<?xml version="1.0"?>
<rss version="2.0">
   <channel>
      <title>Photoshop padlet by McKenna Mudgett</title>
      <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk</link>
      <description>Photoshop settings and notes</description>
      <language>en-us</language>
      <pubDate>2017-10-25 17:23:14 UTC</pubDate>
      <lastBuildDate>2025-11-15 20:03:39 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url>https://padlet-assets.s3.amazonaws.com/icons/Moderncam.png</url>
      </image>
      <item>
         <title>Workspace</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/222894091</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://pe-images.s3.amazonaws.com/basics/cc/new-features/2015/start-recent-files/photoshop-essentials-workspace.jpg" />
         <pubDate>2018-01-19 18:18:23 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/222894091</guid>
      </item>
      <item>
         <title>Tool Bar</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/222894130</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://www.graphicxtras.com/images/photoshop-toolbar-customization-1.png" />
         <pubDate>2018-01-19 18:18:28 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/222894130</guid>
      </item>
      <item>
         <title>Layer Pallette</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/222894201</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://grok.lsu.edu/image/30463.png" />
         <pubDate>2018-01-19 18:18:36 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/222894201</guid>
      </item>
      <item>
         <title>Menu Bar</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/222894286</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:217,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:232}" data-trix-content-type="image"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOgAAADZCAMAAAAdUYxCAAABMlBMVEX////AwMDW1tbV1dXZ2dnfAAC7u7vl5eW4uLjOzs6goKCvr6/S0tLLy8vGxsaXl5eJiYmPj4/4+Pjx8ez6///f3trOzsH64N+kopmFhYfztLbVMTJkZGTW08x3d3dUVFSqqqqfn5/mQ0Ppamp+fn73zs/hExPq6up0dHRDQ0MzMzNPT0+ywc+lucphYWHo6Ojdh4icnJTlICCfqqL98O4AAAA9PT3wp6fsk5ba4ujn7vTzoJ7Jdm3Hxr/BXly4w8grKyvL1uMaGhrpWlnqgIAsLCzrkoi6ua/t7eTtUFCPaWq4l5j/4+R8UVLSs7La7ufdXVeYraH0wr/ozcrO3Pvf5vvK2P62zfyiueBNY4eFlLZzhq9md5nKe3OggX+6VFKmMS+Qn6uGcnipxfnalpDhMi8xmOFpAAAfn0lEQVR4nOV9C4PjuHEmQWIIkAAJgL2amA5FgTEcQqNdymPfdm7W7szsxpsZ+3J5XJy1LxfnkrvL//8LVwAfYneru+ch0Vm5ulstEnzgYxUKVYUCGLD4j4OCuCV/FBRQHP5R0AAUAx0rvrPz3lHfn6c0AE2bht4v5LmnaNqWKiXzZ9IfkOXZB9wxyvM7l/WUJXBZjHP+oQjekwagKM8Yc3WYl+HYmtLUthlvnqVECqGUHA7D4oXpqtJ29kj1cM/ve5KSK60107q51WhwzZDTGak4k5CMQDmJKIfb69l9cNywVOtUJMOOrIlzFLNED3XEaa27znZdx8O7YhzFOEEYI4qGtjEW5NrUtZbWX2S2W7m7M8H7g2+z+4RAkzBGnCZkfgNMhdhUysyAAvtsp9IRaGPrJMkSrniY7bZ2BjXSOdcJDjOUOjxmu0VDaZ5aa7VxQLHd7nrhiEIuyhqEJ8URFttrdnK+jkC1YBxnOp3LIKZKbTcbqSagwm42XV3WE0e7zutu4ANuvslnteNKs0ZzjLU/OXmjxsK8qapKU00Zxtk3k6RyUcN+0bjtnT29/PZAIwSqAJ4lRrdEl0q56TolJ6DKVrLqNurA0Y3TTQ5ohOc4Q67zBrE8TvoL4kPjR6LrNk21a4Brs3MiNQHF2ckFdwbUfaaazrURZrUSQshyVKqZRDEFEoNkYXG9I6CGiec5viX2OcUUhTnvH1J0eAhIDKILFznsxo1p4F5CMXyeTmsQ3cyLLEfZrXvkIk2h45naaFJLWcqyrIf2hjVw15E5wgInIO7/3aLMCE/lba1rqZMNrJrzal1fp+i+PdDT3e1pz93t96LjJw2bH3apD6AB6PDYo3DGgSiaM+P2Vr8523P/zDvXucfz6FhhFIYPn/noZZ8qDCj+4yAAiuhTNLo6aPgbNp487z8TAdDovmBOTPf/MRPHiGE46YGOIDoiq2H0wMG37vjgRR48OzpeGo3NoC/xQKMQOokkmR0DRgAoWejv3VFYMkYpu0ulN2WPPSBM3O4sGZ7TWAQ3yfjhhL4io/aJ+o4Nzwqx67nIVFd8OHa8hHMDwqGSo5Mw/oO9eLrsqIz4rmtKsFTGWmDou4GRJpPEbQnGbHcPqQJ7kSvsdXXfDsbbp10NW5r1e+VgV/JtlZpYkvmh0H/q/iheE1dlPStSnag7O25mAjOV9CcPx2CJNcI1dZckdigZ7GRck1wQHFrSX7EHmph9bJvaxuMVDCHMburmW2fYYPA3RLnpKndjtdnZqjNggDsAiQEgRnDZ2FLV42OqwUOwRsAFman0t2l/1UTuqRXf6tKm1WSAYWNxZ0UO+xokwECRZkKa7WXXhvVUJ2xSbeuGaTQYpZjq0jTUgAGi7E5XRkF9yv540mFUlrYB68RbnyNHS7DujBwNUtwZuCHqYuO4gVWayrpiXVrJza5Jd5t6p5vUAy1JmHbUpl1jq9Gew8gYo+D2RlVNCw8tHDhaqio3vAOGkxFnLGRuW5uLjZJVLnMj0YGlUlZg+I9XbbRorDTOJ5B4vBHYbXEnik1dyF2hweCqB4uDbKWtbNPZsqgOQBPTss42enQasM0yGdeAgDtpl8CcaiM2Ymurnal2VtWNaDxQm2tR53VuaWrH5oB1VgLLpW2YkIjbofFnZau72MYmFnZoIxF2dpUldRVvJDOYWZlVE7NFYja5Hk0lnG+osFrHSphRIHCV5RXfNGRT55sqU7FlFRo52madpKIy2Qwoj3FGE51Oz1I3DW8oTRDFHqgoy1KUSpW16CoLnwKEjOBXOG0SluIyhKPzaOyzwG99lbKE6/QVbZKMvupbFsJZHKHXccNfvxoPff3qFUUE8YYhOFQkcXOw85HIJ7Pacx8jnqag5A5hiBjEN6I5pnlKORwb46n1UcxzJjLWNZ4Bowk4aLDpor2CCXvL8F//ckb/9m/Dl//9k4n+8iefSn/LMcK36xAOdThsh3dNxGjcP1O/d46Ohgf3PpYR+f2zs9NPbj7S4nlfCuLIpE/RL5798odnpV8++/nbJ2vxaRTEycM8JbHv9Fa/ePYXwVnph89+fsPPzdGEYc4nM2puC0Z40AQj0KIoWvcfTjshpdoB/ZnuNQy/E3Z1FYqeprH+t8+ckQeK8lED4bl3PwLFI1CTol0RBfsGkf3pgOovcwd0cO/5naGDRw3kO8/k7o75lbzo+nBuBGoasWwMpkRHgEKnIiUT0PVVXXsyoKkJeqAek+doNDganpn8i8+foi+S4ZnM/NnXX9wiz9E+bp1YRNNce6sjGjkauaj2CFTxpKyLTidgW5wOaFv0QGei62XLewxQkeTrh8/96p9+4+jr/ACQ89DD/vzgpAwcdUC91ZDzCH5y9zj9jXqgGcpGoLQIWC73zERCnwynowHoyFEcSzDWw8gQb7bdATpvNoDzu++++60Dit+u0PomwTdv12jlgH59DKhje+ItXf+JvZXVi26G8iW07s8kvRk5iqs8tho3hlGEcPL1qi5UcAW68KoogiJGhxN/892/fPe7/+WBhuu3b+P1zc3btzdvUYLC10kfTRmMzQkoQNROzBPmZCbe8rGNZnG8BNAfmJsb3AONcGyk0B3rNps8dkCl0wtplVojCbg6c6D//C//83cAFE5N3t7E67c38BFHNzcAtG+3d4GCb+k8wzByrHQuLhzSi24jfvHsJ+uz0v8DoAqAulo4oKUB13PDS1lSBkCxJlblhoGDkIqNvQX0N//8u986jsKpWZhEyc0NT+Bf4tpodER0ndBWOrVI3lVGvFHn5uhnjqMN9y7zoHUxjt1zj3wbvSIBIXHRtgUmLcIzPfjdbx39Xy+6d3qXz5PVPYPBi27EsyTJ4GPQ7aPoQskibVTwsXuJxhBMbwo8qnW90v2nV6/Xg9ngf/2FHuhejoW57vWjZwY6dC/4bnD3i4cJ+tDX0I1+8fX9yoernnD/bya64a3rz4CG5wVa3AZ6ayzaE17jQ4XH6vtdA63eYzzVW0a3HsT8Dnc5Cn17kO/bsX4jfZrxAJ6FA9p81KD++l6lHwaqecLd7xFCfbbBBNSyIDRxBsZ9lJk2aUmQFSQvqpbwjwc62Loqz85JQcy3mwfJcndMMgIlWqHGaEuRkXkdm1KmVV0zUWVV9vFAG2/rvqzU0TD5qQgc7+2u21THgRpQ6UC/H436blfyBllGaVOmCRPaUCaDWgbUfjzQNuiBnhWnB7rJqnx3lOrCj9xPtm6AuSrzVBsk9zoGyV6ViAYsjtUncLTvRxcAer1NN+lue4zqFmBa+vtnP5xVixcP1vgjcS4kutdb93OMrh3Q1kAb/Y9f/dlEs6+nov/wQM9KAPTFg/RtvceY1NkCUUAAKs8MNKEPZkS24BDiqGTrv/mTc1PwspNKnpG8ZZQc73oSYvw41WoNzei89FmguvKcOOVgAk6EgMYvGakxd0GbdXB2pMBRD/QOVx/ffEoG5sUeqAPjwyjcfXHf3J4oIuC4uQScm9NgecRS/Cx4WTdwKwF31A38DGHnTao17B83rYISraeodCfSeXEtHy72QOc24RDc9a4aka4SNFiP9dEhfMS+e8nr5r0RUqlpwFlDXWg4wEbH0ElpsJbpoaf6gQ+QFAKlTMYyHvbW+4qVuRTj/WPBVNPI8TSFlJCHYspELKGXn4qpEiYHReTIB7Dz14PkZrcgk9IdwSagrWwykluRlGDaVkFWRkbt0+apfhU6qKjTqGzqNGjIXhXFjqaaFTIoZ0A96Fa0jUC2vzGQDWokcz1uakI1NYaNAXRZwGPJ9HgZljRaK6HJUGxIqSVi9QiUf/1qoteTwxuNQA8czeqqwdoWFVQAfk1RCmKq+slgtrORmSlbqNfOphoY1dahKLdK3gfKbSOaJh2BtluSNkqOQJUEBkk13lGVKdFiKqZUp26Ic2wjcHCshTAj0NdfHer0ObAXD+Gze0BNLpSwikktHEdBiBQxSj3lpRVMANC6LkB2GxyINC4pPLDCBPCgJqBxD3QfFjiIxr224PskIOMddJa1pCimkyTO2uxQzGI4dlZcclxMxT3Q1mCtiEIANNvEeGArKWMax5aOyqiAH0ICEuB+A7uP9mlvFBM3bAPHEu/FYlK0hb9YgSeWvqRBC9dT7qpBAtIDasCJTQCHZP4TikEoW1/cfwbSHwftCLfuC+PD2UXkzzb+1MwXj0C5H0HiDuhuSzF2IxMRMW4vK9aPgDgV1SmJRRuaFomWVO3eEtK1bUVambcdaVXuCgR8qhZX/tO2bU3g0NbiVsRthdsmbjPZEtsmZdtuXIG7Bpwt4v0I1AsLfDqg1zvE65QD0DpDzidfAujLna2BzMO/8GceP+Kx4gEo8focPj/H+TZFdFfZDkRXClAXRf7RQCep9sONybyouCPxLxXKz0kD0P62xR6AJpSHnFlBXRsVog1aOgGVzu3UfbuSXa/kRwVZpMEd2rQpKH5ojo1NUZA0ORxBiiCv3MhNqKGtpwet+1LG6Jw0crRuc9pqDUD7qK5kTutK5buoqR8VimJmDe3iQIFesLLZ6Cq1lFaRTbfxbZwZk6yqA4baEuFrqcvSqkBgDBr7OjUNA60rFwda8Bbzq6ht/32IqkbcA3WcLsgINK42AvrRoANtKNuAYl0H0IlVgbBCUHWHocJsmirQmw4VscmoKUFJNrsKrDFQhxILs5UyWBRo8qr4qqf9i3+fwsfQkfb9KJFj96IwS6Wzf6UGKwksNaUKkVIZyFrLVNwJpxiSlqkIEA+E1DmVsmA60PtAQzesNaaBgGeBlwSKk89fDxT7OO4ww2awdQ+i6wTNdYdeyQCzfd/o97R+6zbQou94gz4c7Iv7bd+J9v1oe+hHlwDqwOGVG0Jz/MQNirW37YnNMuexLdK9LAMUx9Ja6wadozDTLNZ+eIpYmqI4ppcDFKdW51kuG8dRFuMooZ6jKvPCOwEtpo+gF7vovSKChTPJCh7OTuw71WJZrYvD3Lo8QtwI7FJDGcZIUOy1rphrXfCZ4ENg10YLKaFPLL1afgJnrrRpA1Tn2lmgrVI6dz4BaYtKhMsCRTYOMReVM3AxpVmO3DQjAJps5lp3nwoG3Qv4Tdp1Lxi0LlO6Yk8BNbxWutnQDu+7wvVLRsi6SGm7M9OYzTJAk812U3XCz2eKcNmw2mUZA9CcukqMHNWbrRr9UTAYKNdGBso8gRMIDpNKENY2WyZJwELR1rmtkSB6WaBcVyJPeNRn9qAky6ybBklK72xO3ktaZFTauIkNAofK5FKkuaHiOLgDZUY3QZPqAjAqd2KmGvDHMhx0cvIdFwEKqlYw13PiGA9ZHFm1jaMeKDEnCo6NdLRNLwXUj8Ji/eU0UzYz34yiu4g/ugzQccw4yw7JDDwDoKmCx9+ug8/OTUsBDcecmykt1FmBILrgpq3+z5/+6k/PTb/8WbmEMoqwjgEZ42NCAE4UckClvAqCPzn/GNOzP//ZIlo3iq2K45RFQy4oF/ZaYBBd4kIsf/PsR2ceYvrxT3+6DNCk2226F4ZHfTISLt9842ax9G7a6tfPfnTesZfP/stSQHlmG2HrMVcr08ZNpx/8URDdH/U47zliHzb2fbWan9Ybu/2epYACE+tOK8v7yHWisZBJNPmjILp9fVjlkur7X7DMiZFxe98PfYBSBc6Qi7ISY0RWFDbARXHNFwf6Yru93vZT2jV4pNxH6rvG5Y/+6wiUaFOWFHVIVmkFFZWoQVVqq/dBWigRmYrgqq2LQEspTKviQhULA41yGpcd4mA7uOlayKc8gugas2+v/vEAVLHEClElgM+FiIQJKZJN2/pA/KOU7TaNzVqxi00RpHtT1KiSeHGgTgdRHWE3O47qPttcciI7MhddXacxF+CGqB21TYA7pUWXG7nXGOVP5I5R3CpmSCCCwlS5VGD1xiTYJosCHQcKsdqQcf4FFpuQyKi+CvB/H4FOJJ405D+MFgIaTrl/GPP5dyIFm3P0bLQQ0PyhBckSqUVxQUAfnM/V27rk1xPQFt9VOZi8Zw5rG6B2PMU5Cj4IPA4bLtdGfSA3mg3su3R2Z+uWYOsetK7ULW5b7rrRFruhUp2iDOPgHv57VFxjYXiQkSBt8m5fZE3AglYOo/CLAU2YRjiSVuBxSptJfSiFuEj6JLpuIEbaOi0NFnmnbRZgGyvUNdWTyZ0UqcZQXOoc9Ngu3zGAm0wpDIuJLtu3PK5tXY1rHtgXb/LRBGz/2wg05QVqjC2qsItk2mjXlUqpsybVpCXFY3y19U6VBTdNAl1nVai9QF2u84VNQMzaNpfCdmpwuuXmG8NHoMXfTm1USywU/UyD2FGJVBhkMs+FICoPcdbSR4DSIKM4DTg0eaUThq5y2BUw6STms+VEl7VRrVQt+kYamd1WZtHMqP+rH5+X/sdPf/qDZYASu6kt7XHi5vqFzA6jaa9+vYTj/Q+LRBiQ2nRbljn7NsJxIkzm5246oJ8Fn+3//kdnp79OF7F1gYlblQBON5nRptThxPk0bLh6Sqd+Er1+5T5fglt0fqAhZ4w7x+VLEnKa9dO13kSk8ivB6DGuS28H5cGRcZ8JuM9NcWdc/wMo/dINwLwUx2eknIrGuK6fGBv6KU3D2lw5cLSmGgqTMa4L/qg0eWa46ah0Oc0NkaXeFCq1qdKGVeZjpn6n3zqTqc8cOyMNQD2+aeWgfuaxjwLOkzUGf9TaDFWmDPJd3QpS4bCs6sCaoqL8qfGmY5R50/AHj3VOp6AhXzeMFcW9UYSRkorhZIzrFtEIlBpBuRRGi0qDp4bCjCqVQ4daayZTqSlHj97rMVoEKPAR153tg9iYWprTsgGLgXjvpZ0Sk/swAli6ohwCCocshj494eMruwxQACiuRR8aw2VeIZJWjIdj2uy9sZcz1Gkh0cVYf6OH+c6NqZjeaIVHW1efeDTtKC0DlGtdb43WfoUAzIzc6KwcgRbZxFGyOlttlhHdvDKmNKbKvOyK6zdNKNIR6EF0V6urK3IVXq3WVyevx0JAh0l3bpZ/VH/7ZhNTG00cnfrRtcO6ulrfXJ1+xHQZoDw1jlJsoJmyUlZWcax4D3Sfjm20XV3Bz2r9/N33FegwLIrVloyjo1js7mtdwFkEq6ubMxi/S3UvvSOKiR/w9uoXvg9A7wnqOaq0WD/qzd0hVYPF/ej3kN156mSNo7QcR3kcx8x/S6TI8QHoEYPhDLSQCehWStFabTxDM1nrHmi9d7MrV5Ot6/yyj/fHHqWlOMp1quW1XycTx0Zb7RCTqqxvTcKTRUqp0ep7awKGSdqk8rpDDh5Sue26jYsCysqvNHOYPFB0RZVKegauLgMU666qthvk12+ScVMau9MuWUO5qQ9XM6A2AKAxFa0mH+N7PkwLtVG72+w2yHsvmRGmrvS1s3UlLYu51m3dT+FXzWs/MIHhKVrIMjLW1qhfzYzTruo03/r0G+Q96QvSujxJXHAsf+MsBmqYWydl60MpLs5xMUCjYa4LZmkfKHO5ZDQNH8/u7GW3OJEjs1TMqJ/wjPFhBUnsRJfdUkar52R2pksbehusT8TuxSyjLO+jgNOigEcso3WQFOv1KojePW/b9WoVrN6twu8bUCqTAWjU2NqvFDoAxdUouuu3q9XNGiC+BZTPgb3P1zffK446C1BQvxaWa6ibrqvycJrjPefo6h0wFP6tyXr9fB+sgcHfJ6AAUNNcp/1C0PJ6u33h1uc6atQX49yXE9drkUi9W+0+y5npl/VMv3nx7XV+THTPSQsBRZVmwvarz2byerNjM44uklO/FEetlVZy73lHSZbFgBTPZhve3Dw/K4VLAY0Q4MzBuB9WQOfIYhaRzr2pqBEXFGGIgI1JhMU3pLeRQh4230bEcD13vM9JiwCdKLyTOSb57dmGZ6QlgMb3XuUyUC4LdVTrkmNX+jRalKPkTi7gXiZ2PhCcWj8nrwi63A8WpifsTZdqo2GfCziY87gfWBuM+gmoKpgiVBpqtVaFZRVt6lMtWb9kAFtY5L0XrRohkF/9xmd3HmbtB6CMtQ1qU4uAppUINm6qfnEKvi4CVL958UZzpLudW9w2qWiVihKHg+Nd7EeOStvguqttU0uhdFk1TJlQFaY4QUL2MkZ9liU0JoS9MS4VJ+cVwPbTQfjtUIo3ccW+/zqf8P3ptFhcl5E8Sl1SlVuH2r0zyQNVn7YozAfQUkBRRptcJf2ULd5p3C/FdWdRmDPSUv4oixGSrB8/DPmm6YFKaebdy0SftPbqcVooUp+VSirqjXroXkTl5u87o955n0RNBoON+zybzrfVcsy7OYXaXUh0M6ndLK3shZv6HLmFosNsN4x4H9ZhIKmilTKmqRVpgoRWpcmYRWWX2rtL33wwLSW6/ds4tMBTmhwT4d1FYXS1UcT3o8gSACpSbISxe1Y1TVG0xae8BGZBgyEKD++p8hMnImL7xTwnE7DNZJWWlgoCPWcjGSMpWBmii0uaY9Z+ClsX61744cWOANElY4MyskgD0nimjHIcuFe9xHPLzzTfnzYaxl2CB6ARpaJRPmak8oty0xxQuu3GFyHHIJJMCMWd1lW3FoU5Iy0HFJD2LTWr/bvg6wyUUWjni8L0U7aQrxHy5uDpXli0GNDr7fWmD3cKAUBrFfN7BgNRaRu2qk3aojAtLwzJAXpC3HSWT6Wluhf6ZltlbtY+ZqVWIjXMhzsr6DHaSRm5dGxlFXipibZtZepcyVQp1ahPDzksxlGpXyA3HQSrsraVNMKHO3ldzGzdJgxQY0xV0Cy1JraiMA22XOcStLBbRfUTaKkIA+fOwHWvA0G1zGllM0wBaOMTFSZl1NTwHFhWRwo4bkTOYq1ynFPVpkFa0E+px1J5RkAZx803pF8EO+GhfhP1qebFBYY7eXT47rIB+1CKupSxl0fCnWMOw7ur81KxCNC7Uc5ZuNNPlC3WwerMRBbMYXDW7pTAEM6SHhfK7lxkJhPY8c4a6pNXnVlPhakpvrzszkSrZk+Ef58cjkAlserFG42JKXya2MUAxTVrRJ4rv4ZcKk1Zpq6HiUhn3LtJ5BHRPeHYfn+dZThq8qxWyrohb24SzjPtMnZditytSXirfiapCyStroJTtdw+3WMZZUQtAwM3Zu5F7EK5TjRT4JES2bqxl2lof3W1dj9+psQNWb9bX53Clli9dCGYhWYyIbOtkgh1wNJEWP/y0RoB0ArMOmJH3l3dkNXz5+t3q/XzdeFyjFanmC+xJEcjLLpOZDb1Wle8edNEpkoAKNK+KlOdivX6Bvi6fn6zXq9Xa7I6gfwu2UbdqyrBScPJtRvaR4whHucbfiy7s59ZWQQu1/HqhMlGy42PulwqrfAUIdMqvDtseE5aDqhTQVO4s48FgvfSFLNhw3PSctmdQtNhdSqMUB/ovTviHVwNlfEqqF/9btxzFXxaz7oQ0ESIxDRDHFBJJXlv6zrRxd0kujerYtVerYob10Zv3q0LUtwQBxi6nIJcPf+Eui40SyJjMpfaaj+w1nCumz67s39rzbROPWhaP9fQdTHBc5frefP86upmHVwl5AYU8X92oCHSIgtRw4RjqYpzhGQvupmf4TKlsULXuV+BybC+Ap4+B3Nh9Ry23q2DAvZB9xqQYP+RIzDL2LoiLTkhvPHJq0zxRImZmzYZDK3jaQsw2xbElYSFmyMMorsP9usCJHp1tfczRj6GlskFzK1rntjlsUZh0tT1Zud2HMnuvBp60JPXahmgUWyTEOfST3yJkjzP6y3C994lcU5ayPEOtUlTyzD1eaxuaqWRALSK/aowN2cPpeyX4qhbXk1rnn7ppwQ7sNy/k8k5pjwBrTpSC7+O/LdxXzuPc7V3N9+nsF1u/qhPi8uy6XV/vdYtjidrnIGWm/o8GH+Hdxu6rBSUBwG2F2TrhtG0bHs/wt+/8k9a9+LCZXLql3G8OR9ezemXJ9W0H6UgUom56LbvTjceepcWigL+4w8n+nHCX1Syn+DjXxnWpocIA6iNAgyD72ticsT/+rBw3S8jnKa5xB5oW88XbgLWvr16dwMG7+k5u1Ao5b8++/OBAGgYZc2O+RfbiFu2LnxZB9m759Dv7f37pk5IfxigIdvEPVBVzDl6FbwLWh8Sa4urU80c7ekPAzTqZ1b2/uhhUZiBTjy7u6c/AND+lciJNxgeyO48A/0BgPb+ZNZbRi5ZI3359u0Pzk0vl1kXcA6UHIAOS3HZPG7KExF9iJ5edfmMQHs3rbA5emg98A8lWjxE54U5GvXHgILW9a/RCIGjp1ss9OyAHgMaRXODYcbRyghw39ITAj13S3wcaMj/4ld/NdCvfj4XXe7W4y4uB2gS+reVf/XV3331d68mrRsSiV33sr8YoNGqX0xjvt+3UUnBMiJ1dSlAsRAK4aNA/XvT6osBuv3ySxXdBRoOkfoiuRjRdUBThR8A2jaXA3RzvUvUUdHVwSVp3YgzlNfhrdW2k7CfKAsVay8HaJRRFo/pcQcaRrzNxWjdPqx7F2Y0rlB1OaIbHicQXezmFV4Y0OgI0CG782JEd4jNO18MeYesn781LgpzQcrIv141Yu2eaJEQTBs8B3o5otsD5THwjpCUtrkYgG5qt5CyvSDRdQRAmQvVNvseqE+/cTMlL8fWnYC60EkhCBJ+5Dsa3LQLBEpxULQDUO+PcgBKqssT3aLMkcpbJPDQjwqfr3sxymjoR4VOtbEibczYRssqujCgXlJzxhh12Rn+LVS+jTYuwiAvR3SHxIXDSlX9ID9oXTc3LbwYjt4358ehfeZnG16O1r1l1uNpq48w4M2FiK54sFZ5n915If0o320epDJ2onspQDfVQ9T596RditZ9BGjlgRbkErTu/weEUnWoUP/1xQAAAABJRU5ErkJggg==" width="232" height="217"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-19 18:18:46 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/222894286</guid>
      </item>
      <item>
         <title>Adjustment layers</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/222894356</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:302,&quot;url&quot;:&quot;https://i.stack.imgur.com/aMVXv.png&quot;,&quot;width&quot;:374}" data-trix-content-type="image"><img src="https://i.stack.imgur.com/aMVXv.png" width="374" height="302"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-19 18:18:55 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/222894356</guid>
      </item>
      <item>
         <title>Lasso Tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/226260877</link>
         <description><![CDATA[<ol><li>Select the Polygonal Lasso tool , and select options.</li><li>Specify one of the selection options in the options bar. ...</li><li>(Optional) Set feathering and anti-aliasing in the options bar. ...</li><li>Click in the image to set the starting point.</li><li>Do one or more of the following: ...</li><li>Close the selection border:</li></ol><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:156,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:233}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="233" height="156"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 18:42:02 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/226260877</guid>
      </item>
      <item>
         <title>Magic Wand</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/226261018</link>
         <description><![CDATA[<ol><li>Select the magic wand tool from the toolbar.</li><li>Click on an area you want to sample. ...</li><li>Hold down the shift key to add more areas to your selection (if needed).</li><li>Hit the delete key or choose Cut from the Edit menu to delete selected areas.</li></ol><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:174,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:233}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="233" height="174"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 18:42:16 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/226261018</guid>
      </item>
      <item>
         <title>Polygonal  Lasso Tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/226261067</link>
         <description><![CDATA[<ol><li>Select the Polygonal Lasso tool , and select options.</li><li>Specify one of the selection options in the options bar. ...</li><li>(Optional) Set feathering and anti-aliasing in the options bar. ...</li><li>Click in the image to set the starting point.</li><li>Do one or more of the following: ...</li><li>Close the selection border:</li></ol><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:155,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:235}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="235" height="155"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 18:42:20 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/226261067</guid>
      </item>
      <item>
         <title>Quick Selection Tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/226261393</link>
         <description><![CDATA[<ul><li>Select the Quick Selection tool . ...</li><li>In the options bar, click one of the selection options: New, Add To, or Subtract From. ...</li><li>To change the brush tip size, click the Brush pop-up menu in the options bar, and type in a pixel size or drag the slider. ...</li><li>Choose Quick Selection options.</li></ul><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:165,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:216}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="216" height="165"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 18:42:52 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/226261393</guid>
      </item>
      <item>
         <title>Rectangular Marquee</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/226262339</link>
         <description><![CDATA[<div>Makes an elliptical selection (or a circle, when used with the Shift key). Single Row or Single Column <strong>Marquee</strong>. Defines the border as a 1‑pixel‑wide row or column<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:147,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:280}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="280" height="147"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 18:44:30 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/226262339</guid>
      </item>
      <item>
         <title>ctrl+alt+z</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227614974</link>
         <description><![CDATA[<div>go back undo</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:17:36 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227614974</guid>
      </item>
      <item>
         <title>Alt+mouse wheel</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227615259</link>
         <description><![CDATA[<div>zoom in/out</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:18:09 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227615259</guid>
      </item>
      <item>
         <title>B</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227615775</link>
         <description><![CDATA[<div>paint brush</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:19:09 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227615775</guid>
      </item>
      <item>
         <title>E</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227615940</link>
         <description><![CDATA[<div>eraser</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:19:28 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227615940</guid>
      </item>
      <item>
         <title>[ ]</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227616418</link>
         <description><![CDATA[<div>brush size</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:20:19 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227616418</guid>
      </item>
      <item>
         <title>alt+color</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227616608</link>
         <description><![CDATA[<div>sample color</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:20:42 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227616608</guid>
      </item>
      <item>
         <title>ctrl+J</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227616781</link>
         <description><![CDATA[<div>new duplicate layer</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:21:02 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227616781</guid>
      </item>
      <item>
         <title>Hold shift</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227616992</link>
         <description><![CDATA[<div>to add to section</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:21:24 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227616992</guid>
      </item>
      <item>
         <title>Hold alt</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227617228</link>
         <description><![CDATA[<div>remove from section</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:21:48 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227617228</guid>
      </item>
      <item>
         <title>ctrl+D</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227617373</link>
         <description><![CDATA[<div>deselect</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:22:04 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227617373</guid>
      </item>
      <item>
         <title>Refine edge</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227617561</link>
         <description><![CDATA[<div>to clean up selection</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:22:25 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227617561</guid>
      </item>
      <item>
         <title>Shift+ctr+I</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227617794</link>
         <description><![CDATA[<div>inverse selection</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:22:55 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227617794</guid>
      </item>
      <item>
         <title>Ctrl+e</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227618027</link>
         <description><![CDATA[<div>merges a layer</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-02 18:23:25 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/227618027</guid>
      </item>
      <item>
         <title>Doge tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/231642640</link>
         <description><![CDATA[<div>The <strong>Dodge tool</strong> and the <strong>Burn tool</strong> lighten or darken areas of the image.&nbsp;<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:225,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:225}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="225" height="225"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-14 18:21:41 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/231642640</guid>
      </item>
      <item>
         <title>Burn tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/231642958</link>
         <description><![CDATA[<div>&nbsp;<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<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:154,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:189}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="189" height="154"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-14 18:22:16 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/231642958</guid>
      </item>
      <item>
         <title>Sponge tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/231643009</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*.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:194,&quot;url&quot;:&quot;data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMSEhUQEBIVFRUVFhUVFRYVFxUVFRUVFhcWFxUWFhUYHSggGBolHRUVITEhJSkrLi4uFx8zODMuNygtLysBCgoKDg0OGhAQGi0lHR0uLS0rLy0rKy0tLSstLSstLS0tLS0tLS0tLS0tLSstLS0tLS0tLzAtKy0rLS0tLS0tLf/AABEIAMIBAwMBIgACEQEDEQH/xAAcAAAABwEBAAAAAAAAAAAAAAAAAQIDBAUGBwj/xABIEAACAQIDBAUIBwYFAgcBAAABAgADEQQSIQUxQVEGEyIyYQdxcnOBsbPBIzNCUpGToRQWNDa00VSCstLwktMXU2KDhKPhFf/EABoBAAIDAQEAAAAAAAAAAAAAAAABAgMEBQb/xAA1EQACAQMCAgULAwUAAAAAAAAAAQIDBBESEyExBVFhobEiMkFSYnFygZGi0jNCkhTB0eHw/9oADAMBAAIRAxEAPwDJ0O6voj3S62Zt1qKdXlDAXtrYi+tt2omZqOeyASBkXcbf83S1wPRvFVqfWp3TfKGqEM3oi3vIgBJ6wYitmrVFpBt7EMQoA0AABJMpdqdz2/IxlswJBZwRoQSbgjgZL2coa4ftW3X15QA6n5Hx9DifXJ8JZv8AKeRnBKVB1QuiuqX1ZQ4S+7VhpeLwy1KjrTRmLMbDtsB5yb7osAd4yHkYMh5GcY2psWvQUVGq51vYlWqAqTuuC2o8ZAwSVKtRKS1GBchQS72F+duEMBk7vkPIwZDyM4i2za51pM1VSuYNTd7EXIIs1mzAg9m1462xsTZLCoWYMSuc3WzZRc5rXJ4b4YA7TkPIwZDyM4U+HqqEaoXRHOjMzkc7kKSd2u6/KSa+y6wYrTdquUAsabVbLmGYDtgEm2theGBnbMp5GFlPIziGKwNanTz1GdSXChSza3Um9w1vs2tIPXN99/8Arb+8MAd9yHkYeU8jOFYSi75mNUoq2zM71LAsbKLLcknXhG8QtSm5puzhlNiM7H9b7oYEd3MEq+ijE4LCkkk9RSuSbk9gbzxlpEMwXSNu2/n90x+Ma81fSZvpD7Zk6wmaXM7dqsJFVXTW8r6rXY+eW9dQb3NrA/jwlTklMmdmgtXETlgyx0LCyyBrSEWirRWXhHnogAa3PL5xEXEjlY1UTS/sj7i0juYIrlEYqsCAALWvrxMY8Y8wjZl0WYatPI3eGDCZYk6SxMwzpj3WW0tBIxaFJZKdssax7voL85qdkdMFpUUpVKbkoAoKlbEDde50NpnTQDKh17oGluXiYX7GOb/gv95pOOO7XpHOaoYOlVmdGGlyTcqV+ywJtaHsj7X/ADlFbPLUagq0iQ63ykpTa1xa4DXF/GL2fSC3Avu425+EALwbYqjDHB3HVFs5GXtZrhu95xI2DxRpOtRd6m+u48CPwjMnbI2d17lWbKijM7brAQAssXtsYlTRYdVmtZs2YZgbgMLCyn9NJS4au1KorrbMjXG5luPeJo26NYeombDVjfh2i6E8iGuw/H8ZSYPZrNiEw9UGmWYKTodDxUnQjxgA5T25VW2UU1C2KKEGWmwzWamPst2m113yRhekJDXqUkcDtKihUXrM/WZ20NzmudLHWIxWxCMrUnDIyllJYEnKmdrMl1YaEXHHSN1tiOoduspnqy4IBe56vL1lrqBpmHHXheADON2rVrIlOobqnd330FhfW27wi6O2qqsWBXMSrAlQSjKuRXT7rZdLxzDbOp1KSshqdYzlO1l6sFVzsxIGbLlv4yRh+jrXu7oV6s1RkLZmp5ezUXMtsuYqLHXwgBAxu1KlVQjBAoYuFRQozHNmPnJYkyFCEEAJGExbU7gBWDWzK6hlNjcXHMGN1qrOxdzdmNyeZkjA4ZWV6lQsEp5bhACxLmw36Acz7I3jsMaVRqRN8ptcaX47uHm4QA7D0T/gcL6il/oEtTKrol/A4X1FL/QJamRGc56R/Wt55mq41ml6Q/WP5zM7itTcTMzt0H5JVYw6HxkBBLStTuco46SvWnZvNKZcztWz8kWlI7+US1PWWNBSRD/ZhK2akyv6rS8UiXkqpRteO0cNbhvgKUsFPWGtrRlllw+D1uRGcXhCov8ArHkrbTKaosYKybUXnGSo4SSKamCOyxphJhSMskmmZZxyRLQR804JLUU7RcUO6voj3Sw2ZsitiCRRXQaM7GyJ5+JPgBK6h3V9Ee6afA7UpUKNNLszK3WFaZIzOd5dhpltoF13Anw2nmiJ0g2YlI9ggEZQ9NmuwNtHQ72RrE34H8BV4fvHzfOSX63FVzlUs7k2Ua2HK/AAcfCR8Ie1/l+cUnhNltCmqlWMH+5pfVj9pK2fiAjHOpZGGV1BIuPYRfzGMSTgMN1j5S2UWLMRa9hyvpfxOgj0VMZ4d5fJ2cZOPl8PhLXB7YoUUKUaVTfftEanxa5Mr9qbRNSsKtMsuULlO5lI1uCNxuTrNAmzcMuhS/nJZr211U+P6CUFPDKMSKZVmTPbKDdip1AuDvsRx9vGJRqPq7xN2S9f7Rhto1zmvWq9u2ftt2rCwDa66aRk4ipr231zX1Oua2a/O9hfnaaCvsJbO5bJl07KkU0PV5vpOsdmUk6WBOpgr7BpKNarhiWCginvVajB2s3cbq9La9oQ0z7O8M2ft/aZ6nVdbZWYZTmFiRZvvDkfGPNtCuQQa1Ugkkgu1iSLEnXfbSX1Ho2jFQargEPqVBz5er7VMLe6/SHx7MrsGtPJVVkQsrKq1GaqO8+QsVDgWA13ee8NM+zvDVZe39pUZYLTVU+jlMMCajWvqGFPsgFrNUs3cfLZSNe1M9i1s7gbg7AcrBjbXzQ0TfV3hqs/b+0bw9Z6bZqbMjbrqSpsd4uI3Yyy2Thw+fsdY4C5KZYrmBPbOhBOUa2B431tI+PpqtR1ptmQNZTcG48438r8bQcai6u8cP6OTSWvj8J1zog4OBw1iDajTU24MqgMD4ggj2S2me6AfwNP0qvxXmhkU8rJTXpqnVlBftbX0Zz3pCv0j+czM1Rvmz6SUfpX4bjMhjyL2Atb9ZTI6Ns84KuqLxoUuMk1BCBlEzuW74D9FuEPEIRy4cRx1EbRDrAKd/ZKmbO0Umu+WFCjpc7zIVKhqDLXB2II+1wjRVV5ZIeJp5ZV4py2lzYbhNLVw2bQcJF//mm+klpMyrKK4mXOFO+2+NjBka2msfZpNjbSV2Kw5U24a28JLGCvcU3wKGtRtxkapSltiMPIdSnFkmlkrzTgk4J4CFFqJ6A6HdX0R7pITDVGGZaVRhzWnUZf+oAiR6HdX0R7pc7BxR61QW0WlXCi+gvTcmw9pnSPGFYyOhsyuh5MGRreYgG0VhO97PnENXZlUFiQost9bC97X5ayLjK7IM6mxvbnpY8IpLKaLreoqdWE3yTT+jLcx/BYk03DAX4EHiJo/J9sSji6dZ8QGJSoqrlYroUDHdv1M1f7j4P7j/mNDcnywi6VO0lJy1y4+yvyOfttdRqlIA+Nt/8AlAJ3nS9tTKyq5YktqTvnU/3Gwf3H/MaD9x8H9x/zGgqk+pC2rT15fxX5HK8xtl1yg3A1sDa17c7ROUcv0nVv3Gwf3H/MaD9xsH9x/wAxo92fUg2rP15/xX5HL8RiHqW6xmbKLDMSbDkL7o1Oq/uNg/uP+Y0H7j4P7j/mNDdn1INqz9ef8V+RynKOX6TD7cxlSnjHemxuuUDiMuRSRb7u82no39x8H9x/zGnEekuCSjt2pRpg5FYAAm5scOCbk795idSWOK5CVChKcY05PMmlxSXP5se2LtlMQLd1xvQ8fFeY90tJl9t9Hih6/C3BBzFF3jxT/b+HKbXyZ7VwGOy4XFqaeK3KRUZUr+iPs1Oa8eHIG65LyS12kLapiu2mnlYSafejpfQD+Bp+lV+K80Ui7NwFOhTWjSBCLewJJOpLHU+JMlSMVhJGe4qKpVlNcm2/qzL9KaXavzEwuMXtTpXSSjmp35TnmOS0qqI22UinrCIWPVhELM8jvUSRS10i8tiPwjSArvkmm41uL6G3geBlZpfAUmIy3tBh3sZGbWOKNJFcyTS04NFgCCPN+st8Bgr790y+zsYVuLaTe7IdWQEeE0xaZwrtODGa+zAF0Ey+0sDqbD2ToVhaxPCZzaFKzXFuXn1v8/0imZrap5RhcZhDqJS4jClTrOgY3BB9beeZjaGHt8//AMlR1aVTJUU6dO3avfja1oUcbC6w4jRntKmh3V9Ee6ScPinpkmm5UnQlTbSRqHdX0R7pKrtTFOiDZWc1e2TZTlKBVe+7ebNw46ajqHiw8JVQVA9dWddSyqcpY+LcBffaVe1O57fkZNIIJBBBGhB0II58pC2p3Pb8jADq3kh+pxPrk+Es30wPkh+pxPrk+Es30iMEEEEBgggggAIDCJgvAATzp00/mGt6S/06z0VPOvTT+Ya3pr/TrFLzWX2v69P4l4lrM9t/o8Kl6tDs1N5A0DnmDwbx4/rNDBMUZOLyj2lxb068NE1/r3Fr5NPKkTbA7UfK4OWnXfS/AJXvubhnO/jrqexCecdu7DXEDMLLUA0bg3g3h48Ja+Tvyj1MAwwG0sxorZUc3Z6A4D/10uVtQN1xpNkJqS4HkLyxqW0sPjH0P/vSdzxlLOjLzE5ztWhYmdIw9dairUpsrowDKykMrKdQQRoRMt0l2fZiwGje+Ka4ELWemWDB4lJFJlriKO/wldUp8plkj0dCYnrLxamRlElZRewN90qN2coWhjgpkgkbl3+EYvbQxYqG3vgwyLSrrcTUdG9qlTlbcZj1lhgaskngy3FJVFg6WccLXvKbE4vMd3GUWGx53GOLiTfnG5HPja6GXoYZDz104288yO0rFreJl1+0m1pn8UhLnzysuoU/KeRvLBJpq0vumCM0YMRQ7q+iPdJVWjTqJTUn6ROtyA2CBiUZS9+8Dly28ZFod1fRHuhlxznUPHk80Xr1RTpIpO5VpqqgKBexKgAhRpm5LKbanc9vyMmK/I/hIe1O57fkYAdV8kX1OI9cnwlm9vMF5IvqcR65PhLN5IjDBhwhDgMEEOCACYIdoIAJnnbpp/MNb01/p1noqedemn8w1vTX+nWKXmsvtf16fxLxLWCCCYD3YJA2vspMQuV9GHdcb1/uPCT4I02nlEKlONSLjNZTKroZ00xOxqv7PiFNTCsb5Ab5bnV6BOnnU2B8DrO70MXRxuHWth3WpTcXVl/UEb1YbiDqJxXH4JKyGnUFxw5qeYPAyl2HtvF7ErZqZ6yg57SG4p1P9lQDcfeNJrhUU+D5nk77o6ds9cOMfD3/AOTqO1MEVY6ShxFEibHDbWw+0aAxWFa4OjqbB6bfddeB8dx4SkxmGtpK5xwXWtxlGcYQkaTcVh5DCG9hKGjtU5poUWvCS/siWG4g+eKUyOCbkHJWHe0jRwQZFPJbYekTcg7hcwhiCDIVGqQIVSrIjcSbUxOu+R6lXNIbVIhqp3XjwV6cDxeCRS8EMEsFPQ7q+iPdNKmPKqihyLU6YtmI+wvC8zFFgFW5HdHuktNpuAAKzADQDNoBynUPFFhtnEF0pkkmzVON+CTO7U7nt+RltQ2ipdWxBaqi37HWZbk+OthuvbfKjaR7Ht+RgB1byRfU4n1yfCWb2YPyRfU4j1yfCWbyRJBRQhQCACoBBBAAGAwQQAK086dNf5hremv9Os9GTzn01/mGt6a/06xS81l9r+vT+JeJawQQTAe7BBBBAARuvRV1KOoZTvB3GOQRicU1h8jKWxOy637Vg3OTcwOqlfuVV4qefuNp0/o/0iobQp56XZqKPpKRPaTxH3kv9r8bTNMtxYi4OhB1BHiJldpbIq4aoMVgmZSpzWXvJzI+8nMHhzE0QqKXCXM85e9HSoPdorMfSur3dh1LF4aU+Jw0d6IdKk2ghRgEroLuo7rDQZ08LkXHC4lji6XMSM4BbXKayZyottIBJuKoDeJHO60qwdFT1AvwiogCKEiycRQMTWeEXtGi8WCzUgMxiM8XVrZgBYaeG/z84w0aRBsNm5QROYwR4HqRBod1fRHulhg9l1KoDLYKessxPGmhdlsNRoNDK+h3V9Ee6bzov1BpN1YNibtTftZGK5Wyk6lWBO/mROieJMXisM1NsjgA5VawN9GF19tuErtqdz2/IzYdNMSM601AH225lrZVv5lEx+1O57fkYAdW8kX1OI9cnwlm8mD8kX1OJ9cnwlm8kSQIYhQQAOHCggAcEKCAAnnTpr/MNb01/p1nouec+mv8w1vTX+nWKXmsutf14fEvEtoIJXbc2quHTNoXbRF5nmfATCk28I9xVqxpQc5vCRYwTCbLxtajiEq4jMBXXMS9wGpsxVagv9kMp15A2m7k5wcGZrK9jdRcksYfLwMPt8Vhi+rNYotRlyszMqKrG1zbcq63sOE2P/hFtX/FUPzq/wD25UdMMB1lHrAO1T186HvfhofYZ13yS9If2zZ9PO16tC1Gpfeco+jY87pbXiVaaabzE810jSlRuJLLw+K+Zzg+STa3+Ko/nV/+3APJNtb/ABVL86t/sneTEESZi1S62cu6A+TGrgnfEYmqjVChREp5ioDEEszMBc6brcd8v8dhd4I1E2N5A2lgw4uN/vkZLJZSqaDBYihY2O6V1ahaabG4fgd8qatOUSidahXKkrDNpIdBflGWWVaTfGomN1KJ5b4waV9I8940BzMekbqIZyxLCOEGJKR4IOoIynlBHmU/e/WCPBHcKuh3V9Ee6P0sUydyoyX35WK3/A6xih3V9Ee6aPCU1WnTyUw+cAk2DFmPeU3HA6W/vNp5UqcPj6iVBWvmcbjUHWW4A9riOHKVO1O57fkZa7SoCnVemosFO48LgG3m1lVtTue35GAHVfJH9TiPXJ8JZvJg/JH9TiPXJ8JZvJEkgQ4VocQAgggjAOCCFAAxPOfTX+Ya3pr/AE6z0ZPN/T+utPb9eo5sqspJ/wDjrE+TLrdqNaDfJNeJYbSxyUKZqP5gOLNwAjHk76HVNq4g4zF3GGRtRu60jUUU5IPtH2bzcQei+wK228XrenhqVs7j7Cncq8DUa3stfcLT0Xs/AU6FJKFFAlOmoVFG4Ae88bneSZCnDQu02dI3zuZ6Y+YuXb2nOvLd0aFbBLiaSgNhOCi30DWDAAcFIU+AzTCdG8f11BST2k7Decbj7Rb23noXEYdXRqdRQyOpVlO5lYWYHzgmeaBgW2btKrgqhOUtkUn7SntUX9oIH+Y8o6kdURdGXGzXWeUuD/saVlBBBFwdCOYO8St8mW1Ts7apwzm1HEEUTfddjeg+7fc5TwGduUs5mummBui4hd6EBiPuk9k+xv8AVKKMsPHWdrpi23KOtc4cfl6T0sYRmd8n/SIY/A0sQT9IB1dYcqqWDHwzCzeZhNDNR5VCTENFmJIgMq9qYHOMw3zK4uiRvE3ZlZtPZgftL3vfIyjkupVdPMwVZLGMFbS22hhCDYixlWyGUtHShVyhmw4xDIIs6ROQwwT1jeUQFI4FirR4IOoMZBBJGTzQRYI62Z2h3V9Ee6SKOJdNEdlB35WI90boqBTonqqtTO2VihsEAFOx0Rte2d5G6StqbPahUNN7X7wsc3ZJIW5sNbDUWmo4o7tHaXXqhqL9KuhqDTMnJhxMo9qdz2/Iy7XDUnVRSNU1MjM4y5lzLckaagWAAt4X1Mpdq9z2/IwA6p5I/qcR65PhLN5MH5I/qcR65PhLN3eRZJBwQQQAOCCCAAhwQQABmE6aeTHDbRrjFNVejUIVamQKRUCiwJvubLYX10A00m7MKIZW9Hdh0MFQXDYZMqLrrqzMd7u3Fj/YCwAEsi0KC0YAJnI/L50ezUqW0aY7VIilVI+4xvTb2Obf+4OU62JE2rgExFGph6oulVGRvMwtceI3jxEAOE7Fx3X0VqcdzeDDf/f2iSq9EOrI25gVPmItMrhXfZmJrYTFAjK1iQOI7rqOKstj+El4/pdSUWoqXPM3VR+Op82nnmWVKWrgeqt+kqErdOrLjjDXpfy7TQ+Q/aL0MdX2e5utRWPgKlH7QHC6lr+ZeU7jOQ+RfopXFZ9qYpSmZWWkrDKzFzd6mU7ltoOeY8Br14majyzxl45CTEmLtEmADZiTFmJMBjGJwqVBZ1vKTF9GFY3VreBmggvE0mNSceRjqnRV+BB9sQOjFTw/GbQwhFpRPemY8dGKnMRY6MP4TWw49KFuyMn+7DeEE1d4ItKDdkcW2BWrpZ8OlRyEAbLTqVFGYcQg0JtpfkY/tCliqz56mGrXsF7NCsBYX4ZfExGyv4RvXUPg14ZMjOtpeMG+z6JdxSVTVjPYRaVWpRc5S9JxdSO0ji43EGxGhB18JW7VPY9vyM021Nk4ipWd6VCq6kUQGRGZbihRuLgTN7ZpMgKOpVlazKwIYEA3BB3S3mcqS0trqOoeST6nEeuT4SzeCYPySfU4j1yfCWbyJggxFWiRDEAYYhwrwQAOEYLwExAC8ETBAYcBMEKMAQQGCAFP0h6L4THADF0FqFdFbVXUcg6kNbwvaQdidAtn4RusoYVc/B3LVWX0c5IU+IsZpoRhkBJghmJgMIxJiiYgwAIxBizEGAxMEMwQEJhwGC0BhCHAIZEBCYIdoIsjOKbJxVMUTTqGoLtScFFV+7TqKQQzrbvj8Jc7N2WMQrNRNYhSFa9OitiRe2tfXSZih3V9Ee6abor0ip4WnUSpTqPndXBTJpZctjmIinTT444l9K/uKMNFOWEvcbTZlFlQhlKm+gOW9lREBOUkC+Um1zOY9Pv4rE+vb3TZ/v1h/wDyMR/9P+6YPpZjBWqVa6gqKlQsAbXAIOhtpeKnFptsxcW236To/kl+pxHrU+Es3d5gvJOfocR61PhLNzmkmWIcvDBjWeF1kAH7wi0YNaEtfmIgwSLwRtKoMVeMBUEKFABcKFeC8ADghXiK1UKpY7h/y0MgOQpmsR0gZWZdxGtrC1rX38ovAbaeq60w1iWK7lNiOQ4jWQ3EQ1o0JhSATW0s41tvAGpANtx+8BG+srZiuZbi19BxBPLwhuLqHrRZERJlelSsRcMPwG+7C17b+z+ohCpWuQWUWGbcN2vIeENxdQa0TzEyErVs2UsAbX3A8bfOEeu5jjy4b+EW52BuImQSBUasAWJFha+7jD+lPdYEc7AcM3uIhuD1onQpAL1dTmGm/QcFDe4xX0vB1J7OmlxmF49xdQbiJwhtIFq3MfpprblDPXcCOHLjw3Q3OwNxE28EqXxdQEgnUabhBI7qDcicbod1fRHui4IJoIgkPanc9vyMEEYHUPJT9TiPWp8NZtTBBK2TXITDggiGIO+EYIIhihwkowQRiYcKCCMQIYggiGASs20e6PP8oIJGp5rIT80rDCggmUoBBBBEADCMEEACgJvqYIIAAuTvJNtPZCgggMKHCgjEGTCvbdBBEAcEEEAP/9k=&quot;,&quot;width&quot;:259}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-14 18:22:22 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/231643009</guid>
      </item>
      <item>
         <title>clone stamp</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/238255940</link>
         <description><![CDATA[<div>. Photoshop's <strong>clone stamp</strong> tool 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.&nbsp;<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:133,&quot;url&quot;:&quot;https://fthmb.tqn.com/MHge_IW9YgPSpcZTldiSq8Ol43s=/768x0/filters:no_upscale():max_bytes(150000):strip_icc()/eric_stamp-56a44dab3df78cf77281a76e.jpg&quot;,&quot;width&quot;:265}" data-trix-content-type="image"><img src="https://fthmb.tqn.com/MHge_IW9YgPSpcZTldiSq8Ol43s=/768x0/filters:no_upscale():max_bytes(150000):strip_icc()/eric_stamp-56a44dab3df78cf77281a76e.jpg" width="265" height="133"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 18:17:02 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/238255940</guid>
      </item>
      <item>
         <title>Aspect Ratio</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/238256269</link>
         <description><![CDATA[<div>The Pixel <strong>Aspect Ratio</strong> is simply a fancy way of saying what the length of one side of a pixel is in relation to the length of the other. If the <strong>ratio</strong> 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" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:229,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:220}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="220" height="229"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 18:17:33 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/238256269</guid>
