WPPC (Weekly Post-Processing Challenge) - November 16, 2014

[michaellinder]

<p>Hopefully this image indeed will provide a challenge. It was shot directly into the sun leading to jet black silhouettes and lens flare.</p><div></div>

[michaellinder]

<p>Original image without resizing . . .</p>

[Ray House]

<p> Here is a quicky...</p><div></div>

[michaellinder]

<p>I guess the lack of response is due either to Sunday afternoon football or to the fact that some of you didn't get why I posted this image for this forum. I posted it because I wanted to see whether those of you more skilled than i to transform a sow's ear into a silk purse.</p>

[Bill J Boyd]

<p><strong>Michael,</strong> here is what I did to this week's challenge. First look it to LR5 to adjust shadows, highlights. whites, blacks, etc. Then cropped out sun and flare so main focus would be plants in foreground. Then took it to PSE-12 and used Line Drawing tool and resized for PN.</p><div></div>

[michaellinder]

<p>Ray and Bill: Thanks for your participation. Each of you took completely different paths to reach your goal, and this to me is one good reason why photography is so mesmerizing.</p>

[sarah_fox]

<p>Jet black silhouettes is right! I didn't come up with much better. I went to B&W, which always looks "hotter" to me. In my mono conversion, I dramatically reduced the blue (like to -100%) to darken the sky, and then I imposed a very steep gamma curve to try to pull something out of the shadows (unsuccessfully). I tried to keep the sun from blaring too much, so that it has rays. I also kept the sun ghosts intact, except for the one at the to of the frame (looked like a UFO in monochrome). Here's what I got, although it's not really much improvement</p><div></div>

[jordan2240]

<p>Michael,</p>

<p>Decided to go a bit 'Van Goghish' on this one because I found it hard to find a real focal point. Obviously cropped, then got rid of that same spot Sarah didn't like but kept the others. Did some typical adjustments with lighting, then applied a 'fresco' layer and adjusted the opacity to a level I liked. Did some sharpening and levels adjustment to that layer, and stopped before I got much more carried away.</p><div></div>

[lex_jenkins]

<p>The original photo really didn't need "fixing". So this was mainly interesting as an exercise in demystifying the original and converting it to a very conventional, traditional salon style b&w photo. My version certainly isn't an improvement. But it was an interesting exercise in testing the limits of Lightroom 4.4 for retouching and digging out shadow detail from a JPEG.</p><div></div>

[gordonjb]

<p>While I did not manage to find a silk purse I did to find a bit more detail in the shadows.</p><div></div>

[lex_jenkins]

<p>I wasn't a fan of the old freebie version of Photomatix, but I just tried the new version (available free today here: "<a href="/deals-and-discounts-forum/00cxbW?unified_p=1">Free HDR Software from Photomatix</a>"), and...<br /> ...dayum....<br /> ...it's good.</p>

<p>It accomplished in a few minutes the same effect that needed an hour of diddling with last night in Lightroom. Okay, that's a bit of an exaggeration - I was only halfway paying attention to the photo editing between watching a documentary on TV. But the current version of Photomatix is much better than the version I tried a few years ago. Much more subtle than the obvious "HI, I'M TONEMAPPED!" effect that plagued the interwebs.</p>

<p>Here's a color version, straight out of Photomatix. I dialed down the effect from one of the more natural defaults.</p>

<p>If you wanted to straighten out the slight barrel distortion/field curvature and retouch the lens flare, you'd still need Lightroom or other software. But Photomatix seems capable of boosting shadow detail and recovering highlights very well even from JPEGs, without going overboard into overcooking. And it even includes noise reduction - often a necessity after heavy tonemapping and HDR.</p><div></div>

[lex_jenkins]

<p>And here's a version of the same Photomatix tonemapped JPEG, run through another good freebie, DxO Filmpack 3, using the Agfa APX 25 setting with some modifications: yellow filter at less than 100% effect, -10% contrast, and 50% grain (DxO Filmpack 3 default film grain was much too heavy, but can be reeled in to look more natural).</p>

<p>This is actually closer to the effect I wanted from Lightroom in my first sample above.</p><div></div>

[MathewDH]

<p>An easy picture to work on. Plus I liked the visual appeal of the image. Here are my alterations and croppings.</p>

<p>CHEERS...Mathew</p><div></div>

[MathewDH]

<p>Another alteration.</p><div></div>

[MathewDH]

<p>Narrow cropping of the second image. Material shaved off of both sides.</p><div></div>

[MathewDH]

<p>A second crop to square up the deal.</p><div></div>

[jordan2240]

<p>It's time for the Weekly Wednesday Solicitation for a volunteer to post next week's image. Participation has been a bit light this week, so I don't know if that's because interest is waning overall or because the image itself didn't appeal as a challenge.</p>

<p>When I initially proposed the idea for the thread, I envisioned that the 'challenge' image would typically be an image that was basically a 'digital negative,' not necessarily having a specific problem, but simply being one that might lend itself to a number of different edits. Perhaps the word 'challenge' has steered it toward posting images that are 'challenging' to process instead. And that's fine, but I want to emphasize again that it is not necessary that the challenge image be anything other than something you simply haven't processed yet (or at least you have a non-processed version of). Many landscapes, for example, lend themselves to editing variants for things like cropping, saturation, highlights, shadows, cloning, etc, not that I'm suggesting only posting landscapes of course.</p>

<p>That said, a specific challenge is fine as well, but it is not necessary. Any takers?</p>

[JRCrowe]

<p>Well I am a little late to the party but I liked Bill Boyd's take on this photo and wanted to try something similar. I have done the line drawing effect before but found a tutorial on how to do a color version in Photoshop. I ended up with a bunch of layers and found that if I selected different layers I could get different color effects and then merged the visible layers and flattened to get this version. I would like to try this on a portrait and see what I get. <a href="http://www.photoshopessentials.com/photo-effects/photo-to-sketch/"> Here</a> is a link to the tutorial if anyone is interested.</p>

[JRCrowe]

<p>Whoops no photo</p><div></div>

[Rick Bortnick]

<p>Didn't know you all started on Sunday, again late to the party. I started with the Fine Touvh plugin. I really wanted to use Fractalius & make it work, but it was unsatisfying (even with Oil paint). So instead I used Emboss as an overlay to give it some depth. Flattened the image. Made a layer copy & inverted that. Used Color as the blending mode & got a nice Martian look to the image (ala Bradbury).</p>

[Rick Bortnick]

