tag:blogger.com,1999:blog-253209682024-03-13T16:24:41.038-06:00Arturo Haro/diseño gráficoArturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.comBlogger146125tag:blogger.com,1999:blog-25320968.post-30478985235155987702013-02-21T12:20:00.002-06:002013-02-21T12:20:58.976-06:00¿Te late la tipografía?<code><div class="issuuembed" data-configid="0/1526682" style="height: 344px; width: 525px;">
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<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script></code>Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-9193679322086745522012-12-13T12:46:00.000-06:002012-12-13T12:46:02.440-06:00Un cuentito<span class="messageBody" data-ft="{"type":3}"><span class="userContent">«…Se
cuenta que un emperador de China hizo llamar a su pintor de corte y le
pidió que hiciera una pintura de un pez para los aposentos reales. El
pintor manifestó su acatamiento a la voluntad de su señor y se fue para
emprender su tarea.<br /> <br /> Pasaron los días y después las semanas. El
emperador mandó un mensajero al estudio del pintor para que averiguara
qué sucedía. El mensajero volvió con el informe de que la pintura no
estaba a punto.<br /> <br /> Los meses se sucedían. Cada enviado al pintor
era despachado rápidamente con la misma información: Que la pintura
todavía no estaba acabada.</span></span><br />
<div class="text_exposed_show">
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Cuando ya había pasado un año, el emperador no pudo contener más su
impaciencia e irrumpió él mismo en el estudio del pintor. El pintor
estaba sentado, tranquilo y aparentemente bien a gusto. El emperador
estaba furioso. «¿Dónde está mi pintura?», gritó. El pintor se inclinó
en silencio, atrajo hacia sí una gran hoja de papel, colocó un juego de
colores en tarros delante, cogió un gran pincel, y en sólo dos minutos,
ejecutó la más maravillosa sinuosa imagen de un pez que resplandecía en
límpidas aguas.<br /> <br /> El emperador apenas podía reprimir su rabia:
«Si es tan fácil, ¿por qué he tenido que esperar tanto?» sin romper su
silencio, el pintor se fue a la parte de atrás de su estudio donde había
una gran alcoba con puertas que iban desde el suelo hasta el techo.
Abrió las puertas y se derrumbaron por el suelo miles de pinturas del
pez…»<br /> <br /> -John Laing y David Wire en Enciclopedia de Signos y Símbolos. Ed. Gustavo Gili.</div>
Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-36103406599563785022012-10-15T14:40:00.001-05:002012-10-15T14:40:35.160-05:00TallerLos invito a participar en el taller de diseño de imagen de identidad que impartiré los días 22, 23 y 24 de octubre en las instalaciones de la Facultad del Hábitat de la UASLP.<br />
<br />
Informes e inscripciones con la DG Angélica Vilet, coordinadora de la carrera de diseño gráfico:<br /><br />aviletipo@gmail.com<br />
<br />
o busquen la coordinación en Facebook:<br /><br />https://www.facebook.com/dg.coordinacion?ref=ts&fref=ts<br /><br />¡Allá nos vemos!Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-44453218007467574992012-09-11T08:46:00.000-05:002012-09-11T08:46:13.549-05:00Pares tipográficos<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-BOG2IP02sb0/UE9AK5N59YI/AAAAAAAAA1I/RVuVt7rBp2o/s1600/pares_tipograficos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-BOG2IP02sb0/UE9AK5N59YI/AAAAAAAAA1I/RVuVt7rBp2o/s320/pares_tipograficos.jpg" width="318" /></a></div>
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Me encontré esta tablita que parece ser emitida por ITC y son sugerencias de uso para fuentes tipográficas. Se las dejo, tal vez uds. le puedan dar un buen uso.Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-36999039523079930182012-07-04T10:27:00.003-05:002012-07-04T11:08:57.648-05:00The Rolling Stones y su nuevo logo: Aprendizajes.<div style="font-family: inherit;">
<span style="font-size: small;">Siempre me ha gustado la música de los Rolling Stones.</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">La legendaria banda liderada por Mick Jagger festeja su primer medio siglo pegando de berridos con un nuevo logo:</span></div>
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" 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/Eqj1geEgklA8fRiP8XxUIM4bH3tCFw+v7VDy07xDy+UIT4MSnATxhXk0iI9IdV4dM1LSQuyNybvz3JRV5cVM0DBUumb4hR8iOXhRg+pVE/I+lEf4vavLXq2PvbHhXpVOSgLnHmJRylBgepVDbc4YTKDDp8VCpRa2hUFgey1czyUpPkImq00wkmCmDBV8ZTgJgfSiFel7hoef+bTnhKhKuEz8koIhKJmlT4l8H1eHfuOP05Dl3dk1VOThtUW+kKnWW/HCUFcoWvlCE+SYMARL6YQfS+Q0PLnhYckP7hk89yPySgiGEThlMoUmFelWqEeVWZgJTeXPtUJwy3NVtoQlCFShTs4JnCGYWJQDAgRLx9PexNDRk46YETicH5RFIyClDYSEnlDgkKo8jb6UqVTf9KL7Xc1UFv940duDQVU+1CnVvKDEoHiCqce3OAmB9VdmptqbktZhMTgQYPyH0t6SUKBENGQrKiQSrkq0U4lUGYetPvrpbaKcSMf15wHENpL04CpwEyicS+qlOKlvk1VslDilfc4mZ+UQDE4p6ngf9gCldYBDz3OLTRlwsN+0lUIEi6uG6niHHOcBgkhuAn66fI3mkCYeHFRV84MCFJlDaCYfEjSU3NVupwyFKnCoEceUFmENxylBMT+uQYfb5i6W0hfEthSYbicT+B+IXCVeQyXVWqiKY4iCn9mlKEHzWUqXIuNGEFxMCJxOCfkCIQiZtVDOOHtxzMc/wBoHmHqfmK21kB6kKD5VCKZElJTBSkQXCYQkqhm3lRoLRKEJ9qCeX7UTKEuSCpLiotqVh+0AhdoUIdtahDVqVDVs5GntAhujS3CHeAWrmQZft5E49kGPYEe1KPT90kYkRHOPX/0x//aAAgBAwABBQD/APA4ESjjEoMH9yAgCJQR4MH9yTAMcoKviqD+48onAPn4GD+2ATS26Ux7fKD7gj21CCyCEInCkFMKUVwlITDbQch1JBTJCUgK/aZThR4C0Wo1amtX1tRD+Fu25NzKRCEqJaM/g64J2mwGuVcsQ/17C1jkzQlxC6ctH9kHwHwJ8KHMWS6GgKs9rFpuOSVdQt5Kita1mECFRamjWVGF4wKBnbdeHELX9utLMLhGzscNtVKUSicT/YR6/GU4T4VUU8BkCGaL3lPYvUtNlh1CkCHfCdfUIqKlDahT7Cqy5WNImrW1tKKLaLYeoXhKECcKbgj65Ig+oECEwv4lMo48y3ThKrdWey/hzTFfRbJxpmgV6qeHjWDgZqbvWH+jk1WHaxCjUVODUXG3bTeSGKg8oZTDhgiZKfrUiCPIEShML+KkTbsdu/tLv+MGgYcpwmNbuN09Ds66t1gb8qqYwuuNNV19/Sq2LJeqMGtwqrtRrFFT7BvpffBmW0+HzDaZlaYV9VOce3OAIJ8QIC4CoPmFN+Ajk3Ybj/RfyDJP7cAlRtWVKpKevvKqtSVyha5w28Wi1fFlpCSk4bWIo3sk2GS04+qscUmUIXOFIgCQc8lseOEFH1ARKAfBEE/AQBATB8QXJwhyUPNeQJx74SCoOESRCxKAITIR/YQmKio5pJWhHuSUopELXOGxE5w6qUJ8wPEc4K/pgIBgpj24lEvilMKhRg+YUhIS1KFNkQAQVlMD4qgJhIXC0kQlSlIabIHtpTDU4qDOEpnCEyhY8fTCCIBlAVE4lEvjyha/M/gWyU09KtxVLidU6WNd1S012FV1OH6GpZKhE/JhKJiisdRUFnXtU8Ea6qUquuFVNMH6FTUMugBwzLY8LXKOcx8T9GPWCIBgL+KjCj8SQkMpUs43hL9wVaMKZt6LpltDbhUbXTTqtWeUtwF+x6nvFPebSu31auPKx2l6sexrWKTDNqt9sFdsCjoyNm0rqrbfqGuGZ4Ky4zcre9TuzlCHPDogR6Q2IUYSfCvoh6piUwURxkfgowfixRl5WF4Kl6GKVi3tZzmjqFLUqogf13YQkNq1dk4WdjWRD7mKYoq41GO4ixbU5zkptjd7yh64Qn09pINHeVU6sXuqaq3bRxlbCVolCTKCrlCGph31ZE0qMJMKg/Rc4CoBgGCYJgx6H1DDYUcAwY17jVEKZOW3FympK9NTVVTeLVT4rLO9SFlsOnW1CtuquFpFU3ZLCikISPf2pa3asM41XulvB6zhdLc7Tm3sqWrDbWWaLMKY1tJd6dTNY75KI5eJcoS3JKoH0kolAMAwTBMGDDx+zAsZNxestuFEhSimH6dt1BxOlLrdHSoTeMUZrIY1gVvYvjyLaFkzLC4baLcPMt1MKtraY/qgi/4ezVm260QhdE0GEuUwUnYVrFNXK/kIBnCBKFOyhUD6Iwn0CIWiXxMH4CKKlNY/gWP/ANCmaVOFJ+5bPOCOCWvEKV4DhEBZVB+2CeUBsJgykkShMLQI9sSR/Bv+WybP/Ybda4LIhPgTifwHrB9P1zCYC4Wr4mDAESmNdY2H1UbQQ1LjHOP7XCEH3Ic8Q2qanVgFDgIW55aTMOgzbbJjjBhSDAQQED7UCZvdF/Ybzu0G31SBOFeInE/gPWD6fQCCPlAnCAAbLQqqXsBsf9OhYWpx5+4ssP3rYbdM5W7JfhjatUiLPs8PRbLixXIQxKFFwQG3VKrKxFPFyz+nphW7PJUNpKlYc8bfNNXtupa+0JM4I8hAUdoY+X4eZDMJn8gMiVzgqn9CPUiD8tO0Vua7xxK3giS7xk6LK1fMteraha3FLCXDH+JloWXLH6NVu2fOFbQb41+z3lReMsrasurechohMLbDi1vrp4wvNnKZ2juArmmjOHB9tOkiL5bBWMZfYFUTwPEfIBHH6BKpR7nj4BcoUZwhQSltoORg2Iu1T9PbE0jWW5q1bhfMjdq3UnjBehK4SoGFtgwGhHue1Huc4EBMFMFEcpJHoHTwwDLRSRRvipbbmiE+IJnGYYmLmzerE5a3PBgEgmDCRAELgfrcYl8SICfDVKXziOAqqFW23NWlrNNhFqLlWO160upktyAYQuEKmS2TCGyA43zhavbKXIQuCqFL8OPfbTr5BJHFh0sO4Pk5ebYfDsOeI48wg+1GT4g3ck5HhZtsKABMf5AiXhcD9UKhKpwqFwBOOakm141U1pxTWwaX7rdpaznYMw66XXHVcoCYUpvjTU7jinMbfSjwVLcUiOTixyIj3zCXzHvzPvsgOLdVHFxIoLMuoFXT1FHCEP1IsFfcrTGP50y5DN7pahXOccXBCvBuFlYuEZhr5AXVUxpHkH2iHIDk4P6picNqgwuEmUYxRJq6qwWinpWAguHZd4dow66XI/8ALAEKPmw4U5czjeANUZuePMPs5LgK6dxzGakB5l2nKnRBWISoQopMIp0k0tqfdOM68cei141RUibthtPUmmwlhpNHjzLLdxwKmqoq8FuLEXLJbraVYHkNfcILgSCptRyu9s0yLw/71WRzIbgNyhX64gfG33BVA7h+dt1bY4OM5Hj4uFPfKA0lXxCVN0a3TieCuVEWezijSlAAITIMtVMZAqkok3yudfq8fw5+5KpNVgIGq0QdVoAptZMcrZitPRpaQ0iHHkTQZJQZFx88lPKjLMtZo4slifvNXYbWLehfJRyW/ot7OR5Eq4u/JOJ/rCB8JTgKCYZqXKVWEZetTbs3Gs/xQF6jtCqqpwzBEU4pGW6Uvklb6/ZDORUz7l7uzNubzHJ13R/XuHuVTlpt7FJC5riSoIMkqbTCghZcU01BubBKDJIhpIAy3M00KMdx16/VlkomKNAEze74m3t5llDle+4A58s4n+slMBMgT8EiUe7IY/cTTVeN3cVdPcraKlu14s2ghPCEpUEXO5tMM5jsr2k4gurqHc7ydypbxHGHK5+y0H9FlIhPwnKPJN3v1PTDI9grqX7Tfax+qtC3XqNKm6ZGZ5M1b6SyW17JKrHbeKFkNBo3G4Jo28+yj/YPlMo5QfhP4S/XCo5eCYnHKcShJ4nWl2K0BJU2wlaYSZLv+SooU5RmLtbUWPHVXJ29o/0lDZ6V673HFLE3QIVJyEwIJhQ5C/5ELUxkN/duLzbK1L1tiD7avZWE5Xf2bdTU63sgr7JjzNnY4cjUqJTn2aKSXllxZVOOMGB6+3HCFCD9BxnEpQITCjKNVvqafpyShB95V4vtNbUZJkb1wqbXaXro5abexY6HMbl/srnr3FCyhlrjCvWFejyuKLjUJZbzvJlV1a0ympOvcOKUtoARebgLdR3a+KyGswrGE0jDAUqGlEHOMoTb0XSsNU6sAD4j1nBMH6FtEw6mUCExQMe+9rjGkpgPpbVdLimgTmWRf3qtikeqn8Hxf+s1s7I222sBxj/aVFpbFMjnHr8DFQiadmZAulaTWJbjAcXVU1Fpo00jde4ac7DzEuJ1pi6eVLb1MqeWFRdq0UzGcX9VdVFQMBpSvlnE/oAYBgqgmcGEnkcGsbjlWywKZuqq/bGzMqS+C792BY6tx25qTT0lxfN8umH2n+izxBXOD5gCUOOyi53D+oxkNy/uV9NSf2ncDsv9CncT7itj5EihZsttN1rrTaBTMF3jCByjPspCXC6R8qROPb8cI4fQAxOCYnA8xT03NzBLQ2zR0c0xk1yDNNWXA11U1S8l4XQIp6LZt4VSUus7T7tY01BaKT8JzgiatpXo0jdSoJTr20/2n22PbQ857beaXFd1r9b48GQozCmeUXCuNM1kdcaqrBCk/InxHueOUFX0YMolGs7Iuqq2qf2kokkbKyH7qVspZwq2Kq6ijY/rM59cf7tdry0qoqFCvueV8ahPIXauTRsZleP7lxDQqV62sZpR/wCV/ZN+/oUeF25dxq7NTCkaQAuOQEbauyWmnHJ/WH0bHI6+tKKGkQ77pyGuNI1f3v7z3vANattaUovj/tM43Sf7O90jQZZSn7nB8P8ACo2ddjTMvEVEYbbi/V0SE0rFSv8Aqxse7Guf1VbENNOsmbbJbFW7wbza8KuFctEoH1Bj/KxOGlyGN0inrjaKcop2mZubSuARD7sxQsl9eG0xp6DPqn/2WuqAt1JTAgiY9z24/wDLC3AEbGuYqqpS+Eavtai4RNGT1yaakU4bhc8Jt5Yp3DCPIzm7IpqSqe912JfUGD6xOUa+t4XUNICGlPe2jZdaXal5EmsPa9yooWQ3TZ61NnEralqiSv7fg43zhv7BmVd/QpK+qVUvFvmNd0KWaN37U7QuammtfW8VFwpUhhLh8qXwb2RelOOJHgH6weurKc8P/wBVQv8A6cuc/wDfPK/6tdUpVUUX8blQlw2xr22W1QIPpPhBSFxtC+Jk99sWpsvVWJ0xZpi7wjY90/sV2p7epmG0/chwhWWVwomb9U/2X1niPgIlEonBP0yfXVTA/qoE26pP/Tlo/wD6Dyft1XQBaW0e3BkqPCYKZQIPgceYuFZ/XbyysVWV0/cjC6cOVtK2GGskuIp6asqP71xwmgSzQz4JW8AnZGUl1a1Ek/d8QIAhQgmJ/SiB66sdH9RA81COTGe0jrVQwhVavXdsRTMj5T6OJHDYl8Qlqqd5rKuSNYW9S1uuyjad1ShvGaQ1dXbmvZoqUKAzm+IoGbtU/wBx4JgfWCP86tdPt8YS5wXfMcYrYpsIoKZ2mo2KdA+Uet3uHsJy2+Kqa1LE00yOStdW5LNKqazsS4qqa/WVvDj7KQlvJb+i3sZfki7ktM0QU/WCCYn51M4FPhHFRRHCAmAPgR8RCjKNl3YICGUOFwBaMaoy+7a2VMUWU3EUlLen/wC1Wavtimmr9f2raMuy7+4W2wtVQAj4D1Jgn6omB661uJYrqZfuAmOUBMSiUH0j/AhXrtYFysdp1sn2SFa7xkEJfSTta+lK7e3yeOZptVHfcoerVEc4AU2paCv4kxP6sicW2r9h7E6xFbb2kcYnOOMSgwYPwECRjOcaRWh7B65teJ67eU5TUTTTeXX9Nsp75cTVvtVBEOPFXxHiA9CjEvP1raOR1bkivd96GzOFKlAX5MGD8BEwAS0YVTpVCXlIVcLozQt53k6rhUPANwFgRyB+J8wE/sH+LdVeyvAsoarWkgMFY5QhPEqM4HgfEicFzhEvcipfRQjYuaitUt3lA/ZTAE0tiUWe8u0T2JZMa5qmXyh1UobM4Pj5Vo5Q/W/1U57m6qoKdJKUwfH7RL7bVfV0SsW2UmVHcaavQhbSktoRJLaxB5gBTsKqQIuuVMW5OX5oKwv1RXAUT+0gTgHgp5STDfJEWfLaihVatoMuCi2DTLgZvQmP/mlEkV+xmUovGzCo3O/1FYopMTEch+2SiUJTKEu8R/cMf2yYUucFP7hKJRyiUTEeI9I5f+mP/9oACAEBAAEFAE+n7qfRPp9Ry+tPon0+nPlVlsF3yCqsHT7eWRUuS9R974wLjrDOrZdKyhqbdUfDl9MfRPp9MfSiY/tVVp633PT+k9t6l7MYVuXce4qbpfpLV2z7dsXX21crczvPUeVL8Dj9MfRPp9PhWE5PnV8vO2+5nXCx/jcwrL9pZZ3Gyiq7Rdu9351q7U1m74aE1cazLet+vus+E9scBxpjLT6/Sn0T6fS8Y4x1K37R9d9qdhdg9a+2N82h3x1fp/U/SffOotQ5bh/a/F6nuD2A/IRqm77C3B3I6rb9xbcm905rQKny+lPon0+jlCETUGX1JTSvk27HL/dXMf6d73vOJ4JrnMtj3w9J+zkDpP2bKsz6zbs11Y2G6h17G9F7cy5q8dcN3WRq4WG82dxaZfSH0T6fQBPhKVFWA9ctw7NocqwvJ8JujYc9zrHo7rpQdZqe1dJKJyw7C01QVvcXezmtuuHQHe2iNB3XRPaLWfYhre/bXVHXao7lds7x2wzXQfTXVHX7F9Z7uGTZv2s/IlmmIbbpdcaG7PaU7adOMq69XRQKVfRH0T6frCcw26qNe9Vdw7JwfG7QKjLcz2ljnTvr937wHFt4dbipbT3WB3A3ul6nunFgby/vh1v1NRbm3nnG8cqV5c/Duptdn/MZ92R/jJ0zQ11ZtvYFfm+V9bqVNjt2WXKsz/aWfNJwPQeAVdv7Aat2Th1fgGaBJnV2m6ULUl/QH0T6fqp9TR1VKno/1P0LvbRHS+uvuhNl939K12g962xyl7Q9C+svYTWdB1cviaNN3xnWuW7Y/H7iX47cNx961/jq6p27G770O6r5sjsh042FoCq/DyALN+Yua8n0naWdZ9KHnS6vY12Gq+kvWTEl51vrs7cULzfrPcKig2X+QO0Ulo7MdStA3ffe1OwXVTSN80xfqRuiusl/A+ifT9M+ifT9RLZUdfv2SizLtD1g15ubrV+Pve1XpDc/ZnSw2Jbe3OuE9musf4mtiIUd99V9g3Ds1vrq5sTr0jX3dLcWE6qyt3P7lV/jJ3ReKjMtlWSoxLONVXZrcmCfi8xo4pfPzBKT/wDY11U3cOndvpjUVn5K8oViumvxd4Wm77k2VdV3zMOrdp/2eedyb4rPOy3QfrdS6P1d21vZsPX2gt1fkuR0H4tbNetD5ljC8PyZX8/1D6J9P0h6sfy/GtrzQexaruP1fu/XrYn4yu0qcfuH5FOs1TqHYXQzfTG6dF2DGsY4Zlh9R1C7xd0Mnu+kM57s2Kj7EdQuimotc4Hoyw3/AADsdS6Cx2p1L3d7O0yWtkdZ7K7a3/xwXylyLPfzDFI2D0hzKh3P1lwDE613Zv5MsyOT72/H1j5wXrk4pVZW2mso+vPXn8d+gKrdO2Mi2DZMXv35Jb+iz9aPxj9Y/wD5zlP5D+yNPpfVlXUu3GrrdZ5rbMZeRxhPp+kfRPp+iPW2UrVZW5R+NW1VXXvEMoy/UeZYpftcfkD687M1/nHX3aOgNh4j3f629bL9knTLthmueOaJ2V3l07Sbr07cKBrs30T6E5A3tLrl1fznE7ZQ3fHqPq1rTpRovZWz+xO4sJ1VQZR2w7zWO745+NDsHrHT1v8AyY7t1xubL+ve9co0Pn2hNxaD33XdtOlm7cq3o1pHLcB67WLTmHakt/YXfWS9wtpah1xiXWnTnXjcNy7Kd1vyD4petp27DLDhXWzSnaXdt23xtnpD0zu+/clv+j9c3/XHcXprlnXrInESTP8ASPon0+c+sa+1vl2z8izLot2BwKw9GO5t50/f+/XTK3ZbbOtHYDKOuOyuz+kcL7l6X66bly7rBuLujpmx9ktSaMvtH296n9LOxdS9W2vOrF1E3PnvanrB1oxjsHvFnbG0sb7kdhsYpLr3R7JXRrIs7zPKaoqWtQWUla+QbXwXZMjvlhrMH769lsGFy/J52Zr6TYm8tobXq/xf9Z0WOy/lB7OIxix/iAsjjmT1uN2ivvH5Rezftnpv1JyDsVllyuGsereqcj/JJtao3trTZ2p+4+ru8nT5XXzICmX6R9E+n6CJBX4hUYs7ech7lZJrjc3b/oRj2eWror3DumEXjv8AdJBjtT0C7gXLS2W/kT6lUmRUH4z+0wsT+X4850u7L94toa3RvzcnYraG9KtT7i4JBPEgmUwEz4ifGOMcTySpSSZqgJ8tkcuuv5C9saNtm0djZDtXN/xE4+aXXnZrels0Tq3R+i8+7l7fwbCtddedf95uul67Ga0zHEsgwfINXbr2Hp65Z1tXPdjVKvKS0oQfX5z6J9Pnp0c3NV9NN37fsmPvbw6a7JwTZekO/wBq7Fc43B0QzXsf1G112gxPqJ2Sro74dK7hpvJfx49q2MrxrfGkOsGgtb9gu6Gyd6WBx5xazCQQWaR2pVZtU5pfBS9cM3fbvGhs6tabhZbnaX3f5CQPKEIKzZcKyG9rtnXnO7gB1nzYRfNJZnZG6ygq6JzoT3jw/TNk3lesv79b317gOtOsOqO8HdbJN45f0n/IxUa/t/crfNo35tTVuu77tTMdKfi/0/hll3N+MPSWdWPbeq8k1DmH6B9E+nzJ/l1m17jmzdsbGrsn0ppWw7R0B3Uxjd3ULcnTzJ+v3a7V3cDCK/Gtx/j7zbPNXag7r4LpjZLmVW/t3j/WjrnrTZ24c92vc1mah5KG1KXr/Sd/zB3D9MYhireB6GzfLU0PS6tcpc+6w5jiDWwNWWjK6bNsSuGH3zj92I4bectuOC9crJZmrHjdI0ce0BsrIkVHVLaVOzlWB5JibmydQWXM6O/WeqsV06LdwR11yPMcXwftDqDsx1fzfrtlhK0gJVH4idTUlVdvyQdtb9qK1/jT7O7Yz3P/AMvWCWWlpT+gfRPp83Exb66pt1V1O/I9k+tHs/0JqHtHYev1o2/fcEyf8Y1TazoDtK7cl0fU/Y2mtv8A5TrpQYW3nOwcp2LeeMkgTVSUrtS9prRjZTSUlNRs9d+u1PdWqG30NuZ/7ZvUzL6e1+qrbZl9l8NZrrTrrWV2zm54XhFhwq26u1xc9l5FrrROI4Iw0y00JzGa6/sWY2vYGMPYVl3ZXBW5LWvl097s5X18vvdTceqNg9YupP43ccXhvazRy9DbZ/F5iwsPXL8hGVKyfs10YtGgcS0t+SLs9Zt15f8A5+c+ifT5x4IJnozsnsnQuQ9eO62sOzeM5Vrzsf03yqkvXWvvdi21c47hdMbHu/fGwN65CPTzxZQVnQun0VjrKmktYhQ0VZldoesdjx647+1nbqrGs4xvLGlqVLtzlVtbxrILFSZParBjdsxq2BpxKOqudWXDsouW3cCt1G32q1iK6x5FbsioLlUN09FubIafI9g5pjbOSYxfqF22XJCvv0Lf6uo2L2GzS+640BkWTZftDL+seI//AFh127H5Mcp3ZZ9qZ1YMZccdcX+gfRPp80pxZsFyK/2BQWgxY77eMfuHUz8ljVJT726p4Nlts3R2C25tJtRmYa9dNa6ezTILdbaO20aUoICiy7X7DzC50K/cdcwPZV/wCuq+4mQO27LctvuZXZICgmQKhygsIEFyrUkpknX+7svwI5p2XzvLLaVKIKllPYzDzY8qPra7jUWyv6admsC7E6qx/wDHzomxbI7rdi8Q0dpq51rtfcIkv9E+ifT5qdBWv8f2jMAo+vO4PxUa0ypGx/xy7p1rSuAsu8osW/Nn47hbj7zggGRt1E/XVen8LYw3EwmUH0JlC/cJAWY9tuCnkGk8U/x+HrEwn4KTMSM+KgHDxC1yb3ziysjw19hxlwETxfL8hw270n5Bey1NaM62RmGxryhK6hdDr7LKuqwr8U2Bf/X/AGW6237r/lS/5fMfRPp8zK1NLtGx9lKu+Qdydv8AV7F+6nbup2V1gXMnl8B8EpM+umAm/X7kqAoT5eVqKjyUIS7ODASkAKRAVBc8cwI91Me6kwFQDNUpAjkZcYr6WnraTamMqxrLyn7/APlIQZTwapZo8x7fbxr155+Qe73tfVLFHb3trqk6kIX8x9E+nzIlx64bgxDT+ZZTi7HfzbndXJrXcNnH1+A9U+V2e3PXer1jiaMPxRTiUJp2HapWEdds6y9Fm6c20NXLpnZ1t5z1bzDGKd+lq6GocWFmUhLlDLNQ6cV0TsDKxZemt2fZqOmC0s5z10zvDkvMOsLB5wB4IMlpEdkcH/21ofQpDihL4H1ZWptzrSzpDtPj35FNp62x3Q9k7L6DwXrdUL5ufMfRPp8qVCOuXRmq7C9fc06A9kMPXj1u7R4RSXSsrK2vSlJB9YT6tgrX171g48EoSqMcsbuWZZqnrri+E0jDSKZocJj1cbS4jZnXTDdgRkPULMLU4nq7s1ZxLp5fapWDaDwTBkNUVMwhaFqcBbTC6VqpRv8A67UV+pKpiptlYlfKJw6sgXG3s3ek2zglbhmTKhEf5TKdur6+iqMjwjabdm6n9OM57AZN2O11T6o25x8/KfRPp8rKUE6G/IBgnWvV2E/lO0XkkdsOx+qMw6pPLW86icJ8FJmGkczpfUVZltdbqCltlHsvblowai1p2HyPDtw6j3Nge4MUq7hbaBmzdl9XZBsgjkPMH0KfPpCVQFeYnKPtKZAw6j3EdmdItPsBxPLmDBHJLgmjP8Ct2f2fNMKu+HXL7uRT4EuPXSyWzIt251uTq9e63cnaXUfS3Dt+bNyLcec/5+U+ifT5BFkt67vdc06ibrxSqqtF7YoF37Cdm4Hg5/kkyiRVFM2pxWpdG12RVNst1BaLXtvelJjLN2vdde6zmkDD9oZ7gT+R9mN35RS9etw1+pNzYHm9i2LjQ9VqkPRXYXuhrjQt7xq+23J7DyjlDpQgbd2rimmsO6fdzKDshd5hUXOkp7jQ7013/wDX+aJQZcUS/wCKkApzPA7FnNDsfSd6xB99sNuBUhqi8HHNkV/45822RszN/wAc2rdl5p+S7SGGavw0/MfRPp8glPWrYdzum7pdbMRt+R9oOtuP0/5SM5xDMaU/+VKCYxjXeS5S9rjrtQWJ0JobbSbh3v7bVTWv1VQpRJCuQ8SpKWoq3azXOUW+zdbu7G0+udXi/wCXXXNxprr+W7T9MjcX5Ydj5nbsnzDI8xu/S/8AINd9LsYT2h0pn9BdtzavszO7/wAlOmtbUnYftJsvsXfeuV52Vgmd6i7samz6z33tfojGmu3PdHFNiIxjeeMXxFFeaK5MIM0lfMcftqqajrqfa/Xu317dfRvUFZTPqZfvf5Mtt2vEcn7e9hMqXdL5uvNtfq8K+U+ifT5WKhykXheMZFsXMO9HXzJ8LxfuFjFThGGggK1hZKPIsts1mt1kplKcQvsbluTWtl1xb6pKmhHNCUTVhGrcjzSp19ozG8VZvVkt93tWxNA5HZKiow7IKZyrttdbnCqaSmOTnGiulxt8VGQZBXJs+PXq/VeueuNU6LNYbdYaO964xS+vsadwmjXS2GyUdNlGk8NyFdw0fntgXdtlbX13Xam2XnebVM+QUJqz3LbThtlyK4C5XZPKeDa4zXYt063fipqXh33smrtfdbXij3PlPon0+UGRx7I7xi9x1J2HzGsyjtd2AvvYHMJ/dZbpV2at1Tuyy5XSNzUjO8Pt+Z2PL8frMXvQc801NUVLmpNBVFzi0WS3WWhbHEK9swsNODLrljuKWXPcvVmF5wDTeS5s7a+r1hpmUdaMLKXOruKiLd1rw2kesOGY5jTISiOMgEKUC2qJAQPbnszaVvwShw/B8h21kFisdux6gUQDmWYWvCLPsfYl1zi6la4a4+50c7h6CxC2dlt/7prNR3rKs9yCn/5fKfRPp8oSZlpxA1Js6+6py7ujdMP2XgP/ADTOKCueondH7abyul5q5di9dC60VhxO75Bc9XaKtmKU6WUttD3IDqFKctdyRTXK72+yW/a2zK3OLrpfUVVltXbbVRWe3tpbKJCDKPJiakwTyJbeSEuGQcMOPSVtTZ9Bgds1/gWQbVyG12ajstuADsZHkdBjdp2jsS45vdVKmVyhA9xbfNJ1J2q2NrVnfGa9fs665LT93yn0T6fLbFpRW666CaD3Hg9h6EdW8RR+SXXev7d1yV/MHyFCWI5BV49ecXvVPkNjrKSmuNNjeF4/iSwgS99CnKSkqrnV6c6tu1i+w1dgeCYJ2C2gu7V2qdb3DNrxa7NRWS3j/wAaP4AQr0JSmMexi85ZcNY9TaOmazXVGvLNh1a3TorF/wAdlbDtuC2XD8TyDcWUWey0dltwKRFbVUltY3dtV7Mbk6OQUlQQjycNsByXKdvdX9Q2JWIdaL9gGwe1vWO9ddLyr1+U+ifT5UL4KX3t2bjOrr72O3XlDmt9e5C90geTxcT6lXhnwrrJkrlfY0AhxYBhwKKMXxu6ZVctJdfrPhFPt3buP61s3Zvdt5dosdtFyzbJcDw2kwmxIgqmP+MKXKMMw275rf8AUOnbHri1u1DFO32W3jSXpuZVGZZjbMMs1MrJNzZnilgtuNWmSQHOHPsFtZhDbjq3HJzgr5D/AD0uxCszHsQ3pXsNQdrO3e0dr7X3d32zC5XW7fMfRPp87Dxae1bU7P7MZhneJV2EZbA9Qfu6x3CqYymfIH+OL4vd8svOltMWPXlo2fsC1a6xvZewLtll32zl9Vm2XaF1qzjlqSmauIiQgek0CGKepuFX1w1FT4Tjz7opmuym96ysq1ocW5eLrRWS1bCzm77JyfUeuqTCLEOICmlS3Bn1JhFiule9dK1Up/BLhn0y3Pj/AF4zTDvys6Tva8M3N1O3Ddu3GXrzXfnzH0T6fKPVsEqpaVx938b3XKj09r3vTeNbZPulR8+SqmpVPu6G1+1i9gHgUFvfvNX1709RYPj11rqW027fez6rYeTdiM4OO41oLXi8rvraEpg+Aj+MGFr4q6t6wVk17bbCWuyO2m8Lxuqfqq188UtdgNmKu1X131mXnWlpTASW03W60VoottZs/mWTlUx54x/mnb5q19q7XGcdVbjRVlurMdya74rc7ncKu51nzH0T6fNidcxasi0V116tLwzsxt3FNg6uuPTXdNvx5aFCETEaSwF7Kckp2GadhaElHVHUqat9DSeHa7ZZstirqtFM1l91rNl7FwfGGMUx9sBMBKVx6QD48AWu0LvV11TiLGFYRebvTWa0bZzKozLMyqZ3XnTeG4xgGM1mwMxsdvprLb0U8lOenZDPG7ZROuOOrHgfHS2q75ujYWhPxw74wvPO0n4y7xl993V1xzfQyV/zT6fKfRPp8wMjdeyewa/VDF/vNLU6o7m7Vwiivz9HWXehpF1dTqLDEYpi7hWlzX2Kv5pk+LY/S4zYblXM2qg3Bl9RmWab6yxWNYb1owtdZcEnioq5Q36QB5Wrirqvgv8A8jy5LYSO2GdHGsQUhazVPIYb3Jl7+bZhoDBW8ax5IT7k+MXu6U1mtmw8mq8oygzA+A9RPl043jgPXWs2R+VHemUL0N+TfceL3rulu47u3P8AOfRPp+h5hCvci46rzy34Z18wj/f5IgAJeIA6ka5/q0IcQD2Wzf8A+M4ISp5XYC/PX/M9aY43jOJBRm0mSQmBHoUU79bVdfcCZwbAXXE0zfZHNH8wz+a2kbvzAYxheocVOaZpTsN0jI8CRMdjcuNlxt5Zcc+Snp3aha1r5LJmlZTCytR4/OfRPp84jSmprjuXOth63yDWGX9Ndh41tPBML1WdULbl7eP2dzI7xglgZxjFQji522zL/bZldar+hQa7trmd7YLTbRTKSTAgqj+UddcEGZ5/S07VJT7lywYngVW+/W1igAjsbl5vuTdasV/1NjAjxC+KBvLLXcnzNfj5Gmy451r1Xi2jdLZFdGr9frtobYVo1f8Aon0T6fOn1wjK7lhGTdhsUtXafR2slXdGbrqKmqh5UkdV8QF/zWnZCG7xWIttu2Pe/wDe5rsutVbcK65Y1/UtifKEeh8qLf2qAAWfs6nYV/osRMmz3IzAoCSoDKL4LLYHjUZXlmJWZOP4shU0rJSNn5UjFMSr311lUfX4IRyV06651G4Mw7l9h2Nr5P1a0Tdd5bO7x70t+S3ic/0T6J9P0B4PT7sQ7pfOc9620GDblSPKktFfTmwop8W5Sjc17RZMAcHuv7o5rwvAbI3YsVbT9if4n19IfVJOH2Z7IsmxOyMY1jzpQlPYPJlZHs4zB7KZL/p8T6/4+5f86DaEMITJM/PZnNkV90J+z4ATOg9FZTvDNO026MW09gmKYtfc1yHZV+x/pRoasqnqp/8ARPon0+cQpPhBKD132HlN/wBd+pdTNHXq1tW3WQQ3y7b3v/WYPP7sxszl4bZabaJE4/wPVaZhwtoR1Lwl665GhSVIzK5CzYzfa8XG+oA5di8n/wB5l/V7GhTWUgKgkJGW5DS4vjuSXh69XgpJj+MIly0rpLMd3ZZtvaOAdQNfE3PIrvpvBMY6Var2hn2RbMyz9I+ifT9FH8utjPtYU15LhSoaTqU1GuQoz7l31ZugEwlPEJT8P+JMKV9lPT1NwqNGYUzh2AEADspkH+p1z/5HMluybPYLvWvXrItYWNGP4WgBSklXPsnnqamocE1IJ5ISpZ6+9Zc53rkG2N6646t4g/UXjI7n1/0Vh3XzCuwO+cn3vmipn9M+ifT5x6n1R/PrqpK8FQr7XBI9U85prriNVVMUdP2CzE5nsVKY4xx+BM4A8qUQvrLr5zLcvZpmGGQUIHcvKkhAAbHY/JVWbEdZ2ReQZnStIp2OTbUbJzSmxLGL3dqi7XOXKKSiqKuo6/8ASKouFo3/ANy7Vb7FR0l2vd10xoLAesWG9iew+Wb6y5S1qP6Z9E+nzj1Pq35PV6q5YulUOgqTjGUXrFLlfOwuxL9QrW6uoa/h8FQ4JHkeNptFZebppzAaLBcPmCqpWhpjfGVnLdiqC1jsXlaL9mPV2wiov77hEXe6UVkt229k1WbXwIUpek+pu2931aKDq30yot6dm9lb2umtNV5ttjIrZi2leh+Pbn3bmW7cuWebnHj+ofRPp84j1j/l1au8qtAhP8lkpMuKUpeJ/wCI+Ckwr1dHJrqhhCb3lQV7ZlyVunKm8UwmqqXKiszfIWsbxq+V7t0vHXywqsWFXzIrZj1u2ntauz2v1V0O25sWkZxPpt1ijdHfPY2waFZrbtW6I6N5dmlBsPtfrfQONZHk95yi7z/WPon0/RP8evl4Ra8+aA4IT90hEgInE4n5g+q0yjyR0zLCLClQXCnWGm+1G1msiuv83OzGcoW/ilA3dL9kO6cVwWxZnsrIczr9a7oxPUjOyu0e6dpLbTWXSp1B0d3Hs5gXPqJ1Ept4dstqbvuDjq3Y9T+sfRPp+iF+bDc3rTdMLvrF+x4K+4KiY+A9T8Fep/isH2tIbbqNZXqi7H65r6Hc/aFq507lS/Ur2FljOIY5kd5qshurDq6Zx59bxorTc69zAeru79gv450Bx7Fqd/fvUPr5Tbe7k7o227UVD1Q5HH6A+ifT9EQicutmw+am5pgCcenwTB+B9YUnkJFIAUoqACrjW0trpN07Kqc0vmLWhN9vlu6u9RbLSJH44tfxV95dNYKjOvyBdgc3YyDM8pyaoUqccvoz6J9P07Ldqqy3DU2yKTPbMBy+B9E+kp/AQfWF+BwklbyA3vrbxrnHnC4pt1bZcq6h2FHkfpz6J9P0R6+hCiV4fl91xG7a42laM6o1KUF8zAV5T6coJmClUFLggKCTUrR7O6d2pSh992oeUZkQfRPp9OfRPp+kr1R6plyx7JLpjtbrbsPar23SXOkrWQryvkYTBkYPuTCzPI8qseOUm0t91eQB6qdqXVev1Z9E+n6Y9ZGAZwh0oOHbYynEncb7P0aot28sAuaaXYmF1YXnuIoF33ZgFmRl3Z2teF/zK+ZHUBaiCqRmSPqz6J9P1pxOCuE1LgCa2qTCq+rMGpWocvJ9B6n1+sPon0/Wn8JfDx+xn0T6fup9P//aAAgBAgIGPwD/AGKbtU6KBp7VKZP2s3bjUP2WSo3KN2UVG5PQ2PYrZAoIxUb1G+iqg0Gh6B2KNOQ+TG6kop6DooFB0dgvQ+AoZOjQ9BOagDGg5BFEukUFBP18DFcS4casg0E5lG5HRQDhQyNJoBTI0N11kyIxTLiwToaaAnRGagy5lG+kUPQRio3p8KDoTJ6GoHV3wodcKEyZNimT0uiD0jUNkDSnjWgOrvQxThCTGpMmN64k3UHpdNQOrvQRjQTmTFcWFaZcQT5L0Ruo05TRqVkfBNjGFD5AoJwUburPhQJsC9DUNjkOo3IkR4KtOnQGeLqC9BAjwo00Pgo3IUA56HoZcUa0B1M0cOKZNjQ9D5DCPCgE3KqknBMo3Jo1J8oCg5ROHV+HHLYZLUGXFMjQBQ2RLpoagDP1t8Moi9shsh8p8gHPkPQ9B6qB0Blx6BukfIeg9Uq6AiNSfqgGOUeujpnygKD1irLagZDZEb1G/JbpiOoVZYREalVeo3qN+Q3SE5DqNyGQaAenfoGjVQJjdGNDUPlE9AchqBpi5Vx4Uv1EjKOZRuQa+MyrjxTZD4KN1Eb1G/IeNeQydOvMjwR4r+FL0cOMYUFPGtN1Vk6GbIegiNSjco3UNlFVR4KNyjcnjUnljwXnjwTb9ycKpGgNQRQT1UzC6uK6BpVVJAjwoIVSqorojco3KNyjciMYwoag0DSq48U1DIFDIHVWxVUeKfCgnMo3Usq0BinKIGEXUP0QOdMEY2USjEjqpyyuLCho1UE0ObkyeNaKbHohpXFGtcOZOgKATkP1k5DJ0ZcakyJzJo1LiwynoNA0olFPRG9N105TZ1WjLlNkEKN64sK1G5HOuFcXQDqL0E5DZLITFEBGbKfJeNaMowoegDrTpqWT5ITnCgdA9ARBRKdBOm6y9D0E5YRlGHQNQaOI4OmodAZ6H6460UNjkAYlMiMoZLpsydBcKE3XiUQmQNDJlKc4oJyhQaBQU6KZA9eNIoJoBz9EaBpomoKHYBoFB0dM+CKNAHQHrBpFBGY9NxYZEukZT9aNIoOQ2Q+Q6BRGbIBw6+cgdO6OikFAdgGkdEMgJ1MMxoAzp419hd/SE0GgaaDLjGCjehG1VIdmmgigHBMhG2mtEdgEI0A9E0aqQmoGQ/YDJ+mAz9A3YJzqN6bpATd2W46IBPGtBuyyMVG9Pgq09DihlG9AmPGh+zXjWqo8VG9RvTxrUb1G+hv9VP8A6a//2gAIAQMCBj8A/wDGBheq0wsVdL4KtOuIJqCeymUoFsxaKwnGz1onmfSHuu0TFVJ6WCllH1ED494Rmj9xRGlPGtHssTC2UuNPwKt/b6VwzGo1H8O5OFXSOVjGZS8w2iuPMUZI1LQhxXxiEDLYYxPZLJkFb4ISg1ksO/vRmOz1JjdooJzKXmRrQAuCmlRBXL58t7RbsRJtEp7KdAozKuwlCQYZ/kuMW9+80NiptOxcWYatCmIumUkgwClBujFcOA7KdCT7i0Vrij9xQOdDmZs6mAuGfcKApnxUwvMuzQuY9xOtSymKxnRAzxejJGrsF+gJokmwmBiootHgFxLhMfpKOeMBS4R5eII+Pci6903F4tRkkj9CPMmxjChux2TJ1WmTJsaa6AyDXrzocND9kkUVqoKzLZEG9VdlcItNQTbvUnFvd605H7fUvMKhbZkMEw2b0Du9abd609w0epVx4pux2ltQMw1eoIGe6s27JijJKf3bZSuECox9hQl5lR79kq4uXWQM+0yoyTWRnKqtTAVHRvC93m6YadcUx/dvK4ZDZp9JTE6/QgCapqvqv7gjzuRt2zbERMKho30N2IApOZNYCDHmRMo1/NT8uU2gi70r3Jyq7RpRmkNiPInreqKtqn50ueLUxuMfUEJiNfqKBkqF8EFHhLDQNwR4yndAA3xcpZJqyYwCHPk/DadH/bZlHrzlVWoc+epo+4alLyxZGdTS8vDNtCJItOb5J28RvVYs0b0RMpSLHCYx4rjwLxWU4Rm5doGbaUxH7d6MxFmcepViPigLyVITdGKYfSHixEHJPX5JzZxCLQuCSPEpjaVwz7diHMAsIN935kwGtFhbp9QRayP51NKbYzlMqiuIrzbVUNe9ENUVUNfqUs+BePOvZCMpvCma4mLUchuvCQXxmQmOEXmgHPQRlN0M3MEeKIN3YQ5xjxXCLhSyegZT0NkMjyzHitJi89gFcI0I8VrkxWU4sAZTGY2adymlkOMVyKrZ6Exs7vQhLNH6FxPWdO4KpMNiebYnmNi8p1+leWP0LhI1ehCSY/iLfH8qbl7doRegFFTzi4ExWm6+yl5k1xeK0OXLYzqeWa0kiPLMphKdXpCJJr7lXsTFPKpS9Upe678pVcfoRxj+RNLs9CZ6j/x9IXmOpVqpDhKEnMOrZKhOI8BQdFHMlP1SkfEaQmjWU3XK0WtQnI1epSym6MSjypTr9JRAsmquv7stk+USnUvJP1Fvj+UqpEUkyx+oKaU2d280N1l0AFJPNYCI/EEZgNe8qeSXAtHAvcmOr5JjbkCh06bINBTKWcXEH4FV3xgnobFcBU1VZBx9QRj+opursuEKUAfiLXX94QM8fCdcNwGf5o8nl1vF8q9yamvamkFujavcmGremNoVSe7uyK7L15dqYWHQm3J2rjOmI1fNM1uj5Ie0Khnl2gqUf3dUz5/6ZV/8j4HaEK1/BOUeLbvCJkj9aPKMa0c/VXUomxi8KUtWNO8omRT8t6yGu3FccyquoZAizu9QUvGL8+yYo8uUW6d6mmkj9RTnZvTGzuyGK8qEst5a7egebs2TrgIr/N6inbX6kQ2v1LhI8TvU04qIBN/qC4/7ebwl/qmXt8w16JNgmQ9z+nYAhxJxtU0s1rHHcjP1ccyWPAqWSc5oaUITSR8VMTaAYtCMhjxKzFNIHjOpZ5sc3qTGPEolcZVe35KeuuvH5qccqsHRtC8w1eoJpo/Wo9acx+tPv9aBw0+oqramFDqpV2KblSHzF8fSV7kwqJzb5U0aynRJtjMVM8eA6uy4SgZDHe6l5U5julUpF7KbmjPH4l7QvLRWEDzLoumQklGv5pguI2Csr2xfp3I8zM9+4ojlG2LwF7vMFQLmyzumC8o17yqqK7F/GivauEWmq/dQVxFTyC1i0cJX+TOfL3b5dS9uUVgZ/nRNMfpBMVFOLDo9IXELutSzHGLlLoi4Jo1r3MK48yYI6F5jWNO5e1yq7oeRH+5msrwvjBS8jA5vTtUs7R8QhIY8TkOuIWI+4bNO5Tcn+3/CNH9Um1SyCvzfy46EJebs2JsdKJB8zZ9xXHMKhNm3yr2o1lE4ozmPAoyDRHlHXBMpZTfGFBTlERqKMkhq7vSEDPHiEJZRaI+5AGwnN8k7a95WjIIRBtjMUZgfL3WfAI+1aYvR/uOcLa7tk2xDBTP+Js+4qWWY1Pm/9VKJRXVjvmXGEZvtBPwR5Qvj7Vxm/rhCfOuJV2BTkHzMcdxU5wdrNwUspF+beEBNa2ffMjJLedZ0BDmm6uPNkhCY3VqblSfhBj6QUZL0ObMLI+5EYBHnG4RcUJZcWiqVcRtEfcURNcmKn5d5BHx/KU/XeFcZujFe2jObGeKippuWfKYvAQ4McyHNnEdxXty2gVQy9+aP1DUjy8BQ9IR5MprmDCGRM9pjBDmmyY6+9e2I1olf4ovqjy7VLz5ryDHm2LiFkZ0CLkebmi5aDFwTp8OttihMB5Xzb1JLLmQmwQ5Ij9KIXu54vQJuA1IcoV1t8D+VcJjxKfJm5hwi4qY3PFwQ5YxQe8ReUBgvbzRcVLOLHi8KQYRjRxYVrnckZ4/CjnPXZZcSB8Sqx5u/ephMpzgIuXMJufwOgKU6FLMMIvUoH1CLiv8AImrcvFexMEDkDSvaEeBXHeUOYY8QpQLmU3MwBRkwLRUEJjdGKZOpyLpTq0LmTxqHXHRmxUnNuEwMVhMiSuZyRe8WLjxKlnEeIQBuU/IlxMWDWpXjxOSFxG4PFRU0+fboCDKXmmPEqYfylTcq9ouKE13FF4TRtRzoS4I8oWkNFXXpZMWUnMxjE0TkXSmLCpuYc8XKWTEgITGPFTEXSkqaabGbX3KWQXZITDCLijOg+MXqSQZovU3MzGL0BcYwClN8Z0wTqbmYAqaUn8Ji4delOdcvMyMymkzRcnQGJUgKmlxlK9y4xinpZOiDdsQ5Y+kxcEc693O8VoKYn7TFicXmME5wi+hlNJmi5TTaevCYx4oBEps6dSP9ylAUgx+al5mI2aco80XiLip+ab3Up0IHEIIyC8NFSBMeKEovommwBXBjGCJ69MVLpU2g6lPpTLlz4TCh41pkch1/jiPDapTnClAxQfBTTHOjILy0VLjMeKOdcC5hP2mLCuIIDroU5XeptBU+mgTZ4vpal06mOAOpE4RmRGCGlSDQpyMDFiJP3aj3ITi+MVxI8xTcoX1R5U56+2ZFEDBHmAWV3IBo8EHtjPljMjy80XJ0dCE8a1LLnCm5eEYKRvuG/MhKM6Y2FTSPHwKmnjZ2ABRwleYfi07wnA/d6kBJty58wMWKaR6ni5OmXFhGKJwU8lz7dCJNxi9AFEi0CLimxjAJjf2A3STSGPBEr28NillH0keClxRJvEXFEy37081hEXogHXuKmkFkwIjyigDsDhjUhN0ZlGJUpGK48dql5015i9HlfbsR/txdVFW1SzlCSW0hvD/iUxOr0hV30cXYEuYhSt9Ii4dFWj7cfEheUeMvqQ53N2bJ9iHLGi/epuXGooz54uGU3YBmwQ/tzeWirb0Va/iqgvbCmmmtY47iuHGPtCD39jibAv8ABe3Oazp2ShVWTdCydHmzmO51NypLGaHlHZLoTSGru3FATWxmHQupp/tBPw7ijJy6ni+UI8Vp7KqQOBi4rhnvi6Re49Yrv3BfxRa1WqoqvYmmRAOv0lTSy3ho8o7Lal5UCS4Brss/6lV7fQq9voVv7vSnBs/5elVbfQjLLfH2Ks6twXEf9xP/2gAIAQEBBj8A/wDFj+NdPx0/jIHW/ZSImGxsjKS3VAJYjp3G97AHpTUyJxRUdt0BSUSHW2jb3LWaQudwKZIacFm1xkpfB/zN0MHM4tkmcsUbxALC729lOxZsdyLKZJQ9GdG1aT7R9PT8WP4waYYKvLDq0oKz2biBfqOnvrgLXoZxiHm/UP1J8t7J8zks+eYaXUKUXEmy9p8PW+lcY9Pch6m5DLZ/lzrK/wDt05xCYqVqTuT5TfdfpXD4eZed5ryZxppDTOVdUp1alJUpwguX0Brkv91HqRwjGcdg4/GyIvE4pZRZ4pbUq+/YL3Kq5NygssMpys556O1HTolneQn7KI7qI7xXX8WP4xr0qLhOJ42Rlsu8UlMWMAFAXABJOg+NY7i2YzGU4zh3WR/Rg8I6ghNuwp109lcg/uA9TMi/k3IgU1hMnkPkCgVlSke0EXFYL0s4s67kOOYCa1BWI9rbyAXuunYqvS7+2AcXHOZ05UNqXxuOohLaFONoUt4IKRoRrqPfXpBwv094hG4/zrmKGjIhwt+9tCinRd1OaC+utcJ4/hvTjHeo3PuUuh3P8gzayhmG1ZKnECziDZIJ6CshnvTXCMROL4+JHHIXIW4xWZ62klaEKWsk+Ld+Ln8X7K7KxnNclizlcabtZFlGqkoJF1JHeB0rjXJsv61SeL4aGhByHFXGtUmwKk/zEdmnyn3VG9F/7aIinXGIhhSuQnwJ3FJSXE/ta3Fcq9S/VV+ZkOWTgtzFNpZ80b3SSo7+zXtqf658/iPZDAPzHvujCU3W03dXlHt6BVcY5p6bcKGY5JiUoad5RlBtLLKbXbab2CyrdD31g8nzaTyXB8gwbIMjCYpS2WpLuyxSVp0so6G9Dh3C8OOJ8Agu3jYgLu9KI6PPK7Sep/Fz+LAdl9aKkoWpA0ulOleFh0/5b0EY7ETZjmgShtnqewVl+aucRfxHG8JHVKmSpY2kpB2kgd9qRx/heFkZ7NKC1mGza90gk23WHZ20NvpVlLL1/wD83/8AZWvpXlU2/S/2+n5HL0/yLmPAp2CxDJKTKklG0kC5IsutjLZcWo7A2kXJJ0sB30HuPcEymRZPiS4GtD7r195ynp1l46BrfyUmwHu1pxnK42TAeSbLafbUgjv60fd+KH8SNIFr3I0NO5XhnCsll4LAKly0MLLdhr4VdtP4XlGGk4fKx1Wciym1IXp1Iv2UmwANxqenWsNz31A4a3nJExSjLkBCFkG1yRYGi/F9NN673CVRtCR2H+HUeP6aej8MZNSgmG4mKgK0NhchAtrWTxOdMbHco5pGQxGxLR2qQytV7W/y1n+W+pkyc1yKU15MAxIS3ylCiQSVezdWad9OZ0+anE7fvr0xtcewHYBWGh+pE7JRXs8kuwPu8Zb6SlHXxVh+BemCpy+HFxEeDj1b2TJeKgApST1G4nSoHPPXBiPnuXSmhIhYZWqGklOlx2nWsdxLiHGomI4y2ha1lLVv4bSx/gKn8N4XGhO8f47ISxOaWn+cq4CwawXNec8ag8cynKmktf1KM2lpSH1J27t3bqb0rLQv+7cDyKyvEZhHiKQr5Uk0Qet9fxM/iGnXso+E7R1rLeoWA4465xTEtOOv5RXyuBpBWq3uArE4XKJUyh2ciPKTe1ilW016fZrDcRRk8dIMeJIQyja2CtKErcWrttuvWF/uK4bimWMxA8lWQUyNfuzrZddv+6QmvFoEkBae+sKOf8lj8awanlIdysr5QoiwTpevvE/1nxUhCBuDbRXuV22F0DU0/E9JcH/y/MtBQj5JYslKwDZd/Ydae5Dy/JmQVrcMKJu8LDZuUoHuFEL8I7D316kI3dHmuvToivTEXsFMv3KvlACeyuU+t3KoaVYviA8nGF0eAyR4r/lBqZMeWpyDGcUxCjt/IlCDYVzznsoJQzhMZIQ28eqVFJI/JWTnD+O/yDNbYyv1gt5LY/PXpZwWEVxHlY+LKkJSbFK1NIO4e461zH0n5eyiZkHMe6jFyXRuWClJWgpPeCBauRcPyLRTL4/OfivLV2+WsoT9iaCQNTqKbXLhPR2n072VLHhUO8V7O38QP4g0uRHdZTJBU2SLBQHaL1m8pLAk84W29Cyi31IH3Vy58pSSO25Sa53/AGpepTTjWJyTbrvG3JIsy828lSNqVdu5ItU4wY6o+FzjxyuDebHgstXmKA/89PIIEzMY7GLLbSRdxp+K2XAbd52V6i+kvrDnEQJuGckQIkN7xreSpTrYAR2HWp5xjxexxkLXEUE7D5RWdn2Vxrh/CcYvJ5abnG1NN7ggIHjBUtRsABfUmoKfXD1nwPG5MkIWvEM5GMHgVEXSolZAtTucVOPIsY00HHMtHlR30rSBcnc3fsp6Hw3lpw2YspMRLrqCkaWsRsGl6XkJbX9b4jJUf6fyKIglkJ7Asp0FepZ6qS80CPgivTFoHaURnBb31hmGB91lcmT94kL/AFyrfYfG9FwuXDiiV1zvLqV5OQ5O99yiuf8A8yXFJ+2uAYJ5oviVlt0gnpaMQ8pR/JTGIbUDHwUVEZLae9KABWNS1YCWCmx6dgrm6GEi0pzz5G39ZS1GsJx9mH52AgyUyeSPqTp5KQCUm/7QqdGyHF4sMcNwzhwuQZSjehMdoqH5Qk1kosZRMeLMfjxt3XYhZCa16dv0H60/XDy21XA1V3e2uOTeUwfvuAjzGRlY3Tc1cW/LXGed+imEjMHBYxqZjmseizjzSWtxSo9qtoApvjebWqPh+UPHGZKM4dgbfS4AD+8CisJ6k8OSEc74QtvI4OW2LKkstqStxBP6V0i1ReYY6Clzm3CGAh5sIstDjKT5yb/tLSK9SvRjOP8A/URivHRl9hKiHU//AGVyv0/4HgHstKyUh7IR2G/kDbrm4k+zx1gXudtIjrzoKk7f9I2+RXXSnPSPhyRHjvKUlGRji0lIWCm6LIGovpTmZ5U5l5EiU4XlT5ili6lG+hPSp3o3yOcvKYXlENxcGLLc3hJA2m35a5DjGN8EIlqdjvMHZZBVeuV+kvNWk5ONIgPjGvveJaFqaUlCge8E3r1t43bYnDZd1hv9zekJr04Drl0NwrkewGvS6TAF24zLXnAdw3XqEw0NxfdbSEnruUoAfbXpd6WxXfLE0pyU6P3qbAt/+dZrmstr/Z8LxTy0r7nFJKQfyms/kHTuL01baD+whVvzUJ+4+Thm3HnXj0SlQ1v8K9QfuBMpZy64bCUfpLQtSUj4msdkslCDfK+VR2p2RcKfEGnAFIv8CmvUGf5qEXxTrSXR1uttYtScdCaVKmZWcUtNAXJU6sgG3vNYae7lFYb1K+5/1HMqcN2bKRvAKew2vWY43JfRIfw8x2MXmuiy2SL/AGUfrT9aentv0+NcgwXPoTWQ5nNaU3AjTFeENrG0lv266VkGUx3V8Sy0h2ThZyE7kBCzfy7+zxV/8H8zyCV4HL3/AKK5J6NrcOwNj966RSPV3g0VTHFORviZvj9Icn5t3+YorEpmSkyuUcVbTBzbTvzK2jb+bdWfcwoS9ieQOKE+K1/KDwuFhVYPk0RtcXhnMMp/tFtfL5cpSg4D7PEa9NP7oOJxG5DcqCjEZ1G27SkS/KAKj32j1h/VDEsJdyGGiMZcJY6Nh1Ybd/Jc1k/XDknHY3IeQh1QhLkI3FkpPX4EVn+Ack4PAjokwnRjJaWrKYWUqSgg99yDWH4jDf2MYXkbsNIT0LXnJb2/ECpL6dG5UVtTh9tq5FzeYoQuP4yA8t9535VeW2pRt8BX9wObiOf7bIZ11xnxeFQ3JSCK4GSbEQhr8ayvppMeSeTcQcUYUcq1LagvbasPx3JNFMmHOu4D02oOl6TiGVkx+MY9uI2lPQWbQk//AIV6jc7fb2S+QbmWlnrtskU4taFuvS3FrWgdSSrwge+uaeo2fcTDymbxriMY2585efuhIHt1FSPVzlkNcvjuFmGU35wuh2UXi4k29lq4xw956+R5Dtax0Fo7kobAXtuns+SuQI87y1ZN1LZb795tb43p71Z5XELmD467/wBrS4nR2UFBVx7iDR4lhZzbHLeWtLjNNNfM01bYpXwSb07KkLWuRKdW/IdJ3Fa3FXvbt1NQeYz+OzY/GpyimPlVMrDaldmp6Cj9YfqxTDDrwZS64hCnj0QFEAqPu61h+f8Aptm18h5ciH9/yLLBu2pAF1JA/W7qgZ7EvyMLyPjMgF1u+3YWleJKh3K205hcu0ynmWOh+XLK/wCfEmITbcPYo61kOOZIvYrNcanqEOcg23hld2lfktTvBOXfd1cpx0EwsjHcG50LbGxt0HvvrU7035O49FwebkmEpDptHW28taWnk+0hVhXH8y9KWfSP1PQ2JS/mTj57ltigf2klRpvkmFbMnkfCSjN4aYx87jaSHCPeQ3UvDPsLm8gw8FKVIX86JePbU2B/5ga516Q5xxUl7Aidjyheuhb8At7FKr1E/tU5/MZweYj5OScAFHZvQtxzZ9pFck9Q4WLe5Vnn2VsYgRRv2+Yk+Woe42p/1u59xyRjILUt3JGRIGwOPOOea2D7gkVK5t6nc6hYyAyhK2sct2wsn9Ep7bgVJ9JvRBsQOJubmspm2fmeSkFAt7Ca56PULkKMK/k30PMh35nCQglY9tcMyPp5nBm4kKEpEp4bLg9trVjuX4GQssNr2ZWAldkPtXBUCk9TbSsfzTDTouN540xsyWIcKUL3lPiULa3vWZzvHcC9neP8kkhUbLNlakthRtY37BeuF+lOBx/nZQobXmEtmxbVYKVc0ec+s2cj4vHYxBcTGdcClKVbdtAOhva1cb9LPT6O8zw5uc3FxkVm4QsXsp0hOlgnWsfiHHGcXC4/ig9yKaRZRcQ1ucv9tcg5Q68XOPcODsfDxt3h2IVt3j32VXpz6ZYFrdJ5Nm90i3RLQW0lRPwNRILLDWJxHEcaZEgnqpwJ8xy37ylGs9yyfKcdxgeVFw0PdoiO1fZt95VUTkvIoTkH0+wrv+8mKFzJUDcose8aUj0xyPGYTvFhEUzFjqaQFNLAuHW7dulzUvNw4j+Q4DkJCl4/LIHgY3nRs+yie410+qP1Irv9lMca4hh38tlZB0baTcJB0BUdLDvp3k2S4cuXEYQH3m2SjehCBuUdFnsFI9NfUeU7J4bkHhGQ3I6QXVKCNp/LUr149HoiJZksKm5iDD189Ck7ytsewdahZdiRITiPvAY5Dij4UqbGirjvGtYn1b9OwzJ5U1CMyI6wLuOAJu609+1pYVFffbdiNRJhgcpxKvCVJDgSVW91cf8AXn0xDb3JcMwJzGWi/wA6QyykOlKv3Akn41n+B8lsObcLQYA8z+al6OkpbUPaEi9Z/wDts9XnQjO8aU5Bw8iWdZDRCmwhfvBIFcn9N+eDZ6XepCnctgsgP5TLjq/MWg+wmSqstnfSGBi53I+TOpfmQoG+7vmHxFz2nbUv1F43ilcVelbFKU2rUuAglXQ9tJxMX1GyEzEIADOPl7HGUhPYkeXSo6fUzIY6KoEfdoYQ2kg6W+QU7L5HyKbl33yStyQ7e5PeKJJuf0vdWiq1V1q46joaRNweRk4+ShQUh5lzaQoG4IHTQ01Gi+oEnKxIyAhqNPCVhAHZprQYRmYcBS0lP3mO2oOG47D305L5ty7IZwrUSGVubUJ9lqk+sfKMah6blUhvjRc1U0hXzEHvJ3UfRvi2Qvkci3fMvNq1Q2tJSpB+Br1C5C6rdZoMtunruCm1E1G5DNhpk5DGp8qE+r9Hd+l8Ka9E+J5Ihw+W7yiQwr5dyDZCvZZdNzshGdi8LxL7b2WyK0WD4SsKUgHt3AEUkqbi4XjnGYoDUa+1591CN1wO8kaV/wA2xOUeZ4RCf8iLxY6tqjoN1G3epKqfQ+xEy8PIxFtZ/CvHctt0javansOptUjPYDIRpXD8y+pcWOh1C1xys6N7R0ofVH6q51A1Irn7khLK+YJjIVBWU+MNDUhPXW+61T/Tv124oxh+A5WR90wWeIHlOIJAHm3QBaxTe9P+snoQ20mc+19+n4mPbyXk7bhbPl996/8AgD1xWWcY46qJDk5G25lW7ywy55n6Kr2p71j9KMaHONZTdM5Fj2BdMUugrS4AnTaobTUfgvKZbh4Hn1JYWh3xJivHwXCezrem/wC4L0tgIIkx25PIYsNN23ErTvS6kd4G0mnfQbn0tv8A4/O3M8eEg32rcSWlsFXZvskWrH+oOA81r0d9TVFHICu33aO+6RuUL6WFlHWsb6m+h/IPNzaPKkZJ6PtbQl5ClL1KNCLisbI9Qc0ckMUwlmAgJ2lCEDQ7u21ALdKx2bqI3XJ+jWhYWFG507K06fQPdWvSrgUndpqKO3Up1SPbTvGX0tcl4shgtwYL2hjr22SpPtHZWd5xyKQqRNzMhTi9xuEoJulI/drmGcPgclzAhJta/hR21nuWSnkt5BxhUfDMFWqpCkEN2/zWrI8gyKnzhJc9yRyPMq1ShsuXDYPZ4e2sXxzHfduM8fxXlsvZBfgU5IUACSrt3eGocjh2ed/qWEYMiHiIrl2ZyCCoadpPSslxzkkJzH5bHvKZlMuJ1O02Bp/KcB5JJwkp5otPIQ4tTJSsWJKew07L5hyXIZx19zzFMvvrWyCddyUdlW7SRV+7r9Sfqdiu6+mv2UrkXFOLPpxP+nKe2pDn7g7z2VjeRysRMw02K8fvSFizUxm4C0E9gIFjTvHOTxYOP5k7HDciKPDIivBG0PsK7dqtaTwH1DMjmvormJPk4vOr8SYbO/Tee5KTc016ueiuQjQ+ZFoS2zCNhIUlO8JJ7DuFqkf2y/3Gwy1loSXMbiZOQ8IfZHQKV26dKmeofAm3JnCMy4Ze1nxfdnHfFdJ7qX6C+rWybFkIMbjOTmGyXWlC62L+3pXI8wh1vjvK5sj+r4bIIdJmB8bXW0IA12KUBWH4ZlnkROM4BtDAaYtvkLZBCHF79b2FXWpxSj/NKj+SjQNITHZcdWogDb3mkmHiHghYulxSdPeaSt5pLaj0BpTn9OVIQL/J1NFifCciuNmygu1X9tBXfRt1oBIKlE/KOvwofcMW++kdu3T89BwwxFSsXG/sq5caURqBS3HMYqSlIKlFHcNdKcbkx3GXEEhTahYiv/jHm+J+4YfIyQtHJUdWVEgWP5ajen/AnH0emHFJJak5xn+W6kqO9SvaAkmkQIiY2Fw+FiFzL5hei3nkDctX2GpHHuITnMXwDjr/AJUNMVz/AKxxs/zD7NE0PT71dkO5XBtIviOQOHc9GSnq0PYRU/keEwcfE4qMVMxHmh/FkAaBa/fWI4ZxyMqVk8