjpLl8A1yszWBoGZd8d4entiX47n3OncQKO5lMMIHA6esDoXhuPQq4dhaTokPIhgAEHQWwvSjRJCGgsAgNsZmNPa4rQ3cDBKwwJp1vFmDiVapnLBxaY9YHmiS2i9yd8orEuuQ3UqeFVw1DbKLkJe03NsuCneeSOpAMKXUOLI1ZCXT1ChPIP+SwGdOKYUkQDAHWIhIl1LsP8gFnnB/0YCWawbvY5leWAY/hLCgc95mCfQS8sda07etcPtxCqRWtaLHxMK27g9JYtit8wYbKmk+RPJEWbKEqB09IJS87syCBEY57kl9mAMxy2Kf/AE8QwAg6NVGBYHO3KIQ2aeQu8KvDZYdqcM4Z7SXxNMFVlqi5BQAHR9Y5sM8KLYeZcoOT3g2K1oAL+4gkK001j1ipoEJh0qJ9UFHbdEHFXDFVYUYDe0SOGtAe4TvHBRlobmbSsDXiCCmjuO2QaSE0ex+4WgK3vMxAALxacjxaugeKjECkrO8G0AytCU4lELEoPMMBHTgtgOgEywdox4kRMqPN77w0yW0ALh9qtPM455h1AMD3NP1C3AD2Cg9LYQGYPCGCWM2+0tClsvnRXNwLVVAH6sBEv9FAf7mzfRR7Q3rlYhpyD2jVyg1B0+UokbLqVGaqS60sfiE1yjf5g1CytAhCKqqTOSFCAA7nVm28g6xsqmAN1yjcLsw3gjBVCSqpYLbFFwqWFEHGi5UjgDIaBLM1g9ijuVA0lNgP9Q8VRAlj0nXMpN/wgZQC6Ep8R55ItrTxHAAVRgfUCAKKLQRrHjQJl9S8S3uqAfiUkgAJdVFHmJnO36MAuol5F8jaz5dQ8FSc7o+RlJdQ7xqz3EozdIjsuaPEt3PniKso6ctj8x835HIeJqIPzxGnh+USVT8xpceO6XEG1T6/8TDB4B8IZ4/MDhRRSxdd4EBo2C8261AnMu8RPdT5YP3cvgGtWXDhWkRDmeIakAdL4j5dzdX8QcyJV6/iGEWsAB+JnplRoR4eJRAwUlAx3sR5LKilE4ooHkqpmX4iLVDQDCF/iULA84kQGgk5P8MKh5OMTrYCQuFF7YAWD4JFOMZeM0UDGQdhkyVlEwpqyaoWnR5PuLtIM8NQ3HOiNoxL9Ajcl/kAFfVD+LkHsjo9+8d2moDGorcmQbgw1IguuOcho4mBvk8HMV1/PRYfEUbbHR5+RjVBvfEwLjkVeRndOClPeLdyHgYxxABsdiv1C1VtQ50I4OCNjCkvWePHn5hTFHBR6w7uTzEtSRppEOMFofBB4dOz36lTsYbtOO05fzf8h1PAQug+z5mRQdFrFgyChVog1kj1X+IMCJTmPxKI1YuzYIlQtMEs2cl4CAhaYUOlwlrRgWQAK7LyWWIZt+ZWwb52MUUVd7Ml5u1vrAqobsUi2Y8c/MXosVbpckpCPD3hVVHglSOknGavivzK5BYPGH7hCWBPCOMB8a0qkNvcSVppCCrVZSkkrXihummQLLHdghWRneRV+YI7eekBKz1gsloe9DEFE06xeE+OsZCbwfUtFYbV57mqycHYxp3e79REgQuj294lFGinp4lxb5I3YvvB2CEbXxUJT2lha34jvxOawbrqou6+ItOH/hMXABZF7msvNLxFJfDo2mMcY0EC9EErudC8H6xdW8FiAqDzhHAiKQfeJYSq8+Yap3OuMS96Cau4u9LXNmNBQWVXMLUkVLv3/ukKkpEQiPWJNb2jfdvoK/Zk0wIQDeXi4/t7uT4ISkSzsiBMkiAp0G35jZRLet+o69Lxd8EQtvLKV9Qiy5KlaUZ2HYkHZp2+pkZAiuxvV3bclMgaheUVEc7LtS8vyfiW6FlmmWvKXsFYRirKWPJoCXTUdY6Wr+ZBjrlt88PUsGy5lA6rFqqGQRaWEt/kaaWO4GRxEMCoA