TEKNIK TYPOGRAPHY DAN TEKNIK TRACING
Hai semua! Kali ini saya akan membahas mengenai teknik Typography dan teknik Tracing.Sebelum ke tutorial kita simak dulu yuk apasih Typhography dan Tracing itu.
Teknik Typography adalah seni teknik atau pemilihan,penataan dan pengaturan huruf pada ruang ruang yang tersedia sehingga menimbulkan kesan tertentu.
Teknik Tracing adalah teknik penggambaran cepat baik secara manual maupun digital.
Tutorial teknik Typography:
LANGKAH PERTAMA : INSERT PICTUREBuka aplikasi Corel Draw kemudian klik New Graphic. Masukkan image/foto kedalam lembar kerja. Klik File > Import.. Pada panel import, cari image yang ingin kita tracing, kemudian klik Import.
![](data:image/webp;base64,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)
Kemudian Buat sebuah bangun kotak dengan Rectangle Tool untuk menutupi objek yang akan kita Tracing dan beri warna putih pada bangun tersebut.
![](data:image/webp;base64,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)
Untuk mempermudah proses tracing kita harus menyamarkan warna image agar tidak terlalu terang saat di Tracing. Dengan cara klik bangun tersebut kemudian klik Effect > Lens > Transparency.
![](data:image/webp;base64,UklGRvAOAABXRUJQVlA4IOQOAABQSwCdASqsAEABPvFwr1MppiSkJdZrUTAeCWdu/Ge62w/Ezq3/qCDungLv9l5YvfmX/Kdun+b8KfLr9ClbnI/ZBOv+896/xP1AnW/kD9v6CnuRfy6kfiX2APJ3vvKBXizaEPsT2EOmn6QBUrkTti6EfxpfnMi8snIIqpiZTNha5L0EHcCPaTV09e0eGUog7m7v+9k2xfMDRJkwqwAJisafyNvNqr+ji0vgtW3eetUOc4TB1CodjI4wi4BqFRujLYTmgTylknA/u4co740gBmp4LRqR46gtP2/utYUxs8JE1H0/7DjvGY4sNS0XAMf7kKElwz5IpaT7D1gBJqpvvG5g0tYxOv1Sa1fdRPK6m4tJHcAAZF//Vt12cIfPeKba+SuqXWUh2fXt5tfdknEE+HEpUAzyAeXMqTjU7XHbuhggod+RlnHWAcMJm2UroR+yPDB3tkqxnNEwFn1Pvno9CznvqI+VX1Ov3uH39D6M0qzgiiTrbhtLbyxSsxMMOBLryH/3HGVEcv9yn8qyKzR02ObzvdAvfbcmHppFz8gxH5FHFBuva9yA5ayFqr4MBlfcqcV9oJStwA1fh8yCMdS5WD4RKaZjenCBT0beGRBgqzq3kDTJsEPViGKo/tcsujRP+uICykxYgTpTSF4cgVIw/YCtRigC6odmxXqcPhSiDRk2VqlyRdTGzPD0+Uj3DRc5tbtwsYjENLrN08iKNUClNzaAGFFbgqcZmBDTBI0Gd8kSRMXRqRnKGQyTG4QbCHw6zUY7u3VwjxykG00MvTdQii4HRcS3BsW3uMumxukDNL1+v1+mAAD+qi7Bts7CGd2+eW+bEvAvXu9n65oKmptuh5bCn7vxDeGvuaoU+l++AD8bRciFAUJ0wNH7xFX5idsHDSOqi6v9r3kcWiXDVoeRH2GhX6oJ3S5hDIGYDL4yrCml4YepHFKfFjQNfnNF0wDTJ/QFcfM0y0zH+prok5AzQCkLw14dzzaj3jl73HxKFBmUSCcgUGQzb9B+YmvONeguaHXrNnq3Jc/gM6/Skj5tcJ/LAqoRecoOAff8UtuJIqsdusFwdgNhm0Qhlmk6RixjNoKvPvz5uIiVpl132UjMbD9Q/IeXsCFfwuMpapAk0o8vNeXtQ94ALmEYjIiharB/JXyHDaSYQYHdsE2cIFa0jDajRttyc3TRVeD7DbKNeqVxxfAUfE2btswIRwluD3yrObcNGtReQfSPL896WEnPBzyLRhsw1HeHtO1akS8J01qB3p/D0neMEF9MGhOUOdwgTpQk8Ni4YX6SjQUAQrHq/B0ZGe9qUBYk0z9LOOUDHo5F1CM6vBhwoGfLKQ8AOcxOTHrGEJ6Tr1ohOsDuIDr69+Y2fqaQBgx5AD02e66z8fMNjCNK20tVSsB5dHHJCb/4e3eJOnLST7P/dfsFNNDVX2E0k09pYrXkF2AbSyV/gSx/nmllYiZibGL7momN3646kIUJIH60Sa8uD4OtxGXzcIxQCguOlYZ/k+6tlo3yVINeqf8Ga3PWsQBX3ac5EoRG5h7dHQJ/kdmCxCpHI+ocdBW2BAHB8EpenZ5QfxZOZj0o75vDjkhMRiYXns4sT/2eBHtTT16Ylq+YjC36NigSCJayL2EWgCDCkQUvToduSB3jY6LvlqVvGHk48jSTjAwfMes48j22CjSp/Uqjlehn8j9DvYrbDHfZMyO5/YulltTYa/cLhwNu0UrZoTzV7BWhiYw9DTA/Opbuy39uS9BYzxW/UH463JurwyIUMZ2zNUkETi/FCIPhKoCSr5351jdY+YpnwxQLHWm7PlCF4aGH5QgGLb+cSeBgx1pVXk4N0e0wk0NeS17Y9NmPVQ3hm6VX2F1/Ol7EdQWahsBbwJtxEXAmiaIiYorL1SALxkhSJKrGxIVPeQLBcSf+HyM3EedKfNtIAiYEhlv7pvEwaSYHvqsj8l2boTtaO+Dn8bMc0qU46kZUwlEbRk/Xrnky98Nub1DKr473UjhEVaIWgnhm4sO3pRaITjOIE2lvDNn1PU3gSHB54Io7ja2ffW7f1YA1NfuiQ2NM+yqcvO+cXYBPTlxBzFe1IdVgGuNp+xrF2uk5v54jEf9SHffxW+tx5e+Dnyr9BI5ZPE+TAi8L4s14aGAectaP/A5pDcjkDNjsJQoBZbPPhiCdcFiIhI6I3TWtZqT5jkOqouo9Sxo9wAtQl2yn7eNyYIL6mvmC45E3uuGPvJSFlOPXqXCU2BQdUwqZ/PECrc+/oc+/0xk2Z6lc6cfWkr8OskSYQ2CIz3UJ65ThluL8LXiwx5U8AR07Nu888WUm89sEPh0gS6dtkWjZsBbQUdATbBiNq7/53o8Zrv4z2zLykw/na3GXn98QOqFTpi/Zvg4IpDYMBxiizmyCLbos9dgejkd5AdpOa6qcnVzqv8KXo9i+ADmMDj5X07bvxdbgEkM884tTYEYkTfXhTc6zvA+IWhKO+UHtzPFdZLKZBIdfBOCgP6oZJESwKFj9XXJv7YTV3hjwjlvOG0WKuCCc5uRN0pFo83nqaCFwQ/bc9VaweJmg8FKPvW/7jNUlKlOZeNSu9cJJeUURpruySnlMhSrUNFzfLli+mMOzaVBXUX4rrvWnMoTlxCm5P/H7HivjIE3e5o5l2hK118ko3TUcAYvTHu3fd0eN3UcvE4bpQcFykPr9bP9B1McLAaqZn4MhfWZzqfEvxllFM+1v8KOlvoNeKMg8mptKgxAyTbSAP4XAZb79wE9Ulu6yuHBRhym6SYme/i0v9awepwDzfhQ2VLcwripevaBI+IpyfLNSjrXm2tQNxYIdmrqwjc9LtPuukYrZxvJ/xXqAy+92I25Sq9mwOIwbYHNZxJ2ICvZA0s2sGM5NEp+cerOu2naa79wCYP5RqV5DaPDPe0co3wYewKkDa5XRAWR3eg6oBEAvBljR1IzChNF05Pa3jn93nQSR2BiEPAizsnN15bVjRf9mnTibltyliDyV0l7YhTvlro4pYSBezWMFsa+Snq5yNToxKDQCKiEhfGVjSvesjKwLj2jpWVkLl2sqn6w84fhEz6Tp+bcmadkMfgS0niQXAhSGtDJSEVM9RXb2huOip9Go+CdUPrzDkpKBd9bSa457sX5sK0/L52LJonOfyndK2pEPIPOmqj17aWIVfPezZGq/1W9+4dtYxrArSlh2mhbeBPhMeBEjMZQ51s2ufciVzTOcOsE5xKuSGr50vEkRTdPkPV/W0ASlScwUgJ6pE5aNcs/5WhSqUIP+Ot57uWO+AQUDvfoR2NsflFHAhl6T8BscJKabBSoExj3y6CrYqtx5Tql3lqdC2cTujywD0jg6XAswQDLMXbESpAMBT4qo5SJqNnDghdYy8/nWod7Hcp2o0/dz0KDhP9RwPVyxu2+aO055MInLLeHJag892U4L8jew9H0KFyR45btHqNioL0uAW+EYQO6vWKYkFPq9P2z5yKSf1ZSiPhXZz447gemlNkFCOw9WYD2tqRoHRKQbVn8YiFeiK5DzuyndBe5r+d2xrnCHDX8qIUQdM7R48w4V4AXL+29stX1Lv/Rr711SsBp2xLYgosY8w2eH/jBLIMAMJQ5DfOKQn7w4xetOcG0rQJ/4XjiNC8XSGjQcW7abq/cyuXVsGj2UIA0aU7CLS6Q3wnqZ11JjkIeMjHfjkPabSHaHuyB6WOyqm5cDFV7M67PRryCH2ZfSqdVmC9hzZC3LpjCxb2uypI1UyAG/uuIVGwjUFgoW7uP5lh4xlU0MRzloqgyjmR3kMfNtPWu5CRiiHuyUdD7OPs5xfxS4ACNjT3knOB1RPWeLhF1FVeTLPUjGvDLXLjaHMr5mUpp32+pEdV2cWh8OgyyOM1KuK8qdq9sze+qS3vMq4CZv0r68mk4jLHhZqANAL/VwjgU78KQ/8Ro6i0hp3vMbdhsNv+XJ/5A/2DTVtZRl8M3D4v7ui+Os1AZYwBb6tHPRjGYxqPGIktI3gc5fHGjDu/L4PMnpKiyR0h8Einb4gn7C+4eKvf4xio47qXfXjGXUjO8E/psN0o2RON8GrzoHzCaBwkc2AjjMmyMUtazNxSxUvOWvwzYMxrUEmHqamrK3+jJxrYCOp16bN8mQwqVsVVmPycoZtp/OewQK1LaCxelNbkF2/ej2jnLKRRaI+4EsrLeLqOtX5uxeh/sSr3hIHm4TTpUfO3nrKE1QBZsszcwMRWWPQNUEuWqyoQ5zwcjimwnLONAsz5wFNy4u+79+vVT8Vf6kpqZ+6lMT1F6mlpDK2WMPFGWYlkj9Tk7LDyARfnSE1a7qvx9/PmWgrS58RcSu1Y1uQb7vzQ+R87q6EKD3ldz9yy5bqmx6G6gSSQoGUTjmDgoyiOkQCsxuIe8LyYzJBguQIYfuhiZWyjTzMZd2jSK1wkL8YwpaLWnH8NHAqoBCAIQHRNy9W3la8gKpCTCppQ7zSWA5oVAu79vOtzxEvFdaV1O0VHfH9bw3BF26a3ARKS4LDLW5YfQw+Ilh7C4w6QxzAcXtHpHxuE/t1h54I2SFMuUREQ+JX5OJvF7Lg8847yZ6Mp8NFlh/SmOxAVaxcHZG3X5+a6Mlzm5ToDzOZGwlZCs/XtrB7hGLVl91A2hV6qNYhKzXA+QxI5Bxhz1+2vDQKftnetUS+WIhx6r47a5+x24TBVDz9GONoPIypQYAI+6TSAVT5wVL0mKFhjlQYjWSB9TzlM9acfdrEuqK+tSOgdhp0mhjSMV6WeqUv0uv3GiMJD9uJdQnsmDkGuYQpC/pGp1sWLKeSQTbpVQuktMPIprwsXODwDbpVd/CYjpwWerKdAtInopDyNo3T+b8JayHqpdAUKOF6dYtehpsgjZQSLOxx3KlgW8HXQn/3w7KC85OEyARTiC9YsvvJhB2SW0fP8zG+n0t/PpRdxXhA8USROtcznQQ6u8wpkKTrdWzLk2PR+rD/yjgJIjjYchd+FlelILCfFS+XjABwcaZXrYQ/kImfrh4EX+3sKUt+Uc21SD5rsUHszZnhsBG6XzaZQfFEOh8o7cJzKNomlUv9l5RBeUuoIspZXEwcj0GY2bm9WIoS7B3JsLFHX+Spsmatyn0Q9wnlNwAAA==)
Kemudian atur transparency Rate nya, semakin rendah nilainya semakin samar warna image tersebut. Artinya semakin samar maka semakin mudah image tersebut untuk kita Tracing. Kali ini saya mengaturnya menjadi 30. Lalu klik Apply.
![](data:image/webp;base64,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)
Setelah itu jangan lupa kunci bangun kotak tersebut agar objek image tidak bergeser saat di tracing. Klik kanan terus Lock Object..
LANGKAH KEDUA : TRACING IMAGE
Langkah berikutnya adalah proses Tracing, dalam proses ini sangat dibutuhkan konsentrasi dan ketelitian serta kesabaran yang tinggi agar hasil tracing menjadi sempurna.
Pertama buat sebuah kotak untuk mentrace bagian dasar kepala, kemudian untuk menambah titik-titik sudutnya klik kanan > Convert To Curve.. atau bisa juga menggunakan ctrl+C+Q..
Garis bangun disebut juga dengan garis curve.
![](data:image/webp;base64,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)
Lalu buat beberapa titik sudut dengan meng klik 2x pada garis bidang tersebut hingga muncul segitiga plus kemudian tarik titik-titik tersebut pada bagian ujung-ujung image yang akan kita tracing.
![](data:image/webp;base64,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)
![](data:image/webp;base64,UklGRtoJAABXRUJQVlA4IM4JAACwTQCdASojAUABPtForFAoOqkmprUZY1AaCWlu4W6yUrIOzJ2vzl4YjKJk981zgU+tIqHCxtPk9ux06F+VC36F/EmSJkd/g6hcKHCxtNIFD+fbvPHYuf2nEKGIePt6m8OVk4lvHY6dC/KT3ePMFuLiCRWrzYQC4z4PvON3/m9Aa/2+smCvIuoXChwhEkRSbvaZfmlrwQmnPlnfyLYjpZqk6p/2xL8qFwloakcXqftSFSueFnyH4d+FkJrXeU9CJ/Q0EahcKG37c/QRbaXKbcbF2Ts2/gAoaUTj1RdLITtPk9mqF3a3gCqQ58SwtG7d52YiMSEbTghkoYmrnQerHmNOdcxGyoXCSNmOZMp4DZu8M/hiOOADlL+wHb7gURBTf5gUxvoVHYhZiVZYKuv12zoP38OXCgt4Apv2atFW4pGZWlVtYSTw9gfyYei4UqJliDn2lxHH5O0OcwheULnL/wgav/jvXP5R3ulhlz+1A3ZA8TEXoZPCg2pkUPdPGwMQ+pJbSwLKrqUx/RZtA9zvrS2bSZRa4gGCdA+Ew5b+2Q2+bSnaURWnrV6eg5xlOpEdIJ/SirippqdjDfwTsbK4DaYxmitv+m4Jf4smOEaVgB7s0eHP6GTlE4V9pRj1zJGh/wLOfOMkTp6UXHb49bRljIK9kcV0/JPMKfp0L+xwsbJpt2uNl9QwDfmzEzcP8eUfGA3S+SCrn8pROWYf1Lmm88bXMoHFfKhZdOU6F8qWvJZW+SldAShceKAIWnTn6utw/3MocLGyzPt2OiJodkaKdYxdvOZxdI7LwLZsg/CA3wMkXsyChc2nyezLqywQPOicqGMEuHCxt+AA/v1bkADVcBNcI2ddg/Ik2nxM9w6zuwZf4cvkmWUIHe514L6znl/7EthYSeZHboG6n6l87w+GsbiiDplHOTe0+gJwQNR49TDmCge1j5qhNa1BsxVrNW2OoYFHHF7MBiXrOnGbbq465zPq6vYuNR98Q0p7nAzYqC+vI6IAVQC6AvVirFhp1RRiHp+6j9yS/Z90DukSMgK7nG9LYOZCZjoUaaks2QFKHVa0yXzQbgJt/tNURii1rQRy7xCAp2IcPjiZZ5p/qiP53CCAP3iUkhPDL7fSq12uJgZd3+ij951nDznE333t/eDpaqSQ0mr3742cNhKeSPmuB7nMu4Wfv+Bg0n/XuZ3XWslxMrDTHM2WzFfUwGHaGsjgXXE/42UooFZ6AKqXSkZe7kR01IGRKbkfoSghdgXyCmVV6qMOCpxXeubZhMyKw6KFkchN1DhCohOgfzkEbfb9wTk4TRkKvc3zhFSjL7Imr2q/7RSJFbDy7p44k55yn83T+U9uO9trU1gIW0szXbjcQN9UjX5rud0rvsTouMTMEAQt5D6dD8SdX8GGio2g4R5vISISwmq0ANJBFRrl8KXB3vnmrtBiiRN1JiVU1S+s1YeYSwXDhc7W7FLQTLQrjoA/alLI+a1gQBDLJGaclRzmx+SeNh07s96hmPLQVj5eIKHIF32SlsuhzyZ7sZYPbXvWfacdZn29bDgF1wuYd3Szxx2gh8hnq8nIkaYnwV4VLTgdOv98BHo+p6sZPrpEHkJb59/2GxQO1W546dmMWJ5kJZVCGqh0eUDcAjqgnmC0WbXuMhGkdWcACLyYRUWoRqo2tWyL1OjwnR4tcVfgFDhoQCvTwIZwdyv9rWOpfH7rS225CjsRIbPcRRlErdA0oWPztNAm49w3Ir1TCPz324SJAcRytjJ7iRQpGvjLQEQ+uKxI4XX0YsddoO8L0VoG5Q2Vgv6ujw9sTouRpTbxtd2oMGFacUeV3GeHSjeRAM1//SbSdmyhQxlfDRME0zHEP0Y7B39EqjKmlj+C6SusUCcN2M2cwCpPKJe+u20JsvACmE4uNJDEV4kA1vAVGEXt3NPnM1nrCKZeQtQJQSdSkRgOVw+SmDWK9BPmV+GTzBofC7Dk5SpoXLA33gDJqp8QFez8O+QELPNTS+ebtAIschyEluVmb9DHdoyAfc66qN8sTmwNS9mfI+f47afzW4YFuP7+n9/twTnO7OLIXHaF6aZdlB37n1XL6liOPGDA2oX3BClhO/rZvtfdxovg2CI7WW8qC+5jC7lTUtIiUuCK3AlwOWLY1HUsSXl4EeUzKhbKDHZ71reRmHcklR258B3OLLj8HGzqWi1nsiZaEmQKHwiKI2l08kEsYrDg1ksBQwf8wkjM/TfMfeRahs+OOP07DOkiaivTpL3iIqiTYRcNzcHtWLm+nZ7VpbSfU49YIHtmHSx4UHx0HZWzC+g5jXZoUK1b8EUTfr7BnLvt14Rd5GxpUetCyz/dxIEjJ+ITIORprqR6FDwh4tCG0vCPu+joslsGRBH/dE0RyLYi7Fafv5k86PZPpVuwgj8ICy7zdSmM+GdNFOun5THcSpgjf6Go4aTrsFYRaqWdBIJCDPeJdkX8fH9pSAFqSzI2EQYUvI0KaieOu6jR3ewyk3AfHY22uc8nCB3dx3IFRjswgIR79F03M6wiItZm3usY/D3yRaSJ7y/EhGtsD8i4Tm2AyAKhoW5UMANNTsbh4SzQsYm/8FCNRawqMb3UQerhCetXTL7gf+KIIllhPJydhCJE7tIKzglNdOuxji6c0stTdZMpqAaKBN/bO5FNgmqBTMJyqwPadkO+bm9PNnP206HsP0EaXvXM97Dc8QIeZF+VRuhEkIdFvPImjhkcMF4vW/tkf/WnVXIL27EMybqvN01w/OeAVAsS4nQ1SzP5zkfjWwWImr9I64K5GCPy5n1GSL2nb7OFYkbodkt8pZO1hhrQB1hZrP/NPyLoCMpje1uDTfVkJeJAZGruQzu3aAOTIkJfcCWIK5unNM5LpAXhsdf5IVqYvy5tVM4PZOYLbDHVrm+OzqcQdCUmK7/bieFZt5MiZyImZpNOAVXvRgvruqlaq/W4yM+XPcJjDMDdDECxB2SDCG3N4EpKUPppj/DC8kbwm8fUySSOh25gyoZO5FZ3fgJwlzTbH2WsT46l9RKiEnieecnGW2AizrIhd+LyBBV3meBTKf8m3xFTwpqJa+jpCi/hCb1C/ssRZWGpHp2rLd06GtF55bfWzx5m+79Dhv+1lsQpT6fRj3TVb/tIYWnCAEV+ZVewRM+eajZuD6KmA/E53WmHJXy61MMV1F4r0IyVFP19xyZ1oqQ7a2r9YzgFMDXm6H+ONLYMqFTyMLBbw36L7ax+xclLw8/Iv2+hsA+Z9yg3DP0YVeO07EFxhuhRA9/gAy1w/hJWw5nCp2VSazROhZxi6HvlpdN2T6E1LN2slpwHMm+7CPu3tTjpSP8aZvxm8HgchbMOK772aWaMflQBkgAAAA==)
Kemudian kita blok semua titik-titik curvenya lalu klik icon Convert Line To Curve pada property bar hingga bentuk menyerupai image yang kita tracing.
![](data:image/webp;base64,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)
Berikutnya ulangi langkah yang sama seperti di atas hingga semua bagian ter-tracing dengan sempurna.
Kemudian gunakan teknik shaping Trimpada bagian berikut.
![](data:image/webp;base64,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)
Gunakan teknik shaping intersect pada bagian berikut ini.
![](data:image/webp;base64,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)
Setelah semua gambar selesai di tracing jangan lupa mengunlock image yang kita tracing dengan cara yang sama yaitu klik kanan > Unlock Object.
![](data:image/webp;base64,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)
Kemudian lanjutkan dengan proses pewarnaan sesuai dengan selera masing-masing.
Jika pewarnaan sudah selesai kunci objek dengan cara blok semua objek > klik kanan > group. Inilah hasil akhirnya
![](data:image/webp;base64,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)
Keterangan:
Jika akan digunakan untuk keperluan sablon, hasil tracingan tadi hanya diberi warna hitam dan dipecah sesuai warna yang dikehendaki pada permukaan kaos. Setelah dipecah, gambar diprint pada kertas transparan untuk kemudian diafdrek.
Hai semua! Kali ini saya akan membahas mengenai teknik Typography dan teknik Tracing.Sebelum ke tutorial kita simak dulu yuk apasih Typhography dan Tracing itu.
Teknik Typography adalah seni teknik atau pemilihan,penataan dan pengaturan huruf pada ruang ruang yang tersedia sehingga menimbulkan kesan tertentu.
Teknik Tracing adalah teknik penggambaran cepat baik secara manual maupun digital.
Tutorial teknik Typography:
Sumber: desain.ilmuwebsite.com
Langkah 1
Masukan gambar/foto ke dalam photoshop yang sudah anda siapkan, terserah mau foto apa saja, namun disini saya menggunakan foto iron man yang sudah saya download
![](data:image/webp;base64,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)
Langkah 2
Kita akan buat seleksi menggunakanPen Tool yang sudah tersedia di toolbox photoshop sebelah kiri bawah
![](data:image/webp;base64,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)
Langkah 3
Cobalah memulai seleksi menggunakan pen tool tersebut. Ke area iron man nya saja
![](data:image/webp;base64,UklGRqgQAABXRUJQVlA4IJwQAABwYQCdASomAdcAPwVysFIrrCUjqxSMEYAgiU3Yo/hRWMnZydgCCQlniHp8QhzvsgWu1mZYD6foutCsunlfAh+6mYhSyjb777777Gxx9h8ndnd92/tS4cY3U3O8co8tJND6dsz2O1pfGH2KZGFPrXDWywnfZZ+KKMWH/0chDIFBQvctEni0y8zhfkmJoNKQkhQKwUivdpIP0kDf/8/6cFwFpyLOJcoBgLOUhbJJ3PVRI9ly7wC6uz85cud5oQ7FSqKsfSXWD2AxkGfjoYUlHX+796E3TguC4De0yiTkr97wK43YMZlPwETUEdUPycDVvm16tQMoR3tM0p/04LhNx5qKYirzULUHVdpQwRSd2oc/mcf6r6QkAq/XoTCv6uwsDWH6FkJ32VnhN80PV8WEch/yOSBcHUNlnTI4Qwls38TEumVl7PIB4HdEgx8pIfn/Tgse2Hzf/Ee24Rn5mRMxIPWcjtJ7fQNgu+Oyj951XS0x4SH74PxcS4I5Gw5T+nfXhCo2DefTfkrg57IA4E69nrpIggeUibqU2pjidTaKgRK/DAxrmPMsKI/ULPE6ZB0PUTu+1c0WQAOwbr6hk3hKFkW2I7Mpt3P+M2AwzU2fjMal9xGjJhuXGP0m08A34ebbinLqzIL7RYpI8eXF4SS+ucG5b3jDvSuon29hMiJOoiUSDS6X9lXxrZOQUjBBa8VPEACMJBr37D3vEC6yC1WecHOAlUHv1eKajqEBeErHTVx3tKYthE/H5M9g1XaExAqhHae3FN+OBcLhSUR3nwbwL/GBtTPkLdUCRwTWMcEIMPHODkGc+vS+Xp/qcUkcEl/Vf0eFrviGK9YV8bL9CqwCR6AVrYX8M/Mi3Ax06leow42jVclJCyx4J6dkysS77k638rqfkt8uvoAr1u/zgVHS56Vc8r/NWf5SObAm0R1LvutyOOW+ipQ3VP5ukSBJxEjQYwi/BL8ZTwQ+R/muxUrW+sHJmuJjoqLc81pVVaZI0fVQy9MbKPOzAMVyb239wO32mhy2rX6QyFaDDj3hTfpa0yiREJ4CQAD+8VVy2sZgPpJ0NXFcB8A+dpx6uM9WxuVMhm/4KHeCwcaQaNtFDsfLu9PML+q8tKJGuFCzapp+xBIOT4bBP4Czk0FnMg2NxhUWb0dvk925x+kVZcNhjjvbSR98LBVYFwj588/uotw4tirFSnoT5tJ9Ibl4Ewm7iN25OSUiza+wEgSIjWm2ou4LYLKWS3QHf+Jipgn6W0T0/u5rkDfvkczbfe6EK1YCSEWIWbAAbEN++wYRaWRItx0sHwD3Jf3SEuca1V8GalLgkC6r47Xc0PB6NrXEDt2gA2KnybaZp5GDMztAfn5SZEZk7OJCIeb74oTmbbXFuKxFMSvHon3LYVjwovMWe6zemo5c7cIDH4RzR/m909kqo6JFbKop+OuRPgqqDiiY57KuqfBIZwlrQaolS882w/qVcAKyPoNWPreTJV0qLPa7V5G9ujyMyV36rODYXlVfY3MP1qyh1gBecqo8j67rs7GAv8ICccbwQscufolpOupOb92pa3c4pK1qb2E62LYhixx/VKTNrzuLwIkhj+PxSNpFCTOeUgyNsLEJbuxV7EhuUj+