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vhP064z4/wDQXDtJhnlNx4nZQn5ACWgBWoaieGGZ29ZFcOqDNnzfJBbCKz+qfJgl9hXFmxjyWHhDCpAPBdO3RUrQGdrJ5eC+ljEQMmfpgAsINJkHNAmGCCPxp6Rf0ls8s5je8Sq3lWZRWGGXjmu3uGTUjOXFQwFwTmq9+YfRo0ZHXKETSXT6gaoR0qI/XPmuQhr5JxSDOVivJ9+mPk1sPw36Nb18m3S4sGTJ5fA4vugEyAfMRPLKY95gP1j7htICnJWTtyLj30D22R0afI77z55LvVUaFWmOkNBg6s7Otem3STgIh4cLkSL5zh4bhGHpT7hWdZ8rxfKHQ8JN4hNMJH1QJpERu65g/n6UunURKbZHA+v3DTsFmWwjxm9fDjLaAR0xaEjbVJWnzh1znLHak4UrxQiyvGZ+kPi9xHwP6Fct8v3wuzicN83FFslDeUB67FQ2PThl30jfsShfELjwMnllUwQ6aVUL0NNrWs5d/NZ9aPMqqwWAei3QxOE4g4Ly33OoSsMK7N2rYKIFxR3CKheA7DvtsZEkOAFCp+uc1AmRgmi0CqdmC8sBpYLYWBNUfJ9Un3vLt6SSrdYwVJbMrTXQVKyjtiLJO5htXRLiM2gY+MP9EfFLY/ge1ua+c7n58Yg0cyeGsDNbCJo707PIbM+EmhpCKC5irb1Armgha6QBKToukMW4vrpUKfavHyGscvZNr6RWvpapKGEuGhOEwpEo5O7dr4GCJah40BKeCA9I5916/NnsSBAya2sMuGhNpWs7eQOWpI5VvXyZUGZEvIbOBevdMNn9ehKy6DIvoiitWbzLBdWSUUC5w9xcfoX4jbn8C1t1PzvfarMglmOtwIxni7fL8QogkDRjhg2VZ3vlBfV4bwd3FA8l2nrAhq6zcV+S6s1dRauH1ZSQGysLNr9C3T7RhjVgCksF0eDyYhw5bhpj03dCp2hJkUgwzoevKhc/buhbAdu3SN2RHnRt7UlSas9peAYnw50kFNIpMN/XsLbupjFmNCRJ2ohVwCjbFFY83VXJBVMTMA+M39BfEraPgGnu2+ffQBdw8Z2fFVad8J4N2IychRxKh8aruvOJoAFLdSWRFp4nu6pqjBLVz7muxWLqiViilPUSFApXh8/vJH9avG/QXzsyaXByGgwSUzi4wolLYrLtiAEXNEDo+vZbqmfTYipbvZfa6lw7AaOKErCATDSq8otZuyHQbOpTEgeOo6SOefuU8rb713c07XBd0lSYS9d5padLjK+9fELdPz/orwcN9FUGgsVTa8Htk2FgLNAWcZUevXdysorDqgf4NbSzLXh+JGc1zsy5QAoTwTZuvxKkmxoEQvahQjPmLF0mjWn/AFnJnrK+r3BTMF5apZxibdhvlENAiSrnigRW9RZZutaWNslIvQ1YCEW2UihalliqGydZ7paEgADBYjcqk11GLOWpStZB1Lg2Beaxt61ZJGt4Qor8SP2/4ZaZ8IvL3cX9MWtw0eWRPi82l8aMxX90vss6g2dCJLLIgtrCYw1ds4oE6gqGVDMwiEfAp0k+FQUWGEBDSCQSE5JaqrahE9p30SoDe5rlwZyB2YJqfownA0PJ5OSUUYTSzDRV7DTpxxaHIK7WKK8zjtRb2tYSCbJGoZLLMA1bdXlt2ipbtpal8tWudoL4zhYlS0sQQRtWtxJ/bPhduXxTVXgYj6GpLM5q3LYaBmfp++FXXa4mypRTINk+bjIg5pKU6eryxd2oVb9SOMsq3QF3PJoUysfk2rMeVdfWSi5tEyw4Zo6IJ2SZsaBn6I83Nve/e9972HuJdWSPUIR98ylSVCIsS80ipSoXL0k6qRDItI1A6NRPsFZBg2CpNaNHSXUf87dZC0hhCyxF3AJE6kvxB/Zfglxfx3a3UYXfKFxg6bjh0Zqz1WWwlbdByeqPD1hq0in/AFNhKpOWapZPILayU0yFnIJHAZuwkpG+aOQKYk9NNf2McTgUTEHtfmpeyOCeUBY75e+9773vve+94LzyBU636ZmGpOpRVmTF6FbMcKwzCDkh0GEuo2llJo9IoYZjiRxK+jZnPa1iKDQHHL7eM2I+p1DnEN9p+CXP/It1dLh92cMzEl4LKM5cgrLeJzZCMG0jqwpEx7NpQFZtPSrBpMSSCIgu71ymik+xooKVzrqvVjXVk8NEDIo7wksND59nJiu9VZZHJJHE+G0vfe99733vfe9972HvJQMEKuRCK9aqr8k0mJl6YaeTYE943Va0ACRKqHSaZUoqTKHVL68StNuoxZa99jb/AAn8hdL1vcQP2j4RdD8g3d12J3I9nwo3hzUTZ4aste7WgD2EFjZ1TfBzyDUplE/SOC4uaFEnh+2MxSqp0opI/Yio3lEWoIugFvp+lpt6qS18rKW0iaT7tl02lw0n7H3vve+9773vveAR8ik5ouEkSmJMKyEsSWJe5LsG/iNtWsI9Nj6PkqoUkWJgPh52yKqrcMDm9MmU3cONBxMFqk+I77P8RuR+O7e8fGbk7sp5MQNnhjnenrcxBlhzdeds1yShSINSq3np3Qsq9StD2zHtPDV2aHRYb1Bo5aWW76acX8iOKvnrqtb2Sc4NEJWz8Yz6cmiP93ZLnnvfe9973nvEgeoVJhr146uAbxeTm2HPATLFWD2Jm7rWkiowHh0nB0oATwfC5J9wi61lM3qkWkZIJsA4kJgM8Pf1v5BdF8j2l6+R26tuC73IGbvtpPekicMKjG0fZVIWdWAiFIL0y+sqoeUZ0wJb3C6cSZLIcB8mgkifTEj1ZIBdWX+/oTpwEvdCo9znBpZbPSGd4YT5tJHz3tMJFarBIsVOzGyddAtiIIfrmOjL1SlSpw6rSErWyUJA0JlQvBx9wF4mSsXFYt2sz2vK13SMEyqA2vrHOJH7J8quq+R7i97N7s5szCm+ey59IX0g4lQMWUfi1ZkRYPwJGCvWVhXFEB7ZhVjYMO8CkiYMCKeeMziSwhRgz5pkbqlHd4mUe2a7+uVbcBPe+ymJ7DZHm3vilN0BDxBA6OX4nhgTZlQpouKaKZTKRKNNvT2GsJtsulYi+RgTrE9H4AuwfSdGL6dFVtsRL9PmYES8uBn6V8zu3+TfRb66PfCXS+EGG4ITMGoipsdfWWtODJgeDT6y6lMkfsr/AEh5TV2FW0FXBe6Yti2lBuMAL0cXsw4WrckNo69dWYnXsQzb2ddu9MV7mwstpAaBdJU3QvZFK52iq572FdLqgk0FaXhYqdvadwrA4jq9gLzpaM2XPF6vfA9w5LcMy7eZL07ZLqM7fGDhZ4C/pvzO5n5N9Tvjze/OG4aer6PBNjQ1lS9IpvKiJ6PDoU8lEZJFXvqiZj1yXEtIgejMWRgPdETGVQ4csCIgxQlZNs6vkqdkgCFOem7rF3YhG+8NJH2cA3ukCTgQRyoHGkqzlPVj1wDYpySqkjIZXts4tvWWJGAgOMwsZlq5SlYhLWkOzRNu92y8rHfAeTPTmDr2357m8wd5Pzv61eTjt9tkt9JYHJcWUOwq4wqmHV9Xh+xXFyVwguZHEZHUNLKvIwjSixlW6EYTgjotPulsSCCrJ1OCKrfG7EF3YwPy9f3QKvvpK8wOMZOJiSCMrmw0OkC0k2IifHzLw08icII30pGZvF/CpxQhWIvvuF4SFgJt3RuqTsD83NMJVpI2NqF5Uupepoqttfz699krzvnH2O8nHbjRNTT1bVMAgyw8y2RA7eh2dX0QX94gr7CrGmX0+ibPATQCJGvYPWYGjA8eeNzrpVZvXyKHr4FKYXlu1RMvFC8z92JaCS0fC792o716oUh60NMy1tYZApGdS4UcRqIMRPfEJgnMidFn4QA7lzxSvMnCRPrMJqvKmqltw3lR5fcUFPddbzobANvmDhgf5xenqLlPjv2votrdonOIEcFN5FThlbdIAf3PugzlWrGwqChYA6YThoeqXNzMC0ZClUnkJGJ47pwHmGA8QAMreVpGMzHZR6apULYxpPJREoCPixeag+pJuxm1xPeF0OkS7GXOkC5HVswGx4gRsA4H894AMmcoi5DUbQEYkYjCZK1rKUp2XAcWAwny/TbvnQsJx6SoXNpXfnl/Q8rb98X+1dDVRs0wJUr7WrN9EYRbdOJVBP31afsoZeiI7DQLm4sVPYLkgDgYSOT8HT4TD7s74eaJRyWnpCwHmnomk7VhkNoqk2ZGYT6w2fbZntjMP9WVzY/mMSmMJWscJxT+74xJ41NE8P0yaLo5MJGfnPAA9Ec8qHVTtgCCRYRlU2nqthcOrhoT5k1bC+8TUmLdUTMfAH9MxV0vzL61fzn9eglkxRah1Luj3zTBQiFH3HgThhcKLg6UBMh6IdOHRFAZjJ9Hl4oGR494CFJc2yjfJOEoi7JdSFeQsS5vCu6ttXUnVJny+f3Mvvq9dP79YUMEfynoDXOBOjx1974WeffbCTX1vA1P3yUgIpeR5rj3Aft3YqFsJqUCcUI22fsT8wxBec6SjNgMLKzV9YSWPAR9OxF2Hzf6rebmNDuJV6/ViibQNDCMzyKFy4cB70HsR+REZz6LnAlFLaSZ6yL70hc4CicE94pHVlE6Imgcv51BVzZBXFV7SWAQUyJddn5pbzN+hIK3VQd6sXLVu5Gk2tS6tLpdW2ISwTO2XTRiOjnQ45b+RBj7hH2Ue/c8aGCEXklK0+fOmx48d1O71ruMuPYAFE5+fr9Fx1w/zrdXnZLTLh5Q6YTMzpCJgHl597unws+LhRcJF/Gc459jo8QWWZnMe8nsfexhI+aEYGHl3p+0NTPrt/XvAFinRhCvQp4LWafjemse+gVD06FDIM0bWtbyeKxFSap3Q0Km+ZNsu+9lhGAcfco9Jl+m5ea4+854RPhcHwsMAQiDSe4osVe9wX0KlIlmT5gH5pn0jGdGPzb6NdVidGt3lzplRc2Vdl0OrnRBAaeDJlfex5jyOEPFAPF4nFC3A8YDq5LfOOkfVE6PZ73sZGzY8OS3SlpF3UMmyMmauaWh34bfdGX2CicuzVMOSCjkQANWBnXH1E7MHXVXki4+kFj3SOGkffByAC6In7bLmoXhEpcq+Cuusrf5yNVS89zQOODH3vaBtacrDPWMnAT9axdwfzHe3w5q9PTCUblepWlVE6sNPBB13THwi1f3nubpwSSJPoz3+l5xhUuqCJ+LRlGFidMjNiRqOytraffJi5cDRLn4ijZGemXrZu6ip/5nbdKn3bLHXPO3jn0rXHV9mtRZlbNyc7c3TfYsmBhNHIMl4+kivQQ5hoSKQEx54wJzb333Pce+ItexbXVHMLk7q6hefICwDsNtoyoYgdMj/NL+oYro7+dbS/2hs19ZKipw0CIsnw8VeLsemCdZMDRJ6I+MCx+JEiUIlkWDKfjtiJwwIHEwWElE9ARLmj3eb/5JpeiL6PSfc8lEmW9p7Z57+vc64q1taV3L3rMx2G7RKEmGu3KzbgnnnEt1qXEJA/nOpuG+j0KutAap9LhTE9gi686OrzFQTFo5aYSNzw0R9ybZJ7rb0dfSxCEc6+/oXsaPqqzGgtPuUVhZA/HqvMn2tZbV9AdHaPZeq58mYThDl0HFHmx9oEhzMtYfc4KJzMnAwZk4JpmucXFkuOMEFwwsvTVsefux6OOkD4vq+iP6bQqR4AccmNy10UJOKM0F1u8py0azC9dDb70H4Ar5IarbVB/V5WYC35TsbANZWauzMD8O2oqF5ZWvJISrPTRQPCsdrLGdbm9XJCiw5f8AKWd6lU3XHrqGCrzlPyAupv5xprg97Q6QE/GH+0fPP0X8JpLqcLplzYcOJc2wHz6Pgh/XI9dNr5OnEhKwzrPDDQKL902L4kVkHj0J4kDVGZKMxkPbqaB9jbPtMfyHSWfaxGdWlq95Io2reBAK19Ba11GUTn3v4A8Pz3cprT1NwNBqZg73Ps1QNw4YNX78e3F5n0POAoTx7LOXtspKN0DqaCrKeQ5O/n+ot0TLKuyTrHKPnazdrZRmbmbX1bCcl/CTyy93bU/XOdg9XbpuM7+M19PxH6Fnz7UX0Zq6GeKZd6pTJ8Htmn1F5R2zLQhrksQN38ourkfrdA3dQ/7ySxsllK4uRpnIAkrtuFUt8801qO4ovudZ88K+cg9VXTudV21rGB5J51pifeNJc5bslYWz/Xvmwh6pjtidRGX8p/fziMJG6unsT+oZmhyvL04bqjP31veyOWgBeTOGwmJhm7QXf0dNyN4q9dvLXT3a6g5wqZ62j5xtXC+tYDmSuK+f2E0faTqKTjp/OP1LoD+zYb8tr7Phv0A/lurv7z1ptgYwFCu1rnHPdUvY98/0Vg+pVrU0ldWd8l0HUJ9GqhRIEixWWoLeVu6oTGYgQ5NcqfnGpD9PGgXFTjFEJKwKGcZ85adM+8p+eT59pegTZVCiOvzNZe0mJpKVyEWqS9RQSvxGm6DbLv0JplFkmcBz2YHQdNv0bLAhyS6TUZax2Uupp5HaKoEzjh3jt6Gs977jAy1me5TQ017DIy0wm0hx9LxU58bddabAZsaSq5A8JoWOEbi4/Rfz3s3+H63przVq/BhpCxDwmdXPqKfW16ynZdhXFmly11xLj61+fGjr/OcbaotFnYCcC3ROTqtRQ2lWVzWurjL+zXWVNVYJ89dHXzzrLroE+gVFHvxHe9Dn1bJ84GStp72lVB1wNntLbVkfavntPeC0PVth9bMvVU+PvGbAudSkZvcs1pA3CvvZVxcBU/8Am77Tch9EyjoX1UmEm5O7XNLKxS4uM81YJf19Y9pV1BaNa3v51p+2w4spQV7qtOFpXcaqdzUH9KqrV/ktl3tY24khIVeDnaMomjlRx7PHzKSyCNMKkB4LuYiyt/21dtnIKMxGkwq3gK19MmUk3qh6JgRvTsw0/GWoUzoZB5+86lvqNHXp8B+mTb+vY7mJzDF7umqoI/NNZ0RfTMvW/rKPj8bD2sfFvoUy9ZSie8ZKpZr/ANzlJv4zXSkvKtSNidDRVfGD+bPr/V/9ZxJEA+UuGBBmtgpzQ1U7LL+o437RWPNHc/pOVLa6slNfPDyjfTR0/wCXahKN+5aW/wAl7+lrX2550PMYo2kXDR3yqnX1pem7cRE4JW4T5V8M/wBeOwGZnh57qZr24UOjLsRcWLbCkDhJUUlKA2Rsnr+l5yn2tSb15WT1HoA+J0sEPv3zVQfNtTYN8v03bf8ApL5qyecuEhyX5++gp+in5XrrstRUriwAylO1Gn6riK3vzf8AT+kX7b892gO9TbPLni9DfANx0rdEuAUoDMlkHm+iOWnpUO6CjaXFa29ykaf3sbj9zRZcicnX/LX0VBWDra/uv+X67pCylvAhqPL5Fe9La1qT+PXV+W1Hl2Q4ghRYUL29fKvE21r2vDXCudx8naszqq5OfP7i2HcUh2cXIx810Fov1nHeUb1Nsk1rt6WpZ0DcRm/hA9neZvee74NvO0X9H/NAqFkhUGuHO0qbHqty2G1SoN+I/QO4j9MfJqVaNvmk+R7TrJ2mfsY11Ut5nr0TNV58n3l6O3oycJgIZ10kWo7yVoxbdZAe9rnZ5adDVLyRub0c19ln9/p1M2FRxt7yjbxofTP810/Uum1xOLk6RCAjrq0Er8ztrnNqpWTiLe2bVIGZxaHgcg1JHqzceTOmqqdfz79IZb6NQWr1pLLdNV0eUtjDPON9UX07OcW6C7Ow51wwe5Y9hmYGKTM8ta35527dD53qpV/S8XJH6HQOrjdTUVpqGnZ2t62Ty5IvmGl7qftuJojqiU0ZC/tEx9vd/u83KDQgrmobinClsOiiyGsWYtsKdf41XMTdqbvs/wA580m3smrhfkG17INtn6x20a6viX1CLv3/AOQ1WvSr4vUnrw4+oPI/Q4CGpOxbYg40M+TsPg41u1o4w/DthZv9FqTc4/udrYsU6E8PZoqxaS68IWKT/QRsDONbIcQ1Ez0zou2L6+pYK0r+N1SNsWSuWc+h5egAQWeWb/QAyl6jhGr8x1p0Q/TsxJTXU0bcboOG3T51I5mykbhdN0hvlp22uWLKl2yjC66ZrqEi9VW1hvrNLY16ewOwuN3GZpNwmnefQ09nD6p4Vb88WyoodakXTz8Y+gdYGtoqlma5IfPNvyo/YPmjeVNxHm4Trz1GZn5XXN4/w3eZ7SitjzbF5N5KF9kszXzjSWHatFQsgODj3S7zW3FbTpX9Z+8rY4YjQfon0mmq+1dBShg7Ttu2SRs2MzKKvOwQ5O8pYTyv0eVbc5i3b5dsb8cvcnq5bSWZyy3eZefQ1MXs9c8mdeKIdstazjdD0n62r5Nn61hsHo+0W24NKLOfq1rarNK2w5AqFzvM01bxXUjC8praYt1WQimCAmtzEdEbfsXzGiv61NHUW1WUHUtnR9dV/wCjDm7Lif8Aq2S5frZPpxxmomFTW0TchDtttfV/0VsbaSimdn7+Q+iryBE6paAaEiWvK0dV46RddVRlzNiovnuushvFUJm2OxPbJqV0GfOee5xzv19NPVYH/RMu/fzjVd/uD11gumqgw+rmzSXFgpwNfJtcXfRMbAW2W7ssZrbJtjQ/myzTnphdN293IM/S3sDa6wT5Ecbcv3tKByMJq1F9W+f1IZO7XPGuqi6peCO0rrZcXuO06wQGEhz0eS5Q7mq8orr9LRHv5+e+z3Mbpq2WNI1YdmbK/wA+Lbic98eTl1Tx6gO29ptd2CxUqUOoRfWSm6XqtnU+UB9FfiPFI6T45R637IaXoz0RnTta8ZMIbk6qrer4m7iqgJqqa2b45uf0LouHRQiZ8UDawwovzu8+fsouU+A46vY1gdtC24r6U3a7o4ESC6xXxq7S8S+TnBf13572f7fa