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      <title>Photoshop Padlet by Cameron Thomas</title>
      <link>https://padlet.com/19cthomas47861/f1jxxt403h56</link>
      <description>Photoshop settings and notes</description>
      <language>en-us</language>
      <pubDate>2017-10-25 15:38:11 UTC</pubDate>
      <lastBuildDate>2018-04-09 15:09:44 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url>https://padlet-assets.s3.amazonaws.com/icons/Moderncam.png</url>
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      <item>
         <title>Workspace</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/222837922</link>
         <description><![CDATA[<div>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. You can adapt Photoshop to the way you work by selecting from several preset workspaces or by creating one of your own.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-19 16:07:14 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/222837922</guid>
      </item>
      <item>
         <title>Tool Bar</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/222838009</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, Adobe Photoshop includes a toolbar that allows you to adjust settings for each selected tool.</div>]]></description>
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         <pubDate>2018-01-19 16:07:24 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/222838009</guid>
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      <item>
         <title>Layer palette </title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/222838075</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.</div>]]></description>
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         <pubDate>2018-01-19 16:07:33 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/222838075</guid>
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      <item>
         <title>Menu Bar</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/222838198</link>
         <description><![CDATA[<div>A menu bar is a user interface element that contains selected commands and options for a specific program. The Edit menu contains commands such as Undo, Select All, Copy, and Paste. The View menu typically includes zoom commands and options to show or hide elements within the window.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-19 16:07:47 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/222838198</guid>
      </item>
      <item>
         <title>Adjustment Layers</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/222838304</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.</div>]]></description>
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         <pubDate>2018-01-19 16:07:52 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/222838304</guid>
      </item>
      <item>
         <title>Saturation</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/223403092</link>
         <description><![CDATA[<div>The Hue/Saturation command in Photoshop Elements enables you to adjust the colors in your image based on their hue, saturation, and lightness. Hue is the color in your image. Saturation is the intensity, or richness, of that color. And lightness controls the brightness value.</div>]]></description>
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         <pubDate>2018-01-22 16:09:31 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/223403092</guid>
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      <item>
         <title>Color Balance</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/223404490</link>
         <description><![CDATA[<div>In photography and image processing, color balance is the global adjustment of the intensities of the colors (typically red, green, and blue primary colors). An important goal of this adjustment is to render specific colors – particularly neutralcolors – correctly.</div><div><br><br></div>]]></description>
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         <pubDate>2018-01-22 16:11:55 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/223404490</guid>
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      <item>
         <title>Move Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/223405182</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.</div>]]></description>
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         <pubDate>2018-01-22 16:13:01 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/223405182</guid>
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      <item>
         <title>Zoom Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/223405730</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 the tool. You simply click on the zoom icon and then click on the canvas.</div>]]></description>
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         <pubDate>2018-01-22 16:13:54 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/223405730</guid>
      </item>
      <item>
         <title>Hand Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/223406586</link>
         <description><![CDATA[<div>When the Hand tool is active, you can hold down the Alt key (Option key on the Mac) and click the image to zoom out, or hold down the Ctrl key (Command key on the Mac) and click to zoom in — without needing to press the space bar like you would with the normal keyboard shortcut. Scroll All Windows.</div>]]></description>
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         <pubDate>2018-01-22 16:15:07 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/223406586</guid>
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      <item>
         <title>Lasso Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/226189738</link>