2u+fvHDy9pZdk82UCbT96TmmP6agtvfgiZco7kewpUg4ZsppS7WWrMYlPk1kiS/HH7yfrGy0nygCe8UYOHxrdh6/CiHBBTvnIfxxUL1ZfLzYACgbPaArziELz4+05F4bsbDLPXNxt3Vs5EYIadtIQASH1gu1hmNU7DrBV/I/8wUovEfBPJKkOQVTi4YEBflafVxExpx8PUB4nz5vXPcRqSc9auIV271xFrQUOK8pSgstR5vmYLBewbn8qWHrAX9IIEGrdRwARQrwFmynBGvk0DF4fp5/LFxoOwKVHNZGmQwVJvBtatq1o2hV0EzwhElhyWDs2ytzSSgAObdGv1ElK9tz/yc2R11NJg6axf3h0vzKNW4Vu9FrXg9mv4XoaqN8TSjbiRRMqGK1ydXeN+nZudFZGd0hD188rMLLwAzC4CG6DBR4r4sSC9UlvmcLrjg49xZKlnCPIcOZ5TZKVomHilZ/1tIFZgOrahNhQTd6B+JLQAAMsT8RA7LbWZhi2TMvyjL1jPSwcyJUzYhPhYgq0vw4oQSf9XuF3imA1OsV4iFg+TIOmc5jHVnD/1Hux0y7nNSSfxTrMklrrsAQi57lga1qwXuKlXPPu5DNIJxh+YUuMLntaasW55EXLBjH1m6LMhW/KWtrkn7/Z+eWIgW8mBAXWkL80QAd/kc+6H8fM1bv2YiYOko7iIFPhxV23qsovHjH1Trqq5zbRktq4iVOpFDFmbStNaGeGh3loCxaC5iixPvPkCWNGBaJkRbwG51CCtjppodMaR5wwBWqql6g5QIplqWp+TMWmrvQkiSmw6k4U++fE3dLTUEpC63kHmsp3Zoeoldn3MHlNCtSIZk3V4PQWPMQGWoVNsYmAsw8AB2z8HjVQh5NVRcVSrHQGw6eZp99cZBfNVrG9cIY4LlpC/X9r48CQrY3g2lxUQ7ff0T1NUC//TLw2/8eu8+nsM+Tg9NLdBtX9+TFd3Cp7jiKO2KfrmeItClCTCMLMdK+Qxdvjny4pE2x6M3etEo2Ej92SDwLURMmdpY5AwPO8K+rxPLJgbu5svZhI00tonZSgN94C+U+gWFmQQSOezP2DEZ2PF3OIg415/cjOksGVqLudgkuBtHFNwxO12B8OJ4pvbIHMzqACYs5VFH4fH5HP814mcYmJyhg0UKaVe58gC79gqVpKt+CIAer/NZXPEA8JilviMoLl37uXV18Q/ke/e0L+WtANx+/EB/XBQpWCBBHsPUfbFIKE98ABvEeuZ6DfGLIuUvIEK1qlRDqthe2d7VoYyP/arENP/OkQsEN1+maFXeGOO8Ky8ExI0nNYf1QGrcn6n52sP0PHFmHqHzeAbrB6gRPQ/8Z0kh79l+p6ushXCkx+WMLXNgG3sUenuZt6LEP77WUNtlQdKR0E8EhSC0+5QXzkvR8hWbWNQUJqhq7WLWqmlNdZC6R76ADneZw4JZUTxqEHKeBkG0aGPOvwsGJ+tFZQjYFAB60Qc54zBNVrM72pdwmEgbnyCDFogKN4c2bEMwUbwTRkaik1jQR7HwhwDCsfQoSSn2xgsIVrJJC0ww77M+MD63Bh6yRtpus+vFbWSFUe+xexL8kYaTdrrgXbSMtL6Yp8p7ecFeIsUb4Ucm02TXpCKV/75rvq2dTzJRAOE7QoUxxV1P9soMdkZHgpQZOpTqj6FOuo1RiC00pWrzVbUdBaitF6gfTbhelhxOVVD4/0rDFwFzowvN5qxsTND04IsK692SAApP8oiFwqOTUapDHA/AeIdE7YG1dN4J1GY22ByqzXvH3yrEMfdZxQ0/aQlk5pvNMCYgJIq8tkEC4KeQNKXFGtTO1G+Qv/eHY3OK5mK5TxcQuY0krKrTVmt92FHzAcuq1Oipr8KlRm9fms7iQXVCjPOZFPZVNO1oWlcYkmQqEktI4wgPHwQxn9MkEtrEkVRwcG4SYeLkVRoYHS38BVgcqgZV7y7KDDyH+HA2irWLjCru21T+WrRMRjIW9BZbVx8pfTuhH2txJHJKjt+CXZ0WLg5xgcMj5YRkb4/1wjWAoisuXpWRY8UttyQfj675N9tmlwJ5mJh0om7l/xvmIRlH6RBQO7ej65YQLyHmEseLIe934dZ8xhbMs3nEXvJvQKrzYjnaNEo1i5GcQw/GvB9Q2yMt7gDItbc2RPWKU/xJtYzlJaYQgSlKfbwrIT24H/VjeCxIyxV4wKzdbmEExmgDVLh1ln/3lKM4lx5YFNmCXMuH7mvDIzgfQFeWRPukY0Ejlqc3Vm72fEalI+8KW4TO+czFxFvI+4NNbof/GUri13KPYNPimsWO8yhri82qdv4n/eEWzkZb2680F6DMENUbn8CCk06/zC+Rs5DnHo6/uLx3WehpC3lqErEDRFwd09wkgEzHPS3VD2ORMHtBQZpNPhBWON9vwGro9GMpjv6zDvg1gxZhrhQ+VEdCKGGqV8qS1cMf5+ygf0o8LYU+KLaz3PH11SsOxcp/9XC4jBdz6zLnfJPx+y/WKhdMhgMAMNW5fSxULCs0k+AwIpsnH4bdhadMgfguf3jRkYvLTKNKmjweyQmLmvlrzB+Weh/99dpVPnsEPKFUcLk4HRYdX0l2qB1l39ld1jVODu+wNMvbdZsejtPqOQx6zMQqNGWifidmhJPEdDrZoVUrOhW46YdPQEoAjtHTzRTod3VYxAKe3bvs06l1HoOBsQ/vMH8xZ8oO0bPUpK8+n7XKqrvhv/j0fmoN2Izkk3qgSbk4vFbrqOaG+d3HLtz9Fmar4bKbq0uMqNSQKbeCro3LgRGmHOUxMn46thQHU17jPi5ogZTSpn/eQHExmQxF7jmtE9krcDY8NvRGyu9jJ3txeF56QC85N5V7wVUk6nYCnU3pLKP99SzplSWjK/nqi4+e3iqIMyI+G/qPdeAWde2I05QJ/mD8Ad/l3UU+zA3i7C48RG4YD6mwEM89DU69jmcPD4TEGItbCQd2k0OQ9oVLgEj+z2XHPtjMmtE9UuMWOvrFuBVvgdib8vPjzBYI+BzUBxHklZ/z+dlCAf9aG2ZnSgHw888nRTmbc11DpbMQYtjubO83znC7vAPkDtEcE16aMyMMHOt5hxRCXhsVCQba7XFt6Kt4HlPziTG1u93JKMHVSf6os0xoQy32O9xJtqln+ST8D339N0bV/EL5mi0L5dU2GEkTrtCVrBKQ8mQSlE5409gPMhsta6G0VkUQYiJZnwgRKOjKnGYHB+28xhep1RCHWgY49FXEoJgaGleRIq0kkZW+WTNwCCOvT57Dm9Pko14xuFnhEpSH6QeBsE44HVgA58DGnHa8EGLd46wykKA1tKSG6mmMLM9+S6K99yNgqKSL7jJ8gx62YKPfgTorLuM3z2dPL71cAUb3IrBZzV2tHhfVI6cOm3B1fQe9hd0Ev5Kjgr327MfGV200yucBwIUzCAX2m/GB+wuLcZGvy6TwcaI10FjmZmVfosz1bVdRm/oUNvj1SpIJBBf8uPOPSl1/OU/+F9PUH8yVWomfgVM9Rk8newrgdt9zYiq0+k2GQB898TIrH0DgW/EoOJ2EUUD6MURu0ix1dlk6uyLofWiHUkQp7b9XyqDEz8unI7hGcmieR/GkqSx5f9x0wti5+UZpNdjLZQldQcZXOXByMV5+puqgqAYO4WVAdt4Y2O7A+0uTcw69sQ6fKDv8dogvEW7qgNNClnnUfANtH0+SSkuFNDXhlZhLfOumNy4flFmeFUcumqgAL4qNPvslgzodiyvUbJI0knkqgTma59z3Kicu5SEViXg+beMKV2QjWvaiyeI8VJA279kPTAUhTFSB0oxwfQhWifnKXNBipQbF1CI46pJcSL6ZSUU8+Z3eLqLL+ouZL8XOEKkGl89H/uVW3S9IXluGwTCuMAGCNSqQk4Cgu49KxtHxF+/F0HASbLWdJWhvyqUhHC2ZqNrwsv2fv9CWSk3g+IDJPniM6JaHsGcaLpvI3f4KE+K9BLQdO/f6hyTxvlFKRqKJEc5KL9qOAXz2lBQHG9IrxtL6e5uITCTmFFH5YMCCpc0pJFcPYBG9iqcEm5AD4/1txgAAAA)
Langkah 4
Jika seleksi menggunakan pen tool tadi sudah selesai, kemudian lanjut masih menggunakan tool tadi lalu anda klik kanan di tempat yang sudah diseleksi tadi dan pilih make selection
![](data:image/webp;base64,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)
Berikan nilai 0 pada feather radius
![](data:image/webp;base64,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)
Langkah 5
Seleksi sudah terlihat, kemudian duplikat untuk layer background yah,tapi ingat seleksi yang tadi jangan sampai hilang
![](data:image/webp;base64,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)
Langkah 6
Nah sekaarang kita mulai dengantext tool untuk membuat tipografi nya.
![](data:image/webp;base64,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)
Langkah 7
Buatlah text yang tersusun rapih seperti gambar dibawah, kemudian jangan lupa diperhatikan juga tipografi nya, disitu terlihat besar kecilnya font berbeda-beda.
