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      <title>Photoshop Padlet by Madison Weenig</title>
      <link>https://padlet.com/madisonweenig/p3ndlhvs918v</link>
      <description>Photoshop Settings and notes</description>
      <language>en-us</language>
      <pubDate>2017-10-25 17:24:01 UTC</pubDate>
      <lastBuildDate>2018-05-11 01:05:24 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>Workspace</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/222894248</link>
         <description><![CDATA[<div>Workspace Basics. Photoshop CS6. You create and manipulate your documents and files using various elements, such as panels, bars, and windows. Any arrangement of these elements is called a workspace.<br><figure class="attachment attachment--preview" 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width="314" height="161"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-19 18:18:41 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/222894248</guid>
      </item>
      <item>
         <title>Tool Bar</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/222894387</link>
         <description><![CDATA[<div>A toolbar is a set of icons or buttons that are part of a software program's interface or an open window. When it is part of a program's interface, the toolbar typically sits directly under the menu bar. For example, AdobePhotoshop includes a toolbar that allows you to adjust settings for each selected tool.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:775,&quot;url&quot;:&quot;https://photoshoptrainingchannel.com/wp-content/uploads/2015/12/customize-toolbar-photoshop.jpg&quot;,&quot;width&quot;:921}" data-trix-content-type="image"><img src="https://photoshoptrainingchannel.com/wp-content/uploads/2015/12/customize-toolbar-photoshop.jpg" width="921" height="775"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-19 18:18:59 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/222894387</guid>
      </item>
      <item>
         <title>Layer Palette</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/222894429</link>
         <description><![CDATA[<div>The Layers palette is the Grand Central Station for managing layers. To display the palette, choose Window–&gt;Show Layers or just press F7. Here's what you need to know to navigate the Layers palette: The Background is the bottom layer in the image.<br><figure class="attachment attachment--preview" 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width="226" height="220"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-19 18:19:09 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/222894429</guid>
      </item>
      <item>
         <title>Menu Bar</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/222894509</link>
         <description><![CDATA[<div>A menu bar is a user interface element that contains selectable commands and options for a specific program. In Windows, menu bars are typically located at the top of open windows. ... The View menu typically includes zoom commands and options to show or hide elements within the window.<br><figure class="attachment attachment--preview" 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" width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-19 18:19:20 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/222894509</guid>
      </item>
      <item>
         <title>Adjustment Layers</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/222894554</link>
         <description><![CDATA[<div>The Adjustment Layers in Photoshop are a group of a super useful, non-destructive image editing tools that add color and tonal adjustments to your image without permanently changing its pixels. With the adjustment layers, you can edit and discard your adjustments or restore your original image at any time.<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:235}" 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6qeUiqz0mEJ4He+S1byLl3+TXjWHt38W927bshktBe1dFzEF5jMddxMdfGtR6X+keDuYLFImLwzu1pwqretksSNAAGknwr5IMGdO4fcek/Kh8HABKEAyASDqRuK7OjK4ww+MshVD4YORu3aMs6k7KPECdfVFR4nFI2bLaVJC7GYIJJIkTqCBAI2ny97FelHYr0p0bGMMPh0ZJls0xGmvTfn+Fc3eMPbyooXKNO8DOkeO9di2IIjQ70vxK0HykeuAT/3KIn/EB7xNclTR9bqZr2557u6lpLSSpdWVuP8Afv7v4niJYhVlVIUkxJykAzptE1X8QyZm7LNkEAFtz1J0ESdYrtLJYqB9xCTpoAiyddK44hkluzzFNILbnqToIk8qvSpQpK0UZVtIqVpYpu5o/wAnXo6mOGMS4WGW2gRx+g7EwY5+rtOokc6h4/6E38Jhnv3CSVv5IER2UQt3qJaBGvrCtX+RBT2eLPLPbHtAafmPfX0XiODS9auWXEpcVkbyIgx41oYn5k7Q9TR2h6mti/5MceM8LbOUHL3x34bKAJ2kd4Tygb6BH029EmwDWRmzrcT1o2uCM6+WsjnHlQGc7Q9TR2h6muaKAdwR79n+8T+KkeM/bXPMfIU7gfXs/wB4v8VJcZ+2ueY+QoDVYjAxhLVzDuz2VWSncPZuxBbNADAHmDMaVWWeJm0ofIpM6HWY3XnzOtI4O+ywUUkCA0KZ19VZHVoHtqXij23Kk23tFhISXiIgEZh15gwY5V5jpTbzTZR3FeJSzBgoUNJECBHUDlXC4M5bZOgMiTtvvp051MLfZFC9soSJiOXIj2f1Nd4y/aa0QpdboIywIUrrmVhEztBnlFaYZKySIsxvh962GdEOZZAkj1soMt4AloH/AGVeYjCM1h2VC+QZdP0SRy6mJOmuh8axGDvtbIIBMcuvhpVpgOLLbuFgtwIwGYEgknroAABJrnr6LNyxRTyKOLuXmFlFVcuZiRpBLARBA8CddelWtnGAqDYZ0kHMoMKT/h5+MTtM1mMTxW1d0ZnVegUmfPT4a04/FMKo+ruMCBztvDwNBoND+17xWfR1Jq04u/g8iUm8mWFm7cvXO72jrbEkAljnOmuugA57VaGyxV0LhWzK/dA3B0zaS3LfxrPcM9JLNplcdorAAAKCIEnMDAhpnn0HSvOIeklvO3ZO+VjJYq0+AOnviJrCrotbF1U+BGFrUI3GnH2dIIe0CPEP/XsikkxECAxg8tacS8LuMs3EkjNaBJEEkNrMwTpGvkOVVC7Cvc0dNUopq2RstRa27iBAVe2H55s86E+rCkaggbinsPxFGH1jqCSubvXNVBBIGVY67wZO9Z2irSpRlLE9Yt3mhscddFyreIERp008PADy0qC7xHMIZ5Ek69TqT7/9apaK3xkYS2+kp94UfSU+8KqaKnpGRgRbfSU+8KSx+I71sodQSfLalqju7j21WUrqzJSs7ovfojXHXKAAbavuAEQKJkkgCB1PTrS3EAkt2ZYppBbc9TECJPLlUr62wPurbPsKKD8QtKshOgBJOwAknyrKGq27n2Nqmu625/frc+sfkVsRhL7/AHrxjyCL/qTX0Ksh+TmymGwFlHdFds1xgSoILGQCJ3C5Rr0rTfnC1/a2/wDOv41czGaq/SDgFjGWxbvrmAMggwQfA7iab/OFr+1t/wCdfxo/OFr+1t/51/GgPnWP/JInZ3DZvubupth4CRyVoBbqM3loefyzE2GtuyOpV1JDKRBBHKv0x+cLX9rb/wA6/jWY9LPRjA42WNy3bvcrqsknQAZxPfEADr0IoD4tgfXs/wB4v8VJcZ+2ueY+QrQ8YwIsYxbIZXFtsOuZdmPZ28xHm01nuM/bXPMfIUB94T8m3DRtZuDyxGIHltcob8m3DSQTZuGNpv4gx77la6igMtiPye8PeC9l2IAAm/f2AgD19oqH/lpwz9Xb99f/AJ619FAZD/lpwz9Xb99f/no/5acM/V2/fX/5619FAZD/AJacM/V2/fX/AOej/lpwz9Xb99f/AJ619FAZD/lpwz9Xb99f/nr0fk04Z+rt++v/AM9a6igMje9BMBZR7luwQyKWU9pdMMBIMFyDqBXwddhX6c4r9he/u3/hNfmZbZgafEfjQHNFd9menxH40G2enxH40BxRU1q2ILvOUQNIkk8h08TXtu7achQChOgMkieWaRt4iqOdthoqd0s1nq5+7EFFdm00kRqNDqN/fXmQ/wBEfjVzM5qO7uPbU/Znp8R+NcPZaRp8R+NAWtrmOtpfgin/AEpDE25HrMoGun+um1W+AuIpIuJm+rSPCLfenzFLcXW0xItE5Ssag6HUDfquUnxJqi7TNJdheYh9ITr8D+FTZR0FR422112diMzRMCBoI6+FS1czIzfVWG0gg7T49K6F4OS2hJMnSN67sXWRiVy+srag6FQyjZhyZvfpEV7eus7s7kFmiYEDQRt/Xu0oDjKOlQ9un9A/hU9dpirgt9kCuXKV2bYhgf0onvn3L0oCc483Xw0hAENtFyrllQ2k9Tv76qOM/bXPMfIU9gkh7I/+4n8VI8Z+2ueY+QoD9TUUUTQBRRRQBRRRQBRRRQBRRRQCvFfsL392/wDCa/N1nGKBuvLmPxr9N0UB+Z8PjlV88rpMaroSDBEztv7KlscRRLqXAF7rZsuZY30A8I6zX6TpC9fa4xt2jAGly5939ler/BfPSocrFoxcj4eltcc+HsvcFkFozuyliupLbLJ2UefhWv8ASL0FsQty7i7kjRFCprtlRei6eySSa+krh1VMigZem8zvM7k6kk7zVXfwNu2JtW7CMWE6Ks+E5TqTHI841is1Ga3Z+n2auVN7Hl6/Xr8mYxXoxhr9pEbEd5QoJRAxHKBpOUk/61zgvQ7DtafDpjM4bXRbZI1Bkc+XlrWkyYok9zCxt+lqASZPjtpOmupp3C22iLi2519UaRPdEHXb4zWiSSsjGUnJtsxtv8mVoAj6Rc1/ZWuB+S2z+sXf8q1vqKkg+U+l/oeuEti8t1nn6shlA/QIBEeXxr55xNZtsocIW0BJjWfDWvr/AOVrERh7SfeefcNPma+W2sGbpyqmc7xA6gc+ZJAHUkDc1SPaZpPKMV5+v9FRhOGXF9a4D7W/1q2w4Vd4Ps/Gp/zfe/srvX1G6T06a16vDrx2tXD4hTHv2jx5VczG7GNsje3P+FasbHGsIN7E/wDjt/jWaa2+YIEYuZ7sQdASdD5H3UtaxQYgQdaA3tn0nwI3wpP/AIrP81P2fTLho3wRP/hw/wDNXzpVuFO0Fs5IJmV2Ezz8DXlt5APWgL70kAbGpdWy1m3ea09tCFELCrshIEkExvqJ3rLcZ+2ueY+QprEXmXKwJlSpE6xB09lI4py7sx3NAfqqsuvAirA27Ytf9SxDItsFbfZMFiREZjERz2rUVmOHcQxGWxbCsSbcM1xH0fIzBi06jMACDB1rnrYW0pc6jr0ZzSk4td/qNcPbFm5a7UQuRc/qROTvgxqGz9NIqtbhN8NcOUtnZixPZycuIQ2zIAb7PMYJgeG1OW+M4hhadbQy3CY7rGACq5SQdCT2hDbQBpuabTG3+xL5Vzm7kUZG0TtezzETJ7stOmlZWhJa29bOjFUpu9orUrd938+ws1rEW8Mq2lYXM906ZNAWdlkNoQTl56T7K6u/TM7lZg5gqnJlH1AKt977aRvzPnXC8VxIVi1sEwIy230+ta2xILd7QB4BEA8xrXVviWJLLKLEoCMj7shOYGdAGA0I5xNTeOSTlsItPNtR2+vOR5g7N9VxL5bmd2tlcxtZiMqqx7vd0g6c461BiLWKdbQuBoBts0dkBK3pZn1kdwKRl03qz4HxC5dntEKwlo6oy98g9oO9uARH41a1eNJTjk3bP3Mp15U52cY3y9kZfAXMSVQ2wTbYggqLYAH0hi5I0MNaK6ieu+tSm1iibbHtZW4+xtiVKd0ldgA2kSTuekaOirKhkliZV6Vm2orbs3mfwy4wEEszcoYW41s5pOUA6Xe75dd6hIxxTdwwS4QItTnCoUU6QQWz7RofI1pqKdBlbE+JH6rO+CPAp8HhbxOIDPcUNcDAyp7hUSEI1UzI120jXWrSxZVFCqAFGwFSUVpGCiYzqOfPkc3djSOLwy3FyuuZen+uh3r3jvEBh7Fy8RmCAGJidQN/bWAwvpCjqLK27vaDKSy3iCxUjbMpA1P9RXTT0erV7EbrPbut9opeKi23u9b/AEbFeA4cT9SNYGpJ223NWKiOvtM/M1hn4s6hnZb8TIC4gSEOwAUGQNwf2p6mkj6YIJVvpB3BDXR0HVOomNtTprW8f8fpMtUb+a+zN1IrafR58D8KJ8PlXzc+mVvriBvEXwImYgZI0nTyA2pjBenaJpluPJnv3QfZ6mgFS/8AG6Uldw9V9hVIt2TOfynnNZZ9YW/btj2W7jN8Wj/DXzezeZDKsynqsg+8GtvxXH3OIYdMLh7Je4r9sxDrr6wZoaI7zjnVJ/wNxH9Vf/Pa/nrjlRqUerUVnrt4ms5xk+rq1cBDD4nFXTkS5fYmdMx10kyS0cuZri7iMQjFGu3VK6EZzpA8GiACfeauML6I8UtmUw7AzM5rB1gidW6E++ub3obxNmLth3LHUnPZHyeqlTPXy5YMzuG17wbXaDrM7H4+NRfQAhB1nppppzHka0Vz0K4mY/6ZjHW5a/mrlPQ/iDSBhySphgHs6NAMHv7wRQWMzbe4VOXtSoBEdp+iAQQARqAGMgbBz1pjh9k3AAo5Hcjl4kgVdr6AcRAIGHugHcC5a1//ADqbCehPErfq4Z+Y1awdCZ5tQGbv2pETGvT/AHpa5htd/h/vWs/4H4j+qv8A57P89R3PQXiRM/RX/wA9n+egPvtcugIIIBBEEHmOldUUB4igAAAADQAch0r2iigCiiigCiiigCiiigCiiigCiiigIcXYV0KOqup3VgCDrzB0NZexwfDnDWW7HDBmCSz27feJHMlTqfx23GsubVS8MsK+GsKyhhkQwfKinKMlZta/gul/rfivkrF4JbkfVcO5SBZXfmAfIHWPlVja4JhCP/hsL0OW3bP/AKakPBrB3sqd+vP+vl0FM2cKiTlQLJkxoJiJjbaK16ap/J8TOyFfzDhP1XD/ALpPwo/MOE/VcP8Auk/CrCTRJqOmqfyfEWRDw7hli0xa3ZtW2iJRFUxI0kDbQe6rGoLG9T1SUnJ3bJCiiioBHiS2RsgBeDlzGBPKY5VQcCwDW714q2YdpluZj631Nt+0H7Wdm06OegrR1XcK+0xf98P/ANFqsqkU5Rff8M6KU2oTS3fKLGiiitTnCiiigCiionxKA5S6g9CRPhpS5KTeolorxWBAIIIOxFe0ICiuGuKDBIB8/GPnpXdAFFFFAFFFc5hMSJ3jw/qKA6ooooAooooDl9qzqFfodnOtxhkQwgJbRZ5ciAQfOK0T7VnrF0LhLBNwW+7b1IOumg013+Uc6o+2vP4NF+2/FfInNgLIOKyjMuhYR3QwIGhI00jTc+NO4XiKIIAvnvEQyzDGW36b7GBoOlRvdfJdnG29F3VV7jSBmMHXXkI9Ye3z6S4ZlONtAgwVyKIIMMNTpoV8iJ11BuZlnhMetzYOu3rKVnyn+taapfAsxRSbi3JA76gQ37QgkR5UxQHofKCYJgbASfYKWwvGrTsqjMMwYgsMoOUhTvzkgU5Z3qovejgZFQvtbuIDlGhdg2Ya6ERHtrKo6i7BvRVJ/uO34fzYuxcEkSJG4nbzrgYlInOsdZHSflrSGE4OLd25cDTnzQDmkZjmI9aIkdB50hwz0bhLJuFcy9kSoUR3FYQddTLk5vAaVDnUyWH1LKnRs3j3bC/N9de8uhg6jQ9DSuBTK94ll+tuZ0g7qLSKfip25RVVf9HSIyMGOdIlRoguG4S2vfMk9Pmams+jaqyNnJyjUQQJzM8qFYBdXOhkRHtriqNrq+pfBRjF2nr7vP3LK9xK0sguCcpeBqSo3IjepzeXXvLpvqNPPpVK3o0vZoiuBFhrJOQd6QO/voZE85k17c9HATdOf1zIkOSpLhzs4G4EQAR41OOr/H1K9Ho/83w7/ovAZ1Fe1Hh7eVVWS0ACTEmBEmKkrdHM9YVXY3BFr9l8oIVbgY6bkLl+RqxoqsoqSsyYTcHdd/rkZbDcOxduyttWMBbOmYTIVhcVSCIAPZncbH2v4yziZsZTOUJnaQJOZc8rMQVzcjr0q6orNUElZN8TeWlSlLE0uBksThMQpDvmLHIkzmzHt1YlQB3VyA+UHzLTYbFwwltFIBDjvHtcwO4IBTSZBGvt0dFQtHW9lnpbaXVXAzv5uv57kFlD3AxK3P0exKkCddLgGsbR008bC4zs4zsTmQnvCfsocLBGguaxI26aHR0U6CO98SP1cty2bNxm8Tw/FOLql2Idbi+sAINtchgbd/N7D0qfF4O99UyKZWyyGX1BZrekgyTCtrO4Gomr2ip6COebzI/VSyyWX4M7h7eJ7SyjO3qlrmpgBWbs9RpLyoImYSvcDg8XNvtHfRiXgjWF5amVL6xAjXQDStDRRUVvfEPSm/8AlcPH79EVOAsYkWwDcVWBMl1LlhyJh4U76AkdI2qbsMT/AG9r9y3/ALtWFFWVNJbeLM3Wk3ey4IrmsYn+2tfuW/8AdqusW2bCWAqWnOVDFwd3Qb+fTzrQPtWesqpwljMGIypty03Mg8pG25HOCCilNee3wJc3Km771sS37jz6K5Dp9DsBSrDdCCdwGAGqlgvzqZLTlznw9kqSSXBWT00I1M+NI2rNlgwy4oCAdSwyqQqjKZ2AjadjXLfRywfJigQpXNDjSR05mfbHStDE0Fm0qgZVC6bAAR4aaVJSPCkQIuQ3IgGHMnUaSTrOnWnqA5v4gW0uXCCQiMxA3IAnSkb3pEiqxZHBU6r3ScuUPmEEyMpE9PdT13Di4j22kB1KmN4Igx40DhdjKE7K2VEmCi7kQTtuRWU1Ub6rN6TpJddNib+kKA3AUcBBc17pzZGCsBrO7LvG9dYPipe40gogtZiHEEEOyk68oEin/odvX6tNc090a5oze+BPWKLODtpottF0y6KB3ZJjTlJJjxNQo1L5vIs50cOUczP8R9I2yFrQKlRckMOa2w6keEMKsH4+gLDI8Avr3dcjhLh3kAEzqNQDTa8OsQQLVrLrIyrGog8ugA9lSfQ7Uu3ZpLiGOUd4dCeY86qoVb3xFpVKDSWF5c88srB6RoVLBLkCJOkLJYAsZ0ELM9GXrU+P42lpyjK3q5pEarDMxH/aEM/9y9abbAWiINq2RIPqjcDKDtuBp5V62DU3O1MlgpQA7AEy0DqYE+Q8athq21lcVC/ZdvHgV44+moKOCM0g5dIt9ruCRqvxq0w93OqsNAwB94mofzbZyhOyt5QcwXIsA9YiJ8aZRQAABAGgA5CrQU12mZ1HTa6ise0UUVoZBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQHL7VScNxC28NYZ2yjIo9uXyq7faqDDMwwljIbYOVPtNttvM7e2qPtLwfwaL9t+K+RyxxG05ypcDGY7uusZtSBA011pqPE/Cq1BiZ1TDgdRmnNsPeNP6imcFcukRdW2G/YJIiB113mrmYzHifhRHifhXtFAR4i2zW7ioSGKMFIgEGNIPLWq7BfSg9kEPkhM2bs9spz5iO9nzZYjSI8auLZiSdBFQ4zilq3aN0upWCRlZTmjcLrBNZVIq+Ju1jelOVsKinfuKzF/TMzlGaPrCoi3Hdym2NRPelgddhy3r282NzXcoMd+Ps4jMuTs+ZbJnnPpMVbJj7ZzSyrBIOYgbEAnfaSPeK5vcSsqQrXEBLBYkTmOoB6bc6o6cdeN8TVVZZLo1wM1c4ZfZHXI/e7WSezzHNeRgDGmqBiQNNKtuFvdNy8hf6u1KKwC6k68hE2xC9OtWaY22TAuISTEBhvExvvGteHG2gCTctgAkE5lidyN94kxURpRi7qXqTPSJzjhcfTfzYz9jEYx7IdSWnMAVFvXKsK/e0yO4Zj4FY0qbFXMb3wqmRnKkdnB7q5AJ10bNvVrc4paAvQwY2VLOq7gBc3yqVMdbP6ag93QsJGaMoInQmRUKmrWxviHVd79GreBLaUgAEliBqTGvjppXdQ/S7f301n9IctG90GekV3buqwlWBHUEGulNHI09bR3RRRUlQooooAooooAooooAooooAooooAooooDl9qocK0YSzKFwUSQM20Az3QT8POBJF9c22mqa3wm6LQt9tGXKFZUAIjr3iGnxEeFUd8Sfj8GkWsDV93yVgtWZMYLEcgdGGxMR3oIBEzP3fCpbJSyQUwuIAYAEqXJADMACJOmzeTeGr44Ve1/6i5vI0XTTbxE66zy8Z9bhd2AO3eYILQJPeJ5EKDBiY/RG2oNzMZwt/OobK6yAYZSCJ5GedTVDhMJcUQ1wvruQJ8hBj4Ux2Z6UBy9rMrrmK5lIzDcTpI8RVU/owpUr2jai4CYB0fLO8wZUGd96urSkHapaznSjPtI1p1p0+yzP/8AD5cMXfIzNdkLBGV2UxJG/cXUdTTP5jGcuHI+tF0AAZQe9Oh5sGMkRsDvvb0VCoQ3F3pNR5XKa16PIpUhtVych+g7P8c0HyqOz6NIqquYkKZEiZGRkAM6aBidI2q9op0FPcP1VXPrFTZ4IFS6mcxcthDoNIt9nmHsA0pbF8AJzsrlnKFFDGAs5IMwYylAwEVf0UdCDVrER0mone5Sj0dSVOY6IFPiQGGca6HvMee/nVpg8MLdtEGyqBtGw3qairRpxjqRWdac1aTCiiirmQUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUB/9k=" width="235" height="214"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-19 18:19:24 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/222894554</guid>
