<?xml version="1.0" encoding="UTF-8"?>
<rss xmlns:dc="http://purl.org/dc/elements/1.1/" version="2.0"><channel><atom:link rel="hub" href="http://tumblr.superfeedr.com/" xmlns:atom="http://www.w3.org/2005/Atom"/><description></description><title>Paintway 61</title><generator>Tumblr (3.0; @thoterez)</generator><link>http://thoterez.tumblr.com/</link><item><title>Vladimirka´s Road</title><description>&lt;p&gt;original painting:Isaac Levitan, &lt;a href="http://artgush.tumblr.com/post/17549986771/isaak-levitan-vladimirka-road#disqus_thread" title="Vladimirka´s road"&gt;Vladimirka´s road&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;my study:&lt;/p&gt;
&lt;p&gt;&lt;img src="http://media.tumblr.com/tumblr_m2mglcx2E71r6etgk.jpg"/&gt;&lt;/p&gt;</description><link>http://thoterez.tumblr.com/post/20774801278</link><guid>http://thoterez.tumblr.com/post/20774801278</guid><pubDate>Mon, 09 Apr 2012 08:23:00 -0400</pubDate></item><item><title>Hands</title><description>&lt;p&gt;Probably one of the most enjoyable topic so far. Even though I found out that I do not know my hand as I though I did. Definitely not as the &amp;#8220;back of my hand.&amp;#8221;&lt;/p&gt;
&lt;p&gt;&lt;img src="http://media.tumblr.com/tumblr_m2mgobKCtP1r6etgk.jpg"/&gt;&lt;/p&gt;</description><link>http://thoterez.tumblr.com/post/20532028857</link><guid>http://thoterez.tumblr.com/post/20532028857</guid><pubDate>Thu, 05 Apr 2012 12:37:00 -0400</pubDate></item><item><title>Buildings</title><description>&lt;p class="MsoNormal"&gt;&lt;span&gt;This time I´m going to post those two topics together. &lt;/span&gt;&lt;/p&gt;
&lt;p class="MsoNormal"&gt;&lt;span&gt;&lt;strong&gt;Buildings.&lt;/strong&gt; A well chosen topic. For me a very different experience to draw. I picked up ruler and a hard pencil, trying to keep all rules of perspective of the geometry so that it all makes sense. This result (below) was made bit by bit, each of the drawing moments were almost meditative, as I had to concentrate - quite a bit. &lt;/span&gt;&lt;span&gt; &lt;/span&gt;&lt;/p&gt;
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NtOWZ9hHPGPStoJGoAwPxp2cLwM+1AGZErpGdwOQOOParhdQoLZHrU+7KjPB7ioZXLN5YPGPmNADI3ZJCW+4f0q0OTmqTrtOV59R7VIspAABz7GgCzzR7VGJemRTw6nvQAfWijijvQAUhpaSmAmOKKWigBMUntSkUUANxS4petFAhKTFOpO3WgBDSUtFACH60lKaKYCUlLiikAlFFFMBKOaWigBpopW6UUhm+KXHNIKd1rlOgSilooAKKKMUwDiiiigBKTrS0lAhMUUUUwGmg0tJTEJSUtJ1piEpKcaQ80wG0Uvak9qBCUlLQaYhMUlO7UlMBvailNIaYhKDS0d6AExSUtFMQmM4oo7UHmgBKKPxoPFAhD0qvdeYtuxjbDDmpjIoHJAqvLOroyqCc8Z7CgDKSbdIXJBOSwKitK3ulNsrO3P6mqkdgFBDMSM9KsCBI/uqBx19KQEr3EjNtQBf97rUZxyXYuffpUMkiI3GWJ7/AI0J5sgwFpgSmZV644qCVzMpULxnrUkVmc5kOPXPerMaxoDtA4PJNAFe2dwoSYfOD971q2KiuDlFYfwnNTDHH50AMkbahNUJWcDJRsdjWhIP3RprDCjPSgDPQtyQ2DjvThNID8yhh6irkkMbADAH0qA2oHKOR3oECzLnkEe9SnDDjBqu6Mq8jIzTRJtOCpGT2oAsFmUja2PrTjM0Yy68etVvOTPzEjHHNNkmWYNHu64HTJ60AaeKKDRTGJSUtJQAYopfSkoEFJTsUlACdqKO9FACEUlLRQAlBFLSUAIRSUpoNMBMUnelNFACUUtHegBrDiilNFIDeFOpBTu9cp0hRS0UAJRRRTASilxSUAJRS9aSmISiijrQITgU2nYpO9MBKSl7UhpiEpMUtGKYhKaaU0lMApPajvRTEIaDS0lAgpDS9qSmISjrS0negA70lL2NBHNACGk7UtHamAlNcHaccHHFOoNAjK9FK/N1yx60/wAzC/MeM9as3UIdNwHzKc1WSFJpXDdFYqAKQDBdAt8ilqeYZpMDIVTnNTrHGnCIBu5qRRwCx5FMCCO3jj5xuPrUu/bwABkdqcz45xxUbODz+NADnbCgjr1qBSS7rsICNgE/xcf5/WpW60uPm49eKAIphmFgOw7VOqgKPXAzTOoI9sU5DlFOTyBQAknCHPQDNDDIxTpBmNs+lNJyy+4oAaSDyevpTguBSMF5JGKp3MzykpGcYOMigC1IAVwMfQUbAcEgcDmqUJmSYRsRg5PvirqYcH260AMe2RzgDAJzTbS3VF8w4LMc59KnHMn07UQKFhUdgMUAPo/nS+vFJTAKTvS0UAIaXFH40cUAJzSUpooEJQaMUUAJSUpooASjvS0lACUlO70lMBKKXvSGgQUn9aXvRQMaaKU9KKQG+O1O96aKdXKdIUUUtACUUtJTASj1paSgQlJS96TvTAKSlpKYhO9JSnig0xCU0+mKdSGgBpope1NxTEBptOpKYhKQ80vQ0GmAlJS0lMQUlL70hoEFJilxR7UwCk96XtSUAJRSmjtQAnSk7UHBxS+1Ahp71UhGwN7/AM6tkehqogwz+x/+vQBIAPMTjsfwo3cFz0HSlI+XPtnNV3YC3A9MCgBWZnDZ7DtVaJmSZQfuk9/Spg4Zc5wD+tV1bzbgEDAGRmkI0SvGBTVzgA9D0p+cnAHTimE46fQUxiNgYPTuaWDmBOv3R1pSAWUGkh5gj/3aAHkZBX1qOLBiRz/dGKlxnkVFGD9nj9dooASTIVsehrOtB+634/irSc4jYn0rJthKsPlEc8c+lAi6Cv2hB1ODzViMjdJ9R/Ks6J3N4Bt+VVwT71oQ4w7E8lqBjiSrLg9aWHiMexP86bj5wT6dfWnxcIR6EigB1GPalopgJSd6WigQ3HzZpRS0nNAw6GkPalo+tAhDxTelOam+9ABRS9qKAEpKU0GmAlBoooBidqKMUUAJRS0dKBCHpRQelFJjRvil7UClrlOkKKKKACkpaKYCGkpaQ0xBScjtS0lAhKSlNJTASijqaKYhKQ0tJTEIaSlNJQAlJRRTEFIaU5pDTEIaSlxSYpiDtQaCcGjFACGjvS4oxTASjvS9KSgBKTml7Ue9ACGkxinHrSGgQmKpnjf6bzV3FU8YEvTO84oEPXmIc8YNUHOIXA5bZnHvV0KQuM/WhUVGGF44oAqW8MrWyhgM4HJHTirMVrs+82STnNTZwOecGhpAvB64zigYhBLEj8aHZEIXjJqD7QOcMeT0FRsztyqgH170CJy4XDDqB3qB5nSDamDj0+tNCsQT7d+aesBMZ3DaCOSe1ADRO0XG1mPtUkVyoUIeMDHNQtDMmDkPk8YNRgSA4aM4xyTQBdMikHnk0KisSSBz7VWyuVIXB75pyl2lVs/KvIHqaAJfIjJJxtPt3p6xhRtBJySSaVjlMDr2qFJlzkEkN0yMUDJCTuORwKdEcs6+hzTWZSCPWlj4kb/dH9aAJqSlpOlMApDS9KKAENBoooEFJ2paQ0AIaSlJ4ooAQUd6WjHFACUYoooASk706kpiExgUdc0UUDEHAxS0UGgBDRQaKQG+KdTRTq5TpCil7UlACUdqKKYhKKWkNMBD60lL3opiEpCOKDQaYhO9J3pelN6UwCkpTSUCENJ/L0p2aQ96YhtIaceKSmAlJS0nSmISg0poNAhKPejFGKYBSUtHegBKSloNAhtBpT60lABR25oprsyjKgH1oAU1VQfvJSx/i4H4U6WbBxnP0qq0srkhRtH86BFl5FQYwBnjJqHz1V8MSzHjgUJbFhlzzSPbvkqoxg53Z4xQBJ5x25CgfWqs6+ZIjsxBHYd/arKQAAFpMn2p2yONdx4x3NAEUVsUB3YBNSlUReST7mnGRT0Bb8KMMyn5QOPWgCNJFZAYwWXqMcUpZ9+NyAY6GobZfkAAOBxjNTLFhm3qCMAfjQAvmMgG5Mc9RzT+vUZzVe4d4XQAAq/XnoeMAVZJYDJH5UAQzwl0yqjeKq4KHOCPrV5GDE4zkcGlOMfMBQBTDHOQTwO9MGVzn16irTQx5yCy00WyLGqBjkDk+poAg2sCSrYHWnI7A5/iPXFK0LdT83uO9RgbpSoX5j6UAWY7kMQOck4FWMe9QRW5UgsRxyAKn700AUUZoNAxDSHiijvQIQ/Sil6UYoAaRRS0UAFJSn1opgJSGlpKAA9aSlNHagBKSlooEJRS0lAxD60UHn2opAdAKWkFOrlOkKMUUd6YCdqKKSgQUlKaSmISig0GmA2k/GlNFMQhzTadSUxCdqQ0ppDTEHvSHrS0hoASkPGaU/pSGqEJSUUvWgQgFJS5xRQAlFFJTAWikGBS9qAEoNLig0CG0elLSUAJSEZ9xS4ooAryQbuV60JHtz69Oasev0qjeFxZzFWIcjAI7GgRYJ44BNNzGw3ZqX7qgA5wMVDtIY449aABmAXCJxjvUUgLqYyQAwIOOeKcdxJJoBUADdQMUE7cd+lIGwP5k9qGfAL7SVUZzRt24PbvQIqy+baASKQ6buncCryHcM+ozTAQx2nGO+ajjilXMZcFccnvigAjt/MuWnkYttOEXsPepJGOcds09mWGJieFUEk1FvDkcEcd6BhjGSMhj1xRl8Ebs+1NR8oCUYZp+5c5B/OgQbm28rj6UxXkABdODzxTwdq570Z/TrQA03CAHGeOoxTo2yzErjJ449qhuojJGCgO4MCcd6lhkWUAgH5Tgj0IoAmpRQPzo6H3pgJQaX60lACUYpaKAEpMUtLQA3GaKWkxQAhpM4oJ96RulACiimITin0AFIaXFBpiGijpS+tFAxtLRS0CGNzzRStRSHqdAOlOpq06uU6RCKKKDTASk9aWkpiCk9aWkNAhDRRRVCEpKWkoEJSUppDTATsaPrQaSmhAaSik7UxB70hFL9abjNMA70mKdSdqYgx3pMUp96KAG8UY4pcUYoEN6GgelLjmjigAFJ0oxzQaAGnrRS+tJigA60Z4pcYpDQAn8JqsoEztu+6r4A9cCrXUVWtwyRuW4JkY80CJS23n1qLLu+FwO+aGfPPYdKfEp3u5XaDjFACCDg72LZqRY1X7oAFOzwcnikVg2SCCKABkDqVYcMMGoJIwroV4qxnmo5Bloz6NQBXbKyY7cU9eZn/3R/WhhmUex4xQP9dJ6bV/rQA2fBt5v9w/yqVApVTjtUUnNvJ7oePwqaMgxjA7CgBdgHSmtGrDkA1J2oPTmgCq1vjOCc46ZoU/KNw2tnvVk1XukDeRntMp/Q/40ALkjA7mobRXWWVWHG9j+ZqdhyaFHL+ue1AEopKKUjpTAbR3pT1pPWgAooooAKTmlxmjvQAhpCaXtSGgBlGMinEc0UANxzSj3pcUUxBSd6WkoGIaKWigBKKWkoEIemKKDRSGb46U6minVynSIaKKO1MBO9IaU0d6BDaDS9BSdKoQlFBpKYhKKPakNAgNIaWkpiENJ+FLRTAbzRS+wpPxqhCUmPSlpKBCfjS0dB0ozTATpRS0negAopAeaXrQITrRilpDwaAEIpKCfWg80AJ3opcelBoATFBpQDTTQAd8YqtuJYknjJFWRVcgbj/vGgGMkGEBz0YYqwo461BJkIce1WQOPxoERXC5tZVxn5D+NR2RyshAwu/jirR96RQAPbtQAYpsg5X/AHqd0FNbqv1oAiIzIfUGmj/Wy/Qf1p54kY0wcO7ew/rQAkp/cSEYPy1JEf3K/QVFPxbSD/YxUkOTEv0oAloo60YoASoLjkw/9dR/WpzUFwOYMcfvAf0NAxx6n0pUHJ+tB65oQjLeuaAHdqXNJRTEB60maWkoAXjrSUvWkoAXpSZopaAG0YpaTvQAh6UnSlxQRQAd6OMUCk7UxC0hpaKAGniilpKBh+FJS96KBDTyDRQRxRQM3xTqQUtch0iGig0dqYhKSlpPxpgFJRSGmIKSiimISkpaSmISjvR3oNMQlJS0n1piEpKWkpgHWkpc5pCfSgQd6KKQ0wF6UlH0o4oEFH0oooAKaTilzyRzTSeaACgHNJnigUALRjPOKXNH1oASmnrTqQ0AJVccufTJ/nVjA/Oq69Pqx5/GgBrDchU8CrK/d6VXcHb1/KrA5AoEKemKaOgpaBgcUAJzmmydU/3v6U+mSfejHq39DQBEeGOKaOXkB54FOYnedtMT/WS+gA/lQAs4AgfOfu80+HIiTIxwKZcHNvJ2+Wpl+6KBjhzSYOaUYpaBCH9Kgn6xf9dB/Wp8GoLg8w/9dB/I0DHY4zSR8s2PWlJzn0pI+M0CH9KUUncUtMYlFHSj60CD0pPelpKACl7UmaWgApp607NJmgBKKXtQaYhvSig0d6Bid6CKKM80CDNJR+NH0oAQA5560tLRQA00UHpRSGb9L600cClrlOkKSl7UlMQmaKM9qSmIDSUtJVCEP1o7UUlAgNJRmkpiCkpc0lMBDQaDSe1MQnWilPtSHrTEGKSlpKAE60vej3o70wCg9qDjikoAKKOtFAhKY3FPPSmkcUANHFLR3ooAWjpSUZoAWj8KOlJ60AFVh0H1P86s9Kqrwo9SP60ALJ/qiTxx+VTjiq0n+pb8f5VZGPagAo6Glx1pBx2oAKjk5ki/3if0NSfhUUhy6fU/yoEMOQ7DPJpi8TT5/wBn+VOPD1GpH2iYn1H/AKCKAFnGbdx2xVleQDmq83MTYOOlWF4AHpQMdxRR2o70AFV7g48n/roP5Gp6r3PWL3kH8jQA/wDxpF5J+tBBAz3oTqSO5oAk7mj2oxRTEJ2oooHJ4oAKTvil/Gk70AGO9FLjNFABiko4pDTEL0pM0ZpPWkMWkPFFFACUlOxSUxCUZpe1J3oAKU9KKQ0AIaKDRSGbwpaBRXKdInP4UUUnrTEB6UhxS96SqEFNzzS0122j3PA/OgQtNpTSUxCH60ZoopiExRRSGqEFJRRmmAUhpc5pKBB+dJRSZpgLn0pKOaKADtR3pM80vWgAoopuM0CFpvpS55pPSgAoIzRjFHbpQAn0oFH1pRQAhpvenHrSYoEA61VX/V+9WqrIAUH0oGIwLQjPU9asiqzH5F+oqx70CFo96KTAAoAAfSopP9ZGPqalxUUgzKmfQ/0oAYSBIM+mKjUYml4/iAP5CpP+WgFRqSZpeP4x/wCgikMdMMRuB04/mKsDpUMoPlMO3B/Wpx0HFMQtJ2oz7UHpwaADtVe5BPk+0g4/A1YP0qvcE/u+P4/6GgY5ug9BSxnn8aaT1pY+Cw9/6UCJDRSim46dMUwDNHWlxSE0AL7U3vS9sUnegBe1JS0UAIaTvS/4U2gBaBSUvagAopKO1MQUHrRxikNACUtJRQAUUUtADTRQelFIZvClpBRXKjpCkNHWkNMQUlBpM1QgpjIpdXI+ZAcH60/PvTSeaYg70negnFJmmIXIpKTJpAeKYhaTPNBNFMQcUhOKM01zhSewpgIZUVtpYZ9KdnNZtwWySFwqAtnH9at2rloVJ7jNAiftSGlzkUh6UAFFHSkpgAo70lFIBaM0Uh/KmAdqKTvQaBAaTrS0mT3oAU0lGaORQAUUZooAQ1AnCr7CpmOAarow2jr7UCBsYUdfmFWF5quwPyD/AGhU45oGLzRijNFACe9RP/rk/wB1v5ipe5qNziVf90/zFAiPo+PyqOP/AF83Ybh/6CKkbCvnuelMi/10vrv/APZRQA+4z5TcdSP5ipx90VBMcRNj2/mKsKRtGKAENFL6e1IelAAagnP+r9d/9DUxqCc8x/7/APQ0AL1aljPLfWkIG7pzSxZywPrQBLSEUv40UxiUnWlpOlAhM+1LRRQAUhpT1pDQAGkpaMUAJR9KKSgAziig0lAhe9IaXNJTAT60Ue9FAB70vWko/nQMRuaKDRSCxuKcgH+dKaKDXMdAU2kNJnk0xC59OtJ7UhopgFJn+VLTewNMkCabmik/CmAtNoo9KYhc0daTNKaYgxTWUMuD3GKUn24qKSdI+py3oKYjK1J5ILZUUFgTgk+ma1IMCFAOm0VTuLV7kEtwvUetWLVwsSoeoGOaQItUU3co4JFAIPQ/lTAXNJ74pNwoJB4oAP5UdWozikzigBaCeKQkY5o4pgGaPej2pM0CDPOKMCkozk4oAKMmgnA5ooABRmg0ZoAjfnNV4TlFParTDI5quiEDA6/LQA5uGjHbdUw461C/3hyo2nPNMeZFBZp846gCgRZJAFN81R/EKqPdwgcbmbFRC5dsnyQT2FAFx7mNO+fp1pqu0khcoVUDC56mqQnmL7doJzzt7VYtpnngLOu0h2T6YNAEsuMerUyEHzps9N//ALKKUgs59v1psYxPN/vj/wBBFAEkxHln8P5ipl+6OKhlA8tuP85qdelACnv7Uh6Uv4Uh60AJmoJ/+Wfpu/pVg1XnOGiH+1/Q0DF756f4UsfV/r0pCc9BmiLkt9TzQIloPSkzzRQAGl9aSimAe1FHSkoAKKO9GaAD+tJRxS0AIaM80hpaAEpKWkoAQmjtR2o/CgBaQjiikpgLnijNJ9aXNACHpRQeRRUsDcFIT2opDXOdAhpoYHOPXmlpMc579KYgNL0pO1B4NMQtMzxSk+lITxTEJTc0tJnBpiDHHvRSA9z1qvJcqgx1PYUxFkniq097FAcFsv8A3V5NQH7TcHBPlofTrT0it7Mb+A3djyTTEN/0m4OSfKj/ALo6mpRHFboWJA9WJpPMllH7tdg/vMP6UgtI93mSkyMOfm6D8KAAXkbHamSME5I4prbQ+Q+CamLAoeAB9Kga3Q/NGShPJ9DTArzPMn3l3qM8j0pImXBKk47DNLJvifDocHvng0JsfKn5X7MKBDwVPzOxyfc0hSPJKs/PX5iKaWeIDcNyj+IdfxoWVWyQ/vQBKBF0+bI/2jSEx843DHqxpMqw5HPqDTTgev8AjQA5jGQCS3B676RXUjA3j6t2pMR9NvH9aQNsHAPHYCgBweMfxPz/ALVAZeMeZyegbmo1mxkEbR3JGTTgM8KMevqfrQMXecn52wP9qmCUk8M7HOD81HlMcbvlTpgUYAyFwi9sd6BCvM4GMs3rzQtyS20CTcemDTfM44yBUJwAdoLDp045oAmM8oGf3mKUTkoWErDB71XDOyhVAUEfgKkVAnIG9zzz2FAErzzYXaSMdS3Q0b5Nud+PTAwKbl3BwmM+ppY0kYZYHPYYoAb5DyAF3wAemacQqYy+c9AP51J5EzLtKAA9cnrTxbEncwUE9eOeOlAisoSPBIyxFOWOSQcnCnuKmkgSIK3X5gvPvUmVRVBIHpQMSOJYlwAPc1FajNu//XRifzqwHBxj9ahthiNxj/lo2PzpgSDjk9cVHF/rJz38z/2Vaf0Qk+tMjxvl5/jz/wCOigB8p/dkjsKnGe9QSf6pvTipxQIOhoPT3opDQAdagn+9Fjpu/oamqGf70X+9/Q0hgevoDRGMFvQGkJBzSwHlvrTAloo/rRQAdTQDkUHI6DJoxgUCCkNKaT60wEooopAFJSnFIaYCg+tJRnnFHegBKMUd6Q0AHWlpKDQAmaMUYpaYCe9FLSfSgBCetFBopCNs0ntRR6VzHSIfWk+lLR70xCUjcClNNJxxmqEJ/F+FI2OlJnmjNMQhJ9KM96QmjjBpiKdx5877UIjjHBPc0iqkAGeSPzq00YYHHGRVdgEuVbORtbA/KgQL578H92p/EmnpEkfbJPc8mkMhJHagP6n1JpiJGf5f1qDcSQDSCXeFbYQp6E+lBVg2B0BFAEifc46U0HpmmkM8W5GKqAdo9fenlfkUnrimAuQV+bkdCKrS2uRuiIwP4D/Sp8emetAOOM9c0CKybt+1/lb36ikWON5MOMBuOB3q8VSVcOoOKoXe63fIZmOPkHTGKAB0dX8iOQgkFgCucAVKtjIBxNuz3I61VhuDJeI21gVVlPueK0VuYxGhzklc8CgZX+wPg/OvPfHSlNrKOjLj6VY+0xZIJIwMnIxxR9piwDuPX0oAgFtMCSvlgn60G3n45jPtU/2mIhTvGGzj3x1pTMnUkY9aBFcwzZB/d/rTWgmYnlfpVgzorFSeQM4FHnIF3E0AQfZnOTtQtjAJ7UgtmLEMRwfl9qnFwjE7QWwcZA4qM3OCSIzkkj8u9ADTpyOpWR2OSCSDjmp1t4k+6tQi4lY8Kq9+eaikuJHYKGIwecDGRimBewijsMUMyqBziqibduXZjx603blxvKsiKQPU5x1/KgRZM6D+LP0oadQikAnf0qCMKB1Ax29KikRUPy5Oc4yaAJ5GLqnT74p5H76M47EVWVsIp/2gf1qeORY40Y9Wx19aQEhG18+1QwcRyY/56N/OpyweIn1FQ25zG/P8bdfrTAd6DvUcR+eb/rpjn/dFSZwxB9ulRJndKeuZD/IUhkr/AOqbJ645/Gp+lV3OYG9wMfnVimAUUUlAhDUFwcND7sf5VYNVrjkx/U5/KgBScc54ogwQ+R/EaRdrkn04FLEMb/Xcc0DJh0pKCaTPPWgB2aM+tNP1paADNJQTgZoPWmIMUCgUlAAaTJpTSUAGMdKKKKADjOM80UcZzxn1oJoASkzS9aSgAooooAKKKOppgIaKDRUgbNKeRSDpRXOjoCkpenNNJ61SEDdaa3Sgnr600mmICf5Uzt1/Glb1pvtTELnpRngU3PNHemIcTwPSqs3/AB8p7I39KsZ9qrSkfaEJ7q39KZIrdfpikyNpzzwaVshhkUoGec4FAEkSqYVBAOVFN8lydjMDGOfc+1LAcW8f+6P5VJmgBXGUIHHGKrq2YyGwCvy/lVj2qqrj5gQQQxP60wA9jQeo9qQkHikPXr3oAkQ81Wu1JAP4AVYGc+1Q3P8ACueTmgRTtQFuB0wGb8en/wBarwRUdivBNUIRtk4/vNj68VdJO4k+tAx0iLJt3c496UnK03PGe3f3o2t0zQIYkaJKWXIJJHsM8mpM71IPII5qPBHHvSqD70AKq7M4JOTyc0M26NlIJyKGU7sDP4Umx+e4oAkjxFtjThcmqpcieTpy/wCgqzt37Wzz6VUAxNIO+8/0oAl3HyzggdhUcj5UZYD/APVTljGwAk9elHlr0xkcjFACZIU9ewAppJxnGR1qxs3L93g07Ydpwh+lAFcKTz3NJIMg55I/Q1ZEW1iQvX3pGicg4CigCFW/dLkYw4H605xutB1G0DrUEsMqw7pMYLA49OatHP2aUDr2oAI5cW0Z5weOlOtDmBuP42/nTNm62UHsc0WpxC2P75oAlyM9B1qJBmST/fP8hTyTk464/Wmpy0nP/LQ0APY5gb8qsZ5qs5xEx6irBPOKYC0hophoELnAqC45MY9z/KpT04qtcn5oh15J/SkMkjIwMdhinRjhv94/zpicED26U+LADf7xpgP56mk70HAIFNJ6UAPzSZpoNLQAuaXrTKWgBaOlJnijNAAeaOlFHagAyaKOKTtQAtJ14oopiDrR3opKACkyaU0negA7UfpSUtACHpRQ3SigZs5o6UhPFIODXOjYUmm54zQ1J1HP5UxCE0h4H5UjfWkJz1piBunpTQc7j70pPHPrTBg7vXNMQ6kBOPTNGcgc0nfjp3piHds1Vl5uouf4W/pVoDioZFHnxn2b+VMCJm+Uc8kYp52sFDA4yOtBTkccU4jsRnHagCQYAIHHpSjpz1qESRxAhnAA689KabuEAENnJwMUCLAJxzzULFXkbBzgYNKsqv0YelR42qc4GSTkUwGseADzzRn5+KhYkOq4OO1P3fOAPWkBOOR9KguQCyjA6Gnxk4bJ6GmTnkZ9CaYivCCyKwyTlug9xVhT8xAVjjOeKishkgY/vZ/Sr4ULnHegZAWJPCH60uTu+5Vig4oAgwe60wugOQV6880XcrKCkYU7l9aziVt8Kf4j0oA0RKpbbkZ9KkAPoPxNZ24NiRDnGcGrkMgPXqeBQA4s6ttCqOM5pkcW6eQkD7+SfwFWMjqcU1DmWT6j+VAh+xB/DTWeOI8kLnpTz7VhyXLzMkkmcAEBeg9f6UAaKySOgYvgkcCkjuGRgr8gnrVFrlZlAxjHAqxbzSMyqUDDH3x/OgDQVg65HSnfSoLY53d+an6d6YFO5JlVoh/eH8xQpJgc9ugprHFy5wSNw5/EUqH/AEZhjn0pASRjMQBzxzTLXJhf18xv50+I/ul9xUVsT5TYA/1rd+1AEx4A/KmRHJfI/jP9Kc2MjPrTITkvnnLtQA6U/uXx1qzxmq0n/Hu30qfNACn9aTPvSdaKYhT0qtdYzH65OPyqyeBVW6PzxAdSTg/hSGPXr+FLBny+fU/zpq4D8dKdCf3ePc/zpgPPWmnnv060ppvJoAU96KafSgUAOzS0gooAdmkpM4oz3oAWjP50nWjPNAB3opOKAaAFo70ZGKKBBQfrSHriimAZpCaMikoAM0uab35paAA+9FB6UUgNjvQeAOabQTWCNwzmk96X1poPyj1xVCGMe3oaCcj1pjths+lIT8uR36UxCljsz2pFxkiqdxPMiKI4+N2CT/n14ph+2yEYIUdTg9aBGhnHXgZprSxrwXGRVAWl223dKSBjjOaatjKhJD4OfzpiLn26AEhW3H0AqKTUIxJgjBHHPbNV2092IO8f5/8A11ILFh1YZxg+9ADDfO64XAJ5Hb6VDNctu5kVdy4yDk+9W/7PUg5OSRjNKmnQxuGVBn35oAzljllIYryTuLOOvpUqWjCRW3HdjtWj5HNJ9mIx8xOKYjNbzbe5BBIU/d9OKtrdgxneM9OB1ontJJISnIOcg56c1UFrOhO7JAOPlHUdDQBc8xHYYIPpSAjzAME9uapPaOzZjBVgOGxgZq3HvTIcqcjIYdTQBYj6EjpUVxzt9+aeBtGQeMdKhuH/AHKnHftTEQQFg4xnocYrQR/3oXcSccjNUrZQ0wU5BwRV2OLa+7JJ75pDJ/rTXGVI9QRS9sUvUUxGKs+1GGMvg4BqsZWZ0eX7xDDBHT6Vpz2OCrQjnnOTVOSMyEByFeMkrnoaQDFlG8JFgDOSMcc//qq3G6vIm1s7TziqscSxIw37pTyeOtaNjAI4geMnk0AWuMVHCcyyDHTFTflUKkC5kHH3VP8AOmBN6ZrAMQY7HBx6etbxxjikwCOnUUAY8tpmMGBMnp1xVyMiJBHwpAwBVgwDPBx60ghRX3ttPXrQA6CExKQe/pUhPemNOgOM5+gpjyqqnGT7UAJOQFHT7y/zqIEMJgO3H6VEMk7vUjr/ALwqzHGscTFerdaAI8YtMelJaH9w3oJDUluuYhuOTnoaitMiB8/89WoAmJBYAjJHNRQ/df8A66N/OpB1APJqOIHBwP4zQA+Ti3btgVPVeU5tpOpwKsdTQAUtN6c5pe1MANVbsgSwZ6liP0qzVa6x5lv9Sf0pAPU84/ClhP7v8T/Omr97OPpREf3Y+pH60AP4yaB0oXkA0E/rTATGRQzKi5ZgB6mlHf0rM1a4XYLcy+WW6kDJ/CgDTBBXIII9RQeBVCwnSKOO2yxULgOR3960DQAnWikNHFAC5pP50gPtRQAdaU/pSCigApc0dqKAFzmkooNMBPWl5pPrRQISlBoxmigAPSikNFIZq59+lLjP86ZkEE0ueSKxNhQcj603OBQQMgknimZz3piGNyKMYGe1BHXtxSgmmSRyn9yQTjjrUIniz/rUHoM81YlQPGVYcelVdkSDiMA4GTjOaYiUTr2kX86YLqNycyrx0qPy0LnKrnGTxTTDEykbB1zQBMLqDOPNXika8h2HEqkgetNWGLIHljA4/SoXWPbjYuc/lQBfWWNgMSL+dODg9GGKiEERHEa/lSNbRHjyhg9/amIm3DAo35GearfZIt3AbP8AvGnG2GCASB6g0ASGTIzmmBvmfvzxUZtcjG9sexqBlZZWUSNjrg0AXg3GKikAYr7ZFVNkwHExA9+aRGm8yEtLuy+CMf7JoAvAdRUNyP3XA6H8qlQ8mo7kZiIPIPUUwILficYHbIz3q2sp3lGwMAHr61UtyfMQ9+n6VYKgsTtBYjvSAnEqYPzDik85PUVACASSvfNLu9vfpTAmEyn1/KozDDISSCSaXccZ/T0pd5PA/OgQz7PArbxFzUwfaAAhpm8n2qN2bn2oGSO7lfkHJIzn071VaVkuCxJztAx68mp0c5PPNV7jLTucZxGpH5mgCU3EhJ6KMZ5pqTMwyzkfQVACSByc7scUj5DlckjI4oEWjIpzySOnJqMn5ieKjDZwBSE54zxgn60AT+bgH5jjPYUGVt3QA46VCDnGTzSswyAD2yPzoAXLCPcTyWXP/fQqxG5IAZML0HPWqobcO2eP5g1Y5IBHODQA9nERVFUlmyRUdrzC49JDQqM04kZ/ujAHai1bMUn/AF0IoAeW+Yf55qJGwD/vmnnhhzTYwQjHr8x/nQA6UYt5COuKsHjvVeU/6M/bip++KAF6UH60maCenFAB61Vn5ngHru/lVk1VuWAuIM9Tux+lAEin5z9BTUOUH40A8nJ7c0kX+rFAEo496Wmkn6UuegpgB561QubWB455HjDPGrFSe3Gav5qvO4jLA8B1xnHegCtaxf6HaszZZwu4+vetLNVLbHlRovIjUDPvirWc0kAetJS549qaaYAetGeBSe+KUfyoAMetLzSUUALR2pM/lRQAtFFFABRmjpSfjTAWjPFJ+FFAAeBRQelFIDSzxxXP32psL3NlIWAH7zHK4/xrVvpWit5JPuogJJHXisW3gvjG87JHDBs3bWGSR9KwNTbtLlLm3WRH3gjOTU4HGB2NZloskM8KbVCyAsNvTb/kitLOCc1SBiN97HpSKSWPvSnrnP1pOQQB0NMkWQjySRVRl3z7Qflzk1Yl/wCPd6iQHzGPUZyKYgMOTwSKUwEsPnOPpT5pFiTcw49qrrd4kCkHPp7UASC2AOS7H8arkBgCMcj9avowdAw6EVUkUA7BwOTQBZQ4704nmmLyOPSobu4MEYI+8x2j/GmBK0gUgE8+lOV8qDjFZCITciRnLHpgngitKMMVGT0FFwJN2DnPXpVWYn7QDkYwKnK9+MiqdzIEuF3dCBzj3oEIHQoDuB5p8C5wQejdfwp0UZOmqm0btmOlNgJLNxtAfp6cUAWV++eTUVznZT84kH0pJhmM+lMClbMTOFyenX3p0/2+FSVQSjjpwfemWinzh25HT6GtFmOzGccgUgMh7+TYcoQQO61JDcySqWGCg6c8mtB4CwIkUOD1IHNVvsaHlDz15oAhF5Lj7vrTzdMAOvYE44ppgI++uWHHFGzYN0ZB9m7UCHJds2c8enGKd9pdg3r9KjU53DKgjH+f0pwzgY2gnjGetAxBcSg/MuCDycUGVnkZmLHK7SAMUYJz8uefWkYvnjhc96BCtMY+CByefrQsqu2SCPr3qMqWbBGakiXAYBgCKBj2XoVHGCKbzke1HyA/M2DnjFLjJJDbvWmITJQZOOlK20oAzZ2jmmgsDypx0oOGGB06YPFADuzD6c/jVsfc+vaqigeVIwPVvyq2OF9fegBVwOp9KitOIpB/00P9KlXHH0qG1P7uQH/noaAHSHBXPc4pI/ukHPU4/OnsoY59KjiLYJPYkD8zQAsufsj8fw81Zzk4qs4MkLr6igCU8mX8loAsZHWgnntVYq4/5bvj2ApDGRwZpD+NAFqqlxj7RBx2bn8qc0ZGT5jkj/aphjPnI24sBnO4/SgBzZLYHfFOj4UDikxlvpSRfdUjpQBJg8Zo53UvekPNABnNV74lbOVh1Vcg1Pj3qvfrvs5V6ZQjNMBmnFvIyTksxNXDxVTTv+PJD6gVbJ96SAXikNID6UE0wDrQCDnvSHr1puTikA/OaPxpM0negBe9Lnmm5pc0wHUde9JS0AFHSg4FJQApoyaTHNLQAh6UUjY9aKALd5EJLOZCSQYyuPwqkJ2k0iTAyfJUjnvjmtNhuyO2DWU6C2tPKlZUUAJn1z0rE0LMajz7Qn73kkdf93NWi2MHr2qvApZ1crtCKUX/AD+FTnH4GqQMQnbk+lOz8w6Uxs7WX1oPIJ6YpiEk5VvcU2L77DOeBUUt0nmeWp3E8cdqFOJdw46CgQ+6wbds1RZG3b1PJAzx2q9cHEJz04xVXIK8ccY/SgC7HkRr9Kgkw0u4HoCKni5hQnuKgY4Yrx6igCyvAFVL5RJtDfdHzfqKtDkjmqt+cRNjsAR+dAikjhwpBzxn9f8A61aFm26MZ/8A11nEfPuUY4I47Vc0+QSBhz1/rQMuVn3m0TgnrtBH4HNX26is7UhgIeM9M/iKYjR7EmqMBxcyLnq2768UoLTabKGYlsMM1XtP9cGI53Hoc+o/pQHUv/xZxwKbOwWHPp3p5ORzUNxlrcjNAFSzGJgc8M3GfpWnjIx68ZrKtjtl/EcVpjt7GhATqcjnrTSobhufpUfm7VbAJwT0FJ5hXBcAevPSmA1o3jO4HevoetNCRvkjjtU4kDcD+VQbg05IBHykE444NAETRDdsUZYDP4Upti3OU3etJOWEjkcfuiAfxqyIY+y/rSAgFuccOD7UGCRhjKce1THylYrg5HYUQqVQ5B5YkD2pgQG1lOMsgposnDcsCDyeauk0hzQIq/ZG9FJOe5NMa124JZQfarvWmSHDo2OBkH8aAKhgc4zKpAzij7MzHl19quB1LYHXGelP4oAotDJHC2XU+v0qw33SPvGmTEATA9NoOKkb7uD60ACmoLaQKsnHBkPf2FSjgDJqpb/KJCCAPM6/lQBb81S+PX2qEXEMaYeRQSWPXnqadHIXyWXBzyKZaxxm3QlBuGf50AOF1CP4xjGDxSfao+vzHPoKkAUfwj64oBAPYUAQCfJICvk9sVKJs8lHyO2KQSjOOp6cU8tk8/L6ZoAbvcniM/ietGZSxwqD6ml+bB5HPApemSaAGDzcAFl/KlXdG/JyhPHqKcOTx1pG++vc5oGSijHWikzzQITPQmq98w+xyY5+WrH61XvV32rJgndximAWXFugz2H8qsE/lVTTiDZoQc+lWu1JAGcdKTuck0hJB70bqAAnvQOvrSdx3oB/OgBRRnqaQd/fmjv/AIUDD6U4U364pRQIeD0opKWmMM0UnFFAhaKSigANFIaKQGlk8e9Y2vq8kcCLgAucn8OK2M9ao6iAUjJGSDmszQuKwKjH4U1jzzTlHyj6U08jI/GmDEY547isy9u5JB5cLbVPDP2FaWRjpx/OqGojbbrtAwTyKBMit8RyLGMc5yfU96tpuaRFU4XGTnvWZC4MsLhWwGIPvxWrDguvHbr+FAEl0f8AR2z6d6z97CMDjILAn19K1HUPHtIyKg+xx5ByfWmImhO6BfXFQOpWUk44U1Oq7VA9OKhkOJeT1BH6UATJ0FVdQ/1EnpszVmM5UfSq18QQykgbo2H8qYmUgSC2OWwDmn6XITMwPUjOfel2hkIxgFRgilsY/LuOORg5J9aQzTPSqV7Esvlq3HNXW6VTuyF2HPemIsxxqke1VAB5xWcSE1JFUYySP0q+soPGccd6pO266RsA4bgj34oAuA889Kgn5hbPcdKfuOGpsnMP4UAUYCRLzg8rWmvY1lxACcLkZ44/GtRRkEH17UANLlTJgY5xk1XefyY/MeRdo7HuKsSEFsHjBFZEieaPMyfnPGecCgDXjlWZUdDkZ/pS9z7E1V07/Vle46VbxgEk80AQSg727fuz/Op2mCKuc/N0AGarzffbjOUIpysHkjxzjOfbigCSNiZZG2kA460+SVYwC3fgeppM8j3rK1C53TlQTiJdzAdcUwJ3u/MJPm4HolNF0rZKyHjg5NU0wsaKnC4GB71GRvTcNu7nORSA2/MOAVapY38wehrKsZiUVG6dF9qvA7JQ3YnBoQEz7hMrhSRtKnH4U5WycEEHGcU7v14qNgwlDqM8EHmmIiuDzKPWP+tSuDyO9QzI5WR3wBsIxmpjQA0ZwPWqkHV+nD5q1zjGKpQZDS+m45/IUgLiZwrAcnqarxyFbdAF5JP4c1MmQoUdR1z71DH/AMeiH2NMBWuSh+dOAOtObZ19e+ahfnI61Iq5UZGCKQCqcZZVyen0qTHGTzjr71XaUoSAvVh1pWkfKtkCmBNu4+Y8012x0xz2pmWKkkg+nFIEIyc5PrQBMpOOnWlOd6Y7tz+RpiHAwacx/ex59/5UATfjSZyOPpTCeeKVTxigB2ahuv8AUk9Km4FVr5sWrn2oGR6ZkadD75/nVsnHFVdNz/Z0OeTtqyev1oQCZJpuQO/vS+xpMZHPpQAvfjmlFIcYOOKOjUALnkmjPPApM0goAd3p3T60wU4YFADs0d6DTGkUHBPPtQA7pSF1B6ioJblEADHGenNRgGVQ2MLkYpgXM0o600frS9qBAaKQmikM0C2CKqaj/q054w36girROT1qhqrYggwThpVU4+tZll8EmFcd1BpDjPfGabFzBGcc7RQcBRxntVAJu4HbPfFV70boeSCo/OpjhWAxziq19KqWzEjOT0oEZyfO4GSPm5HpxWgjo+wbhtHPH0rOY4uNpOTvwfzrSAUADaMfSkBJ5q4+VjTzMAowxqvtjx0xn0pnl7i3zkDNMRa8x+Pu+9Mz8yc5JJOaiVXx98fiKPnyGJBxQBaQgIB7VFcW4uNu4kbT2pUd9gOwEY4x1pfNbP8AqmpiKq2Zi4DsQRgg1Lb27xSbmbPapDKf7jU4SAdQfyoAmJ4qpffcQ9fm9Km81cHJx9agu2DQ4Vu9AEGf3js3PpSnO7Kk8Y6fUVAHlkP7uLC44LcVKkfljczMzgdzx1pDLmOeOhpj8xkZ/GnHhsZxUcnMLDrkdqYihHgXHHT+ua1l5IPY1kISZs+hGQK1k4UYoGVrl9kd05P3Rn9KoJkxxjoFAUnPtVq+yILraepUfToKgXaGKDkZYCgRctMBxg5yoNW3P8qy7ByJguOACMk9ef8A69ah+tCAh6zD/dNSKMUwf64Htt/wqWgAIya5673NczbB/EASD16V0PGcVhMoZp8jP7xuvtQwGbm3qM4APP5VFC5wzHjIAbFTkDcxXHBP+NQxDd5icADJ470gJrZwJyhOQyhl9jmtWYhIz69RWJbq32lW2lVBBz3PNbU4OM+xpoC0p4HrilzTAflFKTzTAjuP9RJ6Ypx6UyfPkP8AQ0ufSgBGbAP0qlER+8wCfn6D6Crjk7T34qnb8LKB/e59uBSEXIs7cnqagjTfbIo7rk/nUqMNpOeB+lV4HkaBMdMYFMB7xMTx9KlIwcDoDTAGY/NnI7Zp56jjGeKAKzjJxgHmnqowM46U90DsOeO5oLBRgZx2FIBcAHA4x0ppYjBPP1oMhD7QCTURZ3yMKuOhz1oGTIxZx6Dk0ucun41Eo5JY8dsU8H94g9AT0pgSfSndab3xTj19KAHVV1BsWUuP7tWD0qlqjAWEv+70oAdpg26dDnuDVuq1gMafAM5GwfjU+fSktgA84pB6GlPT8KbnNMB2cikJ9qQkdunrSd+PzoAXdn60Dk9aaODj070o6UAPqGa8SHIALN6DtUueagaCNn3HqeuO9AET3MrbV2hTnJx2HeoJJp/LyisCSAAR29avN5aAnA5/Wq7yGXtjHOKAKwPmzF2UhiflGelaEUjD5WGB2qvCFjDg4GW5A61aHJBFAh6sSPrTt/Y0wAUp9unamA7eCKKYe9FAGj1rL18sunxupwUlQj25rTBNZfiPP9iyY7MD+AOazNDTg/1Ef+6Kdx6fdqOGVfs6E8ZXimecXYLxkCmDHSNsVn7Dv3rNuGMuTnJXoM8H6n8qknlZo3BIxjIz6dDVQMwRMHcgGeB2/wAikIjtN7SbiRt2sDn16mtY/f8Azqkigy7FPy7WAYfxZXr+lXSSSG9qAYxvuYNGDt4PfikYY29cj3pAf6YpiHqfm9qVMFO/I70zkDpxninIe3PHagCaI/ukPqOlKTxUUJzEvbinH60ALu4/GnA+/PemE49+acMUxCjJ61HOcGPj+LHA9jUnfA/Gopj8q/74oGNX+LOTg4yaick+YTzlSMf5+tT45OajY8Pj3oAlzxkjtSMfkzgU0ZMa/QUsh2xZ9DQIy4P9dIep3ZOe1bKNlM/WsaHiWTrycgnv1zWun3DikMqXo3JOBxyufpVSJsynPTcfoOat3mTHdc9FUg/hWbbuBNMMZUuStAi5Zgi5UnvnjPStQn5vwrOtx+9X1zn8K0GOeB2poBn/AC3H+6f6VMCcZFQ5/ej12mpaAF4zzWA7fvrkdhIx5rd+lc/OCb2cJg5LE+/FDAdMGW4QAnaQRgfSmWZDSY5JKkc/59qSNzJKJOu3j6HOKX5kusk/xH5fQGkA4hhNCS3Q5/XpWzNjyyPbNZBEbyIgOShwc1oPMDhe+08/WmBbQ/IvPanVFEf3afQU/Jx9aAG3H+pft8vNIeB7U255tpR22mjIx6mgBWqnatujc55yP5VbOQpqjadJAG/jI6UAXkHA9+oqK3AEKfTOaepCjIyeOlQ2+GijJ6Y6GgBWuvmKqvI4oZmOe2aRoSXJDEA4yRUiRhR6+5oEOHQHHBpSoGfalOMcVXyxzySaAJSV4xxTWYKRhQCPWonVtvL8/wBabkhgpGc/nQMsIRu98UoIMqg+hqBQ24ZBGKlVQJAeh20AS8UE5NHcetISaYDifSs7V2I06UgZ47VfPNZussV09vUkAZoAt2IP2OHIxhRVjvVexz9ji45Kjipx3NJbAB/Wm9jT6aOlMY0rgg0mT2zinE9RSfzpAIvvTvWjrk0h64oAM/r2prttGe1KeO/aqzhnPQcdR9aAGOzPuOe3FKXVMhQcrj8TihQQW6E8dO1DRlQZN3zHgcZ/GgQixMQryseW5yf0qaKQEkbwcngH0qnPG7kIMnndjp2pIrbL7Qw+UnGOopgaw5NHamRhlQA//rp1MBTRSH3opBexaeeOMEMec1ja5cPcaRKFXC5GfpmnTzu75Ubdx3ZIyRVO4B/s+fcSzbCCT3wRx/Os3sWW7CZ2UeY2VjUe3GBV9yd3pwQcdqzdNjkddyAsuxWwf4hjpWslu4PzYGOnNNAzOIBaOMk89yfc0wuQFU8EkknuR6Gtb7HEWDsuWHQ1kTI6yvwx54I7UCJY/vxgHPXp6c8VdVsxxH+LisyBg3lYJG1+fc1oxMptox2AAz+FACvkge9IQCCOv0pXOARwOwpg4bk+5x2piHYYBfc05TiXPb0ppIPGcc5pyg7xx/8AWoAdACsKg9RkfrT2HIxxSQf6v2DEfqakwDTAb1PtQBTsc0UCADiobri3Yn+Hn8jUvSobvBtZc/3CaAF/i56VDISc9gelOWQNGrZHIzmopC2/gf8A66QywBviUZxgDpSXBxCcGkhI8hMHjGKJ8eWRnmgRnqMTH0UH861Yz8h9qxlI+1vg5yPWteNsLzQgILrBhuc5OY/8ayo08sM5+6xBHqDkVrTHcLhQONuP0NZoO62ztzjp9RigZctmzcdD0yR6cn/CtBjWVYk+b3yMDB+prTJ5470wEyfNX0wak7+1Qk/vl9earXVxKzeXGSmOSfWgBtzeSJeC3DqCWHAHIT1/OopIHNy7qBgk9D1qn5CNfrKp5UAu7cn3rTtwFGzOTuLA+o/yaQjNj3JmEjGCc+9K43Tj/aGee/NOMgE0ykjqRkimuzBg+BjZwff0oAjtmcyBzJy5CgY6A1pPEdwJmJJ7bewqgBsliPH3l5/Gr+7cqn1WgC7CcwoR3UGpKhgwbWL/AHBU1MCK4x9mk/3TVZndZoVGNjbt35cU3VJGW12IxDuwXj0zz+GKjEh3QrIQXyD8v05oAv5+X8Ko2YHmOffNWweD3PSqdkw3Ng5yf6UAXAcc45xiordR9nTPYZqQHCAkcntVeAt5CBckEdaAJmIznOeOBQJVxg598U0Rg9Rkg8ZpdnHJGTQA7IxzUIEgIw/BJwKcORjI96Nm9hzkDt6UAKIxw2ck/wCc0vR84AxxzS5K8d8Um35cYyTQAhkUHB4PtT1ILjB/hzUa2/Vi2TnNOGEmwOBt/rQBNnBPNITQR3oIPNABu/nWZr2P7PA4wZFq5Pcw22PNbGaqTsupRlIioVCMsx4oAv2xzboR0xwKmxxVaJxDEFJB28cHrTo7hJVJTmgZN3ppOKM5FNNAAelN5PajjNOztXJ7c0AIM5/rTWYKQC4GelRicy7RHkD+VV2XzpSg5wepoAuNyCBVZpSqlRgDqTUsjbQAOvY1A6bVCnAGMnPfmgBqsysULfewSf6VOilpDjOBwDmq6KFUgE7i3HvUhleJdg+87Yz1+tAhWVRIFLZXuT3oeNQ8X2fhySS2e1NSN3dnOD1wPSpIolW6OTyq/hTAuL0GetKRxxSZ/OlzxxTAafSilPSikBXNjNNdMykRopIGe45puoWS2mgz5+eQLkv69M1rKcnnjFUtbZRo1yGIH7sgA9z2rO2hQaG3/Emt8/3cVoZJ61l+Hvl0iJeMg8jNaAO1iPxGaop7j2OMgVjzMwuGA7MAB6mtcYNZd/ETL5g4xjBHbnk0mSUvKcvI2BtEgYY/i5rQQbYocY5XpUKS/IgVSNo6Z74qwhzAMLyoxQAHrjuR096X+Ed6RgWUEev5Ukb/AMPtjmmIVjiPPbHJpwJ3KSPrSYz1HHUUufmGDwKAJYzgN7MakzjjNQRNneP9rp+AqTPHtQA8kHr0ozxTARShs0wF/HNRzjMTL6ipBUcvKn6UCKVt/wAe0LDsgH6U58kEA854qK0Y/ZVyMAEjGfenlsMM+p/pSGTxHEC98DBqOdyUwB9afBk24J564z9aaf8AVueh6GgDOjZvtJDAYAPTtxxWtGeAc1kLKqysMjG7aeOta0ZAj69s0AV522efzwF9PasyOciUxDPCjtWlcsAHGfnK8flWWkbC4bcrszDlscYoYF+2J3Kc5JYYGMetaRbJH1rPt7dldG8vaqnPJ56H/GroYs+PahAAx56+nNQ3pGwhunoO9SgnzIvQ5z+VRXQjkcKWwQeGHUUxGBDO73k8sh2wAbAp7n0qzbOyMsxLZjcKEz/Cc8fqKbNasJizgnDbjzwD61bSNIolYffbqfXkVIygZd2oSq3GHOR2zmphIFti5GTjof507+zrW6uppPMYSbyzqD0zU66bGY9kj8Yx17UxFZ2wkJJwwKKfruHNWo3OFXGfUZ6UkmmxtHsimAwQcdehz/SkdZUbJ2jnr1oA0rI5sYcn+AVP2qvaZW0iVuqqAaLlJpEXyZvKIOemQfrTApXjnzGa4C7FB2KD/Oo4Z907A8vHgKijHaqV5cT/AGgiQq5BCkrxjmpIRtkOflZm5YH2pDNofMuSNrHkjPSqNiecEgHdjFWY50kcpnJA+8OlVbYbhISvRuD6UCL59PTk1Fa5+zRn/ZpSjRxkoQcdAaZb7obWBCNzbQGK84NMCVBJuy2MD0p2cnp04qF3ZlyoYe570xUY9Wznrk0AWGZcgMcDqaQzIoADZ+gzTFjyc7QPwp4Ug8cUAG/J+VGPr2xTS8uflQD6mnDtz9ad36fnQBExlJ+9jjtSxIvV8lsdTUhPFIT8rY9KBiwFvJXfycc/WpM4B9ajXKqADSjrQIp3kKXNwqyjKrzj14o+zwpuEcarjPAGBSSyYvB3561J5gK+hpDB1RV4QAnpT4jnaemVPA7VBLJzjP6U+F2MzH+HGKALQ5FHOB/SgZxyelRPKEOMEkckUwJQMZP8qRnVeCRzRnC5xxUBUuu44Lt0PoKAIWCQzEwId7fexViKPyo8Hlu9QDzEOdmCGHNLcM0cZd2IPTikA1pQshZj07VDNPllyCCxzjFJETJlpAAegJ60shUMWPLE4B9DQA6I5Zio75FBVuC3zbjjr+dRISAASfmPbvTiGc5AYLjscfWmhBC7DKq33jlfaraCV1EwAD45HrVTcxZPLBXj5eeg6ZrSRiyYxyKYDopA4xghgORnpT6ruGMq7Djb196n7UwA0UhNFJjLwGeAelUtYto7iwfzFyY1LJnscVKJdvT1HfqKiuZJZY5Ydow4wCOuMVHQoboYT+zImChdwzxV5wDzjJFVbJI7a1S2Vj+74G7rVvcCtAPcYcgDb60jASIQw4b9KcTjnsKTp6Y70xEa20SZdV5IoKYQFOCB371JuwMH17UnTOfWgCq8igbXBQnv2pqAEkgqc96tsBjB6VE1shyQuCe44NAhgDZ9/Smg4OMdOacIpFPyyZyf4hQFkUktGG+hoAchy0nHOR/Kn9sVAsnlu25WUMeOOOlONxFtJ8wY+tAEwJyT+tLzUK3ERHDr0pfPjJwHU/jQBNSOKj+0RDrIo/GoZb+BF4Yt/ujIpgU7cfuyDnG41Lw2Bk5yTj3/AMioEuI0VAAzMw7DjNN+0ZYlFwo6szfpikBoW4AgxjGCf50r4CEE4OKzvtEqgEyfeySFHTmoizMMyFsN1yc4/wAaAHosb7iHUYPc9TVprpCwAbjpgDqKpjghQFQZ/E0iOYwdg3SE/f8AWgDQM0e0sXUEnGO9RfaCGUJGeTjJIH5VTBwxbq3P4ZqUFQofIZgcj+tAF3zjHjccsedopRex9WBFUtykblycrQ5Js1V/9YO/TjrQBona21t2AMj61Qu5GiLeWCcZHPc1BdmfaGiUyFZQdgOOMH+gqC4hu5Lhzn/WDIwfucUCHXN4zQbWKBXXIPr7VLpc32mzyfvLgYz3rIuVcFIpW3Z43D+Enoam02VbfAkz5YG/zD6ikM07aKCGRvNx1IHPJH/66vCS1GGC8kelZJu7e4ljnQbsZDexyK1fMnZiFjAHvxTQhwmhGf3TDj+7SmaMnAQkH2o3T8AqvPcmm5uP9j6UASb8HO0inGTjkHHWowJm4MoGP1oKPj/WjA7UwOdhZpbqQOADyQuenPWrpVRMrqcpsxn3qe7tVjdLgAE8rx71SSRVi2ncFJyBj36Uhm7bxiKEKOeO9UrTmNgecN1q7byLLCjjoRmqNqDE8qHhicH6/wCTQIvow2E9ABjmkUKY0J6bRjFRq3yFT97oakVgI1GQDimAHbnPSm5yc4pOG5Oce9KvbH1oAcCOgzS59RyaaCQoHelDECgBcj1zSDrjHal4zj+VIMgc8ZoGIcFsChz+6b/dNABUZLfWmNIskBKMG3jjB60gJMqifMcAVCsjORISVBPC+2KqXSTtIkPnMc84Aqs63BdUEoU5JHOSQKLgWJpE+0MxIxzR9qj4y3FVniWB/nTdnvmoHZJSqpGy4YAv2A70gLr3A68cH86ntp4nIwwywyKpRx+adsKfKv8AETxVlBFbny8/OwzuNAFl7liQsX3icVIqgLtx7s2OpqvHIqNu4Bbv6fSlNyWyqjnoB/U0wJ3uY0cJ3OelOVAAXbhiPyqnlFAMnJJPI9aQXJGFYNsJznrQBeY/IMngdTVOeUOyDHGQae8h28+vNQyEsPmXA6AetAD9y87SCTwBVbHzFs5bPGacHbaCcKc4Az1GalVPmyWBIPGKACNQijgfKe4zmkY5GQm5UXgnoSetSLtABJOcnp6UzzQ0eWIWNRxTESQ27KFJx0zz2NTCTcu1cjnBqoLhSWPOFHAFNh89pXcE5z370wNOOMqCWwSTmpO9IDkc9aM0wEaikNFIBzSR4C7/AMCKZl0DNjgc564qwyAqysoYg+nb/P8AKq+F5HPA6r3/AAqCxpnVgGPJ6dakRpAoKOGwAQCaoyWzO5IVT9e9IivEpCOyOAMb+VP9aANP7RGVIPBzzUiyjo3TsaxjftDJtmhxznI5BqxBeQSAbXA+tMDTB3Ajrg9aXOVzjmqayAKSDnBwCDUqPtTI5U/mKBE4PHPSjGCfSow6nOCPpTgxCjuaBDjx+NIMEZoP50n40AL2puxOm0flS59KQkgZzQBWbTrdycblHscVUbTpoXZkmJjPQY5FanXPNG4gHg0AYz28hhUOWOAOnI96qyQ7OVeNwBgISRj25roDGkmSVGartYxsTlF3e460WAyerlpI2yO4OfwFP3qPmC4xyF29Kuvp6jOxip9qYbKZc4nyPQiiwFZcuA4BJ5+XOMUjLIzj5CB1JNWvslxkYdCMf3etNaC5wTuX8qAKixSOXcggAc1IF2qM4Ht+NStHd4wAD36daieG56kIT6YoAVUXHJHJ4FPG0DCqNpHWoVWRMMYHJzk4NKHk/jilA9hQA8KTnZ07e3FBgCsGLucDH41D9r2YULIvruHFNa8XPLZIwMYoAnLmOJpADnOWX1JqO6uXaSMghVyM4qMT7/mLZHTb7U954FCK/B7YHekA65sVurcAZQuRlgfu4PaqzaMqqhEhKqxHJ/Wrq3tuNoU4UeppZLyADAYY796AKn9nTR30MiOrQY+YmtFyZJQ32jYpHAAqi95GseFlbBH3VWnQXSTSfPES3yqvcn6+lAF4JEzgNOx4z97rQBag4MhJHvSrErf8swAaUiHJBQcegpiG77UKcMTj0oElsWwASfU04mAHhR7cU7fDx8nT0FADC9uVKckN7UkUcAG1V4zkn60/zRu+WI07zJD0hAXuSaAFhgEAIXJU9vSq1wNs6ydNwwf6VZ3TnkbR6ZpnllmPmNuHpQBGh28seTVlBmNSMdKiaLOOM81IoYAAkYFADsDb9eKZj1zSnO3APPtUcp2IMcsRxQMlG3BBoDgYAFZTz+S5Zcl8fMc9Kkkv2jDICHfscYxnvigC8Zf3mwY3H1o3E5y4H0FZ9qzpLueTdnJbJ/KrDShXYZXjk9sUAWSgYclj7etY8EklncPCmwoHI2kdPp7Vaa+LS7IzxjGQOaieyMkscgGQoIbB5Y+9JgTRTefI8qEBWG35uq+tUJZ3E24YIXPQZ4qh5jWd2FBJOcMOuRVuOAMzs5ALfwjrii4Cu0sjtyFYjAz3/wA81ahj8pjkgjqpHX8qbHAm/LHcyA4J6D/OaY/y7mCnbnCjuaBljzVAbHTdkgetRQ/vZ/McAkHkYqvHKY4iQAGcgAelW1220W5mBJPQnrQIRZCZpIgvHXcew71ai2qMnABHU1Wgxs8wrkk5JPrSOhndN5+UfNt9PSgZLJI0oxGO/U9qco/dFXj5I5JpAyIfm/iNSKRIGCgryKAIs5JZuq8UqqpQrv7nFDsqTY67l5Gabt3IvAAyenp7UAO2JsUEbWH8VRGdgu2JdzFsZA6c0TSbto24Xhck80yF9qfKvU/ePPfrTEToywkebyTk8dOKqu5uQGdVIPAX+7zmrDovyZ+c7TwfU9TToYhgEhQoIxt7+9MBI4FcvtDAFgMegwKvwqAPlAC/zqsQELeXGxf61cAwMUxDxijNJRnmgAaikJzRQBoFMjIqnMhVizLgZ6e1XhQQCpB6VBZnR4YEDlvY8in4LDgB1HPTtUsttn5o/lYdKrmRo28uQAMOQw7j0oEIYYJ+q7SKqS6RFIflPvkda0CQQpfBA7j0prMdgwwJxj3osBkCzv7VsRyb0XOA3OaX7dPF8skBH0Oa0vNlESl1Ge7CkJSQZZcf1oApJqSAgSfKc9+1W4r2OT7jjPoe9RTWcbjkK496z5NJIYNA5Ug8c0agbq3ABIJqQuCRjvxXMEalbybCQ/uRU6aq0ZxcQyR/7XWi4HR/Q03NUIL4TDMbBh3qQX8Jba3DY6HvTEWsjr2pTz0PWmBug7HnigMRxnpQAuQCSKXIJ4PNITSe+OlADgRk/wAqZwcqep9aD0469aQtk5xxQAvC4XPTpSKwIwetId3rTSw+8TjFMCReAc9aAcnBAqISgsFDZJFPBGR2pAO4zggUmxSDkA03dxk/hS8H/GgBnkxn+AU3yImbmJc/Spfpn8aQggc0ARG0tu8Cj8Kb9gtieIqlY5APcdsUoJXoDj+VAEDafbcYhHFOSyhQ58rP1NMuLr7OisW+dzgKRSW8skqgs2CTQBP5KHkxID7ilEYU8BVz6ClRichuoNKTx0zQADkHOSRTSAfmAGaXJxzQOcHGKADaucgc0AAHOKdwO1GQOcYoAbgdcY7UHJGPak3KBgmmtIuetADweenFNPIx70b1PTpSFx68A9qYDicgikI470wuAePrR5gxyfwNIB2efYU2VN6h0wGA4pDKoHB59KXzVx3oAxbiC5ST5xhevHfrxTWs9sguHLea/wB7LcbeOMfhWjeTgCPgnJ646GqUlyLgbhyQcgAd/ekBZudscI8vBKjLD/GoVKFpZpCSrcDHQVUtTJCWjkbKlslf8T+Bq4IpHfhV8oEc+vWgBI1wA7hiwI247Cq7X0yRmG2UyPIxAYH7o+tTOks07RglRjnHYeg/CpDHFayKvl49COlIClBZTEqspEQJJZgcsT25+laMscUSDymO7BySeTxUgkRkBjQAHHzH0qpcxySvkAlzwADjC9zTAjEm8gbhxjPv7U5pXlOSmUU4wKGt/s6B8gsQAFHqaejiIgKwJHVfU96BlZ4Sibsjht34U6L97tJ55wPw71YaMSo+Gw2fmGPyqIlIydpwcUgJ5Jl2hVzgCgbkQAjLE8U3dGCOdwB6epoCM7phtoPp2FAEjbIjHuYF+Seac07EZAC//rpDax+WUwM9M0wrFAFBHzY9evemAGPaMs+SSM59Kfv3/KvIJwT04quZfMO5ScAEZ9TViNF8lec0AMkT5A3JK8AetIgLuFYkpgnCjAFP5GB5eT71JDH5cYUsHfBLYpiEjjAAPY9Aam4VcKBlj2piFACc8BeTjoe4qVFBfOPu8D60xD41O4k888VN3pgFOpgLRmkxRQMKKDRQI0gaB0zTRn1pGbAOOagsf6UySJJVwwz707nHNFMRRe3kiI2ZZM8j2pnmK7Mr8AYBI/Q1ofzqCa2SUHHykjBI70AVQSMrv5bg1FNKR91cNnt0qOaKaBNxBYA4I+nQim/aRIRvOCvB+tICczo5JEZDeopn2gfMHwGPRhUZjUN98DqeDwc+tVp96EMBjPQ9qALZuxuxncPUjpR5kMvDAZNZ+/Yrleeemev+eaZ9oZiQeBuGAtAjS+zxwtviAy3DAVVmXzYXUnBABDY6YNSFkCR4OSzdqrGQJFIPnZgcH0oA1bRpTGvOVC42nrUrTbcM6lAfUdKbZoPJDZ5b1qxnIx+lMYiurDO4fSgEnrxjpUb20TLwmDjAI4pogAIKyOMDGM0CJh1bikxiolikGf3pPpxTSs5xlx9aBk5ZRkk4FZ8sjy3RELKECgfMP5VN9nZipZzn6VFcERyoB6GgCcK77SdnGORxUkfMakn/AOvUIf8AdsO2OaWIs0C4zjHegCZmRcbiBTRMhzzUXAcr94gc0gOc5UdfWgCYTKcYz+VHmE5JUhfWoQ5OB09adnPVuKBEvm46ggcc+tM87ccBT+NMZgON3fjnmhmBUhvXH1oAguCt7CPLUkhsqajt4LqGRWYbh6dKjjt7qMkKVILHBz0GatRNdK5DumAKQFlG253ghmP+RQ8gHQc5/OoWZ32kYbHOAMU4sQudoHTNMCTOAS+fpS5BIxmojg5GPbmkywXp+AoAmLhQM/zpwYHkGqvXqMd6lVh17UASEH0BppVT0FLuO0DvRn2xQBG0Ibg5+oNJ5K9Mn86kyO34UHpQBEYVHr+dHlL6DGKduAA96C2F5x0oAqyyxp9xN7E4/GmPcBiIwNjFc8etSuilSqDGQcY7VDKsSRKuMlR19aQElykSxsSckjgZqiyiJcKR8xAOO1PYIXyWZmzk44B9qfG0ZBRmC85IHWgA2RRxYwGOfm57062uoiGQJhVGA3976VUW0aRnznYeSgq0IDGiBEK/N+VICaSONnX19c02KJGbAVmAHJzxTFid5leTG1TnH4U9ZNuVBbI6nGOaYyVUfaF2rgfw+lQzuqYDFgfUdql/eEBlIA7k9TVWeCS5uSzlkjUcAcZzQA4un+qYH5hkYOcU6KJAQwILk4ye1J5TQsMHdgc8dPQUPKSVjO0Ent2pAOeHO3DEkdaiDJFPlkw20AjGc017uRJAANxYdBSIJXcEkqnbHXFAEb/JJnaQW5GO3epEyAVYkvjJ5xT8gELFgeueuKndE8rDEEnpnrQBFvmG7OAPTPakNtLLEGJGT0z2qWOEGQyPliT3qZwzhSvT0oAoQwsg2csV754P0FXIgU278cLzSASbdpGOvJpVj4wy4BPHNMRIXLDAFV5Jvs4UbSzEYCj+tSspVDg8dP8A69QrHhyzYLbcAdTTAniXLDKt/hVoVn7JVXCszYx3xVyEy5IcDHbFMRMOlFFFMBaO1JS0AITRQ3SigDQ57UvakHSj1qCxc0hJPSimZw/4ZpgPzSZ7UhNHagQEBhg8iqNzpySBjGArNirxoPSgRzrJPakKeOcYPp1oNysnQnfnG0/rW9JEki7XUEH1rLu9MKkywn5vSkFymI85BIB/hx1oRo1OGwS4AwR17E1TuJ3tw3mqR5fBJ/SnzhzbiUd+N3TFIZeTyF3M3HOAv8zSNtdU3dnGQeM8jFRWu2e0IYgsGK5IIPfn9aX5GXpEpCdMHsaYGnbzZAQY5HUVZB4ye1Z0G5ZB93bu42itAnDDpTAd1603nJoJznn3pCTigB3FNPFN3UZz36UAL39qzb/P2hCexBHvWh7Go5IElxnj0xQBRSYsQg6DrjtV6FtsKA9xUP2QKxwep9KsDKjBHFIBnC5HJFN4YfKePpzUoPGMZpuAeopiISfnHXpk0rHA5HGO1PKLjApNowetACBMtnGO5oKL82B7n607aAMc4+tIE59BSANp4pDlSAEySadg5JyTSkHOaAGZOOSM0pbaCcZzSH5h/wDXpDkKT83AoAUSgg54z60bmPPGPSq8jKrgFSTnsKcGYtuwcD2wTQA8sVweuT+VSI3IwCcenSoRvIBCnOe9SeZtAB5Y8cDigCYHjGAT9aXcM8n6VU87c20cY6kUoLZLsSeRgYpgWmIC5Pambs5GBj61E6biPmbAPTsaUkAdgc0ADEk45BGfoaaRIB8vJ9+9NUMBhmxx6d6ewZuVOO+KQBsYdH+YggZHSqrWjBmcuXbgVb2jHPXHWlAP4/zoGRR26J0GQMcn1pXiVm3MBuB4OOakCjI/xpiht5GeTQITy8gDJAz2GKk2BOSevtSgZxu7cYpAxI6DApDIZEDEsoK8+mc00xsdq8kAc4qYESchuPbsaeihcgNn1NAFVl2NkcKvAHWpAZHOXAC/wg1NgLgZ70FgM/zFAEapjAK03y4w+4qCcn8ak3McDI69z0pjBmKhehNADTGC+4KBgdQetUpJDJfGCMg5XL/7NaDKSjIp4PHP61DHbJAztGuPegAjRV+UZJx1NSoobDYAHBFKIzty7kkDnH8qMKEXCkc/lQA0nZzj5evNSKoA3fxCoZZCNrMMDPT1p28nkjb3pgSFlz1JOaGcABiDxTd/AKqPoaaH3Akr9D60xCyneq8Y5zk1WEcoziTjINXBjgAZHTFKAVBxwKBCwhtuWA3Z7VL9KYhHTFP/AM9KYBRSUUwF59KM0mcUfnQMD0opDRQI0hRSA0tQWGab/GD7Up6CkOMZNACYy2adTetHrTELmkzRmk96ADtQTzQc03PJoArT2cErOzruLYBHas6402RI3RDlCSdvYCtk80E0rCOb0t3CXCOuSjDOTj/PWrL28vODgZIGBng1qG2iJYhAC3XHem/ZI++44ORyaEMoxqYpI0Iwe1aZpgtok5C4NSdqAGlqQmgjNHNMBD1zSGl/CkP5UgEz82O9JuzRu6U3dtPJGKAH85oySKYHwpz1pof5N78etADycGkLYX3PSm7xng5HpSbxtBOBQA4kHGPTOaCRgHPoaYWwvHJx1phk+bbjkjNAExPGSfekD5J546ZqJm3N0yDQCf7pxn8qAJfM+cAcjuaTJzw2eelRkEBAMAA05Qob1JoAGLHIPpzxQeRsH1OfSgH5umSB1pCw5z14FAC5JJPH4d6TcN33STnihcAk54oYjdjoKBDueCScelNBDNjgqM4yOTR0Az0px6denWgBMRAHgD14pwIB2qvGe9JjGTn6e1GTjpkmgBC/OT0poIIGPTpSZy23HHelLEHIBOPSgBu1m4OMn3qTdgcMMio494bnAGenemlNycc5wc+goAlMnHBX145qJpWYYD/Nn5iO1PVAzEA/KBmo22uuR1Bz9aBkyq+z5m5xyaVSBnLVG24hQDgdTx1FInOO/rnvSAkWXAztIB/Wgs7Jjafao1ly2FAK1ICigEnHy9BQBGoKjk8dPxpGuDyqjHuRTmcEfKvek2EFuCc44oARG+T5+W7ipSjEAIdoPPFJsxnbknHel8xk4I69KADZjBY5OaaZCpAwM4pNzOw55x0NOCxjhzliKAI5JsoVPy8dRSbnZ8DhAAOnWnt5e0KAAO+aNoRCgbk88npQMGODywB4ApvmHKln+UH5vehkWRdzjGCCD60oiXKt1IHTt9aBETSIw3BgVB6YzS5JJVyeec1L5KKM7cD2pQgHT060wIGZw2QalEnTAPbPtTvL24A7frSgDnAFMRFvcHI25PQVZQHbz39aRVA49OtPUmgBec04gGk/GimAdBxRzRRnFMQZozRn6UlAB/Kig9KKQGiOlLmmqaXNSWB60n40GkPWgBaQ8mkzRQAuaQ9KQmkzTEKSc0nQUUmaAA0GkzSZ70AKT70mcCk/lQaAA+h/OjP500k03dgnmgB2cCkLAH+VRMxOdvXtmkY/QUgJS34VEX+bGB+dNJGCT1/nUZLljz1OeO1AEmSzdcY60xRgAZ9Tzz+NAyeOnuaYFPmA5OMdaAJCxJAHP1pGJVdoA9uajCuck4HepEXknOcnv2oAYMSY5wAc4WnNwuMA08jC4XAx6UAADBHNAFdySQg+VQPzqVQOTjtyaUleD69vajdhTxz7etAC8kEjij6dPWjjpk5pHz0xkUAAcEgBulCkZpoBPUY56CmhuSxOccYFAEi98jFI2APmP096aSeMHGeKjMXz7gfz7UASHHILbVz2pxC5yfrUXkkNnIOMnHvT2VQOhzQIdwWUE5OaGbCnAz61ExKkDBxjk0v3l5X8DQMcZow2C3b0pGkC4AbB6fSl2Y469KSRMHjHJ/KgQ15yrrsXPXIoRpWJ4wAM59TQiAkscZz1oZgoATOeTjFAxrlkPzNwRyT1NRZkZjhj05AOaesblvm5A9fWpj02hcd+BQAxmcgKBgAd+tIu5D85BGeKlKZOcE0Z2AcAZPSkAK7OCVGB69OKcoz82PwpokcKCVPJ9KVd2AccmgYqxgD079acsa7cnuKQDJBYkjHQ04qCcn7uOlACAKhHOeOKdkgk4xRtAx8uR60ce5NADSMDk8nqRTWDHGw+2akPXAHNO2dCKAKxiYncSc8809EJBLc8YBNT4DAA0hjFIBgRR8uDxSeUu4tjJqTkcHp60oIP0pgRtFuYFj36UuwD2p/bvSd+vSgQzbuwCfwpQBjp0