u8ENIPyoSohJWr2C96jZD1JSvl2fcbQ7KhvkoZYK03KU2IOnvqZI9OW18M5EhlxcFMUhbDi0IJSle8LOpt21luHcnhuQ5mOeWht5Q8L6UnwqHv+pP1Gpt7a4zxnlGbYweGelMuzHZHR0JULoHvGlY0+hvFI/JXsGhhDMNIJD0RKASpIGuoCamcE9TMOzx7njQU1OxeRbCZqH7EksFeoSCNDX/yp6V5GZL4zBe89rIxA4HWW928JWlGhSANT3U96Y+rcOFF5e5GEeRHkf66imxca3a7ie7toZzjH3vm/oLOkEy8UkrLsNKleIkfspJtUD1B9OspHw3Pse2H4OXioQJMd9I3Fp4o8YAUNb1kP7XP7ksalHMsY0uAxKmWU1kWEJLe9BXruJSbVD4/x5pnF8+xktc/iy4RSJSH1KW4hTpGtgFaWoZHmnI5WZXGQGYTbi1FtDKR4RbvtQPbXtNJCdVXFh7aaedYXj8atSSZLnRQJF7UwkxjOyegD7ibgL7CB76ZRi8Wcdj1AbZSxtSoHuFNrl8g8iYpPiSlIIB/LS5cFwZqIgFRDbQ3naL9hqXCmY37plWAUsOEbTv6WI99S8LPaU24w4VBSuhT2Woa/GmYmKhrdLpCVugeEXNrn3UxP5ORPmrspMb9FPv9lNQcDikIdICWvu6bnTpcUh2Hg3IyHQLSHvAk3px5UeK/tG7yw5rprYUuNnsU9HFyLlO5s/GpD0KIIWWQklDiR86gNB8TUzGSW1b4rymi32nW3Sl4TPwmXOH5pxCJ0lCP9w2pagklX7IBuakYvF5suYHksQ/cpsN3epp1fQOI7ACdalYvkEJyRgnnFqw2cSn+G+hajtv7RQBGljagRfXv6Vyz1WyEXfIx1oWDdUnRJd1UR7iisf6b8FyJhci5F/GyeSa+dhtI22TbtsnSpPpxy2XJ5HhFsOyU5WQpe5hfdrXCOcRGEpymRUWJkhPzOBIcGvu+pP1HWm5UR5cZ9pQU282qxCkm4IPsNY/h/qeHOVcPe2Momv8Ajej6hI94SKh+pXohy2PxXn2wTMZmMe75P8QDf5T6e26hYiuY+mf9xOLQYcFpWPi592ykyYyklvzLm4HhN6yHO/RH1UQ5ynEynp0eIhX+qFFxLSNqAL6AC9K9A/7p+O/0XkTX+zj5PJJQYs5tH8MG46bqwfOv7f8AkyP+B8jlh7lHGnDdlppXjKmx3FVcA51xvIjEc9iSyIUuMdrhQkJJAHdoak57luZkZnKyEpSt2QflSjoBRNAd5tSGWk71KUEpQO0k6D40zyHkrd0ApXGgqvYm4IvrTEfHRG0o0SlhHbbsqNzDk6AWQUqjwl9mtxem2YEdthtsJbQEp7BQ7as+wHNwsUnofZTXMMJFDQkLtKZT03d9RuTMs/7qMfLln81JaZYcYhMqSZEpXyhNxut8K+5YxlPmFKfvMkjVS6GFieGO1tXNkdybj/CmVJxyJ09tCfOlL7FV5bUdthtHyhPsogC9x0qRjMlHbcLzawiQU6pUpJAt8ay+FSd6YcgiP+4TTXKoEYIQ5pKH7XaqiTpu0v7qh4nLyXs1wWepKJ0FxWrAKgCtN+xI1qJyHCiLyl3lTzcLjajs81t93ywUC3aCpNf8x9YECVluQxSvE4Qfy4zLg3IKvbrWc4czLZnYpDq5ONfZVqltZ0Qfdtpl5xISrL5FcneO661f+uuSMynluQMQ8iO2E9Qm4Cre21QuX8HXBjSG4wVyrMvq/wByy8E3cSr9kndeoHEeLuol8e4iXEDINq8Dzw1NvcVUfqD9TfuoE6A9e2oeW4dmnWYqHLS8Ytd2HW7gqTb9EqGl6c4lksmjivMp0NUWdj3zt89TiC2pTKu1Rvp7al8/9O8u/wCo/pXOkrk5bCvLL7rDBV4tqBrYAmkNPFGD9QYSRsZcIiZKPKbGqkBdipKVC9u2lfeOQYjmXBAos4OdKe3SURx8qFDeb2HZT3IedZhc5xJKYEIK3MtJ7QhPZaviK69tJA630r/lHImLxmUhcNHeoeJJ/LTbaB5TTG1DKO8Vgoc+3lrmIVJv027x/hUC0pqJARHRdZ7tmtfcpOfZS4DtKt2gt2mhIw2QZnNnTchV6Nun6NR8CXgZr692wdak4qcbMvH+KT1B6C1NY/EsBlOoW6Oq/fQv3i9T2s/JRHayDSWW5CjYDab6k9LUqQ/yGKWdvgHmJN7+ztprHplvKcWooDyRZu97X91R8ninw+w8AUkHsNSpb7m1iIkrWPcLms5lo6roQ4pkK7tptWXxS0+Y6pguNH9qxt9tTYLw2riPKRb/ADWpPZbtOv2V6eYHLZFw8XbzcV1GLWrc35ofRZZT2C9Z3k/CI/m5TE4ZpMVcf9Hc1dJHuNOzs/Ok5nN5iaGyt9XjBcUU7B7BeuJY/Jp8kxMQmbKSrqN6N/8A669QMyh3czJyq/Kv3Jsn/Cp/E8NyKRj8HmCTkoTSrJcFrEEe0aU44panFqUS44epJ63+pP1Fh1PSs7ybF412TieP+V/UpQ6I802JPuFLBG0nQj3UKiZTDTnsfOiLSpmTHXtWFAgp094qJ6e+vDbU7DyEJjI5BIG9CU6IAc9wOtSfXT+3jnTHEs00wrI/eoT3lRnEj+KdyO3p0qNx3nvJ3srF46t2M3sP8N0tKKN3u0rr9CQOym3HGb46CoOPqPSySCajRIzWxuK0Gxt6aChY2PfTbrKvLeaUFocGniSbg399JxsnOvJhJSEpYS5YEAWsTSiVl9fzKKl7vtoy8S+p1pRHmw1Hwix1IoR4+JSxMUixkqtYkDrT+XzUgyJD5IQ1+igHuop/STqa61bv0oFCyhYNxYkG/sIpKFyHnUJ12l1ZFvaDRIBTftHWkR4cn75BTazDn6NqdxyFIxcSRdDq0dVpIsQPeDS1rcLr7iitxxXaTWuqf0h7Kdycdq0TJjeo/t0T21j8hEeLEiA8h1pwdUrQoKSfgRUThfLJsVHKIENGPzOEmK/6htKfLSoe8U36gRsaqQ95nnx8eVfwEuLuq6fjWchRcrGXy3MRP6dg+PtHxBC0EJWf3TY1kJz+r019x55X7Tiiu321p17K16dv1J+oCNdyztbt1udBansdzs4iTO9QSXpmIlSG/MLWxIaVsX01NS8h6dZFXHclvU4qL4VRzv1FiggWrOZrNOY9PFsLFclKz6HUALQEk7Nu83UQNBTiAoKLZUlSx0VrtvWh17Ky3p/i+Uy2uM5dJRKgbvDsUkpUB7waUHVlSlqK1n9Ik9p+gHupmIwnct9SUBPeVGwFQopb2zpiA7LXt6bhoKT476jSj9A2/CrL6HrVgetFBVcJGgq1be/X6bfQT3VcUTtTqKTbr2USPmA1qXKbRulY4+bf9lIKv8KcaX4VNrIIoddO7r8KiZvjuUexGUjfy5jSiFCxuL9K/piObuLbbb8lt1zepe21tCVmxp3O8xzsjOT3ST5j50TfupLLaCtxZAbbSLlSj0AAve9YqO7x7Jw28pJQxGkSIkhppanSEp2uOICOp61j8pzrln9MzkzHh4yXX22WGnnQFgKUdDa9LxkiUjMYCepSsTnIq0vsPIHS6kaXFW7j+GfqG1oNlpUCkjSxB0rGuYvlGVRPZLcbHtRX1ptchKEgJ0OtutelvGM85/yXN5SAjK55ucrc6GXUtqSm/eQuuJxY+OXgJ/P1IVPx99VtN+MK/du3Vz2kk++un0H3fQPfSc1Ia3QseN4P7aSCPzUoIRtDYShPuFDdQv8AKOlDb0FfLVu/T6PH2amvCaPs+i5v+B7zR9goUr3U/EeRuZltLQpPfcWt9tZKIpvy2y4pbI9ijpRo/Guv0cXky9gjMZSG48XACjYl9BVuCri1hrevSLh+LxsHGcRgM4zKOORosdBkuJQhW/elAJtu7Kw+b45kJEKM6xEW4qM4WzsDSSLkajXurn8LOuv5aV6cykTcPlpalPOJZPmFxAUvUDa2KWj9ILIPw/DP1BunS2tqj8i5RwiNzFtKkeSl82U0UqBCgfZauHcy4Xh3MJxbHxm2OVSpSdsdlLIbBQhXbZKDS+HcacR/xvgMVrGwGmz4FFsWWsfFVH6R76IPdYVFhx0bnH1BCfeTYVjsWkbJckebM96k6VtX4QkXK++1IaYbcekLICGGxckHTQdtNyVRVYqEqykvPjbuHuptzKZZfmdXPK+UmivH5h1C7G3vp2ZjUnLMMBSym11WAvoO009FmR3IsptVnGlDb8vsoBXWvz10v7L2ryYzCpCzqGmRvWT3U24zjFw4ztlIW+Np99qbVl8uGHFgENp7DR8nMFa+y9rfnpyQwyclCi3X/D1ISNTYUtuUyY8lpVnEOjaoW62HfQUFkgaWoUbdvSvFTXJILf8AGg3TMV7ALiigm6j83wr8/wBAptxKtqkLCkqN9CDcHTWuH8f9VcyzgPUHhHktQ333ktImR2xZKNznQEISL1jvS+FnYeSlzTHjtMwpCX1Nx0FN1XRcaAVyr0m4lgZiuQ8phr+/5Z35fOW2pA/QHaaccSnwuKUtfxVp+GfwxfpWc5hgnxG5lGyiWYHmq8K2rOC2l+uynlr4VIy7LJKUuQwpQKR26oAqdxrDt57i0TFx3JmVaZK2WQ22bK3lOh0WdDUyVkn1ypzzizLkuHctS93iuaUe4UPpQlPzXHSkcnyjH8Fo/wC0SrqVXuk/lpxy9lJCUIT3WrEcXhvIGQngKjsq/VuATUfJZOMjJZxaElxa06IJ/VptpllLTCBtCbbQB7aO3aO4po3cue6ilQCkqFlBQuLe0U7L8g4vJdTKijaSe8inlYiYjIRST5QX/MtVhBbsTYLUvpftpDnIsgGGdPMba8RA7bHvppUXHInS7AuSJCdx3Dtv76bZaaQ02kDahobQPhSR+gnpWvXsIpYeQlbZuDv10PW9SeTcTifd8swSp+E0NqV2F9xFSIc1sx5TDimnkbepBtahXd7auEeYR0VT+Olt/wC3loUHPcRY1OZcY2RHllyMu36J1FK+g+6vF07fdSJOOlPQ5CSA0uO4UO3voU21v3WqLy3k2HzTuHlC8XMTSpxCk2voV61ipMnGv43gX3hKp+eWnRSAoeYge9N65bweEhacdiXkNwwr9MeWm66P4R/D1+Y9K4t6d4Xjqs+tCfvOcnA2KXVeLb/99Ji8hx8vAEgLUpad6Avv+Fc+5H6bZSDkJ0lxvGFbLex5IkNu3Cv/AC044tW5bqluLPtOtH7KN+tK99WTcntAqPl57BGHjqvZQ+YpN7X9tRokRlMZhhvyxboAkdtFDa0TMwSQllJ0SOxXwrj3qNLlKkJxMoGRGUfCGSsKIF/ZWNz/ABnNRH1OMIXJheagKQvQ7SO3xV94mzo8GMkbpLzryEpFtb29lR/Szj/Im8zyJ5C7iOdyUpZQSoXoHs61p07aNdlu6vCmw7fot9F6Pvq3YTSkqSFAA+E9D7DUnmXH4gExtKlTWkjTaAVKP5KUlSLKbUUJT3EdaHv0q9WvtvpfupePloQicwFGLJHVRA8I/LUqHkGVNhK1BlzvRXxo69BWvTtr02wuaQHcfOzkZuY2oXCkLWkEEdoINM/298jXBLuQjMQW4yGrIaWdtkk95NY30643jo2Sz+KhoYh4qKbIuhBUlSz36Csl6j5/GjGJ5ApX3JKU7RsTcAbu35aPb7fwj+HAxaHPLXNkNMNnuU4sJHT300hjhWUy+LmRmZUTIxWFuJUHQCB8b0RJ4NlmfL+ZKoy0aGm3c9EnYLjnInwUYx/elL62js329l6V8a91XHZrSQ2LrUQLUxlM02qJjFKStC1DRdje3XtpnH41tLESGjy1kJ0uB8xqThOOP+dkXkluRI7EaW8Pup6fPdU+46pSlKPfQJTe2oN7fmov8S5RksGpWtoshaE37O6jDzXqJmJcSwHlmUvsH75rifqBJeW/9xnD+pKdcUpTjTgDblz7Uk1h+WcenNS8dk4qHVls7i26QCUE++jVu/soWSq9tLVxzjk+bHy2Yyc1LM6GwbOQ2XFBK1rPcAbmsVyHDviXjMnFakxXr7rh0AnX2XrpWug7TQWTtI1RpfcR0FZPl3MJzWPiQUlTSnvCXDtKtiR3m1hXMMNMDOOy+JlrexcM/M/F8ISoe/xV1v8ArJ7qfgPtpcafbU2sd6VAg/nqSwhvyYM9S5EdPsOpreeij4fdV+3so36WN63XISR8w6++jEzMVsOBJTGnfpXIsL0+/HjqlYokluSjolI1117BRQrwqRpY9at7elcLzbbnlnG5eM+VE2t5a0qvf4VG9XonMI2Pw2akQ8tiyjxOHalAWkEW18NHm/qJyLKZGQ4lth1tp5aUkpuSSCs99embfp5BYYwcAOR3XWjuWogrF3D30fwj+Fr0ribawlIGWhFTi9EpT56Lk9dBWB41mOVRF5CLAiMSQlG/y1oQkK/0+ysRPzmcxcOPnoyZcNp6LYupWbBV9gr0vl8FejyePyY7zsd2ONo1KCdK+NdfspCcbjnVoJB80p8HXrTGV5KszJPhUISfkCr3sr2UbFuDCjI2pQn9EAdakce4w4E6qRLyKepGoKRTzzrhdcfV5jjiu09aB62q+0V7aDDCSokfKOpprkEiE61CcNgu1tPfSI2MeXnuMBQ83jk5f8MWOpR07KYVyfhkvFSdg+8mOfBv9l1mj/TeMZHIOgEt2KBY9multam4j0+46xwqG8gtnKJO6UoG43X3mx7qk5zkmWkZfKTXS87KfXc3JvUbgXPC9mOGLWlMeas3XGuoC4Hcka0xk8FzuAC+kK8h9exbZKdQackzudYhtCBu3B5BJFr9B1p6PxOX/wAw5AhtYYhsfywoJPzey/WnZvJco7Gw6HScbx5hX8FtF9PjWN53wht5EjDuB6Y2n+U6zcFaFfvAEUyeQZZjiHJGAhjJYiYbKLqQApQI7CaW9M59AdCQVBporUo2F7Jv291Qm/TjjUvKOYeQA/mFJ8C0g6/CmWJ6xh51gl9Du/bvOmnxoOQJrUlsjVSD2UTu7K2jTbVyLnsFKjTWESGnwQtpfanoR8al5zjJLL7KVOPQf0QALkj8lSIrwstlSm1+9OlNvJJCmQFBSTYjbrp7dK43w70/DGHg4bHIiPy1jc8paCU7hcHXupw5T1IydnCViK0UJCfhsFZF7PTMnnOI4p0OSZs7+Whahe6PdSk9x/CP4aHY6y28mykOJ0KVDoQfYaxmAw8NzI5nJyEJIHiJSVBNyfjXovkW4y52MGPj46a81qpl9wnwEf5016F8elIcDh48JTqXPCR94ZjODT/NWnUdKw+MnLSI0mSkLSehuoAg0zCxsRuGhkbbpHzjbWwI0UdV93tpvHQ2nIeKkJJVIT0Wq1qcW44VLJJUVdpNHSxtRWeo0pItfUC1JZx8VYZBClylp8CU9pv7KbkzWk5PJIsUqc+QK7RTuBlx0fc3kENtgaINrAj3U9OxMNU6AtalNuMi6k31saKHsZJS4D8q09aKJkdcfcCRdNAWuAetadO21FPiKLVeDLehEa70LKD8K8uRlZchJ08biiPyUlqHGekuLITdI7SbU3lOWER4yCFJh/pKHWxpMDFRG47TYACEp8SvfX3mZjtspwfxHWTZevbfspLpxapJBBCpCt/TXWvukfGMNskbSjb4SDpY+ynHkxzAlruQ4x4UhXYSPfX3jinIjIQP5UYu7SO4WpEDKzwtSLEtr8fSiqZi2UwE286eEbSU38QHwpGu3Tp7aSCbX6mp2QyDwVLeSW2I4N73SQKyM5I2pkOFaR7CqrpqPh+IYGXnZ0paUpRHRvCSogDd7L9agck9b8qlEVaUOtccinRQUQSl1Z6W6EVI4b6fMY2K3j5CGZzEV1Bf3JTYFYFLUP0jp+EfwxcXHaKZy2CyD0DIMaokNGxTY3Fj3ioznqGrLepeEw5RLj8bPjSt1lQWgq9lxWPzOR4ueKRcHCEDG40japDLaEJFx7kUN3Yb0zPiL2SYa0utEd6SFD7RUTD5VX3PMJbCA+r/AFFdAPjSdiEkK1T+0O+puLdaQXVAqiujsUB0/LU7FTmfKejOqAHensND2Gi1HQVqX0SOpJ7KazHJSYsJIDjcZXVY62+NNY/GxGojLSbBxPzLHca9n0FJAUB1SroffUrMZqNGu3f7tHCdVqsSm3vNSJKG0w425SY8ZKaDjEdUWAbb5LnykHqRQ/qeXLjhT4kI760lvA20PtrcnIP2V2UHZMl11KeiT0NIRjMawwUi33gJ8aqO1zcP1e6j9lCjfp21bsoWsT2A9KdQ0sSM28lSWkJ/QJBAPwNKz+dccZxaHgv+J0UN1yB76TjcZHS00yhCV+3svSVE2CRYnup3IZRwGyVGMyeqlWJTb41IkPuKTE3K+7NX02jpVj0PWk3SFjcPAeh16VA4NyXhUDhvJEp2t8kUnc1IcAATuO9zqf2K9Qszg8UnjGKgy22+OZnEq3mTFc3/AMSwKtvhKT8orJyMxl8nkYchZXklSSuxcJ7b9lH4/hH8NIAubiwFEkbS339dah8kwaWnFpUhMyG6nel1vcNyVJ7QRoR216YerPEcAxx9zIRlxeQsR2vIS5JBCVK2/vIVWnfSjtuATTT8dflOtLStCx2FJuD8DTGBzD2zKx2wGHFf6iU9nx6VYGxGqD7eyhyeHHCpDP8A1Lg7gLmm4ECEtxxSwkEJ0vewvUbJZ9KZWRcCVpYV/pk63+FJQkANNps0lPQChb5P0vd21fcf1U2Fzf2DtozjGeMYavLLVgbajWpWWyDyUxYgJdSepAFyke8C1ONNuFGMiuqTFjjqRev6xk2TFwzKk7VK/wBRQPy/Gm8dj2hGjxkAFtPRdqSSnarsrrR1rQ2r5r0L/GvNCVFvoSE6Wobel6FAd9LDZD+XmJUIbH6uhG74GneR57f/AEhDvmPLV8p1vtFRMfAaDbTCQNnsHbWxXQdfdUvK5J8MxGAQkfrFIJt9lLcW/wD7COtaYjH7PfR00tZVadKAHSvAUgpV1vSMNInf8o4a4QmfxbJnzI7qAbK2pINvDpX9d9LcHG4vyqZNCuTYZexL5dKfEpoBA8F/wz+HEdWnclt5tSk94CgbVwf1GdS9CXlcbF+/MxzZpbiW/HuOliaQZOCiyltDV+U/9p8ZrDyfTyPC+5cYyzcd5uGd2wOhaiSfZaj9Cb/GoOSiL2uMrF/dcGsfloniU+w0lZ/bsL1IgSx5sd9CmynuUsEU8cfCH3p5ZUZKhqknpb3UFDxFWijQaV8qOtqahwWFSJEhSUtRm+qiTYX99RuQ8yGxshKmccrW2oNSMFGgREZKY35LaQnxgE7Qo+696e43h3gMfDURJUn/AFFE2P5KYdWyoYuI4lc9/vG4Ej4io2PgMJbjR20BpKfm0GpNGh7/AKb91IxeCx5myFFO63QAntpjK8yIecKAv+nHoL62rLOKw7ERDLC1IWU6+FBNxUxMe3lh1wR9v6iVGkm/Q608/IdQ5kXATBbT83ToaczeZLoxSXd7yz02A3sn4VGxcBsNQ4iEhoDqbdSfocmSXg1GjoUp0HuAufspzFwHC3iISlNhI6KPS9fPf2UDV+wHWsDx5IUTl5qIVk/MfMWE6e3WsX6RemF+UesmVxrcyUnzbBp4pCi3tNrq1tasRg/7heLZLhnGs+sY9jLr2XacdUEpcTZZ0G69Yptebby/GOTo++4SQ2raVMLTdG8d9qVb5b6fhH8MG9rG4NcJ9OfTvMLwMXAxHE5GQk2UpSlACx7DTzmU9RMzKL19zQfXYg9QK9YOWc2y62l8gkNSOOY7IOBK3PIbdClpbXqT3Glo0NlKF0+yr0RbrST0sR+epmGce3KiEFCO4UoqrXspIQNxOgT3+yo+MxUd2RMWsIKQNG9xAv8AC9R8xlmRIzbzQKnF/ok6/npxxzyxlVILcXHJOpJFkq/LU7KZCSXcnl9zcJsK1baVcD8l6ZhRkuSZU+R/EUeid6rXP5aiY1lkJkFtKpa/2z1odvsojy7adaH0EHoetRsFjWVPvuqT95WBolCiBf4A0yv7qleWW0PvEg9QSOylyZToaZaSVBSuwAXv8KlcP4u+JEZSynIPpPaNFCvHohWiqk5Sc6kqAIjMd6wLpP5aCFrdMRx0kD9BLW7xfkFRcTimA0GWkpde/XVbxfloBXXtoWVtPYo9Ae+v+I4R8r2k/fnkq0udCKeWo3Us3Ku+raa1t/Vq97W7a9P8fEhGb/T5qJzkf9YRnEqPT96sZz3PcRykOKvOKkt5ZDLi2hFYaJQk21ttFcgbmsZpMPH5Ew8FAdakIab8h0JaWjdp2XF9K9M+K5R1a5vGuLwhO8z5w8toEg/Bf4Z+pZdFiW1pWBYK6G/Q6H3Vxf0kfzst7DNRAWsZFUWWENMhDZK0I0Oh1FZ7iuQQpEnDynGVbu0ICrH6BQ9/WnGGmytmQghau7W160+YnWro+caVEw+MZddkSCkqWOiBcC/wphySx94zExCXJL5Go7TapWUlOpDu1QiR1f6qwklP21M5NmJKlNNhSkIV8qEAki1SktrL0Vp3yYrKe3WxNNZ7Ix/+4zEgsbuqUntoH2/Sr3USv5f0vd201DjN+Y+6oJaA/aNhTeUns/8Ae54S4HFJ1CVa2pS3FbW0i61dgHaaf4hxqQWIzCi3MmI666G1CQokuElTzhV4l36k1Ky2Sf8AIiRUrNv1rAm1CBESpUXzgzDaT+kCraKbW4zuymQbS48pXVIIvarJbso9TW5z5Bqseztp3asHKzkqTHA7BYgGn5j6ypbxLiveo3od9vpCQbDv7vbU/wBUOQYt7JSMfFXExbSRa6liw627UU0jlGLk4Fx3RRdQ2tKAevVZGvtqLKw0rjGWzJKHo0VxmOJO8EEXKdQb91eomV8IjM5BUeK030QhtAQkD2afhn8MUQOp0FNsNNlbrighKEpuSVGwAFTvWDmuPQxyHMtFcN50bS1D27jYe1NqzXJfTyYHo2TWs5NCRp94QopV9v0Ap7qQi19xAsPbQy0lq0zKIC2yrqE0k9vYTUeDBSXZEtYQwlPbuNiKayOSi785K/iPLV1Ski4p+XIV5TbKS5Id/ZQL2qSw3I/7RiVqMRtPQn5SaVgYqyJ+WupZHXZaxtRzuSQo46CoKCl9rl7j7aaYaAS2wgJRt7k1a9J930K91AWvr0pfKsowV42AUpjAj/UCgU/bUdCAhPkpCQO5Cadw+PfCsvlLpSR1SCCLj3Xp2S84S6+6XXlK7bm5pS1qCUJ1UruA6mnOMYuQVwo5KX0pV1PQijy/MMXQ2AmI0rrc6g0lu9loFlq9nYKWs+K5uBUmdLXsjRW1OOp7wBc1OfW9vjsrKIqe5A6VbuNGw7NfoNJB6ki1xf8APWX4Tx/Mxsl6xsKVno0RpSFPFltBc8hJHaq9gKlQpqFsTITimJUZZ2rStCrHSmc1gp64M2MpPkLQdQQQbn41MnS3i5JmOl6U4rqtatSfwz9RiZsqMmXGjSUrkRF22qbSoFQN9LEVg/WZri2Pbdy8REqZJyA82KhYCSSlK/ACFDsrkHpX6Fc2ww5dMaEdGPjSEsBtsJKCEhvt10rm/LOUYCXBicZjJlryDiVqZfQXbLWlzt0vVldfEVe++2gBoT0piRJaIxkYhTqj0JSQTTEdsBMdhoNthPTwi1KB+UjQfChzXNRwGWCBFDnTqCCKSGyE2H8MJ6bU03xvHPbpeSCkvpHUJIsacyEt0BtlK3HirsABJpUZC1PtKfMdgjolO7beoOKjMhDvkpU+v3jWjuNX7q06URXu61AxbXjenOoQkd25QH+NYfFstIRIDYckLCdbqTrUufI8LEQKcWr90XNZSe66pUdp9TccA6bQaAPynoBUxhhy2SyiA0i/VIVcX+F6isrCnmnnguU53JKhuN/dUTHRWQ02w0lsjvIFr0tzvBpGl9elf8ViLs++CuYfYR0p0lW7cCSat+BhuBYRJ/qWYU6pDw6JCGi4L/krGcvk8iY441gZaXEKSVnz20LCyhQPYoC1Tuaem8+OxkJ6EuZfFLVsC5ITdSR7zrWOj88bZhZGapX3eChe7cn9elfhn6i4rjHpJGysjH4PjLritzDm3zgtKRZQ9m2kzI2TksSgbmSl3xE9b1P41yPOv8v4VnITuPyeBneIIQUFKCk/Gsk/j2yxCflOuRGP0W0LJUEj4mo8dpHmuylpbSO4kgCojbrQEqU2lySf3hpSNounSw76x+FbZK2XnWzIB6BG4BV/hWNxcJoJSww0lG3vAF6kzHjsSw2t1XvQkq/wrJ5J13/bxnnGI/wJApTLLtpeU3tNkddiwUq+w1M5bNb81EUWYUrqFrVofy1oiwA60bdPpFKVa+3W3uo5l+L50HFW2vdyyQRQTusy34NncAKawsF7bOzBKT7UKFj+el3c3blb1n9o0+494UMoK1q7wkXP5qkJbcU5EhueREaHTQ2tSM0+z/vskkEOK6hHdRV+sLUn31Nyz38uIwVG3W4BP+FZXISHluhTqkx79iAelW7SPs+kUbGx0sa5D6kZzFjOctajiPxjFkWG8/OrspaOJpj8QhqKg0lpK1OAHTQ7zrUDHeoktPLePy5KQ/Kk/wA5hK1gKWn90EmuRZ6DMcfwMVfkYdtR8KG0bgoD8o+oP1WvTtoJN7DpbrUXn0zAvRuLzHA3GyBGildhpU+Wx5kXF7XCfaDegpCNraSG0/ugWoleiADTnMJzNnJZAjOewdKCU/MnVPwqcyy5tm5NXkoH7CwUq+w04XhuW+dxP7yqY4+wvzGYiktMN+1RsaxkFtBS480h933kA0fbpR99XoUT3G9JjRxd4rCGh3qWbD7axzRatNyKEyH1d24XNOvOueBKFE36WAqQ026HIWIStmOEq6HoaTu0BFjUwNyPLl5BYajexKhY/nqMHkqXEQ4XpDnt3XNNQ2U/wIaQ0j4JtWvTtpQ7x4Pf2Uzi4zlpOXVZ1PekaGlrPVdyff8AghLLZcVewSOpPsosqWWvK0WhXYRWq947K069leKuv4Z+qxnBMTkWcbOyYC2Xn/0lXASlPtJNZbh/I2VMZHGOqQoj5XU3sFiuR/2r+pzrKIXJGHH+L5h/5oz5SUthHt3OC1ZnjrwDr0aa8l2Z/wC40CfJP5LUrf8AJrr7Kx+HbRvXkZKWT+4kgn7KxOJZHlphx0bU990615tuqaj8ejn/AG+FZCnP3ybf+ipE4GyYzK1/EJJqVPkDcyxJMl3u8JNvzUgA2CLIAT0sBQt0+g/QCL6a1HD7ZTCxim35Kz0KkKCh+amIiP5baEtt26WGlZbI7gFqaLbA/bsQn7alTXf+plOrcV+6pVzSlK12nUGm8dHcKokDwLbT+uOyn886Nrk4WbCuvsreOqvmrU276Ljjlm2xuPuGpqcG3bxceosMD2DQ/goSAVFSgAlPU37BXJ/7j/VvFsyJ8uOqBwbjE0XDrshBs6B2/ID8ayWYbjIhpyctx9uCwgJQ2lRUUgA1E9VspjzH4zMeDUR9RSndf2Cj7/qT9T/9axPJ8PJMbJ4iQHYq0/sEK6+8Vgv7geDMhfN+Mx0x/UHGNjctwIt/Ev7jXGv6PIdi5Nma0tMtJsppSVgWJ7LGkPz1edLeQjz39+9SlJT1NIHebGhNW3dnDoCr9xveks/+1tCfdU6aTYMNrWT+4kmuSZRSt/myXG0+5JNZiSjwlcdQA/ymsryJ9u72RWfLPdrpRKuvZXwoV30e4Vc6gjQDtocifatJzfibJ67U0Em9km+vtrFcUacUFBXnyEjobailL76yuTWbIitL19oSTS/GpbmQmK8v3KXb/GsVjQmxShCl+8prb7KG35uz31PnlyzshC2oo/aUkj89PynFeKQpbh+Kr0r6RbXXpTnIuQrED084Sn7/AMiyTnRSI580IHvCSKi8K4mpUL024EkYzC45r9N1nwKc+OysTidga4/i1JmcjyB/lsR2Rvsr2kA1jvSDgLn3f0/9O20wfLaPhkymk7HFn3FFE95+pP1QN7WPWhi+QD+ocB5cFYvkWLd+UNveAL+G41B9ReFOs5P055O2rLYhxj5GFOqDpaPt3LtSNybJReye69Nk9NwuPjWRzDzO1/IvfwlfsoNbuu2uQP79p8lxI96jTzxO5T7ilj/NepMNvVUx5KLfvaVh4CdFNsb1j2rFKP0D6FHuBrFYhDRe+8Po3DuTcA1icO0ja3AZba/KkFVKcUbNoSVE+wVnVJXuagq8ge66xRCO3tqNi2nrSMku7ie9PbUN1bd2oV3lK7tp3UlsdEgBP+Wie6uoHtPZTPH4jt2IabOgdCo9lK+P0gam56DrUPjeDaWxEUpCspmALMxm9w3FZ7LC5qJ/bN6IyG2Y+LSTzblcbwmU9YJW1u7blIFQMBh4bk/LZNwNtxwNxWVqHjJ95pHpdxdbMn1f59HC+XZJH8yE06APK99hT78hxyQ8+pSnHVK/TUdyvqj9UKSQbEEWI639lNcay09yRisG8lOOQToATqKB+NLI6gH81YJJ+Z5tLh/zCj29wpMD5VznNpHsOn+NFZ6KrHxGkbkNSQ65+6nU0kBO0oCUW9woew/QKPtqx69lO8lfi2iY3aIrntvc0RbsAT8OlZqao2MeMVX9ySays8q3CW+tRP5aVvc8A/NRxrB3NY4Fu/t6VkM863Z187EL76FuttaSe6slmX12W2haWT+1tNvtqbkn1lapC1FR950qw6DWgKNzYdpFRON8VgLUFFCp89XhYjsbh5ilKPTw3N6V6Heir7M7nuXjhPOuZMFG5l0o8TQWOp1pwEuzsrln7JWBvW66td/tJqR67eqTDDvqlnmfL4BxlB3OtCQjeHVp7P0DWW5fyiauZlsq6t11avlQFKJS2Pcn6s/VinFW/mu3/JVx1HSrHoTZfuPWuOuJ+URkIHwFG3XsNYTDb9dhWofCgO+ljvofQKOlCw3a9O+mo0dvdKeWltlA7Co2H2msbES2ESZjaH5JPUKOppI6/tVlAHNhmo8oe0qBFOrtuUXCfy1kcg4dio0dWz3gEipMpR3rmSDt/wDPWGiBFlSGUvrPtIvSr92tKQk2KtGyegJ6U3xeC/dhi5lBPTf21u3daV7RarWvbsqKxjYLkHjEYheb5JIRsixmgRv8faQm5qR6I+gCo+W5S4yWeY8+GriVrSW3Gm1dnymx9tOyn1SMnl8m+t1KwrzFKU4dbDtJJpX9w3r+lmHMbZP/AAPh8nVbz+24WW/aVipvIsw+pGNZWpvCYy/8NqOk7UbUdlgKv9WfqRR99I/eFNgfMldzXupZvYqQRf3ik8fkSUifj/CkE6lPdS5bjmxltBUVd20XvWRlMvBUOESwynv26E0n3V1rr9JoAdSRY1Gzcli+PxZvvt1UlQP+FNR2k7EIbAB/dqxc8Pb7qxPHWXfFuC3mfzGvMPvV7u2jjEr2yMgu9v8A9ZFj9lYeIU7kGSlx0/s7gT9lMRkIs20lDf5BaiR1Tqn31OmqdCJbiFiC0FahW02P5amzn3FKXJcU4q/trrb9rupMZmO9IccIDbTSCpSidBYAEknutTHql645Jjgnp9HR54hTHBHlykI8ZCELKCdyRYC1SvR7+3eEOKen+MH3aTkGvDIm7RtKlK7QT1pLURiRk8lPeCAlkFbi1qVc22gm5J0sL0z66f3EqZHI1IEjh/AyoGQu48xtbiCVLFyBe6RUjL5mSWsNCUWeP4ZHhaZjo+TTvArXp9YfqRR99X7jU5latGnk7fiaXbpfX3Ug/p3G33U3lcHKVFlIIDgCtCAb2NDGvZBLLLqC2twAX2kWNqKnlFTriitx9XVRNfH6TV+6tDY9hqDjIFi/NWhLJ/eIB/PWMix2kplONIcmrt1UrrWlOOL1DYKh8BesvOQ5uajLLDKe7yzY0b9D191GIwr/AG+NQWz++On21Ny7qbsY9pSUn9tQ0oAaAiyalZfJvAQ4rai4D+uEkp/NTqkHbj2VqQw2OhSNL0ny07iogBFr316WqM5x7BSImEWQJHIJXgYQm/it7hrXnPTYfqt6sxW/4MOwdjRJCRcpWDobKGopTufyZh4Fhe3HYCN/BYabHypCUaEWqHxrheHkZSXJWAlaE7kNhSgCpR7hfWhmeYPw+deuz0dJg8csHUQluJulSknQFK7mpfJ+V5Jx/cspgQis+VHZB8LaEI0GlK9vf1+tP1J930D3CsrilOWujzkp79utb+8UK8PSir9JQ099AnoOvu+g/R7voCetPZl9jczikgpPtBv/AIVsSja0AkD4UFJ6A3rMZFbu19yMpDQ9pSQKkyVuXVLdU7b95V6yWUWvaptpxDI/bKDt+2pUwm6pLy1D3k03MdR/EyKiv4U/lcvIbYZSk7QpW06Du7aGIxLbxieYUMQWElRcN7AhIBJJ7rVFz+aZh8C40/tW5lMy4mLZCj821xTfUa0JHJsoPVznOPF24UdaTEbfRqPEgLBG4a60eLcObZ4Dw1gFljC4keWFt22guK7TalqUh/IzpSyobUlxa1L66DUm9Nc59TJaOA+njQDr8/JqEd5xtPiVsQvU+EGwqR6W/wBsmMREnNJUxnOeBN3nXLFJUg9muoqfnc5PdyWTyLi3JUt5Vyor61b2/XH6tPfWLStyyJm1m3tWoJ/xrcOjmoo/b+CPpNEDrbSs3tV/FDqPMPwRV1ODYOtOLU6EpSCbnpp30eK4iSHGMesfelJVoSnqn40klFlkWSfb2VG4rDe3BhV5yP2j0rGx3HQiPuHnLPRI3an4CouHwZTPmQmEJbP6Ic29vxpb2RluBlR/hxwoBCQfYSAfiaRl+N8Ii53mKQA3kMwnz2Y6uu5CFhxOh10NOt8l5pKbgf6eIgrMWKlA6JDaCgEAdlq2pS5MlyCEgfMpalaC59ppnKzcT/xHi6wFnNZMeU15f6S0q7bDWm3MQGvV71QgI3oceAdiR3xooAFbgICh02CnxmsuMTxoE/cOM45RjxW20/KlSEFAOnYRRUpW5RO41f68/Vjp1qFkGjtWw6hxCu4oVuH5qx+Sad837223c/tISL/T0+gfSaPurTU9gpTksKcxc1SUyk9xuBSHnMoiIpaBvaUdb2qTg+FLWjehSHcgehFrHbT0mQsvuvrUt51X6yqk5Z6R5UhKVIi/vEHb9tSsnKc852WpSlq/zaVdt0pNtbdaO5ZXc/pUEQcfJmHoEstFw37gE6n4U2jBcGyCI8iykS5TZYbGvzEudAO803mfXD1Tw3FobI8yRio76XJOmqk+AEXsLdKMb0k9OGue8pijYOSZQXb3o6LSLo6EX6U83O5K7g8AQpEfjuP8DTbdrBP5KddeWt11d1OuOHctRPUk/R1/ED9YR1BFOcSyT9m1kGAo9b9LCgrb2aLV1IpKu+30n8E0fDVgiwNAHsGtPzZbuyJGSVO3/VAufsp1hhy2MhrUhlq/hISbXPsrH4lc1jHpnPtpXNf0Q2FLCSrUjpe9Qnua+vQdlLYbckw4WxXjcHiAIc7KLqWc9z2bFPiSXbIWU69N5ve3dTkf0f8AQTEw32h/ByGUbbdcsBopQW3rbrance1nYvFMS6CkQMLHTDKRaw8bZR+anZHIOQTcw6skrXJkrcJ3e/rR/FD9bHnwlqZfjrS5cdCEEHX8lMIlOgZSHoW/1ggdaG5dwD4Udx+g/R7voH0+6if1tPy06txQQ20CVrPQJGpJ9wpXGcA/shRyUylo6KV0Ipa1L3KVqT7aCm3ClV/mHUe2rLfccA6kq0oeK/4wfqxV+40D7LVGyWMkFC2ljc32KFwbVHSFhnLJbT95Zv8AMR20HFfKTYUL9OyrUK6UR317ate3tobnOlOOOuhppAKlOnokAXKj7qd49xl5O4bmpc1B+cWsU/GnHXnPMWsqUq/W5rQ/Cj7qP4yfrR761Nu803LgPKbdbUFJWnQeE3qLjOTqTFmpSltEtWiVHoLnupt6BIRKZeA2lpWmtC6LG/20PD218da069lWte/ZW1DfjFOyc1kWkKbCiiOj5iQL2Pvp3F4JSoUAXSpzoVi1qcddWVuOKutSupvR/HD9aKv2g60do7NaCgL2N7U2mDOccjgj/aLV4LX6U21yCCpC023utakd5A7aSr+r/diRqh8bCPy1uZ5FD/zKQPto+byCFtA/91B09wpa/wCpCa4m+1LGouOlPxeMxfujZ3ASVX3a9op6RlZbkguEmxOlzR7r1ej+OH8S7KACrUNrqh7lVYvuWOh8VEKcKrj9KjRoUfx0/wDi5/8AFzX/2Q==" 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<span style="font-size: small;">El artista estadounidense Shepard Fairey (<a href="http://www.obeygiant.com/" target="_blank">Obey Giant</a>) fue quien presentó la nueva propuesta de rediseño de la
característica lengua con un fondo negro y en la orilla una tipografía
que indica los 50 años. Sería interesante hacer una comparativa entre esta imagen y la original.</span></div>
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<span style="font-size: small;">Así que me remití a buscar el logo original. Aquí lo tienen: </span></div>
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" /></div>
<div style="font-family: inherit;">
<br /></div>
<div style="font-family: inherit;">
<span style="font-size: small;">La imagen original pertenece al diseñador británico<a href="http://www.johnpasche.com/" target="_blank"> John Pasche</a>, quien en su website advierte:</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i><br /></i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i>«All images are copyright protected</i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i>and cannot be reproduced without </i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i>prior permission.»</i><a href="http://www.johnpasche.com/" target="_blank">1</a></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Así que le escribí unas líneas solicitando su permiso para incluir su diseño en este artículo:</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i>«Hi there, I write to you these lines because I want to include your
Rolling Stones logo to illustrate an article I'm writing for my website <br /><br /><a href="http://www.disenocreativo.blogspot.com/" target="_blank">www.disenocreativo.blogspot.<wbr></wbr>com </a><br /><br />This blogger-based website is published by me regularly with
articles of interest to some of my students in the career of graphic
design of the Universidad Autonoma de San Luis Potosi, in México.</i>
<i><br /><br />respectfully requesting your permission to include this image.<br /> </i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i>Regards,</i>
<i><br /><br /><br />Arturo Haro»</i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><b>TRADUCCIÓN LIGERA:</b></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">«BLA BLA BLA Por favor permítanme utilizar el logo de los Stones para ilustrar un artículo en mi blog. Es para beneficio mío y de mis tres lectorcitos» </span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">y acá la respuesta de Pasche:</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i>Dear Arturo,</i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i><br /></i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i>I
cannot officially give permission for you to reproduce the Stones logo
as the copyright is owned by the Rolling Stones but I cannot see any
harm in you using it to illustrate your article.</i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i><br /></i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i>Regards,</i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i><br /></i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i>John Pasche</i></span><br />
<br />
</div>
<div style="font-family: inherit;">
<span style="font-size: small;">Así, que gracias John, por tu consejo. Espero ser veraz en este texto. <i><br /></i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">La imagen de los Stones fue diseñada allá por 1970, por John Pasche, para el disco
<i>Sticky Fingers</i>, cuya portada fue realizada por Andy Warhol:</span></div>
