CINXE.COM

<!DOCTYPE html> <html lang="de" class="e21 no-js"> <head> <title> Wer wir sind | Eichendorff 21 - Der Perlentaucher unter den Buchläden </title> <meta http-equiv="content-type" content="text/html; charset=UTF-8"/> <meta name="created" content="2nd Apr 2025 09:55"/> <meta name="description" content="Der Perlentaucher unter den Buchläden"/> <meta name="viewport" content="width=device-width"/> <meta name="robots" content="NOARCHIVE,NOCACHE"/> <link rel="shortcut icon" href="/static/oscar/favicon.ico"/> <link href="/static/bundles/site.css" rel="stylesheet" />  <script> var _paq = _paq || []; /* tracker methods like "setCustomDimension" should be called before "trackPageView" */ _paq.push(['trackPageView']); _paq.push(['enableLinkTracking']); (function () { var u = "https://www.ptadsrv.de/piwik/"; _paq.push(['setTrackerUrl', u + 'piwik.php']); _paq.push(['setSiteId', '2']); var d = document, g = d.createElement('script'), s = d.getElementsByTagName('script')[0]; g.type = 'text/javascript'; g.async = true; g.defer = true; g.src = u + 'piwik.js'; s.parentNode.insertBefore(g, s); })(); </script>  </head> <body id="default" class="page-product"> <script>document.body.className += ' ' + 'is-just-loaded';</script>  <svg xmlns="http://www.w3.org/2000/svg" style="display:none"> <defs> <style> .a { fill: none; stroke: currentColor; stroke-linecap: round; stroke-linejoin: round; vector-effect: non-scaling-stroke } .b { fill: none; stroke: currentColor; vector-effect: non-scaling-stroke; stroke-width: 1; } </style> <symbol id="eichendorff21--claim" viewbox="0 0 786 167"> <g fill="#000"> <path d="M454.201 160.696c5.136 0 9.426-.649 11.116-5.46 1.04-2.86 1.3-7.149 1.3-13.455 0-7.021-.455-11.311-1.885-13.911-1.69-3.055-4.94-3.705-8.515-3.705h-6.696v36.531h4.68zm3.056-41.73c3.639 0 6.759.714 8.97 2.08 2.145 1.298 4.095 3.444 5.265 8.189.845 3.315 1.105 7.996 1.105 14.106 0 8.451-.78 13.195-2.99 16.64-2.926 4.551-8.775 5.916-15.406 5.916h-10.725v-46.931h13.781zm38.674 28.21v-.976c0-6.955-2.21-9.751-6.5-9.751-4.16 0-6.305 3.186-6.305 10.401v.326h12.805zm4.03-9.621c1.236 2.471 1.691 5.85 1.691 10.921v2.729h-18.526v.781c0 7.605 2.145 10.335 6.305 10.335 3.575 0 5.525-2.081 6.045-6.37h5.851c-.196 7.151-4.095 10.725-11.766 10.725-2.795 0-5.265-.455-7.021-1.56-3.639-2.275-5.2-5.655-5.2-15.991 0-12.285 3.511-16.9 12.156-16.9 4.55 0 8.385 1.235 10.465 5.33zm23.14-4.745v5.525c-.779-.129-1.885-.194-2.665-.194-4.745 0-7.345 2.795-7.345 7.149v20.607h-5.591v-28.602c0-.714-.064-2.08-.129-4.224h5.59v5.07c1.69-4.031 3.576-5.461 8.451-5.461.649 0 1.234 0 1.689.13m29.053 27.886c3.705 0 6.37-.455 8.126-1.494 2.47-1.431 3.25-3.966 3.25-6.891 0-3.705-1.69-6.435-4.421-7.541-1.949-.779-5.265-.844-7.995-.844h-4.55v16.77h5.59zm1.625-21.905c6.565 0 8.386-2.925 8.386-7.345 0-4.421-2.015-7.411-8.71-7.411h-6.891v14.756h7.215zm2.275-19.825c7.085 0 12.091 3.964 12.091 11.179 0 6.111-2.665 9.75-8.06 10.986v.325c6.565.845 9.555 4.485 9.555 11.246 0 9.099-4.876 13.195-14.756 13.195h-14.365v-46.931h15.535zm24.115 14.105v24.051c0 2.859 2.341 5.07 5.396 5.07 3.834 0 6.175-3.315 6.175-7.281v-21.84h5.59v28.601c0 1.43.13 2.86.13 4.225h-5.525v-3.966h-.195c-1.82 2.991-4.615 4.486-8.581 4.486-5.719 0-8.514-3.25-8.514-8.84v-24.506h5.524zm45.046 9.814v.715h-5.524c0-4.81-1.626-6.824-5.201-6.824-4.225 0-6.371 3.054-6.371 12.609 0 8.646 1.821 12.676 6.111 12.676 3.51 0 5.655-2.405 5.655-7.085h5.591c0 7.28-4.421 11.57-11.246 11.57-4.55 0-7.736-1.495-9.685-5.2-1.365-2.6-1.95-5.85-1.95-11.635 0-13.001 3.25-17.291 12.35-17.291 6.695 0 10.27 3.641 10.27 10.465m10.66-23.92v18.33c1.95-3.51 4.485-4.875 8.775-4.875 6.045 0 8.97 3.315 8.97 9.945v23.532h-5.59v-22.036c0-5.071-1.755-7.151-5.395-7.151-4.68 0-6.696 3.64-6.696 7.931v21.256h-5.589v-46.932h5.525zM662.004 165.897h5.591v-46.932h-5.591zM685.013 162.192c4.421 0 6.631-4.096 6.631-10.4 0-1.496 0-1.041-.066-2.211-.455-.065-1.365-.065-2.08-.065-6.435 0-9.75 1.56-9.75 6.696 0 3.834 1.951 5.98 5.265 5.98m11.896-20.086v17.42c0 1.431.195 4.096.65 6.371h-5.525l-.26-4.746h-.13c-1.625 3.77-4.16 5.461-8.386 5.461-5.72 0-8.905-3.575-8.905-10.141 0-7.41 3.835-10.92 14.95-10.92h2.275v-2.796c0-3.834-1.365-6.37-5.394-6.37-4.356 0-5.331 3.055-5.331 4.811 0 .519.065.779.065 1.105h-5.785c.13-6.76 3.705-9.946 11.115-9.946 7.476 0 10.661 3.575 10.661 9.751m12.349 14.95c1.04 3.771 3.12 5.005 5.915 5.005 1.755 0 3.575-.585 4.681-2.731.974-1.884 1.495-4.16 1.495-9.945v-1.625c0-8.644-2.665-10.984-6.501-10.984-2.08 0-4.095.715-5.33 3.965-.715 1.949-.91 4.875-.91 8.97 0 3.119.195 5.525.65 7.345zm17.355-38.091v46.932h-5.525v-3.901c-1.559 2.925-4.095 4.485-7.345 4.485-6.89 0-10.725-4.42-10.725-16.055 0-9.23 1.04-12.156 2.86-14.626 1.885-2.535 4.745-3.38 7.8-3.38 3.185 0 5.07.845 7.346 3.965v-17.42h5.589zm24.635 28.211v-.976c0-6.955-2.21-9.751-6.5-9.751-4.16 0-6.305 3.186-6.305 10.401v.326h12.805zm4.03-9.621c1.236 2.471 1.691 5.85 1.691 10.921v2.729h-18.526v.781c0 7.605 2.145 10.335 6.305 10.335 3.575 0 5.525-2.081 6.045-6.37h5.851c-.196 7.151-4.095 10.725-11.766 10.725-2.795 0-5.265-.455-7.021-1.56-3.639-2.275-5.2-5.655-5.2-15.991 0-12.285 3.511-16.9 12.156-16.9 4.55 0 8.385 1.235 10.465 5.33zm30.486 5.396v22.946h-5.59v-22.166c0-4.94-1.82-7.02-5.395-7.02-4.486 0-6.696 3.25-6.696 8.255v20.931h-5.59v-28.601c0-.781-.065-2.795-.13-4.225h5.655v4.225c1.886-3.315 4.29-4.875 8.775-4.875 6.241 0 8.971 3.185 8.971 10.53"></path> </g> <path fill="#000" d="M178.04 57.074v-1.954c0-13.943-4.431-19.547-13.031-19.547-8.34 0-12.64 6.385-12.64 20.85v.651h25.671zm8.078-19.286c2.477 4.952 3.389 11.728 3.389 21.892v5.473h-37.138v1.564c0 15.246 4.3 20.718 12.64 20.718 7.167 0 11.076-4.17 12.118-12.769h11.728c-.391 14.334-8.21 21.5-23.586 21.5-5.603 0-10.555-.911-14.073-3.126-7.297-4.562-10.424-11.337-10.424-32.057 0-24.628 7.037-33.88 24.367-33.88 9.122 0 16.809 2.477 20.979 10.685zm15.244 56.815h11.206v-65.805h-11.206v65.805zm-.391-82.615h11.989v-11.467h-11.989v11.467zm70.233 36.487v1.433h-11.077c0-9.643-3.257-13.682-10.424-13.682-8.47 0-12.77 6.124-12.77 25.279 0 17.331 3.648 25.41 12.249 25.41 7.036 0 11.337-4.821 11.337-14.204h11.206c0 14.595-8.861 23.195-22.543 23.195-9.122 0-15.506-2.997-19.416-10.424-2.737-5.213-3.909-11.728-3.909-23.325 0-26.062 6.515-34.661 24.758-34.661 13.422 0 20.589 7.296 20.589 20.979m23.277-47.953v36.746c3.91-7.037 8.992-9.772 17.592-9.772 12.118 0 17.983 6.645 17.983 19.936v47.171h-11.207v-44.174c0-10.164-3.519-14.334-10.815-14.334-9.383 0-13.422 7.298-13.422 15.898v42.61h-11.207v-94.081h11.076zm85.089 56.553v-1.954c0-13.942-4.431-19.547-13.031-19.547-8.34 0-12.64 6.385-12.64 20.85v.651h25.671zm8.078-19.286c2.477 4.952 3.389 11.728 3.389 21.892v5.473h-37.138v1.564c0 15.246 4.3 20.718 12.64 20.718 7.167 0 11.076-4.17 12.119-12.769h11.727c-.39 14.334-8.21 21.5-23.586 21.5-5.603 0-10.555-.911-14.072-3.126-7.298-4.562-10.425-11.337-10.425-32.056 0-24.629 7.037-33.881 24.367-33.881 9.122 0 16.81 2.477 20.979 10.685zm62.416 10.816v45.998h-11.207v-44.435c0-9.903-3.649-14.073-10.815-14.073-8.992 0-13.422 6.516-13.422 16.55v41.958h-11.206v-57.335c0-1.563-.13-5.602-.261-8.47h11.337v8.47c3.779-6.645 8.6-9.772 17.592-9.772 12.509 0 17.982 6.384 17.982 21.109m24.843 28.276c2.085 7.558 6.255 10.034 11.857 10.034 3.519 0 7.167-1.174 9.384-5.473 1.953-3.779 2.996-8.34 2.996-19.937v-3.258c0-17.33-5.342-22.021-13.03-22.021-4.17 0-8.21 1.432-10.686 7.949-1.433 3.908-1.824 9.772-1.824 17.981 0 6.255.391 11.077 1.303 14.725zm34.792-76.359v94.081h-11.076v-7.818c-3.127 5.864-8.209 8.991-14.724 8.991-13.814 0-21.501-8.861-21.501-32.186 0-18.503 2.084-24.367 5.734-29.319 3.778-5.082 9.512-6.776 15.636-6.776 6.385 0 10.163 1.694 14.725 7.948v-34.921h11.206zm36.916 35.313c-3.388 0-8.6 1.173-11.075 6.515-1.825 3.91-2.607 7.298-2.607 19.676 0 4.952.13 9.643.652 13.291 1.302 7.949 5.082 12.119 12.77 12.119 5.603 0 9.382-2.475 11.467-7.427 1.824-4.3 2.215-10.816 2.215-20.719 0-11.858-.912-23.455-13.422-23.455m20.979 1.433c2.737 5.213 3.91 12.38 3.91 24.888 0 12.119-1.433 19.026-4.3 24.238-4.3 7.687-12.64 10.034-21.37 10.034-8.079 0-16.809-2.085-20.979-10.817-2.477-5.212-3.519-12.509-3.519-24.106 0-20.98 3.649-34.531 25.149-34.531 8.731 0 16.809 2.215 21.109 10.294m47.562-8.992v11.076c-1.564-.26-3.779-.39-5.343-.39-9.513 0-14.725 5.603-14.725 14.333v41.307h-11.206v-57.335c0-1.432-.131-4.17-.261-8.47h11.206v10.165c3.388-8.08 7.167-10.947 16.94-10.947 1.304 0 2.476 0 3.389.261m38.053-27.755v7.818c-1.042-.131-2.085-.131-2.997-.131-2.607 0-4.692.391-6.125 1.303-1.563.913-2.475 2.085-3.127 3.65-.521 1.693-.782 4.299-.782 7.948v7.688h22.803v-9.903c0-6.775 1.303-11.727 4.17-14.595 2.868-2.867 7.688-4.299 14.465-4.299 1.563 0 3.517 0 5.342.521v7.818c-1.042-.131-1.955-.131-2.997-.131-2.606 0-4.69.391-6.125 1.303-1.433.913-2.475 2.085-2.997 3.65-.521 1.693-.781 4.299-.781 7.948v7.688h12.9v8.47h-12.9v57.335h-11.077v-57.335h-22.803v57.335h-11.076v-57.335h-10.034v-8.47h10.034v-9.903c0-6.775 1.433-11.727 4.3-14.595 2.867-2.867 7.688-4.299 14.464-4.299 1.433 0 3.388 0 5.343.521m74.672 60.593l-18.373 23.064h35.704v10.424h-48.475v-10.814l25.149-34.272c6.125-8.339 9.122-15.897 9.122-24.106 0-8.601-3.908-13.291-10.945-13.291-6.907 0-10.816 4.559-10.816 13.942v1.434h-12.248c0-1.304-.132-2.346-.132-2.997 0-14.073 8.34-21.762 23.066-21.762 15.115 0 23.064 7.948 23.064 23.717 0 10.945-4.17 20.848-15.116 34.661m51.552-56.944v90.433h-11.988v-77.272c-4.3 3.258-8.731 6.255-13.552 9.122v-11.468c5.473-2.606 10.685-6.385 14.725-10.815h10.815z"></path> <path fill="#005BBD" d="M0 119.332h119.055v-119.055h-119.055z"></path> <g fill="#FFF"> <path d="M88.189 119.332h6.174v-119.055h-6.174zM97.449 119.332h6.174v-119.055h-6.174zM106.709 119.332h6.174v-119.055h-6.174z"></path> </g> </symbol> <symbol id="perlentaucher--claim" viewbox="0 0 806 179"> <g fill="#000"> <path d="M361.905 160.833c5.136 0 9.426-.649 11.116-5.46 1.04-2.86 1.3-7.149 1.3-13.455 0-7.021-.455-11.311-1.885-13.911-1.69-3.055-4.94-3.705-8.515-3.705h-6.696v36.531h4.68zm3.056-41.73c3.639 0 6.759.714 8.97 2.08 2.145 1.298 4.095 3.444 5.265 8.189.845 3.315 1.105 7.996 1.105 14.106 0 8.451-.78 13.195-2.99 16.64-2.926 4.551-8.775 5.916-15.406 5.916h-10.725v-46.931h13.781zm29.639 43.226c4.421 0 6.631-4.096 6.631-10.4 0-1.496 0-1.041-.066-2.211-.455-.065-1.365-.065-2.08-.065-6.434 0-9.75 1.56-9.75 6.696 0 3.834 1.951 5.98 5.265 5.98m11.896-20.086v17.42c0 1.431.195 4.096.65 6.371h-5.525l-.26-4.746h-.13c-1.625 3.77-4.16 5.461-8.386 5.461-5.72 0-8.905-3.575-8.905-10.141 0-7.41 3.835-10.92 14.951-10.92h2.274v-2.796c0-3.834-1.365-6.37-5.395-6.37-4.355 0-5.33 3.055-5.33 4.811 0 .519.065.779.065 1.105h-5.785c.13-6.76 3.705-9.946 11.115-9.946 7.476 0 10.661 3.575 10.661 9.751m26.519-.78v.649h-5.46v-.455c0-3.054-1.886-4.809-5.525-4.809-3.316 0-5.201 1.559-5.201 4.225 0 3.119 2.34 3.446 11.571 8.19 3.38 1.756 5.005 4.355 5.005 7.996 0 6.045-4.225 9.359-11.505 9.359-7.216 0-11.246-3.314-11.246-10.009v-.52h5.72v.455c0 3.965 1.885 5.785 5.526 5.785 3.769 0 5.979-1.756 5.979-4.68 0-1.3-.454-2.795-2.21-3.771-1.755-.975-4.224-2.21-6.11-3.185-1.3-.65-2.665-1.365-3.965-2.145-3.184-1.885-4.16-4.356-4.16-6.891 0-5.785 4.42-8.904 11.115-8.904 6.761 0 10.466 3.055 10.466 8.71"></path> <path d="M458.233 119.102v20.605l16.576-20.605h6.76l-17.096 21.19 18.072 25.742h-7.671l-16.641-24.506v24.506h-5.979v-46.932zM490.213 133.208v24.051c0 2.859 2.341 5.07 5.396 5.07 3.834 0 6.175-3.315 6.175-7.281v-21.84h5.59v28.601c0 1.43.13 2.86.13 4.225h-5.525v-3.966h-.195c-1.82 2.991-4.615 4.486-8.581 4.486-5.719 0-8.514-3.25-8.514-8.84v-24.506h5.524zM514.847 166.034h5.591v-46.932h-5.591zM535.256 133.208h6.955v4.225h-6.955v19.955c0 4.031 1.755 4.68 4.68 4.68.91 0 1.625-.065 2.405-.259v4.094c-1.69.326-3.705.455-5.46.455-5.721 0-7.15-2.144-7.15-6.5v-22.425h-5.526v-4.225h5.526v-6.306l5.525-2.405v8.711zm16.705 0v24.051c0 2.859 2.341 5.07 5.396 5.07 3.834 0 6.175-3.315 6.175-7.281v-21.84h5.59v28.601c0 1.43.13 2.86.13 4.225h-5.525v-3.966h-.195c-1.82 2.991-4.615 4.486-8.581 4.486-5.719 0-8.514-3.25-8.514-8.84v-24.506h5.524zm40.82-.261v5.525c-.779-.129-1.885-.194-2.665-.194-4.745 0-7.345 2.795-7.345 7.149v20.607h-5.591v-28.602c0-.714-.064-2.08-.129-4.224h5.59v5.07c1.69-4.031 3.576-5.461 8.451-5.461.649 0 1.234 0 1.689.13m26 3.835c1.885-3.25 4.745-4.29 8.45-4.29 2.795 0 4.875.845 6.37 2.405 1.495 1.561 2.21 3.705 2.21 6.305v24.832h-5.59v-23.986c0-3.055-1.625-5.266-5.331-5.266-3.835 0-5.46 2.275-5.46 7.021v22.231h-5.525v-22.752c0-4.484-1.689-6.435-4.875-6.435-4.095 0-5.915 2.275-5.915 7.021v22.166h-5.59v-28.602c0-.325-.065-2.665-.13-4.224h5.525v4.095c1.365-3.056 4.225-4.811 8.06-4.811 3.835 0 6.631 1.365 7.801 4.29m33.018 25.547c4.421 0 6.631-4.096 6.631-10.4 0-1.496 0-1.041-.066-2.211-.455-.065-1.365-.065-2.08-.065-6.434 0-9.75 1.56-9.75 6.696 0 3.834 1.951 5.98 5.265 5.98m11.896-20.086v17.42c0 1.431.195 4.096.65 