      </item>
      <item>
         <title>Saturation</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/223474785</link>
         <description><![CDATA[<div>the intensity of a hue. Vivid primary colours are highly saturated, while pastel colours are unsaturated. Monochrome (black and white) prints are totally de-saturated since they lack colour intensity.<br><figure class="attachment attachment--preview" 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" width="230" height="219"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-22 18:17:45 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/223474785</guid>
      </item>
      <item>
         <title>Color Balance</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/223474861</link>
         <description><![CDATA[<div>the global adjustment of the intensities of the colors<br><figure class="attachment attachment--preview" 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" width="297" height="170"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-22 18:17:55 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/223474861</guid>
      </item>
      <item>
         <title>Move Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/223474951</link>
         <description><![CDATA[<div>The move tool allows you to move a selection or entire layer by dragging it with your mouse or using your keyboard arrows keys. The move tool is located at the top right of the Photoshop Toolbox. When the move tool is selected, click and drag anywhere in the image.<br><figure class="attachment attachment--preview" 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width="191" height="133"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-22 18:18:04 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/223474951</guid>
      </item>
      <item>
         <title>Zoom Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/223475037</link>
         <description><![CDATA[<div>As you might imagine, the zoom tool allows you to zoom in on the image to get a better idea of the actual pixel makeup of a section you are working on. It is fairly easy to use thetool. You simply click on the zoom icon and then click on the canvas. The canvas will zoom one step for each mouse click.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:165,&quot;url&quot;:&quot;https://www.bigrockdesigns.com/wp-content/uploads/2017/04/198.jpg&quot;,&quot;width&quot;:255}" data-trix-content-type="image"><img src="https://www.bigrockdesigns.com/wp-content/uploads/2017/04/198.jpg" width="255" height="165"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-22 18:18:11 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/223475037</guid>
      </item>
      <item>
         <title>Hand Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/223475101</link>
         <description><![CDATA[<div>Simply hold down the spacebar while using any other tool, and the cursor changes into the Hand icon, enabling you to move the image around in its window by dragging. Here are some tips for using this tool: Press H to activate the tool.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:196,&quot;url&quot;:&quot;https://pe-images.s3.amazonaws.com/basics/cc/navigation/birds-eye-view/photoshop-hand-tool-keyboard-shortcut.png&quot;,&quot;width&quot;:239}" data-trix-content-type="image"><img src="https://pe-images.s3.amazonaws.com/basics/cc/navigation/birds-eye-view/photoshop-hand-tool-keyboard-shortcut.png" width="239" height="196"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-22 18:18:18 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/223475101</guid>
      </item>
      <item>
         <title>Lasso Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/226260447</link>
         <description><![CDATA[<div>Magnetic <strong>Lasso Tool</strong>. This is a very handy <strong>tool</strong> for selecting areas which have reasonably well-<strong>defined</strong> edges. Left-click at the starting point of your selection and simply move the mouse along the edge. "Fastening points" are automatically made at various points along the edges.<br><figure class="attachment attachment--preview" 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width="233" height="135"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 18:41:21 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/226260447</guid>
      </item>
      <item>
         <title>Magic Wand</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/226260510</link>
         <description><![CDATA[<div>A <strong>magic wand</strong> or a <strong>wand</strong> is a long, thin rod that magicians and fairies wave when they are performing tricks and <strong>magic</strong>. countable noun [usu with brd-neg]<br><figure class="attachment attachment--preview" 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" width="233" height="174"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 18:41:27 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/226260510</guid>
      </item>
      <item>
         <title>Polygonal Lasso Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/226260573</link>
         <description><![CDATA[<div><strong>Polygonal Lasso Tool</strong>. Similar to the <strong>lasso tool</strong>, except that instead of holding your mouse button down to draw, left-click on various points to create a selection with a series of straight edges. You can also hold down the Alt key (Windows) or Option key (Mac OS) to draw freehand sections.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:155,&quot;url&quot;:&quot;https://pe-images.s3.amazonaws.com/basics/selections/polygonal-lasso-tool/photoshop-polygonal-lasso-tool.gif&quot;,&quot;width&quot;:235}" data-trix-content-type="image"><img src="https://pe-images.s3.amazonaws.com/basics/selections/polygonal-lasso-tool/photoshop-polygonal-lasso-tool.gif" width="235" height="155"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 18:41:33 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/226260573</guid>
      </item>
      <item>
         <title>Quick Selection Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/226260805</link>