      </item>
      <item>
         <title>Layer Masking</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/238256907</link>
         <description><![CDATA[<div>Add <strong>Mask</strong>. You can edit a <strong>layer mask</strong> to add or subtract from the masked region. A<strong>layer mask</strong> is a grayscale image, so areas you paint in black are hidden, areas you paint in white are visible, and areas you paint in shades of gray appear in various levels of transparency.<br><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></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 18:18:22 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/238256907</guid>
      </item>
      <item>
         <title>Crop tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/238257574</link>
         <description><![CDATA[<div>Use the <strong>Crop tool</strong> to <strong>crop</strong> and straighten photos in <strong>Photoshop</strong>. The <strong>Crop tool</strong> is non-destructive, and you can choose to retain the cropped pixels to optimize the <strong>crop</strong>boundaries later<br><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></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 18:19:19 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/238257574</guid>
      </item>
      <item>
         <title>straighten tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/238257916</link>
         <description><![CDATA[<div>Cropping is the process of removing portions of a photo to create focus or strengthen the composition. Use the Crop <strong>tool</strong> to crop and <strong>straighten</strong> photos in<strong>Photoshop</strong>. The Crop <strong>tool</strong> is non-destructive, and you can choose to retain the cropped pixels to optimize the crop boundaries later.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:482,&quot;url&quot;:&quot;http://ronbigelow.com/articles/straighten-1/straighten-14.jpg&quot;,&quot;width&quot;:313}" data-trix-content-type="image"><img src="http://ronbigelow.com/articles/straighten-1/straighten-14.jpg" width="313" height="482"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 18:19:47 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/238257916</guid>
      </item>
      <item>
         <title>blur tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/241005168</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" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:149,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:338}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="338" height="149"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-12 17:18:15 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/241005168</guid>
      </item>
      <item>
         <title>sharpen tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/241005803</link>
         <description><![CDATA[<div>Choose the <strong>Sharpen tool</strong> (it's on the same fly-out menu as the Blur <strong>tool</strong>). 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<strong>sharpening</strong>.C For stronger <strong>sharpening</strong>, drag again in the same area.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:149,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:338}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="338" height="149"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-12 17:19:10 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/241005803</guid>
      </item>
      <item>
         <title>smudge tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/241006471</link>
         <description><![CDATA[<div>A <strong>smudge tool</strong> in <strong>Photoshop</strong> can be used to create a lens blur effect and to blend certain aspects of a picture. Merge colors in <strong>Photoshop</strong> with the use of a<strong>smudge tool</strong> with help from a graphic and Web designer in this free video on <strong>Photoshop</strong>.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:149,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:338}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="338" height="149"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-12 17:19:58 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/241006471</guid>
      </item>
      <item>
         <title>gradient tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/241007301</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" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:160,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:285}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="285" height="160"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-12 17:21:10 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/241007301</guid>
      </item>
      <item>
         <title>paint bucket tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/241007782</link>
         <description><![CDATA[<div>The <strong>Paint Bucket tool</strong> is grouped with the Gradient<strong>tool</strong> in the toolbar. If you can't find the <strong>Paint Bucket tool</strong>, click and hold the Gradient <strong>tool</strong> to access it. Specify whether to fill the selection with the foreground color or with a pattern. Specify a blending mode and opacity for the <strong>paint</strong>.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:118,&quot;url&quot;:&quot;http://artist.tizag.com/screencaptures/photoshop/toolcaptures/paintbuckettool/paintbuckettool.gif&quot;,&quot;width&quot;:236}" data-trix-content-type="image"><img src="http://artist.tizag.com/screencaptures/photoshop/toolcaptures/paintbuckettool/paintbuckettool.gif" width="236" height="118"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-12 17:21:53 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/241007782</guid>
      </item>
      <item>
         <title>Horizontal Type Tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/246200080</link>
         <description><![CDATA[<div>creates and edits vector-based text in a separate layer<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:225,&quot;url&quot;:&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOEAAADhCAMAAAAJbSJIAAAAkFBMVEX///9TvPBSu+89qNxRuu5HseVOt+tGsORKtOhDreE9p9v3/P7z+f1Yv/EwpNqg0ew+tu9yx/JWt+dRsuIyq+Pf8vw3sOgsp9+OxufN6vpMr97s9/2f1fPT7Pq43PCw3fZzvON6weZmv+yEy/Afn9jB5fmXzuzY7PdluOOX1faAzPS22/Hk8fmDxObG4/O83fGuuMmnAAAHiklEQVR4nO2d0WKiOhBAUSmLG1BYL7YWUCtSRa37/393A2oFEiAkSGJ3zmNXkxwmZCYRV00DAAAAgFa4m2gV7yzZwxAGefEqsleUf7CHQ113nOHGTYJVHJ58C/U/PD6Q5fveIl4FyWEzcBxdH+oB5VWDb66qtu26hyTTDT2FhBHy/ZPnhWEcB0ESHVzXtrFXKjb8VkjI9/nOoMxwmLrqjp6+eTCw7YtzlATYGrPAeCm+ldLRFcjasrJ2w7SHtKdVqpJEbiqDwUNLY6BnpKMcEkM/kA2HpCHNOHO+4lSRXYwiG7cI8YLKxu79XWQIG+pQKYaxzvJORobt6bD3dAAb0nDVpaF0aIbJzzK0yVXB7XieSMYmE7v9swwHPmHYvJQ+FcNTWZCSDp8a3eNIh0+FsyPSocGRwxTGiIl0+OMNI132mLrFILZP7g8zJLdPg59mWN4++ZztGIaeVQrpjsPQO7pKl6Yua+KQs109Khl6PI0Y9mG18y8FIMKb7GTjdOCoG26w8L6LLstbBJv2krpbMlw4rQfiuDFR+4Wu8JLsHIhcjQMQ2C0bJgzbJgvdiSgDwUSCig7lCCmbIyu9Vcv6prS5SFrNAjyRiLLvhtiiTC7yuSi0map6efvk6i0w7EX1ODynuYFqynOrgO+2abt4C6FNi7c6Qe2ZU6uLVW6aPvXvYWRXdIqGPvsgDDtsGIXBoXbFrm9a0042a+uli8U+tZyo6dAw5J+mBuUctwQ6MCo6xUDErFembiW44gsYEuUyhYSt/VJbAZuhoTfM0BRr2NxQBeSmjkbApFiKRcRkaGxYPrdBNr9hZQ4qwLTelAyZ1j+Dco7csSHjJ18sN1XpnmYSpHzYIclQi5ujaBRKb5bFwWle566GG+50wWzIMFGLM27RbFhVL1IMmVOWgGHzcmMUzvVXZneCPRlqSUMvht3m1W0E+zLU3CbFNi9uI9ibYVM/Tv7FXQr2ZqidjNqOnNwnF379bWi2EuzPUFvUjjtfetfXysxponfD+gU1X3rHddfCYUz0MgxrFxAnV3rXLaVm+VROKcO6vsycoWtUU3usUNUrL/PWT2SFZmVj+eWjZkjlEyvVDHH5Vtnaff3wa/rkeMytX8OaCXi/v3aVl8FsOBhSwdCqbO1+g8VVc9lhOVSQbaid5xWt3UvvoEqwZSKUZKhFFRHSv19xqOiPbUsv37Cyw9sqiXesDZdAcUNck9GbuxWmFj3ITcfPChlqEb2527mWR71TnSOnoAxDRG3NvJ1NUpfS9sWaTEMtpkVpfvv8KKAZ6vwP/Mow1A4Uie/ClFYUzBnOtpUyPNEMb4UppSeTLxNKNKTNRPO677MoU5ij3pZtSFlsbmtJSBqaAnNUlqF2JD2uhemRCK/ZdlevhKFGFi7XwpRS1Yl9cUKW4YII4vVhBUJ9zrWjkG9ImlweVkDlEJrtzy3KhtUnCw81JLdRWWHqEYa89ei34R9Jhtqm1PH8RBMXKNduhrJiSLhc6pZypjTJp/ifxlAzij1fVpRSQSdUzUg3XJVkVpThzMW/YifREFHC5XceQpmGpeRuvmlEmjQ7+BqwTMNdQcdMT5qKM7eLEEo1LCYMMy3bSmEVXkhlGxZSg/lHS53zCOfCFJzxeRE39F4KDSINzQsdMD1WprShVugcZwZU6IDyzVIO5BoGhQZR+lH4Payim4orcg3D3Ky8CPnJ/PK3l7nR9G425Bpq7nz+cvFxbzcdOieHjRutap5Ob4VkQ80/B5kP25OcPMg2fDxgCIbqA4ZgqD5gCIbqA4ZgqD7/guFLswud/8BQDcAQDNUHDMFQfQQMnyfj8/I8MQRDMFQcMARD9QFDMFQf9OcXGIKh4oAhGKoPGIKh+vwThryAoSKAIRiqDxiCofqA4U8wHIMhGCoOGIKh+oBhDa9gqAZoNuYFDBUBDMFQfcAQDNUHDMFQfcAQDNUHDMFQfcAQDNUHDMFQfcAQDNUHDMFQfdBsBIZgqDhgCIbqI2Io+tsa/WDx+mHDTv677Yfjc4dw/HqWPXgmTq8jXl65f7CvV84TbsPJVPbgmZjyG47WsgfPxBe/4Ggse/BMvAsYbrv4+YlH428FDJ9iqTnyL6WYvezhMzATERyN1J+mO4GVFDP5lC3QyFoshKOx6kEUSPfXIH7JVqgHiaSKq6LateleNISp4uN+ekMYtO5AEN+Kyiqeuohgxl/ZKnQ+J787EhxNPtQ7zvCno64CmClOPpXKGtb5Y9Kl38Xx46xIIHfH/bi7+Znj92S8/it50fHP0z2+2I/Qu0lORh/HhYxY7pbTr/1o+0i7myS23I73b9Nl2KfoNHN7uF1Bc7Kd9SeIul5W2NgK/eR7K5ZyDHssyj/6m595fvd3TtXjHVhU7Ct3WHImKZ6mfd2IJ2mGfW0d5cWwt4+mcH6SQ2813HoiR/C9L0HtL7vhpBn2tt56M7TIURXGvE3BN+v7bLZfr9dfbynTIp/ZH/G/rmez9BD58p5a9W2PnxBP82N5x8zW+/3X2xce+XJ5XuxOPDeMf/IW4XJ5nE5T9f16nzacu3TbddcadSDU947GQqjnHgEAAIAr/wO2O+IwgSMe8gAAAABJRU5ErkJggg==&quot;,&quot;width&quot;:225}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="225" height="225"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 17:22:20 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/246200080</guid>