6.371h-5.525l-.26-4.746h-.13c-1.625 3.77-4.16 5.461-8.386 5.461-5.72 0-8.905-3.575-8.905-10.141 0-7.41 3.835-10.92 14.951-10.92h2.274v-2.796c0-3.834-1.365-6.37-5.395-6.37-4.355 0-5.33 3.055-5.33 4.811 0 .519.065.779.065 1.105h-5.785c.13-6.76 3.705-9.946 11.115-9.946 7.476 0 10.661 3.575 10.661 9.751m11.309 13.91c1.105 4.29 3.381 5.395 5.785 5.395 3.381 0 5.07-2.145 5.785-5.07.651-2.665.521-5.98.521-8.841 0-4.29-.651-10.595-6.306-10.595-1.625 0-3.639.586-4.745 2.47-1.104 1.755-1.625 4.356-1.625 9.101 0 3.25.13 5.655.585 7.54m11.896-18.916v-4.029h5.33v35.296c0 6.565-3.315 10.205-11.18 10.205-7.021 0-10.856-3.055-10.856-8.451v-.519h5.98c.065 3.055 1.886 4.68 5.2 4.68 1.626 0 3.316-.391 4.226-1.69.844-1.235 1.105-2.341 1.105-6.435v-4.356c-1.365 2.535-3.966 3.901-7.346 3.901-4.485 0-8.32-2.146-9.75-8.452-.52-2.144-.78-5.134-.78-8.255 0-11.245 3.38-16.379 10.596-16.379 3.444 0 5.72 1.365 7.475 4.484m20.799 25.092c4.421 0 6.631-4.096 6.631-10.4 0-1.496 0-1.041-.066-2.211-.455-.065-1.365-.065-2.08-.065-6.434 0-9.75 1.56-9.75 6.696 0 3.834 1.951 5.98 5.265 5.98m11.896-20.086v17.42c0 1.431.195 4.096.65 6.371h-5.525l-.26-4.746h-.13c-1.625 3.77-4.16 5.461-8.386 5.461-5.72 0-8.905-3.575-8.905-10.141 0-7.41 3.835-10.92 14.951-10.92h2.274v-2.796c0-3.834-1.365-6.37-5.395-6.37-4.355 0-5.33 3.055-5.33 4.811 0 .519.065.779.065 1.105h-5.785c.13-6.76 3.705-9.946 11.115-9.946 7.476 0 10.661 3.575 10.661 9.751"></path> <path d="M744.555 133.207v4.29l-14.105 24.311h14.56v4.225h-20.671v-4.615l13.911-23.985h-13.26v-4.226zM749.754 166.034h5.591v-32.826h-5.591v32.826zm-.194-41.212h5.979v-5.72h-5.979v5.72zm36.204 18.265v22.946h-5.591v-22.166c0-4.94-1.819-7.02-5.394-7.02-4.486 0-6.696 3.25-6.696 8.255v20.931h-5.59v-28.601c0-.781-.065-2.795-.13-4.225h5.655v4.225c1.886-3.315 4.29-4.875 8.775-4.875 6.241 0 8.971 3.185 8.971 10.53"></path> </g> <g fill="#000"> <path d="M154.593 76.23c1.433 6.387 5.212 10.686 11.858 10.686 8.471 0 12.641-7.296 12.641-22.673v-7.819c0-2.997-.262-7.167-1.173-10.424-1.825-6.386-5.344-10.034-12.249-10.034-3.91 0-6.777 1.695-8.862 4.951-2.215 3.388-3.387 9.252-3.387 19.546 0 9.382.39 12.51 1.172 15.767m30.102-41.828c3.648 4.952 5.472 12.9 5.472 24.889 0 11.207-.651 17.591-2.085 22.153-2.736 9.251-8.99 14.072-19.285 14.072-6.516 0-11.337-2.736-14.595-8.079v31.665h-11.337v-90.825h11.207v7.949c3.519-6.385 8.079-9.122 14.595-9.122 7.167 0 12.509 2.477 16.028 7.298m50.294 22.152v-1.954c0-13.943-4.431-19.547-13.031-19.547-8.34 0-12.64 6.386-12.64 20.85v.651h25.671zm8.078-19.285c2.477 4.951 3.389 11.727 3.389 21.891v5.473h-37.138v1.565c0 15.246 4.3 20.717 12.64 20.717 7.167 0 11.076-4.17 12.118-12.769h11.728c-.391 14.334-8.21 21.501-23.586 21.501-5.603 0-10.555-.912-14.073-3.128-7.297-4.561-10.425-11.337-10.425-32.056 0-24.628 7.038-33.88 24.368-33.88 9.122 0 16.809 2.476 20.979 10.686zm46.691-9.513v11.076c-1.564-.261-3.779-.391-5.343-.391-9.512 0-14.725 5.603-14.725 14.335v41.306h-11.206v-57.335c0-1.433-.13-4.169-.261-8.47h11.207v10.164c3.388-8.08 7.167-10.946 16.939-10.946 1.305 0 2.477 0 3.389.261"></path> <path d="M297.489 94.082h11.207v-94.082h-11.207zM357.82 56.554v-1.954c0-13.943-4.431-19.547-13.031-19.547-8.34 0-12.64 6.386-12.64 20.85v.651h25.671zm8.079-19.285c2.476 4.952 3.388 11.727 3.388 21.891v5.473h-37.138v1.565c0 15.246 4.3 20.717 12.64 20.717 7.167 0 11.076-4.17 12.119-12.769h11.727c-.39 14.334-8.209 21.501-23.586 21.501-5.603 0-10.555-.912-14.073-3.128-7.297-4.561-10.424-11.337-10.424-32.056 0-24.628 7.037-33.88 24.367-33.88 9.122 0 16.81 2.476 20.98 10.686zm62.415 10.816v45.997h-11.207v-44.435c0-9.902-3.649-14.072-10.815-14.072-8.992 0-13.422 6.515-13.422 16.548v41.959h-11.206v-57.335c0-1.563-.131-5.603-.261-8.471h11.337v8.471c3.779-6.645 8.6-9.773 17.592-9.773 12.509 0 17.982 6.384 17.982 21.111m30.059-19.809h13.944v8.472h-13.944v40.004c0 8.078 3.519 9.381 9.382 9.381 1.825 0 3.258-.129 4.822-.52v8.208c-3.388.652-7.428.913-10.946.913-11.467 0-14.334-4.301-14.334-13.03v-44.956l-11.076-.001v-8.471h11.076v-12.64l11.076-4.82v17.46zm42.831 58.378c8.86 0 13.292-8.208 13.292-20.849 0-2.997 0-2.085-.131-4.43-.912-.13-2.736-.13-4.17-.13-12.9 0-19.546 3.127-19.546 13.422 0 7.687 3.909 11.987 10.555 11.987m23.847-40.264v34.922c0 2.867.39 8.209 1.302 12.77h-11.076l-.521-9.513h-.26c-3.259 7.559-8.34 10.947-16.811 10.947-11.467 0-17.852-7.168-17.852-20.328 0-14.855 7.689-21.892 29.971-21.892h4.561v-5.603c0-7.688-2.736-12.77-10.816-12.77-8.73 0-10.684 6.124-10.684 9.642 0 1.043.13 1.564.13 2.215h-11.598c.261-13.552 7.428-19.937 22.283-19.937 14.985 0 21.371 7.167 21.371 19.547m25.841-18.114v48.214c0 5.734 4.69 10.164 10.815 10.164 7.689 0 12.379-6.645 12.379-14.594v-43.784h11.207v57.337c0 2.866.261 5.733.261 8.469h-11.077v-7.949h-.391c-3.648 5.995-9.252 8.993-17.2 8.993-11.467 0-17.071-6.517-17.071-17.724v-49.126h11.077zm91.21 19.677v1.434h-11.077c0-9.642-3.257-13.683-10.424-13.683-8.47 0-12.77 6.126-12.77 25.28 0 17.331 3.648 25.41 12.249 25.41 7.036 0 11.337-4.822 11.337-14.203h11.206c0 14.595-8.861 23.195-22.543 23.195-9.122 0-15.507-2.997-19.416-10.425-2.737-5.212-3.91-11.729-3.91-23.325 0-26.061 6.515-34.663 24.759-34.663 13.422 0 20.589 7.298 20.589 20.98m23.277-47.953v36.748c3.909-7.037 8.991-9.774 17.591-9.774 12.119 0 17.983 6.645 17.983 19.937v47.171h-11.207v-44.174c0-10.163-3.518-14.333-10.816-14.333-9.381 0-13.421 7.296-13.421 15.897v42.61h-11.207v-94.082h11.077zm84.088 56.554v-1.954c0-13.943-4.431-19.546-13.031-19.546-8.34 0-12.64 6.385-12.64 20.849v.651h25.671zm8.079-19.285c2.476 4.952 3.388 11.727 3.388 21.891v5.473h-37.138v1.565c0 15.246 4.3 20.717 12.64 20.717 7.167 0 11.076-4.17 12.119-12.769h11.727c-.39 14.334-8.209 21.501-23.586 21.501-5.603 0-10.555-.912-14.072-3.128-7.298-4.56-10.425-11.337-10.425-32.056 0-24.628 7.037-33.88 24.367-33.88 9.122 0 16.81 2.476 20.98 10.686zm47.691-9.513v11.077c-1.564-.262-3.779-.391-5.343-.391-9.513 0-14.725 5.602-14.725 14.334v41.306h-11.206v-57.334c0-1.434-.13-4.17-.261-8.471h11.206v10.165c3.388-8.081 7.167-10.946 16.94-10.946 1.304 0 2.477 0 3.389.26"></path> </g> <path fill="#005BBD" d="M0 119.102h119.055v-119.056h-119.055z"></path> <path fill="#FFF" d="M94.059 59.574c0 19.072-15.46 34.532-34.532 34.532-19.071 0-34.531-15.46-34.531-34.532 0-19.071 15.46-34.531 34.531-34.531 19.072 0 34.532 15.46 34.532 34.531"></path> </symbol> <symbol id="eichendorff21--symbol" viewbox="0 0 42 42"> <path fill="#005BBD" d="M0 41.946h41.669v-41.669h-41.669z"></path> <path fill="#FFF" d="M30.866 41.946h2.161v-41.669h-2.161zM34.107 41.946h2.161v-41.669h-2.161zM37.348 41.946h2.161v-41.669h-2.161z"></path> </symbol> <symbol id="perlentaucher--symbol" viewbox="0 0 42 42"> <path fill="#005BBD" d="M0 41.67h41.669v-41.67h-41.669z"></path> <path fill="#FFF" d="M32.921 20.835c0 6.675-5.411 12.086-12.086 12.086-6.675 0-12.086-5.411-12.086-12.086 0-6.675 5.411-12.086 12.086-12.086 6.675 0 12.086 5.411 12.086 12.086"></path> </symbol> <symbol id="eichendorff21" viewbox="0 0 780 120"> <path fill="#000" d="M178.0397 57.0737L178.0397 55.1197C178.0397 41.1767 173.6087 35.5727 165.0087 35.5727 156.6687 35.5727 152.3687 41.9577 152.3687 56.4227L152.3687 57.0737 178.0397 57.0737zM186.1177 37.7877C188.5947 42.7397 189.5067 49.5157 189.5067 59.6797L189.5067 65.1527 152.3687 65.1527 152.3687 66.7167C152.3687 81.9627 156.6687 87.4347 165.0087 87.4347 172.1757 87.4347 176.0847 83.2647 177.1267 74.6657L188.8547 74.6657C188.4637 88.9997 180.6447 96.1657 165.2687 96.1657 159.6657 96.1657 154.7137 95.2547 151.1957 93.0397 143.8987 88.4777 140.7717 81.7027 140.7717 60.9827 140.7717 36.3547 147.8087 27.1027 165.1387 27.1027 174.2607 27.1027 181.9477 29.5797 186.1177 37.7877L186.1177 37.7877zM201.362 94.6025L212.568 94.6025 212.568 28.7975 201.362 28.7975 201.362 94.6025zM200.971 11.9875L212.96 11.9875 212.96.5205 200.971.5205 200.971 11.9875zM271.2038 48.4741L271.2038 49.9071 260.1268 49.9071C260.1268 40.2641 256.8698 36.2251 249.7028 36.2251 241.2328 36.2251 236.9328 42.3491 236.9328 61.5041 236.9328 78.8351 240.5808 86.9141 249.1818 86.9141 256.2178 86.9141 260.5188 82.0931 260.5188 72.7101L271.7248 72.7101C271.7248 87.3051 262.8638 95.9051 249.1818 95.9051 240.0598 95.9051 233.6758 92.9081 229.7658 85.4811 227.0288 80.2681 225.8568 73.7531 225.8568 62.1561 225.8568 36.0941 232.3718 27.4951 250.6148 27.4951 264.0368 27.4951 271.2038 34.7911 271.2038 48.4741M294.4811.521L294.4811 37.267C298.3911 30.23 303.4731 27.495 312.0731 27.495 324.1911 27.495 330.0561 34.14 330.0561 47.431L330.0561 94.602 318.8491 94.602 318.8491 50.428C318.8491 40.264 315.3301 36.094 308.0341 36.094 298.6511 36.094 294.6121 43.392 294.6121 51.992L294.6121 94.602 283.4051 94.602 283.4051.521 294.4811.521zM379.57 57.0737L379.57 55.1197C379.57 41.1777 375.139 35.5727 366.539 35.5727 358.199 35.5727 353.899 41.9577 353.899 56.4227L353.899 57.0737 379.57 57.0737zM387.648 37.7877C390.125 42.7397 391.037 49.5157 391.037 59.6797L391.037 65.1527 353.899 65.1527 353.899 66.7167C353.899 81.9627 358.199 87.4347 366.539 87.4347 373.706 87.4347 377.615 83.2647 378.658 74.6657L390.385 74.6657C389.995 88.9997 382.175 96.1657 366.799 96.1657 361.196 96.1657 356.244 95.2547 352.727 93.0397 345.429 88.4777 342.302 81.7027 342.302 60.9837 342.302 36.3547 349.339 27.1027 366.669 27.1027 375.791 27.1027 383.479 29.5797 387.648 37.7877L387.648 37.7877zM450.0637 48.604L450.0637 94.602 438.8567 94.602 438.8567 50.167C438.8567 40.264 435.2077 36.094 428.0417 36.094 419.0497 36.094 414.6197 42.61 414.6197 52.644L414.6197 94.602 403.4137 94.602 403.4137 37.267C403.4137 35.704 403.2837 31.665 403.1527 28.797L414.4897 28.797 414.4897 37.267C418.2687 30.622 423.0897 27.495 432.0817 27.495 444.5907 27.495 450.0637 33.879 450.0637 48.604M474.9069 76.8803C476.9919 84.4383 481.1619 86.9143 486.7639 86.9143 490.2829 86.9143 493.9309 85.7403 496.1479 81.4413 498.1009 77.6623 499.1439 73.1013 499.1439 61.5043L499.1439 58.2463C499.1439 40.9163 493.8019 36.2253 486.1139 36.2253 481.9439 36.2253 477.9039 37.6573 475.4279 44.1743 473.9949 48.0823 473.6039 53.9463 473.6039 62.1553 473.6039 68.4103 473.9949 73.2323 474.9069 76.8803L474.9069 76.8803zM509.6989.5213L509.6989 94.6023 498.6229 94.6023 498.6229 86.7843C495.4959 92.6483 490.4139 95.7753 483.8989 95.7753 470.0849 95.7753 462.3979 86.9143 462.3979 63.5893 462.3979 45.0863 464.4819 39.2223 468.1319 34.2703 471.9099 29.1883 477.6439 27.4943 483.7679 27.4943 490.1529 27.4943 493.9309 29.1883 498.4929 35.4423L498.4929.5213 509.6989.5213zM546.6154 35.8344C543.2274 35.8344 538.0154 37.0074 535.5404 42.3494 533.7154 46.2594 532.9334 49.6474 532.9334 62.0254 532.9334 66.9774 533.0634 71.6684 533.5854 75.3164 534.8874 83.2654 538.6674 87.4354 546.3554 87.4354 551.9584 87.4354 555.7374 84.9604 557.8224 80.0084 559.6464 75.7084 560.0374 69.1924 560.0374 59.2894 560.0374 47.4314 559.1254 35.8344 546.6154 35.8344M567.5944 37.2674C570.3314 42.4804 571.5044 49.6474 571.5044 62.1554 571.5044 74.2744 570.0714 81.1814 567.2044 86.3934 562.9044 94.0804 554.5644 96.4274 545.8344 96.4274 537.7554 96.4274 529.0254 94.3424 524.8554 85.6104 522.3784 80.3984 521.3364 73.1014 521.3364 61.5044 521.3364 40.5244 524.9854 26.9734 546.4854 26.9734 555.2164 26.9734 563.2944 29.1884 567.5944 37.2674M615.1564 28.2758L615.1564 39.3518C613.5924 39.0918 611.3774 38.9618 609.8134 38.9618 600.3004 38.9618 595.0884 44.5648 595.0884 53.2948L595.0884 94.6018 583.8824 94.6018 583.8824 37.2668C583.8824 35.8348 583.7514 33.0968 583.6214 28.7968L594.8274 28.7968 594.8274 38.9618C598.2154 30.8818 601.9944 28.0148 611.7674 28.0148 613.0714 28.0148 614.2434 28.0148 615.1564 28.2758M653.2092.521L653.2092 8.339C652.1672 8.208 651.1242 8.208 650.2122 8.208 647.6052 8.208 645.5202 8.599 644.0872 9.511 642.5242 10.424 641.6122 11.596 640.9602 13.161 640.4392 14.854 640.1782 17.46 640.1782 21.109L640.1782 28.797 662.9812 28.797 662.9812 18.894C662.9812 12.119 664.2842 7.167 667.1512 4.299 670.0192 1.432 674.8392-7.10542736e-15 681.6162-7.10542736e-15 683.1792-7.10542736e-15 685.1332-7.10542736e-15 686.9582.521L686.9582 8.339C685.9162 8.208 685.0032 8.208 683.9612 8.208 681.3552 8.208 679.2712 8.599 677.8362 9.511 676.4032 10.424 675.3612 11.596 674.8392 13.161 674.3182 14.854 674.0582 17.46 674.0582 21.109L674.0582 28.797 686.9582 28.797 686.9582 37.267 674.0582 37.267 674.0582 94.602 662.9812 94.602 662.9812 37.267 640.1782 37.267 640.1782 94.602 629.1022 94.602 629.1022 37.267 619.0682 37.267 619.0682 28.797 629.1022 28.797 629.1022 18.894C629.1022 12.119 630.5352 7.167 633.4022 4.299 636.2692 1.432 641.0902-7.10542736e-15 647.8662-7.10542736e-15 649.2992-7.10542736e-15 651.2542-7.10542736e-15 653.2092.521M727.881 61.1137L709.508 84.1777 745.212 84.1777 745.212 94.6017 696.737 94.6017 696.737 83.7877 721.886 49.5157C728.011 41.1767 731.008 33.6187 731.008 25.4097 731.008 16.8087 727.1 12.1187 