         <description><![CDATA[<div>Magnetic Lasso Tool. This is a very handy tool for selecting areas which have reasonably well-defined 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.<figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:225}" 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s35gE/witaEeTBEvuI+nGqkmdgLb9GD4UIEKNlr/cfJ4IMDZUcjBSCoupoBfVgktwAsKfIKdYLTCIdHhFOyveF1lT0YRdNFBcCiTh9RehEt+kTVDGnCsIf46Bn1Oaiw6ENkpUss+pECVyuuHfS1ZlctrQKIfhbhQ3z077SDmaOz6OkSyJCuJsq7xQDxrWQa54t2BA2DhhT3HCdDUz6gXRRQYfACK5HSjJc/i+obzHD2FqqdiACjhR7gCzaPe46TsfwVJXpfDbDUR8DkP0NZIS6epbxbeCsZuYlJVb8KBaDIHqXJfcuWRZ0LO2K7ugsBoCzN8k9GCyGT7HMw5hFuJVOcL4IpvJzNp9P5TPRljvckk2Zvh5QBdJfShGQVADGZ1yXnU2GrRS4CpGVB1cYv4NNgjuBung+CuTDBr+vBW6YZwVvDKTeU6EN9rARwSuNRmkBXUe1rAMqv3JlwACeM6GwhrdUvV5BE8+sjnJLbls5sdQ4KjGZvuHmDK53xCqUAlDd+OXsUbX+TUQkXBg8QPh/7RAB4VzjlB1W/LxZ5XzofEbzASF4qLl4FQNX5EjPl4cQDtPxEAoi3uIpTQi6DvevkC2B7w4Y8gqqfNgbpypB5dflWSj68gMIfgbqzHSe0wkoAeF0MLhJANpRXlNcykd2dRRlAx2ft5hLAaifY9FOR2x9HvEcKbyUD7FYyzurMaYUTDxDySSVA/HO9u5zwTLC1txWocxBn7Q+O+9nrC213Blq5MSN2UQJ92zs4bxzhVjKx5p5WsJWV8VAJkJeZX5t5PszweyR3ClWwKJlOdmZO5vx9cnRvuI2fdgDCjfq2z1np0Cir4quPpY3fd1LhRV36RzUAOaAvX4diNE3TBA8UhgUcss13pTpLJvl+c15Jd4/RnQqnhkWFraPhQV4ZrjIuo3FtKkCwIb2MVdnGUjJIr1zR+tGzXmxXs8O5uIz26I5OeEnn7L/tx+uP1IzU3NZWNEqtly/fKl2viZZTNfYbOrGAvPFL41GN5atEkQpQUfjURynLcXzayKJUBAdg+q00tyC37aqvZkTHaSCvjCHZRzc+wOTyhT42ALzxNl0UFdI+nGdPT8TS5rJKFgXsGh0SwshZ9A5tAe4XJfuZROJNAKuKXD/4DaEEkpZobgyp3UJT053QcmfxNZpRTvt/L7+JYsc9bliseH8jWH5441W1RoBWAMyd2O6y/NpVxz7yxrSXVNhVc8GC/iXnejHpzeN3AUTPmJb9VHdLavZkQvu4k5sD7FYy0TdxphQtAsBb6e+U1vWA3172yxvIRzOqtt4IcDEb5Rn4pN/kgV5MyACH+7HcbnmmBMe1yc6XnFG0yshVpYOAHJKGMrWqlyzJR8INxm0AomdbjI4Jkn9soTsDGaBuBJPiR2q3/DmncW2Kd2nMCFjj1ca3zANH66TKXEIampdN55fZp9HuGc8u87xsIcavKaa2m7E027Hokb8ekf2k6S8rak75Ctt5ZmbDKTkWDZuY1Vj0jo3+4iTH6Wm/OcxWH4vP8ff3er1crtff48/Fx3Z32OzfpnlCPZn86TMWNzxvAdCcs9yPPGeMmchX/YNBtFMqkC+wpIlabPzaZF/WKc0G2zSHQ9OG+fyJ2WwNquJkWMa1rbCKKl6+QcmeRiXr78hFcZUAXdMaihUUnRHcYtEH2OBoPPnyQ3ucAP0c9GNw3FWSaZwnDJ9u7Kd1AM/Oww5IwrJMvS9CLUAv20tXUBJdc5Rhs0WMa5N3VFkeMAXgLhg85pAyKcuydRmmbhwmkpebfLiyZ0TOPCMvt86FDViWFwngzLX7z2UhlA2pLoiPgCgAjzOZOvShuLIn6ToS4toqfPRiuBEDuAnt+3fV6kOafXZAYiEBhGVTpifya+HL3uQWJDGurSpOxgLuQQW4yMFAPwfvYVHOore8BaU+VUcwVSfQ9VlNxXcr3UqmCSNJOWZAbQ1BjZjoYw4ia2JEqS9UMbFVLHrEnkDYnybbCrUArwQkIz4o0zA+yDR9wCFlBBCWZXHDy8yW5mCqjOD3aCh1LUZF1Z58Kf8fzthLI6lsekk7VnNAZ0ZhzCmjYaIPktG9mgZaF4r4m35lBDvupc0rie5rDhLmOZIejS+JTHrGEAJ8KRJADhW2H0HFR2+bK24yZvc4XyoBVmz8Oj+0x4lAtMXH137uM6Bed6CJa6uPkzGXbDJ+3SsmGuYg8i4xS63giQ4GDODq6FR3zce10VvJmsIph9xqMwofoapJu2oZe6UON5O460e3FWTyL0OOa2sKp5wyIYTPY/Ssqsm7agem5zMX9oALu3kDVSMox7V5OoAKc4MNY4+D/DKksnfOQfRuc7qAf8SU0UBKAS7d+lAC8VayFuGUA4+9PXhRTT+qmj47ms92CVJGJotxf69lUZrPQARYH05pMhn0/QBVTfHTXijPnCmZGaMhq1tk7EaAlVEWc6ZFnKIHqGpAdIBmVF7AE9iQzAsFOKubg3JkYuuTL+yA0jiQVtE+VDV5V21Gl9M5IZNpMmmNHNSxaHOsGgtCQedNHiImWFm2qfmByXyjAD/ahPOguLZBh5Bm7qKaFSr7CDHByi7prEhRWCsLBpkr13CrsRI4rq1LSLNjsuV08gBVTS4r7w0zw3CdaXVROa6N+NJbnnxhM33Tm0Wvdb5ENPTDMCAR7MKqjacHiLt26a1kQK+qAWXsY7achoNHzkHYtbQ3zGUuSerJhDuxfFxbh5MvLAHMkah/fc9BrmsWFVLaUCy4dKYHKG3+SQBb5JOht68TU7hfVU3ak7HYAewU2TeIaVMtmZLRg3vpENJs2zRT/bIBYI251P64/4iq3wVN1kMuxG0NsNshZe4axSF45BxEXWfMojHZSbW3ejIlFm2VlYsTKRMqL6YPEBPy/jRge8PsrOEybiYTtguti6DrIeVwTJbT94eoamLXgbQtDT+8gyplW2FRGNdmsbi21hli6cbbDjyYRWHXapxMOT3aHA7gs7d0OvlCFY1FoObL6kFVk9hurwA8tIu8FrK3dDn5Ami0zTq7C2Azi6LAZMW7lLeLvIZFSFxbl5MvAfGakFMR96lqzSk3ZtIW97jT4QDxt1YnX3x2A/SkEmDPiWzp3jAZyjegLDJ6HxEB2EpMkJoZ1aQmHQHWsai2a9t9FQAa8UBXVt38Q791PfliEoAlwsfOQVnHKJ9N1J5FLaGX1sydcTE1j2ZR2LXJAzRIgEoLgFDiO8oVwI0nX9ihiCS6x/nSPu3NjAN4kI936H1EIcvXVglQu8WY0u4Su2dVTdM12xumKS1bHJKLoJcbpqXTANSN/ZTuJAxDEWBH50vLEUSKIpZQC9Jc8xky+PqJl7vLIWUWB72wxLKPuhbD4faG39qSSbvWAtTGyXgklRNKTvgYVQ0IoxKQvWF8kqbLWWoNwJpt/oFJDsbhk6SPExPcxgMJeB21JLNpBOscoBE7MjTlAd7kfKnLKSLsjeGTWLOWZDaNYH2cDPPNDsHj5yAlev8xXpVnlFRVrYZFLdRLK1WN1dwSgMt2AFupajVpb9BfQhJ60EJVY3d5SHFt7UK5WNKqTf8WfaecIo0sGiEvd3sdCNWkdyn1eDWNVkzcdTWNL2Rvab3+BhTgC+2lk6r2vAufUfYWOdyoMU7mwkIUPa1DpVu+85tYtFFMUJtArtkQJ2MyHTh1b3G+dBrB7hqlursp1mwOad5QgKtA5zF6Yr7z5nCe6l70zM2SZaAj0H04X24A2D7yunMvnB/f6gDwaWJCyROCvm47B7l7DIiO301Ve0ISTRGgGNfWIqSZhT1i588vzsE2LAoj2hyfRvw2hjTH3FnbvAFgP6pat7Q3MosGvhjX1siigIvr5HIbNgDsRVVrY9GrLhQprq2xpnViAKFV8UBVTQJ4k5ggXZPfGtdfj093sq8HeKdF38scbI5rk2pGOJmxQYIG/riqJgNsnIOx+cUAljzas/Ol3SLTYQ7qAGrtEJs/jvj2TDHRwvmiB6iNa5Nr+v6BA1j073zpEM7Tag6SPAkRimtrZFHf5/MRf3h/XVWjC5IY11bDJ9GGA2hkv2zRt56Djs3HtdWNPZdhwYA37j3E+dK7mHC0cW1KTXzSEgF8+yNiQquqaYKG6sf+wgDuH+Z8qVlF7zpDhmqS1BgeSXkUkVxpfum/OVGA76XPWSlLdutIwhwXn9h2SNmQplIiZYOKsgCX9UlZokCT3Fqu2jVPJiordY1q+jgxsRPg/kNyn1QEY25cnOXoKidqy3qkOdwLKeuxsiRrAisrNeeJXcOyTjOZZEPNl8qi30KSKyrCbToRruDhDzkBCCK5rMfK4sZD7JG09GVDWjakZTVdq2X1ZLKytGuH/c99sBxL+gCS84+xnbYqa7UpYolFeisL5LLW/w9rgo3uvQkqAAAAAElFTkSuQmCC" width="225" height="225"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 16:49:39 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/226189738</guid>
      </item>
      <item>
         <title>Magic Wand</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/226190485</link>
         <description><![CDATA[<div>Select the magic wand tool in the toolbox. In the options bar, select a Tolerance value (0 to 255). This determines how closely to match colors - higher tolerance means a larger selection. Check Anti-aliased to define a smooth edge to the selection.<figure class="attachment attachment--preview" 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data-trix-content-type="image"><img 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width="244" height="146"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 16:50:39 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/226190485</guid>
      </item>
      <item>
         <title>Polygonal Lasso Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/226191882</link>
         <description><![CDATA[<div>Magnetic Lasso Tool. This is a very handy tool for selecting areas which have reasonably well-defined 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.<figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:309}" 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" width="309" height="163"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 16:52:52 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/226191882</guid>
      </item>
      <item>
         <title>Selection Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/226192941</link>
         <description><![CDATA[<div>The selection tools are used to facilitate the process of making selections of shapes, colors, and objects inside of Photoshop, and positioning them in the working image area. With tools like the magnetic lasso and magic wand, Photoshop packs a powerful array of selection gadgets!<figure class="attachment attachment--preview" 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width="230" height="131"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 16:54:32 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/226192941</guid>