+ox4ATcVfxAqX71bIKWqhu+vDoiazDIdHBNWrU5WXrlxeL1tUEMcq+WytPWQq77d4mh1FyGXRnDYVLKjaR/gKdF6RgGgEtnrFcl6VaPxFR7y0xejKwTe96rfZO3wuR9Dli7ENCsxq+CADoyw1QHrUqSgw5XEgFUF8ICP1BQVe3gAVAiQvpVJQnJzeiUU+wAr7QsgkbRjPwRalt54xHO6Kdlp2D7XePSE+MqZl17l8zr4KyDps61SWXABOtATWcgcIcMVLRDpcAOViYKR5yNZTFq6ybKsNc0t/ESWOVdhkW7naojmnauWWAXKU5uGT6qC7OWFak8nliYFJldkepcrRrZAAVOyqlawrocK+wUiYKi3dRF2OUBRbELu+YaS0QbcEDal9gyDCZyWQJW0XB1GOpKNuqwoXIenPEOsPqdE4YSOKfQErGAEl2Nn7j5qgKFZK/hUzL1BC4Fnsh4VWgCrZz0ivS+qpEWAYuV0YvUXHAXHegJJWaiKMUG0WPEHCi1Y0uPyVkLrIOVEM0LYdQA2ZBsRFcSssCbsPVYQBZ8Rg0dreWHwqyKhxHuYCaI6psGiyuBg9Dhjai3g8dIEVYppsMpYAP1HWqQzaTWXd4duUIKaptHxSg0TjHyUwNKXfU8wMUqptK9cnV4AC0E7cQY2IUFGf7BCoJh0TvGimtB0fuEwobbqqm8G0D2ua6DM5gCEQPa0JZaXwAgoKFcGviCAtatIhCtLcMUl4JZ1IzWcVI3L9IkX0VZUVkCoDf/AGBCWKF+L/2HFzWtAYYcTMvXneIfewLMIxlN0N1l/uHe9LcSDuIIKJC0DZCszm5S5hW1aV1v/wCx5xCNipUuiC3rQekxbUpd9eI/ZFG/sF19TmIAt4W4VZKNFAGXNFMtOTGCjzjXiu8uAxDSAa9fWXa1isNrzDTMU1j9yhSRVFha95cuiJHVva4WF3mOh+o/LCdoXAfpLUawu9vjiNCnVjTCC2Dcg1UY5C8l38f+PuJfbSAqFRiVGuMB/wDkei5Ep6SloduXQJCwR6wL3j3lFQ9rlJgSiL1tjRItDqlwy1lgCl/tLqikPQHo23r7EWPserfL7czGRhNLxhN70OEA/iHhJEThAsZpo/CUIJplpwWju1SGCUDYalGdh2rq94fMygAPiOKg3T0oWKlig7rKjgXUoaul3zRsuEMdukuFAgrzdogupYZxU5z23CEQVdPmM2Kap6MV9srgKLABjfPzLoNaLR/2DBa15f7GEBACKR8+IVkbS7f+xQBFqFLimiFsvD+Y0qo7YbfuGQAUyAvUQNm4vaONhve45SiOt8VDRz+0cA1FIL1gzxHaMPSYcZPe05dO8rd442EYWj/ahv8AErcCWiD6Y5QMCUX1istgpigOPedKNFi/fEU1wDzxxDa3eVd1KRBiCLFguyqK1Psx60rLVLRKEOKJX/vO+Ib7lfucLNXzDU+ex0hAGUIvR8QcFJGi+fcOwUCgi37wwK6arZ/MDSSzaU/Mf3opRXQ8xICvlR+4eDSq9fPHGWBBpkmaI8LQY3jfrwm/BRCugf8AZWH7sHuwmdtwyWSt1ewiJYrhXUWCAhfsQLlqA9EB1MGWwBZx0g3b6lRO79S4fppXFotPpGQABaWq5hmUr1jrQrzFaOSuS0ohcC3dhD4uCdI2SmCIC+JVoqMQbblY1DWGBfulsmA2esMVLVUwkIZnq2f+pElIvWn4KFdhLzqxspOc6xMswAtqxAgDezTIMuY8wmVT9zE0N+3bGbJpuvBFhpXocpSIYMZGGxeSpcA3bXAYJ6sFa3raGWANq2mFQryOUnB57kWor7Q6SqDa3CRoDLnHTmAuj4m36o6VhUpxjpKCCNUVkZJewbfqXMNK0q24Rk4v0QU0BjwhECXcJBSLBox