720.063 12.1187 713.156 12.1187 709.247 16.6777 709.247 26.0607L709.247 27.4947 696.999 27.4947C696.999 26.1907 696.867 25.1487 696.867 24.4977 696.867 10.4247 705.207 2.7357 719.933 2.7357 735.048 2.7357 742.997 10.6837 742.997 26.4527 742.997 37.3977 738.827 47.3007 727.881 61.1137M779.4328 4.1694L779.4328 94.6024 767.4448 94.6024 767.4448 17.3304C763.1448 20.5884 758.7138 23.5854 753.8928 26.4524L753.8928 14.9844C759.3658 12.3784 764.5778 8.5994 768.6178 4.1694L779.4328 4.1694z"></path> <polygon fill="#005BBD" points="0 119.332 119.055 119.332 119.055 .277 0 .277"></polygon> <polygon fill="#FFF" points="88.189 119.332 94.363 119.332 94.363 .277 88.189 .277"></polygon> <polygon fill="#FFF" points="97.449 119.332 103.623 119.332 103.623 .277 97.449 .277"></polygon> <polygon fill="#FFF" points="106.709 119.332 112.883 119.332 112.883 .277 106.709 .277"></polygon> </symbol> <symbol id="perlentaucher" viewbox="0 0 806 120"> <g fill="#000"> <path d="M154.593 76.23c1.433 6.387 5.212 10.686 11.858 10.686 8.471 0 12.641-7.296 12.641-22.673v-7.819c0-2.997-.262-7.167-1.173-10.424-1.825-6.386-5.344-10.034-12.249-10.034-3.91 0-6.777 1.695-8.862 4.951-2.215 3.388-3.387 9.252-3.387 19.546 0 9.382.39 12.51 1.172 15.767m30.102-41.828c3.648 4.952 5.472 12.9 5.472 24.889 0 11.207-.651 17.591-2.085 22.153-2.736 9.251-8.99 14.072-19.285 14.072-6.516 0-11.337-2.736-14.595-8.079v31.665h-11.337v-90.825h11.207v7.949c3.519-6.385 8.079-9.122 14.595-9.122 7.167 0 12.509 2.477 16.028 7.298m50.294 22.152v-1.954c0-13.943-4.431-19.547-13.031-19.547-8.34 0-12.64 6.386-12.64 20.85v.651h25.671zm8.078-19.285c2.477 4.951 3.389 11.727 3.389 21.891v5.473h-37.138v1.565c0 15.246 4.3 20.717 12.64 20.717 7.167 0 11.076-4.17 12.118-12.769h11.728c-.391 14.334-8.21 21.501-23.586 21.501-5.603 0-10.555-.912-14.073-3.128-7.297-4.561-10.425-11.337-10.425-32.056 0-24.628 7.038-33.88 24.368-33.88 9.122 0 16.809 2.476 20.979 10.686zm46.691-9.513v11.076c-1.564-.261-3.779-.391-5.343-.391-9.512 0-14.725 5.603-14.725 14.335v41.306h-11.206v-57.335c0-1.433-.13-4.169-.261-8.47h11.207v10.164c3.388-8.08 7.167-10.946 16.939-10.946 1.305 0 2.477 0 3.389.261"></path> <path d="M297.489 94.082h11.207v-94.082h-11.207zM357.82 56.554v-1.954c0-13.943-4.431-19.547-13.031-19.547-8.34 0-12.64 6.386-12.64 20.85v.651h25.671zm8.079-19.285c2.476 4.952 3.388 11.727 3.388 21.891v5.473h-37.138v1.565c0 15.246 4.3 20.717 12.64 20.717 7.167 0 11.076-4.17 12.119-12.769h11.727c-.39 14.334-8.209 21.501-23.586 21.501-5.603 0-10.555-.912-14.073-3.128-7.297-4.561-10.424-11.337-10.424-32.056 0-24.628 7.037-33.88 24.367-33.88 9.122 0 16.81 2.476 20.98 10.686zm62.415 10.816v45.997h-11.207v-44.435c0-9.902-3.649-14.072-10.815-14.072-8.992 0-13.422 6.515-13.422 16.548v41.959h-11.206v-57.335c0-1.563-.131-5.603-.261-8.471h11.337v8.471c3.779-6.645 8.6-9.773 17.592-9.773 12.509 0 17.982 6.384 17.982 21.111m30.059-19.809h13.944v8.472h-13.944v40.004c0 8.078 3.519 9.381 9.382 9.381 1.825 0 3.258-.129 4.822-.52v8.208c-3.388.652-7.428.913-10.946.913-11.467 0-14.334-4.301-14.334-13.03v-44.956l-11.076-.001v-8.471h11.076v-12.64l11.076-4.82v17.46zm42.831 58.378c8.86 0 13.292-8.208 13.292-20.849 0-2.997 0-2.085-.131-4.43-.912-.13-2.736-.13-4.17-.13-12.9 0-19.546 3.127-19.546 13.422 0 7.687 3.909 11.987 10.555 11.987m23.847-40.264v34.922c0 2.867.39 8.209 1.302 12.77h-11.076l-.521-9.513h-.26c-3.259 7.559-8.34 10.947-16.811 10.947-11.467 0-17.852-7.168-17.852-20.328 0-14.855 7.689-21.892 29.971-21.892h4.561v-5.603c0-7.688-2.736-12.77-10.816-12.77-8.73 0-10.684 6.124-10.684 9.642 0 1.043.13 1.564.13 2.215h-11.598c.261-13.552 7.428-19.937 22.283-19.937 14.985 0 21.371 7.167 21.371 19.547m25.841-18.114v48.214c0 5.734 4.69 10.164 10.815 10.164 7.689 0 12.379-6.645 12.379-14.594v-43.784h11.207v57.337c0 2.866.261 5.733.261 8.469h-11.077v-7.949h-.391c-3.648 5.995-9.252 8.993-17.2 8.993-11.467 0-17.071-6.517-17.071-17.724v-49.126h11.077zm91.21 19.677v1.434h-11.077c0-9.642-3.257-13.683-10.424-13.683-8.47 0-12.77 6.126-12.77 25.28 0 17.331 3.648 25.41 12.249 25.41 7.036 0 11.337-4.822 11.337-14.203h11.206c0 14.595-8.861 23.195-22.543 23.195-9.122 0-15.507-2.997-19.416-10.425-2.737-5.212-3.91-11.729-3.91-23.325 0-26.061 6.515-34.663 24.759-34.663 13.422 0 20.589 7.298 20.589 20.98m23.277-47.953v36.748c3.909-7.037 8.991-9.774 17.591-9.774 12.119 0 17.983 6.645 17.983 19.937v47.171h-11.207v-44.174c0-10.163-3.518-14.333-10.816-14.333-9.381 0-13.421 7.296-13.421 15.897v42.61h-11.207v-94.082h11.077zm84.088 56.554v-1.954c0-13.943-4.431-19.546-13.031-19.546-8.34 0-12.64 6.385-12.64 20.849v.651h25.671zm8.079-19.285c2.476 4.952 3.388 11.727 3.388 21.891v5.473h-37.138v1.565c0 15.246 4.3 20.717 12.64 20.717 7.167 0 11.076-4.17 12.119-12.769h11.727c-.39 14.334-8.209 21.501-23.586 21.501-5.603 0-10.555-.912-14.072-3.128-7.298-4.56-10.425-11.337-10.425-32.056 0-24.628 7.037-33.88 24.367-33.88 9.122 0 16.81 2.476 20.98 10.686zm47.691-9.513v11.077c-1.564-.262-3.779-.391-5.343-.391-9.513 0-14.725 5.602-14.725 14.334v41.306h-11.206v-57.334c0-1.434-.13-4.17-.261-8.471h11.206v10.165c3.388-8.081 7.167-10.946 16.94-10.946 1.304 0 2.477 0 3.389.26"></path> </g> <path fill="#005BBD" d="M0 119.102h119.055v-119.056h-119.055z"></path> <path fill="#FFF" d="M94.059 59.574c0 19.072-15.46 34.532-34.532 34.532-19.071 0-34.531-15.46-34.531-34.532 0-19.071 15.46-34.531 34.531-34.531 19.072 0 34.532 15.46 34.532 34.531"></path> </symbol> <symbol id="account" viewbox="0 0 24 24"> <circle class="a" cx="7.5" cy="4.875" r="4.125"></circle> <path class="a" d="M12.21,12.426A6.742,6.742,0,0,0,.75,17.25"></path> <path class="a" d="M15.575,18.925a.375.375,0,1,1-.531,0,.375.375,0,0,1,.531,0"></path> <path class="a" d="M19.086,17.71l3.688-3.688a1.624,1.624,0,1,0-2.3-2.3L16.79,15.413a4.061,4.061,0,1,0,2.3,2.3Z"></path> </symbol> <symbol id="close" viewbox="0 0 24 24"> <line class="a" x1="0.75" y1="23.249" x2="23.25" y2="0.749"></line> <line class="a" x1="23.25" y1="23.249" x2="0.75" y2="0.749"></line> </symbol> <symbol id="show-menu" viewbox="0 0 24 24"> <line class="a" x1="2.25" y1="18.003" x2="21.75" y2="18.003"></line> <line class="a" x1="2.25" y1="12.003" x2="21.75" y2="12.003"></line> <line class="a" x1="2.25" y1="6.003" x2="21.75" y2="6.003"></line> </symbol> <symbol id="previous" viewbox="0 0 24 24"> <path class="a" d="M18.53,19.168,11.561,12,18.53,4.832a.786.786,0,0,0,0-1.09L15.841.976a.736.736,0,0,0-1.061,0L4.591,11.455a.786.786,0,0,0,0,1.09L14.78,23.024a.736.736,0,0,0,1.061,0l2.689-2.766A.786.786,0,0,0,18.53,19.168Z"></path> </symbol> <symbol id="next" viewbox="0 0 24 24"> <path class="a" d="M5.341,4.832,12.311,12l-6.97,7.168a.786.786,0,0,0,0,1.09L8.03,23.024a.736.736,0,0,0,1.061,0L19.28,12.545a.786.786,0,0,0,0-1.09L9.091.976a.736.736,0,0,0-1.061,0L5.341,3.742A.786.786,0,0,0,5.341,4.832Z"></path> </symbol> <symbol id="wishlist" viewbox="0 0 24 24"> <path class="a" d="M17.25,23.261l-5.114-5.335a3.025,3.025,0,0,1-.567-3.492h0a3.026,3.026,0,0,1,4.846-.786l.835.835.835-.835a3.026,3.026,0,0,1,4.846.786h0a3.025,3.025,0,0,1-.567,3.492Z"></path> <line class="a" x1="5.25" y1="10.511" x2="10.5" y2="10.511"></line> <line class="a" x1="5.25" y1="14.261" x2="7.5" y2="14.261"></line> <line class="a" x1="5.25" y1="18.011" x2="7.5" y2="18.011"></line> <path class="a" d="M9.75,23.261H2.25a1.5,1.5,0,0,1-1.5-1.5V6.011a1.5,1.5,0,0,1,1.5-1.5H6a3.75,3.75,0,0,1,7.5,0h3.75a1.5,1.5,0,0,1,1.5,1.5v2.25"></path> <path class="a" d="M9.75,3.761a.375.375,0,1,1-.375.375.375.375,0,0,1,.375-.375"></path> </symbol> <symbol id="wishlist-add" viewbox="0 0 24 24"> <path class="a" d="M12,23.25H3.75A2.25,2.25,0,0,1,1.5,21"></path> <path class="a" d="M19.5,9.75V1.5a.75.75,0,0,0-.75-.75H4.5a3,3,0,0,0-3,3V21a2.25,2.25,0,0,1,2.25-2.25h4.5"></path> <path class="a" d="M16.5,23.25l-5.114-5.335a3.025,3.025,0,0,1-.567-3.492h0a3.026,3.026,0,0,1,4.846-.786l.835.835.835-.835a3.025,3.025,0,0,1,4.845.786h0a3.025,3.025,0,0,1-.566,3.492Z"></path> </symbol> <symbol id="wishlist-added" viewbox="0 0 24 24"> <path class="a" d="M17.25,23.261l-5.114-5.335a3.025,3.025,0,0,1-.567-3.492h0a3.026,3.026,0,0,1,4.846-.786l.835.835.835-.835a3.026,3.026,0,0,1,4.846.786h0a3.025,3.025,0,0,1-.567,3.492Z"></path> <line class="a" x1="5.25" y1="10.511" x2="10.5" y2="10.511"></line> <line class="a" x1="5.25" y1="14.261" x2="7.5" y2="14.261"></line> <line class="a" x1="5.25" y1="18.011" x2="7.5" y2="18.011"></line> <path class="a" d="M9.75,23.261H2.25a1.5,1.5,0,0,1-1.5-1.5V6.011a1.5,1.5,0,0,1,1.5-1.5H6a3.75,3.75,0,0,1,7.5,0h3.75a1.5,1.5,0,0,1,1.5,1.5v2.25"></path> <path class="a" d="M9.75,3.761a.375.375,0,1,1-.375.375.375.375,0,0,1,.375-.375"></path> </symbol> <symbol id="basket" viewbox="0 0 24 24"> <line class="a" x1="4.5" y1="8.625" x2="9" y2="3.375"></line> <line class="a" x1="19.5" y1="8.625" x2="15" y2="3.375"></line> <path class="a" d="M18.936,20.625H5.064a1.442,1.442,0,0,1-1.383-1.136l-2.138-9A1.484,1.484,0,0,1,2.926,8.625H21.074a1.484,1.484,0,0,1,1.383,1.864l-2.138,9A1.442,1.442,0,0,1,18.936,20.625Z"></path> <line class="a" x1="7.5" y1="11.625" x2="7.5" y2="17.625"></line> <line class="a" x1="12" y1="11.625" x2="12" y2="17.625"></line> <line class="a" x1="16.5" y1="11.625" x2="16.5" y2="17.625"></line> </symbol> <symbol id="basket-add" viewbox="0 0 24 24"> <circle class="a" cx="17.25" cy="17.25" r="6"></circle> <line class="a" x1="17.25" y1="14.25" x2="17.25" y2="20.25"></line> <line class="a" x1="14.25" y1="17.25" x2="20.25" y2="17.25"></line> <path class="a" d="M7.875,17.25H4.314a1.442,1.442,0,0,1-1.383-1.137l-2.138-9A1.484,1.484,0,0,1,2.176,5.25H20.324a1.485,1.485,0,0,1,1.383,1.863l-.3,1.256"></path> <line class="a" x1="3.75" y1="5.25" x2="8.25" y2="0.75"></line> <line class="a" x1="18.75" y1="5.25" x2="14.25" y2="0.752"></line> </symbol> <symbol id="edit" viewbox="0 0 24 24"> <path class="a" d="M9.11,19.13a1.5,1.5,0,0,1-2.122,0L4.867,17.008a1.5,1.5,0,0,1,0-2.121L18.125,1.629a3,3,0,0,1,4.243,4.242Z"></path> <path class="a" d="M18.125,1.629a3,3,0,0,0-4.243,0L10.7,4.811"></path> <line class="a" x1="14.413" y1="5.341" x2="18.655" y2="9.584"></line> <path class="a" d="M5.941,18.082a2.315,2.315,0,0,1-.065,3.247C4.971,22.235.747,23.25.747,23.25s1.042-4.2,1.947-5.1A2.314,2.314,0,0,1,5.941,18.082Z"></path> </symbol> <symbol id="logout" viewbox="0 0 24 24"> <line class="a" x1="0.75" y1="12.004" x2="16.5" y2="12.004"></line> <polyline class="a" points="12.75 15.754 16.5 12.004 12.75 8.254"></polyline> <path class="a" d="M3.306,16.6a10.5,10.5,0,1,0,.179-9.542"></path> </symbol> <symbol id="dashboard" viewbox="0 0 24 24"> <path class="a" d="M8.246,19.5l3.97-3.97a.75.75,0,0,1,1.061,0l1.939,1.939a.75.75,0,0,0,1.061,0L20.246,13.5"></path> <rect class="a" x="0.746" y="0.75" width="22.5" height="22.5" rx="1.5" ry="1.5"></rect> <circle class="a" cx="8.246" cy="8.25" r="4.5"></circle> <polyline class="a" points="8.246 3.75 8.246 8.25 11.428 11.432"></polyline> <line class="a" x1="16.496" y1="5.25" x2="19.496" y2="5.25"></line> <line class="a" x1="16.496" y1="8.25" x2="19.496" y2="8.25"></line> </symbol> <symbol id="basket-reload" viewbox="0 0 24 24"> <polyline class="a" points="15 18.75 11.25 18.75 11.25 22.5"></polyline> <path class="a" d="M22.667,19.483a5.572,5.572,0,0,1-10.74-.733"></path> <polyline class="a" points="19.5 15.75 23.25 15.75 23.25 12"></polyline> <path class="a" d="M11.833,15.017a5.572,5.572,0,0,1,10.74.733"></path> <path class="a" d="M7.875,17.25H4.314a1.442,1.442,0,0,1-1.383-1.136l-2.138-9A1.484,1.484,0,0,1,2.176,5.25H20.324a1.485,1.485,0,0,1,1.383,1.864l-.3,1.256"></path> <line class="a" x1="3.75" y1="5.25" x2="8.25" y2="0.75"></line> <line class="a" x1="18.75" y1="5.25" x2="14.25" y2="0.752"></line> </symbol> <symbol id="basket-remove" viewbox="0 0 24 24"> <circle class="a" cx="17.25" cy="17.25" r="6"></circle> <line class="a" x1="14.25" y1="17.25" x2="20.25" y2="17.25"></line> <path class="a" d="M7.875,17.25H4.314a1.442,1.442,0,0,1-1.383-1.136l-2.138-9A1.484,1.484,0,0,1,2.176,5.25H20.324a1.485,1.485,0,0,1,1.383,1.864l-.3,1.256"></path> <line class="a" x1="3.75" y1="5.25" x2="8.25" y2="0.75"></line> <line class="a" x1="18.75" y1="5.25" x2="14.25" y2="0.752"></line> </symbol> <symbol id="checkout" viewbox="0 0 24 24"> <path class="a" d="M.75,22.5V18a1.5,1.5,0,0,1,1.5-1.5h19.5a1.5,1.5,0,0,1,1.5,1.5v4.5"></path> <path class="a" d="M3,16.5v-4a1.94,1.94,0,0,1,1.875-2h5.25A1.941,1.941,0,0,1,12,12.5v4"></path> <line class="a" x1="5.25" y1="10.5" x2="5.25" y2="8.25"></line> <line class="a" x1="6" y1="13.5" x2="7.5" y2="13.5"></line> <circle class="a" cx="17.25" cy="4.5" r="3"></circle> <path class="a" d="M21.75,13.5a4.5,4.5,0,0,0-7.691-3.174"></path> <rect class="a" x="2.25" y="5.266" width="6" height="3" rx="0.5" ry="0.5"></rect> </symbol> <symbol id="delete" viewbox="0 0 24 24"> <line class="a" x1="0.75" y1="23.248" x2="23.25" y2="23.248"></line> <path