         <description><![CDATA[<div>As you drag, the <strong>selection</strong> expands outward and automatically finds and follows <strong>defined</strong> edges in the image. <strong>Select</strong> the <strong>Quick Selection tool</strong> . (If the <strong>tool</strong>isn't visible, hold down the Magic Wand <strong>tool</strong> .) In the options bar, click one of the <strong>selection</strong> options: New, Add To, or Subtract From.<br><figure class="attachment attachment--preview" 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width="216" height="165"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 18:41:54 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/226260805</guid>
      </item>
      <item>
         <title>Rectangular Marquee</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/226260912</link>
         <description><![CDATA[<div>The <strong>Marquee</strong> tool is the most basic of selection tools and often the one most useful. This tool is used to draw selections based on geometric shapes. Specifically, the <strong>marquee</strong> tool allows you to draw<strong>rectangular</strong> and elliptical selections. To form the selection, simply click and drag the mouse.<br><figure class="attachment attachment--preview" 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data-trix-content-type="image"><img 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width="280" height="132"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 18:42:05 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/226260912</guid>
      </item>
      <item>
         <title>Undo, Go back</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227615031</link>
         <description><![CDATA[<div>CTRL + ALT + Z</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:17:43 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227615031</guid>
      </item>
      <item>
         <title>Zoom in and out</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227615242</link>
         <description><![CDATA[<div>Hold ALT + While scrolling with wheel on mouse</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:18:07 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227615242</guid>
      </item>
      <item>
         <title>Paint Brush</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227615582</link>
         <description><![CDATA[<div>B</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:18:47 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227615582</guid>
      </item>
      <item>
         <title>Eraser</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227615667</link>
         <description><![CDATA[<div>E</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:18:57 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227615667</guid>
      </item>
      <item>
         <title>Brush Size </title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227615769</link>
         <description><![CDATA[<div>[ ] Brackets</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:19:08 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227615769</guid>
      </item>
      <item>
         <title>Sample Color</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227615932</link>
         <description><![CDATA[<div>ALT + Click color</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:19:27 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227615932</guid>
      </item>
      <item>
         <title>New Duplicate Layer From Selection</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227616427</link>
         <description><![CDATA[<div>CTRL + J</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:20:20 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227616427</guid>
      </item>
      <item>
         <title>New Layer Cut From Selection</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227616754</link>
         <description><![CDATA[<div>CTRL + SHIFT + J</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:21:00 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227616754</guid>
      </item>
      <item>
         <title>While selecting, add to selection</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227617050</link>
         <description><![CDATA[<div>Hold Shift</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:21:30 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227617050</guid>
      </item>
      <item>
         <title>While selecting, remove from selection</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227617292</link>
         <description><![CDATA[<div>Hold ALT</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:21:56 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227617292</guid>
      </item>
      <item>
         <title>Deselects</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227617564</link>
         <description><![CDATA[<div>&nbsp;CTRL + D</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:22:26 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227617564</guid>
      </item>
      <item>
         <title>Clean up selection</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227617718</link>
         <description><![CDATA[<div>Refine Edge</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:22:45 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227617718</guid>
      </item>
      <item>
         <title>Inverse Selection</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227617970</link>
         <description><![CDATA[<div>SHIFT + CTRL + </div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:23:18 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227617970</guid>
      </item>
      <item>
         <title>Merge w Layer Below</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227618510</link>
         <description><![CDATA[<div>CTRL + E</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:24:35 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/227618510</guid>
      </item>
      <item>
         <title>Spot Healing Brush Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/228271683</link>
         <description><![CDATA[<div>The <strong>spot healing brush</strong> is the default <strong>healing tool</strong> in Photoshop and can be used to clone areas from an image and blend the pixels from the sampled area seamlessly with the target area. The basic principle is that the texture from the sample area is blended with the color and luminosity surrounding wherever you paint.<br><figure class="attachment attachment--preview" 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data-trix-content-type="image"><img 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width="255" height="152"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-05 18:19:00 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/228271683</guid>