<div style="font-family: inherit;">
<img alt="" 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" 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<span style="font-size: small;">Precisamente ayer vi un ejercicio de cartel de un alumno donde ubica la imagen de Warhol al lado de este famoso diseño de Pasche, una desafortunada confusión acerca de la verdadera autoría de la imagen. El asunto es que trabajaron juntos en la confección de este producto discográfico, pero cada quien atendiendo a objetivos específicos: Pasche en la imagen que conocemos hasta nuestros días y que ha sido el ícono de los Stones, aunque ha pasado por muchas "reinterpretaciones" hechas por otros artistas y diseñadores y Warhol en el arte del disco. </span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Acerca
de la argumentación de la imagen de Pasche se dice que «…el logotipo de
los Rolling Stones representa en realidad la boca intensa y rebelde de
Mick Jagger. El uso de la lengua es básicamente una alusión a la diosa hindú Kali,
diosa de la energía eterna y representa el uso de la libre expresión en
su música… el logotipo de los Rolling Stones es único desde este punto de vista y muestra
maravillosamente la emoción que experimentamos escuchando su música…»<a href="http://www.famouslogos.org/the-rolling-stones-logo" target="_blank">2</a></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Hay que mencionar que básicamente se conoce a Kali por ser una deidad "destructiva del mal" en la creencia hinduista goza de gran aceptación como máxima diosa protectora feroz y benevolente, de origen y esencia un tanto oscura, pero a fin de cuentas, protectora.Y uno de sus atributos más destacados es precisamente esta lengua que sale de entre los labios:</span><br />
<span style="font-size: small;"> </span><img alt="" 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" /></div>
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Fuente: Wikipedia.<br />
<br />
<span style="font-size: small;"> Le tomó a Pasche una semana realizar la amalgama entre estos conceptos: la imagen de la diosa Kali, destructora y poderosa, de origen tenebroso y violento (propuesta por Mick Jagger al diseñador), la propia lengua de Mick Jagger y los conceptos que emanan de esta representación sintetizada de una lengua que sale de la boca: irreverencia hacia la autoridad y lujuria. Recibió nada más y nada menos que £50 (cincuenta libras) por su trabajo, aunque debido al éxito de la imagen fue compensado después con £200 (doscientas libras) más. Aunque los Stones se quedaron con los derechos de reproducción de la imagen Pasche conserva los derechos sobre sus bocetos hechos a mano.</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Dice el mismo Pasche (las traducciones son mías):<i> </i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i>«I designed it in such a way that it was easily reproduced and in a style which I thought could stand the test of time.»</i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">«La diseñé de manera que pudiera ser reproducida fácilmente y guardando un estilo que consideré que podría soportar el paso del tiempo»</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Y aquí transcribo aquí parte de la opinión de Fairey acerca de esta emblemática imagen:</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><i>«… the Stones’ tongue logo is the most iconic, potent, and enduring logo in
rock ‘n’ roll history. I think the logo not only captures Mick Jagger’s
signature lips and tongue, but also the essence of rebellion and
sexuality that is the allure of all rock ‘n’ roll at its finest…»<a href="http://www.obeygiant.com/headlines/the-rolling-stones-50th-anniversary-logo" target="_blank">3</a></i></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">«…El logo de la lengua de los Stones es el más icónico, potente y longevo en la historia del rock 'n' roll. Pienso que el logo no solamente captura la rúbrica de los labios y lengua de Mick Jagger, sino también la esencia más alta de rebelión y sexualidad, atributos que son el más grande encanto del rock 'n' roll…»</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Y dice más: En la conversación con Jagger previa al rediseño de la imagen recuerda Fairey que le sugirió «En el rediseño del logo SE DEBE incluir la lengua, ¿No crees?» y la respuesta del cantante fue «Sí, creo que sí debe de ir» con lo que Fairey concluyó «Caso cerrado. Así que me dediqué a servir y mostrar su legado, en lugar de tratar de imponer una nueva propuesta»<a href="http://www.obeygiant.com/headlines/the-rolling-stones-50th-anniversary-logo" target="_blank">4</a></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Como dice Shepard Fairey, fue importante «reconocer que esa imagen fue el pilar y el inicio de todo» y dilucidar la mejor manera de integrarle una propuesta memorable a este icono.</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">¿Qué nos puede dejar esto?</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><b>Uno:</b> Trabaja con gusto y en lo que te
apasiona. Tarde o temprano abordarás ese encargo de tus sueños. Los sueños se
cumplen si conspiras para ello.</span></div>
<div style="font-family: inherit; margin: 0.1pt 0cm;">
<span style="font-size: small;"><b>Dos:</b> No tiene nada de malo reconocer que un
diseño ha trascendido gracias a los años, a la calidad en su manufactura y al cúmulo
de atributos semánticos que adquiere debido a múltiples factores que inciden en
la identificación e interpretación de la imagen a lo largo del tiempo.</span></div>
<div style="font-family: inherit; margin: 0.1pt 0cm;">
<span style="font-size: small;"><b>Tres:</b> Explota las características
"detonantes" de un concepto. Aprovecha el impulso con que cuentes.</span></div>
<div style="font-family: inherit; margin: 0.1pt 0cm;">
<span style="font-size: small;"><b>Cuatro:</b> Investiga. Investiga. Investiga.
Desarrollar un concepto con "punch" para un diseño generalmente
requiere de una importante investigación que te permita reunir datos
suficientes para elaborar una buena síntesis: poderosa y que pueda trascender
el paso del tiempo.</span></div>
<div style="font-family: inherit; margin: 0.1pt 0cm;">
<span style="font-size: small;"><b>Cinco:</b> Diseña para la posteridad. Aunque el
diseño se encarga de resolver situaciones que en muchas ocasiones son emergentes
siempre hay que pensar en la vigencia de la propuesta.</span></div>
<div style="font-family: inherit; margin: 0.1pt 0cm;">
<span style="font-size: small;"><b>Seis:</b> Sé humilde. Trabaja de la mano con tu
"cliente" Aunque tú eres el especialista en diseño, el cliente sabe
mucho acerca de sí mismo. Aprenderás más si practicas la humildad y te
mantienes abierto a conocer cosas nuevas.</span></div>
<div style="font-family: inherit; margin: 0.1pt 0cm;">
<span style="font-size: small;"><b>Siete:</b> Aprende a respetar el trabajo de los
demás y así tendrás bases suficientes para valorar el propio.</span></div>
<div style="font-family: inherit; margin: 0.1pt 0cm;">
<span style="font-size: small;"><b>Ocho:</b> Habla acerca de lo que haces. Difunde tu
labor. No todo mundo está enterado de a lo que te dedicas.</span></div>
<div style="font-family: inherit; margin: 0.1pt 0cm;">
<span style="font-size: small;"><b>Nueve:</b> Protege tu trabajo. En el mundo existen
personas bien intencionadas y otras que no lo son tanto. Así que si quieres
mostrar tu trabajo a los demás es conveniente que limites las posibles acciones
que alguien podría realizar con él.</span></div>
<div style="font-family: inherit; margin: 0.1pt 0cm;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit; margin: 0.1pt 0cm;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit; margin: 0.1pt 0cm;">
<span style="font-size: small;">¡Larga vida al Rock 'n' Roll!</span></div>Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com3tag:blogger.com,1999:blog-25320968.post-47279505948785788892012-05-20T23:08:00.003-05:002012-05-20T23:08:37.793-05:00Calificador de campañas políticasHe estado algo ocupado calificando campañas políticas, pero no me olvido de mis tres lectores.<br />
<br />
<br />
Acá les muestro en qué ando metido:<br />
<br />
<a href="http://prueba.marcadorelectoral.com.mx/?page_id=252" target="_blank">http://prueba.marcadorelectoral.com.mx/?page_id=252 </a><br />
<br />
¿Los posts de diseño? Pronto, pronto...<br />
<br />
<br />
¡Saludos!Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-18829083752208594122012-05-20T23:05:00.000-05:002012-05-20T23:05:19.250-05:00Design Coach en Marketic’s Break-Matehuala 2012<style>
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<span style="font-family: "Myriad Pro";">¿No les había contado?</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Myriad Pro";">Integré un equipo con otros dos diseñadores. Juntos nos dedicamos a impartir cursos y talleres de especialización en diseño gráfico y disciplinas afines. Empezamos bastante bien. </span></div>
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<span style="font-family: "Myriad Pro";">Y
dentro de nuestras primeras oportunidades se presentó el Segundo Simposio
Nacional denominado Marketic’s Break a realizarse los días 16 al 18 de febrero
de 2012.</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Myriad Pro";">El
evento reunió a conferencistas magistrales, ponentes y talleristas de diversas
partes del país para realizar diversas dinámicas en torno a la mercadotecnia y
disciplinas afines.</span></div>
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<span style="font-family: "Myriad Pro";">A
nosotros nos invitaron a impartir el taller de diseño de identidad. Al inicio
delimitamos el cupo a 24 asistentes, pero arrancamos con 34 participantes,
estudiantes de grado intermedio hasta los más avanzados de la primera
generación. Los chicos estuvieron trabajando en diversas técnicas para
conceptualizar un boceto preliminar de lo que consideraban como la imagen que
representaría a su empresa de mercadotecnia. Nosotros nos encargamos de dirigir
las dinámicas de conceptualización y al final del refinamiento de las
propuestas gráficas. Al final, los alumnos aprendieron los principios de la
innovación creativa explorando lo no explorado, la confrontación de conceptos y
su aplicación práctica.</span></div>
<span style="font-family: "Myriad Pro"; font-size: 12pt;">Muy pronto les haremos saber las fechas de los nuevos cursos y talleres
que impartiremos en San Luis Potosí. Estén pendientes.</span><br />
<br />
<br />
<span id="goog_742106737"></span><span id="goog_742106738"></span><br />
<br />
<br />Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-45997396955677859792012-02-16T18:22:00.001-06:002012-02-16T18:22:28.916-06:00Problemas para subir archivos a Google DocsAlumnos, desafortunadamente no he podido completar la subida de todos
los archivos, Google Docs señala errores en la conversión de los mismos.