      </item>
      <item>
         <title>Rectangular Marquee</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/226193716</link>
         <description><![CDATA[<div>The Marquee 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 marquee tool allows you to draw rectangular and elliptical selections. To form the selection, simply click and drag the mouse.<figure class="attachment attachment--preview" 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src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARkAAACECAMAAACTQa8MAAAAulBMVEXo6Oj///+11f/W1taQkJDi4uLMzMwAAACysrH6+vqenp2Cg4Le3t7v7+/+BARNTU0BAEZdXVwnJydEAAKqzPnFxMS7u7s/PkHgv4QBL4e23OqnqKfZ5+hzdHLEijp9uuHp3rl5LwMyfr9fqO7o6Nude0YJV5mQyf7uSEuzztJUj8KWvNt9TQStr5OeYgPZjHbD3uddp2DOuI7ipqWFpcBLcV3fv7Dazbfp5cq2yd+kt8b9ysr/6urEq83JIbPAAAAUEElEQVR4nO2dCWOqOBeGqSyhQIdNQETctXW5Wm1ta2fm//+t75wkbCourXP7XdpjFWQLeTg5SV5SFG6Y2bYZOB+wwLTt29vbm+qZwKc2ZvEjFgT23V0V2SRkzIA5zeWATFMQkM2XZuM/sIQMEHECXdIDxzYvfDmiKAt3VSVz6wAYSYsiCbyGmZ19ZrN2uk7ibyDje4pcPadJyZhOLEVaJMWOeZYpkU3fpulEqmdUz2lyZHQNTT+XjBfRN5DRIl+sNBlb0uB1rs8gFArGdKRIxeL0tRm5umVkgkBCgzhz+gV/EjDBdwBktEqTgRwGth6fBSZIPuhM5ckENm3PQNPtQqs+GdrIMy8GU3ky5MNWdTJGai/Lh4e/0B4eli+ycdIqT0ak9sKgZPbwJB6370Hm6a8D9rD89mSeHhIUTy/oPk/LhzP85huQWXIKmiilL42XrofcsvzrO5B5YQS8PZ9QHo67TdXJ9Pb9JX0xv3n6nj7zN+a9PNLSglbiNdUm8/eRnFN7Kt+g2mQeToBhaB6+H5nlSTBH0FSZDJalnnGCjFiGr8pkoCw9OEfJqGARFrl3Ndp5qWp1yaDL/I1kyu8pqTIYtnieZFko/qEJlfrjtxUF5jI3lIyoHDTPjoQaGG5Yq7xJ/JarQF3mlvabbO2wSXYk4z512PLfrz7x/9wkfstVQJdZsh6lHZeYrVEyu06zWq3ox2pVh8nmE2czmdY/lZtTJt1fsC2/5SrcYJTJyOjZO5nNyPwL22aHaAKXeh3f1FY4X5u4hFjTS8/8l7V36r/IGNPo7a85dhwuMw52lru7C3I2cWkSo2Qnid9yFbAwcRXC1jNDT4jZbBybEiNTg2232TFXCRRqmxkjM53pu2c2Gp9wiYNkcJlKLiJTn80kqzOb7S7vHSVD4Eo23ZQMv+UqPGFh2iEDUABLrK82DE1KBkte7qCzFAsw2uAE0hnUFEjk0SYWJOWbhPRVcKOBH8AcpDvWidWBKXwL7ms6XUTJaC7dw572QkYGT3iEZGJCxvc1NZTIoGmT0B7XtsGAvnkq7z3cIA+5Cfv04XTgoGGnVj9BZkyTS8jwW64CZPYpJSPR12rFCUn6hpHRBbbXMh9oGJKdCZKJSae2sO5HVh08tfPc2c6tzr0KvgQnDVl97gEKMn2f41cgMwppdqTpbA5M5qT/THMYjkLYP4Y1eidyp+hEUzhmR3NDmgq+k1T6s964QGZhwT6YTH+GyRwns4HznY+TEifxW65I5u+EDL1JKQEYKTFwHUnXTZ37zL+FEMwiSx4UizMET7s/i8jgF7sQOvWCrY8o8B3WkYFSJIP5CeHy9nkOw4h04IOuuYelv+D8oazS7TmZLJXZKMyTodvBHCYD2+34TOG0cb3bb7qdjAxruAoQOv7JyOCd7YIBpByZbSEEQ5zJpbDhEXgqUTI0EPIcA4rapEccSoV+xUs8seqcTJ2XJhJCyB0kZOpuf94HmlAyHCiIuA0SqVFf4mRoKip+JqGMkxnQOZqM2y+QqddvnvPnDduOQsmqHyeDrZcVxcMaMoBpA2hSMvUimXqefkJmUAP/pRetRq8zJQNBcFx/TMnU8GJiHkZw6nPqM5ABXJFmIrJokPmFf51aj5MhGRmPDJJU8lGakSGDvM/cF8jMbgBNduKwHtAOJofI3CRkKI5VsZVXIFPLk6kXwOQi8MQd1+cQGd8hu+E91BRQhMBL7rFi5D4DASAmrHCN4HIzMlsXfCvnMypbA7VNBOEUs9zshR0JPQuKEVYmSSrj++0s7zNA+34LkVwjgzpNvEjGyXsNUGxCxT0hx3xGi8BWWgRTOgsmmeA3JaWpgIZ/oehZJYLxRnWxRnqHXGjg8OBM3GfqUgAeDBUOLI2pz+AOMQnTy6sBpecOrvGgfrF5yYygAkNHGBGygZRyqSRxRqVkoOzCsWpNHavF2i4Z4uS8Bs/4/bl20GdSMpTFKsqbtikncygC57/nJrTyyoc+mJNoHrJF21qtpNlTz62pU7dLD1VIpTT5wgogQ5xirMlbSiZfN6GmEKkS1RaYRRhwpMN1U321W5pK0jpgKgkccnFTmRnU0x/bkRklU/CaouXJpO0ZQOGr6mqVglHjDbiNlpJZ7pLJHdy86Hzfn5/3Wqpn2vb+CmTKvSYl84QaRELGV31fjVY6TKjFZqQCmpRMoQ1cX21W9eYGDVrAm039Eqf5OuNkSr0mJZPvN3Ee4Cm+pqqav9nQEpWRKcgQvF/QZNPZ7A8jU+Y1KZl8X9v30IBNpMamuQE2zIkSMv/uVk2s45R2n35P1j5pKZkSNBmZZabPeIn5yYsaSchUQtSrz24BCmCBknJz4GpmZLA4/cPJJPImcx38hHmCZAQwGbZ8Ef50Mzxoz/gO0TUJOtXy3vqMTE4HVry88W8kJYMb/vaMXN0M79a5kXRwGtVTjP31OTJPJ+8dMDLoXE+7xxGV2AzA2XYWr5+FV6l16iSH2vaj+Su1k8mCz9xI2g04TSQeAJMnw+43yWX3mhTPVymZAy4jS7boi/AXxDyRLnZ/rWbbajWsptAOC6eJi/I27D3TaZt0ME9u/3wAuBO1cAfEbhp7Zii3kepr4DSsLHVdugc7B6FI5vg9yoTMct9lZFuSZTbGMQ5ETuZZVBREgqf48p5lZAwr1WI2jF6HZ3Lcws/pJWQMRRyFE2XXW0+SkSFKiIoKTnOjMDJkABfJPUTm+H1tTgbvwy13EoklwUA0MkUjMzI0AU5m2R82As2FLDfAkzovwaMwhM7guLWGnuEMfCYhY9WFN5f0hdc5QT7LzchqvvbIxnwWGuGj0AhqAnwdPwrJhO0XYpqwjwW+hwfuG6fJCIYIp+tpNzdaQmZs4PkdIrM/FsJjFTYnE+kUzINA/TdLwgck7BYlzGjcN6equk3I4AROe0Q6xsJ6F2ERnP+zp7aWz8oizMhsXGAXjvpCYzpp434kfO+6Y2UEsPA48O66/df5WOCThEwLUxxPlpAtSODFHZ9BRsaX6EdRUppiUhcWG/cgmZ3xM6oeY+CNbd3nPsPGz+yQ0dFdeLUnG4rJS60D2cyRgcmw14dZgWeQ7TBchK2UTB/i0mLaxlXyq/UowFeWxXlKpkFmUHpafJIjw7Ybd90BnT9NhjuOorAADOXfnb6574fJFMZcebEt0ZaNqES2hGTe6XA0aMoUydiynDUHZNHBb8XSlJCZ92kuKJkBrofS5OZ8pv9KIrcJZLqoiTaTjSnSlAxKmi0+2SXTDmnC55MR0ovadWft8JfVLSHDx+nhYFc1CLz0lnbkAJmnBMwxMoLoGIfJPHKfaWU+02VulZF5g+jRavdb83Hrzd0ns05zXMh4RmYRXugzmcEZA+7BWwmZO4dl/0FRbV1hZER8OZHHVtDGb5FMnAcjiCZeBfBNaEMb+TgzNdYQBtrWhGZiYT0b6qs77bp5MrRiaveHvbExwo2RDOmLCxq7Z2uCSMePhi/wSY4MsIaAPh3Ow223x5K9lMw/Lh6/xGegpcdH/mJLGLBg7AV/CdjS3VqJmqzmyUSeYfD2DOnkyTi0unmFahEXvS2wvQP1SAxoMjLdqIWTNSGbOTSHMMtLmAefAXeydGwBuLTxwicZGSyZpN8SulCthc0zIvA+GeHFF46R2R1DrqRjyP8a7XcvkIytZ8vjwDAObQWlyaCRTk4anPSrQf/2DVamG8qi0MOylxyXT/eSGbIEBOPgES+1Q2REMUVRsOW7fjhNaPomZ2k7SgkZcuE1zBuUro/v/EE7TCbzm9Qenia8d7BvsmgHsm9AuyawxcNghDfvZPep3GTl8fRGV7YyMqKtOw89DgWKFWoS5WRkw1dM6IuLPvYQDm/0p1kpGVNzNFuC9i8VIahaA23gkkzLlAf/77BqgCknozpOIHEmtIo64jOCkHQojULT5o+2UjJKFAW+z9vA4ikyFbRyMooaIBiG5YdMRkbUoNmrJFh+yOTISLpXJEMuI2Mc1BCFrvT7K+AP6anlZBSlAEYkF5F5G2HnYFfmFHa1Nuwyh7PDh2gQbN4Ne9YlKBv8HlKnuPgft3N4+3IrJ7Nj5DIy0P+TvW1e5kxWFMlY76/zkqw3CG7KPs82WVGW1kxUdi7IsFeCv9zOJnNhnFkTeirLvvAS/EKZE73Isfu0g5kplVQKRZkBJcrWCzBaO9AbpMJLg/ZA20gGlVHoSwYa+AIcTTcfDciqjNlND24leWfs2RFpPzPcpgrQ/wEZ6GtPUe0ODcjg84jKDu9rF74ywZJ3hODb6xxK3MKavbhj7OcuULCkel8jHIWtNxf610PJf0EdlFhas0Ge/blVw03xDV/XuJe1bSeux8iwI8L66esCjvA1ZNiD0eQgcGTZcQiXyOYkkR9mTKqaJkIWLFF4AMKwADmiK2HNvI/6OBePGuGa1OGDZtRAvRP9cAE7vrnNhMwifHx1+7C/uE5iCyWTHHERUn3hq8jwxi/7IALfCDykxfWZBleEEjKpUtmwJgurJiQSZTtcA4k1u/oNS3CniymT0x2ukQ9RFu9aj5zMsIfHmnI1qECGHRF9E3z0a8jI+Pgv0QgcRxQdyIKY9JzAv/NkBsLdgpHJYipdgXcCqET5+EocuP4OE8/XIQ0ydId6opEzMnmfwU2ph+SOKaRH/G98RgrEc1p6Mt0leaIIzsp429boz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width="281" height="132"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 16:55:46 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/226193716</guid>
      </item>
      <item>
         <title>Undo go back</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227549119</link>
         <description><![CDATA[<div>ctrl+alt+z</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:05:51 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227549119</guid>
      </item>
      <item>
         <title>New duplicate layer</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227549502</link>
         <description><![CDATA[<div>ctrl+j</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:06:35 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227549502</guid>
      </item>
      <item>
         <title>new layer cut from selection </title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227549737</link>
         <description><![CDATA[<div>ctrl+shift+j</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:06:55 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227549737</guid>
      </item>
      <item>
         <title>Add to selection</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227550098</link>
         <description><![CDATA[<div>hold shift</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:07:26 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227550098</guid>
      </item>
      <item>
         <title>remove from selection</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227550194</link>
         <description><![CDATA[<div>hold alt</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:07:38 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227550194</guid>
      </item>
      <item>
         <title>deselect</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227550506</link>
         <description><![CDATA[<div>ctrl+d</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:08:07 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227550506</guid>
      </item>
      <item>
         <title>smooth edges</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227550863</link>
         <description><![CDATA[<div>refine edge</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:08:41 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227550863</guid>
      </item>
      <item>
         <title>inverse selection</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227551213</link>
         <description><![CDATA[<div>shift+ctrl+I</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:09:14 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227551213</guid>
      </item>
      <item>
         <title>merges layer</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227551451</link>
         <description><![CDATA[<div>ctrl+E</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:09:34 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227551451</guid>
      </item>
      <item>
         <title>zoom in/out</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227554020</link>
         <description><![CDATA[<div>alt+mouse wheel</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:13:59 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227554020</guid>
      </item>
      <item>
         <title>paint brush </title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227554180</link>
         <description><![CDATA[<div>B</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:14:18 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227554180</guid>
      </item>
      <item>
         <title>eraser</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227554260</link>
         <description><![CDATA[<div>E</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:14:25 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227554260</guid>
      </item>
      <item>
         <title>Brush size</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227554363</link>
         <description><![CDATA[<div>[]</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:14:35 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227554363</guid>
      </item>
      <item>
         <title>sample color </title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227554488</link>
         <description><![CDATA[<div>alt+click color (paint brush tool)</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 16:14:49 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/227554488</guid>
      </item>
      <item>
         <title>Dodge Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/231562499</link>
         <description><![CDATA[<div>The Dodge tool and the Burn tool lighten or darken areas of the image. These tools are based on a traditional darkroom technique for regulating exposure on specific areas of a print. <br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:225,&quot;url&quot;:null,&quot;width&quot;:225}" data-trix-content-type="image"><img src="null" width="225" height="225"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-14 16:10:03 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/231562499</guid>
      </item>
      <item>
         <title>Burn Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/231563714</link>
         <description><![CDATA[<div>&nbsp;Increase the exposure to darken areas on a print.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:161,&quot;url&quot;:&quot;data:image/png;base64,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data-trix-content-type="image"><img 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width="222" height="161"><figcaption class="attachment__caption"></figcaption></figure>&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-14 16:11:57 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/231563714</guid>
      </item>
      <item>
         <title>Sponge Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/231564439</link>
         <description><![CDATA[<div>The Sponge Tool saturates / desaturates image areas: In the Toolbox, select the Sponge Tool. Choose brush size and style.<br><figure class="attachment attachment--preview" 