      </item>
      <item>
         <title>Healing Brush Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/228271769</link>
         <description><![CDATA[<div>The spot <strong>healing brush</strong> is the default <strong>healing tool</strong> in Photoshop and can be used to clone areas from an image and blend the pixels from the sampled area seamlessly with the target area. The basic principle is that the texture from the sample area is blended with the color and luminosity surrounding wherever you paint.<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-05 18:19:08 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/228271769</guid>
      </item>
      <item>
         <title>Patch Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/228271866</link>
         <description><![CDATA[<div>When the <strong>patch tool</strong> is selected, it initially operates in a lasso selection mode that can be used to <strong>define</strong> the area to <strong>patch</strong>from or <strong>patch</strong> to. For example, you can hold down the Option/Alt key to temporarily convert the <strong>patch tool</strong> to become a polygonal lasso <strong>tool</strong> with which to draw straight line selection edges.<br><figure class="attachment attachment--preview" 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width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-05 18:19:17 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/228271866</guid>
      </item>
      <item>
         <title>Content Aware Move Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/228271931</link>
         <description><![CDATA[<div>In Photoshop CS6, the Photoshop team introduced a new<strong>Content Aware</strong> feature called <strong>Content Aware Move</strong>. <strong>Content Aware Move</strong> will allow you to select pixels and <strong>move</strong> or extend them to another area of your image without the use of layers and masks<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:261}" 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" width="261" height="193"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-05 18:19:24 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/228271931</guid>
      </item>
      <item>
         <title>Red Eye Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/228272152</link>
         <description><![CDATA[<div><strong>Red eye</strong> in portraits is caused when the flash source is used too close to the lens axis and the pupils of the <strong>eye</strong>are wide open. ... Failing that, the <strong>red eye tool</strong> in Photoshop is an easy-to-use <strong>tool</strong> for removing <strong>red eye</strong>from photographs that have been taken with a direct flash source.<br><figure class="attachment attachment--preview" 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src="data:image/jpeg;base64,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width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-05 18:19:44 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/228272152</guid>
      </item>
      <item>
         <title>Dodge Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/231639804</link>
         <description><![CDATA[<div>The <strong>Dodge tool</strong> and the <strong>Burn tool</strong> lighten or darken areas of the image. These <strong>tools</strong> are based on a traditional darkroom technique for regulating exposure on specific areas of a print. Photographers hold back light to lighten an area on the print (dodging) or increase the exposure to darken areas on a print (burning)</div>]]></description>
         <enclosure url="http://www.designfreebie.com/wp-content/uploads/2014/08/3-dodge-burn.jpg" />
         <pubDate>2018-02-14 18:16:57 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/231639804</guid>
      </item>
      <item>
         <title>Burn Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/231639893</link>
         <description><![CDATA[<div>The <strong>Dodge tool</strong> and the <strong>Burn tool</strong> lighten or darken areas of the image. These <strong>tools</strong> are based on a traditional darkroom technique for regulating exposure on specific areas of a print. Photographers hold back light to lighten an area on the print (dodging) or increase the exposure to darken areas on a print (<strong>burning</strong>)</div>]]></description>
         <enclosure url="https://www.breathingcolor.com/blog/wp-content/uploads/2015/12/BC-PhotoshopDodgeandBurn-1-e1449515487898.jpg" />
         <pubDate>2018-02-14 18:17:07 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/231639893</guid>
      </item>
      <item>
         <title>Sponge Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/231639958</link>
         <description><![CDATA[<div>The <strong>Sponge Tool</strong> saturates / desaturates image areas: In the Toolbox, select the<strong>Sponge Tool</strong>. Choose brush size and style*. Select mode (what do you want - saturate or desaturate). Set the <strong>tool's</strong> Flow (<strong>tool's</strong> strength).</div>]]></description>
         <enclosure url="https://www.wikihow.com/images/thumb/d/d8/Use-the-Sponge-Tool-in-Photoshop-Step-4.jpg/aid681724-v4-728px-Use-the-Sponge-Tool-in-Photoshop-Step-4.jpg" />
         <pubDate>2018-02-14 18:17:13 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/231639958</guid>
      </item>
      <item>
         <title>Blur Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/241004374</link>
         <description><![CDATA[<div>The <strong>Blur Tool</strong> is used to paint a <strong>blur</strong> effect. Each stroke made using the <strong>Blur Tool</strong> will lower the contrast between affected pixels, making them appear <strong>blurred</strong>. ... A soft<strong>blur</strong> brush will alter pixels at varying strengths, stronger in the center turning weaker towards the edges<br><figure class="attachment attachment--preview" 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" width="338" height="149"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-12 17:17:10 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/241004374</guid>