Así que si necesitan alguno en particular, indiquenlo en los
comentarios, agreguen su correo y se los envío.<br /><br />Saludos, buen fin de semana.<br /><br />Arturo.Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-37766601959783335212012-02-15T23:54:00.001-06:002012-02-15T23:54:24.426-06:00Links de descargas 1<a href="https://docs.google.com/present/edit?id=0ASwjB6_2RKjHZDg0cmN6dl81NmQ1azYyZGNy">https://docs.google.com/present/edit?id=0ASwjB6_2RKjHZDg0cmN6dl81NmQ1azYyZGNy</a><br /><a href="https://docs.google.com/present/edit?id=0ASwjB6_2RKjHZDg0cmN6dl8yMWN4OXdiNWhk">https://docs.google.com/present/edit?id=0ASwjB6_2RKjHZDg0cmN6dl8yMWN4OXdiNWhk</a><br /><a href="https://docs.google.com/present/edit?id=0ASwjB6_2RKjHZDg0cmN6dl8wY3B4ZGJwZHg">https://docs.google.com/present/edit?id=0ASwjB6_2RKjHZDg0cmN6dl8wY3B4ZGJwZHg</a><br /><a href="https://docs.google.com/present/edit?id=0ASwjB6_2RKjHZDg0cmN6dl8xMjNoaDU2YmRjeA">https://docs.google.com/present/edit?id=0ASwjB6_2RKjHZDg0cmN6dl8xMjNoaDU2YmRjeA</a><br /><a href="https://docs.google.com/present/edit?id=0ASwjB6_2RKjHZDg0cmN6dl8yMWhoN2o3YmNo">https://docs.google.com/present/edit?id=0ASwjB6_2RKjHZDg0cmN6dl8yMWhoN2o3YmNo</a>Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com1tag:blogger.com,1999:blog-25320968.post-38577976263084398852012-02-10T00:06:00.000-06:002012-02-10T00:06:03.098-06:00<div class="separator" style="clear: both; text-align: center;">
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<a href="http://2.bp.blogspot.com/-oehqy4SWhmQ/TzSzKd0Jp8I/AAAAAAAAAy4/GBsSxZ3cQqk/s1600/matehuala.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-oehqy4SWhmQ/TzSzKd0Jp8I/AAAAAAAAAy4/GBsSxZ3cQqk/s320/matehuala.png" width="316" /> </a></div>
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Impartiremos un taller y presentaremos una ponencia. ¡Allá los espero! </div>
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Para mayores informes e inscripciones:<br /><br /><a href="http://www.simposiomkt.uaslp.mx/Bienveni2.html">http://www.simposiomkt.uaslp.mx/Bienveni2.html</a></div>
<br />Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-50052139474110396562012-01-16T11:55:00.000-06:002012-01-16T11:55:10.012-06:00PlagioEsta vez sólo hago eco de otra publicación, a ver qué les parece:<br />
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<a href="http://1.bp.blogspot.com/-n0QUCC4PcMA/TxRjyQbe4RI/AAAAAAAAAxU/B99AMTY256U/s1600/odessa.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-n0QUCC4PcMA/TxRjyQbe4RI/AAAAAAAAAxU/B99AMTY256U/s1600/odessa.jpg" /></a><a href="http://3.bp.blogspot.com/-khCzLGRfhMU/TxRjzx7x2kI/AAAAAAAAAxc/6Gy8JEk99I8/s1600/ferialeon.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://3.bp.blogspot.com/-khCzLGRfhMU/TxRjzx7x2kI/AAAAAAAAAxc/6Gy8JEk99I8/s320/ferialeon.jpg" width="320" /></a></div>
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<br />
«…El logotipo original fue ganador de una convocatoria que realizo el gobierno de la ciudad de <strong>Odessa, Ucrania</strong>, para fomentar el turismo en la ciudad, dicha convocatoria fue lanzada en <strong>MARZO del 2008…»</strong> <br />
<br />
La gente de <a href="http://colectivovisual.wordpress.com/2012/01/16/logotipo-de-feria-de-leon-de-2011-es-un-plagio/#comment-107" target="_blank">Colectivo Visual</a> asegura que la imagen de la Feria de León (que es famosa en todo México) es un vil plagio, ustedes qué opinan?<br /><br /><br />
<br />
<br />
<br />
<br />
<br /><a href="http://colectivovisual.wordpress.com/2012/01/16/logotipo-de-feria-de-leon-de-2011-es-un-plagio/">http://colectivovisual.wordpress.com/2012/01/16/logotipo-de-feria-de-leon-de-2011-es-un-plagio/</a><br />
<br />
<br />
Yo estoy preguntando a la gente del patronato de la Feria de León y no responden. ¿Qué debemos pensar?<br />
<br />Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com3tag:blogger.com,1999:blog-25320968.post-79548701649857537022012-01-04T00:48:00.000-06:002012-01-04T00:48:19.093-06:00Teorizar acerca de logotipos (parte III)Ya casi los dejo en paz con este rollo que he venido publicando acerca de la imagen de identidad. Interesante sería saber si logré contribuir a que derrotaran su insomnio y se fueran a dormir...<br /><br />
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Una imagen de identidad que, por el contrario, transmita una
mayor complejidad de significados que pueda comprender el receptor, que afecte
de manera importante sus estructuras subjetivas, pero que al mismo tiempo aproveche
los criterios unificados de las masas contará con más oportunidades de
comunicar su mensaje, si los diversos elementos que la definen visualmente se
organizan de manera sistemática y estratégica. Dar en el blanco depende
entonces de establecer un balance entre la complejidad de los significados que
se transmitan y darles una forma física que pueda reconocer sin contratiempos
el receptor. Hablamos aquí de generar una imagen de identidad que se aproveche
de la conciencia colectiva, de las ideas generalizadas, pero que al mismo
tiempo proponga una lectura más detenida, basada en una complejidad que se
aparte de los clichés y los lugares comunes y que fomente el reconocimiento y
la aprehensión de los conceptos vertidos en ella. La experiencia de identificar
una identidad por parte del receptor debería implicar más que valores (rasgos) físicos
y visuales: debería involucrar valores psicológicos y afectivos que son más
complejos y subjetivos y por ende, más significativos en la experiencia del
espectador. Es por eso que la investigación previa al diseño de imagen de
identidad se convierte en una poderosa herramienta que nos provee de mayor
conocimiento de aquellos elementos que deben organizarse para que interactúen
de forma adecuada para comunicar los valores esenciales de la entidad y puedan
ser reconocidos por el receptor. Una imagen de identidad demasiado compleja y
sobrecargada de valores (conceptos) puede resultar difícil de comprender,
mientras que una composición que no se adentre en los terrenos que comparten en
común emisor y receptor y que no afecte sus estructuras básicas (ya sabemos que
el aspecto emotivo es determinante en la capacidad de aprehensión por parte del
receptor) puede no significar nada en la percepción del público o mostrar
deficiencias al entregar el mensaje que pretende comunicar la entidad acerca de
sí misma.</div>
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Es importante, entonces, establecer con mayor claridad “cómo
debería ser una marca” o por lo menos el grafismo que la designa. Así como
establecer “para qué sirve y para qué no sirve”</div>
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Cito a Norberto Chaves:</div>
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“…<span style="font-family: Times; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt; mso-fareast-language: ES-TRAD;">lo particular de la marca contemporánea es el
haber adquirido, en importantes sectores de actividad, un valor en sí misma.
Una expresión tan sofisticada como “capital marcario” no sólo hace alusión al
“fondo del comercio” sino también a la propia capacidad “vendedora” – en el
sentido de “apalancadora” o “legitimadora” – del propio signo gráfico.</span></div>
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<span style="font-family: Times; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt; mso-fareast-language: ES-TRAD;">La <i style="mso-bidi-font-style: normal;">consciencia</i>
generalizada de este hecho ha disparado una auténtica carrera en pos de la
creación de símbolos y logotipos en todos los sectores, no sólo en el campo
empresarial sino incluso en organismos del más alto nivel institucional: allí
están las “marcas país”.<a href="http://www.blogger.com/blogger.g?blogID=25320968#_ftn1" name="_ftnref" style="mso-footnote-id: ftn;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;">[1]</span></span></a></span></div>
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<span style="font-family: Times; font-size: 12.0pt; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Cambria; mso-fareast-language: ES-TRAD; mso-fareast-theme-font: minor-latin;">Esta
importancia del aspecto marcario ha permeado en los últimos años en muchos
estratos de la iniciativa privada, y hasta en los ámbitos gubernamentales. La
última convocatoria que ilustra perfectamente esta situación es la que
recientemente se lanzó con el tema “Asociación de Ciudades Patrimonio de la
Humanidad”</span>
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<a href="http://www.blogger.com/blogger.g?blogID=25320968#_ftnref" name="_ftn1" style="mso-footnote-id: ftn;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;">[1]</span></span></a> Chaves,
Norberto. La marca: ¿vestimenta o disfraz? En www.foroalfa.org</div>
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<br />Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-52749499891046950052011-11-30T15:14:00.000-06:002011-11-30T15:14:16.108-06:00Teorizar acerca de logotipos (parte II)<style>
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Esto nos conduce a analizar el mensaje: según la teoría de
la comunicación– éste es una unidad de conocimiento o de información que se
materializa gracias a un conjunto de signos <i style="mso-bidi-font-style: normal;">comunes
a ambos comunicantes</i>, perceptibles y memorizables por el receptor y que se
articulan entre sí para transmitir significados más complejos.</div>
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Si adaptamos este concepto al tema de la <b style="mso-bidi-font-weight: normal;">identidad visual</b> entonces hablamos de
los rasgos físicos exclusivos organizados entre sí de manera sistemática para
comunicar significados compuestos (complejos) y que al operar en conjunto
transmiten una imagen global del emisor, que se complementa en cierta medida
con la percepción del receptor. </div>
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Ya se puede sospechar por dónde va este texto: a medida en
que se fortalezcan (y se exploten) los rasgos que identifican a la entidad y
que resulten comunes en uno y otro, emisor y receptor, el mensaje que se
transmita contendrá más elementos que propicien la identificación por parte del
receptor y que optimizarán la imagen de identidad que pretende comunicar el
emisor. Como la identidad que percibe el receptor lo induce a <i style="mso-bidi-font-style: normal;">suponer</i> que lo que identifica “es
idéntico a sí mismo” (unicidad) entonces tenderá a asumir que se encuentra
frente a una verdad: para el público receptor, la imagen que se hace de una
empresa es su “verdadera” identidad. Los rasgos que evidencian la identidad de
una entidad deben provocar que el receptor recuerde a esa entidad, que la
observe (que la piense) incluso cuando no esté presente de manera física. El estímulo
visual, por ende, debe ser sumamente significativo para que sea aprehendido y
enunciado por el receptor, es decir, debe implantarse en su memoria por medio
de la empatía, que conducirá a la identificación. Las imágenes de identidad que
caen en los estereotipos (tópicos) no producen tantos estímulos como lo hacen
aquellas que ofrecen una gama más amplia de significados: las que nos
cuestionan y nos arrebatan, las que nos abren una panorama de conceptos más
complejo, pero al mismo tiempo fáciles de comprender. Una identidad basada en
su mayor parte en un cliché resulta, a la postre, insulsa y vacía: no existe
ahí el concepto de <i style="mso-bidi-font-style: normal;">unicidad</i>: Un
receptor que se enfrenta a una imagen de identidad <i style="mso-bidi-font-style: normal;">que ya ha visto antes</i>, <i style="mso-bidi-font-style: normal;">o que
se parece a otra</i> en su esencia termina por almacenarla en un gran cajón
donde caben todas las identidades similares. (CONTINUARÁ...)</div>Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-49949994700770089452011-11-05T13:24:00.000-06:002011-11-05T13:24:24.689-06:00¿Teorizar acerca de logotipos?<br />
Al contrario de lo que muchos diseñadores creen, sí se puede teorizar acerca del diseño de imagen de identidad. Se puede hablar acerca de las características que definen y potencian una propuesta diseñística cuya función primordial es identificar a una entidad. Ayuda a esclarecer ciertos puntos «semiocultos» en el trabajo del diseñador de marcas, logotipos, emblemas, símbolos, etc.<br />
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Este texto lo dividiré en partes, porque es un poco extenso para publicarse en un blog, pero forma parte de los conceptos que imparto en el taller de diseño de imagen de identidad de alto rendimiento. Así que publicaré sólo una parte, espero les sea de alguna utilidad.<br />
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<b style="mso-bidi-font-weight: normal;">Introducción a la
identidad visual.</b></div>
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<div align="right" class="MsoNormal" style="text-align: right;">
<b style="mso-bidi-font-weight: normal;">Por: Arturo Haro</b></div>
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Hablemos de los términos que definen al diseño de la imagen
de identidad:</div>
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Joan Costa nos dice que identidad<a href="http://www.blogger.com/blogger.g?blogID=25320968#_ftn1" name="_ftnref" style="mso-footnote-id: ftn;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;">[1]</span></span></a>
se refiere al conjunto de elementos que definen un ser o ente (lo que es, lo
que existe o puede existir) Más su entidad (su esencia, su forma y valor). La
identidad es pues, la suma del ser y su forma (su apariencia).</div>
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Identidad significa, sobre todo “idéntico a sí mismo”, es
decir, abordar los rasgos que particularizan a un ente de entre los demás.
Identidad: ente+identidad=sí mismo. La noción de identidad supone otro
concepto: <i style="mso-bidi-font-style: normal;">la unicidad</i>: esto es esto y
no otro (otra cosa).</div>
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La identificación se refiere a percibir estos atributos y
memorizarlos para volverlos a reconocer en otras diferentes situaciones y
contextos. Si trasladamos estos conceptos al modelo de comunicación surge
entonces una ecuación que involucra:</div>
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<b style="mso-bidi-font-weight: normal;">Entidad, emisor,
mensaje (rasgos particulares que lo identifican) y receptor.</b> </div>
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Y entre ellos se desarrolla el proceso de transmisión de la
identidad: uno la emite a través de información (codificación del mensaje) y
otro la recibe y la identifica (decodificación) y supone un concepto muy
importante: el receptor que percibe la identidad la percibe <i style="mso-bidi-font-style: normal;">como una verdad</i>, factor que debe tomar
en cuenta el emisor desde un principio, pues estará transmitiendo entonces una
“verdad” acerca de sí mismo.</div>
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Si invertimos esta ecuación obtendremos un resultado
esclarecedor:</div>
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<b style="mso-bidi-font-weight: normal;">Identificación:
proceso de percepción de rasgos físicos + valores psicológicos atribuidos = reconocimiento
de la identidad.</b></div>
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En la mitad de este proceso de emisión de la identidad y
recepción y reconocimiento de la misma aparece un fenómeno que involucra ambas
conciencias: la del emisor y la del receptor, y que tiene que ver con el bagaje
cultural y que el contexto imprimen en ambos elementos de la ecuación, aunados
a la <i style="mso-bidi-font-style: normal;">voluntad</i> de comunicar del emisor
(quiere que lo perciban de determinada manera). Efectivamente, las experiencias
acumuladas de ambos protagonistas del suceso identitario influyen en el proceso
que los involucra. Este proceso se ve afectado por la <i style="mso-bidi-font-style: normal;">subjetivación</i> que ambos entes desarrollan. Es cuando decimos que el
receptor <i style="mso-bidi-font-style: normal;">se identifica</i> con el emisor.
Se produce una especie de sincronía a nivel de reconocimiento de una y otra
parte: Tú eres y yo soy. O dicho de otra manera: Tú eres porque yo soy. Yo soy
esto mientras tú eres aquello, pero coincidimos en que reconocemos <i style="mso-bidi-font-style: normal;">simultáneamente</i> lo que es el otro. Sólo
podemos comprender en buena medida a los demás cuando empatamos conceptos,
cuando algo que observamos nos resulta familiar (comprensible) y no
necesariamente propio, sin embargo existe latente la posibilidad de adueñarnos
de esa idea (aprehensible): Hay algo en ti que se identifica conmigo (empatía).
</div>
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<br /></div>
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Aquí hablamos de un concepto muchas veces mencionado y pocas
veces esclarecido: la conciencia colectiva: Te conozco mejor y me conozco mejor
a mí mismo. Aunque lo que perciba es tu apariencia <i style="mso-bidi-font-style: normal;">externa</i>, al entrar en contacto con tus rasgos físicos, mis
deducciones completarán la imagen que deseas transmitirme de ti mismo. Al
contrario de lo que algunos diseñadores piensan, el concepto de identidad no
depende solamente del emisor y su habilidad para codificar un mensaje de sí
mismo. Existe de manera natural la tendencia del ser humano a unificar
criterios. El proceso de identificación involucra este concepto. La mayoría de
las personas coinciden en ciertos criterios o ideas (memes) acerca de casi
cualquier cosa <i style="mso-bidi-font-style: normal;">porque se identifican con ella</i>,
aunque la función de subjetivación es determinante en este proceso: El emisor
pretende dar a entender algo (que no necesariamente corresponde a lo que en
realidad es) y el receptor entiende algo (que no forzosamente será lo que se pretendía
que entendiera).</div>
<div style="mso-element: footnote-list;">
>>CONTINUARÁ...<br clear="all" />
<hr align="left" size="1" width="33%" />
<div id="ftn" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<a href="http://www.blogger.com/blogger.g?blogID=25320968#_ftnref" name="_ftn1" style="mso-footnote-id: ftn;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;">[1]</span></span></a> <span style="font-size: 9.0pt; mso-bidi-font-size: 12.0pt;">Costa, Joan. Identidad
Corporativa. México. Trillas. 1993 (reimpresión)</span></div>
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<br />Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-41006487617859627072011-10-24T18:39:00.000-05:002011-10-24T18:41:59.705-05:00Trabajo divertidoLes voy a postear otro trabajo que me ha divertido mucho:<br />
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<a href="http://3.bp.blogspot.com/-d0ORtVi3bt8/TqXwFhqipYI/AAAAAAAAAv4/8oizFP56NtU/s1600/cdsanders.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="256" src="http://3.bp.blogspot.com/-d0ORtVi3bt8/TqXwFhqipYI/AAAAAAAAAv4/8oizFP56NtU/s320/cdsanders.jpg" width="320" /></a><br />
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Aquí algunas de las rolas de esta banda, para que chequen por qué me la pasé muy bien trabajando para el concepto de ellos:<br />
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<object height="81" width="100%"> <param name="movie" value="http://player.soundcloud.com/player.swf?url=http%3A%2F%2Fapi.soundcloud.com%2Ftracks%2F26309456">
</param>
<param name="allowscriptaccess" value="always">
</param>
<embed allowscriptaccess="always" height="81" src="http://player.soundcloud.com/player.swf?url=http%3A%2F%2Fapi.soundcloud.com%2Ftracks%2F26309456" type="application/x-shockwave-flash" width="100%"></embed> </object> <a href="http://soundcloud.com/xorx/02-come-together">02 come together</a> by <a href="http://soundcloud.com/xorx">Xorx</a><br />
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Aquí algunas de las partes del diseño que les hicimos. Dentro del concepto teníamos que tomar en cuenta que ellos no querían aparecer de manera tan obvia en portada e interiores, así que hicimos un estudio fotográfico con modelos:<br />
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<a href="http://1.bp.blogspot.com/-67nEGr5QDYw/TqXzyLlxF7I/AAAAAAAAAwI/Jo3VTH96bvM/s1600/cdbook2.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="128" src="http://1.bp.blogspot.com/-67nEGr5QDYw/TqXzyLlxF7I/AAAAAAAAAwI/Jo3VTH96bvM/s320/cdbook2.png" width="320" /></a> <br />
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A fin de cuentas, hicimos que aparecieran:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-Pe99eCJJm7c/TqXzi0YyKFI/AAAAAAAAAwA/XLJMjZgTeCc/s1600/cdbook1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="134" src="http://2.bp.blogspot.com/-Pe99eCJJm7c/TqXzi0YyKFI/AAAAAAAAAwA/XLJMjZgTeCc/s320/cdbook1.png" width="320" /> </a></div>
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Para la cubierta del CD tomé la snare drum de Xorx, el baterista, y la rotulamos a mano con una solución de "set list" que los músicos conocen bien. Posteriormente agregamos los demás elementos, como cigarrillos y bebida. Si se fijan, hay una pequeña incongruencia entre el cigarrillo que está "fuera" de la cajetilla (que es de la marca que fumo yo) y los de la cajetilla que está sobre la "tarola"</div>
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<a href="http://2.bp.blogspot.com/-cAOiUP7hAvg/TqX0VUt-6UI/AAAAAAAAAwQ/86vJ3vwCs38/s1600/cdcover.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="289" src="http://2.bp.blogspot.com/-cAOiUP7hAvg/TqX0VUt-6UI/AAAAAAAAAwQ/86vJ3vwCs38/s320/cdcover.png" width="320" /></a></div>
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Como en muchas ocasiones, hay elementos y propuestas que se quedan en el tintero. Aquí otra propuesta de portada para el CD, que al final no pudo ser:<br />
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<a href="http://4.bp.blogspot.com/-IQoiiMyRgvg/TqX2WuvNiqI/AAAAAAAAAwY/NhNsmnxPAfs/s1600/sandersportada2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="318" src="http://4.bp.blogspot.com/-IQoiiMyRgvg/TqX2WuvNiqI/AAAAAAAAAwY/NhNsmnxPAfs/s320/sandersportada2.png" width="320" /> </a></div>
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Como le comento a algunos de mis amigos y a alumnos de diseño gráfico: hay que escoger bien los proyectos en los que trabajarás, porque de eso depende en gran medida, que el resultado final te satisfaga. Gracias a Los Sanders por haber confiado en nuestra capacidad. El resultado final no es sólo de mi autoría: también conté con la propuesta fotográfica y creativa de Brenda Lee, estudiante de octavo nivel de la carrera de diseño gráfico en la Facultad del Hábitat de la UASLP, una chica muy talentosa.</div>
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Les mando saludos a todos.<br />
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<br />Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-82392146292474504982011-10-20T19:43:00.000-05:002011-10-20T19:43:44.193-05:00<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-P861sjOXpoo/TqC_gIVM2mI/AAAAAAAAAvo/jQG76StjIqs/s1600/ninos+cantores.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-P861sjOXpoo/TqC_gIVM2mI/AAAAAAAAAvo/jQG76StjIqs/s320/ninos+cantores.png" width="259" /></a></div>
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Cuando un proyecto desemboca en una imagen que me haga sonreír puedo afirmar que este trabajo es genial: te diviertes y encima te pagan por hacerlo.<br />
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La imagen de los Niños Cantores de San Luis no se anda por las ramas: es clara, concisa y directa en lo que significa. Le deseo mucho éxito a estos chiquillos y a sus maestros. Si los escuchan, recomiéndenlos, son muy buenos.<br />
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<br />Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-40062817259143202372011-10-04T17:42:00.005-05:002011-10-04T18:00:39.613-05:00Exposición Atrás de la Raya!<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-sN0X4wmuIO4/TouNVKoReTI/AAAAAAAAAvU/NtR6S7_HqN4/s1600/arturoharo_expo.png"><img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 142px;" src="http://3.bp.blogspot.com/-sN0X4wmuIO4/TouNVKoReTI/AAAAAAAAAvU/NtR6S7_HqN4/s320/arturoharo_expo.png" alt="" id="BLOGGER_PHOTO_ID_5659772751491201330" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Les tengo noticias.<br /><br /><br /><br />La exposición que algunos de ustedes fueron a ver y que otros no alcanzaron estará de nuevo abierta al público. Esta vez será en el recinto del Edificio de la Unión de Asociaciones de Personal Académico de la Universidad Autónoma de San Luis Potosí (UAPA).<br /><br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-sA6DEAzLSSI/TouOk9jhAyI/AAAAAAAAAvc/b4HQhmhO1TQ/s1600/Captura%2Bde%2Bpantalla%2B2011-10-04%2Ba%2Blas%2B18.01.07.png"><img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://2.bp.blogspot.com/-sA6DEAzLSSI/TouOk9jhAyI/AAAAAAAAAvc/b4HQhmhO1TQ/s320/Captura%2Bde%2Bpantalla%2B2011-10-04%2Ba%2Blas%2B18.01.07.png" alt="" id="BLOGGER_PHOTO_ID_5659774122371121954" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Me daría mucho gusto verlos ahí.<br /><br />La cita es el miércoles 12 de octubre a las 19.00 hrs. ¡Así que si se perdieron de ir la vez pasada aprovechen ahora!<br /><br />¡Les mando saludos a todos!Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-9514766865995651802011-08-17T19:44:00.002-05:002011-08-17T19:50:06.691-05:00Bibliografía Técnicas de Impresión DIAlumnas y alumnos… aquí les dejo la bibliografía básica que nos proveen para esta materia. Si encuentro más material que les pueda ser de utilidad les aviso y lo subimos aquí:
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<br /><span style="font-size:130%;"><span style="font-weight: bold;">Bibliografía básica</span></span>
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<br />N. THURNBULL Arthur. ”Comunicación Gráfica”. Editorial Trillas
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<br />MAX Doerner.”Los Materiales De Pintura Y Su Empleo” En El Arte. Barcelona - Buenos Aires.México 1965. Editorial Reverté.