![](data:image/webp;base64,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)
Langkah 8
Setelah text tadi tersusun lalu seleksi semua layer text tadi. Ingatt hanya layer text saja yang diseleksi
![](data:image/webp;base64,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)
Langkah 9
Layer text sudah diseleksi kemudian kita gabung layer tersebut dengan cara, pergi ke menu layer – merge layer ( CTRL + E)
![](data:image/webp;base64,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)
Langkah 10
Stelah layer text tergabung kemudian atur opacity pada layer text tersebut menjadi 30 %
![](data:image/webp;base64,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)
Langkah 11
Kemudian arahkan mouse ke jendela layer text, lalu tekan CTRL + klik dijendela layer text tersebut.
![](data:image/webp;base64,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)
Langkah 12
Nah sekarang ke Layer 1, kemudian duplikat di layer 1 tersebut.
![](data:image/webp;base64,UklGRqAoAABXRUJQVlA4IJQoAADQoACdASomAfMAP0mGtlWwKKSksD7rugApCWNu9JunCagx6igJZMQOsLfNr8ny0/o+MrzX/Ul/L/Q750OnAb1PkL0tppP6T73UeV5/yLPsn9F0Fdh/714i7qf4BmC4IeB38r6gP+Q/6/p53wlAvyf/+jytfvX/k/ef4Fv3F66rJkso0AGsADWABq+JaiiIZaSKLErBFY8298es5dPHF7V0sR1RkBQfwUPol6OkwlqxSJkotaFP5IWE5cYp0hXCmpaNObTduTEtO3WluOzMRapkcNYrfFnEhF9R4Xh5Wl8eQGt/VtnCm00VhZlK9Xrdc5qKw5IWuiiXCiEJFGZhIkEk7gpDAqDlLA7BylssAIcFODgp/gB4YiQT2Xb2L6x5Roe/E4wfrhAgKe0hFeD4XCFAuiqZjtYPPAwc0d/KcobcsgWsfYKXU0UvR6jLk6l0jvU2H8teU3UITLLaZUlqxuBJPVTmjnvG/xHlBY558ljFU+csAmPTSjcsYlaqbQz5K41HLySAC01dtyIjrwVaMFgr7esRS2DeJVHorn6gKZJDO2E19a5rzjx5bK0SjcEHJ3lGxGOkORZDkXXvYONWeYdvNqD5GFgdm/99HpcrkUw8EU2Bytmk3LKrB+LO/Qlp8nA6HJOvEdCVeGebmKsxo+x0nqHhbt7VqIE8NKbzO3p1XBzRCoogePQEELZklHtynp2zOWlR+tn170gR4PCs1cyCj6HRBtq+9Xr3R/i/x4SH7LGFYeRk/S3+247ptKk42GTgO28/e/GtgpZteGSLw0QeCJc6414qotWurCcCJKPI6nHHiEyL+3XL+on/a9EdxzL+cwQuwIzKfRklZyZK+UjFvQ1tzAcX5qW/GxmVGBu4cC8VjpwB5w2MsMUmlMnEDS87dEZP01yQvGba4dTR+dFimm+iP33cJbC401kqhK6oOX6FI6f1y0bvP1XXUmYrcLRCxLOfIcP0aeSjm/9Rp7nYp+HpNgPd8yhiEANomyw97imH7eQoSvHwQi5pMMgnSd39yYhE39VDGku49cP+2BSwnLP+lTSKWmBFJJKb3t5rCFoojBdspJdK0ZBtIRsSLZtVux+ceslFZtEJ6UpoT50sja/yTdzz0a6jxa5xQHBvPrcRuG/DxbmUI96207pQgawGoppQJUgbn2s2rDmzYPgJQD1Uz9l+8aaq7eFN/M19DnA4iPSCDp9+JT0CKHZTOGpbSLlUEiBnS6MD8bivxkHnG9rXlSMTlQtsKPBv1TEhoeg+f6+du1193AS2JNsHUQvkjCopNrHovhdzJajfhzmwGPkHJB+jPNc+tQZ8ubrkGRxRgv4csMl9Gua0035Rg1S0jdk9oPnEOsmJmKy9NohDFFc3UC9EjUKIgX58rZcRLELH4N/hrj0YRgL8B2wyFT8vNELWxCDp61Qc/6YG+UgIC0EXY0sWxOkNuZdAc8BlNOSOvvlk4u+uGVHaawqjt9Gkvdi+p5GuH5oKVcS/0nyOtFMHWjzRswcRzbahntbGs1aOCeB/kkDlK2yxNp55Wlp3YW06GMCT4fz1i1jdbBbxqdNLM5BIG5izDJ48dMkzeT9yNsIC0TjaLm34/MUtvjnuDhfy/gKoNJkmH0Xewi7r/d65KTgNcv1X2kwR4s9Ds/Nm/NiQqPmo4putzhYNuI1kreajygz7hDQB+YI7OH3yBidzU0TEh7XMIiMZy53Bc6+rKOSgWYszYUXUkInIUAD+5cJL9cGcmPf0WS8ABpegB/M7N7LMccCMD9fSh19Hx8SEaHf8EahUv0nwtxypeHI/2YvdeKwF+q86VLGe3UMTOUrrXNpNUd08dUgDJRfRKUIr7hkVacHTj3XeZJkgy2f+4z4UKGUrXqqrRAkQXeOdazffMPRecdGZZf9CI6GIMAg3VnA+t1/x2w3KAuNbl10wuhDMcSl5Wk5SH0YBcEuhtE10NKPWU6dxj7XzxBntr9kjJdHLfCpFVIQ8B73jgiK1eyGFrPi7a8A/HDxID5rZpvu4OMsQS8qdtM2tnsmGgyb62ddlm2byuOKz6vJNMLhjaP61Bs5xq0sd9T7e9HRy1L0Pb5bD36YCdBu4sFSk4iuiDo/B49ja9qQpnfLDguYEdy7X+o63Ye5U0hHZ5lSxZ+FoYZls5bkEyn201HfW4VN+nFHIRzN8FZCPNG07iHE+1NLaT+Jd7knQyIuBhuGikwBmHgx7Nn/k/PKeuF7XdKi8gyJoQTtnQvaIMM+3KIbMkFXB4IOCGM3zZrJk6jYJzD3WjknZS0yqSr42P969kp7NgQa9wgtR+9p2k6u8dwULIpcBU6/kUuOOdnn8pXIiU1kuodGgaWuRKtvoXDnAS+llDL8bP2MCKvgq34T09MBxJOe+56MBqTyPi7WwoZrTyrByl9Bt2T5Yol/iV8oOOTeU+jq40zx2KdM4kEzvhqY2NWk/IkmtSaRy/nFL/m33PEURj5NPwMkFozEsq2YRCwAe55F+H4Jrtv60QlHiXZabIrns/Iih+6U2ykpWQW5RgrWdqpvfWatgPiIeTIJPYK7Yy1HvMK0CATB4P88vNRw8CEbwCZjrxjvuZOVJlWx+irvGGwq+vKhbhtJeVfIwyknnHphKpi9JA7OIs7ZUz3inyeVg6jVT7QsEHWJWKeso7ock96PeDKm75aEIQEwpq10BS4PECjRK6T5tTPrdHjb2lX2i0WKRA70o0PKfQAZLBm5aJ1FxYmZvdaY/7ijmxztzU/4S92Z7/gZgkymaaR1GhG3z7rB9qJ9cS5oZqJ7OXf34xqshmOWxGtEQ09N+lNcnIB9MWI1km+P3KxL1dOACIuM6TMNH4QLTwdvOn5vaDljQpBOuKOssPKILQL+9eMUc5UzGIWibHwd6GSEh2UeLymk9r/KN9+K/nFB6nwolVTOXe40XkZCP/E3oT3YbOyh9us5Hn+6NHNW6Lja71w38ceOjdFwBoCpVi9xvEMc1H2oQ015OSksklRPkIhywQmNQ0cGxJohLWEeZDHdW0KZu3mG6WTLxkls5+a9YAakYwda1R7o4hEZlqonkafXXFlwpngzJZqODL2/U3Uh2vW5NaBO6PlMZ+NRD29sTt5sbBzAWojPc2gCq9nIS/Ll1ZCI3OX89nZNuR93ZxAMrqtkOxuUeLT6/TIH+QgTPdHBu5CKMXbKfTkVPNo3eg1KbpkEOvw2rRQFmPsG21avoX4Eydpa0bi2a2pr2QUP82TjvaCG1+LdXM/0OuNnS9gcZnPe8BEOphD8OlB9yFwVyVIirJONesMMlM55YPCDzSru6d8UX+Gb4i1VA3HsuZbBie/ZUcJiw03VM9l2PaFTOMnyAdeyKck7JlM4J6TVE0Xy/MCUXkjZ8kOHfZDTkTm9nQAGCVZRLBQfIzq0uOoBIE+PKfaH71/ZV7bJl4L5An+98VI4MCdeL03bgOpI2GfAbDQWV/44motrdf21trOCvui4eeCJjU0ZuZiW8WEjy71llXT6kz4jUaSp4EG7pcXtwaJ/SzhAie8jMSbsXNFiKnoUYfI1x/pOik8habt4hSXm8M18zjfYC1INZITV3X3ZORoaxL51HK8Dp12C0tchLecgBkILkmpauMby7tLnrnnY2RI4mvAZpj9pE+ODLH9yEYdBAZiYnbBd/ySx/1dm6Brmk7a+DS8mPK7MgpgMCHNsFkBuM3juIeG9/iQEZ3mumo+5wkoySwOd+wTMnbOIXKXBzt4a2MmSiu7bo6R6XZHTSGi1XBUmAOQ7k7yiuWLQkTKIecyh8LJslYJfq93kWmLsbCIsdEOm4sE1WbzSFdWYUHf1u4J8b/WJopVQqT1cFwHUdyJje8nRPmsYGkExsIqfqOfn01DCw9IvqL7+QQlF7frdTlmd0zYwKKCHiMnFdwa6Ag4fym5aoWhkLPLasrC/A+dr4iKqU6Jw8Rs7L9FqsXa160jJfcwXbL2nPfXUDiKFrTwkNYo/bOIb0tIy0iYmOtkTLXkpaO5AOmb4lAwte2OcsxaxCEYG3NIxuu5aam4qXssLIab1P3jupK1w/RhicMlO+xtXYETXa+g79awrxCbZAgTCoRwxTIrr+nVTFkdVWyNA46gkXqiTY/enKEptB4iCm2lPGFZ3aUgSVKTqA9KXXPKu7p/KME5G9+E6HeNf+Uk7l4QEPi9rK/xlHOFqzhAP4jbalp4VdEN512S216wUcNxcugGUoU3qtvSQdE75DdsPwCEo3nkUfzbUUnuBOAVKyshTpmR9QfaTR8hfIK/3R1rJDYJkHNakI68Br1d8eh2PA8pZ3ExydLiUVyrojkdTo9jEP0PkxLIrHEfC2HL7mKQN0+U9LBVW77fwghA0LP7Q4V5ggKyW23inIfv+PEz1XBBsPSdfvz4a5PHjKpjgKpOBtpCRlh/+SUzApw5KodHkyQQbnPW3FAt2ZLHlYnrBSmnf+LtrhqN+YPOc1VFdqIUhhi2K11XgUiFxGoEFCfJNVUl/GQ0njdISluPHeQ7os8WiIXPajabjzSdLOPwD/AokBVuVtdd1MDA/VAe1BnoX6N7gkpS4wgfCkSdGXee55hCbUOlPupXqyi6+RCgMVFgPHau0EZfnKumuujlp4uSSQip32vv86YPLLFCztwLruVwUNi7CaelsdlBKTYr5GoXQW1aAl31I2wL0FjvqOPrdTyNpz4KWpfCDIIL7Eu8/6wky/y4FWJjVYjScwLIDwaV4I7K0pk1qBTDn5qs5lqITnsTCyUf3rpMmZT0AOl7npTL9s4vytvxzROCtsHpx4caa0CRDk2eDA7TmEpKT3Jfc4PuJeRbJqD8kuq5mHCAFbZGFwMBZjlpqp9zgAAS8121oI1yAmJFtwR+smADMIBvnqcW5GY7s4/CDyfNr8GhVxHGdSJdSFcyiHOpHfX0FeSVYq1SWU2O5/3//bHklLDkuJzI3MKw92VrOCM0gvYTcf/xMdqxealN5ZZdJnAieNK/W1f4+8XnvtQaylpa0e/YzsicyMyrluLvkaHNv0gYPIcNgA1upE3CrCZpbgeCFoGoRXcswg2TfLLTx4Q5QYsB9+EC3olsoQ+PTQsQKM4nXTlBd3V79hofBFoEPze+YHESV5/kWE9xiIchHFvD1kgsAFUktpruNXzebkvJnHJfL2hiCvDlc5qZ1K/asMZexPiv0/bbsG7DKYJQK9FiyKg+yoXvjK8idyUyGPXy1NqvnMUb7pnr6RsSV7d4TFOWV3IPfgfy5Dzg6cGBWnsYK4zh/ZRflfsybjTkFKfBeJMd89lgjV3AeHO3iZnUXXtWPWxqGNldBWhhnUO+7oyFGH0Fq1Et7dRTDARSqaj5ZTN9IAIlubLtvwuMONCLUr6/nWnuE06twts1kgDkPqMVa4Kkamkt+gb7eV4aa1x2DDp4+lk7uW8cbMjDi3/JVjENFb93a1d4JH8SoWDgJ4Ewi/vA69GfpbYhRvDwRuYtNyh29LzUyCBZxjvaPR1OJ4Zqn7qxp6t8iHHkQTxO9IbfCN4XQ9g5lLXMnkKdE+dvj7+AjR6vxEh3W3pYnNnMemtwDhdyO/c6spbJ+OYxLxiHvd3DEESAM4Zp1/WqKvO9EOp18icD7M1uA0w3F0hQ/o1Gn7qOWVHtPhzKTK/99KBp5jFjMMd/fDli9Kv5VIqclfYFBcshxMEfLZlvzZkOAxPaL/VKMPYG+fpL4dGTBoZr5ld2ux+saKIylUUe/dLsyDknvojXwOP/Jg8COZ+SoGspkGployJIfPKFtzLJlSZGnCD6O0x2p+baFcKlThYcaxFq1qBt9BrG/M/UecQHNrDNBFRCizrLdTURCsH0pZgGu7v5RYMXiymjyPmPu3P8RHKiwAbgDkrN8KKMsLIQBgrRbHWzI1ikooFp31jEHN01XTqZYf3ChCt2ctStSpdBzpWUPFMNkj/fvZY++RWD77wOuco/44St06aMzPrRbCohu5+qyVvFxbQJajjvGffAOF2wij0LxLSB9GonZJ3H+x1fY/NxMHh0lI1I66+fOnFRNE92ODtWFNdYrKz/EDblJE3jPsRycsptLu4uIPS3v9VgeaCYlqYbUIPJKkWyyNS66PABqHyRbe/GB5+kdzURhcD+gjzdTvPAbm3qXjfH2T5F53QQSWbnmGi9U2ZzzsObwqQzcj4l5Nc9vaNcAGa74dTl2v4Raf+S81l62htEsHe6KSXd670q/7sB9GcLnWgujuaKhnA2YiBTUHsDkuODvTwnJAS0MMi+54AwDZH1cSKoAjCutoYSkezoatdBK+iB7/hptEeoJzuqSBhExwhuHZKkx89Ii1UrrGy0sDAaMnFVftWD242o3hp8rhrT2j5FBX2eXIyaXMRopnE52aEMog8Om5zzWwcsHoxnmbCzPaYbU6vc4M6VitP7jIaB7y+xJXXyiMmEzxQCIqK58vopgdieuwu6oNwFrUwYjV2hANUiMHhwe1niYhx1JIzwqxNY7uXObTi4Uv+Q7xxHv9hnrQwTTlRLTybrpkLV0C2IIfOmPqpcBUkyKGIQaKZxDBDeusyEWqvTAGpD3/4yBBL2ecbO3WAQ/VzGc51MzRZkub3XASarHc3VidYil9/FCKrrbiXkKu/NifBHyj6tX48NwaC2IwyLESH9MkTb3cpoJl2NhZXk6NWFI6MM8T5gOBnWd+PzX+wHTDJs1dbPe+HJHiwr2RRBStO760Ql/EJAJWXecvcTxtYWT0QYe91LcbZpjvqSVOipeCjJi5gcEEJf9emBuD1SEALQPdPOfKp/BKTquWI4fbf3W7i7Lan1jZFzdY0VsLDRybCKR0oZfecsA8WUTczEpdbbtgFszF7Ihk4zfUtetf4sOJF77duPkUD5fvl0OUdh3KgQtLPi0Ld3gkRFTmDh2tt7rwGcA7hjWeR8ivDvL/ymQtTjfcJ41onzVBR+h9BMxFI8RE/1Wc6pXWnjUsom3MwAaXYat0kCqF/M4mJw6bwL/sfyoqiQyIZApnIdupsxkCWFMegN3tw7e2GWZkWNOeFoOKEwrfNxDRRW3mHuITYMotkJC10K3X4H8u4h28RHcJJjdziPMcdkrcAH+/HNh2zMrDPG1Ob0o3JPuyeVFNPVoGeLh43B3Y9dpsTZwb1u3IgM6Nro4tv9aOnDQStBntxe4DCeWi3nCrn9veGQaIN49rE1N68tNFm3iv0oIfji6LJZtQ5fUW9MqzrkfFR7pyZoC+OGmV9M9wJTA6XIVmhAoe29h4ByVVxPZSx3xvyfP6mHWlhRhTYYBO+xX20HM+iXH0h5XWEwfKrTz3kUu05oQfacipmsXN+5yiX65iXjM/ig+NH/kJPgP0HnyclRXxOZKF/UN+MWUBB4BvuRWXpIvaoA1OoL7ryvYLPvyvfWPpN7hjH/Fcxy28rFKEWROa5LwaXcScE+ACXJveY2EOR1NhU7nqW09sD+f6y/BPvlfllEWjM/cy5sPVZhKIk3xuftUqKnC9U2/BPpHWBZK/EJzCdydWzU8R9yectmKIqHsL/IgYxtto2dd5g2BLKeKy4hQHKuJoKEHkDuR6/3XhNla3Ivh6WA6DWYZkdpYyLyoo9jrTykCT4EGWTpYwwO8L/sue4MAayyrZ5dFaB1TkF7i0EfHGzJ//XnBJLzcx3NORKiUoFGGgj0yUtBkUxi5HcG5wuKKWhrjmDJY3sU3+Lkh5VfyrCQq6iUruO5eOQHjjQCNwb12gXHav2fow7gVjJXebLK4L1GAuzTdkfTtIVBUpzFBQgU8L6//SEGFdryf9YfPApyMm19IvHpDboInGQWyjNIqU5cUyJcQ87GqsEenN+2UleU0eEMdAHplyH0HpFYJGXTRR6vGCMDllSymEZb+Tj12F+XrtQJ6Wv07RC1pCkPvUqv/dtyyYTW8i1jz7LK4THCXf/yN9qU6dpALYStJTA7UUqgWjpouzcDhIhs2/R0J9snjhttNNPaLG/dQLDns9LB7/RbiDJ3tkfiKb0zkYplcY9uywN/fw/w1yDLnusXJxgMNel8BwPQm0B/VvruVSLPR2hHvSyfG0hHjdkMMA0yTEtc5+oTH1VPmaqj26WSdhzQZy0BfL7zFIa75O3hJSuV/vsPyXhegmndEBMuicp3TkP0JgpUUDCciXDcBCd9B3gVqhF0x3DtOLAaPwb7iXgX3t4hYB6jQAU2Rraw7ZCA49lROwdyTWEdxUHKe1BtU/B0Lg8w4nDIn+roj3+k5VlpPzXQYg1iDLTPCXBjkXt/t8CSBdj1nTl+ryG0lhw7Jfa4/RwVtBFcF61U674b8KV6zje9UlrpdOahsZZssDaBfDonJt6i/E3b4LFy48nm49EXaDop7bFDVVoQ2C3o5/1PTIkGMWmmHnqdiKutEw9REUd/rCLOzZId4vtzHBeV3ZalE1DM0fW0xbpoFIPm2uWu6kU4e/3DtAwKQNPvKsTtUqu4CWoAc3mnAcFGWqS12OeY4HByqLxcgvRXfW4zBwPuM3c1rgo6Vro2eAbfc1pAX9NRb/Hn/Avcq4cO0fr71c25dKCrCeTFI45FGc+R4THVFCTQTbbZxcg/tBIPZMG4K0G/63hSQ0h8WOjWfGPqO4LNSPAN6r4kDdzBlww22MmugeWymk4pEwr4Q1bCCnKCKHZYmw+rMvYu/cblGdMXHeiwuAr9grHSNxUTwF0gHZikAz0cZpOrrfdY8b28SFG2RVbEjASjLylyUmTFwCCCwfOMXFgbnbHjXTAbI5DVV5JI1L68WW86y/Eo41gOMC/UOQWjW7Ab5ULmnebKuYrr5XIJPDdbv5f91Z7nqMLiPnHQZPaiUeDkYZLfXV/cDMbQWcf3gFattwF9MyrJNtLMFwDCBzKNxn6jG/nllEh/3c6tUNsZkNK5lHMyN31uRd0fzS2mCLDdGYANWD53UOzF1tQXWX5FpnvLHbYisf31gdr+qDG9gFnhUWhElFGc/tZXBoSM9+dwyZ/+MqPK21RGOLRHCMgQY1x3MTvV2sVtp0+N1TXkda76de0gvGW97+eu7qtZNFTpLxkfg5YI+buvXWa5ySbawO2nCm4BAvMingeQdn1RNDqGGXgG9e/RTxZZetevmqAv4JR6K6JfJkxDaY0QHohEV7X8kaDQk7IZX20zaYZeAFGP1sOyeJ68jhWUEwhPqHSL/2BGjxd4TCHWpm7U8urIADLhQo9obzc0f+JTIWhiILAIjIWboWuRZfYuQFFRVi4BhUalDF047+qLfc6CP5bgKsc/XFjAbf+vnvZVRQWC5VZzxoFZuNbJ5Q5uhLcYOGp1vuLy/mUoK/qJndpRtqnNSESOJNbTcqLxAr7OgiDc0jrss4aBsr6zsMih7KMQYBDixPO8c8ZOCCPJDVAzrGU4fvJcADAO87ahxnVQwH+z8EWR3lbSfRusvLAPbc8Ph8HjlOnjN6pNBHehVczQEfF1Ehblw47jqxQ9GRWUYoM6buvMi2RvJ/BRMzrqaDJFEcLJlRdFIBxorlGdH1f6C3Hmn6ebMXMhtTzKRkdE3FrGb/VyjBOY53/R5xBl42ae1FvJ5vER5BaZI6ixDO80nXddQgQFkQwiucA5zdAXF09xKmTe/D5r0wzUXUUpcYCdWG4AwFnu9kY9a/oEZ3jP3mqfUW876Gp83VaYBlC/0dynElIcQVR8dGusCzs3hLG/CWHDN5MGkpZRtMAxLqSykxZG1yYySuyQfOiyYxdEsZBfzSPd2fJJvY5IpnQaEHnovNQr8mXcBigR/FDQu/gV/ltnIZX/wNzO1eAqhSF+LWVvtzZAjKVmn96CjZi7vN/tE6mWqF6m3V55i87SLNiOPH6v6MtcN8P0XwGtL/Pz8CaPoq81aFvtXnEd5SMTZRH/WCppe4nRYI2DwlSDTHQVcgQs+LHYs/jgfrqAC8hmNZPSKVnxCF+nuQi96BitPsf3Q50853mYob9zSVxW7O4juAL7WrKCGvIFqtdnJNgaaWBconLgJLwAPurj+1KWCrq4pGyIKEnwQo7f1zVuBMuAWAaD/EO+B8IrFK6ezEXuneAfpvjpKWkB32WoPnea85mvr4vlPVr0LGJBNpWwJbRJEYkSir6J7EFabIWAflMnvQqhSMU3y3h2LeuImVxzBcXUey3wBiqp/1PDUyAn58HE4E8FAGsfdij7pdEa2wC2uEA8qX3H9rfNGbDJD0WRoAhB2XGAulD9VnraZJN4sCHGoHNW6PuI3HTot3MQn8yozPzKJ4FLD98BZ8cKk8GWgmGc7Lo2vtkUjKZj7wV7oSbUbjX0ZpPz14f+dEQBpXQ7zjFtf0wYMXbw/PjXoGwbrHjLnGzXHFDxRccg9HxpuXMq5DMhCnop6L6N4QxF9DfSzY+v405tZBzea4bbszbXqDDUg2GepN3eMm0ArRw0w71DIX3DU/1V+jgjAEca+PUWUEQR7XvJRBIYiN6/BVYxouNWeyhGpFnPskYzo4TiR/1Ne7gP2awNKvT67swMQvV8C+xAFbiciSIKCXvMSLdbsrHUI0hq3VfLsTITS3clRVBoJs2NO/Cc+1CHAoqEcCSsWX7hCMv61V+/+trXvT/knD963SHjAKZP/2t7nM6YgBudwS2eTUZrrBcD7B2AoD4THas9F8rbv/2SmrahFhZSLoLc7PsDEXVf9R3LjU8He/LdI2BYKNGXAdV9BokNipYht8AdEx5Zxn+Lp+pZD0p1QEmaO/g0jC1OvkHPc3BvMkEs8MAJ5ijqaQCb508AnnBp/BSo4BS8HNQuKD7UAolqmzVdeGSFAcG+aYMOFtPAd0u63bDiESIN4FGNTYlApeKy2fGRiX8oe1gYPw2WX4zigDUPwDS42WNiY5uChbLAE2u+JaKX7cPXZJvP0mmwSluHfXP4lZ4epyIqujKEYjv6bBGAE/oT7Z2H1BNdxvs0plbD6e0s8KcjnvXjoIlmMjaNYf7dkudxxxEzZkquvbJMsG0pPllkWL14C7Tg4MER5gQGxHahRsSg4QGz0vmozfQ8Sfx37rDzUCMrki2cjHP9Lou1rQbTJxzWPl/lEBPhL9OHKPpbpVrjpueILqqkBEUbtCBU5EbOchDZr21KRte+AlzFZT5AEEJB/78Xdhb+cq1SwZMSlm37sUVgMlkcjJ/fXDYA2V5HRNfmvK3NyIeVXHfYQYfhKA1vak/D1eyXszcjaeoA1MqOxz2Szra7F0QostXgLRGai1zMNJqkcc1mcR+CVDeaMT6IWXVn18+QseI8MlqXNJA5lZq9JFdhX8SbcW8PaPm/k1l42AccBHKpn9cZPcZX0QyqHEapwxVJyD+baA6zStERahifLZm3ZwvVo4fhgYakQ15w9QWkoauNGzOnzzpEoBnU6BrKQI+V46fvq4YtOzlvAJ5FS2+So/E0sebETeClgZvalosMBYfcdouEgj3eHlhgVMP4g68o3WziGafPssnCT7UUvlaWHM8p3MzTYsCZml7qbpHkch+1U37FOWUE0EoI+N7dU/Hc9spqFiHpzG2MH2au71DIKqI9/g39qtXxOrPFLBVdf0xOdILM3EpLMUf5KW9Dps/wgT49gOKGh1aT6q58x+Zw992XgKlEL9PCl0dqOwHZNxN49Xt3y2Lioh+nq63feTR6MzfbtN0RUPMnIELMwnKmiHkh+uEqHZmkoy7n+NzfULNvkkO7B6hym3L7Nk64xvk/uBnyJw82dM7qvA2EXurfv0Q6AwyIXyCrsPUNrdYc/NplrWteC9sxra0ywXCwuv2lApJoiG4tT4yrnE18ZsAl1ga2+mC9G/NoUyPzzbeRaSK8iXrjxP9TeK9RPgUT2VuSxZbppFC4vglkShiVqEjK5VchBs8Ovz8AZ4QWSJE2IrkFLUYXNGTwzcq5x0PuCThfW1Q2On+OzmSdtfexZUcielxfHblaA6oful12AwEas19Xdu0lCaga31G6YrfygaNJfXbZLk8kI3mk5Ivva/xCxUL0899Gku0zATFq3estmPi0j7Hob7u5gBI4qVLRyODV1B3jIH51mPh6dUxoDrFy/XUnQ7cPoTdG/rZvGJe2OEHrYZwXvFlk7o9FBtYzhQmlHi3PqgvqBSlOLMOGZ8fCrNRQJpgHLALMEB23l+K6djugvHZ/kwogIPVKSB/7ZKocv22rI8PdVp54ongbNGs53KZL8og/NsoavJolE9OkCCZZ5AxSgVoAV7hdENmB55GEOjuE8YWdukjMAGhE0jGfN03CE/0sy6tNg1e240hTZdc9p/UDZmYyOiYzBzVAuRKpZhmZZervzOPJJShCHyBP+bExG2jDHBwPODB2e9qskdhc5uzUU452OWbCZLkaSQzeE/t1QqkQ+M/B2EegERIWaLaQjVsywQqowIuznrMJjjSjQeGRDOuRNWOmZOZUPAfcedAaaNTpM4LXwkpXDaPzy9hzmDwWsGKyINn7HL5GEmXWQlewg0B1T3+V9t6NkkCqtGjIHWcoI154/X9zTpLfEZ7RLpU6r+RFg6S7bZB9Id1uhzsidJLlEDe+xA1cI9ZnMzx4nNWiFQAJNzQPKhX8S9kcUQxK4wrdATGFDU175LOeFZO/SKh3VlufHW9zauqXdk7cjpSVDsx4otNyQ3N9drwBlvfqzgv9FQFwWc/in7vlH/ZGv7xPE/ge+F++Lniw0R0M9LA29A3MoHix3j8L6ixK4IPHr0b0P4+2JUkIBTu0r5a0vk3gTtkqKZA8GyPb0olncIZORzMYiKYtLTnhQ4fbEYksIN6O8qvzKHpmyk0Fk8QxJJSdOFcqpY36FQr9bsmZqVD59iJhCXvPNpr2S6CP3U+3jroDks4hXEcQKiOKGhavzZjITqXN+f9BjMDGMXNNJiSqsxQf2oJCf76NHy+dnyLuvZGMpi5sXKapt9pO19uQEvl/tofU5vGpSAP8o17rqaGg4jKRr8ZvkgQz5KZ+RWPtDl/RGZjpekfepJSZNX6sOEpSFFkcp1x/T9XxtgG0t8lK89olawSR4VAmWuAgkUul5SE15XQx3CnjZtQCHSIxJuf9unD8NqT9n6go1m+bQY4dkkw8fk3auWYphCv3ZOimWsde8CQ2OhwiglimDNy0eMnhTNln5Mn4DeaX4ZVag5elhfxIgKLFQ5d7VS7MK6Kdxu5mCM6gZt0DRJUkkk0/JNUHoR0ojdFPoaNtiXVmIuEYlwYHdib6O0Tj85V3lpdTbX+4b3g2m/6i/wNxM2kygBhQTDS/SZBDiUy02ZyhZZ/vUsqTRp9tnCUaOCD0Ax9q8E1LO8TYXhkY3PFpTTLACdXdKyS/CI1paO+IGbFB5plyWP1G2j4r6Nejq3XLsZVS+fe6KyKb6iNM7sKwx+K7xvFXmWPctP0spKxb42gfWVWzmJUg7fN/ER6T0TCNkKA2X3+P5Yp4GiTIHJCD2XLIbzTDO4bjwMZXtbSrQEmBvpZe+znqj0Ea7f4WwmUa83TqIvJlJsGG4XiqTclp9YQLFtYcAy4uPhXsu+tVUb7yKcubP9SZ1RNCWgIFZMz17RUXG1qZaZRgSUKZcyAg3KsO80WCjMJJLR4Z7/5oq9WL74QODTOWgtFojQa28+We7TKoDDlH4mF12OTmHISTQximhVMNJ89K4O50T6C1iDVq0oU85b4hYUN4eXyUY6anx3w7Ff1A4RVVYdeIMo1MkjmTWbGAf29G+Na6xlfN5U7sB3ZWStRPnKcwQvGEMb0Urc9tg8MS4sepAVLuY/jasXZrQI/jeFQaT5K9HuVBNGUISPiUldzE+gDpUjMd/L1mXlFyWzyY6reU7havmW1OhN0JUUhfdsPnYv0ta9UYOE7sofSaMbXSsY1aAIw+46DPOlSYi5AEYKS7c0241GpXS+a1IKUx7Zt/7I4zFn5kydmo9cIOYQlgy8FIFSRPU4hYI5/ZcIJEeP5b7Adu9eBnAcKyogMAAAAA==)
Jika berhasil terlihat digambar dibawah ini terdapat layer 2 yang sudah barusan diduplikat
![](data:image/webp;base64,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)
Langkah 13
Matikan visibility eye pada layer yang sudah dipilih seperti terllihat pada gambar dibawah ini. Kemudian buatlah layer baru dan beri warna hitam delayer baru tersebut.
![](data:image/webp;base64,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)