      </item>
      <item>
         <title>Sharpen Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/241004522</link>
         <description><![CDATA[<div><strong>Sharpening</strong> enhances the <strong>definition</strong> of edges in an image. Whether your images come from a digital camera or a scanner, most images can benefit from <strong>sharpening</strong>. ... <strong>Sharpen</strong> your image multiple times in small amounts. <strong>Sharpen</strong> the first time to correct blur captured by a scanner or digital camera<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:225}" 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" width="225" height="225"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-12 17:17:21 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/241004522</guid>
      </item>
      <item>
         <title>Smudge Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/241004581</link>
         <description><![CDATA[<div>The <strong>Smudge tool</strong> simulates the effect you see when you drag a finger through wet paint. The <strong>tool</strong> picks up color where the stroke begins and pushes it in the direction you drag. ... Select Finger Painting in the options bar to <strong>smudge</strong> using the foreground color at the beginning of each stroke.<br><figure class="attachment attachment--preview" 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" width="284" height="177"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-12 17:17:26 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/241004581</guid>
      </item>
      <item>
         <title>Gradient Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/241004727</link>
         <description><![CDATA[<div>The <strong>Gradient tool</strong> creates a gradual blend between multiple colors. You can choose from preset <strong>gradient</strong> fills or create your own. Note: You cannot use the <strong>Gradient tool</strong>with bitmap or indexed-color images. To fill part of the image, select the desired area.<br><figure class="attachment attachment--preview" 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width="300" height="168"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-12 17:17:38 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/241004727</guid>
      </item>
      <item>
         <title>Paint Bucket Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/241004793</link>
         <description><![CDATA[<div>Use the <strong>Paint Bucket tool</strong>. The <strong>Paint Bucket tool</strong> fills an area, that is similar in color value to the pixels you click. You can <strong>fill</strong> an area with the foreground color or a pattern. ... Defines how similar in color filled pixels must be.<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:308}" data-trix-content-type="image"><img 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" width="308" height="163"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-12 17:17:43 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/241004793</guid>
      </item>
      <item>
         <title>Horizontal Type Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/246196700</link>
         <description><![CDATA[<div><strong>Horizontal Type Tool</strong>. The <strong>Horizontal Type Tool</strong> creates and edits vector-based text in a separate layer. In the Toolbox, select the <strong>Horizontal Type Tool</strong>. On the Options bar, set the font options: family (style), size, color and anti-aliasing method. Click on your image and <strong>type<br></strong><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:634,&quot;url&quot;:&quot;http://3.bp.blogspot.com/-bJaAdM-6IN8/Tfy_cNSQ-uI/AAAAAAAAAB4/pY88P-iRs24/s1600/t17.jpg&quot;,&quot;width&quot;:1600}" data-trix-content-type="image"><img src="http://3.bp.blogspot.com/-bJaAdM-6IN8/Tfy_cNSQ-uI/AAAAAAAAAB4/pY88P-iRs24/s1600/t17.jpg" width="1600" height="634"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 17:16:28 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/246196700</guid>
      </item>
      <item>
         <title>Vertical Type Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/246196822</link>
         <description><![CDATA[<div><strong>Vertical Type Tool</strong>. The <strong>Vertical Type Tool</strong> creates and edits vector-based <strong>text</strong> in a separate layer. In the Toolbox, select the <strong>Vertical Type Tool</strong>. On the Options bar, set the font options: family (style), size, color and anti-aliasing method.<br><figure class="attachment attachment--preview" 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         <enclosure url="" />
         <pubDate>2018-03-26 17:16:41 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/246196822</guid>
      </item>
      <item>
         <title>Golden Hour</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/246196854</link>
         <description><![CDATA[<div>the first hour after the occurrence of a traumatic injury, considered the most critical for successful emergency treatment.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:147,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/2/26/Tasmanian_sunset.jpg/220px-Tasmanian_sunset.jpg&quot;,&quot;width&quot;:220}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/2/26/Tasmanian_sunset.jpg/220px-Tasmanian_sunset.jpg" width="220" height="147"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 17:16:45 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/246196854</guid>
      </item>
      <item>
         <title>HDR</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/246196945</link>
         <description><![CDATA[<div>High-dynamic-range imaging (HDRI) is a high dynamic range (<strong>HDR</strong>) technique used in imaging and photography to reproduce a greater dynamic range of luminosity than is possible with standard digital imaging or photographic techniques<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:405,&quot;url&quot;:&quot;https://icdn3.digitaltrends.com/image/poster-for-5718029855001-720x720.jpg&quot;,&quot;width&quot;:720}" data-trix-content-type="image"><img src="https://icdn3.digitaltrends.com/image/poster-for-5718029855001-720x720.jpg" width="720" height="405"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 17:16:52 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/246196945</guid>
      </item>
      <item>