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xaEufOQyXUKflPIjLBJpq0fomFDJowYih3V9UfCSatGnUSmpPbXrerU2CBmKMue+8HLlt4yNQ7q+qPhDLjmJ1Dx5PNF69UU6aIzWsi01VQEAvYlQAco0zf4ZTbU7nt/IyYr8j7jIe1e57fyMAOq+iL5HEfXJ+Es3t5gvRF8jiPrk/CWbyRGHeHEiKgMEEOCACYUVBABM87dNf3hreun8ss9FTzr02/eGt66fyyRS81l9r6en8S8S1gggmA92CQNsbJTELlbRh3Kg3qfzHhJ8EabTyiFSnGpFxmsplT0M6aYnY1T9Hrq1TCk36sG5W+96JOniVOh8DrO74fF0Mbh1rUHWpTcXRxz4gjerDiDqJxXH4FKyGnUFxwPFTzU8DKXYe28ZsWvmpnrKDnt0ySEqD/wClQDj8RpNcKins+Z5S/wCjp2z1w3j4e/8AJ1LaeCKsdJQ4iiRNhhdrYfaNAYrDNcHSpTNg9N/ouvA+O48JS4zDW0lc44LbW4yjOMsJG4ybisPIYQ3sJRJHapzTQove8JLjy4xLDcQfMRSmRwScw5Kw72kYxwQBPJbYekWuQdw1hDEEGQqVUgQqlWRBxJ1TE+MjVKuaQ2qxDVTujwV6cDpeCRi8EB4ZTUO6vqj4TTJjyqouci1OnpmI+YvjMzRYBVuR3R8BJSbTqAACswA0AzmwHIazqHiyw21iS6U7kmzVON+FOZ3avc9v5GWtHaKl1auWqot+x1lrnz1sN17b7Sp2mexz13+wwA6t6IvkcR9cn4SzezB+iL5HEfXJ+Es3kiSCihChiIAxBBBGAIDBBAAp506bfvDW9dP5ZJ6LnnTpv+8Nb10/lkil5rL7X08PiXiWsEEEwHuwQQQQAEbr0VdSjqGU71McgjE0msMyeXE7LrfpOFc5NzX1BUnuVV4qefwNp07o/wBI6G0aeZOxVUftaBPaXxB+cnj77TOMoIIIuDoQdQQd4ImU2nserhqgxWEZ1ynNZe8nMj6S8weHMTRCopbS5nnb3o6VFurRXk9a7Pd3HU8XhZT4nDcY50O6VJtBCjgJXQXdR3XXQZ15akXHC4lji6W+8jKAra5TWTO1EtpAJNxVAbxI53WtKsHRUtQLxUQBFCRZOIoGJrNCLxpniwWakBmO+IzxdWvmAFhp4b/OMNGkQbDZtdIUK8EeB6iDQ7q+qPhLDB7LqVQGGUKess5OmamhdhYajQaGV1Dur6o+Am+6LmgaTdWDYm70n7XVuVKtlJ1KsCd/MidE8SYrE4dqbZHADZVawN+ywuNeduErtqdz2/kZsOmmJGdaagD57niXtlX3KJj9qdz2/kYAdW9EXyOI+uT8JZvJgvRF8jiPrk/CWb2RJAhwoIAHDhCCABwQoIACedOm/wC8Nb10/lknouedOm/7w1vXT+WSKXJl9r6eHxLxLWCCVu3dqrh6d9C50ppzPM+AmFJt4R7ipUjTg5zeEiygmD2Vja1DEJVr5wK65iz3GemzFVqC/wA0Mp15A2m8k5wcGZrK9jdRcorGHy8DD7fFYYsoaxRXZcjszKioxtc23Kut9OE2H/lHtf8AvOH+3r/6JUdMcB1lHrAO1T180Pe92h9hnXfRJ0i/TNnoGN6tC1Grc3JCgdW54m6214lWmmm04nmukac6NxJZeHut+05wfRLtf+80Pt6/+iEPRPtj+80Pt6/+id7iCJMxa59r+Zy3oD6MKuCqNicRVptUKFEp08xUBiCWZmAudNwHHfNBjsLvBGs2N5A2jgw4uN/xkZLJOlU0swVehY2Mr61C00uNw/A75U1acolE61CuVJWGQJIdBflGWWVYN6qJjVSkeW/dGDSvpH3v4xoDmY9I3UQzliWEcIMTkjwQdQbymHHmU8/vgjwR1lXQ7q+qPhH6OKZO7UZL78rFb+46xih3V9UfCaPCUlWnTy0w+dQWbKGLOe8puOB0t/WbTypU4fH1EqCtcM43NUHWeAPa4jhylTtMdgef5GWu0qASq9MAgKe6b6XANteGuhlVtXue38jADqvoi+RxH1yfhLN5MH6I/kcR9cn4SzeSJIEOFaHEAIcKCMAQ4IIACedOm/7w1vXT+WSei55v9IFdae3q9RzZVZCT/wC2SJ8mXW7SrQb7V4lhtLHpQpmo/kq8WbgBGPR30OqbVxBxmKv+jI2o1HWsNRSTkg+cfZvNxA6L7Ar7bxfzqeHp261x8ymdyrfQ1Gt+e4WnovZ2Ap0KSUKKBKaKFRBwUfE8STqTIU4aV3m3pG+dzPTHzFy7+/8ABzr039GhWwS4qkoDYXQhRb/hmsGAA4Kcp8BmmE6NY/rqCkntL2H8xuPtFvbeehcRhkqI1N1DI6lHQ7mRhZgfMEzzOuCbZu0quCcnLmyKx+cp7VF/aGH/AFHlCpHVH3C6MueDXWeUtn/o07KCCCLgixHMHeJV+jLap2dtX9Hc2pVyKLE7rsb0H3b7nL4Z2lrMz01wN0Wuu9Oyx/wE9k+wn/ulNGWHjtO10xbcSjrXOG/8dZ6XMIzO+j7pF+n4GlXJvUA6vEDiKyWDE+sLN/FNEZqPKCDENFmJIgMq9qYHOMw38ZlcVRIvcTdmVm09mh+0ujcucjKOS6lV0swVdLGMFZa7QwhBsQQeUrGQ7pS4nShVyhmw43iGQRw6RvIYYJaxGUQFY4FirR4IuoMZRBJBTyghghrZnaHdX1R8JIo4l0Fkd1B3hWYa+yN0VAp0j1VZ8zZWNM6KoFPU9hte2d5G6StqbPehUNN8t+8tjm7BJy3NhrYai00nGHdo7S65ULr+1XQ1gbZk4BhxMo9qdz2/kZdrhqTqopmsamRmqDLmXOtyRpqBYWFvC+spNq9z+L8jADqvoj+RxH1yfhLN5MF6I/kcR9cn4SzeyJJAggggAcEEOABQxChiAAMwfTT0YYbaFcYo1alFyFWrkCkVAosCb7mtYX10A0m8MKIZWdHdhUMDQXDYdcqLckk3Z3O9nbix/oBYACWZaFBaMAXnIvT70fzU6W0UHapkUq5G/q2N6bX8HJH8Y5TrgkTa2z0xNGrh6gulRGRuYDC1x4jePEQA4TsXHdfRSpxtZ/XG/wB+/wBslYiiHVkbcwKnyMymEd9mYmthMSGFmsSAd47rgcVZbHThaS9odLqSi1JS7cGIKqPfqfu85llSlq2PV2/SVGVunVks4w11v+O80HoQ2i+Hx9bAMbrUViBrYVqNyCBwumb3LyndJx70L9FK4rPtTEqyZlZaCsMrOah7dTLwW1wOebkNewGajyrxl45CTEmLtEmIBsxJizEmMYxiMKlQWZQZSYvoyrG6tbwM0EF4mkxqUo8jG1OitTgQYlejFXw982kIRaUT40zHjoxU5iLHRh/8M1sOGlC4sjJfqu3+GHNXBDSg4sjiuwa9dLPQSo5CAMFSpUUZhxC7jppflJG0ExVZ874evewHZoVgLC/DL4mI2Uf+Fb62h+DWhk+cjOtpeMHQs+iXcUlU14znqItKtUosbGpTcXVh2kYXG4g2I0PGVu1e5/F+Rmm2nsnEVKzvToV3W1IB1RmBIw9K+oEze2aTICjKysrWZWBDBgDcEHdLTkyjpk12HUPRJ8jiPrk/CWbwTB+iT5HEfXJ+Es3kTBBxVomKEABDhXggAcIwXhXiGHeFBCgAcBghRgCCAwQApukXRbB44AYqglQr3Xuyuo5B1INvDdIWw+gOzsI/WUcMmfhUctVZfVzkhT4ixmmhGACTCijEwGEYRhkxJgAkxBizEGAxMBhwQEJhwGAiAAEEAhkRAJvBDtBAZxTZWKpiiadTrBdqTqyKj92nUUghnW3fEuNmbLGIVmpGuQrBWJp0FsxGYDWtymZod1fVHwml6LdI6eFSolSnVfO6uCnV6WTLY5iIp0098bl9K/uKMNFOWEu5G12ZRZUIZSpvoGy3yhEUE5SQL5SbXnMen/8AasT9e3+WbP8AXrD/APoYr/4P9cwfSzGCtUq1wpUVKpYK1rgEHQ20vFTi022Yt2231nR/RL8jiPrk/CWbu8wXonP7HEfXJ+Es3OaSZNDl4d4zng6yAx+8ItGDWhLX5iIMEiHGlqg7oq8YCoUKCAC4UK8F4AHBCvBAA4VoYhXgAUKKhGAxJESYsxBgAkxMXEmACYUOFAYILHkZFq0apL/tFylWyiwvcqbA9nddv+wczE9VVu+q2LBlW+4hlLXuvEA+UBZJoEDRNje4I+dp4FgdNOQI9sALXHaBHEWG/wANPD7zFkMhwRMEZI4PQ7q+qPhFwQSZSCQ9qdz2/kYIIAdP9FPyOI+tT8JZtmggkHzJrkJMOCCIYg74RggiGKG+S4IJITCggggIEMQQQAEOCCAwQQQQECJMEEACMSYIIDCMTBBAYkxMEEQwCCCCMAjCMEEAFQQQQA//2Q==&quot;,&quot;width&quot;:259}" 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" width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-14 16:13:06 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/231564439</guid>
      </item>
      <item>
         <title>Clone Stamp</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/238161236</link>
         <description><![CDATA[<div>llows you to duplicate part of an image. <figure class="attachment attachment--preview"><img src="https://print24.com/blog/wp-content/uploads/2011/05/clone_stamp_source.jpg" width="653" height="389"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 16:03:12 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/238161236</guid>
      </item>
      <item>
         <title>Crop Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/238162594</link>
         <description><![CDATA[<div>Cuts out a defined area deleting or hiding the rest of an image.<br><figure class="attachment attachment--preview" 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" width="265" height="190"><figcaption class="attachment__caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 16:05:07 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/238162594</guid>
      </item>
      <item>
         <title>Aspect Ratio</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/238163730</link>
         <description><![CDATA[<div>The length of one side of a pixel is in relation to the length of the other. If the ratio is 1:1 it means that each side of the pixel is the same length as the other, in other words the pixel is a square.<br><figure class="attachment attachment--preview" 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dAWbgVFz6O02h1UVSlSVlAUJrIDJKXBdRcc6wKWbvaxBYBGfLKUJClJMwspYT0UvkkcAx/HbCMKrChLSFrxrd1bQHYAA5bD+JAeEoAIIIIAIIIIASqsWA4QlRbJVgd79kVwU0ySUKmlCJMtWPEVWQDmHN2i0RG8pP3SdwST3RrnTUmmy1Q4uVGLjFLXv6rd/EWOlacZz5Q65iR+cc+WKf5xJ94n4x8yz5mIv/AL9seyZJUWHbwETKp9NeWKf5xJ94n4weWKf5xJ94n4x85ydGg/xE9w+MOE6FG2anuHxhkjNj6E8sU/ziT7xPxg8sU/ziT7xPxjAk8n0+s7gPjDhPJgekvsAjGSMG6+WKf5xJ94n4weWKf5xJ94n4xhn9mU+lN7v6R3/ZdOZ5/u/8YZIG4DS9P6+T7xPxj3yrI9fK94n4xiEvktLOyeesH+SOjyZkixTN7j/LDNA27ypI9fK94n4weVJHr5XvE/GMTHJuR6EzuV8I9HJ6R6uZ3L+EYzQNq8qyPXyfeJ+MHlan9fJ94n4xip0DTj+DM7lxz5HpvUzO0L/OGaBtnlan9fJ94n4xxL03TF2qJNiQddIuMxcxi/k2mH8E/f8AmY6mS6dR1palNYYi7DddcMwbR5Xp/XyfeJ+MHlan9fJ94n4xiZTSj+AO9H5zI856lH/Lp75X+pDIG3eVqf18n3ifjB5Wp/XyfeJ+MYj41Seol/ak/wCpHvjdL6iV3yv5oZeANt8rU/r5PvE/GPPK9P8AOJPvE/GMVFZS+pkd8uOxpCm9CR3p/IQyfYGz+V6f5xJ94n4weWKf5xJ94n4xjPlWRsTI+0PyRHh0zJGQkfaP5SoZPsDZ/LFP84k+8T8YPLFP84k+8T8Yxfy7L/8Aj/aX+UmDy+jfI75n+jDJ9gfRFVMWEqEtsRUrNQHmhgXUCATmoOQAWD3DOoQoyjLK1TFAJEwoOFZLqWBLUpQ1XKQVAkgAjNyHlWZgT8kUheNwVEYWws6nuQ97DMbMwx0to6bOppkmVV8xN1PlgPaUpQTcEhlAODsiYBcyYZYE7BzgUvoElOArPN6zAFWAB227A8JQ9rlaiEm6kgBRzBOTuLXYnthlABBBBABBBBABEVyq/cp//TVErEXypH/BT/8ApmAPmuTLJIYOSWA3k5CLBpCQmklJQWVNXdXVt7Ng7TD/AJPUKaeQa6eLM0pO2+RHFX4OYrFVULnzVTFm5udwG4cALRHdmRGpnBS1KCQkEkhIyA2C8StDymnyk4UYG4gn848/s3UqAUmQrCQCHIDjfcvAjk3UH+H/AJh8Yli30I3Xccr5Y1ZyUgdSEn8QYR/tTV+tHu0fyQf2bnu3N/5h8Y9HJyd6A+0Ixg+xnKPdCauUtWf4x7EpH4Jjk8oKs/8AMzOxRH4Q6HJqd6KO1QhaVyTnnIS/tiGL7C8e5GK0vVnOpne8X8Y4VpOp21E33ivjFgTyKqScpVrdPL7oVHIOpO2R9s/yxgl5pVVVk45zph+sfjCapqzmtR7T8YuafB3VEdKn+2r+SO0+DiqPnU3atX8kYuPNKKQTtMe8zxjQZHgsq1EfKUwfLWV1+r4GHafBRVAsZtN3r/khceaZwigWQ4Ft8cGmO+Nbk+CWuKMIqqfA9wCsh8r6jPshhN8Fc1KmVWUo2Zqz2Bmgm2ZeKMyNPxjnmeMaz/6OVAzqJXu5nwj0eByf84l+6XDJjzTJxI4wczxjXE+CCdl41L90v4wujwLzSHFYjskqP/fDJjzTHRI4weL8Y2OV4F5p/wCcSP8AAP8AqQSPBApSBMRXy1JUHCkyCQRvBEzKGo80xsyeMeKkttjUq7wcyZKyibpOSlYF0mUQQ4cOOc3QtorwVy6nFzWkUTMDYsEl2d2f5Tax7onhO17aEcqd7XMlMuDBG0TPAqEglVcoAf3I2/X/AE0If+kMr/3D/wCofzxjUzlBGraVChImLQlalBXmJxLZgdUbbsCNxMK1tOVS52C0xMsWQASJmFSgliNrp7CIa6ZlzuaK6cIMxM1JUleSpYAxpAzJY2yu14c1a0JUcKCtsIIQASLKU17BwRfjvjJEQrpYShCXdXSU7BQcuHAA4gPuhnCq1koD2JJIS2slBLJCrAvYm4e995SgAggggAggggAhhp4DxaZibC13ybEHfg0P4i+VBainn2DAGF8r9NeMzgiX+yRqyxv2Ym47NwhrTUoGruus7zsTBQUpQgLP7RfQB2Dao8G/V4fJlMAhIJJtxJP5kxd4DhuZLJ+ivizTXqYKy3YpSS1TJgS5babkhO0tE5VaeMmoQqUlJ5kBMtKw4SkDaA2u5JJ2HjCaKnxNCQgpM8qxKJAUEsCE7wWJJHEYt0QaY7OCm9VoUL31Opk0qUVEBySSwYXL2GyAGB47QkksASTYAZk7hG21gPNEUZnTAnJA1pivRQM89pyHEiJefpBN52BKUymRIQwIJ4vc4RrE7Sws8KqphIl+LleFQHOVBB1RuS+0pcBtpNomdAaBWZqKmolpTKAaTKWXUAbhRBsDmb7TsYRSq1Y7vb5/v5GErskeTAmS6d1uVTSZi1ecpSxmTvFok5RJyBSRs/RjqbMdQa6eAuD1i3ZC9LKYkl22cI5FWeTcu5YhHoL07tnHuInI2zf9bISrJC1EITYG5O3qHXFZ5XVK0lFBTOqbNYLuXAVkknYFByfZ4GNdOnzJKK/RucsUWfkvXCeubUJJ5tLypO5TMZswdZwJG4IO8w40/XzEpRKlMZ05QRLB3nNR3pSHUeCeMOKGmTS08uQLplpwksz7So9Zc9sR3JX/AIrSM+qF5VOnmJJzBWrWmKHEBkvuVGy0W3Jeivxe/qRu9urLPpCamlpQgE2ADm6j6SjvUSe9UQfJjR5nDn5wJwqJT6Kl4rlhsSwA3twhxyimGZNYOySEpsWMxWVxtDZcIsUiThlpQL4QB1sM+v4xDLGPiySWU/BHCljjCVTUYU5PChaGU5TKYhxxyjSbWwmzQzPcg7P00PqUjmk3dwD3i33NESBjnCWzOSS/q0tjbe5UhP1n2RL1VSmWhUxZCUIBUonIABz90SsYiyucrdKTEzaeikkCZUlSVLe8uWBrrA9LCVM9nB3RLVdRIppRWSESZKALAsEhkpSn0tiW32iieD0LrdI1OkVuyQUywQ7YgyUjY6ZQY78bxG+E3SXyqaRNghpk1rBcxYBBbglj9bhF2HD5VI0vf+fA0OraLn7iqco9K+M1U6oCSkLU6U7QkAJS/HCA/F40vwOU+ChnTlW5yabn0JaB92IrjJKhQEb/AMl9Ec1o2RTFnMvXfJ1utfG2Ijsi95QahRUF+JGrhk3NyFKTHhxnEkzSqYp3cBgmWhjlqgFt5Mc+JrN3/wAo+EP56yVEJ2fh2Q18no/TRxsi1iN9IVAloWtSmAxM6mFsBa/WS0e0s35LGvE5Awgu7lS8IYbSkJtCs9eEE4igYlawJYEJBFm6935QgnnTK5xCFla0oUQkgKLhYCmWpnYIsTbLZETcNgieJCPGMImqJKkoJKU31QCbm22E4cTpomSZc1iFKssKBCgpJZSSFXsrEIbwAQQQQAQQQQAQw09h8Wm4+jh1vouH+6H8R3KH91m/R/MRlK5huxi9TMClqmMwNkJLOmWDqgtYqbM7+yJXk8tNM9ZMSlVlJlJKmViLALTYsRcuQzJVd2iOoKYzZgDaououwCcy6jZNgbmO9M1/OqSkEmXLGCUCGOF3dhkSbtssHLPHplSjGKpR2/PmcuUnJ3YxnTVLWpay6lFyePULAcI5aOo9AjekYuCUxK6BlALVOUC0oOGs6z0A+ee7hEdKllSglIdSiAAMySWAHbFs0rITRS5aE3mAaxdwZ9sRZmKUCw2ORuMaqsv+K3ZFjXQ8kLrpEg7ZqVTeKgSvD1JZusq4RqmlEJWrWJfhbZt3xmXg3kvXpWcpSFqJ4lOAduse4xpkypdR1H7o5HHaVEl0RvppY2GsulKVatgeA+Ed1VUEBL9JZZI2kw7mLCUFZsAHt+EQ9PNSUmonDAACrWL4U59ltgzjn76s3LTRBprSwpZBnKurJCX6Sjl2ZnqER3g+0eoJXpCeSqbOJwAjJOJlKY2dRDBski2cVyVMXpPSKUt8ikvhPmyUqBUSPSVYdZAyEaNVTwpTlky0h7GwAFuoNFtw5UMOr3+xByyd/d9yK5a6UUJKaeSPlqk4AOB1SRuN24PFlopMvR2j0oF8Ab6c03PeruA4RV/B5I8d0hNr1g81JHNycXpEZ9iST/iDdExysqlzJwlIQ4QQRcayyBgtuuzHed0YnFK1Ltqxk1Fz6vRC/I7FMXNmr80th83nDdR6wGH1jFoKoaaEoTJkIllsV1LbIrUXVnmHt2Q7mWyipUknJ2LFKLjBJjWeMRYKbeP6QnPDsh2xbc+v9GEFrPOv1/oceEQfLjThpqdSEBSp9QDLlJGbqDOOIcdpTCEHKSSEpJImOTE4T11FQkgox8zKLWKJfSIO4zFKFtiExXPDBpBSaaVTIH7dZxNtTLwnCOJUpHdF00dSopaWXKDJRJlgE5DVTrKO67knjGPaU0kdI6XlpClc0ZqJcsgn9mFh1jcSAVP1botcNFSq5dI/iIVnjDHqy8aHoxozRoUoKBYTp2QUFlKQZYOXSCUAHjGTaTrVT50yevpTFFR3BzYDgAwHARdPCvp3nahNMgumVeYR0VLOQ+qLHiTuihqEdTgaTs6kt5FOvLXFbIU0bo8z6iVIH8RaUdQJAJ7A57I+knDONgYD9cIwrwcUipmlJOHKXimKPspS33qUlP1o3VYsBm7n73in5Uneoo9kWeFXmtkctIxkuQRkdh3g7+2Imo5cUKFqQqcMSSUm20Fj98T1XOEtCll2QkqO9kjEWj5vrRzs1c0hsalLbdiJUz9sauC4WNdvLZGa9V07WPoapnBABwguT+JhCXUleIITLSvCcJUHTi83EzFnO+OdIVMrnJUhU1CJszGZaFHWXhcnCNrCJDRWjFIWFkggjtvFEtjCsUVSQpSMCsZBFsgVAEMTYgAs+0RHxNaf6J+mP/zELABBBBABBBBABEbyj/dJ30T+USUR3KL90nfRP4iMx3Rh7GP1KuaRzSVF1D5VsjdwmxuLA/cwIMMQI9SI7aPYKNjkCbR2BHoESGhdGGomhABIAKlM2JhsS/nHIZ72LNGJNRV2Cb5KUgkyV1qykFlpkhSXFumscQdQWNyXzivV9YqavGrqSHskbh+JO0knbE3ym0tLmJRTyGMqUzKYAqIDAJbzA5v5xLnIRHaG0SqpqJchOSjrH0UC6j3W6yIrRVk6sv0jPWxoHIPRAkUYmqQozZ+sbsyHPNjg41r+lE8hZswIHEveE69nOswFgAbYRsA3WhOXhSkqUob8/wBW/COFUbm3J9SwnbQS0vNKpiJIOG2LuItxin8utMhSvFkHVQ3OcVjJPUM+tt0WjlJVSqSTz5SDMOqgHaoue4XJih8k9DGsqwlTqQHmTjvDuQ+9Si3fujfwkI/2vaPzMTyvj1ZbuSOijIpAqwnTwlZcZSvMTfIl3PXwhPlzpMyqcU6dadOOFk+iQxAHtEhIHE7otC5ZMyzEXtZrWAzsBaK/yLpfH9KqqyHk0wAlvkTrCW+89KZwOGIxeUnUey1+yCjriXvk7ovxLR8uQGKkpJWd6y6l33OWHAQjyepgtcycuWygoMfawue4KAiUrzjIRdjm24fEw6kU4QnCkWck8SczFJzvdvdlvDVdkeGGtSrVMOZhhpNmMTECbGSEYJalLUGucWQwgEudxG2Kryf5zSekE15S1LS4kyQekuYR0m2ZhT7MKRm7KeEjSplURlp6U4lDbkMCu3Vb60WDkFozxXR8qWsjGp5imydZcDsThHZFlLCnn1ei+poXnTx6Ia+EjSwk0K05qnfJAcFA4ldiQR1qEZvyNmIlTJ1SpeEyJK1Is7zFfJoHWSo2/IGJzwt6QK6iXTpIKZScagMwtewnggJLe1t2UpFSoSTIwpwqmCYS2uSlCkgE+iApRbeTHU4Oh/Bb/t8v0Va1T+W/YTJOZLk5nad5hGaWEdKmQhNSpRAAcmwG8x0m0kVkjV/A1ooCRNqj0pi8CeCEMT3rP+QRoFSTsYjZtENdDaOTTU0uQlsMpAGWamDq6yrEe2EUpJdxrdx7C5/rHl60+ZNzOtFYxUSH5e6UEjR80DpTfkkj6QOIgHZgxdrRicXrwqVpXWIkkWkoF3zKwFH7gkdkUnBHc8n0cKKffUocRPKduxvtTRSlKlzVSkqmS8ZQs2UkOMQCgHY2cbYVmVxS7pUAHvjLWDkA5EgA2F7HdHa1MBZ3CwbtZw5eIapqk5LmTMJ2WwgqsS/N2d97XO8x506pI6VU8u4YhYBu/mvmeuIqJPSanQSQx5wWzbUG2IyACCCCACCCCACI3lH+6Tvon8okojOUqHpJv0XsWyIOYiUd0Yexi6Y6jpRck7798ehMezsce5wIt654oaHmQkeM1AKlqu8uUbJAII1rONxK77IhuT0uTz+OepIRLSZmA/xSliJQtmo79gMJ6Srl1E5c6Z0lF22AZADgAwivUjnJRey1f0X1ZlOyuNEhhGjeDTR5FLOn4QFTFBCCdqEi7PsKi31eEZ9KkqWtKEDEpRCUgbSSwHfGyzqXxemkyLEy0JS42kAAng5cxV8oVLQUF1JUluxhOSsqcvbK2V8uEFLNlzZ3NmWFBF1K2A3Yddo8qq0ypKl4bZNxyHVELyiqkUdEkSnEyp6TnWCGueu7fWO6OWoOenV6L6/AmnZ/Fla5caX8aqQlF0IJRKA84lTEgbSosBwAi/aCpUUMhNMf2ymM1Q85Z2OL4U5DLadsVTwe6OSqcqrW2GQyUAhwZqgS+digMetQ3RdlrC8U2aQyQSVM2EByciRkMxGzicYvlx2XzJRva/VkPy10rzMnm0YudmukM5ITYKbaVZAbb8IuvIzQ3iVEiSWxq15h9tWY4sGT9WKHyPCtIaW5+YCZUgFaEkBkjEeZSW85zifejqjU56w99pYdZyjRxX8cFS67v6I30FdufuEZM95iksdUBT97D8TDwqcRzTU+BLDiTxJLkwTZgAJOf3xSduhYV+ohOmNCC5ZJFx28DlHaFBdw8VHlzpc0dLzctRE+c6Qp+inzlD2g4AVm5cktE6dOU5KK3IzkkrsrXLCu8e0minlAFKViUncVYhzh6gzdSOMappvSCZEiZOU2BCSTxPmp7VMO2M+8DuhUATqlSSVgCWhT2Gal4eLYL8WG2PfCppUkS6RKxcY5wGdiDKBOzapvomL86fMqxoRWkfx/ncrRljB1H1KBV1xWpUyYoqWsupRzJhuZx2CFubG6ApjvRi7WOddCSqcgOoZ3HVEjyWoeeraeVmDMSVfRTrq/ypMR5WTaLt4JaNKqxa310JDBi2EuFF2YF8Kb5hao08Q+XSlJdjbSWU0mawklSHUGJuRm24W2w0qJ6JUtUyasJQkF1E7N3G9mzeHQqAVNtyjOPClpglSKNBDWmTW2qPQSdzDWbimPO8PRdaoofljp1aihHIomk6szp0ycp3mLUpjdgTYdgYdkNsMdGOo9XGOKsjjtm7z6yUhguYhLhYZS0pNyNiiHiJqpspaAg1UhtUZodgR/fcIecopIJlOD0jsDdBXa/wB2cRfiyPREeNO8SdZWImILLlkmY7IWFarMCW4AP1wyjlEsDINHUAEEEEAEEEEAER/KD91m/R/MRIRH6f8A3ab9H8xEo+kjEtmY6Ex0ER2lMdYY9u0cO4mEx3hjoJjrATYBybAbzsERYuXrwVaG111qxqodEv6ZAKlDqSW+srdFqrUlSyq5B33H9Lw4kUiaWllU6DdADneonEo9qnMVzlDpFadVIcr1eMeanKVes5L2eotyapwszv8AbTVILCRL1lk5HVe2xmF90UnTlWqsqyUgkKUESk+y+FI4OS/1jE5yrqxTyE0ktRJWAqaXyBLhJ9o2fgBvhvyGpdZdSfNZEt2bGQ6jfaEsP8SLlGKpwdX2L7+1/A0u/o+/7ewsFNSIkUqKUXWMyBqqmEgruWOZYWyAiO5aaSKJSaZNlLGKd9F9VL8SD3cYsNEtLLnTbCWCScsg7j9ZkRnddPXVVKltrTVslLuzlkpfcA0auEp8yo5S2Wvt/NSdSWMfX8jVPBro0SaBCvPnfKKPA2QOoJAPWTE7K15mPzU2HE7T3WHWYbaPpUyKdEhJcpSlD7SwAvuiSQkAWyEcqtPOpKXdl+mrRSOp01ojJ7r2w7qFE7oSkovGtaEnroe0klhckt+r8eMYzygql11coS9YqVzclI2pBIBHA3UTx4RfPCNprm5AppagFzQcbZiVl2FRDdTxC+D7RkkIVVrKxMSVypTdBI5kEqLB8lEfheOpwkHSpuu1vsVK8lOSprpuXagMinkc0hWGVIltMdOqR5ywQLqJd97xjFVVLmzFzphxLWXJ7GAA2ABgBuAi6eEPTGIIpUhIUk454R0MTDAl9pALni261JwtnF3yfQxTqS3f58SvxNS7UV0/PgJkQkouWEdl1ZZQqmW0dLcrbCISwjXfBhovmqHnclz1FRO3AHSjszV9aMpl05WtMtIJUshIAzclh+MfQXNCWhKEABKUhIG4AMBHJ8q1bQUF1LvBRvJy7EbpSu8XkzJ6+jLDs7Yi4CQ5yJLDtjEK2oVMmLmq6UxSlHtL24DIdUaZ4UNIBNKinvimqxNuSi5B+sUt1HdGY4Yl5Ko2g5vr8v2R4yfnY9hJKY9aFQmDDHWKdzYq+QAiWdZ+dmC6ibDnAMzwENoII8UehCCCCACCCCACCCCACGGnv3ab9H8xBBEo+kjEtmZGmO49gj25wgic5DSkq0jTBQBGMluKUKUk9igD2QQRp4n+mfqfyJU/TXrNU0n0ldX9YrkhIVWSwoA2We0JDd0EEebo+i/U/kWqvpL1/Uz2tmFc2YpRclSnP1jF90bLCaOQlIAHNJXYZqUAVE73eCCOpxvoRK9PdjXlbOUijkoSWTMUcY3sAofexhl4O5QNcCQDhQtQ4GwfuJggjXT04OX+RN/2r2Gmyi9zfLZxiQ2GCCOFLc6UNhEizwvKlB8s3+MEERJxMO03PUupmqWSTzig53JOEDqAAEapyDpEeTZIwjWClq4q5zPrsnuEEEdvyhpw8Ld18mc7g9akr/mpkKZhUcai6jck5km5PfDSpWXaCCOrLSJRjuKAx2DBBE+gZZPBzKCtJSnDslahwIQWP3xrlUo4QYII895U/u9n3Opwf9b9Zm3hWH/EyT/df96opMEEdfgP9vEo8T/bI6jyPIIuGg//2Q==&quot;,&quot;width&quot;:282}" 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" width="282" height="179"><figcaption class="attachment__caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 16:06:37 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/238163730</guid>
      </item>
      <item>
         <title>Straighten Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/238165547</link>
         <description><![CDATA[<div>Cropping is the process of removing portions of a photo to create focus or strengthen the composition. <figure class="attachment attachment--preview" 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" width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 16:09:08 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/238165547</guid>
      </item>
      <item>
         <title>Layer Masking </title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/238167268</link>
         <description><![CDATA[<div>You create a layer mask either by drawing white on a black background or by building a high contrast image based on the luminance or color of the layer.<figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:300}" 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" width="300" height="168"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 16:11:15 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/238167268</guid>
      </item>
      <item>
         <title>Blur Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/240915374</link>
         <description><![CDATA[<div>used to paint a blur effect. Each stroke made using the Blur Tool will lower the contrast between affected pixels, making them appear blurred.</div>]]></description>
         <enclosure url="https://blog.udemy.com/wp-content/uploads/2014/05/11.png" />
         <pubDate>2018-03-12 15:08:08 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/240915374</guid>
      </item>
      <item>
         <title>Blur Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/240916293</link>
         <description><![CDATA[<div>On the Options bar, choose a Strength value, and check Sample All Layers and Protect Detail. Press [ or ] to adjust the brush diameter, then drag across the areas that need sharpening.</div>]]></description>
         <enclosure url="http://psd.fanextra.com/wp-content/uploads/2013/01/photoshop-sharpen-4.jpg" />
         <pubDate>2018-03-12 15:09:24 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/240916293</guid>
      </item>
      <item>
         <title>Smudge Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/240917728</link>
         <description><![CDATA[<div>&nbsp;Simulates the effect you see when you drag a finger through wet paint. The tool picks up color where the stroke begins and pushes it in the direction you drag.</div>]]></description>
         <enclosure url="http://3.bp.blogspot.com/-huK-SWLzobw/Tfy_YSEDm8I/AAAAAAAAABs/I4WBSgGAxa0/s1600/t14.jpg" />
         <pubDate>2018-03-12 15:11:28 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/240917728</guid>
      </item>
      <item>
         <title>Gradient Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/240919024</link>
         <description><![CDATA[<div>&nbsp;Creates a gradual blend between multiple colors. You can choose from preset gradient fills or create your own</div>]]></description>
         <enclosure url="http://www.photoshopforphotographers.com/3101-1901/Help_guide/tp/Gradient_tool/gradient01.jpg" />
         <pubDate>2018-03-12 15:13:20 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/240919024</guid>
      </item>
      <item>
         <title>Paint Bucket Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/240921448</link>
         <description><![CDATA[<div>Specify whether to fill the selection with the foreground color or with a pattern. Specify a blending mode and opacity for the paint.</div>]]></description>
         <enclosure url="http://2.bp.blogspot.com/-SDmA1gPwtv8/Tfy_XFNK-sI/AAAAAAAAABo/syTHQaP6_b4/s1600/t13.jpg" />
         <pubDate>2018-03-12 15:16:44 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/240921448</guid>
      </item>
      <item>
         <title>Horizontal Type Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246126434</link>
         <description><![CDATA[<div>Creates and edits vector-based text in a separate layer. In the Toolbox, select the Horizontal Type Tool. On the Options bar, set the font options: family (style), size, color and anti-aliasing method. Click on your image and type.</div>]]></description>