8aE9hWbsdpbZ/p+HpKo7iUU1aZBLymU1Xcg2l97nHOzT80Wqqrwfnuo7MDJ/lQ7Wvitp6MRD36Eny7Q1btT15S07j9DGhmrdsKr2p46Sqz50KEwn0UNPtaOLtOfL6pjqX7ypY8kLcvnGo6JV2Gqzl90xbmk8GTe0vVJl7hb7PNfm37HOqPBXn6MmC29jWqodXJGZR89cwRHy7je66p5qtPTXyfFPodS/03HXPZa0kU6OznQI8/eCvuoq6jWPXvVXXOevkcJzVxFJZOylEFar4bdrlhX0XtKu8e57+VYDJ8/PRLTQbvVZqYZyzDP7CoT67jqkNJQpxlTpw+NayxXRyrXpu2aZbRN70nT5dqfCkqnFxXuDJ+VDQKkw8473qyIGsqChpe6f55ohwTluctuqAzlJqk+r7Y03IXUk0Y67pA/QPzOA+ed/Sf8Ak30axndZjVyUK5c4/Jp3g1bMQtTS8lmnqSwB7a/ju47mNNVcwnh2LqM+260M8bfONpaZeS4rVnKwtFQRkr7JuEgMTehuTxF3WBsaJbUuo7GB81R7wH7vCWi1F1GlJSx3K6WEv2jEEtaxTzoaWbeFuesPBaKvz6RW1s/Nr3vxvTK5oAMRNkebB82xKrm11KyH83Zqtrz2Gekkg+ilwvck0vE3FDSmtlL5NZa/Smiq3gqpc7/1zKw8Rn14fnn6x1Q/WMc38Cch5k7N1yX+3iHO9QOcVH0fJPt881PelmLi5faUfN/XM1N5u36OdPUUMA9BHsOwW0NQXUGlBoqavVZpcANT9fUzs4S1Zvf0cyPnf0ToeYVpXsqaunX1E5Mm9Hybn6Bxh/n377MIr51f1RfTMu/WQsumzBaWL2rXcjJ2vYtq1QIpp5cxWkwbxi4ljX6OTFen+f5Y1scH1WOtaoEvzByPQxitNWu8tdAj1i7JeJ1eWf8AQ2EM/pOd5o72p7Sfzl9XQda7E76tjbVA9q4jy/GcuQN6vq73FB0tfnv6Z2t7OlGTi2GjrOL75TrrpWxv39BzvMLWQcITyZTalwwrLDRKKpNnmq0ecyg9OjN2UaKO3W7aVfH0DF2vY/UQBZU7V6PU25aOk/Ou2OahFTWUKdLQv5mGO1L5DsnL+t1rcfLdR0N/Q6MyOGrjI31QeM0F6Olq5V2dap21oKwLybWucq4u0bhaa5qSfRkkn53F2Xnq3omPKdLtW9OnZ0/M/k3DG/X5dN3mesL4zvYKaqlu9SdqnzTr03icZkixU1NPXpZI9v8A8R+h9AexpcIwVdiHkih2TPz/AFnRJ9OyfP7X+5y5L1KbejmMm2GrXrPqpusuzq5CtHlJVOug6anO2yEx+28maI0SMVtP0MtPTIP0Py+dllr18Zp253eX5s2qv9Cn5BuTv6AgU/NtNdzrkWgbhSJkDVkIWDhQHMVdyyTQV8MrijpEJWprRgt+orLlotK60DH6Lp71NZywUDaKTnK+9rnQylzadoFuKLR0rOXKDFT5Z/U2dutM9WyOE4EjXPWUOIvTUCyzFt+kJi9VPjU0RCoTbLleDgeeTBajsQ3ucpWqmmIvKrmKMg3jcGdfWT8S3kZy6pCvqQ35KM9h0CEXSlmLhpxnsu+TfTplWtLzKaajoG+qYW5T5s/0POXXC/8AScl15/JtDYlf2eHz7Q3I6MSlu6vhlLQhi9cv5xobMLCUWLSu6r9Kjw5q1pxe+ukzrdS2kXuppmLs7Rdopk4e8w7ZeETzMdhG0Lnq1lVGq4UBe70EZbR28VL98qJebJqusmdDxvXVdd38r3HdPpasSaBsUWXBlS5OZbnW3+Y7C+vf5t+W1OF+yq6iXk54I29pgVqMeRpn2lSRFiQz7eVl7Bx8k0b2Tfle3BfVUKeZhHWsRf8Au7K8zHz5o/olXexkXHYQtZa523kund3PaNDjD0FBXtZ0fQ/mrKtmMOmbD7Z39tlKzW16ALRLrkxWgoS3NTMf51c3I6hGPdeWADHaqZKSYTgnYGp81NbXzs6lIin2a/Nd7KUi99nY83RlaCbmsiqM36NeR0tp1vXbe+M5j874JyQ0g+PKne6JETyuuKziAkCoh1abqLPWqInJ2mpTfs6yCN6sMFPqiyl/USCqYPQgTrgXwgKVtdeQdtU2cCNzuwZB2E9qBq26ntoJsLdbdBpo1LEsc1tTx8+ppAqMVPWSn6F/z7eTp22cplUJRfYov3i7JmtgrHbE3XQqArwXiiQsFIIAFVo6lN5aN8lrD82bV1CJaF2M/Nd50jW1VW5XPcZl1SoOLX6Qma0EyrGs3c7n2Kc51Sz9n2OjkmqcV5Ds9ZzGzNvBnc0HQzY0/ItWP37plpA7UVe6OtqX0UJzU1leZU2PN7p847XY2417TWPLnYnaO7NV/AwQ84tH703ogsvr7WvKxr7q/l+x7jtGvB5Fzhd0edrXdTE0JP1Cc19Hmje5wF6XN36dTlVX2y6P1OHzXW992/ogkxotaXNLWF1xGzNopBUyVCWprUE2Hro+a7WOBxz457l222ZsbyO0/Q7s67BWXkeCWI8wkD37Rk8sl/e+MzcrG4tyI9Tt0o9B0N3dJx+1VvPFin5ehQZa/qYL3HPPcXkOTxAWZivmFGeWLAId2aVMwnLYHlHukrVkCxZAYr6bQVcSk+on5FtrkreFfuefrL3Wf56ralttrWp0ZbTWTEjPyznxQXVK7+YZsMYarmyWj/Rv2lCoTegMH3KWuou1fNUuVKzHz+/U8oVwlPnK3l1VaxWpYrRWu0pvYn6D+hrcVC8MthP1CihGEMbpmmgGh0DHonvqwEJ8eJUpvwlaHUvVh28O0ywq/wAunyFRN0A67zdzt69c23nfPu3WxEAyHZFXOSTixNNzQ1YxccOFDRCA1ZRYrnM+X+qs2R5C4XVQ3SfrKjkzMv0R1Mpxk8dtzp8o7XHY0ToZSyPU7ATT3/6T2spSZeddsDcjIk7AK48mm47nU+V7TVFbDC1/2O0nVWwDg1v6zpporLn5TblirY39uFRpkZHvy6BJ1eMehuSa5ZqGazvJ4GtGi67iRKmrdLTFnveibnnsaDhLtlspem6k71+0r1FlvRxaswRlmXP0VjH0KRvmTNfI4sovJRSEiy6bVkGxAOFn9CRNqnzOvc8GrrqY1IXjX6b3V5YgVzTUsBc+cmQXi/ijqZorfo+BYRNiaj26obCK5nqXA3a7YoK7xqH3K/gUsqvvqwuqI76p5L7RXuDpXeJKxTsTk/0vmnIY0rJu1wj3TaMouwNEWus+FFasnyOT9Lsu0VKPYSxYulEZWtTIH3j30lKW+7t920QsVnYDZGE2vDJejA4HiV2jmXT5KQ8GEXiQe6sZjsyskmA5YdSGkDV4iWJypaeM5Jy242G2MYrVPZRG4jI+ZIoSIBFcMyl90qh0sZ40SkrNrMMyamxnrVWEEGF+fu5pejPFaFhLZAthOU4pw30KMzqm0sLuKmIF5UoTyllNfaVUoyRkjNisWpw8JOT6gOcvGaUqomJVUlxYpSMUsaClruKwQS9ZmJly2l9L0Yyr9a6HdvITVP2uZTq5MKR5xsyMzQDi1ap7JbSojwJyTlkbwU5E2MKQciRdd8pp+mW4NtQeGT4l+jTA+FUSyFl1sokGd61Skyw0TCfp6XC5ov2qxKcz0WGUdUkjUWjrnFPbdUvO7l2+rD6ngEpZULeKqr6rulXVWjDUF5VclawqUduBtPMGdW0ncZ+vDJWELc9Z2f8AkWeMCvVa1jdyU+ZEdlyTWeihReawUtsYYekyA+LskJmuKOcZqBldxNR8jR8l7Z1u1a2ZwZD+Xo+o8WYZez6cmE78unxVD0/mKhJVQIOn7bLricIxCBCrnVc4NRPCnNcKVKUD7xpTbNoFytZYshaqWFbqoocxlnI/QUc8tJn0YFVKVzcj/LxCoNJBlJ9ikH7ObLr+7Wjlpqc1Rx8r10SKF+ym5oE1WvswCxiP0kpXJLnnmTX4mRSHEiSw85MxMGPsiTiOoMEMwooRFkWEWwGnS/SsfT3iBUYw5wlsVVMpMoWKalg9zwCg495IBzQCRI+hfCIETnOkQOb49XBpocvHftl4YVTmMIOY2K+rdVYXomgrbCm/Gvrm1rLIdTnyPykPMpfszVvN0Xs/LiphBRXLpmJev9hw4Zmso++VbyDGWuJN2VXPeyp4y0OihDxiUT0nGD1n14lfOmUoNVHsgTKQtWanmxXt4naNbHh6xw1MNkhGkozVlyjrIVju8nCFmCwW4SgmL7wYXx64J7HAERoK70lfyY/vGTAdALzET4dziGhM5PFEmkE7yyXUVcj7BeTluBjaO2psxDscQCnJa14ia6/nyM1W7veTlCyCMCNiJnO8j6tix79dz9fHPoSHVLdlsaCC2QtGpr3YleZscf5HRDxbLrsdGkhcZHxX2aRhaq2/PBPUcDNrvF3OK9gTJCYe1mvNvTYGktQJID5xd4i7fJNp6PhZorZ0SkZE47EENDxhwy+76LNayNPJRdipnPO87yPqUEhLskNMJRpoWZaaslNacYKubgNjryFKImsQ7IdpeWl9SQrzt4YsrS+mKOcCKF7tguiqW9KvUzhNRdfu8spgTq/xd5EtR3GXZMHg0i85DmG168xHujDCc8g6yFHn67FxiibQfHkZFlDrDrNJrsZu29NFzN6FAdjYNYV8TkHlTMSJEwqm4K9lUeSKM8Q35zI6iog1EKjf2G8omPHDXpO2U1mWLSXKctr+vk/7KOaO4Yeqsmkq7JKQLAql4hw8WXRywfRj0m1L9pdFrSTM5zN19Q/NjWxWorGrrP2/R19Kw8asneRZBGu3NaVfNgk2eEO6d53DcES8iQxVvYuGVav5dtx+Tcko3UMoygHU7CL0t8jDXs75xcOY0XHknW02xqbLeX3khrKwCRdXf+QYbcac0RkSOW6fUcmwmQd1c6HL6ZGh7tkCNC9cnYd6Lvo2ORlRpsuNMsg7CehJHpPyf9BzJ8ddqCvh3yM1HASI4RwdLUzLta6pTI3gDvrm9fm4J5m7kJbVdLuM1UsLin2gbbJVxU+6hlDDuwcLokPKEOIsSglFzO+QgRumcDb8Z0Qju6XMqz+tptnznwSuBCRXEqKNzRGTdQItzCR/RmcJHJYpVZvWqZBLSLe9CscnRfy0TBGhesTPI9DOyrkMq0KYI1la9EjPMRcr5tgPhmTjgHjJopREIuD5VnuNoewQk68nW9RvyKPKwm8qK/aO9km0CqygadptZ5Cl0zKE5JKV81eNbGM9LAISgnOJ+KfU6tSiDRhslLdOTKhMS+89NlXoUXB67KsMNZSgl4OJ9Yjce8qSjJTLOJYJupcVjM5nSJdBpQWabw6CthvitDKm2npKsxfqtAhLcPowv42GHVM+nRmDh6ikSRlT82kSyMc5JQvUCrwPESbkduxhPGkUCM0gOuie9OXS7hxr7phytu03yJ1qFW20WlrV8tF/NqWK8mOGYpzKdUdY0ZW21E3QixmrLRRcnHrzKNmuKmGYsxMYu6pmg61uvrPzbLNsqKQGUS8wnwuK7Ho8UXmlVbv9+rYmE1TYMDidU8zbEQF02oNVpgB5CMty+slUqsRt1CK43EMpGOyRUn0oCPJalMHW9kVdORYKhBJGUVGJt2pFJGGdTEm5T9ECuX6K/qWajTnLKO1TZMvXzRiflL4QLssCyjzzk5LCLvGWe+0owkPQ/qrlPi40UTkx11XAcr2otRAugJSURXNOuTptx6VIYniTnFPzRULWi429Xbv9aJTCtq5NLWbZ1NydHNBJRFBGriddp8Dsz0ukWdrpMioZblEywBoNN1aNjc6xWjTn330Ewn+8NfcJZrJmIpRE6futJ7xTI0oZU8E++p0LfSMzXfi9AztfYtAjwrSkmhRPDR0+JHuPpy2qco2BxXSC7zE4kINIcRCb3hzyb9SHJZ5KOddcEsPPIWDse4WQEE7BVKzPpAnY/XMH5hl+dkzJVdzTAmdNfDYqbi3P2txNxFSO6rE5Q2KaDR6xy3W8lAzPxKIlXLo18OcOq2a0RfNp9ESGIkBKi5Ne+QkO1Et7Bj1GKhs1dWHbWitO0FdUd8+1KflwhS62SBgHIjzQyEWPHO2C2qLxeC0IG45osmXIkMoOm5XIyXZ/3uVVYzEnJStmpJ7oTFuLJcJWLmtO+le9I56vE2VO5vF4zqWohwNt15QzNZX55Km5u9uwyaFOJSDtg1vVDKl3kBQK6NHfxmIsTuicC+STAuk0LBNpWCfl2KddJdAb2nAZsV5AuVvAPO+cKxdUQq54d1z50cPQ7vKGpPE6FyT8j1UdNJ+ZRE6+bAaQJEBadoVxVORLh13kK6y0bdcg8UdceFpvPbZVMu7OnkRJWRTI8rNJtUpNXSX7b112sCjJWqlOruOW0pZfq8t0LteQ0PVrjFH7pUtxeVdsGT7MYwxTeUJaaKG7RGG0iQi1DYRQljTM24WJNdeJwbMnLQXnItwuWWjq0eWFJAhsm9V8+ln0slyMlWWPy3rF7+sf52DPVh4l1jwHhNsAJFckybRAtmeu6raUA+TvcrlWsWO61izyJsIx8j0T2WM+lE/E/YBGOHslM5ElnYU86bLNqlS2QVTfIS6pRrtV0LaHKOpKwayC6DMIwWsEx08p+dPkGkB5iBwiUjZ65hHW3LbTGVwPlz33oh+dF8it3E7GdFTV/wBLcy/sVWs5x0CN6pNT41Io4Vfa+MrMMQN6G0zsJ6G4hBUNz31Nc2FadBg64HVyQDDs2aleFNZIVOUiIrP2AjdRmK9GPtTbmPY64lB94XT4npe0Tj77nho6SwBmkH5EV0ltW2+XT0ICzXWZuvCku6wcxpUVBhqyMqmwqEN0/nG2qobVl6a20Qll7mY++rxyh3yUcJyP21bnPpnyuUllUOEJ+mTHbVl0r2y/VeaqldRr/HzYFSH8/blFf1kxrRVGzkwtY30ofU8LHitZgPmXkikwbqutQFmEde4moAGSAGidfMoi6yzOq1967/PE1XbMnVWgLvCqXs/RATgDJHE3AhZaWO5knn4Yf0jLyKbHERLnseyi0tYr7WtCw6IHLfDsacteNrW2GcfbRdEh4qXk7Gdrj4y1thPi6oXSIq+lpVwCodFVhl9qn+z6Cvp1aX0LsbFm2Irx17ZxmwrQ0j4bHr23CVbXzu4uW+gZcN0tPPzTQO08qv4RMoyrlTsHD7XsXRXgQotnebYlUTcUl0En3assXK6QjBfdYjP3RZHoSUQs4lR56yS1nMHIPT4X3OhRqaec1d9NHV06kZAnJhLheFwi3KDWVRZJbnrdNtgI55PXY2Fbb3qsTVdUaquTPakuC4mVS6YeJ0yS91lVbNuKhpKh5pKOygNSkj2oeyLd1tzX2Gnqs+YWkRcu08rgJ66JSof55dSRuKd4pwM1vV51lxHxNhXLzAx8aQmaRIFZDrZF8YYefs5rOyZLHOXuYy6ZDXlgkDAdsRupKRSs3Qvg48lhFYPEYY4rUt3g3Afrp13Wak2JuQdmhI4iPGn8g+tl8HJ5azH1HZPfpODJtLwQXUJWHIUGcR+MzBVzqJM6tKC+p401VvKXzULaawAmjfj9spmXojRSzLLY080h2bmGCVqTZ/np72ipCKcLa8yb4ZTLSMOzFrSyhLH3QnvFHfACD3NCFsc3S8Ygnn4K1br3dRdORyHPgidXXRWIgxiveKxqZXXubfa9oTQ1V1yfW/jvLj8m+6Pjb45sUXqb8L9WjxV6jfLwHkNcPaATAKyJE5HnfGBxq6zqhTiRUQQH0PZSLxHIaq2SyDoZqHRb9Rz5CsSsvIPpVfrahPLSxUZ1Vg3KIuFJsSsGD8Gio/LQcx/e5Bnn3uXpYiknRy894Fz3hI7iQO3OGcu4dEYdhmHz4XmXtB0+RKItqUqkcUXuoP6B8ieZPX8Uvz3aOGevh/VaVP8AmG5rdHkFoIGZEp4MHw/nVabi2kPI3EdLwScRNtQmJlwA+lw4YdJhyZMjcEyTWbEb+Pq9AlVpwEwtjHirMvWYOpIOoPNFmF/XgwLz9tGEMnA9Fbj8M9IT3oqPvDeDCmnFjj5eChlq57dPhixzaSGJOCSDyJzZ7yGF2xjS4WaFrQ0yYv6MlBuDZd3iaKIHDxH9Bj4chcoBVI7eQdpkIAnkiboCXMh+1Q7qhDfdUpm0nhzgEXS/nMoMb4tliz6bAWWVwi7l0GNGWdSg/SksU2kRmG6V/wDUpLZeMc61la2lLBXFatbFGOnzdzggvBHfBYeIwnHnjuhMtRPoH0YTgufMCi0e6DLwsF0L6G5gJxPg6JQwSaQsFqxdIO7PSUzwjUq/hRFC5Q/YjWh6+z+jHwU8RwxjIP6ON1Tn1hWY85rh1N19hIcomqWuG9Aw7zIn4OJroTMyqrKA2dXcWTI98PNNEkrbGMZwdVNvyNmEsl8XnhA48iLOPcTwQXAXpmRhiezCKGKwE893dD2cwi+9K4yTixNQ/ey9snEWOY/kxEJ/emamEZMrD7OrI5zB9l8q0FjMQX2+PdK0cBTDCjhzwX3Mb2pN2007VWQCtd+VO5jyrpeNH1gTwWviMHUiHkl31SsXV7YdRwTJlaTy2wFMH0XIESJ4NJj7VyPeAlHo9HbMY1kOEOl8fGrAxHZ+LSBwJol0MPubqZlIWyBQihwi59IZeDmJlExL3dKAVtfQ2pgeGzsd0oBhM7VzhRMb+e2R9pDEIp3zvNQ+l0ZF5x/Dloj3fLm6XEn2WRuYe4sXOJAfrG9AgIhB4GuNIGUVKx3wsJAWQTIfWrGZkFptVQtOmSW2UQHPa4SFnFuFLPkBMxCO9+j7Ascj+LQS3WiIiU95BZxnmIm4fvAFwnACaAaYcp8z93Z7mzscuz8hLxRrUBjIfdIOaw8BKex77X6ZZyQYkN8+apcNLFTe2ulKx4uEXSSJ2xB5HVw0YvodfbPkYULFzyQULXXasokqPkAFiPA/NfVEfKwQLFXQAzbBy3Dnv53aHvww+xj96ObERFsEpDI1t0dpOfcl9Ce/nco+BTjnwYbk/pxzlDKXdnYie83e9gA2lNwKqbBfvnoAFJBBeGe9t50vn31nm51YHOA6wrfTcSFJbFgC+E891mvO+7QaCvMRhGnxFQwznfJZsQNzic2EypAsElmU8UMkL/PAl2ETR34qJ/AlGiLmHnw4aocDBD5Pg6yEUT4eX6O7svfe1x6LlD3ng3IZ9j5Pwbvsp9Fd5s77f7gjkhEOhKt8oriawdx9EGDoGPBcumLodE+jrVT4nCOHRZ1tU+IilsgqhtznJIXUJ7aVSM2e6xVfOQp1mcAdphnfl4GiMjkfikMq5Vjuq2nIi/oNYptnltSaeLjwvwSb1pChd1D4CFHX0eM4AGhqDSJ75+zkPGHcpR3cHq97Lo9fPa+nyl0SWHvemEPCIE9XMU0bQRbuqEfu8De8HOM8t0zKxCUpMZSh8SBAE28scjLIajsgKp1fcgktaRPpDcqY48VhlFJZlROM7A57Pj8FGZR4VelA9Wb5j6/xRAuea4Bzr3PPd099gORj72v3MPeD9jp54L3x6aIj3ffcw9LX2Gz3vo987L73fe8z5zZ3n3eG0xiPS8hNPgmC7zVz2Q5bBkGNLnEx48IT+6K9HX7xPyXveYTijxyAwlj7zvkjJTvFBLzTw8ZdIyvOMX3y2j6SvJk/uIL0Y9CaSC5Vmo3rnFNW1SLH32HNZYewlvYDqPD7vdRO5894KQiuYzjL6EvOy09l7yW33cfS9937ws+Dz7zXIQ1pXM8NE5lhCYe7thLZVu/e9sFwVHvneBCi38Jp9zSXno/afEK3ltZR+x84dec5H3dw4IwsYmQ01Er4alkd61HUodFbQNFMy3//2gAIAQIAAQUA5m5jzbCs4Dsnycqh2R5T0PY3lFTDsNykek575U0PO3JpE7zrye2i9gOSBT/UByaul5/5OFP9QPKJaDnzlElb5t5WeSs5f5GeSLybmbq01/fvxgvbItSrq6aYs8tvxjWXKGatoPLHICqPKWfLoeTM7XScmZmKMcj5pIN3lDLt3uVs4ZJvlTP3ETlLPF0fKucDpeW87Q8Tz2NbxqVrC76gZ9hxzj7DMHyrBORc8iYmhct50pN8r52ZMcl5wenOTMyBf6p5cit8nZc4gck37WpfImWtmXJWYjpzlDMxGVy1yCJSubOSWdLzryaul525RVf668ne45zjynu9z5ynHIuxPKQE32K5NUR7C8rKbXPvJy6/m68/o92VRV5RabUtMRFIG23y03FNUYjnssYtBG3aOBIXQMEAoLm3t+WmWjLTMRCWO34LRRW5L3grMYXXBVg/ytYBVsyyq4cpf5cjoTePGujx6zB6Jhr8hK3HKas18GLI1bYHSWmpfG0tWyobWHoq1stHTn5xoxx1r+RJWFPtyRBZ/MDuHMWLsqe+kUj1FhbJFiCohXRnBOmjEEXG47T0rHK+1pjwG6bVwHGXzjqWnoCmkisAj/awRShrooh7LEMRVyaIPQmHdDWI2R1zJaSsHy+P/wDbx2SZ8+T4sdV1GaFBRlBUEVCBhNA2mwNiOia2X2VTXxkJUiDoI/o2yiK2Oy42oRn5akkjfQmI6OSRKqMua/ANMAHm2KC042O/goKySiXhuhMEZSocSxjz8Ovakm4sxHI1EUtOTo1ZExpjsDnfHNRjNxk2ePjWeSt1yCUClRVCIKI1Af01AFEGL46rvKW2wYBrJcUrr9qbilpWK1HbNqbARScgpu7BRFOIoqsP0WAq6SIgC9EQ1cgiKGwoa8f/ALfOf4vu8lNRhHUZlBBttC0jSLrwRFbRdAI69tV0kYdBH2JY6igtjugrppry1BJRaYunrOHGkxpjC+mkT0TZNfrpDRvTSC4jrWzZJshAqk06ngiApOttm37ntAYeY1UMAS9x6LeMS+EselWQ4LCZhMUEBkToIRoddFjIJeaI2KJu67pmIINCItJ+umZBtk/HalLk9E428r4uC5FbJHa41B2tdRXIggitEujaLZxsdONoSSGE22/7B86bf1GaFd2m9tAC6RvXh+SNqumw3RppfEWtx9vZVaJEVrfQNqum2vFY3kIsvm2USycefi5CAzFbjmj7ZDpo/DUlUJGn1TQSPJHAFSPZVR4wUXBIWTIkNttUEwRIDMpxxGTRFBdGO4q3sj0gGC8N0WKi6lbi7EE2yEQBlURUT8UVUTUeRscsUe1YU0GWrtNIgELDCI5DbJH6UCKdHYiG655aUFRSb/F5tTH2R/ofzkG/IzDW+hZ9BFF0gent6BrTTO6tNKmkBdlAde2haWKpaagO6CNsotKKN/lpv1SPJQQqXZ8BuLawpbBCJaNpVUdw0y+u3yEVsjRWyEXEgvE4oDshsG8cRhkW2dhPdF0oDuTIqjsRPEq5sNKipp50EBuMpGgomojokDwk0SKhIXoro6B4xUVbfR5s2jlw2lTdEGW8SJcC47o0Ty8N0X00Yoq7/wDZfmwULkhkN9CKbI3vpG99A0m7MZdC0gaQNlQVVUAS0LH5RoBKTUIR05HBxHYZCv5DoSXQIAnSSPhvz2TgvQMkaRWJbBB4e4CtK0IJvogVEcD8GY5ooB5iAJoSREAEQETdBQhVX3QRqaxKDxHUgFcH4/8AEOH4NqOyB/i81NtPIDdRF0i+WiBQ006guT5vkr7wnoiREeJC1LDySZCRNKia8fwUPT0/o1zam/IrO+wBsgtKqixptjYhFNIO2kHZBHfTcVTWJWB5/HUE9pU17aKCNDtOr3d46GaNt+6MdpWtSE9xJVY1LjzJOQVsXBs7auZ4o04IwwQxaHxdjkGgaVNCqN6V5TNlBDQou3k4mkU1WY842DjTrDsayf8ACLMZlpttpFRdSmlbcEd3FHYkHSAuxAIi64gi29uVipKwpKmtzEnV8keDyQ210/GTcmkaMx2T/wDh3msv+40ZN1Za02yu7bSCitenhtoB30DfkTMUjWMyQJFFBFU30oeiNOIpAviTSnpYLqONREUkjq2iNISex4tuRR+LkuCs2Osaz+ygTYU75AlNRFSZINsZ0sFYcUlRv8xaEVDREnkS7alA2+DjLjOkD1cd8D8vcQd95LakCNERm2SE+bMdocpiStG7MeUdxQjAnX08ovoSCiqKkqacBU0SCpPtiqvsiWn2vDWx/wBHubP/API0RndI7S6aa2TbZA8UIA8tNs+YhGXdiIQ6baXybTZURdhFS0ipsLhCiqHi4IqaAqq0Rom6CvgJr4kI+2rmo8JiTNhwcjw96tnVd7AKGrBe2K6ZjoaiKIPkmh8lUmk3VoR0Q7qrfo60jSGgolXOFpPEkXYi1IGJFCTZTXm0pEceMdGmyrsqOoquOiitf+7MiUFcXy0ejHfRoi6dFUV5sTT2/wDtLzHHRzkKM1sjLeyAmyCm2gBNNIqajMooA3sgIiIA/mAb6/6Nr4qvqqD5I37aikIiH45ioNrpU91xW13dNDJ0RZBivVx9lv2xq4AVlwoIGvjtaMFRBVV0LKaFrbStiujZQkWPujjIgiN7pIgLoYROI0x8cAR0Gjio64jIjoh0Qfg6mwr6q8ipoUR5mQwqkqK2WyJotvLWyoRtK4DjaiWyf0r5ZBCz1ptdmhVEUSHQbEDO66Ya8lZbNpB8C02GkFUTYURBXTTBu6Rl1NAw4jiNeoM+OkVzbw9PjDubftDHb3aRpH0ZjkqNgjgR4Xi8I+ZECeQoi6BoU0non/I81vr4/imw7P7oXl4GqIWj3bJC/hvim5IKqQbIYomjBDQR9sjZRxJkJSNzzacX1JU9PFVTZdPtqa+Bf0v5TDfOGw2Rv0QS20Kk3pndCjKiiz/gbRFACRRBUQd9h8/Vh1HUSSrSD4PCbaJr3GhI32hFuPKJBieCnFBwnYiOCED3FbgKqJGFpI6oBB4ppPyXZdCmyf8AKqIund9jLxR01QnC3SufGVEMEVBDwNxpdiBXEMRXUlgxUgIVJFVQNRKU1q5a8hJF2VV2VU3JdyeBVTZf6Z8np/8AWwB6i3uKAaoI+Stgu7LWyNbgLa+ItMbmXj7hn+ToqLbKKIuiqhXPvs6SQqg4/wDjKfuYEoM2qkBvKaySTdv7jaXCKsS3aI25LJqjTZJ7YiqNiuhRF0if+wNsC0rALpyKyQuwmlGKwcOaS76UjEyVSaeVWzVEXRIQq6Oyl6aNFTTirtLRSccBUUttKm2i32MvT8P6ccnf/wBat6FF8GxUVFpF00yXk0CaD0UU0woqRkgvguziLsje3iSqqCjZaaBUKW2RC1KJRjTFBx6HHltxmDZ0cZTOM45GdjmgLDdUdEmkXQr6ruo/8xLsjhJpxV0Tnkjhb6jNKWnN004u5Cfky