         <title>Vignette</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/246197002</link>
         <description><![CDATA[<div>a small illustration or portrait photograph that fades into its background without a definite border.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:1080,&quot;url&quot;:&quot;https://d2v9y0dukr6mq2.cloudfront.net/video/thumbnail/kx2d2Jf/8mm-film-damage-vignette-2_v1zabrgf__F0004.png&quot;,&quot;width&quot;:1920}" data-trix-content-type="image"><img src="https://d2v9y0dukr6mq2.cloudfront.net/video/thumbnail/kx2d2Jf/8mm-film-damage-vignette-2_v1zabrgf__F0004.png" width="1920" height="1080"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 17:16:59 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/246197002</guid>
      </item>
      <item>
         <title>Spot Metering</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/247006571</link>
         <description><![CDATA[<div>a photometer that measures the intensity of light received within a cone of small angle, usually 2° or less.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:201,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:251}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="251" height="201"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-28 17:27:46 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/247006571</guid>
      </item>
      <item>
         <title>Partial Metering</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/247006634</link>
         <description><![CDATA[<div>. an exposure <strong>meter</strong> that measures light reflected from only a small area of a subject or scene. Origin of <strong>spot meter</strong>.\<br><figure class="attachment attachment--preview" 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width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-28 17:27:55 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/247006634</guid>
      </item>
      <item>
         <title>Center Weighted Metering</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/247006684</link>
         <description><![CDATA[<div>a mode of automatic light metering in a camera that compensates for differences in the brightness of the central and peripheral portions of the image.<br><figure class="attachment attachment--preview" 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8P4bfcG7Y0YHRbZhQzs32XcQQcVlbxYMU4nLpV15aWBhw7aztN3xR+o+5rVw6LpcA4YfizEcKnsBEIEOiuH4WAjVads6w3ygu3IXQTS8HfTY4tEnHmINH4ANSwcdnO8jgrGXzAgtgQmwYDQ1rWgAbQAsAOJfaAlkRAVGdkh9vp/m43zMV5qjOyQ+30/zcb5mIKZWq8kx/u5kPNP52IsqLVmSb7uZDzT+diIOtuiIg8zE3ezO8Ej805Y5Wx8T97M7wSPzTljhB02Tbv7p/CWfFazWTMm3f3T+Es+K1mgFERAUKUQediCjQq/SYtMqLbwoo3rg/he07DgdIWWMZYWj4RqzpGoC4NzDiAdzEbf6zdo7Y2DxE64Xk4lw7L4mpjqfVmBzTpBH1mO2HsdsH46xuEGPF1GD8czmEov/AIx4MIm7oTxdh37Xu074IXo46ybTWFIjo7WmNKXNorGnuR/qgfUO/rb+wuGQaMw/lrkJ9oZWGvloltJLS9h8jmDVelq7SUxZT51t5Wdl3DhEMe4kFY/RBsWPiSSlmF8ecl2gbczD/wCy5WuZXKXS2lsvFdMRB+GEw29d1m28hKzIiDvsa5UpzFDHSkO0CVdcdrYTdw2oj9d3kFhtgrgUXv4VwjN4qm/o9Jh3APdRHXDGfqdbX06wud5B5tLp0Wrz8OQp7C+NFdZrRs9AAuSTrALUWTvBsPB1DEu2zpiLYxn7bgNDGnwG3IHlJ2V84CwHL4Ok/wCTaJMuHdxnNFz+Vg/Aze2dldYghFKICIiAFRnZIfb6f5qN8zFeaozskPt9P81G+ZiCmVqvJN93Mh5p/OxFlRaryTfdzIeafzsRB11kS6IPNxN3szvBI/NOWOFsbE3ezO8Ej805Y5QdNk27+6fwlnxWs1kzJsQ3HlP1R0fSmfFa0QFCIgIiICKVCARqrtdYg7a4PE2SWnV1zo0Bhl4zj9aFbUnywz3Posu8RBnqrZDp6WcXUyLBjt2O6MN3ks7uf9y5uPkyq8B2pfIxD+l8N3va4rVJKXQZThZNqtEdqRIRR5dSPeSvbpmRiqTdvpTYUAX/ABxg4+W0PVfFaRCWQVdh3InJyDmxqzEfMuH4f8NmvsgHVH1rbysuTlIcjKtlZFjWQ2jQ1jAAPIAv1spsglQiICKVCAiIglUX2SH2+n+ajfMxXmqI7I6O11XkJdp7psCI4jec8Bp9LHehBTq1Zkm+7mQ80/nYiymtV5Jvu5kPNP52Ig666IiD8J2XE3JRJV/1YkN7T+5pafisbVCTdT5+LJTIs+DEex3la4tPvC2eqgyx5On1SM7ENBZqoupHboQGl9hYRWDZdYAFuzYW064UbKzDpSZZNS7i18NzXNcNgggtI8hAVtyOXmPCgNbPSUN7wNLmxiy+/qdS6yqBzSxxa8WIO17iF8ILpz+O3Obys9Upz+u3Obys9UqVRBdOfx25zeVnqkz+O3Obys9UqWRBdOfx25zeVnqkz+O3Obys9UqWRBdWf125zeVnqkz+u3Obys9UqVRBdWf125zeVnqkz+u3Obys9UqVRBdOf1+5w5WeqTP6/c4crPVKlkQXVn9duc3lZ6pM/rtzm8rPVKlUQXVn9duc3lZ6pRn8ducOVnqlSyILpz+O3Obys9Umfx25zeVnqlSyILpz+O3Obys9Upz+u3Obys9UqVRBc8bL3E1B7RT2B35plzhxgMHxVXYlr8fEtWdUqo4OiOAAsLBoGs1o2ALryUQFr/BdNNGwlJ0+KLPhQGBw/MRqnj1iVT+SDJvEmZ+HiCuMLIMMh0KG5tjEcPqxHNOswHSNs22Ne+kEXRLogKVClBzmIMDU/EUXttUlWOiH8bSWO43MILuO68DM1SfFxuUHoVhIgrzM1SfAjcoPQpzM0nwI3KD0KwkQV7mZpPi43KT0JmZpPgRuUHoVhJdBXuZmk+LjcpPQmZmk+BG5QehWEiCvczNJ8XG5SehRmapPgRuUHoViIgrwZGaT4EblB6EzM0nwI3KD0Kw0QV5mZpPgRuUHoUZmaV4uNyg9CsNEFeZm6T4uNyg9CnMzSfAjcoPQrCRBXuZmk+BG5QehMzNJ8CNyg9CsJEFe5maT4uNyk9CZmaT4EblB6FYSAoK9zM0nxcblJ6EzM0nwI3KD0KwkQV5mapPgRuUHoXsUPJ3TaJFEaRlGGICLPiOdEItrEB5Iad8ALq0QRZSiICKLIgkIlkQRdSlkQEUEIAg+lCIgWS6lEBQl1KCLKVCIJRQiBZFKIIRLogIl0QSoRRZBKKAFKCLqUsiAiIgFfIREH0EREAIURACIiCQiIgIERBCIiApREEKURBCIiAiIgIERAREQCvkoiAiIg//Z" width="225" height="225"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-28 17:28:02 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/247006684</guid>
      </item>
      <item>
         <title>Evaluative Metering</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/247006788</link>
         <description><![CDATA[<div>Matrix <strong>Metering</strong> or <strong>Evaluative Metering</strong> mode is the default <strong>metering</strong> mode on most DSLRs. It works similarly to the above example by dividing the entire frame into multiple “zones”, which are then all analyzed on individual basis for light and dark tones.Feb 12, 2018<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:354}" 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" width="354" height="142"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-28 17:28:18 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/247006788</guid>
      </item>
      <item>
         <title>Diptych</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/249933099</link>
         <description><![CDATA[<div>A <strong>diptych</strong> is a painting or relief carving made of two parts, which are usually joined by hinges. They are invariably small in size and, if an altarpiece, were used for private devotion. <strong>Diptychs</strong> are hinged so that they can be closed like a book to protect the interior paintings<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:600,&quot;url&quot;:&quot;https://i0.wp.com/farm8.staticflickr.com/7065/6863935469_89cba32d07_o.jpg&quot;,&quot;width&quot;:1000}" data-trix-content-type="image"><img src="https://i0.wp.com/farm8.staticflickr.com/7065/6863935469_89cba32d07_o.jpg" width="1000" height="600"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-09 17:18:04 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/249933099</guid>