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<br />GUTIÉRREZ Larraya Tomás .”Técnica Del Grabado Artístico.Argentina” 1944.Editorial Molino.
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<br />KOLTERJAHN Guillermo.”Tratado Elemental De Las Artes Graficas”. Buenos Aires 1942. Editorial El Ateneo.
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<br />CAZA Michel. “Técnicas De Serigrafía”. Ed. Blume
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<br />BONFILS Robert. “Iniciación Al Grabado.Argentina” 1945.Editorial Poseidon.
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<br />Rovira Sumalla Albert. “Grabado En Linóleo”. Madrid Barcelona - México 1981.Ediciones Daimon. Manuel Tamayo.
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<br />RUNES Dagobert D. y Schrickel Harry G. “Enciclopedia De Las Artes”. Barcelona. Editorial Argos.
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<br />Título de la obra original "Malmaterial Und Seine Verwendung Im Bilde"
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<br />VALVERDE José Antonio. “Gran Enciclopedia Gráfica”. Taller De Las Artes Grabado. Madrid 1987. Ediciones Iberoamericanas Quorum.
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<br />HIPERVÍNCULOS
<br />www.enplenitud.com Cursos
<br />www.serinet.net el sitio de la Serigrafía.
<br />Hojas De Especificaciones De Tintas Sánchez. México
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<br />
<br />Saludos…
<br />Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-37059993762844355992011-04-06T15:46:00.011-05:002011-04-06T15:59:11.831-05:00ExposiciónNuevamente agradezco a todos los amigos que me acompañaron el pasado 5 de abril en el Club Libanés Potosino, a la inauguración de mi exposición fotográfica titulada "¡Atrás de la Raya!" Re-Descubrimientos Urbanos.<br />Nunca pensé que se reuniría tanta gente, pero la verdad es que fue genial, aquí les dejo algunas gráficas del evento:<br /><br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-PYFhar944wA/TZzTQzmJxgI/AAAAAAAAAuk/Zcf7pYqD81s/s1600/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.22.02.png"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 214px; height: 320px;" src="http://3.bp.blogspot.com/-PYFhar944wA/TZzTQzmJxgI/AAAAAAAAAuk/Zcf7pYqD81s/s320/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.22.02.png" alt="" id="BLOGGER_PHOTO_ID_5592577122968913410" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-dcrmQxyDFV4/TZzSl0HVfUI/AAAAAAAAAuU/fY2NmCFaYoU/s1600/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.19.11.png"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 214px;" src="http://3.bp.blogspot.com/-dcrmQxyDFV4/TZzSl0HVfUI/AAAAAAAAAuU/fY2NmCFaYoU/s320/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.19.11.png" alt="" id="BLOGGER_PHOTO_ID_5592576384373718338" border="0" /></a><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-PyAPL2yczDw/TZzS51vh6II/AAAAAAAAAuc/25RMO7DRItY/s1600/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.21.18.png"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 225px;" src="http://3.bp.blogspot.com/-PyAPL2yczDw/TZzS51vh6II/AAAAAAAAAuc/25RMO7DRItY/s320/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.21.18.png" alt="" id="BLOGGER_PHOTO_ID_5592576728408123522" border="0" /></a><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-8CBFvuySfxM/TZzR5a7nxlI/AAAAAAAAAt8/05a8AdoqRgU/s1600/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.17.11.png"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 212px;" src="http://3.bp.blogspot.com/-8CBFvuySfxM/TZzR5a7nxlI/AAAAAAAAAt8/05a8AdoqRgU/s320/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.17.11.png" alt="" id="BLOGGER_PHOTO_ID_5592575621699454546" border="0" /></a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-U5GuPxgSxKI/TZzSXGjRO4I/AAAAAAAAAuM/9WyPQqdtSK0/s1600/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.18.40.png"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 213px;" src="http://4.bp.blogspot.com/-U5GuPxgSxKI/TZzSXGjRO4I/AAAAAAAAAuM/9WyPQqdtSK0/s320/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.18.40.png" alt="" id="BLOGGER_PHOTO_ID_5592576131624680322" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />¿De qué va la exposición? ¿Por qué si soy diseñador gráfico expongo fotografía? ¿quiénes fueron y qué dijeron? ¿existe la vida en otros planetas? ¿acaso estamos solos?<br /><br />Estas y otras interrogantes, se las resuelvo más adelante.<br /><br />Saludos.<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-z1pNNclSKoM/TZzRossuuwI/AAAAAAAAAt0/gLGsH1BNY64/s1600/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.16.23.png"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 212px;" src="http://3.bp.blogspot.com/-z1pNNclSKoM/TZzRossuuwI/AAAAAAAAAt0/gLGsH1BNY64/s320/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.16.23.png" alt="" id="BLOGGER_PHOTO_ID_5592575334411057922" border="0" /></a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-tMSKb_jPQck/TZzSEPvHdDI/AAAAAAAAAuE/EsRxYOZd0Og/s1600/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.18.07.png"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 224px;" src="http://2.bp.blogspot.com/-tMSKb_jPQck/TZzSEPvHdDI/AAAAAAAAAuE/EsRxYOZd0Og/s320/Captura%2Bde%2Bpantalla%2B2011-04-06%2Ba%2Blas%2B10.18.07.png" alt="" id="BLOGGER_PHOTO_ID_5592575807672775730" border="0" /></a>Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-88680766095554603842010-10-26T07:30:00.005-05:002010-10-26T08:00:04.497-05:00Examen de CostosYa sé, ya sé... he dejado de lado este blog desde hace tiempo... se admiten reclamos en ventanilla.<br /><br />Impartir la materia de costos es interesante cuando el horario de la misma es a las 7 am. Aún es de noche en esta época del año y los alumnos tienen escasa media hora de haber despertado. Para una materia que implica razonar los conceptos en lugar de memorizarlos es un reto para los chicos y un experimento interesante para mí. En cuestiones de diseño siempre se ha especulado y discutido por encontrar una fórmula mágica que nos ayude a especificar cuánto cobrar por un proyecto de diseño, cómo gestionar el mismo, establecer la relación cliente-diseñador, cobrar el proyecto y darle cauce a los ingresos de la manera más correcta posible (impuestos, remanentes, ganancia bruta, etc)<br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_pv5Emp9ZAfE/TMbOZFL2U3I/AAAAAAAAAs8/Yw820CTaL8s/s1600/DSC01267.JPG"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_pv5Emp9ZAfE/TMbOZFL2U3I/AAAAAAAAAs8/Yw820CTaL8s/s320/DSC01267.JPG" alt="" id="BLOGGER_PHOTO_ID_5532336122555159410" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><span style="font-size:85%;"><span style="font-style: italic;">(En examen, hace unos minutos)</span></span><br /><br />No hay una fórmula que resulte tan sencilla como <span style="font-weight: bold; font-style: italic;">a+b= c</span>, porque existen muchas variables en esta ecuación, pero podría decir que mi grupo está entendiendo poco a poco lo que hay que hacer para cotizar un proyecto, y más importante, está comprendiendo los alcances que puede tener la gestión del diseño.<br /><br />Aunque es un buen grupo, ojalá la clase fuera a las 10 am. Así tendría menos alumnos con sueño y más dispuestos a cuestionar los puntos que vemos en la materia.<br /><br />Saludos a mis alumnos.Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com1tag:blogger.com,1999:blog-25320968.post-36459882282974086752010-04-13T11:38:00.007-05:002010-04-13T14:46:10.322-05:00Notas mentales de un FreelanceAquí les dejo estas <s>pequeñas perlas de sabiduría contemporánea extraídas con suma cautela del morral de la experiencia</s> <span style="font-size:78%;">¡chale! </span><br />notas que he redactado de aquí y de allá, algunos han sido comentarios de amigos y colegas, otras las he escuchado en pláticas y conferencias, y la mayor parte las he escrito a causa de situaciones que me sirven de aprendizaje, lo más seguro es que le hayan sucedido a más de uno de ustedes, así que por lo menos creo que de fusil no me pueden tachar:<br /><br /><br />1.- Sé puntual al entregar el trabajo y <span style="font-weight: bold;">también al cobrar</span>.<br />2.- Que no te dé pena hablar de dinero. Si el costo que sacaste es alto, por algo ha de ser, no es necesariamente malo. Tal vez sólo es eso: Un costo alto.<br />3.- Nunca aceptes la palabra de alguien como compromiso de trabajo o pago. Papelito habla.<br />4.- Valora lo que haces. El diseño no es como cualquier otra profesión. Años de estudio y preparación se deben cobrar justamente. No cobres sólo un porcentaje. Que no te dé miedo ni pena cobrar por tu talento y conocimientos.<br />5.- Hay clientes que buscan sólo descuentos o baratas. Evítalos como a la <span style="font-style: italic;">influenza</span>. Prefiere a los clientes que buscan lo que haces: diseño.<br />6.- Comprométete con la calidad. Insumos de calidad, tiempo de calidad, recursos de calidad garantizan trabajos de calidad.<br />7.- En diseño no tienes que trabajar TODO EL DÍA-TODOS LOS DÍAS. Y quien te asegura que sí lo hace es muy probable que mienta.<br />7a.- Nunca te compares con otros colegas. Cada quién hace lo que puede y lo mejor que puede.<br />8.- En una relación de trabajo AMBAS partes (cliente y diseñador) deben ganar. Recuerda siempre de quién es el negocio, ¿tuyo? o ¿de tu cliente? Ni él te hace un favor dándote trabajo, ni tú le estás salvando la vida a su negocio con tu diseño.<br />9.- Si te ofrecen menos pago, ofrece menos trabajo.<br />10.- Di no al regateo, no vendes verdura en un mercado.<br />11.- Cobra lo justo. Pregúntate a tí mismo: "Honestamente, ¿Pagaría yo esta cantidad?"<br />12.- Los pretextos son señales de advertencia. Si se retrasó el cheque, si no ha llegado el patrón, si se le olvidó firmar, o cualquier otro pretexto la verdad es que NO TIENEN DINERO.<br />13.- Facturar con tus propias facturas muestra quien eres. Muestra que existes.<br />14.- Invierte en <span style="font-style: italic;">autopromoción</span>. Predica con el ejemplo.<br />15.- No hables mal de los colegas. Los malos solitos se hunden. Los buenos solitos lo logran.<br />16.- <span style="font-weight: bold;">Haz relaciones.</span> Vende más la publicidad de boca en boca. Pide que te recomienden.<br />17.- Establece una metodología de seguimiento y evaluación. No sólo llames para buscar trabajo. Llama a tus ex clientes para preguntarles como va el negocio, cómo funcionó lo que hiciste, etc. Trata de hacer varias llamadas sin el afán de que te den trabajo. ¡Saluda!<br />18.- Si tu problema es la competencia desleal, abandona ese rubro de competencia. Cambia de giro.<br />19.- Se compartido. Comparte experiencias, secretos del oficio, conocimiento. Nadie nace en una isla.<br />20.- Ten paciencia. A veces hay tiempos de sequía, y amenos que sepas la danza de la lluvia, lo mejor es cuidar los recursos y <span style="font-style: italic;">ser paciente</span>. Ya lloverá.<br /><br /><br />Luego le seguimos.Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com3tag:blogger.com,1999:blog-25320968.post-86518230758379572462010-03-11T08:07:00.002-06:002010-03-11T08:10:02.471-06:00¿Cómo Cobras el Diseño?Un espacio para plantear distintas perspectivas prácticas acerca de este importante tema. Entre los puntos de vista contaremos con el de contadores y abogados que nos asesorarán para el desarrollo de cotizaciones, contratos de trabajo, administración del dinero, etc.<br /><br /><br />(click para agrandar)<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_pv5Emp9ZAfE/S5j5Y7ukXFI/AAAAAAAAAss/7REaMwCCbMw/s1600-h/CARTEL+CURSO+como+cobrarJPG.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 214px; height: 320px;" src="http://2.bp.blogspot.com/_pv5Emp9ZAfE/S5j5Y7ukXFI/AAAAAAAAAss/7REaMwCCbMw/s320/CARTEL+CURSO+como+cobrarJPG.jpg" alt="" id="BLOGGER_PHOTO_ID_5447377956049804370" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Entre los distintos puntos de vista contaremos con las propuestas de:<br /><br /><b><br />Gerardo Amaya. Procesos de cotización de Diseño.</b><br /><br />Gerardo Amaya se desempeña desde hace tiempo con su despacho "Amaya Diseño" siendo proveedor de diversos productos y servicios.<br /><br /><b>Arturo Haro. Cobrando como Freelance.</b><br /><br />Arturo cuenta con una experiencia de varios años desempeñándose como diseñador gráfico independiente.<br /><b><br />Pablo Manzanares. Cobrando para Diseño Web.</b><br /><br />Pablo Manzanares cuenta con una amplia experiencia trabajando para proyectos de Web y proyectos audiovisuales.<br /><br /><br />El curso se desarrollará los sábados (empezando desde este sábado 13 de marzo) de 10:00 a 14:00 hrs.<br /><br />Los costos son: $250.00 estudiantes<br /> $400.00 egresados y profesionistas<br /><br />El cupo es de 25 personas. Los lugares se están llenando, así que los interesados pueden acudir a la Coordinación de la carrera de Diseño Gráfico de la Facultad del Hábitat de la UASLP con la DG Angélica Vilet Espinosa. Los teléfonos de la facultad son: 8 26 23 13 al 15 y la extensión de la Coordinación es la 2718.Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0tag:blogger.com,1999:blog-25320968.post-31074257601244645832010-03-04T12:04:00.005-06:002010-03-04T12:38:09.414-06:00Concurso de diseñoBuscando un dato acerca de concursos de diseño, me encontré con esto:<br /><br /><br />(Click en las imágenes para agrandar)<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_pv5Emp9ZAfE/S4_5aoZPy3I/AAAAAAAAAsU/zwrnbvLKKPw/s1600-h/concurso1.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 208px;" src="http://3.bp.blogspot.com/_pv5Emp9ZAfE/S4_5aoZPy3I/AAAAAAAAAsU/zwrnbvLKKPw/s320/concurso1.jpg" alt="" id="BLOGGER_PHOTO_ID_5444844710429444978" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_pv5Emp9ZAfE/S4_5iNaIdGI/AAAAAAAAAsc/IMsUMylwP_A/s1600-h/concurso2.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 175px;" src="http://2.bp.blogspot.com/_pv5Emp9ZAfE/S4_5iNaIdGI/AAAAAAAAAsc/IMsUMylwP_A/s320/concurso2.jpg" alt="" id="BLOGGER_PHOTO_ID_5444844840624354402" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Debo reconocer que no me gustó <span style="font-weight: bold;">nada </span>la manera en que manejan esta "Guerra Creativa"<br /><br /><span style="font-style: italic;">" Tú determinas el precio, observas a los diseñadores competir por tu trabajo y eliges el mejor diseño."</span><br /><br />Ah, ¿si? y ¿cómo va a elegir "el mejor" diseño? y ¿Quién le dice al cliente que es correcto que sea él quien determine el precio de este tipo de servicios?<br /><br />¿Un ejemplo de lo que me hace pensar esto? Ok, va:<br /><br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_pv5Emp9ZAfE/S4_53oIni3I/AAAAAAAAAsk/VZt_qyQ2S54/s1600-h/concurso3.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 210px;" src="http://3.bp.blogspot.com/_pv5Emp9ZAfE/S4_53oIni3I/AAAAAAAAAsk/VZt_qyQ2S54/s320/concurso3.jpg" alt="" id="BLOGGER_PHOTO_ID_5444845208575904626" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Chequen el dato: <span style="font-weight: bold;">"alguien" </span>ofrece la jugosa cantidad de 150 Dólares americanos (poco menos de dos mil pesos mexicanos) y por lo pronto ya hay la nada despreciable cantidad de ¡56 propuestas!<br /><br />Les dejo el link también:<br /><br /><a href="http://es.guerra-creativa.com/"><span style="font-weight: bold; color: rgb(153, 0, 0);">Guerra Creativa</span></a><br /><br /><br /><span style="font-weight: bold;">Analicemos:</span><br /><br />El cliente va a elegir entre esas 56 opciones, (trabajo nada fácil) la que más le guste según ¿Qué criterios? ¿La del color más vistoso? ¿La más "seria"? ¿La más fácil de reproducir? ¿La más "moderna"?<br /><br />Probablemente (es lo más seguro) habrá más de uno de mis tres lectores que piense "bueno, pero hacer una propuesta en unos minutos, enviarla sin costo y ganar casi dos mil pesos así de fácil no suena nada mal. ¡Nada pierdo con probar!" Y efectivamente, puede hacer una propuesta sencilla que no le ocupe más de 15 minutos en su realización, y si gana pues... le ha de caer bien esa lana.<br /><br />El asunto es de fondo, estimados tres lectores constantes.<br /><br />¿Qué pensará este cliente? ¿que por menos de ese dinero va a obtener al menos 50 o 70 opciones "para elegir" imagen de identidad? ¿Qué valor le va a dar al diseño? porque hasta ahora si dividimos dos mil pesos entre 56 propuestas nos da un aproximado de $ 35.00 pesos mexicanos.<br /><br />Así es amiguitos diseñadores... Hagámosle el caldo gordo a este tipo de propuestas de "concursos" de diseño, de "Guerras de Creativos"<br /><br />Como siempre, queda aquí el espacio para que opinen. ¿Cómo la ven?Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com2tag:blogger.com,1999:blog-25320968.post-72800288486774254262010-02-20T15:11:00.004-06:002010-02-20T15:14:35.938-06:00Soluciones Creativas para Rotulación de VehículosGracias a Gabriel Chinchilla por haber captado esta joyita:<br /><br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_pv5Emp9ZAfE/S4BQPSrT2OI/AAAAAAAAAsM/B8u7uuND_ww/s1600-h/Soluciones+en+Rotulacion.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 214px;" src="http://3.bp.blogspot.com/_pv5Emp9ZAfE/S4BQPSrT2OI/AAAAAAAAAsM/B8u7uuND_ww/s320/Soluciones+en+Rotulacion.jpg" alt="" id="BLOGGER_PHOTO_ID_5440436573505312994" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Diosito santo... no sé que es peor: si la abundancia de logotipos e imágenes o el esfuerzo tremendo que hicieron para poder lograr que convivieran todos juntos...<br /><br /><br />¡Demos un fuerte aplauso a los creativos que generar estas genialidades! ¡clap! ¡clap! ¡clap!Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com2tag:blogger.com,1999:blog-25320968.post-74660926395072358062010-02-18T21:07:00.003-06:002010-02-18T21:11:30.223-06:00Un cuentoCasi nadie sabe que estoy tratando de escribir...<br />Le haré caso a <a href="http://medusaenapuros.blogspot.com">Irma</a>, y pasaré varias cosas de este lado:<br /><br />bueno, les paso la primicia en este su honorable blog:<br /><br /><br /><span style="font-weight: bold;font-size:180%;" >Adiós Mamita.</span><br /><br /><p>Nunca pensé que luciera así el camino. Atrás dejo a todas las descripciones fantásticas y cinematográficas. Muy lejos quedan las viejas consejas y las historias que mi abuela contaba. </p> <p>Ayer mi madre me visitó por última vez, y aunque yo cerraba los ojos y no contestaba a sus palabras cuando llegaba, escuché con atención (siempre lo hice) lo que me dijo: Mijito, no te preocupes por nosotros, no te preocupes por mi nieto, todos vamos a estar bien. Marcela no pudo venir, pero dijo que más tarde venía a despedirse. </p> <p>Yo no pensaba esperarla más. Ni a ella, ni a nadie. Es muy doloroso. Duele que no te dejen ir. Que te mantengan atado a sus propios remordimientos y tristezas. Agradecí en silencio el momento íntimo entre mi madre y yo. No hubo lágrimas, eso también lo agradecí. Te quiero mucho, mamita.</p> <p>Pensé que luciría menos ordinaria esta ruta. Bueno, a ver con que me topo allá adelante.</p>Arturo Harohttp://www.blogger.com/profile/10337689784911583154noreply@blogger.com0