6aqDfkQOEvk9+Kmuykv8NslJJiL4yB3cL00n5IYqui3Jf8A+OOUNkzRsd9MiQCLe2gj+jQqKem3iSqCqmgX1PZ1x7zaeFwhVowVPIBABFRRCbN8RIvZbIpMMfOJJNEJRdVw18miF42UX2o5Fpl33Gw/QVRF9ERF9f8AlcXfXr5OuJpdiVQFVFPEHV9VLdQRfF5Fb0Owg44qiZb6T0R1EQVUmjsW9tPgHk9HUdJ6oSqKPNqQbp/TTk8SLNWQVAYbRdNtHsgLsnoiLso7lpskQnFETBfEn0RRj+JPIiIQnujZASm4gNo+2Qo2jmlH3ERnZ92MaLKdfbbhSvF2N4iTaeJwvD2RLw16KqEiaVdIf/EjQdOPaRzzVVTZwSGQS7k0HqRepLrb1+V8cXZIqjTqqJqniu6CqomjXcSXfTP+ZhkCoX5taJlk1KCwooLkdzYf5A5HaQ8ybjCumWPBATbXivkm66EVLQkSKi+JIieW/q6oiEdrch8V0XkmtiVGy0iIptEvukXiqihJ4rovRmE2ISwfZaUpPkZzZMF9h8X2kUkTdNIW+kRF0qmmvfXRurr/ABaEVaR2R46F1SJ1tCGIh7uKuxfq8aigvLJJ5EFQTRqmi3XTm5CREqOohaZcVl2bGJpXBEtCKCRtfw3mAfD4f/0RyAm+Ytim4gqaRNKmxeOgb0KCSCKKqJoCVRmfmywoo2qKKKutt9MCbivChK0qlpVRdNCiptvp1BcbmVgKQLNrnK+YrouiLrWMziQgXbS7jpFTYVXf/o4O+lBUJS9CJS0biG614kIegtLsvluj7eyPKrjkhz8i2XQEqCRJrzFdSDEEbdRwTVNKn5JuiSWBFUYadU4z8c1Fde4H8s57GU8oADTSJvpUVdbKqiu2hTQDsqJ6J+oeJKSI6Rbtqi/i36oO6aZEmkUdgajqIJsir+SIbwq08DoyG0JuQHvQycOCTLwuAJOxbCDYx57QubL46EkVPJQ15oulX8zLZSNNEK++rhCXk4CPSZQL+5Sl03Y2akCtvaf8gM0AUXbRJvowXwcFXG2HUFHjQlBxdxkKhBMaJDjAul3EDjK6Ptu/y7m6N/u/j6CO+kHdU2RB3RRTXjrZU0I7q474qLYKaiq6BFURBUVI3gbnoiOqjoESaVRQR2LSiqCKqLpkSiBCT0doUcp1Nhl1UQRkyAdjZK0Ax5DTyKYmSluiIhCZKjrn6nuieAiLIKpmZCvui8XsAJF4pppTQfMlJ4NiLzQ1/Q99eW6ykONKbJd/MFEl9tLCclVKoTSwgOxlcb9s23Pfe/Y8zMXLlA2TxJDX10KIWgFN09VTcURFRdkVFFSVrYNMtCelbaQUEfBgvITVEI0FXQIvJN9kRPH1VHml8VU9njVmTXvbW0ZQRTbA20VY5iwKgzHfjuFbWsVK68dnx4tlGeWU4IKd7GFHZ015CkK2UKyaeQ3UeIiVVEttEQEqPKAD4uA605ujROC4BCioi6L8VlAhJEImyNENGBRxy7Uo64W27SUTb6CQx2ZJ+y3+3Zs4TeUkIuMyBEXEFdmxRSFNk2FNJvo/wGOvuILbAN+ItDsoE37aqbXt6aBEERQ1WOSIIrpP0TdVHfx9E0ACoy2RIrEJUNWX2psZmWJipRj040sdW5kvzl2NgzGxD9scwaXIGU615lp5xsUAmj0cRo0CDG8xNNvMdleRzX6Eqrry2066SjHf8VeRSR0E2cRCSTt5oKDM2RVX8NZf4k3jJo7j7TxtrCnA2/6exnIqV+ymzEk0VuI4RoIIiI2SqjJppfLXsCaIvkqrsq7+S77tn4EypE0JE3ps3CNTVwiaLx29QQlUEJE9PJRQklAhg9vHI40iilMvNvgPmimYgD1zEkt41XT81yJrDqSVU5e4/BsYUpyWyslmM25YgqrMVE+e2SDLFVVJDmk2DSr6+W+v1UkUdH/gbfFdKAmyooqyQJCaJVmeIqJCKplSPOQcXHwx4C2JF8de85+y5o0p5Ag+IviZ6jqoaa3UN29A4QKpK8glsuyIJKQ6EyFSVV16KrBibYiRkJeKjsitvtbOqAm2QoZR0LTjRAqrvrxEtTI6OAyJiTEdYspD80y16TX1lBJbXG+MZbNflmOOA7Nyeczd2rDCbi0DaiSEhQ0NpGQUfaaFyN7aDvvpf1JdkLSr6LsKNubE1JcEkfJxJBeQoG7okhaTYtX4INZTBGbg7baFC14J+0Ze62N84+Jvto2ccVEjEl14h4+Qqph6kiaTzFVJVRD20m2vTx8lEWHd9JsWkL1RUTXubK0qpryXyCSLrQNxVJ+KTCvN+Si24LjkcdhaMDyN1JFXjjKJTRGBlxZN9lsuD7TK6VA3cVUF1z4siO4Lja+KIbIlpsEFU1vpVRNbIK+i63USMdtESeY+XmRKWjAgJURUbAj1ldgw3X10Yq+CS7q0m5fxP5ezkBatXDRrQKKGjQqKIpoKHsBjsKbk8CghJ5CQ7qqGCA4qh576NSJPVNASoo/knkqi4pEiOIrnuqJoYmTb6bC4Kx3EQtAotPuON+Supq1hhKqas2IkOhacaqV/NkWfIVigLhIrJPIQpUNqjKEhCIrrZFX/AK+X5L+pqu/luqqpIuyg4nlptVUHzHw8BIVbFCjKUaRnXl7MltHWxEyWC8LMv4rv7HmnglyI+Qonm81v5iiCRCgCG6ETfo4PiRfi35eImgjrwMdOD+QPKWmXEVRX3AU1QUJEKOaCabqSq4JISeYkqChmiA+bgqe5SDVtlV8helR26iwhSHMlaVpNE0S6DYENiOSSIbrSXc9yoqcIkS5VMjWy7KmtvRV0q+S7pot01uiKnluC/luQONmKLyYEipv47iKbsloZyH5DyTs8BSRTQb+SuKjvvD+050u1w23/ABmhXwbBEQCFNNk05p8GYrYymn2kIiVVXdDUVeYA2iZ8QcUg14eWmEUHA/FE3LTiorUZCcaFNlhtFLcl5DFjZI1KDcXUQUJE0+7tFV9FjIKo3XuMIdzVTau9xzEa2jj3cOHF08Kx35LLD2qx/wA2M1am10DipT8zbaI5EFWlIUFSYIBNghVE1t+Kprck0XqrmyaQVBzkuvmSHWHPeXkeBPjWdBmFdMG0bbR6HLGY2BImmt3j+Y1/LudKA28fwRRaYQQbBBXdUrxF6ZyBGdnvYoyDGObkutt0ZHdHU8FVF3keaaZcQxQS3TdRVdkmIqi0Ai0JehTGYCG4k7OPZbLXg75TfkoMm09gHHmZUNh33mKuT4SadYIChb6zlw1rJ77cuTHgBLch0jzK5jCMscwNkGNJKc8WbECCY2Ch7KIDcZp0HoRtacb0oeZmKhr9FHxVPFRLlBJMauieKDmkcZmK0mK1qSMtp/fGkWKcdskJKrwKy+W5/RjNUOVmDclUno5+HnsiGiLHgDPi2htzY9DBdh16qqrvvpodyeNCJGlLRChlCjkwH+FEHYVVG0ZY81FEEPbRSYkLE02DNbl0Z9smG2xbFxoXEvIAyqwY5FEor9t2TVS0RW4LlzjuL3rtjWTIhPuLH9tJcNlwam3EZOQgrtLg5IkPzUF/UgfeARmL4tSG3NbA+EuvJpLaPZlXYpd2Fi0YJsJImgLWfPfEh4bYk/WZbECVQUZLOb5EkSZFVjtfa4PRshtqRFcWB8Jn+XcveJLNttXDVwWgBTTTxEJMy0FtxGyskJVRGCfcjy40vSF4OG6Dhsum0okzubIim34oiol46/BqqOw/cICgihsoEsT5TQBOtMkqJZvq0Rqm67PmAjHjoy1b0AWA01pcQJ3HE390js1siLLyC5lYpQ45yhhOS6KP7rdwwy/FCUk6BjLU2lylRRUVB3VPUS2TzXaNLMUjyEUXWfjOZriDViNPanYseILpqHKkHNxwn6dmylFesxmJ1XAjvtRsudQMmvoKy6fG57bLkt5uJS7v/smZ+H7ywCgw6JHr3tljtI6cY47ESjd+VEE1QAnw2o2Ce5BlGAvNE2ouKaAkVUkKTLnkTKGRNIhDHG2x7D5sx+USKIuDskZtqQGEsi3fzHkc5IDdUkvx4ySo6LpthU04bMVl1t+0s8CsYta9lDEWHe5paypWMWGB5pS2EPkO0qzrOZj+TjGbuWtnKnvFyUtqAufPjeLcuK8rZISOm4iNSCRtHjQmJie417aBe4wEtxmVMqxrRE9T4r7U/HxddzFFda0ApHYykVlZHUqTg5S07BViVHdp/wBv/wDTMzIEuQQfA3xbVltfNWGJZI4xJXEDnLRCq+MBlqwrmWyordC8NGCEBBugOOQ8kbnmqHujjrYPBXTDqp+Xx3Mcsoz0eS26AKItNvQ6GNIiZRIGUzyqoeK8g2EmFfQy3RCRdENna2jMePQQMYedB3K6v92j3zahWtqDguQ40kSqA86mK18yZHfqM/dhvvj+zsGhY1XI4kDJaCzrr6BZgy+JISp5C4iKy802y0+TL6SIN2NfUuUN+44zIDLsduqjIauqkMA7k9zkDtPUNwXIAKJ5rS+3PwNts3ffb93PwQpVa7J+KrSK+1GmSEYiRYQS5savStac9gPHUQijP5hD+NIxiYsyjFB3QF8XY/vzUXbUdwTEmi2nCSH4vXGOYTNUoj4Kb7DskHGoyuxZcl1/JozSeUqTNyac0JCuRE3OYxJr3IOWA2wuOz5dpcQlZmBOoGgj4aRfy4gjp7drTEdqW1yFBKUdRaDd1qsIWvZNDsoUtaetqW5uWGNhXIltFfZW/jxChXRWcZHXEZq4UezsIdl4yfZ9uxH3VWzuouTMj7TLSODqM7sUgffj1ENg5viHu8ifB+BAYT4ieWhcRH25JDrI2gbqYTaew2GgX0mQCsKzEFZjNNNi8KASGjXiMhVRQFUaAzaKayLw18t+seyPHWDKvnxLirejm3Fx8Rsp+RfFrJUQ2moWLe/GuHnnWGchNx42Xo1MEZu0zObVQGKyvo3CFyyFpLTCJ9U7UALgS7puY3EqLBTG0jfOpePKYoONpMhfIbfB3QNIQZNXz6TM2oquCtRGBFroQ6YRB0r7ceNXuC9amyxNWoqotaXKV83SYnB/ba+GQmo+ZqgOIq0zguuYtIfdkfJH4fLMWVMhISPuC2TisutSNNV7z8u5mtzr2CCJHAtxJdmauYMZ/Jql+ju2iFtlF30qISzg3Zjp7UXFrmVOE3APSiqHDyVutnZDIsMDtqma3bUzcN+W9LjPXUZqolx6zCKC6myEqG1ezzHX5Fzlo2draMUYtQHhJkqucEya6+MuTj9G7Dy+Rb22PRJF/X2MXi2SyxJnBs5l1i7jN/GKjmJZShpWWjmtxeRqyBPh0Eo7GmJVQzEfBRVFOSkeNBjvfu8D+G3S3y3LnKVStrcSKmZUQMPfmRIC7ppfVPmpWRMarArIH5/HzCsr5d20Pgc1n5gOuOgFVGFmgrDck3INo02PmKNkhISals/u9Pjc02xHZNXiuQsfxq0kyq6e621T4e0guqmmnAbcvnldmWtMzlGOYLcOOFkE1MZkh/EZjzXCWPNjSWylC3Js6qHJLPr1MjyqksbGXBu4TLqwrGLDmRYbUBDjfEzh6vmLNvpNrSZYykGwZk/JKz5eq5AsVUqJmWM16isZ8/ytKKLcV9C+/TTzHcFRNjHxVqHHnNMS7qNY19nYs2+IQZUednrz0bIbeeBBQVrsFlyzAI9VbQreNKrltDbl/ttR8ud+y5Xcwmcs9uOy1HFoWIjLzjKyEh43SVfw7QYD0tulsX3JbY+qI4hwJZRXskrnYk2tnhYR2W2Z1aKSqS0nzrL9rx5sTjsj7hZFFtXn1R64yWtmORXLWmOPLyGLIyqop7N+bSoQpJqQlR3ckgWjeWDm9/OpcupJMdMRyxLGTXNTrpzL8WW2axmxspVTfGbAzbKSTElkod1jt3V31Tuc2xzVz5SXXIZ4tc12Y0Tj02REmsXl1NrIec10mdFgTI9hCMEXTp+JEDn7dSCUalBth2vxIAZaynG0yeDkMJba5EEXWzUeEVndsZbWNOk7kRqsfyP9m5FxaFYRYiWVlMsAdfmAKSH7mwZnSY8duI1BjNvxsBT5lE2HloVJUT8NMfHmx7Spva2RjVLk13FyXCn2bbk4PapGXFVQciRWLF+MEGkgyI0YVVSjSBJlQk1j8JsKe9aETdq3nJllmDjdVFKpiwguK5PYqIjlo/SVEWmdfbScwBuRZYnDddcrX64snZlnAr6e7o5mLzcjBZBK9cM1rNtjFOT5xoUVRO8ZR/HKhQtKinOVXWxRpMxiI5PdnzkcTG2F/wAuMqPDSgcdGdOmLWwZyn/NbQ+SWbbTlDXQo77UEHCdy1+GrXvyP5NnQW5sVal9xu0qchlZ+7Bso7sVxmVciKokuwGjoMNYVuqVZTApIB1sSRRDwNCU5FbBv1fCSDJs8n1B2eKU06PYAyDTmr6virTuCrrzRKraGTQoXzWbionyW6S4Zu2otfHZfzOW9Hza9vnHTGhsp5VMQYdhDkkSV0pSfsTguzKiU5Neshcl5DIjSbK+T9I/gcnJrGVFiMwmYLCIok0i+RnJbhYU9Fn0d5AGxkYdcNWjN9jsdvI6xu9mPQX7RWK3GrGRZVFe3Cts5vY9OU5ZkJYwrHS19qLHxuve2vreNiOO10E4L+6/A21fWT7jqq+IWOXNBMjMDGbuZ7qTbx/2sExdRDG12RHgFt5pRUE2JYcpGHRbZrMqfYbNcxro1zS5VRhjkWqSweh3I+doyqhoEHZfQQcMdOSzesYVTVVF6I/w+RHayNUUOPtVJGqusx0FyWIiiwEcCU1jMy1yBtopZS/h/teIu+5SMte0DDRe3mcmCVkpqaKqETbJ7A+41HfjpjFpNbY/mKuJzFckly4rYRdmUt5Dki3gikfVU+Dz2Se4vJxohoi7rbiL0SkjtsVmfyZkWqV8yL9wZ/l7bVpH9135LQvvMu0GQv3MymKpgSka5Any6TjqoiNwq4kTT7JGbaGLiCTWvxAjYauoVPEs44WZJCslgHPj5U6wkfMKx0MFr7KJatAW6FpU8dRJA2DMZtieyP8Ag5Jhx2chJxXUBNgYFsB32UbCJVMzhkQmokYIVdfMo9jmPzY7WJYtf3N+3m8t+JSZJCq5rFzxxCkSxhfsKPyJUNmOiPas225MmSkh7GLykiXMOCljW2k0mplbJcd9iwemQNU7TsHJstZ+Pm6bgW2m2yWSyHmWZG1Y2i+ESH7dZ/LP6acATQPjnnFtQMTrfJvivWPkXu5uzFtscxl83KgPZc0jXgAsghOebYyCKPExm4nSb6lJZGpURic3AjMQGsoq2qKqt4z1bjFY47BvvajgKoAahIwUjHJhkHy2hgwZCSGuR4UN2vx16zlVw/iiKihsqaCSrLkK1jlOh3LCtSISWVThcITkOFXUdeTst/HW5Ei0paE2ZdXdNlcMUZfvdIU2/rrGV8QnqH2yiQKY4TMtIFZfQrqSwGXhLZqYMliXcVKk1kOZSUafRdBupY8nzEspiQ4zFBV3UyQ9Ij13x3v5USQKPLq9FyBlQTGbKKdM7Yxgm5N7yR3rh44ye74vR3FeUdfIRCWQJI2+4C2tBU5OjzMmFjUl2Q1CZJtzTjLdu9EiZdDEsKtcbyOPl1HN1Z3EtHD83H8hrqq2LHqjI/3GqBGR5DbIsO45sa+xxxQTQgi6RokJ9hkAj1b6vKTTEauL+BJjxI8fLc/iRLjFoMuPOkKddktQ+0GNVUZqVBns2FBYPXVdeR8UZdabimldavmyEy2bZeiSJEqUFkpfy6n/AKFKp48hq25EBuHJsLAojcWY7cwooMtlfSCmKxHjw5M2E/d2Hp8G3kgy6yfutZe47WSaWwXGZ9g0m2ZzbI2obDcWLtpxPJCQd0QGwYZVBFPHTBL7kB79rqidAo9QirXz6envRrIQQp0+8aFywjjHbtKOkyHHqutu4bOO1caNh0NtalKWQUlnL44ycYkWUbA5oqDzTrnsN+KRxpm3olinxEdvYrdo7DaBiNmF2y4FVWOnMiPtEuUVzitSpaQ3nmwboGMgrrJqUwZsUBe3HyAW4c+SQIxIAnDaaWJaRGD8GIQEkGSLhZ1Ean5xZNsMli7nvirasxJRTArLWwfim1DaiRP/ANtkiWlhdRd1j5eU1XIU6Lklo1RRaVqQ4Vxl5skqe2ejacFHXkR1ofku7+i6UgAXPdQMcRxusjsI0/YypDBMK3IVgo9rOZaOukVrkaqsYNVNiAcIqOW248FhR+SFKZ+REscfYl2dhe5JR59EjTIMYUkw7TMUaYi1l/XW4MR4z928aRGckryn6I3SJp1ENlVNMlhNwQyOyrn4ZlJeJgZFK87Au6x/9vuMlj0d05ctNtvxpUXxKzYHfThgjVO40s/PZD8LKP2M8trxaZbG7ESleUODHqH58uPHNpWNw+LeSoUA2dlDJosx0Mfjts5DCT3q2j80y4HEQUYZcSNes/zJkbjlfnU

[LineMartel]

<p>I will come back with details later...</p><div></div>

[jordan2240]

<p>Some crazy, and very cool, stuff going on here.</p>

[JRCrowe]

<p>I like Rick and Line's results and could see them as a book cover. Its a great photo that lends itself to some abstract treatment.</p>

[michaellinder]

<p>Bill, I wholeheartedly agree with you. The range of creativity displayed on this thread is amazing. </p>