Langkah 14
Jika sudah, lalu ke pengaturan warna pada black & white. Berikan pada layer 2
![](data:image/webp;base64,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)
Atur parameter balck & white tsb seperti gambar dibawah.
![](data:image/webp;base64,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)
Langkah 15
Masih di Layer 2, setelah itu berikan pengaturan lagi pada brightness/contrast
![](data:image/webp;base64,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)
Langkah 16
Atur kembali parameternya untuk Brightness/contrast tsb.
![](data:image/webp;base64,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)
Masukan gambar/foto ke dalam photoshop yang sudah anda siapkan, terserah mau foto apa saja, namun disini saya menggunakan foto iron man yang sudah saya download
Langkah 2
Kita akan buat seleksi menggunakanPen Tool yang sudah tersedia di toolbox photoshop sebelah kiri bawah
Langkah 3
Cobalah memulai seleksi menggunakan pen tool tersebut. Ke area iron man nya saja
Langkah 4
Jika seleksi menggunakan pen tool tadi sudah selesai, kemudian lanjut masih menggunakan tool tadi lalu anda klik kanan di tempat yang sudah diseleksi tadi dan pilih make selection
Berikan nilai 0 pada feather radius
Langkah 5
Seleksi sudah terlihat, kemudian duplikat untuk layer background yah,tapi ingat seleksi yang tadi jangan sampai hilang
Langkah 6
Nah sekaarang kita mulai dengantext tool untuk membuat tipografi nya.
Langkah 7
Buatlah text yang tersusun rapih seperti gambar dibawah, kemudian jangan lupa diperhatikan juga tipografi nya, disitu terlihat besar kecilnya font berbeda-beda.
Langkah 8
Setelah text tadi tersusun lalu seleksi semua layer text tadi. Ingatt hanya layer text saja yang diseleksi
Langkah 9
Layer text sudah diseleksi kemudian kita gabung layer tersebut dengan cara, pergi ke menu layer – merge layer ( CTRL + E)
Langkah 10
Stelah layer text tergabung kemudian atur opacity pada layer text tersebut menjadi 30 %
Langkah 11
Kemudian arahkan mouse ke jendela layer text, lalu tekan CTRL + klik dijendela layer text tersebut.
Langkah 12
Nah sekarang ke Layer 1, kemudian duplikat di layer 1 tersebut.
Jika berhasil terlihat digambar dibawah ini terdapat layer 2 yang sudah barusan diduplikat
Langkah 13
Matikan visibility eye pada layer yang sudah dipilih seperti terllihat pada gambar dibawah ini. Kemudian buatlah layer baru dan beri warna hitam delayer baru tersebut.
Langkah 14
Jika sudah, lalu ke pengaturan warna pada black & white. Berikan pada layer 2
Atur parameter balck & white tsb seperti gambar dibawah.
Langkah 15
Masih di Layer 2, setelah itu berikan pengaturan lagi pada brightness/contrast
Langkah 16
Atur kembali parameternya untuk Brightness/contrast tsb.
Tutorial Teknik Tracing
(Sumber:www.belajargrafis.com)
Kemudian Buat sebuah bangun kotak dengan Rectangle Tool untuk menutupi objek yang akan kita Tracing dan beri warna putih pada bangun tersebut.
Untuk mempermudah proses tracing kita harus menyamarkan warna image agar tidak terlalu terang saat di Tracing. Dengan cara klik bangun tersebut kemudian klik Effect > Lens > Transparency.
Kemudian atur transparency Rate nya, semakin rendah nilainya semakin samar warna image tersebut. Artinya semakin samar maka semakin mudah image tersebut untuk kita Tracing. Kali ini saya mengaturnya menjadi 30. Lalu klik Apply.
Setelah itu jangan lupa kunci bangun kotak tersebut agar objek image tidak bergeser saat di tracing. Klik kanan terus Lock Object..
LANGKAH KEDUA : TRACING IMAGE
Langkah berikutnya adalah proses Tracing, dalam proses ini sangat dibutuhkan konsentrasi dan ketelitian serta kesabaran yang tinggi agar hasil tracing menjadi sempurna.
Pertama buat sebuah kotak untuk mentrace bagian dasar kepala, kemudian untuk menambah titik-titik sudutnya klik kanan > Convert To Curve.. atau bisa juga menggunakan ctrl+C+Q..
Garis bangun disebut juga dengan garis curve.
Lalu buat beberapa titik sudut dengan meng klik 2x pada garis bidang tersebut hingga muncul segitiga plus kemudian tarik titik-titik tersebut pada bagian ujung-ujung image yang akan kita tracing.
Kemudian kita blok semua titik-titik curvenya lalu klik icon Convert Line To Curve pada property bar hingga bentuk menyerupai image yang kita tracing.
Berikutnya ulangi langkah yang sama seperti di atas hingga semua bagian ter-tracing dengan sempurna.
Kemudian gunakan teknik shaping Trimpada bagian berikut.
Gunakan teknik shaping intersect pada bagian berikut ini.
Setelah semua gambar selesai di tracing jangan lupa mengunlock image yang kita tracing dengan cara yang sama yaitu klik kanan > Unlock Object.
Kemudian lanjutkan dengan proses pewarnaan sesuai dengan selera masing-masing.
Jika pewarnaan sudah selesai kunci objek dengan cara blok semua objek > klik kanan > group. Inilah hasil akhirnya
Keterangan:
Jika akan digunakan untuk keperluan sablon, hasil tracingan tadi hanya diberi warna hitam dan dipecah sesuai warna yang dikehendaki pada permukaan kaos. Setelah dipecah, gambar diprint pada kertas transparan untuk kemudian diafdrek.
Komentar
Posting Komentar