         <enclosure url="https://cdn1.iconfinder.com/data/icons/interface-tools-starter-pack-outline/48/v-02-2-512.png" />
         <pubDate>2018-03-26 15:07:49 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246126434</guid>
      </item>
      <item>
         <title>Vertical Type Tool</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246128377</link>
         <description><![CDATA[<div>&nbsp;Creates and edits vector-based text in a separate layer. In the Toolbox, select the Vertical Type Tool. On the Options bar, set the font options: family (style), size, color and anti-aliasing method. Click on your image and type.</div>]]></description>
         <enclosure url="http://www.designfreebie.com/wp-content/uploads/2014/08/type.png" />
         <pubDate>2018-03-26 15:10:37 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246128377</guid>
      </item>
      <item>
         <title>Golden Hour</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246129636</link>
         <description><![CDATA[<div>A period shortly after sunrise or before sunset during which daylight is redder and softer than when the Sun is higher in the sky.</div>]]></description>
         <enclosure url="http://www.miraclefishmovie.com/wp-content/uploads/2016/09/2048-8-1024x512.jpg" />
         <pubDate>2018-03-26 15:12:45 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246129636</guid>
      </item>
      <item>
         <title>HDR</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246131226</link>
         <description><![CDATA[<div>Used in imaging and photography to reproduce a greater dynamic range of luminosity than is possible with standard digital imaging or photographic techniques.</div>]]></description>
         <enclosure url="https://www.heimkinoraum.de/upload/images/2017/hdr-optoma-heimkinoraum-opt.jpg" />
         <pubDate>2018-03-26 15:15:04 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246131226</guid>
      </item>
      <item>
         <title>Vignette</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246132154</link>
         <description><![CDATA[<div>A reduction of an image's brightness or saturation toward the periphery compared to the image center. The word vignette, from the same root as vine, originally referred to a decorative border in a book.</div>]]></description>
         <enclosure url="http://cdn.digital-photo-secrets.com/images/maple-leaves-water-vignette.jpg" />
         <pubDate>2018-03-26 15:16:38 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246132154</guid>
      </item>
      <item>
         <title>Spot Metering</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246939832</link>
         <description><![CDATA[<div>&nbsp;Where the camera determines a proper exposure not on the average brightness levels of the whole frame, but just of one specific spot.&nbsp;</div>]]></description>
         <enclosure url="https://cdn.photographylife.com/wp-content/uploads/2010/02/Spot-Metering.jpg" />
         <pubDate>2018-03-28 15:09:01 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246939832</guid>
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      <item>
         <title>Partial Metering</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246940554</link>
         <description><![CDATA[<div> One of four modes found mostly on Canon cameras to help measure a subject's brightness, enabling the photographer to take a correct exposure. </div>]]></description>
         <enclosure url="https://www.google.com/imgres?imgurl=http%3A%2F%2Fphotographystepbystep.com%2Fwp-content%2Fuploads%2F2011%2F08%2Fmetering.gif&amp;imgrefurl=http%3A%2F%2Fphotographystepbystep.com%2Fexposure-2%2Fmetering%2F&amp;docid=RWRrJNMXrFFQBM&amp;tbnid=1kVtjncL8XI8sM%3A&amp;vet=10ahUKEwia_9u6po_aAhUFiFQKHQJWBRUQMwhLKAMwAw..i&amp;w=307&amp;h=230&amp;safe=strict&amp;bih=863&amp;biw=1745&amp;q=partial%20metering&amp;ved=0ahUKEwia_9u6po_aAhUFiFQKHQJWBRUQMwhLKAMwAw&amp;iact=mrc&amp;uact=8" />
         <pubDate>2018-03-28 15:10:20 UTC</pubDate>
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      <item>
         <title>Center Weighted Metering</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246941072</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.</div>]]></description>
         <enclosure url="https://cdn.photographylife.com/wp-content/uploads/2010/02/Center-weighted-Metering.jpg" />
         <pubDate>2018-03-28 15:11:20 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246941072</guid>
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      <item>
         <title>Evaluated Metering</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246941822</link>
         <description><![CDATA[<div> Dividing the entire frame into multiple “zones”, which are then all analyzed on individual basis for light and dark tones.</div>]]></description>
         <enclosure url="https://prairiecalifornian.com/wp-content/uploads/2014/01/evaluative-metering.jpg.jpg" />
         <pubDate>2018-03-28 15:12:51 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/246941822</guid>
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      <item>
         <title>Diptych</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/249852038</link>
         <description><![CDATA[<div>A painting, especially an altarpiece, on two hinged wooden panels that may be closed like a book.</div><div><br></div>]]></description>
         <enclosure url="https://www.metmuseum.org/toah/images/hb/hb_50.195.jpg" />
         <pubDate>2018-04-09 15:07:24 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/249852038</guid>
      </item>
      <item>
         <title>Triptych</title>
         <author>19cthomas47861</author>
         <link>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/249853527</link>
         <description><![CDATA[<div>A picture or relief carving on three panels, typically hinged together side by side and used as an altarpiece.</div>]]></description>
         <enclosure url="https://www.snappycanvas.com/119-large_default/3-panel-triptych.jpg" />
         <pubDate>2018-04-09 15:09:17 UTC</pubDate>
         <guid>https://padlet.com/19cthomas47861/f1jxxt403h56/wish/249853527</guid>
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