      </item>
      <item>
         <title>Golden Hour</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/246200292</link>
         <description><![CDATA[<div>sunrise and sunset. This time each morning and evening where the sun is low in the sky is called "the golden hour," as there is a soft golden light that’s flattering for most subjects and easy to work with<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:960,&quot;url&quot;:&quot;https://cdn.shopify.com/s/files/1/0535/3381/products/Untitled-9_61c980b1-e256-4ae0-84e7-9eb2e20f29de.jpg?v=1522099090&quot;,&quot;width&quot;:956}" data-trix-content-type="image"><img src="https://cdn.shopify.com/s/files/1/0535/3381/products/Untitled-9_61c980b1-e256-4ae0-84e7-9eb2e20f29de.jpg?v=1522099090" width="956" height="960"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 17:22:36 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/246200292</guid>
      </item>
      <item>
         <title>Vignette</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/246200368</link>
         <description><![CDATA[<div>a reduction of an image's brightness or saturation toward the periphery compared to the image center<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:910,&quot;url&quot;:&quot;https://photovideocreative.com/wordpress/wp-content/uploads/2017/11/Vignette-EN.jpg&quot;,&quot;width&quot;:1024}" data-trix-content-type="image"><img src="https://photovideocreative.com/wordpress/wp-content/uploads/2017/11/Vignette-EN.jpg" width="1024" height="910"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 17:22:42 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/246200368</guid>
      </item>
      <item>
         <title>Vertical Type Tool</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/246200459</link>
         <description><![CDATA[<div>creates and edits vector-based <strong>text</strong> in a separate layer.&nbsp;<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:177,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:237}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="237" height="177"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 17:22:49 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/246200459</guid>
      </item>
      <item>
         <title>HDR</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/246200716</link>
         <description><![CDATA[<div>technique used in imaging and <strong>photography</strong> 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;:177,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:284}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="284" height="177"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 17:23:11 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/246200716</guid>
      </item>
      <item>
         <title>Spot metering</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/247005844</link>
         <description><![CDATA[<div>where the camera determines a proper exposure not on the average brightness levels of the whole frame, but just of one specific <strong>spot</strong>.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:768,&quot;url&quot;:&quot;https://lensvid.com/wp-content/uploads/2014/01/Evaluating-Exposure-in-Adobe-Photoshop.jpg&quot;,&quot;width&quot;:1024}" data-trix-content-type="image"><img src="https://lensvid.com/wp-content/uploads/2014/01/Evaluating-Exposure-in-Adobe-Photoshop.jpg" width="1024" height="768"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-28 17:26:06 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/247005844</guid>
      </item>
      <item>
         <title>partial metering</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/247005996</link>
         <description><![CDATA[<div>t <strong>meter</strong> that automatically measures the reflected light and determines the optimal exposure<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:190,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQt7tHvraP7LDwBZr2w6hdNTjGJLas3lTtSrkvJhAKy0dZSxhD4Fg&quot;,&quot;width&quot;:266}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQt7tHvraP7LDwBZr2w6hdNTjGJLas3lTtSrkvJhAKy0dZSxhD4Fg" width="266" height="190"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-28 17:26:28 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/247005996</guid>
      </item>
      <item>
         <title>centered weighted metering</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/247006414</link>
         <description><![CDATA[<div>, every DSLR has an integrated light <strong>meter</strong> that automatically measures the reflected light and determines the optimal exposure. The most common <strong>metering</strong> modes in digital cameras today are: Matrix <strong>Metering</strong> (Nikon), also known as Evaluative <strong>Metering</strong> (Canon) <strong>Center</strong>-<strong>weighted Metering</strong>.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:183,&quot;url&quot;:&quot;data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMSEhUSExIVFRUVFRUWGBcYFhUVFRUVFxUWFhUWFRcYHSggGRolGxUXITEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OFxAQGi0lHSUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIALcBEwMBIgACEQEDEQH/xAAbAAABBQEBAAAAAAAAAAAAAAADAAECBAUGB//EAEAQAAEDAgQCCAQDBgUEAwAAAAEAAhEDIQQSMUFRYQUGEyJxgZHwMqGxwULR4RRSYnKS8QcjM4KyFkOi0lOTwv/EABoBAAMBAQEBAAAAAAAAAAAAAAABAgMEBQb/xAAkEQACAgICAgMAAwEAAAAAAAAAAQIRAxIhMQRREyJBFDJh4f/aAAwDAQACEQMRAD8A9XhKFHOnzrQCQCUJg9PnQIeE4CjnCfMgCSSrVukKbZl0xw+hOywek+sc92nYfM+ht6fpjLKl0aKD/TdrY4N4AcT+UqlX6Spu+IA8ySPAcPmN+C5Cr0iXHWST/wDryIEmfpxIP2o6zGvDccbRMHfbQxbmcnLtmqSXR1NbpAD4CGjwgm86n8kNvSbmkmTr4CxtYeOu9vLnxXMHTfwGlhzg3vxtqFI1jeI35/JswNd4sbapUOzpm9Mu/EB5t15ctkquJY/4yR5jLyP08+KwGuNwR6gNAgW3JGvhfa6uNxAGtxmN5A20nb9OaTQWXzhmRIE3tNr684481IBrTYRHgCfAxH08VRZXJvDpgHhqQIi06a8kVtd20SI02vcmZvr7ukM0KdSNCbTrM+ovw9FoYXFkWdJE63keuouselitp09YHONfLZX8PVBOoI1kGT793QpOLtA0mbQShDoPEa6W5+YRMy7IytWczVOhQlCWZNmTEPCUJZksyLGKE0J8yWYJcgNCUJZkswQAyaE+YJZggQ0JQlnCYvCQChKExeE2cJDHhJN2gSQBmCol2icMT5V2Uc9sbtEu0T5EsidBbF2izunOkzTaANXfQLSyLk+tb8z4H4RHv3ssfIdQNsPMjKxnSBJjf+3nEkny8VWa9zzr97G0cTp9U7sPmI92mD91epUA0fX3ovPOoAGwL2nbjfx+35GXgPSJ3GtrWA187QjFusCeeg/Fw5+zujTHHidGnjJvPEeo1GrECAketo5C2/LwjQbWtJ11J/EfPh6aW1GsX2G41tcWtxjYaX10O8XEX4X0iLEcJnjrFvw3KADZ9dBd2wFtNpPH9NnLoPm++roi8cBfYEaaWQqj5J1/XnJ98ToH0/qN4tJHkAbm5IN99wA7anHMZDb677E+Xw8EZlWZOg/zDueIkyJ9dFRDyeVgeWtpPly8dwS8aTZ+mg9/zemyGalOsdWkkWE2dNr8b/3VhlX+JxJJHwkTIyxfmPPW+qymNLnXiQWkG02aeIJFucXPC9ihTIIkReJyuIk22I2I5320UsZ0GExe0+Rvbx81ddV0Ox0XPUnOA/FpuGhotx1H5BauErT3TpxMa2iCOC0w5NJc9GeSGy47LXbpdsh1YaJcYA3ufosuv03TbeLcSRG0mBrrsdtQu2U8cezmjGcjZ7ZN265Wp1yYLNZLtPhkEwdCeYPl4Klh+uRz9+C2SMoZFjYEG2hBt46rP5o+i/il7O37ZLtliYPrLhqn4yw2+IWuAdRpruthoBEggjiCCPULWLhLozltHsn2yj2yWRR7NXqidmS7ZN2yQpJjTRqg2Yu2TdsmLE2RGqFsxzWUTWSLFHIjVD2ZLtUlHInS1QbMmAkpJiFoJjSnlNCcNQITnQCeAn0XC42oajjG5J9T793Xb4of5bv5T9FzVHDgeWpP0XJ5L5SOnB0ynhcPAkqbxF/mD9/1RMTiRoOI9n15bKi+qZ2H9xvb6n8uU3COI4EmRYb/AG+f2UH1OfuBrfx+dxcIWb3Aje5tr3uO+096Lniwv63sBzt6eYm4ATLJIA11JFrkbW97GbvI8ZEm7ZPeBadTwsZ8CVB7uUDwEfFfUCdeZ4AbvSbMaefEnXUyTyN/3jFwBy6xFxY20iXXEd07cBtY6IjKRJnmY0B0i0CQJOx+5R8PhgBx2MAWBvFoAJEbfpepUCZsbnY8Dr4936DZKwKlHBxAmJiJs6xiY2/S+kK0yhvG4uROhsTPuflfoYU7geF41Ohi1/GwV2jgtLTHHXe5j9FNjMplPmCNRo4GOE8LW4IjcMToBBsba3i0aa8Fo18Syk8Uy17nFpcAyk+oQAcpzFggXj03VTFdZcPTy5m1WlzsrS+jVYySJu7LAG06IphZGlhSTMX1+EgibmS64vKhiekWUJEhzrd3MC1tzrJDifi2FhEGCsXpzrWGj42sbOhjNbXKGu45eO87Lk8R1hpv/wC7wF8144zqmoewNvpLpsvdPxOH4jeNR3dSBBOhhY1au5xkuk/a3H3ZVB0jSP8A3G/1AfVHDwd58DPv+/FadCEXu4qYrk63+vBRJ9/VMffv3qgZYY8Hgd40vrfY6AeAWn0V0vUw5lji5pIzMNw4WAtOvPn4rDj6qbamnvkhMTR6x0P0rTxDSWWc2zmEiWn7jmr8LyLBY19F7alMw4Hhr5bjl9gvTuhuk24mk2q0RMgtmcrhqPuORXXiybcM5cuPXlGhCRamBTytjEhlTFqmXKBKAIkJoScVAuQASEkPOkkAZrE+RGASKLKoDlT5FOU4KqxAa1GWkcQR8lxuLqwMums8ba/NdzK4vrJhslUxo7vD7/dc3kLhM3wPtGUX31008ePL5bqBMe44k6x85/N81/pfnE+/VDdA3+3M/Ic9OQXGdI5de50jaOHIcPZ0Qk2HK/qLCTvP2kySMNB/tFzO