      </item>
      <item>
         <title>Triptych</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/249933241</link>
         <description><![CDATA[<div>A photographic <strong>triptych</strong> is a common style used in modern commercial artwork. The <strong>photographs</strong> are usually arranged with a plain border between them. The work may consist of separate images that are variants on a theme, or may be one larger image split into three.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:365,&quot;url&quot;:&quot;https://www.thephotoargus.com/wp-content/uploads/2017/01/triptych-photography-1.jpg&quot;,&quot;width&quot;:800}" data-trix-content-type="image"><img src="https://www.thephotoargus.com/wp-content/uploads/2017/01/triptych-photography-1.jpg" width="800" height="365"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-09 17:18:18 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/249933241</guid>
      </item>
      <item>
         <title>Clone Stamp</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/259821859</link>
         <description><![CDATA[<div>allows you to duplicate part of an image. The process involves setting a sampling point in the image which will be used as a reference to create a new <strong>cloned</strong> area. Select the <strong>Clone Stamp tool</strong> , then check the settings in the options bar<a href="https://www.mediacollege.com/adobe/photoshop/tool/clone.html"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:209,&quot;url&quot;:&quot;https://www.mediacollege.com/adobe/photoshop/tool/images/toolbox-clone.gif&quot;,&quot;width&quot;:195}" data-trix-content-type="image"><img src="https://www.mediacollege.com/adobe/photoshop/tool/images/toolbox-clone.gif" width="195" height="209"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-11 00:57:39 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/259821859</guid>
      </item>
      <item>
         <title>Crop Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/259821869</link>
         <description><![CDATA[<div>The <strong>Crop Tool</strong> cuts out a defined area deleting or hiding the rest of an image: <strong>In</strong> the Toolbox, select the <strong>Crop Tool</strong>, click on the image and draw a rectangle holding mouse's button pressed. When you release the button a bounding box appears. You can move, resize and rotate it.<a href="https://www.google.com/url?sa=i&amp;source=images&amp;cd=&amp;ved=2ahUKEwiY3b3yuvzaAhWDwYMKHWFdBHwQjRx6BAgBEAU&amp;url=https%3A%2F%2Ftricky-photoshop.com%2Fcrop-tool-photoshop%2F&amp;psig=AOvVaw3rrSbz6-h1vdqSfLeOLGmN&amp;ust=1526086907645553"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:286,&quot;url&quot;:&quot;https://www.tricky-photoshop.com/wp-content/uploads/2015/12/2015-12-27_23-00-34.jpg&quot;,&quot;width&quot;:277}" data-trix-content-type="image"><img src="https://www.tricky-photoshop.com/wp-content/uploads/2015/12/2015-12-27_23-00-34.jpg" width="277" height="286"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-11 00:57:45 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/259821869</guid>
      </item>
      <item>
         <title>Aspect Ratio</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/259821898</link>
         <description><![CDATA[<div>The <strong>aspect ratio</strong> of an image describes the proportional relationship between its width and its height. A photo with an <strong>aspect ratio</strong> of 4 by 3 is turned into an <strong>aspect ratio</strong> of 16 by 9 (wide <strong>screen</strong>) using Adobe <strong>Photoshop</strong> CC 2014.<a href="https://superuser.com/questions/1019825/why-are-pixels-square"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:362,&quot;url&quot;:&quot;https://i.stack.imgur.com/zzHYm.gif&quot;,&quot;width&quot;:535}" data-trix-content-type="image"><img src="https://i.stack.imgur.com/zzHYm.gif" width="535" height="362"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-11 00:57:55 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/259821898</guid>
      </item>
      <item>
         <title>Straighten Tool</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/259821942</link>
         <description><![CDATA[<ol><li>Choose the Ruler tool (I or Shift-I).</li><li>Drag along a feature in the image that you want to orient horizontally or vertically.A If you need to adjust the line, move either endpoint. The current angle is listed as the A value on the Options bar. ...&nbsp;</li><li>On the Options bar, click Straighten.B Easy!</li></ol><div><a href="http://chrislema.com/how-to-resize-images-to-make-them-larger-without-losing-quality/"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:1474,&quot;url&quot;:&quot;http://chrislema.com/wp-content/uploads/PerfectResizeMenu.png&quot;,&quot;width&quot;:2006}" data-trix-content-type="image"><img src="http://chrislema.com/wp-content/uploads/PerfectResizeMenu.png" width="2006" height="1474"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-11 00:58:09 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/259821942</guid>
      </item>
      <item>
         <title>Layer Masking</title>
         <author>madisonweenig</author>
         <link>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/259821962</link>
         <description><![CDATA[<div>Use the eye dropper tool and click anywhere on your image to create a "Key Selection." Click on the lightest part of your picture to "Key" (isolate) the lightest areas. To transform this selection into a <strong>layer mask</strong>, choose "Select" and "Save Selection." Save the selection as your <strong>layer mask</strong>.<a href="https://www.photoshopessentials.com/basics/selections/polygonal-lasso-tool/"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:241,&quot;url&quot;:&quot;https://pe-images.s3.amazonaws.com/basics/selections/polygonal-lasso-tool/photoshop-layer-mask.jpg&quot;,&quot;width&quot;:331}" data-trix-content-type="image"><img src="https://pe-images.s3.amazonaws.com/basics/selections/polygonal-lasso-tool/photoshop-layer-mask.jpg" width="331" height="241"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-11 00:58:17 UTC</pubDate>
         <guid>https://padlet.com/madisonweenig/p3ndlhvs918v/wish/259821962</guid>
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