9C8Q3TRgHaMcLQPWuSH1EB8R0Riq+GBpS/SOgNhUvv048R1wZV4DEUawCf+NUco8uH5ZnmmLKqvWOpktpbzFm7fMfnFWttWynrFcMUC/kit8r7y5YonUYyBa4SCdw6AQbeYNCVuV6u75lTA6k1p38MMW/b/7gWMjSWbq+8IBQCqHInfzKJaiLyB7xfADLRT9xOepVNP3FHRYoXFZHvOIpa+asRDiVZaxRxWC4v/2CgQOLajIDRfNEdZXNSgkBRYNEsAY7cJWDrp594IBFQuneULX48YUJY8sphAAQV9JUWH2EaoBKlvMtar3r/wAx4IiysVGHVJzpNg4iOdJwdhpejqn/AIAXXl9w/phEcqsXL65UFs07+GNdjtcYp+Y7OQJHWs2M1aljZV9Lhwbelgv7iUTVS5fbmdGXqjeYVRZQalyFNkpsPvA6lH7ksF6D3IVaZwSFO1pDCq8gekXRV53IRC0ermWBagM4KT2YTpKJHNinAPaNd4G3mcYFQyxtEh6Sl/VI/chISgOTXVg2cZ3jMOP9IK0j3tAIAAgcBzKnMNRrAFegP1CHuUS3QwCMJ0IJADd/0SoaXTDT12ohIcQvs+YIlnE8Rx8/5TFhwckRAVbZK3nS4bawanDceFL9NjwGoMgrBAxHFgMtOVLDwAXPO5baWTrBA24OK5totXX3jYDB0qB8wwtW+bCfccJlukAfcWoLtux38x8uinD8MOfV5tNnzCi0i+gr7jdqt6onys5xKWqqh7xNXOeg/Mt0J6IjPmPLuiCKJ9x7/SEZSqnfkhoFfHMzzLjZfkAha+IRX5YQHSvMGBcNFgz/AJQ0KDqloAJoHNQkb0PpHKWrXxAotehjeLvmljmy3d+JUlpcRwQBpE2XEUKWrURPDvmv3BBrVyZDgSFAvPTY7W3q/wDYYDyggfXZfBWLhdDvXWVQShEAn3Hbatqpv5YtgK+2z7lAARqGvzDZjkNlgLvpHuUw1iXldZBJxTXmGc9chxGqP1YOZAg0JtGytmllsGM2aSmsgOpV6ECg0enWcH6lVFmsjrVCZcflyNdSvuzOxIc03UxSd2G8hldmDr1gRvzStXF4licQrIFWs12K27HxM7pUsqOx4hwISTzsMAIBPMO2oM8kv2B6jmeG9ZYEWN7Qbz1qZrdDqZeTmfFdgaQC5sCAbWx4smNcxenW7RLaeukT2dOdYFWukCp7FSwsB2LqVEmjp9Mj01C4TjCOUrkK7ysKuUvDn1F1js4nHqe84QXi4UWQBdbULCnkxgvecC2jgvIKlXkNgsVd9cWnXYcFq7RbJ6xXA5U/EIjCk5h2CWwycLZgWgA7BE8gGgmdIuAApUTwVeneDUEOlAQ6YWyAv1oC5RmHxCkNE4jIcjUtB2RgELNXSkAB1VKG/a7gJ2KFYQpy36xhVxG7VI2drrbFtfkhZYt+sCACWaavSIix+5hFUdLjev6k0012C1PrQZ5wg1bfnww6fv8A/UaGoIN9qBCqeB7KwxAOUWAzs3/qOAygcLlFoY7/AP3LKDbhTn3G0wqOeWd4A6Xav+pWDMUtW1YaB+kCFUoNLAX8Ro2PDSFZu9qgNrHRbH2lWG+jUQKzs7cQFqeHpGHklKdCEvO2KbyYpaIXAAeGKSqVDcVos5HhlSxB63KQRS6zY7tsJQbeYpcE1pAofKmwNmQHqrGHb1Eaabbp4iS3jgRz8xU0DSq7qu8Rd+D/ALDR22p8+YBtUrgDv3D+5S6KOHv4i81Hg/7A6DHp/wBiQT6kp/8APMdOlH1F/wDg3DTNznPeX46bccSVBPAr2h11ApKGteRqmFLiGy6liiYPEC+gTpFaaHWyQYeZRYC9hzGG9CnjpAeI+4VaIgfSbZAQT9AfMAcRinLFD827c3hfiCQUO+QsDdooPWUAbcHWQnCGXBY9u5G9Y0Srp5GE2hbx5Oel/EaCsbuFsCFoLvUVVfUteCUwG+GXMo5hqAWlVtGgUXIUFlLKUNhpm6kvqiyEzoJ6G4BVsOU944mCcrsTRndGI3Z1uiDhGhaWgxejgbgJctSUdFL7y1ZH+d44KWe+Nh38yzQ06rjiYGExmcNkKEKAAeUBB2al31bC4JWYNSoAWcMwH9x2po0ObyE4D64lg4vki1teKIzrqAfjHEETg6Sus+OO/dA3bhjxXTLp+IkTFAtVV3l5EXsqN4FEQ0IlRSEHSPFAqg6Q5UwDimL7TtXCiYLJRHBZaju0gGWhJdsENyFHxShSoPBSrpbbYOQgAYqdwB7JHl5l2BnKFIKxQtmm6lYAPkv3FaKQAl69mFYIOab9xKNL2IMKoqjdQVc7yrIIANHQaCN+gKtDREosXQayDCFOVCkODu6TbJkBFwEr9xh7ikNXKlYptGRUD1aNKz3jpIUQ1dv/ACAmLxxSRzqBO2U/cxBKLapohtSuUa2fplQDxYiXGcWqOgJ0uP3NhqsV8zecu+X3KrPCnrYrdgdClWAPhhmDY0eR/wBlMYcjd+ZbSznCD+Y7SeK5QDi+8tW2U2o9rix0KjQAd7iszXfb7hGyMiWjOsb2TziPuUvYdwPzHMnEUXp5hYsU6Jv5joZUWiae8IEQgBz1/wDwMKHbCzpkyX0MJYWaO0WnHiNr6ygDNEqtqWvmGS276wooKXL55YQyFHeJXg6OCPK0ItugYIVdbFFcwdBZKhCaFKyHYs3d31i0q1HnZcACHC3QYjAMw+2LaWXpVrNyqZfHaMRNEx+ZjrzF3vUu3xK+ifqXxcr56E5iHaUS6m1C8Go1alj2ilcEXGpUzOcaa8XJQfalwxxaKfr0jwDXqlr6l8gDASqh16/QzcQK8w0uICgYAd4YhqMDaHvGkA2vM/MbrgOiiz5hxMwK2HuRM8qaoA+4aCRFBjs7u+AsKEVEasj5aIA+kNwrDdYR6SnS7Qc2ieF+4EB7PlG3+sCypXMGBkdQA0Wn6jlVd7OQkyQG5ZB+QtKAXCNSI0XAgCEMNRYbL9NpGSWdxbVwe7R0K7K9Zlg27qoA69eMshSq5JHAuCyouROiZeq8IYiEyH7eY4rBe1LHS6Atl1dekF4y9hCDRFEKsFiCM77YtgX9LFQSgN6AuhOPFRxwl9TqrWtzI/p9of1P4izHF0Yn1P6n9TL+n4n8j+pZtohobO3Ef5X8TM/l9p/W/qZv8vtBC4AFOUZxCp/j9p/M/qfzP6iC1BVGx5OJ/a/qf1v6h/G/iYH9vtB5igqC+DMn9n+p1f6fSP8AM/iI0awKPjI6QNqur8R/tfxD+1/E/tf1EBfIFbz4mn9PxP439Q3P4/SfzP6gxOoC6Oxk/lf1P5X9R/kfxFjugN6+J/U/qf1P6jZmbEK96OuE/9k=)
Дополнительно:
Я закрасил темным некоторые области снизу и справа, чтобы дизайн смотрелся интереснее. Цветовые уровни также подправлены, чтобы краски смотрелись более живыми.
3D лицо??? Да это возможно! (УРОК)
lazyarter 20 авг 2009, 02:35
Итак, всем привет! Это мой первый пост тут. Начну сразу с урока:) (Фотошоп лублу, и увлекаюсь им давно, все собираюсь с духом писать авторские уроки, пока ограничиваюсь переводами иностранных авторов) _____________________________________________________
Поехали.
Всем привет, в этом уроке будем делать вот такое рассыпающееся 3D лицо:) Урок очень простой, но результат выглядит очень эффектно. Для этого урока нам нужно изображение лица, крупный план. Качество должно быть на высоте. В этом уроке я использую обои с Jessica Alba. Так же нам будет нужна кисть Reborn Brush. Скачать эти кисти нужно [url='http://www.lazyart.ru/?p=537#more-537']тут[/url].
Так. Начнем с того что создадим новый документ, размер –750х550 рх. С помощьюPaint Bucket Tool (G) , закрасим документ черным цветом(#000000). Размещаем “лицо” в центре этого документа, и с помощьюEraser tool(hardness=0%) сотрем ненужные Нам элементы на фоне:
Следующим шагом будет рисование решетки. Создадим новый документ 20х20 рх, сразу же создаем новый слой(Ctrl+Shift+N). Берем Pencil tool – размер 1 рх, цвет белый( #FFFFFF). И рисуем карандашом полосу возле левого края(то есть далеам бордюр возле левой стены нашего квадратика ), и точно так же возле нижнего. Должно напоминать англ. букву ‘L’. Нажимаем на глазик возле слоя – Background(что бы этот слой перестал быть видимым) и нажимаем - Ctrl+A. Идем в Edit > Define Pattern, называем этот Pattern – “Grid”.
Возвращаемся к Джессике:) создаем новый слой, поверх слоя с лицом. Берем инструмент Paint Bucket tool(G), сверху, в настройках инструмента, выставляем такие настройки:
и заливаем нашимGrid’oм новый слой, который мы создали. http://www.lazyart.ru/wp-content/uploads/2009/08/3.jpg Уберем ненужные решетки. Нам нужно что бы сетка была только на лице. Для этого идем в Edit > Transform > Warp и делаем так как на картинке ниже:
Ставим opacityслоя с решеткой на20%. Правый клик на слое с решоткой, выбираем Blending Options. Активируем Outer Glowи устанавливаем Blend Mode - Color Dodge, Opacity на100%, Цвет (белый) #FFFFFF, Spread на 0 иSize – 5px Остальные настройки не трогаем.