1v3iPLxKt0MLmNxxMan35D0sgBqNCdjf6SDtAve077rToUTtrsJBPiZk6xrxCnSwrWM7R5Yxou574a0TAu5zrbI9HpjBDujFUHO/dZVpueddGtJPkOKBBqOFP4vrO/6eqv0sJOxHpw5a+fLmsjFdZqbLNExMkzpy9kWNlznSHXckFpeIj8IN/wCkx6geaVMdHoL3sp/G5rZkCXRwOh1VHGdYqLNCXnSIyiY0cDBiLm268pxfWuo6crbfxEn5eN9TPmsjEdKVn2LzBsQ2Gg3kyBEo1LUWdx0/10cytnyEg08sMLJEOzAkVHNInwMea4vHdYKjg1rGVBDs3aVXNe8nMXSSHE6nnEDgqEFSFNUmP40BrOc4y5xJ4m5QnMV7s0N9JKy6M6qxaXRuIIACr1aaNhmLRPgwlGmbdHEI7XrIdXayMzmt8SB6SfcqzhsWx/wva6NcrgY9EUBoZkpQg5SlSOgzHbLpuoeN7PEdmT3aogDXvzLfPUefJcnKt4aqWua4GCHNI5X/ADCqLp2TJWqPaeyTGkrcTdNlXdZwUUXMKYU1eLEwYixUVOwTfsq0abEQtCWxaiZgwyS0YSRYtTJFRP2izOl+lW4dskZnH4W8eZ5LnanWytNg1otYKZ5VF0aRxOXJ2mdLOuFPWutx+f1smPWmts4/Lly8fXkIj+R/hf8AHfs7zMsfrFSzMD/3fof1XLf9R15+Lhx28/Ysp/8AU1eIJB8f7+X5KJ5tk1RUcLi7sAWyfeswi/sjiYDCfAOP08B7hQPWStGoBsZvrxgHaP7qvX6wVT+ONdJ9PduS56NqNeh0M4S6pkpi/wARE+g0MceQR6mPw9EAfGRx7rRAk93fxE/Ved9LdaxTORuZ7hFgcoEaAkbzsFz9brBWqbhg4Msb8Xa/RUoMTaR6F1o60F1INnKO0oWFritTdJ0zARu38lzfSPTtR8WgCq3LebAQLbb2XO0u/YyZIMyZsZBnXUK4MOJBl1jN3vI9CYQ6iXGNljE4hz9TPLb0VYhHAlOMOSs7NqoqOKqOxRJIYAY1cZyj0+I+Hqrz8FnqdkDYAOqOnQEnKwcC6D5BXHmhT7pyiNgJjyCtIhtsyGU5+Ko88m9wfK/zVlmCB0fVB/nLvk6QtCnXovPdAnwhHDQU2wSMp7KrNYqt5ANqDy0d8kek9r25mmR7kHgVfexYfSNRtJ3aDc99v7w/e/mHzClLYqT1Vj4uqJgCUXD8fcqVDGtzABkE6E6kee10aLmOKqqMrsG7/VZH/wAdXlvSRqJJfcQezEgGQDJ3TOw4cQTMiQCHObrEjukfuj0RaGHDTIzEkRdznf8AImE7CiyCpSoAqYSHRKVr9X8Ca9alTgwXtLv5W3cfQfNZDG5iAN7L1Tqj0F+zszuH+Y8Dxa3XL4k3PlwV447Myyz1R1WdOHKmXJCouyjhstueo9oqxKjdFBZfY9O6qqOdLtEUVZb7ROq+dJFBZwHW2qTiXDZjWtHmMx+q5vNPgt3rc0jE1p/hjwyBYFM2XDN/ZnfBcE0zioykVJYu0UTUTOKESiwI4vEZGl0ExsIk8rmN1iY/pkzkFN7XEgEk0zEkAfC48UbrDjQyk69zp4yFz9DENLc5eC4upmJEgh4zQPKVSXFivmgzuji4kwR47oZwkbKyK18xKs5CRMKN2ivjTKuHpwrzCmZRRA1RKVmsY0FY1WqcAKu1NVMhCYMzGYs5HPGtRznnmJhonYBoCHhKBc9oJkOcyMp1k96w0ESZlH6Jpg0qcj8IB8hB+autwjAczZaYvC6FJJnLKDaVMrdJYM06rgx7crHACQXH4GvmZ070eSnQfU/eZ/S7/wBkBg79TU98XNz/AKbERgI3J1ueZ0t6KZMuMeKLtGvnptduWB0cyAVidg4udIIm0ky2J1IBk2Wj0bPZ0/5G/wDEKTqEFTCWrKnDZIrMLX0xRgu7FzmAkR3Q7/LJ55SFbpt2QujjJrcDU+jGD6hWg1VJ2yIRpEmNUwmAR8Jg31CG02Oe47NBcflolRQMIuGouqODGNLnGwAEkrrOiP8AD6vUINdwpM4Ah1Q8uA+a9B6F6DoYVuWkyOLjd7vF320WkcbfZjPMl1ycZ0D0IcG9jqmHq4iu9jntZSNACk1pa0l5rVWAul40mLrrOjelO1qVKTqFWi+myk8ioaJllV1VrS00ajxrRfIMHRVuncZSp4hoqYhmHz4Wu1r3PpsIcalG7O07pcNYIOirdCY2nUxlc0q7K4bhMC0vY5j5cKuOnMWd0OuDAjXRdEVXCOWbcuWdEWJuyTB6m1yojgQYmyqRQyEWMTmhCcEYNTOppjoDmSU+ySQKji+vuHy1g4f9xgPm3u/Qhckwr0rrtgc9DtBrSOb/AGmzvsfJeZuEEj081x5VUjuxO0TlJBNRP2izNSTz7+aqYh8eyrLjI9+/7KhjWyL+5SA5bpzEFzuQKh0VVh2U6H0kbef2Ch0oe8q2GMuC1q4mKlUzbfgc0mmP9qtYF7i3I9sFsCeI09QnwNaRGjvQFWKwDe8533XO/R21+oTRCeEPFVC1siCZaL6d5wb90N1R4InKQSBaZU0F0WoTZU9M3Ri1AjLwLcr30uBzt5scST6OJ9Qrr1DGYYuhzTley7Ttza7i07qOHxQf3XDLUGrDr4t/ebzC075ISS4YF+DaST3pOsPe0aAaNIGgCb9hbxf/APbV/wDZXskKtUeSYCLY9V6CUwBAGgAAHLgnxtQMYah0aL8+AHMm3mhOGUZnuDQNSTCVGm6q4OcC2m0yxpsXO2e8bch5ppexv0uyz1Z6Oc91KkYD6jwCdg57r+QJ+S9NwX+HNFv+pVe8/wAIDB9yuZ6g4PPjqXBpc8/7Wuj5wvZezW+GKabZxeRJxaUTmsL1RwbIigCR+8XO9QTB9Fu0KIaIaA0cAAB6BU+kcXUbiKOHpNpzUpV6pc/NAFF+HZADdz2//jzRcFiK3bOo1RTtTbUBZm3c5pBDvBb8Lo5uX2y52aYMVgNT5U7DUrlqA+kVfypFiVhqZvYlIUyr7mKGVVYtSsGp8isBiTmJDopuTtujGmpMpphRDKki5Ekh0Ac0OBBEgggjiDqF5N1n6Kdh6pZt8TD+8w/caL1wBZnT/QrcVTyE5XC7HROU8xuDwU5IbIvFLV89HjbjN/X5ILqsK90t0bUoVDTe2HtMkbOGzmngeKxqr9tDz9Zj3ZcdUdpbGKG6Bi6wIssXEYohVnYtw38vfu6dEbAuk23tfWfFVsFS9UWpUzeKPh2iIKbdKiYxuVluifVFcybjUfNADo1vzGoVik8HQrFo6Uyb3ZqQgEw5lt+69pI9AkRJGVjhLw4kgxpE/IKWHMOI4/VXISuitbGpBWShMCLKSHQ0IVfBseIe2Y0OhB4tIuPJElJz0xNGfWw1RvwVnRweA/8A8hBPmSqoFYH/AFG34U7+Ukj5LTqFAMDWFomyHEFRw4zBziXu2Lrx/KNG+QWoxxOuqz+3aIM6ItDGguAAOt7JuxcI9N/wowUvrVzs0U2+Ljmd/wAW+q9HlYPUzo7sMJTaRDnDtHcZfcDyblHkt1deOOsUjgyS2k2YXTLHDF0KppVKlMYbGUn5G5iHVamDc0EAzcUn35JdDsArAMo1KdKnhqdJudpHwvdDQXEkw2Llbjgq9SpCujNljMkXqkayYVk6FZeD0+dVGuUsyKHYZz02ZDlOEUAUOSLlEBM4FKhj5k3aKvVcQgCoU6FZf7RJVQSkih2WmtTkKDHKTqgGphIa56M/pfouliGZKrZjQ6OaeLXbLynrj1VdhgDnY9jjDdqnm3cDiCvTumOnGUgY7zvkPFeW9Y+kn13Z3mdQBsByCUoJ9noeJgyN/b+pxFfol+aMwdPGQfEpqnQVbZodO7XNI+cH5Lep1Q3MTd5GUfwzYnx1VrCw1pMX4/JR8aO+fh4/xHHPwVSmYfTc082kKVMLrekcQJEf3+ao5muIDgDfcSoli/0iPhcWmYoQnsIMixWlXpNJMNHkYTU+j5EyR6GFn8Ul0TPxJoq0MXNnWdsdj4c1o0q066qhXwAuA4HxGX80B1Kqy8EjiLkeih42ZOM4do3qb0aVzlHpWNVp0Ma11wVm4tDjOMui8Sg1nQEN1ZDe6UAzOxGHY+p/mEfDadNdlD9iYMvdpZsw+Eg7+ui0gOIBTtF7ALRTMtaIUaAGjBPkux6j9Wv2rEtzCadIB9Q7G9meZt4ArmKFMkr2b/DnBilg2ujvVXOefAHK3yhs/wC5XD7MjPkqJ12VSDVBjkRdJwiLVVrUFbUSEJg1ZS7FR7JXHBBcFVktA2hOo1FEIAIAphiE0wiB6AQVrVMNQmuR2lJlIBVpKsWQtEhAfSQmDQABJGFNJOwo5jFdN7NIA+Z8eCzsZ0xlaSXLlamMLBmdqdFm4nGOc7LOm06cz+S06PoMXixXC6L+KxpqnXU+wqvSNEECNtvJEoNGWfnp6I1AB411SNZfV8dI51lKTKk98nKLq7j2hsgKg05e9N/f5qejdfZWB6Qqxp4LPp1Ik7nRFqd91tAp0sIfd1DtsqqBsYSJ9J+vNFbmIgablGFMzopBt4KdEtj0afEKwcK07FNRlWhUa0aSfqU6MJt/hm4roVjhp66+oWTV6v1GmaRPnp6rq6LXOudFcpUhuhwTOTJCL7XJwJbWYYexw8reR0R6eKvDpBgGCCDB0MHZd3laZAEnfgPE/ZPimA04ruDqbYADwHtYNAGZgS3kG+SxlgRjTX/TjG1giCorNVmFB7lB0cTVcCfK8eq0ehsB0e//AF8RiKV9BTa4a2h7Q46cWBc+q9jbSVlLoqi+tVbSpiXvMD7k8gJJPJe9YDDCmxlNvwsa1o8GiPssbqn0ZgaTScGWPkd54dnqEcHHVo5QByXRMXTjgoo83Pk3dFikEZAY9GBVshDOKGXohCE+mhAyD6qH2iZ9JR7NUTyO9yZj0NzVOjSQAXKolqO1qi8IsdAM8I1KsqtYIbXEIFZqiqEzqizu3Kc1SlRVl3tAks81UkUKzxDF4rSTMTpe831+yl0fhw6XkXmANgPzVXCUA94YbSZ8hquhbQZTt81ouT6uclFarsn2EiDonqFrG5WgNFhPHzQsRixpxVCpUkTwTMIwlLsFjH5jp/bmsjE1C4wBA2HJX3VLOHHU8uCDQpiZKh8nXFUiz0b0aCL6fVaTME0/Cg4drnbq/QblVJHNlk/ZXr4Ex3YnidAswYdoJyjO4auOk8tgtd+Imw9dJ8ELB0J1sPQeXFOjOMpJPYz8Rh3ETmaOX6yFBpAsNuF/Uq/0jhA4xNuWpPAIbcOAMoERqbfJKjSMk0SwTSTGUk6zK08uUSRp81TwzDFjufHbdExeIbSpl7iYH9RJ0A/iPy1T6Rz5FbBnEdi0vqGATpqSTo1vP5DUrnsfj31nS6wHwt2b+Z4n6CyDi8S+q7O/wa0fCxvAfc7+gAgFwZcu3C6MJPZ2KURiiApSsRFrC1ixwc1xa4aFpII8CNF23QfXfEMhtQiqP4vi/qF/MyuCYVoYQpqTXRMoRkuUex9GdaqFWA6abv4rtn+YfeFu9ovE6daNF1vVjrHkLadQ9wmJP4CdD/Lx9fHohmvhnHkwVzE78V1LtEI0k7Wrc5uSZcoEpOYoimgORw1EDUzQiIsaIFMVMtUYQMGWqLmowCZzUWIoVWKMK2aSXYp2KiokrfYpkBR4H0UO846wDdSr45zjJJt9E6Sf4fY0m2wLMRJhbOAotdroEklUTPPxHgljejgAXNEWk/WAsbC0HZuSSSGjPDNuDs6MxRp5ncNBz0WNiscXOEnmGj5XTpIbFgipJyfZcp4Wq8DvdmP4bk+aJR6LIddxM7kyf0TpKqOd5Zc0Sr0WxwHLU+JQGtznNNkkkGi/rZYonYLmOlsaa1U37jCWtHE6OeeZI9AOaSS5vJbUaMM3FIqlOGpklxGIVrFPIkkgBBqs0XJJIAu03yiiokkkB691Px5r4Sm913AFjjxLDAPpC2gnSXfB3FHmzVSZKE2UJJJkkS1MAkkmA6iWpJIAQCkUkkgIpEhJJAEXVQEkkkAf/9k=&quot;,&quot;width&quot;:275}" data-trix-content-type="image"><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMSEhUSExIVFRUVFRUWGBcYFhUVFRUVFxUWFhUWFRcYHSggGRolGxUXITEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OFxAQGi0lHSUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIALcBEwMBIgACEQEDEQH/xAAbAAABBQEBAAAAAAAAAAAAAAADAAECBAUGB//EAEAQAAEDAgQCCAQDBgUEAwAAAAEAAhEDIQQSMUFRYQUGEyJxgZHwMqGxwULR4RRSYnKS8QcjM4KyFkOi0lOTwv/EABoBAAMBAQEBAAAAAAAAAAAAAAABAgMEBQb/xAAkEQACAgICAgMAAwEAAAAAAAAAAQIRAxIhMQRREyJBFDJh4f/aAAwDAQACEQMRAD8A9XhKFHOnzrQCQCUJg9PnQIeE4CjnCfMgCSSrVukKbZl0xw+hOywek+sc92nYfM+ht6fpjLKl0aKD/TdrY4N4AcT+UqlX6Spu+IA8ySPAcPmN+C5Cr0iXHWST/wDryIEmfpxIP2o6zGvDccbRMHfbQxbmcnLtmqSXR1NbpAD4CGjwgm86n8kNvSbmkmTr4CxtYeOu9vLnxXMHTfwGlhzg3vxtqFI1jeI35/JswNd4sbapUOzpm9Mu/EB5t15ctkquJY/4yR5jLyP08+KwGuNwR6gNAgW3JGvhfa6uNxAGtxmN5A20nb9OaTQWXzhmRIE3tNr684481IBrTYRHgCfAxH08VRZXJvDpgHhqQIi06a8kVtd20SI02vcmZvr7ukM0KdSNCbTrM+ovw9FoYXFkWdJE63keuouselitp09YHONfLZX8PVBOoI1kGT793QpOLtA0mbQShDoPEa6W5+YRMy7IytWczVOhQlCWZNmTEPCUJZksyLGKE0J8yWYJcgNCUJZkswQAyaE+YJZggQ0JQlnCYvCQChKExeE2cJDHhJN2gSQBmCol2icMT5V2Uc9sbtEu0T5EsidBbF2izunOkzTaANXfQLSyLk+tb8z4H4RHv3ssfIdQNsPMjKxnSBJjf+3nEkny8VWa9zzr97G0cTp9U7sPmI92mD91epUA0fX3ovPOoAGwL2nbjfx+35GXgPSJ3GtrWA187QjFusCeeg/Fw5+zujTHHidGnjJvPEeo1GrECAketo5C2/LwjQbWtJ11J/EfPh6aW1GsX2G41tcWtxjYaX10O8XEX4X0iLEcJnjrFvw3KADZ9dBd2wFtNpPH9NnLoPm++roi8cBfYEaaWQqj5J1/XnJ98ToH0/qN4tJHkAbm5IN99wA7anHMZDb677E+Xw8EZlWZOg/zDueIkyJ9dFRDyeVgeWtpPly8dwS8aTZ+mg9/zemyGalOsdWkkWE2dNr8b/3VhlX+JxJJHwkTIyxfmPPW+qymNLnXiQWkG02aeIJFucXPC9ihTIIkReJyuIk22I2I5320UsZ0GExe0+Rvbx81ddV0Ox0XPUnOA/FpuGhotx1H5BauErT3TpxMa2iCOC0w5NJc9GeSGy47LXbpdsh1YaJcYA3ufosuv03TbeLcSRG0mBrrsdtQu2U8cezmjGcjZ7ZN265Wp1yYLNZLtPhkEwdCeYPl4Klh+uRz9+C2SMoZFjYEG2hBt46rP5o+i/il7O37ZLtliYPrLhqn4yw2+IWuAdRpruthoBEggjiCCPULWLhLozltHsn2yj2yWRR7NXqidmS7ZN2yQpJjTRqg2Yu2TdsmLE2RGqFsxzWUTWSLFHIjVD2ZLtUlHInS1QbMmAkpJiFoJjSnlNCcNQITnQCeAn0XC42oajjG5J9T793Xb4of5bv5T9FzVHDgeWpP0XJ5L5SOnB0ynhcPAkqbxF/mD9/1RMTiRoOI9n15bKi+qZ2H9xvb6n8uU3COI4EmRYb/AG+f2UH1OfuBrfx+dxcIWb3Aje5tr3uO+096Lniwv63sBzt6eYm4ATLJIA11JFrkbW97GbvI8ZEm7ZPeBadTwsZ8CVB7uUDwEfFfUCdeZ4AbvSbMaefEnXUyTyN/3jFwBy6xFxY20iXXEd07cBtY6IjKRJnmY0B0i0CQJOx+5R8PhgBx2MAWBvFoAJEbfpepUCZsbnY8Dr4936DZKwKlHBxAmJiJs6xiY2/S+kK0yhvG4uROhsTPuflfoYU7geF41Ohi1/GwV2jgtLTHHXe5j9FNjMplPmCNRo4GOE8LW4IjcMToBBsba3i0aa8Fo18Syk8Uy17nFpcAyk+oQAcpzFggXj03VTFdZcPTy5m1WlzsrS+jVYySJu7LAG06IphZGlhSTMX1+EgibmS64vKhiekWUJEhzrd3MC1tzrJDifi2FhEGCsXpzrWGj42sbOhjNbXKGu45eO87Lk8R1hpv/wC7wF8144zqmoewNvpLpsvdPxOH4jeNR3dSBBOhhY1au5xkuk/a3H3ZVB0jSP8A3G/1AfVHDwd58DPv+/FadCEXu4qYrk63+vBRJ9/VMffv3qgZYY8Hgd40vrfY6AeAWn0V0vUw5lji5pIzMNw4WAtOvPn4rDj6qbamnvkhMTR6x0P0rTxDSWWc2zmEiWn7jmr8LyLBY19F7alMw4Hhr5bjl9gvTuhuk24mk2q0RMgtmcrhqPuORXXiybcM5cuPXlGhCRamBTytjEhlTFqmXKBKAIkJoScVAuQASEkPOkkAZrE+RGASKLKoDlT5FOU4KqxAa1GWkcQR8lxuLqwMums8ba/NdzK4vrJhslUxo7vD7/dc3kLhM3wPtGUX31008ePL5bqBMe44k6x85/N81/pfnE+/VDdA3+3M/Ic9OQXGdI5de50jaOHIcPZ0Qk2HK/qLCTvP2kySMNB/tFzO1v3iPLxKt0MLmNxxMan35D0sgBqNCdjf6SDtAve077rToUTtrsJBPiZk6xrxCnSwrWM7R5Yxou574a0TAu5zrbI9HpjBDujFUHO/dZVpueddGtJPkOKBBqOFP4vrO/6eqv0sJOxHpw5a+fLmsjFdZqbLNExMkzpy9kWNlznSHXckFpeIj8IN/wCkx6geaVMdHoL3sp/G5rZkCXRwOh1VHGdYqLNCXnSIyiY0cDBiLm268pxfWuo6crbfxEn5eN9TPmsjEdKVn2LzBsQ2Gg3kyBEo1LUWdx0/10cytnyEg08sMLJEOzAkVHNInwMea4vHdYKjg1rGVBDs3aVXNe8nMXSSHE6nnEDgqEFSFNUmP40BrOc4y5xJ4m5QnMV7s0N9JKy6M6qxaXRuIIACr1aaNhmLRPgwlGmbdHEI7XrIdXayMzmt8SB6SfcqzhsWx/wva6NcrgY9EUBoZkpQg5SlSOgzHbLpuoeN7PEdmT3aogDXvzLfPUefJcnKt4aqWua4GCHNI5X/ADCqLp2TJWqPaeyTGkrcTdNlXdZwUUXMKYU1eLEwYixUVOwTfsq0abEQtCWxaiZgwyS0YSRYtTJFRP2izOl+lW4dskZnH4W8eZ5LnanWytNg1otYKZ5VF0aRxOXJ2mdLOuFPWutx+f1smPWmts4/Lly8fXkIj+R/hf8AHfs7zMsfrFSzMD/3fof1XLf9R15+Lhx28/Ysp/8AU1eIJB8f7+X5KJ5tk1RUcLi7sAWyfeswi/sjiYDCfAOP08B7hQPWStGoBsZvrxgHaP7qvX6wVT+ONdJ9PduS56NqNeh0M4S6pkpi/wARE+g0MceQR6mPw9EAfGRx7rRAk93fxE/Ved9LdaxTORuZ7hFgcoEaAkbzsFz9brBWqbhg4Msb8Xa/RUoMTaR6F1o60F1INnKO0oWFritTdJ0zARu38lzfSPTtR8WgCq3LebAQLbb2XO0u/YyZIMyZsZBnXUK4MOJBl1jN3vI9CYQ6iXGNljE4hz9TPLb0VYhHAlOMOSs7NqoqOKqOxRJIYAY1cZyj0+I+Hqrz8FnqdkDYAOqOnQEnKwcC6D5BXHmhT7pyiNgJjyCtIhtsyGU5+Ko88m9wfK/zVlmCB0fVB/nLvk6QtCnXovPdAnwhHDQU2wSMp7KrNYqt5ANqDy0d8kek9r25mmR7kHgVfexYfSNRtJ3aDc99v7w/e/mHzClLYqT1Vj4uqJgCUXD8fcqVDGtzABkE6E6kee10aLmOKqqMrsG7/VZH/wAdXlvSRqJJfcQezEgGQDJ3TOw4cQTMiQCHObrEjukfuj0RaGHDTIzEkRdznf8AImE7CiyCpSoAqYSHRKVr9X8Ca9alTgwXtLv5W3cfQfNZDG5iAN7L1Tqj0F+zszuH+Y8Dxa3XL4k3PlwV447Myyz1R1WdOHKmXJCouyjhstueo9oqxKjdFBZfY9O6qqOdLtEUVZb7ROq+dJFBZwHW2qTiXDZjWtHmMx+q5vNPgt3rc0jE1p/hjwyBYFM2XDN/ZnfBcE0zioykVJYu0UTUTOKESiwI4vEZGl0ExsIk8rmN1iY/pkzkFN7XEgEk0zEkAfC48UbrDjQyk69zp4yFz9DENLc5eC4upmJEgh4zQPKVSXFivmgzuji4kwR47oZwkbKyK18xKs5CRMKN2ivjTKuHpwrzCmZRRA1RKVmsY0FY1WqcAKu1NVMhCYMzGYs5HPGtRznnmJhonYBoCHhKBc9oJkOcyMp1k96w0ESZlH6Jpg0qcj8IB8hB+autwjAczZaYvC6FJJnLKDaVMrdJYM06rgx7crHACQXH4GvmZ070eSnQfU/eZ/S7/wBkBg79TU98XNz/AKbERgI3J1ueZ0t6KZMuMeKLtGvnptduWB0cyAVidg4udIIm0ky2J1IBk2Wj0bPZ0/5G/wDEKTqEFTCWrKnDZIrMLX0xRgu7FzmAkR3Q7/LJ55SFbpt2QujjJrcDU+jGD6hWg1VJ2yIRpEmNUwmAR8Jg31CG02Oe47NBcflolRQMIuGouqODGNLnGwAEkrrOiP8AD6vUINdwpM4Ah1Q8uA+a9B6F6DoYVuWkyOLjd7vF320WkcbfZjPMl1ycZ0D0IcG9jqmHq4iu9jntZSNACk1pa0l5rVWAul40mLrrOjelO1qVKTqFWi+myk8ioaJllV1VrS00ajxrRfIMHRVuncZSp4hoqYhmHz4Wu1r3PpsIcalG7O07pcNYIOirdCY2nUxlc0q7K4bhMC0vY5j5cKuOnMWd0OuDAjXRdEVXCOWbcuWdEWJuyTB6m1yojgQYmyqRQyEWMTmhCcEYNTOppjoDmSU+ySQKji+vuHy1g4f9xgPm3u/Qhckwr0rrtgc9DtBrSOb/AGmzvsfJeZuEEj081x5VUjuxO0TlJBNRP2izNSTz7+aqYh8eyrLjI9+/7KhjWyL+5SA5bpzEFzuQKh0VVh2U6H0kbef2Ch0oe8q2GMuC1q4mKlUzbfgc0mmP9qtYF7i3I9sFsCeI09QnwNaRGjvQFWKwDe8533XO/R21+oTRCeEPFVC1siCZaL6d5wb90N1R4InKQSBaZU0F0WoTZU9M3Ri1AjLwLcr30uBzt5scST6OJ9Qrr1DGYYuhzTley7Ttza7i07qOHxQf3XDLUGrDr4t/ebzC075ISS4YF+DaST3pOsPe0aAaNIGgCb9hbxf/APbV/wDZXskKtUeSYCLY9V6CUwBAGgAAHLgnxtQMYah0aL8+AHMm3mhOGUZnuDQNSTCVGm6q4OcC2m0yxpsXO2e8bch5ppexv0uyz1Z6Oc91KkYD6jwCdg57r+QJ+S9NwX+HNFv+pVe8/wAIDB9yuZ6g4PPjqXBpc8/7Wuj5wvZezW+GKabZxeRJxaUTmsL1RwbIigCR+8XO9QTB9Fu0KIaIaA0cAAB6BU+kcXUbiKOHpNpzUpV6pc/NAFF+HZADdz2//jzRcFiK3bOo1RTtTbUBZm3c5pBDvBb8Lo5uX2y52aYMVgNT5U7DUrlqA+kVfypFiVhqZvYlIUyr7mKGVVYtSsGp8isBiTmJDopuTtujGmpMpphRDKki5Ekh0Ac0OBBEgggjiDqF5N1n6Kdh6pZt8TD+8w/caL1wBZnT/QrcVTyE5XC7HROU8xuDwU5IbIvFLV89HjbjN/X5ILqsK90t0bUoVDTe2HtMkbOGzmngeKxqr9tDz9Zj3ZcdUdpbGKG6Bi6wIssXEYohVnYtw38vfu6dEbAuk23tfWfFVsFS9UWpUzeKPh2iIKbdKiYxuVluifVFcybjUfNADo1vzGoVik8HQrFo6Uyb3ZqQgEw5lt+69pI9AkRJGVjhLw4kgxpE/IKWHMOI4/VXISuitbGpBWShMCLKSHQ0IVfBseIe2Y0OhB4tIuPJElJz0xNGfWw1RvwVnRweA/8A8hBPmSqoFYH/AFG34U7+Ukj5LTqFAMDWFomyHEFRw4zBziXu2Lrx/KNG+QWoxxOuqz+3aIM6ItDGguAAOt7JuxcI9N/wowUvrVzs0U2+Ljmd/wAW+q9HlYPUzo7sMJTaRDnDtHcZfcDyblHkt1deOOsUjgyS2k2YXTLHDF0KppVKlMYbGUn5G5iHVamDc0EAzcUn35JdDsArAMo1KdKnhqdJudpHwvdDQXEkw2Llbjgq9SpCujNljMkXqkayYVk6FZeD0+dVGuUsyKHYZz02ZDlOEUAUOSLlEBM4FKhj5k3aKvVcQgCoU6FZf7RJVQSkih2WmtTkKDHKTqgGphIa56M/pfouliGZKrZjQ6OaeLXbLynrj1VdhgDnY9jjDdqnm3cDiCvTumOnGUgY7zvkPFeW9Y+kn13Z3mdQBsByCUoJ9noeJgyN/b+pxFfol+aMwdPGQfEpqnQVbZodO7XNI+cH5Lep1Q3MTd5GUfwzYnx1VrCw1pMX4/JR8aO+fh4/xHHPwVSmYfTc082kKVMLrekcQJEf3+ao5muIDgDfcSoli/0iPhcWmYoQnsIMixWlXpNJMNHkYTU+j5EyR6GFn8Ul0TPxJoq0MXNnWdsdj4c1o0q066qhXwAuA4HxGX80B1Kqy8EjiLkeih42ZOM4do3qb0aVzlHpWNVp0Ma11wVm4tDjOMui8Sg1nQEN1ZDe6UAzOxGHY+p/mEfDadNdlD9iYMvdpZsw+Eg7+ui0gOIBTtF7ALRTMtaIUaAGjBPkux6j9Wv2rEtzCadIB9Q7G9meZt4ArmKFMkr2b/DnBilg2ujvVXOefAHK3yhs/wC5XD7MjPkqJ12VSDVBjkRdJwiLVVrUFbUSEJg1ZS7FR7JXHBBcFVktA2hOo1FEIAIAphiE0wiB6AQVrVMNQmuR2lJlIBVpKsWQtEhAfSQmDQABJGFNJOwo5jFdN7NIA+Z8eCzsZ0xlaSXLlamMLBmdqdFm4nGOc7LOm06cz+S06PoMXixXC6L+KxpqnXU+wqvSNEECNtvJEoNGWfnp6I1AB411SNZfV8dI51lKTKk98nKLq7j2hsgKg05e9N/f5qejdfZWB6Qqxp4LPp1Ik7nRFqd91tAp0sIfd1DtsqqBsYSJ9J+vNFbmIgablGFMzopBt4KdEtj0afEKwcK07FNRlWhUa0aSfqU6MJt/hm4roVjhp66+oWTV6v1GmaRPnp6rq6LXOudFcpUhuhwTOTJCL7XJwJbWYYexw8reR0R6eKvDpBgGCCDB0MHZd3laZAEnfgPE/ZPimA04ruDqbYADwHtYNAGZgS3kG+SxlgRjTX/TjG1giCorNVmFB7lB0cTVcCfK8eq0ehsB0e//AF8RiKV9BTa4a2h7Q46cWBc+q9jbSVlLoqi+tVbSpiXvMD7k8gJJPJe9YDDCmxlNvwsa1o8GiPssbqn0ZgaTScGWPkd54dnqEcHHVo5QByXRMXTjgoo83Pk3dFikEZAY9GBVshDOKGXohCE+mhAyD6qH2iZ9JR7NUTyO9yZj0NzVOjSQAXKolqO1qi8IsdAM8I1KsqtYIbXEIFZqiqEzqizu3Kc1SlRVl3tAks81UkUKzxDF4rSTMTpe831+yl0fhw6XkXmANgPzVXCUA94YbSZ8hquhbQZTt81ouT6uclFarsn2EiDonqFrG5WgNFhPHzQsRixpxVCpUkTwTMIwlLsFjH5jp/bmsjE1C4wBA2HJX3VLOHHU8uCDQpiZKh8nXFUiz0b0aCL6fVaTME0/Cg4drnbq/QblVJHNlk/ZXr4Ex3YnidAswYdoJyjO4auOk8tgtd+Imw9dJ8ELB0J1sPQeXFOjOMpJPYz8Rh3ETmaOX6yFBpAsNuF/Uq/0jhA4xNuWpPAIbcOAMoERqbfJKjSMk0SwTSTGUk6zK08uUSRp81TwzDFjufHbdExeIbSpl7iYH9RJ0A/iPy1T6Rz5FbBnEdi0vqGATpqSTo1vP5DUrnsfj31nS6wHwt2b+Z4n6CyDi8S+q7O/wa0fCxvAfc7+gAgFwZcu3C6MJPZ2KURiiApSsRFrC1ixwc1xa4aFpII8CNF23QfXfEMhtQiqP4vi/qF/MyuCYVoYQpqTXRMoRkuUex9GdaqFWA6abv4rtn+YfeFu9ovE6daNF1vVjrHkLadQ9wmJP4CdD/Lx9fHohmvhnHkwVzE78V1LtEI0k7Wrc5uSZcoEpOYoimgORw1EDUzQiIsaIFMVMtUYQMGWqLmowCZzUWIoVWKMK2aSXYp2KiokrfYpkBR4H0UO846wDdSr45zjJJt9E6Sf4fY0m2wLMRJhbOAotdroEklUTPPxHgljejgAXNEWk/WAsbC0HZuSSSGjPDNuDs6MxRp5ncNBz0WNiscXOEnmGj5XTpIbFgipJyfZcp4Wq8DvdmP4bk+aJR6LIddxM7kyf0TpKqOd5Zc0Sr0WxwHLU+JQGtznNNkkkGi/rZYonYLmOlsaa1U37jCWtHE6OeeZI9AOaSS5vJbUaMM3FIqlOGpklxGIVrFPIkkgBBqs0XJJIAu03yiiokkkB691Px5r4Sm913AFjjxLDAPpC2gnSXfB3FHmzVSZKE2UJJJkkS1MAkkmA6iWpJIAQCkUkkgIpEhJJAEXVQEkkkAf/9k=" width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-28 17:27:25 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/247006414</guid>
      </item>
      <item>
         <title>evaluate metering</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/247006480</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.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:183,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:275}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-28 17:27:34 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/247006480</guid>
      </item>
      <item>
         <title>Diptych</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/249935598</link>
         <description><![CDATA[<div>a painting, especially an altarpiece, on two hinged wooden panels that may be closed like a book.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:191,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:264}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="264" height="191"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-09 17:21:39 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/249935598</guid>
      </item>
      <item>
         <title>triptych</title>
         <author>19mmudgett47314</author>
         <link>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/249936486</link>
         <description><![CDATA[<div>a picture or relief carving on three panels, typically hinged together side by side and used as an altarpiece.</div><ul><li>a set of three associated artistic, literary, or musical works intended to be appreciated together.</li><li><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:189,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:267}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="267" height="189"><figcaption class="attachment__caption"></figcaption></figure></li></ul>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-09 17:22:53 UTC</pubDate>
         <guid>https://padlet.com/19mmudgett47314/h6tvk2jvclvk/wish/249936486</guid>
      </item>
   </channel>
</rss>