pfxopgIQB2ox644opaYg6HkUoP0pPxoFAD+3FJTc0c0wHZ5ozxTaPxoEKTRmm5NL25pjFNFIaKTEaCmnfWmLTulSaB9aDRxSZoEIefwoNJmjNABmkzRSZH40xC5pvalJwaaenWgAJ5ozRnGCO1IaQAaY0gT1Jx2pW79qYF7sQTQAhdmyAMUzZjgdCefpUjDJGOOaTtgcUAMCnuaa0eTz65qQ8/SkHtQAzaCOTRgbvrTutA4oAQCmFST25p/Q8UdBQBGoYDBH4U8cZpevSkA5oAN2QO1NJ9adgmmhR1xzQAm8Lj5Tk9KAfkHB55pQNxHTinEAjHSkAm7rgYppIU+tO285zSYy2aYDWJPoB6+9MVlIO35sHFTbQRg8imqiqQcc0ANyARn9KcOefxpw9e1LwaAEGRmkZQy4JOKcQOlJQA0Jz60u0ZpR0FL0zQA0Lzk4NJg7s07pS9KAGBeORTegzj5vU1KTx70whsEjGfQ0AKu4/epcHFHc0D2NADsgZ9frTTtxk0oxSjr7UgE5Bz3NADc5/Ol79aByKBgFGMGnYFNx3zS9T/hQAuaTAzQKXpQAce1OFNzSgmkAvvRRxRnFACHBFJjsfzFLTaYC80nOOgpQaT+tMQfhR2pM8CjmgQtBpM8+1HNMBego4pKBQAtJmkzRTAUnA5NGeab1+lAxQA6lBpuaM5oAU9KKTtRQBfU/lT81GvTrT6ksU0nSikoEHUGmk9zQaTrQAvbmkzSZpDQAuaQ8Z5pKDQIWm5o6UlAAc5pOnNIeKKAFpppc8YppOc0AFFJn1ooAO1IaXNIaAD9KKCaTP8A+qgAopDzRmgYv1o700nrQOeaQDuBSA570nak7UCFJ5pfr0pv8qDQAv8AWk680Zo/nQAuTR360mR2oz9KAHcfjSd6TjPvQTQAuaQ/pRnikB46UwHZ/KjNNpRSACTRzQTmkyfWmA6gj86TPb+tGaQCjGMHmlHTrTScUo4oGKG5pab3OAKXqKAD26U7tTAaXpQA/PNFN78UZ96QDqKSg0wHUho/lSHIpAGeaDxRmjNMAo6ZpM4pM0xC59KM0maTvTELmjtSfjRmgBRSZpKWgAJxxSEA0UnTNACj680tITxTVbJpgSD2pBTc0vWgBSaKQ0UgL69OKfUantT6ksXNIelB6Uh5pgHUUhoNIT6UCENJxQTzSE0AFJmjNJQAvBpM8Z7UlBP5UCEJo6UmaM0DCm9qDSZ4pCFzx7UZppNGaBjhSZ9qTNIW7k0ALkDpSDrTDIFBY8AAk0BsqCD1GaAH5pM0maBjHWgBc9gM0gPFFNLADNAD/akzkZ9aTJ+lA4FACk/jQfakppOB70AOzS5wM00EZxRu96AFJ70vPWm5GKNwoELz1PWgnnjrSZpoY7j6dqAJM4NJnnrSZ5x3oJ9+aBi5FA/Sk49eaKAFJxQOR0pM8mg0AKDSjFNHrRgZzQA/NGfSm57GjPHXmgB1L2pu4dqPxoAd2pc0wHIzg0tADqAaTqaBSAdnilFNz6UZoAWjNJ/KjqKYBmjNNz/OlJ7UxATSHrQTzRQAuaTP5UmaKAFPSk+tB96T2pgKeuaOlFJjNAh2aaTyKKTrxQAueTxSAAHgUZ5z26UvrTAMUtJnvS9qAAnrRSGigG7F9Tinjp1qJTTwagsdSZpKM8dKAAmmml6U0ntQAE5pKDTTTEBopucAmigBc8UhpO3rSGgBenNNJozTT1oAUnvSMaQuADk4A5ye1RtIo4JH40gH59DS54xURkUDrSGUehoAn6803v0qMOSBwRmlDN6fnQAToXhkQY3MhAz05GKhuJltLUsW+6AoqXJx2z71G6q3DFW9jQBSXU1f7sb59+KsW8vn7soyEDmldoR1kUAUokhHRsd/agCTD9mP40qsxYhhiovtEef4jSG5QfeGMdfagCfd6mgNnvVRr1AOgx7mmNqA/hXP0FAFwyBepPXA96OePlNZr3M8wKshQN9w+4qQx3OQTJj3ouBfzkZINGeelUhHcAf6zNOzcL3DY7UAW92BQDz3qmJLn+IKD7UCS6J4UY96ALueeDilziqQmuQBmMH6UedOMDy+nWgC7nj8KM4xVX7QwH+rPT0pPOPUg/SgC3n86MkVVE4I9KGnAPXPegCyTkg4pc5qqJwAD/Wm/aMZJzQBcByO9LnFVBMpGdxpftA55oAtbhjrRk4qsJu+aXzec5FAFnNJu6VX84nOcUNOo4yPzpAWt3NKORVZHJXOc9Bx2qYdOaAH5o3U3NJuoAkzRnrTAadnNADs4pM0nejNMA+lBJpM0Z9KYBmijNGaBB9aM0ZpKAFo9KTPpRxTAXNGR0pOcUcUCA9KAPWk60cUAHbig0lKTTAUUtMBpwNAA3TFFIaKGMur9akFQqfapAagsd+NIaM0mev86AFJptJmg0CCm5pT1ppPFAgNJ+NFJntQAZpCfyozSEmgAJP1pp570Z5ppNAAwBQg96zmvUjdkMTDHUmtDqKY6IwOQKAKRuWbkAgHsBSG5m5KqSPpUoBIcddpwMUki5hD7iB3FADBNdMc7cD0xS4uy3JHoQDT3UIUJJ4Yd6l4DHofSgCs0ErD55B17mke3IXJmH4DmpZFUo3zDIBwM96jldAuP4twoAjWJGJTe3IHVal+xBjkyNj0FEsmWgGOC/P5GrIbjoaVgK32SBf4znpye9KIoAMbN1KTtkHy/wARzmhTsd8HAwO9MYhRAwxCM+9Ow28KQq+gFMeVg4K7eF55pAziRMsMBOuO9IB0ikgHdkbqcwYgYbNRuxCkbu/YU8Pgck8elMQgckkAjOcU8M4xnGCajt9xjDFTkk9akKszAkdPegY5lzzwaa7FWAHSlCuPp9aRkc/l60CEDYTcGzS+Yc8LkkZpCjqhGO1ARt2enGMUAKHJBAUZ9+lO37k3YHTNMw4XAHIHrShTgLzQAZG4jAoJXPKVG0b+YNpOBTgpZRkHqc0gA4J3eWMAUqqnDFMd6OQhGG9qUAkcZwKAGgIf4PxIoYRr0TkHFPweMAimlSzcjjOaAE2p/wA88cYpSkYHIOPanbSCBt4FKQePlpgQNCrHaS3POAaWOCNSAFxz61LtPmbtvbAoRSpyVOMY/GkA+ONU6HNS7qjyf7ppGbAPBFAEh6UmaiWTLEHvyKXNAEoanioQfSpATTAdn8qM+9JmimAtGfako70CFzxRSUA80ALRSZ4ooAO1A96M0flTAXNJmk/ClzmgANJ2o70etMBaaRzS/wBKSgBR9Kd9aZ3pRTAU0UhopAW1NSA1EnTmng8VmWOzTc5ozSZpgLkYpO1GaKBBn0pp7c0Z96QmgANJ270c4FIaAEo6UZxxSGgQhNVZpWSTHOCB0GSas55qJsebn0FAEe5yMHdj6UuX/uH86mzxRQBW2SZcgfeOTzTfJby9mO2MZ7VZP86KBlcxORyeM0oibngZ+tT9DmkzQBD5fGMLSGInrjI9Kmz70E+9ArEQi5B3dKdtOPvGn0maBkTW4ZtxdvwNL5Kd8nI5BqSigBghT0HvS+UgPCindBSZA7/rQAgRR2FI6rtPAp2aZN9xsUAEbZiXHpT8e9RQgLEoznipMgDrQAvrRnIFNJB4J4pNw4oAf2o/CmlhTRIvZh+dAEmecYpfTP4VGHUnAIz1pc980AP6Ug6nk800sFHUfWlByOtADqU4waYXAJFNEimgCTvR0FM3jNOoAXIHWjNRlgD1/SkaQHA5oAlDA9KMk44qPd6daQsO560ASl+gwabIw20iuG4HWklPyADjNAEK/wCvHOMLilQ/PnoM01Bhj/OnKDnoTz0pATg5NSA1Ch5PBz2qUUwHj3/Wj8KQfWjvTEO+lJxSUUALnFLmm0d6AFoOACSeKKP5UxBnjiik/wAiigBaKMiigA9qSl6/Sk70wF4pPxoo/GgBP8mlFAopgB6UUHiikBYQ8VIDxUK9KlHesyx3ak6UHoKD3+lAxM0g9KUUnb8aBB3pD60N0NJTATv+FGaU8A0w0CFNRPJteMbSwc4yO31p560nakAhxUTn5wRUh/pTH+8PpTAd9etRmRuR8oP1qRvun6VDJwwx3xSAcXYDJIz7CmiR2x2Bpkv3T9KF7UATKxOc9qU8d6jj707vTAgWRiGyucEjJNSKw7gZqNfvP/vH+ZpejcetAyRGJz3xTu9RRfeb6089aQDZM7kGSBnn8qYuWUHJ56U6b/Vj/eFQD/VD6UASMfmVdxAOe9LjP8WT16VE3Ekf4/yqZf8AGgB8Z+Q/XrQeRTY/9WKVu9ADVxgD2pkpycDuDT/4h9Kjf/Wr/u/4UAVzGGuMknAXFSICbgemKdH/AK8/7tJF/r/wpCJZAegwckCoxG2cE9amPX8qjb/Wj8aYDoxh2HcADNJIfmAz/nNOX7z/AE/pUcv+tT/PelcZGRukAwMY7/WrMWAzkDjjH5VXH+vH+7U0X8X1/pTELIMjj8MVGFcdjipaa3GaBh95lPcCpRUKfeP1/pU3f8KAIS22Ujk5/SkYlsLwMkGlHM7/AIUN2P0pASE/OSfpUADF8ds1Mvf/AHqj/jX/AH6YiZcByB2AolPQDNIn3mob/WJ9DQMauOQDQOv405R8v4UnYfWgQ9PvVIDgetRr1/GpB/WmA78KXNMPWndqAF6UUdh9aSmAtFIOgooELRR2ptADqXtSf4Ud6ACgGkHSg9qYC0f1pO9KelMQUn0oPWjvQAUvT3pD0o/woACR60Uh6/hRSbA//9k=" width="467"/&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;Small church-like buildiing in one of view points in Vigo, Spain&lt;/p&gt;
&lt;p class="MsoNormal"&gt;&lt;span&gt;Before I started to include “colours” as different shades of black, I was hesitating whether to do it or not. Whether it wasn´t better to keep it as the plain geometry. &lt;/span&gt;&lt;/p&gt;
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DLyfrWz9mTHLNR9lT1NVZ9RaGfHmWBSd6kjk9DUTO0F3BHuZ0lJU7uccZHP4Vq/Zk/vGmtZRsVJOSpyM9jSUWh3KVuzPApbl+QfwNRi7BiV9hzty4H8POP51pi1QDG41WGkwK0jK7jecsM8HnNCguoXIBcx5KtlGVtpB7dP05FPEivIyBvnXqKmbTYmeVixzIu08dqS30uO3xiVzjOM89ev8qPZqwXInlSMgMeT2wSaVWV13KQQfSrD2IMokWTDBSvI7HmoI9KELM6TEOWLFsdc9iKXs9AuLxSdqamkPHcPOLpi7nJB6dMYqRLG4VcGdWOc5K9vSh0+w7jc0gP4VZ+yN/eH5U37G+W+deenHSp5GF0QdqTFWRaNwN49+KRrVwpKkMfSjkYXIMZFFOWKXpsIPvUn2aXPIH50uRhch4pDU/wBmk/2fzoFtJn+H86ORhcg69cUbRUxtpR2z7A00wSgfcNHKxkXSg96JIrkcxovTowP8xUebpfv2hPujZ/mBRyMQ/FIQO4pomH8Ucqf7yU7zUPf8waOVjDbRilBHqPzoyKVgI0jEabV6Akj2yc1HNAJEJyUfGAw6irNN+lGu4FY2iMIh02ALgdGAxwfyFNNs2wruB2Kwj9s+v0HFXCOKTFHMwM46esttJFgxAkhCOoBHIPr3p/lSsgkZR5ybdue5HX8+avYpCOoz+NVzMLGdb28geSMuykAOvP3WbOfqOKhtDPC8bTu7FwfMVv8Almc8fhyK1qRlzwRnPUetPn7isitbSmVZCecOQDjqvapWwFJJwAM5NIsfl3ACqAjJjjsR0/n+lSEDpUPe40UUvA5VcAN0bORg/wCHfNP+2R8qVbeGwVxz0Jz9MA1KYwLnOzh0yT7jj+R/SmpaoGVjglGJUjtntVPlEQxSLJOViwQrb9/bB7fnVrOKb5KKUKgLtzgDuDTyOKmWuwymHC3JjLBVQmQEn16j8zVgzIFVtww52r7moby0+1BMY+Qk4P0x/PB/CkNqxO3PyKd6nvuwP/rn8ar3Wk2LUsLIrgkMCAcEg9DTsjGc+9QC2UTvIeQcYXHGfX+VRLC0BEhPJYKRnjBP+JpWQyzuViMMP8fpTsVSa3YuqBDtiLMDnrk9PyyKMzKMktiEdezjP+FHKu4Fw9uKQjjiqqXRWVw53KxJi2jrzjA/nToJJPPkSWMjJ3L82cA9vzBpOLC5YxTRtBI7+lOb2qjNO8F3Fu2srERsVBG0n7ufx4/Gla+wFsj24pCoNO9KQ0DMJ/DMLcrPKCevAqNvDIxxct+Kf/XrokPy+9GeKCudnFX+lvYAM0gdc46YNFbfiYA2UWBz5n9DRUuxabsd0DS5NNFLXYcg7NGTmkxS0DDNGTRRQIKWkpaYCUtJS0gEzRmijtmmAE0UYopAFFFFAwzRmjFFABk0A0UUAFFGKKACjNFFABRRRQAUZoxR3oAKMnNFFABn3pM0UUALmkoooAOc0h60tJQAUmaWigAzz1pcn1pKKAA4I5GfrSDAHQYpaSkAEKeCox9Kb5UY6IoP0p2KKAGmND1VfypphjznGKf3oosFyBrVCc7iPpSm3jxxn86mpKLId2RfZoyepFIbVD0Y1NRRyoLsgFqP71Ma1cZ2lSPyq1RS5UF2Uxay7uduPXNL9lP95atUUciC5UNq/OCppPs0g7DNW6O1LkQ7soGB9wJjyR0PpQYnHVTV+kNL2aDmM/y2H8J/Km4I6jFaVJ+FHs0HMZpwD/OmPGHQqehrTKITyopvkxHqopezHcoYz1pu0DOB1PNXzbxeh/OkNtHjvS9mw5kYs6hbq32jGw4UAcHOQfyqz5Y8wP3AI/Cr5tFP8RphtPRv0ocGF0VD0yKja3ilJ3rkn9D6/Wrv2R+eV60020g7A/jS5JdB3KkRYph/vqdrH39fx608jjNSNBIJNwQ4YYP4dDRsYcFT+VTysCFfvY9acRg0MuOcdKftytFgMbxAudKduTtdT+uP60Va1ePdpVyO+zNFLlNY7HVgUtC0tdRyhRS0tMBBRS0UAJijFLRQAlJS0UAGKMUtHagBAKKKKQCUtFFMAFGKKMUhhSUtFMQUUUtAxMUUUtIBKKWkoAKKKKBCUd6WigYlGKWigBKKWigBKKMUUAJijHFLRigBvelxRRQAmKKXFGKAExRilpKAEoxS0UANopaKAExRS0UAJikp2KSgBDSU6gigBuKKWkoASg0uOKMUANpKcaSgBCKKXFJQMKSl70UCG0UtJQAlFKaQ0ANopcUnQUAGAeoFNKIf4R+VOooGQS20MsTRupKsMEZ6iipTRSHzGgKWkAp1MgKKWimAUUUUAJR3paKAEo60tJQAUUUUAFFL3pKACilxxSUgCiloxQAmKWiigBKKKKADFGKWjtQMSilooASilooAQ0UvaigBKKWigBtFLiigBKKWigBKKKWgBtFLRQAlFLRigBtFLiigBKKWkoASjFLRQAlFGKKAExRS0YoASkp1JQAlJinfjSUAJSU6koAbRS/yooASig0UAJSUtFADaKWigBtJTiKQ9aAGmjtS4opgJiilpKQDTRSkcUUgL4pwpBThTEJiilooASilooASiiimAUUUtACUUveigBO9LRRSASiloxQAlFLRQAlFLRQMSilo4oASlozRQAnelxRRQAlFLSUAHNFL3ooATFFFFABRRRQAUlLRQAlGKWigBDRS0UAJSUuKKAEooNFACUUtFACYpKdSYoASilooASjqaXFJQAlBpaTFAB2pKWigBuKKdSYoAbikp1JQAlJ7U6k70AJSU7FJQAlFLSUAJSU6koASk6UuKKAExSU6k/lQA00UpooC5eHSnUgpaBB3oxRS0DEo+tFFAgo7UUUAGKMUtAoATtS0UtACUlKaKADtSUtFACUHAHNLR3oAKSlo70DEopcUlAC0UUUAJRS0UAJRS0mKACiiigAoo6UUAFFFFAB3pMUuKKAEopaKAEoope1ACUlLRQAlFLSGgBKWijHFABSUtBoATFFFLQA2ijml70AJSUvvRQAmKSlooASkpaKAG0YpaKAG0UtBoAb+NFLRQA2ilpKAEPWjFLSUAJRS0lMBKKWigBpopWoqRl0U6minUyRKUUdqKAEpaKWgBMUUvWigApKWigAooxRQAGiiigBMUYpaO1ABSUtFACUUvSigBKKKKBhRS0n8qACilpKACiiloASiiigANFBooAKT6UpooAM0GiigBKMUtFACUUtJ60AFJS0dqAEopaSgApKWigApKWigBKKWkoAKSlooASkpaKAENFLSUAJijFLRQA2kp1JigBMUlONJQAlIadSUANopaSgBKKXvQaAEpO9OpCOKAEpO1LRQA0iilopDLgp1NFOFMkKWgUUAFFLSdaBhRR3ooEL2ooooASl7UUUAJS0UUAJ1FFLiigBKKDS80DEoopaAEopaKAEopaSgAoNFFABijpRRQAlFKKKACiiikAlFLSUABoopaYCUUUUAFJS0UgEoxSmkpgFHalpKQB3pM4HNNkfYBgZY8KPWoxGX5dt3qe34CmA4zxc/OOOtNWWRhu8r5eo55omRQqqBjLAGputIBFYMMg0tR+Xh2xxzkU5WJyD1FMBaKU0UAJSUtFACUlKRRQAUlL9KKAEpMUuKKAEpKcabigBMUlONJ3oASkxS4ooATHNFL3pKACkpaTFAB1pKWg9KAGmilNFAy2KdSDgUtBIUtJS0AJS0UUAFAoooGFFLRQIKSloPtQAlFLijpQAlFLSUAHaiiloASijFFAwooopAFFGKKAA0UUUAH4UYoooASg9aWjtQAlFFLQAlFFFABR3oooAKPrRiigBKU0UmaACio/Nzjg7ScZp464oAXtRS0n0oAgH7yZu+35fpU3AGOmKrx78uEA5YksalWPj5iWPvQBHPIm0YOSCDgUi3CseFOfQ4ougPLAxgHIyPoadH5RhTIXp6UAODguAB2prFjyEOQevrUEhSOYlcAAjpVwOp/iX86ADjHFL3qGGTJKMMEHjPcVNimAho70uaSgBKKXt3pKAA0lLSUAFJS0UAN70Y9KXpSUAJSY4pwFBoAbiil60UANopSKKAG0jHCk4Jp2KSgBB0paMUUANbpRQelFIZcFLSCndqZIUUUUAFLRSUAFFLRQAYoooIoAKKKWgBKQ5paKACiiloASjFFFABSdaWikMSjvS0UAGM0UCigBKKWjFACdKKWj6UAJRRRQAUUCl7UAJRS9qSgBKPalox1oASilpKACkNOppGQfegCt8wjkjzkqfTtU8Ywo5J9z3qrFbuUBMxY9DkU9D5DlHk3ZGR/hQBZprMFUk9hmmbpX+6mwerf4UCDJzIxc+/T8qAIreR8Ou3OG4I6YqVmK7csBk4pxkRPlHX0AqKVXlUggIp6k9aAJPKXaN2WPuacFUDAA/KoIHkRzHKdw/hk9fY1Z7UANKL6Dj2qJ13uqBRxyTUkj7ELVGu1sEOytQMd5SsAQSO/rTsuo5GfpTSJVGQVceh4pBPjiRGX37UCHhxnng+9L+NAZXHBBpDGM8Ej6UALRTP3i+jD8qVZATggg4zg0AKaKWimA3FFLRQA2ilNFACUUtJQAlJTsUlADcUUtBoASkpaSmAneilopANOcUUGigZcHSlpBS0EhRRS0AFIKWigAopaSgAopaSgAo60e9LQAUUUUDDrRRRSAO1JS96SgAooxRigA60dqKDQAnbFFLSHpQAUtJRQAuaKKKACg0gpaAEooooAKWkooAWko70UAJS0Yo6igCNpVU4YgGk8wn7ikj1PApj5jmL4BVsZJqRZFb7uT9KAGiJsfM5wSTgU4KkY4AWmO5HVgvsOTShSxztAPq3WgBfMJPyqfqeKaTk4J3ewp4jB+8c+3angADAGPpQBGFb2Ue1OCDvk/WnUUAQ3C5iOOMc1IjBkVvUZoZdylfWm24IgQHqBigBZR+7alUfIAeeKHHyn6URnMa/SgBSvocUnzD0IpaCcCgCFljzlkK+4pyjH3Xz9ad5ik4BBoKKw5FADWcopLLx7c1BHIs1wjgg8MABUsylYHwx+6etJBCIUAHLdz60ATUfSjvRTAbQPelopAJRiijHNMBPWg0UUAJSU6koAQ0nQU7vSUAN6UYpccUlABSYpTSUAIelFKelFIZaFOpop1MkKWkpaAEpaKKACiiigAo70UuKAEooooAKM0daKQBRRR70AFJS0UDDtSUtJQAUtJQKAA0lL2pKADrRQBS0AJmlpDRQAtFHeigBKKKKAClpM0v0oAQ0UGigAoopBz0oAD6VTZWjmSMMdhY5H1q5UEuPNQ0ATBFUcDFBIVSSeMUufWoZMvOkf8IBZv6UAHmuyFlConZn70JM+cPtI9VpAolnYtysZwB2zUzKCpoAUcig0yM5jFPoASmx/dIPYkU+oosl5Bxwf6UAS9qZEcoPQcU/pTIv4wezGgB9RFPNY7j8o4xUnvTIeYs8ck/zoAiaDa42ucHOAecGpIX8xTn7yna31p0g5T/epkR/fTAdmH8qAHyrvicHuDQn3F+lOI7UyL/VLnnigY6jpS0GgQlJSmimAxd3O7HXjHpTqOlFAB1pMUuKSgBKO9L0ptABQaDRQAlIaWkNACUUtFADWopTRSHYsinYpBS0EhS0UUwCiiigAooooAKKKKACiiigA7UUtJSAKKKKBidaWj6UUAFFFJQAUmaU0UAJS0neigBaOgpKWgBKM0UUAH1oNFFABQfaikoAWlpO9HagYUUUdqBBmk7UvvRQAhqGcAbP96p+2KgnGAn+8KAJh7VFx9qJ/wBj+tSgcVC5CTqxBxtI4pALD9+Uf7f9BUhqJPMLuwUAHBBNP2E/eJP04pgEYGCAcjNP7dKQAKOBimtIqnBPPoKAHg8d6YvE8g9QDTfOyPlB/Gk8t2YsTgkYoAm3LnGRn60yPhpP97+lRQw4B5BIYgnFO8t1OVxmgCbFQRu0cYVonOM8gZpfNdfvIfypwmUKSTgDvQAxpkeSNQ2Duzg8U6Ifvpj/ALQ/lUjKrDkAj3oRFQHYAM80DFpkXClfQkU/pUaZErg4xwRQIkpKWkoAKTFLRQAlJS0GmAlBFLSGgBKSl70lAB3pKWigBveilpKACkpetFADTRSmigCyKWkFLSELRRRQMKKKKBBRQOlFMAoozxRQAUdqKKQB/KiiigAo6UCigYCikooAWkoJpaAEo7UpFJQAlFLRQAnWlpKKACjrS4pKACgUUUAFFFFAB3ooooAKKSlpAGaO1FFMA71FPjYD6MDxUtQzYeMqDzQBNSH/ADmo9zMODj6UhiJ5yM+/NAEtNdtiE4zgdPWoxHKc75AB/s0FYgfmbd+tADI3e5RXUjYakEaIPmI/lTY0Y5x8kY+6AMVKEUdufU80gED4OFUn8OKQiVm5YKvsMmmSSusoX5UUgkMabIdyHl2GOwxQA/yjuJVnU467uD+FKonGCSrfhios7TwZIz78ipbd2YMGYHBxkd6YD95Ayylf1qOa3SfByRg5471PUIR4shcMpOcHgigY4b1HPP0qJBLlgBjBwOeoqTzgvD5Q+/T86FuI2YqG6dT2/OgQzzih2t1/2uKcJFMo7ZXqakIV1wcEGovIVRhSRk0AS0tVj5kXcHJGB61Y9qAFpKWg0AJRR1pKACk70uO9JTASiijFABSUtJ9KACkpaTvQAUlLRigBp6UUGikBZFLTRTu1AAKWkooELmjIpKKBi0UE0lAhaKM0UAFFITxS0AHeiiigAopKWgYn40UUtACcUUUdqAFo4zSUYoAKTvS0UAJ7UUdqO2KAAUUUd6ACjiko7UALR+lJS0AJS0Ud6AEoopaQBRRR1oAhdSrEjJB9TwKUKNu4tu+lS1E6qql/un2oAcCzAEDaO1Dxh1IJIyOoNNSQHCjrjNK+8cqc+1ADVgA5dmc+5qUKq9ABSDceuBRtyec0AIzkPtA/GjBPU4+lPxR2oAqXUfCP1wanBDRHBB4p5AYYIBFRbdrthcBlx7ZpgLKQI+eSeBUdnGVhO4EEsTipPvSRkcheSfwqWkAwkpt7gmnAjNLSEA9eaYC9aaAoJwBk9aCg9SPpTGgVskk59RwaBimJeqkqfao387eEBXkctinFZQOGyPeoI2dwZSWBAIwaBFlYlU5xlvUnmn4pAcqD60pFABn86Q0vekoAKBS+9JQAUh6UtJQA2jFOxSdqAEooNIKYBRRRjNACUUpooAaaKD0opDJx0p1NHSloJF6mjvSUtAw7UUcUUCCiiigAoFFFABRRRQAdqKKKAClpKKBi0UlFABRRQOmaAFpKKBQAHpRR3pKACikzRQAZ5oNFFABRSGlzQAUvakyDR9KAF6UUdqSgYtJRRSELx0opM0Z4oGLUcv3QPen1FccR5oEEZ3kMPu4wKl460yIBY1HbApzcDAGTQAFlUckCk8zONqlv0psUaKoO3n35qWgBmJCOSopp3K6/ebipaO+aAI0lDeoPTmnONyNkdqYi4lbHrUhHB+lADYgBGuBjIFNkDF1Ctt49M06I5hTv8opSPnUigBNrkDcQPUilww7g/WnUYpgNJI6g0oOaWmlctnJB9qAHYqvKvlnIPytnIPbipkZjuzjIYjimTxiVArZxu5xQA9OUH0paMYAooAMfhR3oooAKSlpKACiiimAlBoopAIaTFLSMQBk9KYBRS0lACYyaKWkoAaaKU0UgJhS0gpc80ALnmikooAWiikoAWkzziijFAhaKSkFADqOlJS0AFFIKWgAoBpKOlAB0NLRSUDF+vSj8KSigApaSigBfxpO5opKACiiigAooooAKOlJRQAtAoooAKO1HejNIYUUmaWgQUUmaWgYUjAMjBhwRS5pGGVI9qBCR48tcdMCkckSLg4zRF/qk+lK4BK+uaAHDgYpaKSgYtFFFAhgH7w/QU+m4/efhTqAI4eYU+lP/AIh+NMh/1Q/GnH7y0AOooooGFFFFMBq/ef6/0ofoPrQv32/Clf7tAC0ZopKAFpKM0UCCkpeKTrQAopKKOvFACUUppDQAUlIz/OqgE56kdvrTqYCGkpaTtQAYpOaXtQelACGig0UgJBxS0lLQAtFFFABRRSd6AFzRRRn1oEFGaSloAO1HtRzSZoAWikzS5oAKKKSgYtFFJmgBaM0lFAC5o7UlFAC02iigBc0hoopDDPvRRSZpiDtR2ozS+9IAoo5pM0wF6GgelJzmikAuaKKKADrS+1JRQMXPFB4zSUHOKBCRf6pfpQ33lxTYf9Uv0pzfeWgY7tRRmigAoFJS96BCHhvwpaaeHH0pwoGMhOY/xP8AOnHqKZB9xh6Mf51If60AKKKKKYgzRRRQMaOH+ook+4aP+Wg+lK33T9KAF5pD7UA/KDQaBB0o60daKACkpaTtQAtJijpRQAUUUUAJ60UUlMApKU80lABzRR2oxQAhooNFIY8U7NNBpeaBC0GkpaACijt7UUAFFHajtQIKM0UdaADtRRSUALRSUUALmiiigYUUlFIBc0Un4UdaAFJpM0CigAozSUUwDPtRnik/lS0AA4PtRRRmkAZoo60UwDPFGaKM+tIBKWkNFAxc0UUlAhwNHvSZ96KAFpOfal74pM9aAGxcRL9KVuo+tNhP7paVzwKAJKSkpc0ALRSUCgBD99fxp3UU0/fX8adQBHD/AMtO+HNPJ4qOI/PKP9v+gqRjgUDFoooxQAvWjrRRmgBpxvH0pT0NMb760/imAin5QaWmp9wUv1oADRRR160CDvRR70GgAo7UUtACUUUUAJRRRQAlJS5zSYpgFFFLQA00UGikA8UvOKaKUdKAFzRRRQAUtJRSAXtSUUUwCig0negQuaM0UUAJS5pKMUDFBopP50DrSAXNFJS0AFJRRQAUvakoPSgAo7Ug70v1oGJS0lFAgzRmikoAWikFFAxaKTNLQAdDRSd6KAFPajsaKDQIQUtIPcUvWgA70H2oozQA2L/VjFJJklfrRFxGPxpX/h+tADqWkJxS0ALQOopKXvQA0/fX8adTT95aUUARx/62Yf7Q/kKlPQ1FHjz5R9D+lSHoaBi0tJjpRmgAzS5pKKAGv1U+9Ppj4AH1FOoARelLTU+6fqad2oAKKPaimAtIaM0H68UCEFL3pBwOKWgA/GiikNAC0lJmjNABRRSdqYC0lFH4UAB6UUh6UUgHClFNFOpALmkoopgLSUZopAFHeijvTAKKKSgBaM0lFIQuaSijpQMWikozQAtJRmjrQAtJSUE0ALmjmo3lWMfM1OR1cZU5oAdSE+9BpKAClpKKAFopO1FAxc/nSfjSd6BQIcKO3NGeaCQaACiikoAXNFJRz60ALRSUUAOpOmKKKAGxfcpX6D602L7n4mguroGVgRkcg5oAk60vSm5petAC0ZopOlAwPUUvvTTztPvTutAiJD/pEv0U/wA6lPQ/So1H+kyf7oP86k7UAA6UUi/dH0paADqKWkpaBjW+7mnCmv8AdOKUUwETv9TTu1MTq/H8VP8AegAooNJQIWiijnnFACUuaKKAEo7UHrRQAUnrS0h60AJ0oHNB6UlMBaOcUdqKAENFB6UUhijpSimilpCFopKKAFzR+NJS9KADNFJR0oAUUZpM0UAKaKTNGaADNGaKM0CDvRmikoGKaPxpM9KDQAtJyelFJQAihSMkCo40IdTk8Aj8KXJVsY4PNPFAD+9J3pKXNABSUUAgigAJFFI2CMHvRmgYtFJR0oELRRmjNABx+NLikpM80AL+NGaMikoAWgUlLmgBaXPFNJpfxoAZEeD7E0nlpHHhVCruzge5pY+jf7x4pZQSo7c0APzRTdyjuKA3pk0APopuSOuB9aZ5ycjdk9wKAH4xgH1p9RLIhOAfmA5Bp4ORQMYP+PpvdB/M1LUOR9qA9U/rUtAgX7o9qWmr90UtAC5ozSGjHagYj8I30pw6A0h+6fpQv3R9KBCL95vrTs0wf6x/wp3sKBi0UUUwClpKOlAgzRSGloAKDRSE0AL60nWigUAB6cU2ndqbTATml/CiigANFDUUhiCnU0UuaQhaOOtJRQAUCjiigBaKSjNAC5pKB60vegBKKM0ZoAKKTOaM0AFGeaTv1paAA9qKT1FIWxxnn0oAdmms6qOTj0FJ8x9qQIoJOOT1NACIGZ9+MdhmgsUYkg7aPPjyRvBI64p+4MODmgA3qRkHijep/iH50xkB74pnlqD80YPuKAJ8ijcKiEcZGAAfWj7NDn/VigZJuHqKQsB3FR/ZYB/yzFJ9mh7RL+VAEpZc8kZo3rnBYVELeDvGv5UptoCQTEmfXFAEm9P7w/OjzE7Ov51H9nhAwI1/KlEEI/5ZLz7UCHean99fzo8xBzvXn3pPIh/55p+VJ5MX/PNfyoGO82PON6/nS+YvXcp/Gm+VGP4F/KlEadAq/lQIUyJ/fH50hljAPzj86BGnZR+VKI0H8K/lQMTz4/76/nS+dHjO9QPrUbtGjAFASegA5NJ5BlXDhVU/wgdaBEquihssOppGdGG3BIoSFEHAp+1aAIgzEYVQMUbZjwDipN6jvTTOoz14oGM+zEnLMP50Kg3YRiSOp7CnrvmUFhsX07mpFAUYAxQBWhgWK8kIJJZBnP1q2Kg/5ffYp/Wp80CIycXKD1U/0qWoXP8ApEZz2YVLmgYDp+NLTF6H607IPegQtFJRQMXsaRc7R9KWmqflGKAAHEh+gp2aZn979Vp38qAFopKWmAtGKKKBBSCl6UlAwpM0veigBKWkooEFJS9qQ0wDvS9BTc0poAQ0UGikAgNLmkBpTSAWk70nUUZoAUcUtJSUAOpDRR2oAKOKQ0lADs0c0lFABmkzxRSE4oAXvQWH/wBao+WyTkD0pxZUHOBQAfMTgnH0o4Xnp7mm7nb7q49zTRBly0js/op6CgBfOLnES7v9o9KPJL8yvu/2RwKkHAxwPpRQAiqqjCgADsKQxqTkcH1FOozQBGWkjGSN49V605JFkHyn8KdyKY8QY5HDDuKBjyoJz0PtSZYdeR6imbpE++Nw/vD/AAp4IYZByKAAOG6GlzjvTGUHPY+oquWmPypIBtbBJXNAFvNGar+Xcf8APZf++KNk56yrj/doAsA4ozVYpcdpR+Cil8q4P/LcD/gAoAsGioDHP/z3H/fNL5c3/Pf/AMdoAnFA6VD5cvP77GfajyXGP3zfkKAJGYIpLEAUzc8nT5F9e5pjQt5gJcnjoRUojHdiT9aBCIqIcDk+pPNP3+gNLhVHQCm+aoPBz9KAACQsc4ApdmerGkMo2k4PFHzE9qAFWNR0FOwMHpULSFGIYnkfLgd6kVBtG7knrmgBsTEWqHqQtKS4Gc9cdBTI2AhCAHOPy5qXblACeaBjD/x8p6bTU2eKr7iZ1HpkVOKAI5CBNF7k/wAqlqGX/WQn0Y/yNTUAIvf606mjqfrS0CFo70UvagYlIh4/OlFNTofqaBCE/vgPY0+o2H75O3BqSgYUtN+lL2pgL3ozzSCigApaTtR360CFpKXNIelAwpKO1HegQUtJRntTADSdaDRQAHpRQaKQxvelpopaQhe1J3oooAKWkzRn3oAWkopKAFzSdqO9FAC54o7Uh9hSZ7UAL0pGG5cZoooAhIbO1ix56inLsSTaBnIzk9akPP1qvybsc8BKALPNGabRmgBN4yRnpTqYOppAWQ45K0APY44HU01SQ+CSeKUdcnrTC370DHUUDJaM+tNzS570CFzxTSgJyOD6ijOBRn3oAXtVX7sk+Ou4H9BVnNQoAZ5e4OO/tQMlLgHGeaPMXOM9s0KAvSgoGIJ5IoAXfnHB/KjzBgdeuOlLmm4UNnHNADtwPODTfMBIABORmnZpAqqeBjNADgx/u0wSszYC/U5p+efWkAA5AwaAGMz7iMqDjipMEjkk1Ef+Pkf7lTZoERlW3gY+UHOc9akAA6Yo/GjjvQMQoGJzmnU0kEdaTeKBD/egGmFmPQUwSEPtYgf1oGJHwzH6/wA6emeGLZz1qNMnc2SPmIxj3qQ9APegBp5uFI6c1OKrn70X1NWAaBEcv3ojj+Kpahm4MfP8YqagYg+8acKaPvGloAWjNJmjmgBaanVvrS01PvP9aAB/vpz60/PvTH+9Gff+lOoAWik6UtABxmjiiimAUtJij60AFFFFAB0NJRRQAdqKKKYhN2CAeAe9OpKKAEooNFIY0UcUgNLSEHQ0tNoz+FAC0UUlAC0maSigBc0U38aO9AC980ZpDRmgBf5UZ5pM0UABqL/l8/4DUhzjjrUTH/S16fcNAE2aKSmuSFOMZoGCnOc+tLmmgEdTk0tADskHmmswDLkgUuaa6hhz1HSgB4I9qO9IAMZo70ALn1pe1IKO9AC1CvFxJ9BUv0qHO2dvTaKAJ8ij6VGGy3ByCM07vQA7NJn0pMCjHfpQA7PvQSKbkeoo3qO4oAXvkGlDepFJkdaWgCNmxOh7YNP8zngE1HJ/rIiPcVKOlAg3MegAowx6n8qMjFAwx5FAAAM9c0oGPSkKgkHuKQMQOc0DH00qN27vTqawyByRQIjjyFkBP8ZNP7596jVcM45xu/pUmMZ+ooGNdhlMf3sVMKglHzxn/aqbvQIZMflQ/wC2KlzUM/8Aqwf9ofzqWgYucMR7UopoPzfhS5xzQA6jjvSZzS0AFNX77fhTqYD+8b6A0AEnBj/3qfUcp+4f9oU/8aAFoo/lRmmAUUUfjQAucUd6bS9KADNBozzSZzQAtJQTSZoEOpKM0ZpgKKTNFHSgA7UUE0UhkdL/ACpv1paQhc0UmaKAFzRmkooAOlIaKQ0ALSfjRSd6AHUlITRQAuaM0nejIoAWom/4+k9NpqSoyCZ0I6bTzQBJSHkYzSFgO9N3+ik0AKCc4OPwpajw5OflUe9Jy3AYn36CgZLkZxSPzgZI5qIRsr53npT2JAGcHBoAlzjikJpAc9DxR9KAFDc4pab9KX8aAF/Goif9II/2R/OpPrUTE/aOD/DQBL+lHWmbjnB5p1AC0hOD65o7UyMAgM33vrQA8KABwM0u1ewwaWigBgBQjJJFPBB5FJmkT7oNACSkZQ/7VSioZjhU4/iFSigBMEtyad7U0kClBBFAh1I3Q0E800HzAcEigB/BFIxIHHNFBOBzQMjXPmSH6fyp5OCR+NRK37yXPAwMZp7dM+1AhsxOFJPRh0qeq85/dn6ip+9AyO5OIj7EfzqXNQ3P/Hu34VKCD3oAX+Lr2pc03+IUtADqUU3NHNAC9aT/AJa49qM00j96PpQATfcH+8KfnFRy/wCrP1Bp9ADqTNFFMQtJuXdt3DPpnmgnAJ9KzTLuufMXDd8CMkjj1oGadFRwzCZA2Crd1PUVJigAHNBpKDQAd+aO3NFFAhaSigelMApelNpaAEJ4ooNFIZGDS5poNLmkIXNFJmjNAASKKTrRmgBaQmkJ4ooAM0UnaoZTL0jXqOtAE2aMgDk4qtAjPGCzuW6HPFSiFc9/zoAk3A9KCxxwKjES+pP40pjU9RQAuT3IFGV7t+tJ5aZ6Uu1f7oNAAGQDgimGYMcKPxPSnMispUjg0gRFHAFAxQueSc07gU3A9KDjPSgB2c0A03avpSFRjqQPrQA4rzkZB9RTS5XO7p6ikEYA+8x/Gk8pMd8/WgB6urruU5p9VospM6jpnNWOtAC5qFuJxgZ+Wpc1C5xMhJ7GgB2SXHGMVJnIpisD0NOBoAcP1qPDJzkFc+lPpcigBFbdnH0p2eKjxySGxmlyPWgBR83PanjjoBTAQBx0pd1ADJz+6z/tD+dSioZyPIalEhIwoyRQBLmjGe/5VH85PUCnbc9STQAvplgKUEBcdqbgDtTh0oEAb2P40hDE9gKX3peaAIWH+kDIyCB/WnyEAA9scU1uZx/u/wBafuyxBwaBjbgboCMelSj+lQyHdE/PSpRwB9KAGz8wN9KkHTPrzUcv+qb6U5D8i/SgBT1FO7U09qWgBaKSloAPakY/vB9KM80hPzDNABKB5TU7tTJf9U+OeKcOgpgOpRSCigBk6loHAJBx1FQOZUWHy5CyucEt6Vb6jBqi0saBI2dQ0bjIPYUATQoVuZsknAABJzVg1DAQwZwMbmqbvQAdqKKKBBSUUtAB+lGRRSZpgFHekzzS9qAA0UhopDIhS00EUGkIdmkPNJmkoGLmgmkzRnmgBc0UUmaBARnrR0FFGaAI0YKX69fSnbxnHP5UiADP1p2PWgBPMUDv+VIZlA6N+VOooAj89f7r/wDfNNafauSjgdMkVKTUVxzAfw/nQA/eccoRSb/Y5+lO6gGloGM3+x/KlEin1/KnZoNAhvmAd+PpSGWPu2Pwp9NcZQigBDKgYLk5PoKQyrjH9KcMbRRx3oGRRSrJPIFPIAyKnzVaNMXkrccqBU9AD6hcZmT6GpAajlIEiE9Bn+VABsbf8pAGKcFbP3uPpTRcxNyGyPYGlMye/wCRoAds/wBpqUIB6/nTPOX+6x/ClEuf4H/75oAkwPSlAqLzSf4G/KjzSTgRP+lAEtJwO1M8x+B5bfmKQvJ08o/99CgBbj/j3kPoO1PQ/IPpUD+c8TIIxyMZLU5DMiKCinjkA0AT0ZqITBR86sv1GacsqP8AdYH8aAH0tJmigB1Ge9IDR70CGE/v19CCKcVJOQcU1sieM+xp5oAZIAsLY9Kehyi/Smyf6tgfSiI5hQ+1Axz48tvpSxn92vuBSOfl9iOaSLIiX6UAPbqPrS5pj5yp96dnB60ALSmm7h60ZoAcKa3LKaN1IcnHHegBX5RuvQ0q/dH0pCflP0oRsov0pgP+lLmm5oBoAdmoJUDTICARg9am5zUUg/exkdif5UAOg/1KfTrT802L/VLx2p4oAKKQHOaWgA7UUHikoEL0pKKOlMApaSl7UAIelFBopDK4PWlzTRS54pAFNkOI2IODjg0MwHLHAqlJchmJyuxTxk8GgQLeybVIj68ZIIq8MkD+lZrXROGDsPUFPlNWLWXJMZ9Mj6UDLZOO9Gc0maD60CDJzS033ozQAity/saji3ugZnIJ9OlMEhUynGfmHFSxgqgFAC7H/wCerUwxM3/LZ/pTZJwDsQ/P6YoaYxNiQHB6MBQArRBFZwzFgM8saVzvhPPankgjBHBFRFQsLKOnNAEyngc0tMX7o+lNkfahIPPQUDFknii+/Iq0qSpIu5GDD1FRxwKh3MAznqxFRSp5d0jLkCT5Wx0zQBa3c+1Ixyh+lIKCMIR2oACxEYIGT6UB23bSO2aYGJCIB15zTnyGVhjjg0AOA/eE+1PpnRvwpaAF9qjfiSP/AHqf3qOY8x/71ADmgTJZcqT3XijEo7hx+RqTNAoAjEyggOCh9CP61KCCODke1IcGmGJc5X5T7UAScUdai/er6OPyNOEq5w3yn3oAk5ozioPtMW7G7JHoDThcIe5/75NAEw4ozUJlUHox+i0nnjskh/4DQBPxTGijb7yLn1xUfnE9IpPypfOYjiJ/0oAd5ZU/JIw9jyKN0qjlQ30pvmvniI/UkUGV1H3FB92oEPE4P3lZfqKkVgw4II9qr+bKf4Y8f79NOW5xED7E/wBKBk8mBLEfcj9KeTVUq+6Is4K7scVZGBQIG/1bfSmwZ8hM88UrEbD9KhgdvIXaAR6dKBlhj8ppsB/cp9KZ5jdNh/Okhc+WoCE8UATnFKKYN59BS4OOooAfRmm/U0ufrQAuRQSKSj6UABIx1pkbgHyzww9e9P68U2QA7eP4utAEgpelJS5oAWo5eGQ5/ip/FRzdE6nDCmAsJ/d/nUnvUUAwhyf4j/OpfSgBc0lGaO1AgpKKKADNFFA6UwFoPFJnml5zQAHpRSGikMrdO9HXv+NIOaM96QhGwQARkiq0MKJNK5Qc4IGOlWiRUR4fJOQeKAGTAG4gwSAMnFOjVRcSMBgnFKwBmQ+xoU5uH+g5oAmzSZpDzRQMUmjtSZpOKBEHQy/nVkdKq8uz7SOmKmjfcnPUcGgBqjFw7eopLrJgIAp4/wBYTmmTE+W/GB60ASg8Com/1TY96fg7fwqJQBb4A7UATL90VFNnfEPVu9SA8A1FKcPF/v8A9KBk2c1Bd5CxsOqyL/8AXqYHioLv/UE5xgg/rQBYJzSN0NA6Uh6UAMUjdH7g06RwqgdyeKj2h4skcjp7U9mA2E+vf6UASfx0vemknPHpS596AFzio5v+WZ/2hTqZOTsGOu4UAT5o703NGfegB+aPzqPzEzjcM+madmgB1Q3Tf6NJzjjg1JmobnBgbPpQALIzMwjC8AZJNPxKerKPpUdv/rH+gqWUkRNjrjg0ANfzFUHIPIB4qYVEsa4BOScdzTnkVFyxwP50APz3pM1B5sjH5UAH+0aeDJnnaPagCWoRtEzh8cgEZpd5U/Mvy+oqUAHng0CBdpzt2/hTuB2quGEc0g6BsEYFTKwbn09aAIN2OM9JR+tWc5qq5/eOOmGU5/GrJ4FAA33T9Kjtv9SKkP3T9Kjg/wBX+JoGTdqbDjyx+NLyKbF9w/U/zoESZpc0lGcCgYtHekz1paAAUvQ0lFAC02Q4Uf7wpabJ90f7wpgSZopM0UAOzimTdBj1H86eKZJ92gAiOA4/2jUmaijOS/H8VSZFAC5pB2oooAXrR0pPaj0oAKOaKKYgzRmjrR2oAD0opKKQyqDkU0jDhtx47Uv0oBpCHZz2pkibx6HtTvWkzQMrEzGRSu1R0Geuasom1cZ57moc5VMdmqbNAgbn1pabnNFAwZ1B5P5VHkyf54FMZDv+ZvlPpUwwowBj2oERp8spyfrSWr7gzDO0twfWj/lswx1WnQDESigBy/fY0TEGJs+lNY7JCxBYH07U15NyFVRznjpQBL/D17VGDmIjnIGDTxkDBph6yY9KAHqcqPpUNwR5tvnu/wDSpYz8i/Sqt82zyW/6aAfnQMtg4UCoL7Js5Mccf1qbPHrUN3/x6Sey5oAmUkoM+lL+FNQgov0pc9aQDF5UAHAJOcVIRlCCBUIYKuW6buoqQvlCR245pgCNkLj0qSo14CgnoKdQAv5VFcE+XwehH86lzUM/+pPPpQBODUU7YXAPU4p4PHWo3ObhB7E4oAZIkSqqlNzt0ApYXaJlRs7D0zyRSqN107H+EBR7U6cAR59OaAJ6iuP9Q/0NPUgqD7U2X5onHtQAyI/vj7oKREMqku7nJIxmmorgq6FeVA5qaNDGmCcnJOaAHAhV9gKh5LbipZj27Cnyn5PxpyDjNAhiiXPBUfhS/vlGTtb2HFSU6gBFYSLn9D2pqZjk2fwnkUKNkhx0PNEpwA3oaAJR1qIkpMx2khh1A71JmjOaBlVg5Z3KlVO3r9at56VDP/qm9KkHQH2oEO7VFbn5Wx/eNSk8VBb9JP8AeoGWaZDwh/3jTs1HFwG/3jQBNRTaWgQuaWmiloGKKKT/ADzRQAtMl5T8R/OnZpkx/dkj2/nQBKKXmm/WjOKYD+1Mf7tOpsn+rOfSgBIyfMlHbP8ASpKjT/WP74NPzQAtL9KbS5oAWkJpPSlpgFLSCkoEO60dqTNFAwNFBopAU6XNN3UZpCHUUgINGRQMjHIX/eqTNRLgj/gVSZP1oEFGc0ZpKAB+VNLmmt900Z6UAMzmcjP8NJHJgbSjDHfFMEhadmWMlQMZ9al3eqmgBRKvTDA+4oMsfdxTd6g9MfhS5Rv7poADNGBnePzpEberN0DdKBEgOQq044FACR/6tfYVX1BGe3AVN+GBKj0qdT8o7U4EUAVlihCjEUg9uaHWFkKmNzx6GrOcUUAMhXbCi4xxT+1JRQManVh70GFd5Y8k+9CfebFKXHrk+goAUnkU6owTxnipKAD2qKb/AFTfSpDUc3+pf6UASJnAphx9rHrs/rTkbKA+1NY4uUPcqaQCwcmQ46uadLyhHqKZb/6s/wC8c/nT3ztP0pgELZhU+1K/3G+lR25zCOehIqRvukDigAjI8pT7U+o4v9UoHpTxxzQAyY4Tn1FSDt0qKf8A1J+o/nUvQUALmlptLnigQjffXn60k3MZ/D+dD4G0+9JPkQt6igCXNBpqnKg+1L9aBjJiPJbPPFPBG0UyX/VMM9jSqfkX6UAPJqC2bmQHruqXNQwH55B70AWc0yI/fH+0acKZH9+T/e/pQIlzS02jtQA6l4puaWgBc0UlFAxc02XJjbHWlHSmy/6pvpQBJmlpoNL1oEOzSSfcP0ozSPjaaYxqMPMPPVRUlQoQJR/uCps0AGaDQaTPNAh1FJRQAtFJRTAWjNJ0paAA0UhopDKIpRjPSk7daM0hDs0Z96bmjmgY0Hg+zVJmoAeG/wB6pc0AKTRnFJkGkJxQIGbg8c0oORUfOCxzz0FOXoKAGR5DN9alzzUSHLOPQ0/NADqTj0FJRQAv4UYHpRSZoAAB6c0bV9BmkU8UuaBiFRmlx9aTNFAAR7mkwfU0tGaAGAZkYHOPrTwAOAKZx5p+lPoACeKdngUxiMc0ooAdmmS8xOOvBpc0jgeWw45FADo/9Wv0FRynF1Bxwdw/Snw/6lP90VDcHFzbdPvEfpSAltz8jezGpD0P0qKHOZAezGpDgCmBHan92f8AeNTN901XtTlW7fNU56UgEiGI1HapPxqKL/VipKYEdyT9mcgcgZqQH0qK5OLaQ+i1IpBUfSgB9Ax0pKPegBsp+UY/vCll/wBU/wBDUNxKixkl14Pc+9OeaJkYbxyKAJYzlF+lOzUUJzEh9qUSxmUxBgXAzt74oAWT/Vt9DSQkGBDn+EU5uVNR2xzbp9KAJqghAE03uRU2agjGLmU+oFAFkVHEf3so9GH8qeKjT/j4kHHUZ/KgRPR70g4ozQA6kpKUUAFLSdaKBiikfmNvpSg01/8AVt9KYDlPFOzTVPA+lOFIQooboaQUE8Z7UxkcZG9MnqlTVWUkSRE8fIRz9asZoELQKbnk0tAx39KM4pM0UCClpM9qKYBS0lHagBTRTSaKQFEccUtMFLmkMXNLmm/lSFgvU0ANDcP/AL1PJ296gLfJJ2w1PCsvOd31oAeWJ6Dj1NRqC6bmOecin8kcn8BQAFXaBxQIXPy0DgCkX7oo70ANXiR6kqMH96w+lOzzQA7NHWkzSdBQA7OKXrTM0ZoAFPH40tNTIznse1KTQMUGjmko6UgFzRSUcUwEz+8/CnUwn96vbg07NIAJwKdnFMf7ppR0FADvrSH7p+lGaM5BxTASA5hT6Uy4GZLcjs/9KW34gX2ptwQJIf8AfoAkj4lk9CQf0qRj8pqFcC4cewqQkAGkBDaHKv8A7xqyeQfpVWzx5bH1Y1YJ4NMBIj8nPqakzUUWNp7/ADGnE5cewoAH+ZGUjIIqIq0abvMY4qTPz4ol5jbNICRDlAfWlqOJsxL9KfTAr4Hlsdozu61OyjYeB09Kr5+SQej1YzlfwoAZbEm2QnuKm9+M1Xs2BtUP1H61PmgQpNQW7BYFyQMZqViQOKggGzcH65OKALAO7pUKA/bH9CtSIcrkHioVOL5snqtAy3UacXMv4U8VEhxdSe6r/WgCejr1pufWlzxQIXNKPWkpCyjqRQA+jNR+YD90E/hRmQ9lH1OaAJajmYLEwJHQ9TSBCfvOxHp0pwiReij8qAEicFF4PT0qXNNPb2pc0AD5CkrjPvSKndmLH9KSRsRsfanA5pgKVBHIzSEAA4A6UvWmuSI2IPagBUOVU+1OqOFg0KEdCOKkzQAtL+NJmkzQA6kpKO1MB2aTNJmigBTRSGikBnilz1pgJpwNIYhJPfAoHsPxNAAH1oZgvU0AR5+WTPZqlzxVcsMS/WpApI+ZvwoAeXUd8+wpAxPbA96QADoMU7NAApytKTUaEAEe9O70CGZ/ft9BUuar5/0hv90VNmgBc0Z96Sg0ALnmjNN4ozQME4zz3p2c0wd6XPegQ4mkZgqlj0HNGaAfSgYKwZAwzg9M0uaTNFADHP7xKk61DJ/rEOehqXrSAU9DQp+UUnY0L90UAPFJR2xSUwEg4jA9Cf51HdH5of8AfHanQfdI9GNJOMmM+jCkAoP+lHjjYKlJ46VCf+PhT6qRT2kVff6DNADLXIRgf7xqc9Diq9qSUYkEfMcZFTnlcUANgPDD/a6U8YLfjUcP3pB6N/SnLgk+xoADw+fSnOfkNNOCw+lBII2Ht1oAW3IMQ+tSZqukW1cLIQCc0/ZzzKxoAbj93Nn61LGcxIenFMMQ5G489felT92oHUAY4oER2XFuR6O386tZ4qCBBGpHPzMW596l9880wA8mk7nuMUi8ktzS/wAQNAxoVlUbMc9QTTCv+kBwBu5H1qZSCMelMIPmqffigCQMe4qFWDXr4PRBn9anHTpTBxMf92gRICewpvz92A+gp2c0UAGzjksfxpQijoBQOKXNAC5opKWgAzmlHFJRnmgBx6iimk9KXtTAbMf3DkelPU5UfSoZ2Agfvx0qSPIjXPpQA/NI3KkUZooAbCcRKDTwR61HEAYxnmn7R0wMdqAHUU0quelJkr1GR60APpaaGB6EUvagBaKSlpgJRQaKQzNBpc0zOKXNIBSc8ZpAoHTOfWjNH40ARE/62pQflHpVcuhExDDGOefapkOUBByCKAH5/GjNNzRmgBF4ZvrTvpTB9880u4E4BoENP+uJx/DUlRuD95eo7etKjhwCD+FAx+aKTNGaBC5pM0me1LQMAeSKWmA/vGGe1OzQAuaOKTPFFAC5pc03tS9/SkA2XjafenZpkgBC+xBpwPrTAf8A1oHAwKQHiigB2aTIzTWcKMk4FRNPn7oLfSkA+LIDE8fMcfSifLIAhAOaRFOOQRT8D0pgRohB5Yse5NTdO1HfilpAA96cPrTeMUvvQAyPh5BjvwfXinr8p57800NubimyFzwuPr6UASk8ZpuAOR+NRxFtvPrTmzwB0oAkACnpmlz7U0nikDuexoAeG9qXJ56U0bj1pMNnO4Y+lMQ7k9QKTDDoRS/8CNJgf3v1oARG5IPBFOY4APpTdiHk/wA6RsKpGeDxg0ASA/MfekbJkX60yNijFCOnQ1JkbhQA/NMzmf8ACnZ70zP74fSgZLmlzTc0o60CFpc03tRn3oAd2paYXUDk03zCfuoTQBLQKjHmN1IUe3NJ5Sn7zFvqaAJCwLKAeQeeadnimqqrwMD6UvTjNMBCoMZHqMU5MhcMQT9KBxSg0AHWlpM0UACgAAdqdSZooAWk70UZoARlyMjr2NKG3DPf0opnSQD1pgSZpc03+VLmgAJzRSHmikBl54pSR3NNBowpHNIY7NLn1qPbjoTRlsdjQBCY0VmAQAYB4FWcALgdqgG4yMe2MVICD3oAcaKKSgBR1zijv0pORRmgB2aieJWO7GG/vDrT/pQTQBCEnT7soYejCl890HzxHHqvNSg0cUARi6iIzuwPcVIJEbowP40m1fQflTTFGeqL+VACqcyt9Kfmo1iRc4yPxpdnozfnQBJnmjOKjCkDkk0Mox3z9aQEgbnijOKhAII+bPsaeGX0wfegAfJGB60F2zhUY0tAPNMBAZTz8o9utOCsfvOfw4pAfWnA0gEESA5wT9eafgAdMU3OTS5oAWlBptAPFADx+dGfWkzQDTAXI/CggMMEcUnSjqaQDhhRwPypFJxk9aKPwoAYAwJ9zTxmlzR3FACZ5wRjNKD70jAHrTdoQZyPxpgPwvr+tLhT1qETqSQB061KrH+7ikId8mOBR8vp+lJupc+ppgLRmm7gKXd7UAOxkdKYVOQc9KXdSHOc5/CgYqvngjBpM/vh9KXrwaQRjuSR6UCJN656ijf2AJpAAO1LQMPmPcCgJnqSaXNKDzQIAABwMUoOKTJoBoAdS02imA7NDEY+tNBoPODSAfS54ptKKYC5ozSZooAdmlHSmilzQAuaTNHakoAXNNTli3PoKGJ6DqaUYAxTEOzS9qTNFAAelFIaKQzJH60OCRw20/SkzSEZ5FIY0CZO4cU0zkEblZR3qT5h0OaMnuM0ACyow4Ip3B7VEyxt1XFNMRHMbkGgCfB7GjJFQZlUc4YU4TdmUg0AS55pc/jTA6t0I+lLgZoAdmjNM59aXJ9KAHUU0NnvS5oAWjNJ9KM0ALR1pKKQDs0dabn2paYBgUxgwHFOpaQEPzemPoaX95/tfmKlpMD0xQBHukzjnH4UbpM4yenoKlxSjpQBFucjlnH4CkBb+/Jz32ip/wAKBQBEGfP3m/75o81s8k/981Lj2oPSmAwS9t4z7rSGcjqy5+hqTGe9GD60ARickcbT+Bo89hx5Z/AGpefUUc+ooAYJW/u4/OlErHoP0NP59aOc8mkAzzJOy9fal3Sn+6KcVVuv86T93noM0ANO/GDIPwpPLUnlmapRjHGKXP0oAasfHAA+tO2D1NKCKAw7mgACjH/16XA7CjI9aAw9aYheKWm7h60oNAC0UmRnrRuHrzQMdQKZuAz1NG8n+H8zQBJRURY+1G5z3/SgRMT70oqD58dT+Qo2ue7Y+tAE3SjcAOSKhEZJ5J/OlERHQjP0oAlDr/eFIZUH8X9aZsc91/KlUvux8vuaAJFcdefyoLZHGfak+bHUUh4weTjrTAlpaYGyODmlz60AOzR1FJ15pRQAo6UvemjrS5oAWikzxSE447mgAXqT3pwpKKYhc0UnelzQMCeKKQmikIyAaTHccGgUuaRQFsdaM8UdaYycgqSDQA8cjNBUGmhsfeHNPB96AEwR0NN+bHIBp/Wk/nQBGdueQVpoDD7pFT00qp6igBnmMvXP40omBo2YOQSMdOaa0ZPGAaAJN6nvj60vHUGq5Qgcbhj05puXXoQf0NAFrkUbueRiqwkYf3gfTrUglPoD9KAJgR2NL3HNQmVB94EfUUB93Kqce9AE2eaKjDHJDYz2p2eKQDu1FNFLTAdRmkOKTNADhwetLmm/5xRnnigB+aMiopJREmW79PehSSoZj70gJc0HPpURb5hjsKdhj1J/CmA4OM/SlDegJpgwM8U7JpALyaORjmk59aPxoAdj/OaOnWkpGIAJ6UAOPJxnGaAABwKjyWAIYY9cdakG4dx+VMBBw+AvGM078B+dNOVBOeadngUAKOPSjBozRmgQoz60oOe4zUbNjvgetC9j370DH8j+HP0oyO4pc0HmgQ0A9jx6U4AHnJ/Om9D147GlHB6detAx20H1/OjauelH6UUCHdB0pabmjNADunalzTMmlzQA6lzTc4oyB3oAfmmpwvvTeT7CnA4oAfmjH50wnP8AWnA8UAKVXOcc0Dij+dGeKYClwOCD+VG/0BNFGeKADcwPQGlBb2FJ3paAFzigep60n1peaYhc0DrSfWgUALS9ulJQKAA0UUUhmMOlLTQaXNIY7NGcGkpM80AOzSfTg0maXNACeYBgNwacDTTg8EU0KVPB49KAJc4oqPdk8jB96d2oAX+VFJnNJn0oAd3pCAeoBo4oz+FADfLXJwMZ9Ka0ZIOGH40/pS0AQiNl64IqYUhozQAxhvkK5xxTsOBwQfrSf8tce1PpAN8zb95TR5yeuPrTutGB6UwE81P7wo81P7wpcD0FIVXuo/KgAMqA43D86aZj0RCc96dsX0FKAPQUgISjb1aRtzZ4HYVPGAFGetRyD51p6H5BQAucy59uPpTmbauaj6TfUVIRuUgjg0wFXGOKXNJ0ozSAXpS02jNADqD90im0vrmgBApAwW4+lOA46k0ZozTACM9adzTc460ufegAG7uaD6k0Z70E55xQAErjkjFKPvA9aTA9KUUAPo4xTRx6UbgOKAFPNKeo96ZuwM9TQuSeePSgCTPHFHvTc0oNADqBTcn0ozQA8YozTaUUCAk5wOtKBj600HDHPfvTvxzQA7tSFiTgdfWjNInVh3zQAqjJz2p4/Gmj6UopgOoFJnmjNAh1ApM0tAAKXNJmigYtLmk9qM0ALRnsTSdKKYh1LTaWgYHmig0UgMQdKUmmBqXd1pDFyaMn1ppNAPfpQAqsWJ607JptGfxoAdmlzzUfJpc4xQA44I5HFNwV+709DRmlB56UAAcHrxS5pCAw5FN+YdORQA4ABicYJFOz71GHBODwadn8qAHA0U2j8aABmyQo/GnUwZ3tThQAjbg24DPHSnK25c9M0UyM8H60gJc0mcUmfSjPtQA7NFNB4pc0AL+NFNozimA2QgFSemeaVWVkGCD+NOyMUmxP7o/KgBAwZ8Z7U7BXjcQO1G1ccD8qXkd/zoAXBPRuKXmm9ulGTQA4lu2KT5iO1ISfajJHHFIBQD13/kKXB/vGm7jShiOtADtueNxoAH+TTd3PSl3GmAu0ego2qB0FNLHtjFG5vUUAPwvpQVX0puT3P5Uf8CNADsD1P50vGep/OmjGehp27/ZpALj2JpQPQAUmT7Cj8aYDh60uabmlzigBaO9IDR35oEOHFL3zTM0vPSgB+T60DNNpc4oGLRjHTikzSigQuSOuPrS8Z96TPWgKOeMUAOzniimYGeeaNxX/AGh+tAElLUXmAnjJNLvI6qcUwJM0v1poII4petADu9Ham/jRnFADhn1pabS0CFpe1N5pc0xi9KXmm96cKAD60UhopAYSnIpc4pgNOzSGHvS55pO9JzQAueOBQaTpRnigAVs07NRrwD7UDlu+KAJM9qdmmA80ZoAfRnmmZ4pc80AKVDdaacr05HpS5oBoEAkDcZx9adUbc4GO/WgbgeuR70ALnEo9xUgOagLfOCc8etO81fU0hktMjPL445pPN/2TRHnLEjGTTAlFGaTJ60c0ALRTc0uaAHUgpM0A8UAOBpe3FMBp1IBc0Z4pM80nHQ0wHZpaTNHSkApNH1pO1GaAHdTRTcmjNAC5pc5703PvRTAdS5FNFFADqWm5paAFp2aZmlzQA8YoNNozQA7tR3pKM0AL2pc03NL9KAHdTigcU0HiigQ/NLTaARQA4UtN70oNAC0vam0tADqWmZx2pc+tMBxAPUUgFApaAG7WU5U9e1LvxywI96XNLxjFACjFLUWMeuPWnDPqDQA/6Gj6U05I4496XP1oELS0g5paYCjinA02gUAKetFIelFIZgKT1pw6VEpp+aQx3vRnmkzSZoAXNGe+aTNJ+lACilppNLQA7NGQabnn2pRQA6jPam5OaM/lQA7tS545pmc0UAOxnmjPHWm55pT0oAXGaUKB2FNyPWlzSAdnNLTc5o7UwH59aM96ZkdaXI9aQC/lS8dKbRmmA7oKSkz7UZoAXNOB4pgxSg4oAdmlpuaOMUAO/GjNNzS54oAXP6UZpuaXNADs9aOKbmloAWikBoz3oAd09c0ZpuaXtQA7NKDxTaM0AO/GlzTc+9AoAdml703NANADu9GePxpp5z1FLnAoAWl7U3NKKAHdqO/rSUZ7UAPH0opoJpc0AOB70dfpTRxS80CHCl6fWmZpQaYDxzzRTaXNADhS03JzS0ALmjOKQUUAOzQDxTcilBoAcKM0maPrTEPz+dJSUZoAeKO9Nz70tAxT0opD0opAc4pwBUmahRsAVIDzikUP96M8U3NBoAUmjjrTaSgB+RRmmZpc0APz70dKbmjrzigQ7NGab2paAHUZpuaM0BYdn3ozTc0oNADsn0oBpuaXJoAXPFLmkzRmgB1FN7+tFADvalJxTaTp1oAfmjPNNpc9fagBaXPrTKWgB1LTaM0APzSdKTNGaAFzRTSaXrQAufSlzzTeKM9KAH5zSZ5pM/rRQA6jPFN/ClFADs0tNzSigBaXNM96UGgB2aM03NLuHSgB2e9GfzpuaM9KAFOdpwcHHHtTlJwMnnHJptANADs/jTgaaP1ooAfmjPNMzQSeopgSZozTeaOelADgacKaKUUAOzxS03PrRQIeCKXOKZS5x2oAdSUZoFACilpM0UwHZxRmm/hRQIePajNNo9qAHClzTQeaXNAxTRSHpRSA5hGOfapgeOlQJ2qQdDSKJAeKXOaYO1OWgAzRn1pKUdKQC5pM80dzR2P0oAUUueab3oNMBSaXr9KQdaKBC0vX60lA6UgFGBRSfwUtAC5ozmkHWl7n6CgGLRnij1+lJ60AOzRn2ptL2pjF5o7daD/Wk7CkAop1N9KcOhoAMUCkFKO1MQuaXNNFHekAvagGgdBR2NAC/jRnmkPU/Sgd6AFzS0wd6XuKAFHpS5po+9+FB7UwHUA0UHv9KAHZoB/Sm9xSj7ppAOzn/wCtSUz+On+tMApaafu0DpQA7rS55pFpDQA7PHalzTB1oH3RQBJn16UuQaYOop4oAOTS01ulKO9ADgfejPNNHU06gBw60tNHUUtAC0oOKaOlKOtMB1LSDpSdhQA8UZptKegoEOBopB2pfSgBTQKQ0vegYtFIetHpTFYXPNOHFNFKfvUAKelFIelFID//2Q==" width="350"/&gt;&lt;/p&gt;</description><link>http://thoterez.tumblr.com/post/20276646238</link><guid>http://thoterez.tumblr.com/post/20276646238</guid><pubDate>Sun, 01 Apr 2012 03:48:00 -0400</pubDate></item><item><title>Birds</title><description>&lt;p class="MsoNormal"&gt;&lt;span&gt;Again - at the first sight not so over-complicated topic, in the real world though.. a very different story about “easyness”. &lt;span&gt; &lt;/span&gt;Nevertheless, I found it again very enjoyable and certainly learnt a lot by doing it. I´ve never painted birds with such an effort before and I certainly feel like I missed a lot. In the next row I might venture for colours, which would give the topic again a very different dimension. &lt;/span&gt;&lt;/p&gt;
&lt;p class="MsoNormal"&gt;&lt;img src="http://media.tumblr.com/tumblr_m13d9vEW1T1r6etgk.jpg"/&gt;&lt;/p&gt;
&lt;p class="MsoNormal"&gt;First model&lt;/p&gt;
&lt;p class="MsoNormal"&gt;&lt;img src="http://media.tumblr.com/tumblr_m13dabtoAX1r6etgk.jpg"/&gt;&lt;/p&gt;
&lt;p class="MsoNormal"&gt;The peaceful beauty of a swan&lt;/p&gt;
&lt;p class="MsoNormal"&gt;&lt;img src="http://media.tumblr.com/tumblr_m13daoOJhL1r6etgk.jpg"/&gt;&lt;/p&gt;
&lt;p&gt;My expression of an endless admiration for flamencos. Whoever invented them was a genious.&lt;/p&gt;</description><link>http://thoterez.tumblr.com/post/19521675444</link><guid>http://thoterez.tumblr.com/post/19521675444</guid><pubDate>Sun, 18 Mar 2012 13:45:47 -0400</pubDate></item><item><title>Cups and dress design</title><description>&lt;p&gt;Thanks to Pontenigra´s great idea to set up a habit of painting practises, this blog is going to be the documentation of my ´journey´ - through various topics and challenges, which will change each week.&lt;/p&gt;
&lt;p&gt;Without a concise introduction, here are the first two for the start. Cups and dress design. Cups were a good beginning, especially if you imagine a hot tea inside, good reward for the job :) However,  I realized how far out I am at colour-painting, therefore I sticked with the pencil drawing. Watercoulour are way out of control in my hands. For the time being, I would like to beleive.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://media.tumblr.com/tumblr_m0hivq5HKn1r6etgk.jpg"/&gt;&lt;/p&gt;
&lt;p&gt;Dress design was a good example of a challenge to me, I´ve never even tried to think about drawing anything similar, yet, in the end, I found it very pleasant, I discovered a big potential for imagination and that is what one needs to enjoy the ´process of creation´ in the first place.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://media.tumblr.com/tumblr_m0hjcmFmi51r6etgk.jpg"/&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="http://media.tumblr.com/tumblr_m0hjhealId1r6etgk.jpg"/&gt;&lt;/p&gt;</description><link>http://thoterez.tumblr.com/post/18867460009</link><guid>http://thoterez.tumblr.com/post/18867460009</guid><pubDate>Tue, 06 Mar 2012 17:56:33 -0500</pubDate></item></channel></rss>