Создадим новый слой, назовем его Holes. Выбераем заранее черный цвет в палитре цветов. Берем инструмент Pen tool , и обводим один квадратик. В итоге должен появиться на решетке черный квадратик. Переходим на слой с Джесикой, нажимаем Ctrl+X что бы вырезать наш квадратик, и затем жмемCtrl+V(сщздастся новый слой) , с помощью инструмента трансформаций, Ctrl+T размещаем примерно на таком расстоянии кусочек кожи:)
Сделаем таких квадратиков столько сколько вы хотите. Сливаем их в один слой. Затем дублируем этот слой(Ctrl+J) , с каждым продублированым слое квадратик “будет вытягиваться” на1рх. Продублируйте слой раз 10. Опять сливаем все эти слои в один. Правый клик по слою с , уже, кубиками Blending Options. Активируйте Gradient Overlay и установите Blend Mode – Normal, Opacity на 80%, Gradient от #000000 до #D58761 и Angle to 180. Остальные настройки не трогаем.
В тех же Blending Options (слой кубиков) , просто переходим на вкладкуPattern Overlay, и активируем его. Blend Mode – Multiply, Opacityна 100% Patternна Metal Landscape. Остальные настройки не трогаем. Активируем Outer Glow , установим Blend Mode – Color Dodge, Opacity на 75%, Color #FFFFFF и Size на 10px. Остальные настройки не трогаем.
Повторяем действие от того как мы вырезали блоки до того как мы изменяли настройки в Blending Options, раза два, проще говоря добавим еще блоков , и провернем с ними те же процедуры которые делали выше.
Сольем все наши слои с кубиками(их очень много). С зажатой кнопкойCTRL кликаем левой кнопкой мышки по каждому слою с кубиками, тем самым выделяя его. Затем правой кнопкой по любому из выделенных слоев и Merge layers. Правой кнопкой по слою с кубиками(он теперь один) - Blending Options. Активируем Bevel and Emboss, установим Style на Inner Bevel, Depthна 72%, Size на 5px, Soften на 0 px, Angle на 0 ,Altitude на 50,Highlight Mode на Screen, Highlight Color#DCA57E, Highlight Opacity на 100%, Shadow Mode на Multiply, Shadow Color #000000 и Shadow Opacity на 75%. Остальные настройки не трогаем.
Такс. Теперь придадим “дымчатость”. Создаем новый слой, назовите его “Дым”. Цвет фона установите #FFFFFF. (при создании нового слоя можно выбрать цвет). И нарисуем пару дымчатостей:) разного размера в разных местах:)
Загружаем Reborn brushes, которые мы заранее скачали. Правый клик по слою “дым” - Blending Options. Активируем Outer Glow и установимBlend Mode на Linear Dodge (Add), Opacity на 75%, Color #FFFFFF, Spread на 0 px и Size на 5px. Остальные настройки не трогаем.
Добавим темные блоки на лице. Для этого создадим новый слой, назовем его “темные блоки”. Берем Pen tool и черный цвет, и таким образом закрасим пару блоков в разных местах. Затем установим Blend Mode для слоя “темные блоки” на Soft Light.
Таким же образом добавим светлых блоков, создадим слой новый слой на котором будем это делать. Только цвет для Pen Tool теперь белый цвет. Все остальные действия такие же.
Теперь выделим слой с лицом, идем в Filter > Blur > Surface Blur.Установим радиусRadius на 5px и Threshold на 15 levels.
Идем в Layers>new Adjustment Layer>Levels, первые три настройки ставим такие – 10, 1.25, 244. Создаем новый слой, в этом слое создадим немного теней, берем большую мягкую черную кисть(hardness 0%), Opacity – 40%, и справа нарисуем тень, то есть затемним наши кубики:
Вот и все ребята, спасибо всем кому понравилось;) |