class="a" d="M16.616,1.626l5.739,5.738a3,3,0,0,1,0,4.243l-6.486,6.486a9,9,0,0,1-12.728,0l-1.5-1.5a3,3,0,0,1,0-4.242L12.374,1.626A3,3,0,0,1,16.616,1.626Z"></path> <line class="a" x1="8.126" y1="5.874" x2="18.107" y2="15.855"></line> </symbol> <symbol id="book" viewbox="0 0 122 101"> <path class="b" d="M12.64,77.27l0.31-54.92h-6.2v69.88c8.52-2.2,17.07-3.6,25.68-3.66c7.95-0.05,15.9,1.06,23.87,3.76 c-4.95-4.01-10.47-6.96-16.36-8.88c-7.42-2.42-15.44-3.22-23.66-2.52c-1.86,0.15-3.48-1.23-3.64-3.08 C12.62,77.65,12.62,77.46,12.64,77.27L12.64,77.27z M103.62,19.48c-0.02-0.16-0.04-0.33-0.04-0.51c0-0.17,0.01-0.34,0.04-0.51V7.34 c-7.8-0.74-15.84,0.12-22.86,2.78c-6.56,2.49-12.22,6.58-15.9,12.44V85.9c5.72-3.82,11.57-6.96,17.58-9.1 c6.85-2.44,13.89-3.6,21.18-3.02V19.48L103.62,19.48z M110.37,15.6h9.14c1.86,0,3.37,1.51,3.37,3.37v77.66 c0,1.86-1.51,3.37-3.37,3.37c-0.38,0-0.75-0.06-1.09-0.18c-9.4-2.69-18.74-4.48-27.99-4.54c-9.02-0.06-18.03,1.53-27.08,5.52 c-0.56,0.37-1.23,0.57-1.92,0.56c-0.68,0.01-1.35-0.19-1.92-0.56c-9.04-4-18.06-5.58-27.08-5.52c-9.25,0.06-18.58,1.85-27.99,4.54 c-0.34,0.12-0.71,0.18-1.09,0.18C1.51,100.01,0,98.5,0,96.64V18.97c0-1.86,1.51-3.37,3.37-3.37h9.61l0.06-11.26 c0.01-1.62,1.15-2.96,2.68-3.28l0,0c8.87-1.85,19.65-1.39,29.1,2.23c6.53,2.5,12.46,6.49,16.79,12.25 c4.37-5.37,10.21-9.23,16.78-11.72c8.98-3.41,19.34-4.23,29.09-2.8c1.68,0.24,2.88,1.69,2.88,3.33h0V15.6L110.37,15.6z M68.13,91.82c7.45-2.34,14.89-3.3,22.33-3.26c8.61,0.05,17.16,1.46,25.68,3.66V22.35h-5.77v55.22c0,1.86-1.51,3.37-3.37,3.37 c-0.27,0-0.53-0.03-0.78-0.09c-7.38-1.16-14.53-0.2-21.51,2.29C79.09,85.15,73.57,88.15,68.13,91.82L68.13,91.82z M58.12,85.25 V22.46c-3.53-6.23-9.24-10.4-15.69-12.87c-7.31-2.8-15.52-3.43-22.68-2.41l-0.38,66.81c7.81-0.28,15.45,0.71,22.64,3.06 C47.73,78.91,53.15,81.64,58.12,85.25L58.12,85.25z"/> </symbol> </defs> </svg> <div class="loader__indicator"> <div class="loader"> <div class="loader__animation"></div> <div class="loader__animation"></div> <div class="loader__animation"></div> </div> </div> <div class="page__outer" id="shop"> <nav class="page__menu" id="menu"> <div class="page__menu-hook" id="menu-hook"><a class="cta js-noscroll" id="menu-show" href="#menu" title="Kategorien"><span class="a11y">Kategorien</span> <svg class="cta__icon"> <use xlink:href="#show-menu"></use> </svg> </a><a class="cta js-noscroll" id="menu-hide" href="#shop" title="Schließen"> <svg class="cta__icon"> <use xlink:href="#close"></use> </svg> </a></div> <div class="page__menu-list"> <div class="page__menu-list__inner"> <ol class="page__menu-group"> <li> <a href="/handverlesen/"><h3>Handverlesen</h3></a> </li> <li> <a href="/dossier/leben-im-oligarchat/">Leben im Oligarchat</a> </li> <li> <a href="/dossier/buch-in-der-debatte/">Buch in der Debatte</a> </li> <li> <a href="/dossier/heiter-bis-sonnig/">Heiter bis sonnig</a> </li> <a title="mehr Handverlesen" href="/handverlesen/">Archiv</a> </ol> <ol class="page__menu-group"> <li> <a href="/viel-besprochen/"><h3>Viel besprochen</h3></a> </li> <li> <a title="Bücherschau des Tages" href="/buecherschau-des-tages/">Bücherschau des Tages</a> </li> <li> <a title="Literaturbeilagen" href="/literaturbeilagen/">Literaturbeilagen</a> </li> <li> <a title="Monatlicher Bücherbrief" href="/buecherbrief/">Bücherbrief</a> </li> <li> <a title="Bücher der Saison" href="/buecher-der-saison/">Bücher der Saison</a> </li> <li> <a title="Bestenlisten" href="/bestenlisten/">Bestenlisten</a> </li> <li> <a title="Ausgezeichnet" href="/ausgezeichnet/">Ausgezeichnet</a> </li> </ol> <ol class="page__menu-group"> <li> <a href="/selbst-gelesen/"><h3>Selbst gelesen</h3></a> </li> <li> <a href="/selbst-gelesen/tagtigall/">von Marie-Luise Knott</a> </li> <li> <a href="/selbst-gelesen/wo-wir-nicht-sind/">von Thekla Dannenberg</a> </li> <li> <a href="/selbst-gelesen/fotolot/">von Peter Truschner</a> </li> <li> <a href="/selbst-gelesen/vorworte/">von Angela Schader</a> </li> </ol> <ol class="page__menu-group"> <li><a href="/wer-wir-sind/"><h3>Wer wir sind</h3></a></li> <li><a href="/datenschutz/">Datenschutz</a></li> <li><a href="/impressum/">Impressum</a></li> </ol> <ol class="page__menu-group"> <li> <a href="/buch/9990000000012/">Gutschein</a> </li> <li> <a href="/newsletter/">Kostenloser Newsletter </a> </li> </ol> </div> </div> </nav> <div class="page__inner"> <header class="page-header" id="page-header"> <h1 class="page-header__brand"><a href="/#shop"><span class="page-header__claim">Der <svg> <use xlink:href="#perlentaucher--symbol"></use> </svg>Perlentaucher unter den Buchläden</span><span class="page-header__logo" title="eichendorff21 – Der Buchladen"> <svg> <use xlink:href="#eichendorff21"></use> </svg><span class="a11y">Eichendorff21</span></span></a> </h1> <nav class="page-header__basket"> <a class="cta" href="/basket/" title="0 Bücher im Warenkorb (0,00 €)" ><span class="a11y">Warenkorb</span> <svg class="cta__icon"> <use xlink:href="#basket"></use> </svg> <span class="page-header__basket-quantity"> </span> </a> </nav> <nav class="page-header__account"> <a title="Einloggen oder registrieren" class="cta cta--minor" href="/accounts/login/"><span class="a11y">Einloggen oder registrieren</span> <svg class="cta__icon"> <use xlink:href="#account"></use> </svg> </a> </nav> <div class="search"> <form class="search__form" method="GET" action="/search"> <label class="search__label"> <input type="search" name="q" class="search__input" id="search__input" placeholder="Such dein Buch" data-placeholder-focus="Suche nach Titel, Autor, Thema, Genre, ISBN…" autocomplete="off"> </label> <input type="hidden" name="keywords_lang" value="ger"/> </form> </div> </header> <main class="page-main"> <div id="messages"> <div class="alert alert--info fade in"> <a class="alert__close" data-dismiss="alert" href="#"> <svg class="cta__icon"> <use xlink:href="#close"></use> </svg> </a> <div class="alert__inner wicon"> <p> Für statistische Zwecke und um bestmögliche Funktionalität zu bieten, speichert diese Website Cookies auf Ihrem Gerät. Das Speichern von Cookies kann in den Browser-Einstellungen deaktiviert werden. Wenn Sie die Website weiter nutzen, stimmen Sie der Verwendung von Cookies zu. </p> <a class="cta" onClick="document.cookie = 'cookie_consent=1; expires=Fri, 31 Dec 9999 23:59:59 GMT; path=/'; $(this).closest('.alert').find('.alert__close').click()">Cookie akzeptieren</a> <i class="icon-info-sign"></i> </div> </div> </div> <div id="content_inner"> <h2 class="page__heading">Wer wir sind</h2> <section class="page__copy legal"> <figure><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEA8ADwAAD/4TCFRXhpZgAASUkqAAgAAAAGABoBBQABAAAAVgAAABsBBQABAAAAXgAAACgBAwABAAAAAgAAADEBAgAqAAAAZgAAADIBAgAUAAAAkAAAAGmHBAABAAAApAAAALYAAADwAAAAAQAAAPAAAAABAAAAQWRvYmUgUGhvdG9zaG9wIExpZ2h0cm9vbSA1LjcuMSAoV2luZG93cykAMjAyMToxMTowMiAxMzoxNjozNwABAACQBwAEAAAAMDIzMAAAAAAGAAMBAwABAAAABgAAABoBBQABAAAABAEAABsBBQABAAAADAEAACgBAwABAAAAAgAAAAECBAABAAAAFAEAAAICBAABAAAAaS8AAAAAAABIAAAAAQAAAEgAAAABAAAA/9j/4AAQSkZJRgABAQEA8ADwAAD/2wBDAAQDAwQDAwQEAwQFBAQFBgoHBgYGBg0JCggKDw0QEA8NDw4RExgUERIXEg4PFRwVFxkZGxsbEBQdHx0aHxgaGxr/2wBDAQQFBQYFBgwHBwwaEQ8RGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhr/wAARCAC1AQADASIAAhEBAxEB/8QAHQAAAAYDAQAAAAAAAAAAAAAAAgMEBQYIAAEHCf/EAEEQAAEDAwMCBAQEBAMHAwUAAAECAwQABREGEiExQQcTUWEUInGBCDKRoRUjQrEzUsEWJGJygqLwQ5KyGCWDwtH/xAAaAQACAwEBAAAAAAAAAAAAAAADBAECBQAG/8QALREAAgIBBAEDBAAGAwAAAAAAAAECEQMEEiExQRNRYQUiMkIUIzNxgcHR4fD/2gAMAwEAAhEDEQA/AKTsuAtgj0rH1fy1U2BSknKSRQvPWU7SrIp9ZlVNC7xPddi+Os+QnHHFJ3x8+aLbkqbTtwNooKnSo9KpOcZRSLxi0wwAZ9RQx2yKI3n0re88c4pcJyOkVX8ofWlKX0oHJA+9MgJ7E0IAnokk05HUbYpULyw7ndj58Y0OqxSSTKQtQ2HIApEG1nok0exDefXtbSSaiWac1SR0ccYc2C88gdK2HyTTh/AXA3uLqQQM9KSCH/mUKpsy+xKyY/DAJkLSoKT1BzRxuMhR5cI+lbEVofmcH60NLMZOcqzVlHKvNHOWN+LAJlOr6vOe/wAxrBuUf6lUvhritrJ2FXHpS0Tmkj5WKusb/aQN5K6iMyWVqxtbUftR6Yr54DSqcjOUSNjIH71nxElR+VvHPZNd6S9yPVl7CRECQf6QM+po0W1/+pQFHgTV8hKh+goYiTFglS/rldSsMfZkPNL3QQLWcDzXKM/hzCR8zvPuaH/D3cnzHUJ+prfwjSc+ZJR9qn0kv1I9VvyaEeIgAlzcfah/7onoCf8ApovbCSeZGfpR0duK+ohvcrHrmrRgrpJFXN1y2AD7Kfyt8/StGSgcJbH605JhMgf4Y+9bEVsH/DTx7UX0Z/AP1Y/I1qlk9EJFFmQ8T8gP/tp1fAbaUptCd3UcU0LuL4zgITz6UOa2P7mGhLerSBbpa+m/+1aDUlQ5z91UmVcZBH+IAPYCilSnldXV/rQ90PkKlL4FnwbxPzFP3NDTE2n+YtP0NNZccV1Us/esSCcE/vVXOHsWSl7jAXkq/MigL8tSTgYNYh1bqwk7T9U0e6yjYSlPIoSW9Wi17XQkSkFPXBrYQOpOKE22koJPUGtDbnBBND20XsEEo7mjAWwPy9aVxLcuS6kBtSUK70JULIUY5KlI/MCnj9asqKtiZLqf6UfrRgdWT8rf7VtLUlIS4pshkqxu28Z9M0sQMUzjhu6YGclHsToD56Jx9gKX25qQpawFhs4zkqxQQMJ4pvU2Q4U+vrV53jp9lE1NUP0iGQ2ouzGs46b8017Gk/mfT9qSLZIGRwR7UHbg0KWT4LRx15F+Yo/9RR+gpZGjsPo3pSrGccmmZKSakMVGxpAA7UbA/UlygeW4R4YrgwmQsZQk5yOefSnVEdtP5W0A/SkUIfzRinI1pxhGujKnkk32BCQOQkUIgenFZ9OK0attoomxou7jrQC2XVNg8EA00fEvr/M6sj3UakM9gvsEJGVZGMmo+slHROT3rJ1Ckpmvp5RlACkKWeST9TQglWSOM1iXCSNo5z3rb5Ww8ttfKknnFJjRrYrin20slLIX6mmdnLmO2TipJEZ8hpKOTjuac00LlYrqJVGhRjrQSPTmh1rFalGfYndBPGOtR+S3h5Yz/VUkUkEU1XFtKdigAConNJ6iG6N+w3p5VKhnUkDqaL3AZ45o2Qggpx3GayJH8xxYVzhBPWszm6NHirCN3/maNSSr6Un2EH8w/WliEANNn61CdnOkRmOnDh47UpV0P0otngr+tGHoaagqjwAk7YQwNyFj3pXb4HxMhLZUlGehVwP1pLFGdw96kVjt7sq7smE9s8pQypQHJ9AD1NLSaUbCq7om2irI7PbMe2uxm1hWPPUgqKz3GMe/WuiM+DIIM2UtT0gpyVBsJT+g609eGmnFvvB6I20hAVlS1AAE130WuR8IGltNLJTwUEYrIeXLNvbwjUjhxQS3cspBqjTblhuHlSmWzBkrS35oTt8o57gdR+9QiXFMKY/GK0ueUso3pOQcd6tZ4r6YVIgrEtjywMkKHQHsarBLt6YzMgSCtE9DnzJJ4UCeCPt/5zWjotRK6kIazBGPMRvFEuowsK9ulHs7dyd+dufmx1xW5flhf8kqKM/Lu64962ZpNGVj4Y3h9TGcpQ5u/wA4ziscKlNJe2pTuUU4SnHShlp9aUfDJWo5Odg96G4y+IgS6lQc8wnCuuMVmuMrH00AhoC3UpV0Jp/aTtHAAHamKKhTchvcMZNPqCelP6RVFiepfKQviEJdFOQweaaY3+IinMGtNdGXPsHWHoc9a1mtbqkqaUPlNRvbuUsHslVSNasA1HUf4hPsrNIaldD2ldWEjagp+Unn1o27YRcHwEgjI6/QUISYiTw2VH60dcZTTUtxDzCXHBjKsD0pGUVt7HlJ7uhPFUChGAE/P0/SpQnt0PFRlpxL2xTaQgbsAfpUsgwZNwkNRoLDkmQ4QEttpKlE/QU5pemKap8oLzWV1vTv4etUXhKHrh5NraUAoJd+ZwjjnA4/U1OmPwuRS2hL17kl5S8ZShITj6YznFMPUYoumxaMZexWhQ4pquX5W+O5ruOsPw/al0+ZMi0squ9vayregYWE+pT3+2a4pdQWnAC3sIJBSR0P3oeScZ424sPj4mhnkMLe2eUnOE88gc5NbhR1sOKU8AkFsjqDz9qDMWW0tBGQSnJIPvQYCluOr8wqI8s4rMVb0aPOy/AnMNfUlI+9KOENtpzyByRSVhl+S5saClKxnk4/vS1TSmUtIdHI6jPvVYuN8BGn5Iw0fmWPejD0OOtEtHDq/rRxpqH4gJdgLeAXSD0KhU3stml2jU1uYkEJizm0ymVHnKSkkc+tQaIAXXATtHHNdQtk9N6g6XjIkpdkw3XI+0keZt+XYSM8ADIHFI5fxGYVuO/6WbusKOlNquDUSN5WChMPzipXfJJwP3pcrWN4jIeKnVoTHKA42BtCiOCSOdoPoKcHNQPaS09EjRIivLKEqW4hrcc47456+lN0mRDhadkOrWhBuGHHRJiuJKSDzhZGOffmslm1CHF0B1LMus60mPOiRFxX0FXnxVncg4ONyVc/fmqraiWF6oltJypSSgJOeOEjI96t/c5kS8+H65DSf97ajbm30nJVjjnHX/XNU3mSA7NfeWgh5x0/N7dP75p3Sx3yM3VfYqESxsdUPegPflH1pXckNomfylbkFpo5z3LaSf3yKSPn5Bgd81vP8TESuVhHxUmOgfCuLRuUchPOaCt59yMpx9Sy55gGT1IxRjMGTcMtw0FbiEuvKG4DCEJ3KPPoAT9qTY/3RfIP8xJ657Gs+TdjyiuwyIol5vJJO4dafk4xUejcOoxj8w/vUgQad0buLFNUuUK4xw6jPrTp19qamAQ4njuDSyQ8gDYtZQSCeBnj/wAFaLkoq2Zm1ylSFCnEIGVqAFE/HM87VFQHUgZFMwV8SlYStO4n5VK9MdMUBcV9B/kPNvhPOGjz05yOtZ89ZXSH46NV9zH/AM5DicoUDTED/MX/AMqv7Gtl5KlApBXlOdpPIx1x7VtaUodODlKkkgexBoU8/q0Ehg9K+RrBbz/UaX3raLi9uCs4T0V/wj2puC0ZGGx+ppxvSgLi7lAzhPXPoKT/AEf+P9jv7L/3sPGitNy9WXeFa7W2VPPP4J67U/LlR9gKv/oTwy0v4WWITJy2USAkGROkHBJ9Ofyj2FUB0VqKdpmWq52h9USUwCUrQB7etXC01o2++NWlrdO1vfZEVp1IWqHGQEoUB0JHY4qJzahSdAXDdktoV6u8eVS5a7L4X2ld7lcpVKShSkJPHTjnv144BqCr0n4lxCi5SdQrhS1KLnw5UohBJzjvVodOaJs+kbc3C09b2YqEoCVLCBvX7qV3NJ7zYFvBalJCgRyKQySaXA7jxRf5Fc2PHLXOlZ4jathMy0KJwoJS2gpHooYH2OK5Z4xt2HUgOqdJqDW90InxiQClahwoD07cVYrWOk47tklh9GUAEjI5QexFU+1JIjqafjoZDL6FqyRkb08YBHTgg8+9MaeblygWXEoyI/FQl2awhYBT5Z69O9OklhpuOstpAVjt16U0wFYnM7/y7DnPTvTvMUgxnPLKc7T0+hqJt/xMQ0UvQkMFnVslqU6kkeWfzfaj7gUqk5TjacUjtO8SVeaDjyz1H0o6YcSEgD07UTH/AFW/gif9OiINkeaujzzTepzK1KScZNGNuhIOcg+uaZjmS4F3jb5Do5w64Kf9KOOx9RxH44KltqJ2juKYIyVOuKUnp3Oeldl8PfDS4fBN6lntOtRw802wkp/OF7srI7D5ePXNQ6cGyL2yS9zvdq1ZEvtshowC+AQW8YIPcU8XK4vsWltM1pBYcISEHnYDxmmJzRLbrUeVbHfg5ScYWBwfqKDqCJqeNanUzFxnGAOXE9SKx9t+TSjmcVyht1xrS16Z0G7HYcbD725LaR1Wo8DPsOTVW7lISqedrxfQMIaOOcDoMVLfE+zTmIESc4h59hLwS69j5GyoHak+mdqv0rmjj60qQtJ2kJISRWjpmsSbE87eZjrvC+hBx360TIkNoATn5vQUmgrJ3DsBRcpJ+IJPfFPyyv09yEo4v5lMMcUlxlPUHd2GT0pW1bXfhHFr/lMkhWV4BOPbPvSNt8IHzAEnof8AKK7B4eeGVx8Wg2xZohgQYrRS5MeBLZV6JHdXP0FIuafLHFF9JHJE+S0sbVrVjvtp0auDOMqVtx14q0f/ANH8CLFSt26SJDoGVfLwTXFvEXwre0C75ycyoKv5a1FJBbUegPPQ46+tTh1TxukRl06mrZDo9yYKiUFR2nuMCn/Rmkbxr29fBWdJDq1He8SdrSQD/wCfeoXDRl8ttqG1Z4J/vV1/wzacYh2ZuQEBLridziiBkncr/QCr5tVOceQeLTxhK0c7a/CZqVqOHILzMmQMFKFfyyfoeg9OfXtRSvwl6wcT5zC4kZ/buUhT3yg905APNXwgspCOAOKPltJU306Ukpyoa2qzzb114Cam0OlMma2mVEATvcj5c2k9e2cZ74rnEqHIYK0rbW2f6fMGFBOMAV6Va5gNzrRKjPpGxacZIzgY5NecurGHGtRXLzX1eRHmlgFQIAI5HPToPrRcU220weSLRFnVKYcKCEcf8IpdenVJnrAA/KnqkHsKHOmlRSuGhAAwlWUCkL93l5IcUkK/5RTPCi02BVuSdCuC7uYIPUrx0+lelXgwltWjbbg5Hkpx+leX5nOlYUXDntV5PAPxDvf+xDEtFuhJs8RpLTkyZNSyFOJGClI79OtK5PuqhiKp2y2CBkgJHNMVx1BA+LXBjLMuWkZW20kq2j3IGBSa0axhX6I4GVqadQhJWgJOcEZBB7gjoRTFIsc4uPIgTJFshuOJWRBQlpbgxylSiknBPcEHjqKA6QVJy6G/UQckMrT8KsJcyP5icDpVT5vh7G1X4lyrC86uChRU/vQnJCNvIH3/AGFW8uVqfbtbkdtyQlJSQVOOqcyfXKsmuOaYmSbL4hWuY603uddVDkeYnoTwk5we5/eqRyuEqXkK8W5JvwVd1PY5OjNS3DTj4RJaiS8pfSjlYKTtVn0KVA4qKXiUtUpQQpSUNjaADwfWuwfieQtvxLdf2iO47DaU8lBwCrKhnH0A/SuLBDa2nHXlFRA4Tnkk9804oqbU/Iu3suHgTsS3Yrm9lXlqIxn2pS5LXLWHHMbsjJHSm9fJznP1oxkBRA55ParR4dlZcqiLlWDQ0ZVjjNbSgZ6c0alODxUKLZ247D+Hzw+Rr/WjUWawVWWAn4qaey+gQ3n3P7BVX2k2SDLt70JTDaGXABhKQMEflI+lUw8F/HnTHhdp421/T096ZIcLkuYy8hRdP9ICTjAA6DPc115n8Xuilbd9uvSfX+S2cf8AfRtr20hCW5zs6SLMpk+SpIBbOMH+9ItWxRMs6oqWzvXgKI7CpgiTHv8AaoN3ta/NjS2EPNKA/MhQBSf0NI5MXzmFFSSSBwjHJPpWfKDi6NCE9yOaQ9BxdaaR1pYHm/5Ko8dCHkp3KQ8ncsYHcj5eP+LHeqqa98ItReH2ZEqG3dLOrHkXJhKls4PTcB+RXsr7Zq9myZ4e+Ht9uLLKJl2Q1InFtP5S5tylJ9QkBI98cVSe7eP2t7my+ymdHgtP7vMRGjJAVnqPm3YH0rRwxWymJTcvUuPRzCHMabWfjo5UgIwnySlBz6ng5pwcZtsiI860twvJxtSVAEfUY9aaVYUolXUnk0bGaStQz0zjriieo4x2tWi7xqUlJOiYeE+iWta6qYjz8m3sqSp9ION+TgJz2B7+1ekGhbZAtlvYhWWOwI8dAQEsgBKQO3FUx8F9IpjIgz2XFuRrxFHyIykh9tSgtG7PBOP0NWLtbF+tpTPdslntrcdOG1x0rDiEd9ygcK78Y59utZU+ZWaMVxR2q4usw4jj8ryo7KBla3VhIH3NVu8cI9p1Fp+ciDLjvuFtefKWF4UBlJ498c10a436fqX4KKz8Kg/CJdUmQjdhZyCRkEZHv61Bdb267os8mTqeTDnoYaWWHGm9i0ZHKTgAEYA7VTt2i6i0qZSnTaIC1qFyUpsocGVJ5O09Rz9P3q3vgHq0NW96BbYbl0ejvLOUKS3tbOFclRAz82O3Q1W3xD0hG0lcLZAjOIdkvxW5jzmRgecskIOP8vr7+1SrwUucmZqFqx299UUS21tvOHCleanpjj/L+uCaZm04C0Yvf2egFgv7Uwlp5pyHJUM+S7jd9sHB+ooGpLwiOktPXBu2Rx/ivqUkK+gKuB9ea5y5bH7A1bXkSZboNxbU6XHC5tyCNreeUjP7cdOkgtTca6yLnGui2nlGQshuQAoFtQHy4x04PHSl93gY2N8iK7XG03O1uKs8wy23EhISy8XVOE8d+mfXp3JwKoprKx3WRq+8wIkV6Y45unOJjpKkttoRlTmccbRxu9/evQudZ40C3zHWS0UqYICUABPY/wClU81LqKw6Yt+u1X6YzH1CmP8AC2+PhYdeC+FJGMfLjrn24qccnGZEoJwK3xZqJCUo2fzUnKnN3UemKIktl9bqkHHlgcn6UymUsqUoqJKjk89aUsXB1pl5tsgecjaoqSDx7Z6HjrWhKdwpdiUYVOwW/BwauT+EMM3rTrzC2kKkW2U4GnVpSdiXACcA9855+tUzYbZWhanpBbUlSQlGwkqSTyc9BgfrXcvBrxUm+F2vHWrk6JNmlqZjuvJ+ZCUhIDSwRx+TFLSjJoMmk+S9KGGLfqi4JkyAx/ujZC3VY808n5fXHTA9Klsaa6ywTJWvylBPlZRyk/T06dea5hf7nOiXCFqFiSh6ySUAfEtJLqmkkEghHfPTrxmpX8UbpbW27Q2t1ax/jTl4yk55DaDjPPf260sn4G9jaTXQ+z5bk1lwHbuQMgp5GK4r4iQDa3FzoKi1JB85Ck9UrTyCPuK6+0w1a7amMjaHMHeQkJ3KJyTge9c+vFqe1ZdXYsdIWnAaB9SahxsE5qJRvX0K/IW3dtRCS6m7uLeZlvKK/PAUUn5vUEYx247YqGIfWyAW1EEirZfiYhQYr+mtHwtpj2aIS8vH/qOHKjx7AH71Wa4aZkMLPwxDifToa1pY5uKkl4EI5I202R7mldvaK5Kc9BzXU/CXwtjalbul31DcIkOPbSlKIrq/5jyyCQQnuOMe5NWk0t4WWKVpeI5etLQIEhQJU65HQHNvbIPQn35FKuahLkYaco8HnHgZzW+1azzWx1owMGFfqKObVSYdqNSelFToo1Rfn8Keq/494ZN255zfJs0hUcgnJ8tXzo+2CR/013QtIWtCikEg/pxVHvwhan/hevplleWEsXeGfLST1db+Yf8Abvq8qOcULIqYLoKlMNSojzDyQtl1BQtJGQQRgjFeX+tLC5pbVl6szqcGDMdZHGMpCjtP3GD969Q1JIUopOM9e9UN/FZYVWjxTdnYSG7rFakDanA3JHlq+/yA/eiY3RVcSOHkfetNrKU+/JrCeDmsQQFAkgbecdj7VE+ehiDRYvwQ1ta1MWmxKhyUXRme7ID+QW1oKDlCec7gOwHODz2q0t2vjT9vEaIhIWtPLizgkewOB9686LYuW+5ak2+Q41LQ9mK4j5Ay7uBHzevQ9zyKt/o3VMHxUtn8L1O203qmyBLUkJ+UuDHDifYjqPX7VnZE+0aGFx3JM6Y/JiwpdtfalNR1NRwh4PKRgnIPAPXjPT9aaPGO9BnQtxnPRS42w15i8HCFgDoFf8XT70qkaFs7iIzs6KChgZwVZB78jvXEfxP+L0M2WNo+0KbkOOgOSglXDSR+UHHfvj259KHFNug+WUUvtOG+I3iAvXmon7yqCxbgplLLUePkpQlPCck9T154pB4a64Ohdd227PpS5GRISmTuGcIzgqB7EZPPpkd6hyUrWltx1RQytR+ZIBPHXjPvRZQAePmNOJWqEG+bPT3UF6iz02oplIYCimRHeWtOxRwCOvB4UOKdH7rbbQy5dptwZcecXx5KdwHGAlKU5Oev61TTwu8cYTtkt+jPEZLb1rYcCY0xYO5tPICVK7YPQ+9XQ0rAtEW3IMN9tcTAWgk78nHBBPtS0oOL5Gozi48sVR7kmfZnJlwYdhNlsqDL6Qkn0JTn9uteefj5Nj3bUa7jGGEvyHEpOfzBCUIJ+m5KjVpfFfxCkaqvTelNCyUeWglFynoOUsjukHpuxn6VTzxautql35m2aadS/bbS38Oh9JyHV/1KB7jI696Nii91sWnJNNI57j1oQAHatEhIrQV96aaAg80pafcbStKFqSHBtUkHhX1FJc+2KUwor019DUdJUsn9KtFPpFZPi2d68FfGjUFpdh6TeQ7dY7zoaiMkb1BRP5MHsT+lXM0tru0zLO3NekNRVAY8hPDg9tvXP2qjvhRYnG9bWGFbFI/ia5jTnnrP5FBQIP0z/ar2aj0NY7K9IuwuUe0fFOFxSJEhLTe7GVYKiB6nH1qubTrHTfbBY9Q5txiuBC9eJd6mJXDaeYipGEB0YW4T3I7fep7p21MaYs8i43MhCkNredUr+hAGSf0Fcwsvi34c2S5Qok3UUSXKkOpbbMRCnm0qJwFKcSNoHvnjrUq8d9Siz6HVFjOJL91WGkYOctj5ln3GMD/qoOKG+aivIXLuxQc5lUNa3NzUupJ9zlbSuS8pz1wD0H2GB9qjc+3IMF1xIwUkGnR9A3bhkZpJNksoiuNjcsqSQT0SK9NKKSowI5HJ2dL/AA4xLZKvFwa+AS/e22g7GkOlPlstg4UcE53Ekcjt6d7BC+RHJr1uir/i9yYALzbahsYz03nonvxyapDblyo7yXIDzzDnI3tLKDg9RkU/2e+XzTBkqslwfgKlJAf8tf5wM4z9MnnrzWRl0ssknJGpj1MYR2sq2s88UIHvRajnrW0K4ANKDgYBRiTzRfQ80JKqIVaslnh3qE6X1vYLuFFIiTmlLI/yZwv/ALSa9Q2HAtCVIO5JGQR6V5KIWQcg816i6TvjLuhLJeJrgaZXaWJTzijwkeUFKJ/eonykCa5FGtNdWHQVs/iWqri1AjE7UBXzLdV/lQkcqP0FUh/EF4w2bxWuds/2ft8llm2pcQJMghKnQog/kHQDHc9+1Qzxd8SZnihrOZdH3F/ANrU1b2CeGmAeOPU9T7n2qFNpwQT3qYKidqXILBNS/wAMbfJuGt7Y3b4AustjfMahKAxJLKS55ZJ6BWwjv6Y5qKYxUg0TrK5+H+o41/08mOq4x0qQ38Q2VowobVAgEdQSOveiSXHBKCdR3qbqO9Sn7mpEOKzJcUpiOlOGA47lW1ORvVlXfk45IA4evDGfeIeubJKtL7/xs2QI0VbwIRIG4JKVHnjBGeuMdDTNrjVTWt79PvqrRHtk2Y8hb7UZZ8vcEYUQk8jcobj15PXmi9MvXlV/sQsz5akQn/Ph84SwvIJWc9sgE/SkpdNjUE20kW019r+azpG+SXbi801bUKjym0ISjMhSU7Gkr5JB3pJIwcHHBzVIXX3pb6npK1vOuK3LWs5Kj7mrH/iIbVp7T9h00xMVLylVxuEngfFSXFHKiB9FHHYFNVtVvR6lPeh4kmrCStUmKErwgpwDkY5HT6UEkUEH5Qe1aUe33plAuzSlc1Ibbr7UdshpiRrvLVCbGExnHVKaA/5Scfao4pBIymgHI4zxV++yjJTdfEK+XWKuIuQiFDcGFsQ2gwhQ9wn+1RfjHTnPXNB571vA25yc+mKkr0BABOTyPShJ4HQUH9qFnj3rjuw+NGVJeDaMj1I7CpnAjosrBUpva6U5+YYJ+lNmlWEuR5ju0FaHGhn0BC//AOD9KVzioSF7sgADaD2GBT+CKjHd5M3UTc57PCO1/higG5+J0CQ+N6A8QSR3CFK//WrteJfhnaPFDTEi0XtoJd2kxJQSPMjO9lJPpkDI7jiqm/hCghWp4b5GdpfX16fyynP/AHVd6VLRBiPyXztaYbU4s+iQMn9hS2rf3RXwW0v7Ne55p6N0FcLhqiJp1tXlXKdc1W0r28sISoh5fsQlKiKsJ40zGmdQwtPW47LbYILUNpGckK2gnn6bB9q4Xb9UzLJ4i6f1nGQpbxupkvpA+ZaHHDuR90KIyamF5u0i8XOZcJait2W8t5R9Cok4+2cV306G6cp+xpfXpyhHHi64X/YgkZJx1I5pnuWFAIRneSOB6UskPYBzwetJ2m/NdK1YzkVuSVo8vje3kcbdBS2hBUMEjk5ouWBv+bO0cmlqAsNpI6Ckcxs+WVKHBITwfeqVSO3XIq6ritINYqgpPNebvk9SH5oQ4okGh7uPerJlQxC8kntVt9e+JDNk/DRpa1x3/wD7ne7YzFQkK+ZLKAA4r6fKE/8AVVRQdqeO1LJVzmXBiG1NkLeahs+RHQo8Nt7iraPuon71NlHGwDGCcjpSkEGkiHEtjGCfWjkupVyk0WLSKtCjvW+1HWyBKu0lmLb2HJEh5QS222ncpRPYCu+6P/DHMmW1y4a4n/wNtYCWWWwFuBaiAkq7YyQMD9amU4xXJ0YuTpFdXEr3lTX5iORjrTxoe5qtepokpasNKcDLxPdCzgn7cH7VYSwfhHmXaZvOqYSYSHSguoir3KOM4SCRk4688VM5X4XdD6UjOXG93Kfd22EZejh5EcLdChk56gbSOM9uvNAkoTXfYWMpY5LjogfiDF/iujbmJe1zyI5caUsZKPLRxg/QYqsm3I6Vf+HC8NvEKwO6dbW9AnrbLTrMda/NxkY5O4KyMfXnpXKdYfgxusBmTM0hfGJ7KEFaWJjRZcCQM43DIJ+yaW02P0002NarLvkvtaKokFBxWjya26SHCDWs5pkCYVYTgftRR60Ogd6sijMxmsJxn9qytZqSjMIrOnPetc1vHHHWuOolWinAXbiwrHzxwsDHdKh/oo07XxSC6jYB/hAHPPQ1GdKSRFvsXedqHtzKs+i0lP8Acj9KlhbSptTjiQpWcHIzjNaGGV46MvPBrNuLPfg9jb7gpwBP8qE8T9StAqwvjdexYPCfVkwr8tSreuOg5/qdw2P3XXC/wcoabevCVLBdTHAQAc5TvBUfsSn9aefxqalXbdCWayMrwbrcAt4A9W2hu/8AkUfpSeqd5P8ACGNFG6+WV9s8ZL5ZUpO5LSQRn16frT06vy+TgoI6e9NWkgXbOh85+fgE9CB3/vSq6LCWy02dyyOT6Cnfp+P08Cb88lvr+p/itc1HqKS/5ELklL8j5CSlP6E04xkIXkH+1NLEZTawc9/SnhhtATkkk49K0keebrgcy4SyhAwAkmmyc787SOpUrOPpRb7/AJSFKOcfvTK/OKp7SRzwogVD4RMeyvij/agg81iq0OteVPX0GA0IdOaL7fWhA8AVZMqG/wBNHySwXlGGhxDIACUuKClZwMkkAdTk+3vSZCFvOIbaSVLUcJA7muq2LwWnSIzM6+SkRYhSFLAODg9iarLJGHZeGOU+jmKcLJ9vfinrTel5uqJgj2xHyhQDjqvyIHuf9KmOqn9I6Uss216dDF3uk3DapJ+dMdvIJ2n/ADHGOPWugeE96sadKRhFZQ3IZwiQhRx/M7qJ756/t2oc87UN0UFjhuW1sm/hxpCDojYm0toeuOwb5bre5We+B2HtXTrNqlM26SoF0uQh3J4BMaYwlOWlAE4AWFJSSD1xz0qFsanhKP8AJW2nenChnI/anXT7Nqt10XdEXBVumTU7QqQ15jGeOUq42nj159KThlblchmWOMY0iYWnQkWRdW1X7Vl4vVyfQfKfH8hSUddiVjkDnkJx3qYxvDDSkeQmQ5aGpslKPL82YpT6tvp85Pqf1oyBNgQmkSSVypGwhT3BOPY5wB9K434sfiqhaHf/AIZp63N3O7DBc817DbIOfzbeSrpxkcU3FW+AE8uRrl/6LFQoUa3shmDHaisjohpAQkfYUa84020tUhaENAfOpRAAHua88rp+KvxDv7i0i6MWhjONkCOEED/mVuV9wa5TqbVV81BMe/2gu8+5lKzj4qSt3H03GiJc0DeN7FMbNQRm4l9uUdhaXGmZTraFpOQpKVkAg9xxSADI5rSj81CH7+9FQNhajycUChK4JoHSiIoYVZ6ZrZIHU4oH/nFKIcUSnfJKwhaxhBV0KuwJ7Z6Z9aizqE+4GsBoxxhbLim3klC0KKVJIwQR1FYE11nLg224ppQWg4UlQKT6EV0SI2udHWcDe8A5t+oCgP3qBR4i5Cw2jG7BUMkDgDJ5PsDXVtJQxFtNsuV03Mx5mW2XTgpJbVsV0Pbjr2IpzTcypiOs4imjtX4YLsLPqq1oUdjcxTsRzP8AxI3J/wC5CR96Q/jWva7h4h2CzNHcmDbQspHXzHXD/ohNR7TEtNmeTcLcsrMOQmQ1xg72nM4x9UkUk8Wro1rrx+uU6IsPQGERVNKHI2pYbUB/71H967VY7nGvPAPQ5FFSb8cjlbmRbLZFhoHzNNAE++OTSZ1Dil7s8qzk96XEpbQrODjrx1pLtU6rfkpQOfStSKSSSMecnKTk/IUhlKclw8mlQeSg/Lk984xQEgL+UbRzngUiuVxbhIxu+YjH/govQOrE1wnrKyCeO+T0qKtz83xkLJKSojI460ZKnqcyTnk96Zdym3kvbeUqChS2STG8cElyc0IreB07UHNDFecPTMwChAZ7c1oUNJ5q6RUlWiIzZmuyFI3qZ27M9ie/7V3mWg6p0s9bHXQA4j5R0KTg9MVw7QshplyclwZJSlQ+2a6Har2EyEBtxLK87QtXTB9ay9RJrKzX00IyxKzk120be7O4pMyA8UJ/9RtJUnHrkUkgPT7YsSISnGyD0H9X27j61ZqE8XhtXfoK1k5W06CAR6ZGf7U7TdRQoNvU7Lu1qtiG8gLZY804++2iRztrlAp6VRdplala2mt8pUuNIJA4HypH0NHXfxKvt2tf8KenKVBC920KUCR6HnFPXiP4gwNVrfZjWuG6spQ2ieqMG3AlKt3ygdCe5JJxxXNMU5jxxq2hTLlk3VknOvdS/wANRbRfZ6YKM4ZTIUBz2z1x7VGnXiScnJUck+9TLQvh/wD7bsz3FX62WYRNgCJjhC3SrP5Ujrj/AFqUK/DhqQqYdbulmdiOpKvNEhQwkAknBT6D1oznCDroCoznz2N3gg9Aevd4tN02JTdrc7FQ4pIOwqSRkZ6dR+lRPWunblpK/wAm23pGHk4UhxP5XEHoR/52rsulPBydpiQzcItzafmOp2rCMjanPT1I4HpTnrzw5nayjsBiMv45pB8tZ+bK/wDLn0OKU9VLJa6HfTbxU+0ci8HLMzftcwmZrLciO2CpaHE7knsMj7/tXcfxGaJtcLQsK6Wm2Ror8KWlDi2Gg3/LcBByAOfmCfp96b/AzwN17pvWAmai085CgqYILq5DRwoEY+UKJ557V3nxT8ONQ6t0Lc7PYmo3xsry0p890JTtC0lXPPYUwIvk86TyeBWsVY+L+DDX7yh586wx0990p1R/ZupBC/A9fF4M/VNuZPcMxnHP3JTRrXuUsqiRn29hWYweKulB/AzDBH8Q1g+od0s29Kf3Kz/apJB/BJopkgzbxepfr87aAf0RXNx9zrZRt2X/ABby0zSlElKQgSD/AFgcAL9fTd19c9aSPRXYrpbfQUrHPsR6g9xXonC/B/4YxsedBuEvHXzZ6x/8cVK4P4c/DOGw2x/stGkNNklAkOuO7c9cblHj26VRyiiefY8xG0upStbW4EAgkDsRgj9DUra1VLuWmLTYJSU/C2pchUZW1IOHVBShnGeuTznrXoHr/wAOdI2jw81LZ9KWO1W6dOiqQ21GjoSpTu1RQVenQ4JqlmovAzUulrZDmzoMpp1x5bawpCdgPBGCD0wruO1Hxzjd2Cmm1TQ+21SmIbjyEqcC0NvFKepStpKjgf8ANvpv0nbUQJ1zmJQtXmylBtSE8bdoIP0O4042th6CDGlDDrEZhpXzZAUEnpj60925geW7tAR82eO+RWxFbqb8GFKbhuS8ggjzjhe5IPXIomXIQjDDIyTwOaUSlFhBx8yj0FNUp9NrZMiQd7yvyJ7mj8IWSsNuMtu1Q8lSVLP7VFEMyLosrRwnOST2pexbZF5dMm4HajO4IJp6WY0COpxe1tpPU4xmqO2y/EeiPqsrEVrzZS8hP+bpUZmPKuDq24KQmMjq5605zpUnUj5THJZg54PdVFXMM22M3FjgFRHOOw9aDN2uBnGqfPZyChA9KysrzaPSAh1oYOOlZWUVAzsf4c9PWzU+u5Nvv0RMyKu2uqCVKUkpUFowQQQc9f1qIatnLserL3BhgfCxLlIYaSo5IQhwpTz34ArKyh5IxfaLY5yjJ0wKfES4x2i1EQlnvkHjPrgAUxT75PuuPjpCnEpOQnAAz64FZWVXHCKdpBp5JSXLER7UUeayspsT8ku8PNRQ9P3dSbhYLdfhO2R0icjcGSVD50j1q0ybLY4CS1Etfwhac6RZK2mz/wDjyU1lZSOp4aNLSK7smMC3NJQA2pY3DkqOTj0zRF0vDlkkRW4jY3PSGWNxPQLWEk/vWVlKxDZPJ3pKeaPArKynDODAKNSKysriAYoY7VlZXHBgoQ61lZXEnDbNZGr9dtSwJbrodubkt4yQrK21tuZbwD129PpxUH1Jrd97wiiInxGn303X4cuIUUBWAlRURycnd61lZVLbL9Dh4lxrZozQkmJb7TEcfmqYZ+JW2PMQXEpXuBxnIKzjmuS2c7kPZA6CsrK2/p34S/uYn1L8o/2NyXPLZddUkL2JJAPsKjtrH8VnB+ZhZ/pSeiR7VlZWpIykOM17MwRW0htGzeojqfaoy8hV9m+VJXsjtnhpI4OPWsrKq2Wj1Y53JCbRblqij8icJFR6LbkywZMpZceIJKj6elZWULIHxdWf/9kAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wgARCAE+AcIDASIAAhEBAxEB/8QAHQAAAAYDAQAAAAAAAAAAAAAAAQIDBAUGAAcICf/EABsBAAIDAQEBAAAAAAAAAAAAAAIEAQMFAAYH/9oADAMBAAIQAxAAAAHidZg61UlGDtjEyTdRIpaDg5zRjFHuNJxb1qh2qwBxWTGMKEu2qBVWngNBqJ0ZqaCerxeGEkDBXuXKdXobi6VmGRn6sdGjLryMGM2JRDKSeTEcs5CeBRIpA4UYFKH+MMjnpGxuI2FGSIVwMwzTki9Mcd6Ay1x5gzr0Vk02BLhZ5zjbJhTCCJnEh47BFSRTMqoYt8dqGLJZ5NnVCtrLEHW0UOMWGMiBc9dRLg654GKtq6yZ1Jhsm/PExRJgkHGHkEwlssUok4MwSjpg0HMWA5VWxxZBQwFBIuUiF70UkkUHlkiYJYUwRJTicZzDYJVsQC2szZdADUIIVkcxDkJzJ5YKogYhwHK11bBV+Jc3moByAzMYyQ6JM8OInLuIKduqdOm7jRQkzDlqpTAMdgYWDh4SzV/I2ExVFVgpVy9yYKn7i2SBsr6R8wdFMpTBHIspBtTZAkdtsnVTSxOs1AO36Fjt3pQTD50U941f9J2bxrfUdJZKmwr1K1VzHobDbDGuS7UrEzW1VktZA5RMdcadYue8RJweo2YiAGpPxUtpIquUV9HPk8MFi+ZmdwFUKJIwNkh03IcrxHM1Mxc8dGukXozJSTJ/s5JszL6QA2cZElkhmKZvUMvRjAKVJyUi5eGsrUfR8n3I4fLBqLxq7Icaum0ioolIVWSFiq+6c9y6bBjNlZetqrQfXGpZjnyuTKPpPORxk3mlntWsgwWaQEW6Dbxu6adErKRcjrZrhRBVtaWOke1cwBncbC5HDDS0Qqw3aruc/SYO3KpDXHzlOi2Vfx0hr5RsUtN1NTzcS1dulkZuLIoRs9bZegiVmgszNtFYmwH5mMiJp46wupjpq6OvGzlsUKLoWZW2w7g0ZvvM0N7S2iwqZ3XQauPBpGh7H1a9n4cS7uQLR01rtfKwzRO+ZbY1i2Tko2U0s86qSjiUqYpzpzMzuzEsEjxMrF0XNYyTjMrWNJx0qBwcgzfgU1uK39bt5usrZH8q5rnQU7yohVb2XzlrTcrNHIaW0tWNcwVk5vJ1q3FTcO8nY4axV6m/MWx1OlOmjo4FFZE4zamq7KpdZOnOdOmM7Qn6bVL0tox1p1tt/g5DoFnrG1gHazEPp55mbxnVcRJ+ii2Vq6bCUhKxEvqZypyneRkwxvAItEF8jXbLqtFr3gIOLa0YqViANeWg5mCirLVZse75oXPPedNfMfSuwApcptL21XE29H6M7C5sZW1tSJ+vaab+ZhJrH1YWIlIfTQsURKw1djvC44tTHbRwYqJHIYkcNnNNlq7R4p3pnNbVnqRZ0tGtXHXFVkdXU1xHehwHaaKzS5mxGizDpo6cqMt0rDDDJ5eAcNLzqkEo4nOMWu/EHNFSHoLiDnngPoeHd5yO+yOYjCoxs5HX1t5eCmzGJkot7XbuzvDg7vRO2dUIqJpw9ZeyMTovemuK7OP4beVtfX5xZos172BEyXV2KNj3BDIYnjC9OIQVWHB2uTC8hnQ7StS3pPyGczrCR2U/ou5s1N0LXbqubm502hPJsH7S8cm6bKsPbJTtgVGN/wCuL7TZwprT0j0vXZxCzk49xa4d0cddyL2XyWjJgDLFy8HMQXHXXnLYxy/YGsXpp4BGZcu3a4vfs7s/zx9CKS3XI6J2XXZH1vaWV3VHV2+NYr36t2BraxXV8R44Q084WL+PEgXQVGXeO8uroQYZa7HKaxjsz0R0lvK/OTpl6ZqsVV44RVe1beIe+3Uca6T9F9Ka+byJPxSNTlxrjVaQmPQbjfq3H1N1SlAvMw218lT67eUavsvUTimy+rOFeqoHoS/c/Xmhi8VyOq/dfOXN9a0qu4xh+neVNBKbZsztrEQfRSDi/o9539xAW5pMajTfe5aKhpGxQEs1GNL8tdZNbaeGG9ypjtBU1C1Wg52BsSR0xm28ZW5hNg03mdNRId2WbnA1lPTfVHmD2Bw9Cp2RJJik34ix0+XUFuHTugKZVC1XGkI94tb1BsGub2Uboby4QlTDSIs1okedNG9E8t3rwm3dE7SIO7q9fdfKuS9/oli6JznHfeouDRPKVgr76hVSZIqO2Q9Nle1B/ZX6cUbkfsbOe2g1yw8atZaQxJx96n9POLckQ9xHbz9V7frexM52/wC9Wk5kaEdjjOjyQzMfoHMyYFRI5wttPVLg6vWM9csio4Jm/DzTxx6Mec7cgUQG0FCGVY2B215+7tWY31ORa62kxvlUmyp4d10rDNoLIKp2B6PMOR+r1Wdo0y1XIbInmq+6TNbn6ny8S+tggE8bAEeMdIxw63BrjdzKW+LlNQWa2hsAuwQLOGepuOtrMjnKDjSz4KxQUam73TVeSpzNf6/zkDKz5iDCRaoIZ0CYprOUUSPNXcvQ/DHctda6ZkauJ5Z94cNMdBBglYW1VXbFZ0mY1+6ov636L85es1r7vxZeOb+lV+xcM0AXC2DlrqSZj6ELeeUnSXRFG1I2sDCmTPimMMQGGzuCyJWh/OX37zL2iwn03xl2zzBhb3PPSPInY1O630lJMPWfOmbR2kcwbhvZV2SIS0XZS1xzglzKmYvn/RKGSU6DGJlnKmSNI3z0w8oPVuKV+B928OhaKxVbYMI5bCHeHC5qCJhUF77n0jyX26q1yVrmYiGKTmQWtAQwhcBFSSIBhSEQwejAUT6BEpu4ZKMtVtUzFycNpZLnvXhjv6rt20i6aRxdvhrunii4HsTSCaPqfnYMVEuvPPRz6vhj3rSBhsmsCzl4hyee9NiyJ5hTCmKDBic849UvKrtTqObaEi4KxcxDWgoACXCAgEsjLtV7r50VyX1Nk7Ojtb7y0e8ijiyF64lEJk2AUgJmZIgOZw4Ah3AOB3DaqrNW03+r2isamNO+gPAfoctdsblLqzgzF9HTbDGTT7BWisLveCM9j5OSdS8avEAxdRAk7xvg2c0EOXzPqAUSPMmMXCFQAGYGQjFO4XLcCh6LFchXXS6OIdK3vsRyq3wLtTo+Ytr553nUoKq6Y5k7zuc0eRDHtziEyNgGggKIEJcDCHMzOjAwOHBAeLDkN3bVYsn2riyPoz50+gq87B8pvRvzAyPRbvlmzv0Hno6AlU281GUavyrUQcNZhKGUha7bHiODZz0QSeZ9SJiHiTCUTExiHOFVmYxBzHvHFRpJTpim1ps9hMZ7qz/T++WARvsBfbAESxpKy46b1MU7A88dw6fsgDlMXEIchjgAEwIkzoOUuRIhgxwmA0zN3KmbA0ccnaHIm971bhw/09ojG9DtRgqX0Xk44yipQCyBiA0O/r0GStvoFV3ZOM8GdBEHPP8AogNmTwiAyJsA0843XDb0z9Gu60p1OOu4dOcZ22R6tX53XUe6it/MWqWk/S2tcc6qYX2TplFq1VZoneOj1dJukK92egfq/TfDrAihLIAphnk8Pkc7SSsETXTKkiAUwxRL7f05tx7PlZfXl20clFprbcqGqs0ULo4oA4jzF6gpT4lWJTPXcxa2CHpZJkXlN1HwBxdwRzODDFOcCsmtPbc2DS3GB6Sd1PteQto5yN1ZJNJ8cNeq+dGF62KYtqqkdFKGJTWSs9/6kvc7n6nLtsiLQ5m9waP39qeR4wxRxeDPLNYZHXQbnskxzpnVljEuQM7itoz5yvvSm6SPkpMXars03G3ULZOjkVW0lkraEVgjLakZRnXoII5a11HGuntFMSRLiTWdhsTyq3WwhmDuHEhjARASg501TjY5uquGs3Q3Jb+eHFTPRNE0y1ZWesjl0M8hTlkNv7R0L1Oo8RwSbRfYo2pvNbW0MtwN57NOVMdcVJqm6AMY3ThwHuEwHiREDRJNZWjVfTCQ0o4ntDWLemuHUaBLQdh3/Ox7R9WplArqwgTIjCC6GZ5aXGyMpUjJ0sVXLXldv//EADMQAAAGAQMDAgUEAwEAAwEAAAABAgMEBQYHERIQEyEUMQgVICIyFiMzQSQwNBcYJUJD/9oACAEBAAEFAmvx3G4P+XkHT36bGOI28BP4kCMEY3Eg/BKBLHMch3CDEomlHZKHr3x6yTubryh5Gw26eBvsOY5qH7hjsPqBQ3zBRFgoSwULwUNAKOgdlCRwbSCNsj7jBH3kD1OwOWoHLdMeoeMG6oGvoktzNK92nSIctxuF/wAnuFg+njqh1PDvtkPVIHrB6xwLeWs+R9S+jcI5KHZdMJiPqBQXzMq9wfLwUBAKEyQTFaIu00Q3YId5lJ+qbIesIHNUPVOg5DpjuLMGZ9OKjBNuGXYfMekdMFDWPRkPRoBsRwaYyR3Io9Wzt6+ODHkE6shyPcpBhTo5DkOQ3+jx036NtOOGVdIBsOJMmFAo49IExSHp0CMhtKzejpHqo5Ectnb1mwOaseqd2N50xzUY2UO26YKO+afRvj0Kx6IeiSQTEaIFHa27LZDgQ2Iht4dnGlR2DoObICpUgwbjhgzPqQ8A2DHbUOKvqLyCIzBIUCaMdkwTBAmATSQ0htSyVFaI5zQdlEtzvj1Dg7zg7ix5MMtuGookgwmA+Y+XOBNaCrkbFBZHCE2r1MFA+ZRUkq0ZHzRRg7J8KnSVA5Ugx3HFiGji2RbdTCjEtAM+hj+wWw2Lp5HeMdwjHNIXtvxIy4gkpH2jdI7iATg7pjuqHcWN1DgsMtO8010gx8rVsqGSF9htI4xiHOIQYU06XEgySkjbY+he4M/E9hCi9j6ElRjY9+I4hsvuZRsQ26mJKOTRpBpIgexAzBq3PfwRgun7JjtkYNlZBRGR/cNwRGYNtRAmzHAcED9gJbbBIRuREFmaUlJeB2M8zVLlmfNah79YyOCSDXg9ty+gxKRza4DiNiBGQM0jkQ3DR/uEN+pgyPZ1HcQ612zURhSgZhTezW4/s07K49GEbdHfBkZcFK2BLUG2H3gxF2jJ4STdiqQpyFKaSnoQV5DifuJvxw8bDYbBKQktiIM/n7dC+had0usmypRKNRGZBpJuOykdh7kG/wAILf2l7fQfkGJn8hJ3HEwaBIQRROKQkk7u/n46I8EHwj+M0htrcUsSKtfrIgLEpljJk48UePH9G8JDHp3urxbKWo0oacY2NUEweyQkMNE4pBAiDX5Db6NhsLD+RBfclowy2XftEEUzZsIJPZgbdsvpMKE380F4MeBJL/ADf5PeHN1jjuZeCDwaP7OJGKjtE7XF6mbQ1xSW26BRt2lMrjm2N9oXE9iZUghsFhz8HG1GpMd4jmp/yC94Q2BGRGkwk9y3+g/PSftzY/L2JpJ9+4/7A14ZgH+19SiE380HsCix9vTRdneK2eDALtkbnMlclAv5Oj4Z/BDBqapG56ZtbH/cx1EhsMPHxs+JKymEiWm0hE1Z2Nf6IiEZpDzryO2F/hIMyP8Auf8AzkIR+SMECCfYum57bjcbieZm40fFxLTHEvToXJeaJw5MYKWlYgb9sE2pZ1mD5RaqhaL38gf+KXxlZUVrVKMm9pCuDzf3Gtf3GszEr/iDf5ul+4SY+3/9Oj3tH/B5Z9ujUlMnE4JyH4hHCZRaVsgPz61acnr21RMjaYcinIclpMuJkYV5JX4x40OSlcWqaRINC1bs7Q/5CBBPv0LrsfScWymPLhrDSv3rz/tDP/PA/iw3Sy2yYUOndFRkuG3FYe1HxSI7RZNSXiHcfo5o1M0kYrGZe3Jr2REceIqx8xMbSmO02g3lR0pS7+RKB+HOjvtG/H5JJsq/B0qfnMVcyTCPHmo0X18mwlV8y6fFpa5XXqzdlliAw53kvEXMh7kf4yS+z+ppBIh/mXQgXXfyp5tJk+0ozE78mN+7uyQaU33bpRFM5EGN1R9H9MY0qIzFjx0ZPnlFiSL/AFbyrJzhaaXluyvBskqTrs1yKhdpNVkTmNT8fjRZTSvFOW6SIhbH+1HMu+pzkHC+9KN0q/k6O+0b8dOZyHpcNDVflGE0yZ7Vk1TRmscqlWFrUwWI2SXVVOgR87lIkoisKhLlJ4tFuP6P2dVsjvCUZ8SEP+QECCD+xxzgRzFiS68g0PJaDTnqAl9wPG4tMf8Al7Tig2y73bpKly+2oY261Fn4lqRiL0DULVuTNi4jpXkWcFR6e4zjrFjHSoT65SRd4zEu2LWpeYeuZttHq21Gaar7k8XBaGSUMuEp9ZHzd35kRbL/ADLo5+MTYU9jHr7JluJMyuIh+PTzLea1KVY0hVzNzWRbb1y3IOZktFs48tx2c42unIwo/B+0eFIs5E6Cuumydu2WwifykEEa1JIzCN9vUNrWp1LqzZYcJ2FXd3tPRFuOEpxn7xHVs6alBvy5e/8AWKn3wyvevMpqMTx9tplhDLRsGo368lFOrzST0FJs6jH25Mme5Kjo9qkyQROti1Sa22GlpeNaTDu5LL2X+ZdHPxj+y9zThEj09rUS40mEbCO6m3ZWzYVsF+bNSxBrMjsDVYtn92/2/wBn7GHd+zxUYeVzZQ24oMckLLYwkEJso2mUuKjhmtmOqYgrQUitfQGkTZBOpMnP8lDRqQg/2gg4/O5Nv1HNkRFJ7ejZcreua3YQn7S4kFpEpCdpvBBahVLL1bJqZMp2wq59RJderpVjYvenZcfedQ052nUXCXUun5Sotl/lyIEojDn4sAxjMU5EmhvJlY3XvnatuxENw0WC68s91AbiwE2Kl16FrceJ9tSjEiQaTJS1GpaibiRHJC5LcSA2uW+YS+6k25LhGqe9vHmSDJxXMaXacotp0PT+o7c/SDF7pTWkmMtNf+T4EUzNtIal8p2MzYxvNNtCSz9qG3DVdturkHHkhnk0zo28TdvVr/xkb7J2QVlm/el/LrpaJlVOUzlENhyBpfBmnluvNIT9HHjuMu2K+clW5hRGlRGCMuKTRxd/PkZhBJCz2DP5IbNQxTGpdalvH48yKiqvKd/9UWTaLWTNnO5mx6U2lmgJcU2EL4hJ7pk+XSPYNPJbGOuV7bkailXkir0Hv5LbuiM6M3kWHWOOlLbS6UVRoVidf8xv8FhGiFHbJIQgiC0bk8kt5xkbWrUCRWI7TqXe4kox2clB/NZIVPkKHdWY01uyrcixvV3HTRS5DBuIsolPNTHrCFObxiyfc9KmIxkhvxZ2JWrlBmmr0qPc4l5BIU4JLDbKVJMumxgmWfo3MRY2zGmOlcm0iZdi7jDdcyZNMtmb0mEybc+OS7bKcBK+w5n3NCjWUOUaU+SkJ8gz3GC6f3mcy8CwOtxCt9AJ9OTqMrx+O4i6hOVM5hClOYOn/wC5xVPCI0rYyBn4nzI0MSJkSSjWozk1UwuNatxS1L4PLlESByHIxWukmfRzlV7EmBdQa+HOOXBagMvkisTylVzTKctqUyYVgxser2b43Hppn2GyviuUhSy8j+0eTJkthv0ZMhpljTma5cyyzHakxm5kf0SmVIjqQcmQgoyYCVzdNi+YQsn0Tu4EJUiayjuPpDNpXKYjNV7yrFDSZGK4+rIbbEKuPX18N1Q7hiWpe2SR0PQtUq8mbKk7T0Nv5dAaqM3jIFTl0GxNtxC02Ut9LcSsrYTtjH9UrVCOq3gd/uKZmlHd7vqHH9lvusrZPcxv40+lN3lHkkVisx2qgqapWUkt12QhavUrdEiP3E5DDS0MliyXbKYe7pfiaj2HkRUqU9xGxmCb3CUkEjQ7CXMWxsgQnxiWktt5DKVJvCTX12AVZ1GJ5HcUuP3WoFro1kZOoR3eIaNbbikvSV6VklD2OtZPcM01jlNc+3YNORsgnuTXbCLSS4Wp8JxUJcKTXFHUb7WAZexW07ObqlP49dm1cnbqtpVjh1nZWVZjzHHUAyYGB44vGkz0styUzTSll0lyLdTLb/PcViK5xfw+5NFn4pkc+K3VUqoBwolicuPYvTK4VrUpMZ9REu7NT72lWMm5lGY1kdq+PwnwC8nRabWdyf8A8fshgp/8nuSGwLpEkOw5MTX7UaMbHxKZYRI+JfIyGI5CxluNSWFtqQlLhTceTkUlR9pnJDnqyDq0W4aWmM/Ax6Dj+STsOuMhXHww6Jtme8eJxccgTo7mnlJFObAYv811IbYRlzMtVSWkyETMlra9NaxFQqtzOskNRbxtuA4DZjsq1Qjc0TNTcIrdKFOLWfIwlZ7biIqA2VfBZsKDEcnnYla0k2tz6gSj9GXMbIbSezDxthMt15KEWcgmo8GsXMK5NjBMIdaZXMm07DprpZSS0UwWovribWesyUoEjtmqBv8AUkx8NOQqdgkRGHoxOJaZS0j+tc6Rumz8bBQaUI6kGI1VIbwymLnHvnI0duFAXKxzG50cmJ5MraqP06WW5VPh2WVvu8mtGrqvi5Y09s028cLJeBWVq0tlmP3XXRqU0yzQZFFVFndCLqkwzNfbY001Ls8GnxsvpMkTX+iNslOkzd23p1ynXZox6pTGZ1xuUqNTCTUcPdUpjtP6dYJ+sLCtRU0rHp3ZSfSQS+j2G4IEY0dyD9PagEPdOxNt7kZfEnTqkUfQx7JL7VY5ktvTKppFkcR/IaM3o99AiQI+XY3CfcgTVs6qS2jzJbxmHDLtNvPR38Cyf9X4dEy6ogzYeTQJDTszK8llRCOri6u3ybKbm6+eQfSQ3BoNsaSVl1f3WFZe7FZm5NeTRBrOK6Gj7qlqbZbyy7+f222waSXK1IkSsEtHa3I7nIMWxaJjt3aZ4z+mKP6iPo06tpzFrhGQY5/X/wCSSpA1XrnbbT4/cf2DPizN9TKGiGpS6B++xqHZuRcZqiiVGI1dZJyvLImN0F3at2lgalKDjDjY8DSnUmTp/bMJx/O3KanKsCGDaGrWfxcaj0NLNlJvJ6bS4267jfrUVJyVabSHI2X32nbM21TUSYSqWtOQbbaWkan3XyfEn9nBxURttGLM2lmRfahv7aq8u6AKyTI3FGN/oLoRj4dL75hhqR/QeZRIZuoDlTbjfyGMOyCdQ5DUuU860uae4x7RvUJd7AYS12styKvx6BqTqVKzN0tzCu0tG4LjuZjEs1usPn41rjhk6Hd6yJfjFDcfsNRNUP1FE3MwZgzBbmNumxmdTUd5Ux9EVn4e4Sivpsl6FAyP4jcoS9baq57kh6GahzXpWst0cu/NJGF+73ccDnhTDHINx2kJdJKR94MwX0kCHw5XJQczIEYcMkjJ9csBx1GU35ZLkPRajbRaZJf49h6UqWcluCksSJ1u2bsENN6qKaqce3Dfsla0dTBmEn5j311CXJmyprgUrcvcF4+iDB8tLSy044t9fw9wibkEQ+IzTuDPpKmOmDB+HnE/kWJWFjIurJRcQo/KySY2S5IYZIgtBJQ4RmfcikD6F9BD+9N7D5ZnqQtxtpvV7V6dmM/YIGwIPpUpFngNRqHpm2dpAbrktonY5cVkDUqsch53qPqjkf6mywjQQ8F1P7QZmNwRlufkePrq4xvvRiRGbW8bwgJ707Q+PsZDUpyM3p9bvS49Xc5TWs6OOLIw4swbmwkmpRxm9l8y4KV4V7+n7gMH7EYLrv0gyDiziWRl8QucfJMc8mEl5LYj6xJtlTyXZUmRFb3WKiql2E5yFV4LpXZtE28tBhJj+um25GgGRF026KMvpxgjWl5ClM/1jTfduNFm9q0fEDaeh06yGIbkHG7idNxAz8rMyDyvBJ5KbR5JG5GlQlpUiOh1ZIBggX0GYM/tqpHqqvVHJFZVnKPyL6v4VrkLUWnU5DVqie4dXqLRRKyd5C0kC6pC/wDRtv0xIyVYxEEbrjaWxiKEHbaOtcMVHxIWK12TrZSEx45RmCXzN7wEmbi0J8oQfM1oKOo/E1ZqQRFsDBdNwXT3P+sn1FTjWj+4b9gQ9+pjYlB1pTQr5C65+K43KRqmgkVI28e3XcH/AKsdf9NeOf48iSfJ7Ddk2mlTJNYONb7cp+rMFHdd8EHdkqkyjMMhtR7oURjdHFSkiW6S5BmncH9BH0SFHsUy0sLJG3ktiG/RJ+CIUONXGSS8k0cy/H22cCzJ9+q+HjM7Q6r4eUoZxPDMKZiag6HfqhN/ozqDQKebWws/y/1+NglSm1WrhPyu2TQxxCW7jTpnsYM883GZnXUjIMopm+SOJmJrhMt8F7skolIaMwbeyeWxrXsS3zVN9QjqX0f0QUC8AhsC3IE4IjTj6tPdGvmZ1sWixZsoGUJjV2c1NU5YalYy2mw1BRmsCpxDVT1tDTZcy32kj4pqxkqM/f8A2bghDk+oqnDScXHpG9hpVY/MMI1XtTpdOIqjbXUxijVriu2lRLeVwS0Sdt0kocOROeAs+AS9yncAY3+jfq32e9OVEemkewItx/VdUTbWRimG1+NRW5Fi4VPeSau3yDSigyiTUacYnSlDxbGoI/rr8ScT1GmK/fof+jfqW4p3lGkmzcTj/wBk7RCwMj+J+1VD0/oohT7VbyCD6jUpSD5kzsCQXHdDYN5Oz7yyEpxfZYfSmd5+guhD+xyIcyDTEiQVBgFvcM0NJNyOwosaj1jDlfs3wJqLJmOv5NVw4FRDh0S37EbixuqmmatNd9N60XHxTtEec60Znndao9zLor36H03B+Rt02Gw28USkol1bSniRFKNZaYWaq7O/iun8p2Bx/wB8iNwOEe63S5kSjNaD5cE7SHEJQ88nlLc3Sot1tvtm39B+AXWFCenyKvSts0s1OP0sbNc9ivV+GZCVBbfN0qQ3dlwasmXgVxVR49GWOOKctkELrMF1LGda3ZZlEp6U5Ikw5RIU99kgz6F0P6oZRlnIivxHtuhECT5jw5MKxkR38bmOv1z01Ut2tY+Iq9j3ed4xB9JWEog47uG2dxuQQgjD7pNomTyWFvKMnTNRKIyCZjyUn1267DiYxOuZrVxbNLkPNG57dx0qspmRC+f7kjM3I642rUWJWMZ7kkexma95Q7CvssyLJFGfgz85JidGxpvKfTKk7iEx6ybS6NYjIY1SwpjC8gPrsW+w2Po3JjWcN1l1hwF0ZsWfneqlxV3+YVPLt8jXFOG9LyeLzajmfENsrWbwa3Wp5aWUy5ilGpW4KLIcT8vSgpjzTQ5u/WQZLd1jkh+unNknJMUhZCmbpxfsLKjtSdVQ2ZhyNbVZpmOJdN01GXsZg1AzB++mVwVtjmpGE/pO2M9xhEYpOQ1CCTE+ISrU9VmNjHt9TD6DRLr3IxcTESBLlEptaDiLUkUzhfpizYlisjpeu2UTuKUqILd4tuOqedaNMZq3sEm5GZckKZgNNg0JQ3a25JEWAZg0s7/WxsT6u2hTL6FpRZ2DiDk3kduvyCJGbk2WRPDKsmZ+SZXPo7K26RIM6wVJrLOMG2XXFwMOyGzGNlNqo+S10awqbiqlU0nTNaCy2E2bUbXOWcbAtgzElSTjYdlcwRtJdR5Qi6CapSRG+GfUR8RfhWyRYi/CgyI/wsYekVfw86e1Yi6FaVRSpsMxjG29Qqt9WfWNFY1E2pUv9MOmjaMlKpJpUR+SEh1awynsptLU3lxKxTziI6Gj3Skrm6NTlfVuOLnm3Hb7xfWXRqwKQ0iXxFZkMhlmBkWQkmRlts0vJNTrZhcybMsHeul+oNniTFfqq21Li5Ji8ubDJ2PH+WlsWORnhD0oxXIxVaMabU8xFbBSUqiprBpmgpI5IZbbHEEQJPTb6HXWo7LGoCcjaZoMFyhequmNLBKTRdymuqC4ozibFIV5EnmYaYShVnYLkKg0/bClIZb5pFtcPS1wKc2yUhEZMmQqc/2XPrLphtfV32mxzZCCjX0hgLyeQsPWMyQC6mDGDZxY4FYY3k15eY5NkY1LODBrEpbhoMTZaYw0wuHruxIgX+zN1ccNx3t0cvOa+xwHMtZM6hQ4GGsNoxTVnMVWs+Ko+6/uNvNrYOqdq2E8n3UsNMKXMTYSZE1dbUNNJcQ20iap+dKar20j0pD/xAAyEQACAgEDAwIEBgEEAwAAAAAAAQIDEQQSIRATMSJBFCAyUQUjM0JhcQYkMERSgcHw/9oACAEDAQE/AbM7inJHz0yX8o2TYqbCNckjabUOmuTy0dqtex6Eb4fc7ta9z4ms+JXsfES+x3bfsOd7PzX5Ztf3MGa/ub6juRO5/B3Jf9TMWYRsj1yjdFHdiWajb4RHUWy9juWmbX7koyxyzZWv3GdOvc36cU4+0TdN/tPzfsbb2WdyEctm+RuZRtlL1Hbr+wox+3RGUYRHpkxk9I51o7sWWRtk/SRqu+52pv8AcXQ7cc5JttdY+TTTzXyZMmTVPx1qeJiefBtZgfBkslwQfImP+CMLJew1NE8pimRk2kJvpqpZ4J+DnrpLGp7RSN/qwSZdNuxm4XSpvtoWSvO0kZJ8kPqPc01XckSxX9JOEbq+TUV4ZjDKiLbRH6Eaj9Ql4+TS/qjntZ3fzE8HccvYv/UZkyxMq/TRts+5Wm4nPSRD6j9xp8qOCNW73JJwfkvw2yZUxVyf7iMeDU8WE312s036pWvUx8XIm/SRod9jl7EdPBeEdgsog14ILEMFVO+GclUfb+TUwUJLByTI/URltsNOs+DZKKLINPk1MnuaPqKkQxgjjaar9QmQrc5FWnrhzg2xY6ornBXw2PPeiXR3V4K4YwhRwVyjjBqIxjLI0UKPa5ZV/wCy/wCrgyS8EfqH9RTZghOMlyXWrHksc7JEk4lVbxkjwiKyi/Tyn6kfCWGnoVawOvg2Fnp8ixkeO9HklhohFbc9N/JNKyAqvymyFtbqwvJ4LG5cswbRwL5qtZNPulSmzbL7kvT5MJs1GPYrw60dvfwhVqHB2oyjwYwVLjJLgRZDdAlFSFClvGBQhHwjn2FBsjtRXKJN1x5Zu9OURzjkZv6Nk5bp5NPZteDJek4FV04vbNFlULlyUUSqtzuyirG0kuSKwiyOeEaeMlmI+UbURr8olXGJXB97JwQ+sUZtGHnBuwXPNWCtqUFjo3lcHbn0fg7cRx2kbMeSybmyHKIiMZK4rblko7Zlvgqe2xMhhtlm32IPklLLMj8G6SZRf/2JW7f01gc+cF89tbZG5x8FOonKSySZnqyXgTGViE0RltfAvh3BZZfKvd+WN5ZwUSrb9bO5RXJ7I5/sc0Pz8l+rVbxEU7JeRRPxG3E1AyVTwkxaxZ5Pi4dX0X2GuCKec9FkXBC32ZNvwMZ4HYzL65NTqsemAk90Y/dmncVL1I11dVGii5L1S8f0X2u65yK5YJSwhTZvfyYPEhcob6Lng5IVRwn7kvqGIfXd0vlsqbIYlyf82CK1umkj/KHOqCf8Y6RWCUyL6vz0wSTyYwvki4s0DjOvH2NYlG94Fz8mD36XrdTJFDe5lS3a7P8AB+GR3a6H9n+b6lOyuhf2I3YRkhjcbkIfyNZNooSk+BaeGOWS0l27jJTpbYT2Slt/ssVm7zkjnHPzY4MGztvBp8LVP+j8P9Nu4/GtX8b+Izs/+4PSkN9IJm1GB9cCjJlVErBUxiSVtNinW8Mt1Oon5n0aeM/7Oue2zJTNLVKQ7OzpZTH56YIxK4cHb+WmhKO6Rdd+1Iou7fDGn2+5jgslV9xumP8AJB+o1U91Ki/bplP59XV3Usk6+3JYNff/AKeMF0yRjuYsRIT3PCNkvk9xQiy3S1THo8PyXKdcdjfA3wYZFN+CVfcp58j46ZN6NyNxmQ9+OCU90OS57Z/+S6blLolng3KHCFvnwRlCv0xMy6NdatfuXKPi4NF2qzHEUTk2+emm5WEbdq5G2WLMuTCNsTCMdduUKEM8l+hqcHPJ56ZFFyZ3NqwitbeTuP7H/8QALxEAAgIBAwMDAwMEAwEAAAAAAAECAxEEEiEQEzEiQVEUMjMgI2EFQlKBMDRxof/aAAgBAgEBPwGpx2l3hFnMcGOmlwpMdla9z6ir5J3Rb4O4dxi1NsVhM79z9z1M2zfsdmx+x9PYfSy9z6ePuzs0r3NtCP2l4RuXwZb9jFnwdu1nan7jrS8s7cf8jEkbmdyfz1SYq5s+nsI6Z+7HRUvc7VJtp+BbF4RmfsjFr9jt3mx+8hqv/I/Y+TfQVOqcsYFVD4NiNQ5RhmJ3bH7m6Rl9OTMieccoxyJITFvFXY/c7OFyyM6V5HdT/id6HtEos3zxghFGDHTUw22cGDaJGjj5YulscwY04m4csCeelEcy5LF6SRnHkdsCM4Mg1KPA0TgoyY9pwaOGOSK6tGqgtmTabHtyRXJRFKtdGul35WPBYkpEUjaVLBb9o/BqbdhFdzyQnKmw0t3t0tXBNJSJrEzTfiRHqzUfjFDcOr0NZO2o+5R+NDaS5O/V89Lfys3Vr2JySfKE0ZKi37STxA1HMzfg4kvBpuEiPgtJWxi/tJ2erwab8Quu6JqfxFjxFCbdL/0V/cWazs1qEfJK6yb5O4/kr1N9TydxWvci3UbJ4wWyzh/waKTnF56VeWT+0nHdUWvwZTE0aWEXFMXCLPBZuyTzvNH+LpZNQiWaiyXudyWRXSawW4aRH8Mv9FbxInjPI3wWRnnJpZSlwV8I1Ll3nhFnhf8Ahpt219K/LJNbSKzA1McS4MSRGLk8FXbrhgjJSLboJ7SeHIk+TT6qNa2s+tqNVqd7yK/+Dulc93gb+SOXVLj4I5zyWyfdaMDiRfbsyd7Nm1E9Pb3dz8DeSlRr8GRzbFNop9XBqmvqHgyVPL4PVg0u7nJcmrGOajyyVrl4FdOMuTOS7KlgiSK3i0i8Dleo5yOc5eWTw3lm4xIshJFClLCRsxLDJ43cC8mx9FEfpjgtju5MFOcjW9bkyu2yl8Go1Ctrxguy5CwS5KnwajDwxcGTd6kyNjb4LZR7GDLLFmPJ6UcYGsmley0ui42PPROKlyd+j5EhCwThHZlDrRFbUexIkMlnIvtKvJZHdDA+ERz7khVtGGJHbi1yX19uXBGO5cjiaOnfckSoUvJqNNCNbfgSybX0XSOBrDwIh9pIwTWRZI5I8I8lsJRGpNckYPy/AvBjrDTOcW2OEF46f0yv0ubMF0N2Yj0LUeD6GfRdIly9WekM9JYSHhk44eSuCfJFCRhNHYibI/oo0/8AdItmu3J/x0g3KeCivs1KBJZFHk4MdF1t5SZBe4kYRascnBbLDwQWIrohZ/TSt1qRJ+xd/wBSQj+mwVt3/wB/WhMyS+0QukhqUfBroOE8/JpG50LPRC/TS9tqZZ4NW8aP/ZL7Gf0WGFKfXA/HVPrkTwKQ7Iwjlj1Mm+Baj04wWzVkctZK5qMfA5KX/Bu3rJrM/Tr/ANJr9s0NXY00UeeszPRC6cG+KLtTGpfyd6UpZZCcXHEkJR+OiUmJNLouuTPTS+qBfDOmaK4dy2Mei6N4LJG/ounOC26TliJVT/c2XU9zlHbece5VVb8Ea7W+SUVGOCr7h9F0x1RpZ7W8EfXFmjo/dlL4MCG8DeSccGf0exuZXdZAWpfwUy3yzgRuJSWORWbLP4E8nuYZtZiPyen5G617ncrIx2y4K+YkFsXRvBhyY3GCJZnyzgT6LpZpNr4Pp554KtPz6hRUVx01C5yOWRYK3iBuZvZuZuM9NyiO2fsafXXb1HHTODI5JGNz5Jyzwun/xABLEAABAwIDBQMIBwUFBwQDAAABAAIDBBESITEFEyJBURAyYQYUIEJxgZGhIzBSYnKxwRUkM4LRQ3OSouEWRFNjssLwBzR08SZUg//aAAgBAQAGPwLtHt+oHs7NfQv2WVr9lyFkxZWVxKQuKVx96z9HRZDtvhPbms13F3Vp2ZuC1C4V3CuFq5LvlZPOizWSAde18yAsvyWE9vv+oGa7yyWTVkFmfqbBdwrurNarvrMlZNV8IWWSzeFcFaFZRrJoWoWb/gu+VmVosmrJi7nZmVm8rUrT5r1V3gu926rvK6zH1tmhaKx9GyvcL+Itfkjwm6yj+a0C1+S75Wbj8V3F3PkriIrNZuCzkWZK0WTF3F3fkrdhbu+ayaFfF8lnKVnIfitfQ0WR7NPRy9PTsDcXtVmH5LuFF+DVZNXJd5d9c1k0q+Ds76zkPwVy4ruotcW+N1k8e4LCLn3KzYysowu6Ar4/kv4xWch+Kw+li6K1/qdFmPqMwtFkOzvFc13ShZi7yuZEW41xOWbh8VyX0bPl2CW2RJA7LDtyV1vRHY8yrW7brXtDfQ17LI9uvZkO3RarvrJ/ZmtO3PtzXeXdXd7Lt1VwbWV/OCPYrmpd8VfGfj6QF1b0iLdmfo5ocN/SvZYVY+gH9tgtezF6GiyXA2+V0XvaMuuqMAp7n7S4dOSbNJDwO0dy9Gyush6NuwejfsI8FYm6y6LRNjvqUYr6dl1iV/SzQzTvZ2WuE3NaoBafUXssda6w9W/NGnh2dJJ/KMPwW+h2c6nY4aMz/VXnoSXNHTVS0sTi19soJNHdfesLb4Dm2/oDJXR84c7wwhWY2T3lYbZrRcSt2Dsv259rfYjl6vY0F3rI3dyXfQt4q31AKf8Ah7LqNaodtvS3ckG9GHut6rdVVHgYzugJuKjjaWtsMLc0LtXCSQF541mF175KkxRYJ2jDJYZO8far+iMLScuQQcYnAexG3Yb/AFYKI+4exh+8F/L2D2lafUBEdQs3O+K5/FCMjILuhaBceq19IyYgLJslDK+Mg5yt5IPfxPOpKxCA/BXeyyJtkUWuAXmNQ7CzFk5BzH4hezj49mCSdsYseNwNtPBFhcD4jn2NsdWq5X8vYfqwvctFoLg5Zr94AxfeC9VXbp2hsbblxsAEzzfZb2td68uQ9qd51XxQ2OXATdSGLaER3YvmzvJ0dfSOZh1dbJO+jN7cPFog/ponYzy1XC4+C1TOwe1WWbHf4/8ARe/0d2TkmQMH0b23dbwGSxys4b6lNliZG5vRFj3NY5vea7Kywxxbz8KNRuCzpdTVL2DHEDhcmQv9it6GOpmwkDuhHju4croGUC9slkEbdO26v2W7dexp1VvurVMy9YL+XsB++V702rrA+npjYty4n/0WGkom4wbiQhOM9uEXz5JzJaixjviXm1DWNMrm5s6ICppo5gNGuzCdtnyeADBcyQ8vd2P/AAr6MX6rRNY91rFNFyeLSyJ81jHuV7LX0fenzUUIJgZjkz1Cdd2jUI4NoimDTm8C5Kxx+U1RNIBniAAHsst9PI52GIMBfq+3Mo7O2TtBsGBxde2efXwXmu3aRj43OsJoM2lVTYpThc7hPXNNwxhpbqQdVloeyyKYfDshJ/4I7Dbp6eqwl2Z5LJ/Y1e5Ztcf5kwCL1h6yGKMHg5r+E1A2yxlR+UG1TiPejgc3IZrkLDnyRfWPaXC2OMP4sJ5hGko34W4jg3Lcz0X7QrasxOdnxtRn2bXB77d1hwGy3T5pxIHcbJXaJ1N5SsAOHgxxFtx70zb2yc6WoPFhHdP5J34VJ7R2Z/bUfg4JzcPLqigcQXv9D3qt8n5mgur6bdw4nW4rqrbR8LGyYCE2etks13XkpfNKfe4RwAnvFSedTxNwR3toFJFLfA8ljJWeq7Vb+M44yPiEY26YrIbwZ2uLqJ9rXafz9Bhwg66q4iZ8FEesfZ7vQBRssLO8dAjFI7C9ry1wCuTc+K4Is+gThA+wGoeU1z+qy6LhjJ9yb9Ge8NU0tHqLl/iUM07jZk2LhQDK1kDmNzgfqfYv2XsVj4jexl5uX7S2vVPhiPOW9ymin2fG6QZl7m81a2S3sQztnlqrTstKwfRyBGA1Lg5n2nXR2JVT44snxtvcdbhH8Kfhy0WUvyQuAeLmmhoAu7ojxnu9Ubld/wBHNQTmJrWbwb2RwubKfzCWKSN8uIPhORvmmebC1sjmtzWbLmvfh3LrhRyVuyalk1rGVjHC3hiTW0dbmX9yQZp9LNmN1jab8inRW53WJzrqjZe7myS4v8v9PQptnUjcU08ojib9pxNgptnVUrd5TyujkwG4xA2Oai/Bl2e5WQaArAIIsMRPDog5rQ0B3Dmi6QnFe+LFqv3auNraSN5prnxtz0xaLeAhrjyRp58s/gmnwzXeKaD9oJt9cOfx7APvHP3KODE4Mjdc4Shj2TA824nuiFyhFDGGtGgHZmFkEXN1GqbhZe/eNk2CWSQujjwtxchc6fFH2J+LLMLvhWZc8XJMLhazkSL6fZR9q09Eqy4slfIh7VjJthOq82M92HUck2WGBn4gEKeHvOF5nqrraeFha9xibK4XLetvivYgLrLtYQc8SvYqJo9UFcLCfYEC8ZLXsvZWYeJMeA1z/V4b2V/M5XDXhavAt48Te6t5EwuYdHBeb4HHwW7kbxBOqsLsLsnE9U2RvRZ4k2zH977SG8Fzh6rKH/MhhFuMqWQa3AQ9EmylqYYxeM4sxyUTNnU7pZHmzWRjNyNJtOkdFJhxBr+YU8+zKYRQODMEdjkcOepPO/NBsRAefBYJHXTZLd03RZLHYnmOzX59mZWR7D2OwniGi81qxke45Wx5g5rdMbo1GKcZ4+Z5I0lKeN4tkm0tgQJC43W4gGbslZumgPZgaFqgy5BBQjfMc/VGaMNy6X25BWx/BXa9W8UbNARLn6eCDuZ6pu1Npx4oo28MbuZQY6nbYHIWRkq4nMk5SRG1kxjNmvja1w3hdOX3A5DnmvPP9n4951xu/qpZ9ltbDI4etoT4lObXPZHg9XHqvpcOfdaHL6Md0cRTbRnXom7thdw8gv4LvgsL22ONSAnVunvTezHIUzZuw6XziR5PdBNrZITVUrGOOrW52TsM4eb6FSgauaWuatxJRutG0sY8jJjjlf4XVHtfzEwy0cxgmyycxw4XC3K4+aB3+V8wnZ5DRWCLenZr7kOzPstdFZ5DxVNX1H++sxxs+7ey3L4crImjaZWjpqjHNSuB+80q7W4S7UqKNx43ElyDsPJXadRbtPYXvbidbgvyTn1oLiRri7vipIfJ+hfUuA4jru1vayS3QN5omTM/iTZqym+iOWNjtFl3gNeqyOuqpKabuOlu7L1RmUx32sz7Vbst2SYuWoKdWQv3YkviA0cEA5hB9qAszEcmrBhbl91ep/hVsfyV3OTXTO4XRkI0oErt3rOcmk+HVCpon4g7RcTuHoCooqSmeyB4Je+nYMvin1PlH5X7QrcTjuqZrtzGxvK4Z3imso3vaALWxZINmPDJoVENI5z09ZV9JNEWBsLjGHssbjMHs4G3QYX3k9boFfs1X8Q/4f8AX0d8QLnMeATPKja9PeJ5/dIHet94rZtY0ZQx7l4HLmuJd1G8YvbLJGIDRbT8oKaJ3nezZmuYG+tFbjHzv7leywsF/Ysfm0luuHsuB2XW7o27qmafpql2g9nUo0OzoAMXffzd7Va3yXEFJBWR4oXixCfQkn6NxwnqE3CzIlUEkgtxyxh1suv9UIbd0oX7fpnjPqVIyGXThe1wtZS7oZQvFvYVST0NU6Ubq8+L+ydf8kZd/vDfiIWIDlmgW8+2HEbAyAEpnkr5I+SraeRkF5q+eJpYwnQ6gvJR2jtKthFaC2zaN77aZn3nPpyUUr3niAOSx773XVmAe0o5ouGZb3XdFHWMyfEQ4HxCfsdtaKyurKa+6iN2xhw1cf0TWX5JpB5o1W8YbnQO9Du+hmFSbLkjvTQ/SVP92OXvOXvTYIIw1jBZrQNAnU0w4XBGFwsQr2RuM7J1Q5ou7mVtSOeMGA1W6aPtDAL/AJp+1/JqQ10MRIqacD6aFw1y9YexbiOQxj1g3I3Vt474pkM+zQ1/rzNcfyT5WxMe3Bhjbiz9qduGWa02TKVxtE3OZ3h0ULKeBsbA3gY3QBWY1d0rC5qluNG8lDWxHKRlnjoQnwyhvA69ydAoK/ZkuE0s0cn0smbs+Kw96FPTUkszm5SGGMuz6C3gmtfTz07723dREWlDC5GKksHH1zyXn9QzzmfPDJO/uX6X0To5KYZj1CD+SlOzXAU7GXNQTlO4H1fu/e5qKlDbmRwa+O/eKMrWNc0O0OYTp8OHeZprB0zXF05dl1S1cUVnmBuKQ66Keqc0uJAZ8TZQyYmsbgFrnwUU9PI42IJkAs236rHTygH7JW5njwutlzBUkTsweScxuhCdUQQlzWN+mLG90dT8lcHl2W7RZa+hojtPaEOCs2hZ7mnVkfqt/Xt3zRxN19iw9PDsmqzlhaqOCQfSSM30v4n5o1TNu0UUjx+8U761jHA/asSnTbUrmNrT/vOy2FzyfvWGF3xunCJ124uEka9gfE6x8E1jWFz5H2aBzKrGPbaRtgctEyohrY6KANG5jdHjc7xPROg2zDQy04GVVTOIN/FqNQDkhVVnlr5jR4rRsiwsxfzHNT1fkp5SySztbbC+p3rHeBTJpIyHtzcFFI61p4Gyxv8Aum/9CnUoa4ufHijwZm45LFBUtc4C0/0XEHW/JUVHU+TFZOK1rTHVRtOmLC43zw273FhyUuw5Kw1AY0PbIYi0xgk9/lyVZQwS7iamOGzvHRw8FHXSeU9WKRou+h6vwYe8D3edrXvzTdkVNU+aFzbPjMhAPwQpJGNEe43bGMFgLDILaHlWdiU1Y2ShkbSvlks6nfYi4B1ByGWafFFfJ3EOhQa0DIZISHomsgqBJ9EC8hhGE27ufTr2SP2mZ922FxZuIwbyeqDc5NvzUWz3T/TwHC9pP/nKyeypGJpHdtqiK6tkbAcxEZbNV6OnfUhtmgRWDR7zkhLOKan3gODHIXvLvs2H9VE+ve10pF5MLbBPOiffOyq6+pivCKV7ZGnQ4+XyKqxstgETah+7aPs3Vj10WisE2OSoFM957srNF507bVKGgZuwFW/aV/EUn+voR1VO4B8bw5hIBzHtQ3tbSzf3tG3/ALbK0+wtnO/CJG/9y4vJqg90j1Sbfhjwipiu+O98LtHD4rgbccrK6bSVRIo43YpwP7U8mf1X0IAsLNvoFXO2o7FVGrk37rWu7Eb+hiVNUyNxtinD3s9hXn1FBem2g/eRu9V1wH2HucEGy7R3VMYnNbC0G2frZcx8EJY6hrWtkL5pYafd4wdW4QVNRudJniDbnPDdGphrZWsmbHdtwHR4bFuE2uLEXTKuknna+KIxtcZb8JN7HrmqPZFXEx0cz/pd5pYa3VbsihH0FDGKemA6MH9SVS7She43IeMLrFjmu/8APip6Gqlc/fRiXXv68XzC82pGm3S6qRuTeopoyeLoSqhk05b5xYvbb3XQLanLllqt4zopKrPDDqbaXUmwqeV0+154Ny6LcG0XFrc5W5+KLiddey3Pqrp/ntNJISz6LBLhDT1ORuqnc4POqSTe29aSK1j/AIdfeo9oQFwY7vt6jqmVNLPhcY+NvuT2baojtSOzTRucA3C7p0V4qSGiid9mTE4eOgRrJKiSd5fjL5TqVYp7r5nREuFy88Nuaq6qMDe7vvAayOyHwRfUtcW4s8JzXdI8Qrssfeqmr8oat0fmcYdBBG4AvJ5+5M2T5JRGQxuxVErpLtjHieqj88ka/AO6Bl7VnO34/UV/kzNL/BcJ4B4HJ3zt8VmrttfqgGadlRJT/wAOsjbOPAnI/Meh707eAGzNFsSunqS/BIx+Ed2MPaAM/gmtvbJebb/evfk1kYyT5WRm2qijq6R7MUeIOGnvX0LRYhVu0PKXaNNDFSU2QnnAxXPLroqut2c8vp5ZnebvIsS3kt0NAqSm2g54lx4aSUHhs6943eF7EdChI0NClr62J8scxDTI31fbzsnVFHTtEMbcLZtc0yke3E1rQLuW6jPLK62mwv7tNvH+1NjeM/N4sXtwD0zSkh0R9R4vb2dEAZnOpXag54FH5xhcJRcO5e5NZSkaclaJiZCDdxPJMjA1TZ3jQcH9VTeT7JO4N9KPE5N/VHNAW+ScwtT2S1G7p6dodUFpsTf1Qm7K2LQtYGf2MIy95X764YfsDRWwj4fUUMz32jqHeby+x+X527LIYRkBoFcFbP27gGKnnMMhHRwuPmPn2+5ZBYuWFUVPtnbFUNlma/mZeS3D9sDwKaIGxyxkAxVDHZOYdHLzWp2uGytccXEQ663EG08bC3ivE8lvw1TKKOeTE/Qubic74Itp5cMRbfi1apqeB1208TY7+Op/NYh6jfmhnmT/AOfqm1EDy18bg5hHIqm2lTyESXwVA+wbf1XmW2XvhqmZPY5hsSnNoWSONv4YiRp9mU4oqdjuKoczMnoLrDVVLpXMbxSv1JUfk5FNxVRG9aP+EM3f0+KmuLHFy+oGLmLoeTtLXbmKeN7ow6/8QNJFvsrdbTpJN63I4evQjqt1sujELTrLUO09wW/mmM07u9I4LziXujX+iMjyGtYLnwCqdpvv9LLdoPJvq/K3YLlBwbq1UzTteWkp5pA2pdG6wLfFb+q2jGwWuGh4Ln+wc1LXUrzR7PikwWYRvH+0+r7lxUrieeZWvptlidZzTdpHVUW2o/8AeaZrz4G2fz7eA5dCtp0baXG5sG9bY/ZId+nb7lksDmZ3ydf5IPr5+LAOJ5sv9mduVF6Cc4aeYn+A88vwlCqcyzsXebzCNO+BjrttjcwYgvO4oru1xPKm2lVShjGM1UlbFE8bx2J7pHXc49fD2KybvLcTbizgVoiZG7yhnNqmPp4p1WIRiBxNc0525ZhWpN4b9ZCVd6igiAfO83Yz9Sp/LXylmGN8Zdd2jGqoro74JJDu79OSz9PfVAIYtnSbNiN4q6Jgwjl63+W6k2vQWbvhie1mof18QVhfdzUMMLg3m8oRsbYDQKYNd9JVHcs9+vyusRGZ0VlfFZNETwSDmtVa3sTv2RtKWAP74Ycj7kXu29WXJuf3hyz+ol2NI+7qCpIaPuP4h88XoPp5RdsjS1w8CqnZcvepqh8R9xt2X7KnymgpwaWjkZG83zdI4gBjRzOYTabatdva6x87g183PJt9Cfy0Rp4w6GsjwudG5tg4jm33ckPJ3a02KpgbaMu/tG/1Vri/Nb+tqmxt6ucm0FMXNoYTwg/2jvtHsjbDDZ+HjtzVwuI9javZ07jH68BdkUKqp2zHTyBvHFPwuB/VSM8l9j1m0JxcBzYixjfEkp/lL5dbQjZIeJ29dwxN6AdUPJvyfY6HZzP4j3Cz5z49B4IX9KzQscoW7iGaZViPF9HJiy7ugv8ANTVNPRPqJIoyWQREYpD0F1JQM8kKOiq4ZSyc1LS9wtywm1kKeo2/UtD8hHTSYGnws2yH/p5tuqnrJ44HSwVRGLA0eo8+/In2dFHsePuUkN3H77v9LIu69g303raBYcrX1ViFmFp9VNsp7uGtpDb8bTcfLF27wusAMyTyTmwbTG0JxpDRcQv4u0VXtwUQg87mMm6Dr4b9uP4IeQuzKdvmFSxm0G17oXNlluQcQzysRb3LHcknMqDzKrfIXRXnD4sO7fc8Iz4srZ+Kidst7nVglayOJn9rflfkvNNvbU2lSVjYyfNHTxneWyOB7G8VjrzTI60vl2hXu788he6OPoL6f69vC61xbL0c0HUm16iMjQsmOS31ZUvld9qR9+wDCMuzXtss/wCbJOcMmM1Qc52ZKqMQzZSD5u/07H/+oFC0R1dEGiryynivbPxF9eik2xM4Ns36K/XopPLTaotU7UG8u4dyAafHX4Ko2xUa1Epk9x0+SzPv6K649EcAsOSaN2UMlorF5+p2TV4rAVzGn2OOH9ex0ssgaxou5zjkApdj7EqnR7JjdhAYbGp+87w6D0eEaLZ+yNlbQp/2hs/Z8bIZYpw/A7AMcbsPIqWSMSRNdip5SBr1YoJaqEPibM0yx/aaDmFBtmGm/cm7UMjIr4bR4svgE7a+y6gybI2JG4RT7rCJJpNdc/j0VRVxu+ihO6h8QOfxXE26y9ILT0NfQdJyiZiP5fqi6SJr22u66uchbJqjYR62irqjBa0UTB/m7NtPrI8Uf7NlxN/lXmLSHwOA3ZI4lRVWy7NZX0MVPTsB7t22cPcAezJbsm+fPVBgK9izQCLui3hLc8/qYatp/hytcPcViHNN8l6Ka1RtL+Lb1YRr8dPj6bdpbK2hNTyNOUsEha5vwTt7u3HzjG6Ugb0kjrrb9VaRz7LzOjjxPw8TjpGOqfFsSQECAfTnWSR+Refj8luubRhPuWnpaqwPoZNt6Na0f/rjL+cJzG82Z9jPaq+W+tS1vwb/AK9ktAzv19TFAB4XxH5NTHNHcHd6Ki2LOfoKOaZ1OMXJxvn81oiT0Wma8eq17OSe7I5ckACdOv1Fuymqf+JTsd8Qq6vE2OGOXc03923L+p9/p2I9yzWFuXipqSVtzUs4XHq3NU2yZeKOGr3lj9m2iZVUDMMcpzb0PZcfXy0pv9NTOGXx/RYrAtTmO77XW1yQx9VJJfv1snysP07NibEjIy3tQ8H3NH6rdt0cmwAd1qwONrLVHHYdMlkvYvvcz2YM9fq9lupJv37aGzY4aex7vAA9/u/P6nCVxj2HqqerhZd8bw63XO6bPFZzXgFhB1BUBeOJ1Tw+wDP8x2X+vpZf+aAffkpGfZeQnnqboZKkIA+kfK/If8x3ZLTNkyoqSOHXnbGf+pCTDw4dFlmuWfRbse8q3grLVFrnc+itdMi5X+qsqeOtqS9tLBuadp9RlybfNWWvo+a7Jo3SZ8T/AFWoVDKcVsZbmaYZt9oTIYfJauc57btw0xOSbDtR0VFG5hcZHuxFp5CwTqvyz8ofNhG9ocykDTra3E7T4J2y6KConFK0Njnqaq7nN6gDTS2iidsrbu6dC0hkVTHdpub6j+ic+byekniH9rRHej5Z/JGJzC082kaI/Wfn2CRpzabhb9g/jxtl16tQfgBu210y/C0uWy2daNrvjn+qdUzOsyNpc8+AVV5QTOvJVVTpR7zovONS7LJaLvDGcsNtB1Wnbdw+aPitULkZBf6fUW9DXszQijYXOJya0XXnnlQ1zGW4KZrvzUeydm07WPfkxkMV3GwvkAnV1Vtqkoccji2KpixYGcgXYwLr9lMqP2hLj/fNpxFrKe+pANzoPVRGzNpCokjY+VwYw4SxjS4jEcr5Koo9heStdLbC9jXNJEhxN+xfDYZ68l57sWkbsguBa980zQC38IxfNN/2j8ooJ3tAA82psPxJOfwVytl7WjhaHtrXRveG5nEy+f8Ah+vyVLI43MWKI+6xH5rFYmx0UIMeTZL66qkBdd1OXwO/ldYfKy2xXsNneZOY0+L+D9UMKjZobXcD1V+ndHUrE7mc0A4+5YrLCrE6dSrXHuTnXTb81r9Sw1F8GIY8GtlLLQ05igdITDE5+IsbyF+foCCgixE/JNlsJ6ojjktp4BWpq0x9LIS7UlYQ6PA6RlwUKplZUwyScWMymVp9zjkm7Mqdq1FRa7hTyTWaDzNmrFS7CpWn7W5BPxKsNPQkqMP/ALauhk+eH/u+vupKQc7SD3f/AGsITS77Wa2psR57skdRGPxDCf8ApHxUOzmOzrNoMa4dWtBd+dlDSO0c7P2K7/yV/wDL0WRysrAK6zcPiiRnfwWXMrvWUZd9vNd35fVaL6GJx/CFJVuIp4Yoy90kvgvNKd2TRilk+y1MiooMLR3nHUppc/K/JWptb5kp+zKmXd+cTWY9wyz5KKllr53iDuXqCLJlU2E00Efq85O3f7X2nT0rPtVEwZ+aLYdsPrnjVlBTuf8APu/NFnk/5JOPR9bUW/yt/qnbE2m6mgpHua6SClhtisbi5JJ1+vunYvWhc34oHD7UXYMibjNUReeGshfTO9tsTfm23vWxdlNf3IppnN9paB+RU1dbQYGX8dViOXRXvyQGquOeSwly0VzJz0TrKwWIDmgTINOno27bJtNBm5xTXVT8RtxIxV00UTG6YjZO8nPJrhp35Tygd4dFvJm3hmbu5vZdN3EgDSMnLC6Zt+d1w1Od8lg27s8SRnvh9PiB8V+0tkFkri3h3kpcB7L3ssMFLLIfAWHxKkqahsELI23c6R97LBsras9BRtbhDaaTAZfvEj8l5xUzOkeXcT5HYifit0Tl4J7Oh9C3pmnqjhD+7L9g/wBOqdT1DML2HiHoWJt4lRRENxOfhs14Oqk2ZtTZJhmgfhliLtD/AOZo01MyQOEQljc61nsNvy0UO0qbOSkmZPH/ACm/6KnmpJMUTdkQGM/ju/8AJwUcDrg2xyjx6I3urAZq+HmtV7FcfBYW6orL5dgbjZl4/UtdM3id3vBPgGJnAbPbqnedOO7dnBxEi3a2GpJmhAthxZgeCBoJcV237/d8CmQzseb6jCHJ1G6Rgw6DcOL/AMOeQ9qftWn2iWPe7OMDg+CZSwUULXgZyuP6BX21tWSZt77ocLPh20m1tm7P/eIqhpqJmaluE3KkqB67iVdRUuK28lay/tNk19VFUOP/AMghNhoX/ulVFvadpNyzkW/H0LFWHa2g2jJu5oW2pak82/8ADf4dDy000MMzC1w5H0GbVr6YSs85bJND9sA5hVG09kQVMUcjIyYappa5n0bcrLZ1WP8AiSUz8vC4TqZ/LRebyve8NsW4zezQMh7FgktfDxEBZrEdEQVcla/FHjRDG+xaWWfvWFpufBa/UNH3grk80GyGxQOHC5oycwo+asEzR42K3X7Pmu02JbHosFNsuqc4d76ArHPSSwnq5llviblXt8Vb0BdHY20mu3ZeQ0mLK3tWOjzpJjdmfdPTshDmXDOLNMsOWa2dtuMfwJXwyfzZj8j229IU9a1z4/VI70fs/p/9oTNfvIX/AMOZuh8PA+HY59PTSPDRxFjb2WBzbG9lu3SYul1Uzc6XaNPKMtM7Iy7Pf9LG/GxnKT7p9oUtfDlHNTExX17wyPiM0GTOZfq1cStdYBoVxN+Ks0oNPNAYeSuW6rcQ81vqnmtPn9Qwn7QV13rPabjxWGClc4/dV59m1A9sZTW+bkud3m4LlX2bsKYC2RLcP5obI8pKGGOMuZ5y97w9562tz/JGfye2OKOmbGGMj5u+8e0toKOWYtF3CKMusrT7OnZ+KEhbtkTi4+qBmjudlyhrDxuc21lHs9zn7pgthvkFgdheyZurc7eK80qWDPNkg9YKCJ474OH26poPRGAD/wBxWxsJ9l3f9q1VoKaST8DCV+6eTG0ZPwUTz+ivH5GV/wD/AEhwf9Sv/s4Ix/zaqMf9yG+l2dD+OpJ/Jq/fPKehj/u43u/ov3zy1cf7qg/q9fvPlBtJ/wCHdt/7U9u7rJ2SNtLFPU3a/wBwA+PJcHkpG/8AvppHfm5TR+T2w6aj37bS7iO2Ppf4radC0MZh2nKMT7MaBfLNbiqbHiFiHwTNkab+LStpg5XMd/ii1pvbndcIsSCUA5Z/ksLOZzRke2y3FO45aEISzKwYMh0WIlbil5ZZLfTsVsOZGS7p+P1GSa8Sm5HNXut2ylL7dEJBHGAfVNQLob6IezED+SNFQyNEnrG98H+q39bVPlf1cfQqdk7K8mvP31D96cA4hYW+C/8AybYdVTggDFLTXCdtHZlDTVpfBgYyLC0tNyf6fBYDSAuOo3iMpDeL1WhBrviFudv0zpWwjEGslLfyTK+h8nMMsZux5qpTb/MsqRnwQhr9k007GuxNbNA1wB65r6DY1Iz8NO0fouCMD2D6l088gYxjS573HIDqtoU+waaSPc0rnUtS8/xSOjeSqtoVFDUb6peJMWMO7wvctIuM/ao6vZ7d2zcAYWtzy5qWi2Hs4PLYKV0phi1Ng13vuR802TalA+GOZ1onO5np4KMkLiCsES72rzajPttzW8e1YT7gt7IbZI0tEMuZQlfbEdVx4RbxVrZDRd75/U7OO09mQTAUGW8iGWEW/RYsa4sXsa6ysylj8S4kq8lQ63QH0ptobOpYZTPDu3tmHK91T+Vm0aal3MxfeJlwRxWTZn+TsN9cW7F81vqOk3eMaXV7oAM7oW155MmxGGONnQcZ+u2p/wDBkHxFlS074GPD6ndynwLTohU+T1Y18dWx0nmlU27RY5gEZt1yVFsypo5fOJGtkcWWLc7ZfNUflLJGBJPJu8LNMGdveovJKngwtilbNLI/nhOQCafvLNYivM48hzXjzRdh00Xnsug0at1jwtvbJBzzdG3qp0QcA0FYiBe2duZ7P//EACYQAQACAgEEAgIDAQEAAAAAAAEAESExQVFhcYGRoRCxwdHw4fH/2gAIAQEAAT8hxp3/ABeNxmaROpVyzUsQ6wWc6lKZjXBG7uEVNuvyDLMomhOiAZ6mYELO4GuCd6OGomrj/wCZnaPUp9eQ8fMKN9l8/gAgVz9Sy1mAWeMsQFyfqFjh+IE+xMyh8w+8Hibi0yu37yra33B/2gDHtLGwl3xOFjsLxHjL21EYHzS1hri2ckLmYaDOJSO5XEcJ+ZZAgRySh45lhVq8X/1Cr/mByHHWP/EtlA7BKOJ1fzLVFgx0zqX1mSEoqP8ATSvAWU5fmdA9yzeqWbZbM8z/ADP5vtDsmkr2qGl8UU3PLNQEuZx8Szygy0QG7PME0gnShdTbB2lTp6qdQX2jyL3WNKF3uNWA7hE/kpFWWnKvbLvWkNh+Ioso7TieFw6S/MW4PiBX9SAULQdadbjh/aF+fWSuh4VKMUzKCNL1OSRSx5lv9EF43+FuJbglust5ZtnEUuHHWpZPCBL32Kw17rOUM5WIqYWBulZySAlqLlmBR1nEGYaz1IAA+FdJXKJN0U1k+o3GrVxXkQMWJOtQRhRgkXvUEcK9zo/rAjXJnEBX2M2Sfcww34hhAseSJYBA7+BMM/eInNMFZxf4lnAMfyrgXJjaW+5XXUxwZgrMMd5q2eYnmoiZUuX+CrzNtQHQmmGI4+Yz+4NzKVw703BYxqPDlFYZRsgjZYdCXIFrywdYieF6lu56i+Yb+qcj3aAW13kiOcX1lRkd6ID+hGmDhgDn55iGFOTU7SMX4VIDkq6xZjdbYiwtdo9YHikwzVzTUcdcEeVXz1haDuYj1pn0mCCjB2r0NZiLlZaOcD1E6zBbBG2IuXR3/DqB/EbMcQZB5ja18fiR3AHM3JAMJ4lOf3hxnmdZ9wBkLtXSCf0SobGszAUvzNf+JlIBrUNw9tQH9iN/jwEQuAag6FeJiNYS9Kv9kbFc9YXAE4ljsvMC8DxAMXio4FZg5iwAdVKTEMyzK6K3L10uY6lr2s7lGHBKqsxVXcTMZ6fH4m/tQSgsxyzQY9wd5yVANfqGhgiuEp4i6wE1opOv/wATWICl2zLD+AToRXMQNL9TkU27pQ7iEOE0APUWZ+6WAKXBNyDsJ7CpLYSXFuTc1AvUL75iZmR4HF4hgjIcT/MpOO84uaxFkuZQdoHrm5llfUy7/wCwmFlpe8Gqr+IJMnEooS6BKgeNSmAmJmvUs7niDZLHS+kW/VlC64yxHXMVbjMcwvDICHxFSnR8T1A0ZjmGy4w+IiwGaUBXhbJdXVbbDxK0doMJUqOzkxSomHK7Wc9pmQi/xCjzKHpcuxLFsJUwQge7mQb5lGW8YnH5nFmR34nMTV3PcbSFyU6lP87QjQO5cOFoMADO5TwVmdSiLdUt1Zp6mWsB3tl/Zg/HeWrbzGtzBqXXCvwFHLXGX9DyxLt88rHWreI7JpRbvpA3unae3xEuACowZ9SlKOILl+GG9Z4mOlrLjsja+DRtnkL7uZ5EnO7jynA+5xH9w7DlI06Dx0Qs8Czeuj4h0qGCpxmPSt1alCFuJjHb0WDZl0huYllHKsVuYzlrpKHPjcLvOm5gDWYYdESl+5m7qUPtHJd9Y+Ewum3qFE02e2V9lmphDxoRmf7Ym692XmK3PcobxmefUdY9s7TrMc9oOk9iSyjhyjqYZTeNaweIj2S27b1gVOPEKMGPEp0dwYPx13LhM16w20yyq9DRKGq6BTfTzKf8cK7vMsDoLxL1vmsRbX3IN95k4LgHVvY+JWBcxE286gfGLg18YmrMwsBjbDCaJZMBbzHbdxA88wmoNcdYQ4azslIvSab/AAZNczGfEUUVvNzEuksi5ohwsoBd33M7JXGUaibI1u+JibFsKtOrGWtq56x3Dr8RpMk4r8zPLo+pSu45hvQEq0fd/wCYrKainEpsPkiNV/aorodIVYnDumvx/CHGdggLuCVhkmfc9wz2QS9ZQs3UUTV4mdfJiLyFVTADE0df5m9mE14dn8b10loESDVcuNc9I6oUw9nhP3w8YpuoKhOcxlEbx3NhiVXxKruPnvOmYAZhi/mDOputSnE0jwqEa3iJgORDC7e4wXVuTPEsV8XhupogOwEBE7ZbV0uZniNMrRtXoS4ISsUP2JfSmKer1HF2q48DMTjOr+a4L641KI2vPXzjP1OX9rSr8Kl6I18W9pzevMNoYwOXc0wCPZKkuMV3lbmVmh+BX4PV1gxhi0tmXMzVjfQTQQ2MRDaq00/9YbskP7IHypVZssQzi4j7tgKckd60AZ30jvt3/EsKzNkCYDaLOtxQKrCW51YgdI4x31CAypscRZ/Ub4GBRhce7MvLmGqqszp5nJw4iOiZE0mR34y31RP8LMNVAP8AqXA4/BfolG61lNAYqo3mr6P3LrFVKntLuY8jX0ivwMBei6mbpRbtl84idt2GPfzCbJbUAz79peWv+TNB58Rk4jkcTDG/bUxlUWFwBYLLB7SwAByRZVH9zAQvl/OcMC5h4j/dX6smUHjvmabCFDvF1BGNAJdg33uBWrcy4Zz/AMjmfMLLkryHjvBFksovYJZETDLiVq56QC5zpvhMjXYVF3jf2JiUTC2vc0vqIHK9kpN/zTe4bqPQ51K0eJ5ZnVSkAeYUDLKCSxcbmDHMeTm0qcpmqfxN/OK+6XErk26vSOs+/wDuAtowOtEc1f5DFveKhuwag0hi+IfaouckBE4NqXu7VGjosK+/MLXqKvCVjbK/ycCg/wCx99FiuxTPmoZ2IPh7rkQh2nOU6yVwxuagO6Har0g3mVsJtVwRVMINnLEZv5HGKoUx9gDFWXF8+pafoBxV67wAXE0HeAQ28N8MxGH1tNU/EtO5AMG3CcfEYZSGbOSYJaVXftFtBihx1j8vZraP+KmaolK2PPmXeShA64OpJjbMeYnmPMuv3hn0xZu4LN+JuExpabxqMrNiI2xoawtVhz5i2od0sUeGG+I1wBRrMZ9SqPuCWRzvuF5or05kAV0HMPrThT3ZWlp8ibp7K8VKah013Khf9yxP1Ojgo0/MUtLHwm+JS0CyeZeomolKoJcELAaCbwo2jt3gu0rlV22er8RK9ZhKyiHbrk1UUV7vExLM9G738Qx2j2hWij64CynMFkz+SKxRHFRqct8xZm/xKjVoYeIVAV+LMeoFCJa43IK30IXWBxjWLgV+jZIU/XMdwUPWu8qk27MJ+K2Q3b6ZIkmFsfM4XhUIeL9aFp+0zbnA6dZiydayLhB7WchvUSoGEs3DbvHzZZyFw4+UzjICWJlztDSBVOCbsE0aqsv0M7p5xfb4jkPX1O/SNWKD4GzHF3npHfGXFqv3D1YremZiPV3n0lgb3XLtcmrl3W/2S/wec2mJmtAcw1Aw0di04zLJLkxOtwog0egJVKnJqX4kYRwWo6S9P5LfWOvMOWUBdMvEHDzmf6aLl7+SVo2YoCgVXWY8ymuWcxYbUPHHU/dLc/i1iYh3moZ4j5hSkV5jsP2WVJVgtUUdH61BRmzExmJfevxoGLnwiEOtRZTUJCmNoNfhuoU9LidP9x7HMrTUSI6lCyd5s6icazBPliXaGRcbCHORivUFZD4lB1gPBCszG2V0pw/cqm46CV8bctDpzZ/riwlmtgrrKXo4CK+pfzpR3jiFdbHV/KWIK3pO0aONuTEzpYbHXxLWrvJXnxG3L7/5lyDEsexHCWsrpcxFxUAE0JadIplkwgDmdfEQrnCh+vvo8fUL5qDXeHk8RkJIEVAlj2I7VF8kOsrDF3dQyS1g4amq2A8SppWWUtu6h5sAOCYOyGW7zI/cwsiMOlVzqOnIwOduqjKzYg02EGnae2u8XqG7W3jrDF18r0cviKkw0PuYbxibPAystZBI4NYdrsWL44lNEcYPU1zA84XwD9SxEvedylCx0hw4zJLEsrWW/PUS35lZp9fG4hDsYR4jB5zD+NdTkizAOSIi0Oq8Er2obK4vChRYr4SX9wmipaVF5cGM5h3IcRiaVuaiL2nzeIoRW7Of98zlHnlw3deaTOiFUon0H9wrDNhNuoUkOt8TE9i6UlawZ6sag2RYOlzbgqNY59y2p5g6iNzElFAa3+uOrFx0JVt8FiuT0L9zRmAyhQyrgiIC1WG5jqUl56ymSJqIVUV5YlnKEyshwyhAdWBzCJ71FUMz5SL7VSpsepOQJfB45lDBaxou6cEv5VpeKggC7Bbf1EmkqqdDFzK7kobmSv4jbFzi1R0XWVZh1o/yS902qoeV6yiQNUcCu+T2Qd6NFQPO2Zc65C1/7cAqsrfj/cS4KVbpDbZtBQF36WqvvANtNZgbaQgpKyz5gb3qZZdu4ZUQV0E2FwHQ0nPJMkWHqDrcWoLl4sNt55G4lo2yML3gXwQFfDsIpsPlgOCxvEBy4EpHInNII83YwrWJtgbvQ25cuFrw5mDH5bPChg9dpXGoWP2liTtWZpo5yCifZceblaoMziyYFuMR8GS0RVS5Bp4PM0nEK6QLQiS0+1YVv8XUslo1tHR/cBslT48XS9RU7RfCun8yjHirgoql1mOOTZXmPUsrG6L8Ky6Oa2d8GzU5NRAtXoXHro3YdFNPxKWVLRubqEVKZjqIF6BC+uc5dfK3BGOPQhl0sS1raDWHJMHdGN+mWNYVuD5gUMONEYGeVgDq4vuICFYPaARW1SA9C5FsSzeyFQjBHLsO9LDsyBy6KuKVG8vKHzAkOunMSEVwuOdzpSuJCmqFq74g8gGSshzJvEeMg2NdIWh2NOsqzV7V+pWSFMj+MtkV2kYKLWahBoL/AEI/s3uXDh0TuVJQ1raYxg28R6GYCmyZB6ZenE8owTvqV98ItY7S5B6ygl9aYhYdvAtvsEDM9rwWglkik9nh9MA9XT0lte0ZTRQKgmTZ4CaeOzGCsV22aqofE3lXEzgagWd3MDprdl8wk0wqvO4ZnqJZZzL/AMEFKcPd86iJ3VN14d3UroTDXCAjslxupwWPRIG5LNxAJvxtcuy+kF9kW6v1FKv9RLfghMQHPpgj7C5SdINbXMkQFh44TvFTZqOEfjKenMsKtQDyOWtDJLsODE1xDns9GErsOHTINXC4fVMnXFF/qYO0jsz9w9FkryfMbCK12xmCBDtekOYjm6MwifJ8s4gQybecf8oDBDoYP+IjZ3qHJby7RR8z0sKWsl9BP1HFwGyAnEYHuxQqMGjIt6yzslKpgVOXpMVqiLjcMoJbkryoo1GFwHE2i4iQGCZOjlXk6R2Sy0TXgaG4VmTam0cX7iSj1MWdX3KCivKfqIeoNd3S+UfFXMkSvioH5HdCtDWARw1xFOa8x8JuGK/QayrQS8MbOQFs+f1ChIAGOG9t1HnJ2VYMwY74gxKNdoD1yip5LlW9KhukO+b8hfmCjTl03mDdQqOf7R+os9tRSygd0lQBc1HnReeF3scYhtCSqRQEMth4euIOge4SH0E2MpUgiG6XQvLr13UOg81mYqAFkuVHDERRuwQvGtYsQq+blfuxWqKOCsQwd0XibwNmDHWVM7BSgHjtKgAi0FANNQey2yWz1HTg8S2RAfdMTZIXbZNaM2ZM4zrDj1A/vVi3H3FTRa37V+yOVkrsNZini6lw2IApKJmX0mn6EheAV/cs89EvUIOL3mCiObgQX9JBksO6tV6lixOy3LX8oECtXAG2U6OCX2ziOx77G3pirBXtHvGBdQXlYECA58GsUwfDKpE4JcPMl/yCN2rsH+YKQEGD+iEji0M03RK6RINgSNIZDtz2Y5i1PUo8d1xPJmByA4LjRHcKpHiWNCjEr1FGLAX5qFEJ3f8AgQuLlrP7hcRWFDQ+kKb+FNNCTGKOWFY21PZVpyEMQEIxi11WG45kdHYByLbnMvCBIz/iIWkJHV7/AA5j8DzOUIOw47EWPkJ/5DN4M2TLkRVuzt1nWIbItu9aeNATPGi7Q3dblms4gWVkAw4L74lo9VFCxWsDqVfQErV8J0WvE+kIBeF9bjymAH3kqdseZbcFd8oUdbHdNCWK7M+nj+yUxx0Lnavshqao8TlDdO+7PjS3N1OtCi5nyKM1hdepYGuk0pHKf0fGEC0bv+hq31HaPhkc00h5pg60I1uP7lwgvk3MnqwQru8U45SVQmcpuveol2oOqd/Lb3YJFq8wltVxiV3lwaesu895gcXOCWTLddaztRwkIycxN2HX5lSXIet8xLolwUKAqrKH5H3GbZICxICKvhLfcNLlcSxuzkou8QvqXRqZYBv8Zq1XxATWUrjpGpWB8TCDjLGALcCsyvPhnE3RdOi3UeHlVHhVxg8+4djlstguezDSpXawHJ1lyBQjd3FT+cODihhlV5qLuTFu+BdlSo0Tsxz8zQtO3r3zOVj6ayB+p1meeTHxAtnVhR+HGxfNzSUygfLzfiOzCr3oOkroNvCr6plCGk07Z31hb+IUQtuAQ190ioNmCekHxf2QK6stQAMNtxpWwne451aRPRKx3eJhRyDA8ui+7llvkv8A3dZrzrFRV/i4lswRHfMYdzM7d7jQXxf6luY0iLHZ1lQprAaIUGRMJMNSR/rETXEe06GB84y+dkG+0HDlClEu4qhr4l/IvJFwQcXqpRwF9oA4VcroqlLykvZ2qUPay70Es/tQ8WalAA2127W+tiGXAUW8qdQ0vYMH3DqiiyDYy/obRURb2DV+4DcN1BasfV+ITw5MyVdlDc25iUJpoZ8hAd/ATC7AZ6Sy/bKi3I96+fRKWNqwUBiio4Zx+TvFm5hi5igMbI49RUYFUIk+TVX9MzfLGLBhS2W8kM6NS04uX6lyHareboOCGe0y69kVgVdAExyLeJB6EIt9sZYY9w6lXb3xBQJ9u9WwF1njOYeV7kB6efLUWXErOfErjLvFm+QFLfmLTmM8xbbmfyG7jbB9wBs+48xRQduH1Y9QiuTLQzGzQR9JFPY3nwph55i3F4GoRyQuV+GHPdMXL0YwrBCu+uBWE9T4fc6h/fzd7jnlCv3BrfeI2C0tV6me2Nl54A5b45jpBg6baqK7Bo5dykB6ImF2vL4cc43AGvlMrUh9f+4lJTRufbkvrEr6iOIGrC3WD4lLQNcSvMV51jsFwr1RoZt6eO/VmVYQ24/SelmpdQHWUXGPxeuYOKXBywa49utKemVlHyAXeU7TGEdXeGI66jfpHUdADjY8HVg5h0EOvhVl4y+v5Q2VkhsJk3cbbNSMcHi3iO2pmYi3Kil5Vy71VZffcYtUm5fcJVQW1Cefx1SiUGZcMsDqRZZqBrGXRFTkKf3NqAPW/wDhLqFMV9mW9JqLY1IkvPJwJziGpZAMFy2aGw27IZkR7G1hrbKrtKFrNZ43w18dYUWNOoiJtaKUt36fkuDg6EsUS7cVt101bmhVx4xbjsPEstQdpwD6gvAgiHd46MtEhs8oB/CAw0JLgEa8HuMusCnNpWXsMxVeMEFrDTWOW2NAtFHiUairBErv8AzFeCMbkHgx4igozGYPHePIZHXIgFseAGLgW92aMJDqO4+VxKP0oO2VouhCyYXu0QBH8MD30+PzYUmaaDZMFzWusoW9nQa+PXaJEmxhlhUQ39S8jrEoitZqp5nzKsyw+YUy56nPuPPEfEqPlHqKQ6xE1D0d1VByWBkJun0H6V7Rd2tTrhdFxsUYDxHRMj8olR0azPye+97Lln25NryrHrD/AAorLUotOFYiTZjxbVNrNF1hzLj9on1KymBLAZKR0cjpBr5TSpeb29olZp2SyszDo+5VNdohxvUCluYGOUNo6Xcapu0P5YtwAApWOYj2Th/y4RevE3h8THvlLtp2gtAMr29DvP1wMTE/c29KTbWVWuTJEtOcew4KVWorMx09QrKZ1M2v28eyXkJs5Gw9UPUrah4ELXkaqXFDygwSygcw/JJkZ5mcy4aanL4w5i47xeZpD8HSfrBqMwEL5D6haYq7dcEWq8FSyB5jD2fq5c6zKhT1K36gqVGzJrrKL1HVKtOTfRBmPxLokzPg1E/q3QilcJZK79UeXRnWBrtLQt45sAyAV/1Jdk3K8Lz72YkuQYzrvCzmOmeotQtLTrh/AadYBG65xHe2Ei6mWxm2451L7y5c4v3c5B9iWYwqP0mSMU0RXIoAy3mPigJ03T9R4hZStGryrfN1Lhlq8FYvvMMqbaBaOk+SEX0zvU2KN/UMnQNvpBh82dXpDsvOtEotl54lzP3EXDF8yuBuYxzPD8FRFZcumXxCBusyrQujqL/EN68iYDu3eXft+BK0Jt1KFnRBQNM1jv8Agxmfe6aKcIwNj3969+N9Ld5dbxgQ54vt4GJhBbpxb8dOsIURoRPmD2AQknbetkv2UwGtNxhqZyrHWNpUtcQtiPqcxDGQdYhfn8K5Y2qqFNLnvmW3qVxDWSXnP1FHyr3QqOLLS7vKC2BfxFujlF3SxeKjsMNmr/lw9wM5XYYzIITVP8DhXWKWag7iwqXrxMlRXF95WHVAmAesU6L6xhVjPzL0WUpELaAAR5ms1mBX4MwrTKMGb95qKtzOei/zGjINeBUV5YBfhAF0QKj5lTxMckcNtkKUCk11fKAgIF5LK+y/iI7VU7uwPmy7NZx7cdCJtAHzRFfhg+zNRFUH3GeJXMrp+K5qZzMm/n8FBi9LbKOIZ2oB6Zl3mzbgnT2M/wC3LIVqR4p/e9y5vvgMQSuXqR04WY6df+wbWtF45iCiMGXiolAE0/hCqej+NWGkD6PiFanXNSxE2Mx5U4juOODTKymie5edigztmDmRHIT9FHcdJcx9wVtmZ4Yh4nV+dP3G8e/qJVgq+ASmKSuRg/iNnpqgsZp4e5yYKOescy1KsnFw6X+DkxtXH8pwRTRNSjcs1NtS9DHov+kSgBcV2YsCK731cCO4A3CpiQC8gPn6x+qi/DMHBWHmXNAVZTEbTwMm1y7esDbQGY0WSwuoJq2MPBb7ElhBjYUu4v4Fy+/4o5i0QUXByIbTwBRUFd0wsBGtJ1AcMus3DdrjtNQ44AEfI/xLNQnLu5mUotV11WFB5g5GhE8lt84zK3tShcWxZNN07y8EUhrLsraFmw5IOapbgJ3jgNpey3iPWsPuBpVqqfIY/kl3HxFi4r8+fw5mesvOpWna4VrpmErNFTojC2JdFshf3czTM6BP9n/XDtbBeLIjUvdmQKBa/BKzXZ1weAUepZB3isUbDpFTS1o4iPNb+xIMDWru5jA3qyc7faUifXKJdztLopR3mwZxuzcPWM8IMy8TsM6l7Mf9JnWIqVHd44i9EJ+keq28Spna4LfBGJItQPln6Jbh3IqIGq0WsI4dDXFYDLWC6tq4PrdsFtw3Rhb7WVzwFEEBcUM7Saj0QeZ2AphtqODA06qjLQ7MR3vGNUdg+GF+ResF+Himhbb/AHhqBnmOqNReX8sdTTc1MVBx+AXMXOAz+v6E56BNcJBr0ZclTmSJauGddk6GoEod7NSlitktvuC+/UZgqS1GGwR7JRW8dYTLCmI4SdFoqVxJWMpld85zCvuRd8ykrEeiEITJyQ3lhnM7Uc23yF81M4rMA5OQOYWhC0K9wrFjHGUrryY07GfBfWf1MQ1wYmivIwt3XSMUG2BGxXwSXjGOsFUQnt6StHap4vWx+4YGpohD8FUF8FamOmEPnEoOIv4utsWaI9Yp1ijFS+IKOYwNPLM0wuwcH6g/08obmlw42UKbx6fSsm0cw2N9J1FFr8pSM0XrK+kSKy/hh8noTVAGqgdG9R7SkELaNw3Rf0S9au7Qis3Q+0MMKodRb5/CxLY7l3+0Gi2ANu5RqGgObtYWhFM0LtODzOQz7QoX32UTuNgF6y3kqf6wuqmUHBET6PqcHHNS9TOAJ993ECSWU+qnNdV/7DVa/Dtwz33Jmun9gwhQs9N8xZYTIG0sDFBw8SxuEdkNUzDKMfEtKOZUxUTl+VD8K1DviG+vwyv5gkbSDvUIYQ12NZ+5Wzz/AIVai/vwQFJyuK1WOS/3WGhArG/uBVV0A9xN2yJ4gasOTcJaY4lRx3dm5vIAWc1UVRzfMxmZMMqgWXgbSmy8fwQnIill4iqUh0YDxFHJYZu+nQmh2wfL3MLeKRU6vI4t7Sr6uQyVInhI1Lg2fEucxyf3iHAw92C/cUmIGqesBrzNfc9KN7LO5E9B4IHuh9XH5IVmvLVQdYtx/NY08WwQVYIl5Da4EIWs6OsdleX1Ld7juW4g2li/M6wjM8xXRO34JifRfTX6/LNUsXoE/Z1HYmEYGUYlvMKpgtdCMfkW7KzmjfNRVfRzTm7LEqhlw3bMCpcidHKVb1OdJBWTOYHAAnSnBSvy8f8ASrisNA6cSxa4XMLtmjljT0MDsLRWtkSICBdtTBjlhiZTdwxStr0QZA331NABWZy5hhslVxCHfWBZcwgjLKFS6zyqHJ3bOkuSUAEU789bnMF2TPgl07pENuc28CtzptOL+I9wS6W4D2ctS63IqlLilW9+ZSK+yl9Sj7YwSKGo5137uG0X1GBjSQgDmCRbPOQTgqai8jF7Y7ygjlHRVb7jYXlwH0EXM2lUmwu6GHoy9XGV1ggTEQZJYTWIcqouzg/w2WjLMBz/AIyc3AuaQLM9IwaXmAV8KCe4sp0ocwuOSsUlYhRqZDKxX2v1OZ255xNhlko3hGANBiAaKowi38yssa7dVRHQBzziIQKeOssmLuv/ABLCudYiUVjjI7OkCELnK4+mY0ar8a4QL/PMFu4LzhD7gTmuLCg01Sy/d7iO7xFnXToe8TRkVj7cMzcZvpziG+sT/aN7T11fD6jI2Vu4dAMt9yu7lrmMGyzmXsW2UGr4PSXrFsluT03UWAw3MXJp+WP1WLhFguFGgj/Je4m8su4iOQ1A7QKMHMyZlZgXDnnCfZfZzbDnTAumIdtNq9HKz6RQOJR+EmL9a1M/gqLrqTMywCWq48S8kHPJGb6Zj3WXwOe1YeahGaIKZXpIB1kgkezjwl4/iZSjQWXzC0YS7L5My35dWJzr8dJzsruVhxcwedFDcl4Y3HalcqgkFs7Iv8GpTNQahuo2PAz8ywDgesGhyE0lI0KUSn9rKor1Nsd2BfAShfcX+iIywDcF31iNF4MTO6MoLfQW/qPQmphm+ENZrUbt9X/yoTYlC1epRyx/P+2NQBuQBbdau1+Yurk3GjA7kd0PJTjez1IgVSE5Bh9MIfJ0Q1GbDR/LERVh9MANNUj9TJ9xK+SSwb/DYggmP/Gyl8I6NHzQ4epYX5kWe3AfaR07qP8AkQ7Q1NGryBwM2wkPKB/lohJw66ovyVb5lZPtVG5Na57x4vRiYsRg3L3FOqxzlgFlVwcf74hmi9PO/mBBrGJnR1eoV1YKEHBjll6wWBuFMtt0xldBTGmXLfETC3knJ1i6mG2DWKNsNwg/ghNdwaz6Sqlq2GWreTLIvIUf3G4/RT/VwvFgXKe03ANwr7V/D5jlwb499DRG03KqXM8qFUNqhwy+WYpTEq9cahkqsgLipzcMXHFB9rWYNc/ju98sABW6wTANGX64to1Q88wD2XUqrTSVzxW87YkBAgbzAhU4Md8RjvFx+pRhwIEIJUJXOuEMtTwBA2GTTa5BWRW+xMoPRRSpAsjCMcEzHcV7XPK8RERObz7ttkrjomEbGUossOVcM3IZC+Iegb6SgIb31hze06nFKTVtu6nqbAA3HNiwBtASygA2fqM8cc6xvg6aFf5NZg3+VxO8DkMCLJY6PVOW+OIItg9HX4mGLq/+6lnaHjBBQQ7xqtQcwQx/nKVOFayFyvJfBNkMVWH6jll8nzhKEalh18XKNPBFlWFwt3mKEfKv4DCBNQgQITmoH5zC84HVR+4S6g43SYea9XLC81PLQqw0urSsQwF5yotdpTLNE6UhmHxblsfpTk5wPMZi324jblkgtDnBNQRy6w16Mm0zoUhkm7JnU6SgIFg0txKQqI2TTDc8xOgoFyL+I24qf//aAAwDAQACAAMAAAAQcrFdwmOzk+g+EKYu5LP2XBvL/tmSDv1+ssrn5ZVYM1TDe0FrJCyslkxm7xTUGRNyNi4r9KQyM4FBJ/McMFEZz9+vnvvNOTfIn+V1092wQczRLSDb6F6ALTKAg4ka6o8nWYcMbOBL0RK1TcJoxrXRE+6e7ofQxCphKr9rPaYNoP8AlzTl7/aTQvA0UsOggXo4swpe9pV1zCDvxRkFTgafJViekQTbf7zWZmaeNsrvA8x2+KRW0105XaW+qj57DxyPrvoUfQnsWoYvfuHm3Jpl2W4lI6sNBqtxZnshQ8BnnwUd+XqzZzzn7F6qXjb+uf2wtN6A0u6f9RJzsoZbeERGmHdI2brY8CPrC3gzMjilnk39Q8SK3rQsHMBXgvVdhziVlwsn1BljPlmACVOPg1G/ZosUpWUg1Q3FthBSrKaQw5VQvjpN6TCv8rB5TZKqSMCurM2DMz9XvKwpJgpMAlWo+C9rcUtPYMbsBjGuzN9ZDOOYRAyaZTLn26XN8Y2fuji7I98j+HvHkzPQhu9Ud0zdBBflzoR2xrvcdPmDZcRPIoV3V559OeV7otQ8Teu5sjuyku20Mf/EACYRAQACAgEDBAMBAQEAAAAAAAEAESExQRBRYXGRscGBofDR4fH/2gAIAQMBAT8QMlZuNCy8TSJGoagxfEJjB3BmZwGV7rF0USnFJchN3L9JbqFtRyASoGa2AGFiOWAtMD4g1wp5EASvRAHUCiogRGJMsy4YZyLGM0gvFdEe9Mdj9opzb3hdQXKGb2hpOF60gTYQSBfll/MxeUqcQfQlBxKD0qZQcMGoqPIxpwxTUEUEEYHrAuT7TmL8RVtWKbZfTHJmCWsSk8Iw1jjrTLAIxg3C5cFpSVVI+MzNx1pbHlvMClRKueDplyCZmBDbxyKhggtztU/UGswFeFQAxAJ4xNr4mkFhoJxWV3fmJsGWjoQ1DmKS9EYgLmOqeIad4ujvEjcA1GqPaJvfiHLrcVGCmLgkKwMcBRLDeZtDE0+0B1EXQ7iIEayxAko7ypUwEC6y9G7jm1SrEXBgRuNMmIO0SuYMPiIidNTDYMsGEgnaAonDCi0m/vCalWr+pXSj3IIdkUHFNju+YSZSrTQiAQTUuWVwifVtwl3Q/wDXEwM935gDRKaM+R8wnsiXEqAKSg2TjEWoLl6XiPI3T9RGWmOR0R4DMJuO+IItalZg/MG3y+ZWlugqKgoXHtHteoBVBclRApN0RI1Gb7NTqOCZIplCXmZdzgMGGZSkcBhHgP1FgNz1xFogMIvNsuY0nxN0oA1jZwdAAIDFrynBHtpnapFu+YIQEIMDBzMyhuZlZJ3oCj6TkjWW18ZhBbqFVlNYEANRu4gOEgt5ijqzBYEbLyianqlwKhMNaP7zGu6ZWEPLLDVOxd+YNLFdlH9fcdNUUD/fuMK8RCwYhZ9zOSDoqsBQ7JQBCC2xJgHmZsURLQgGXcOYPcZP7UyRk5XHKAGEvRqsyRLTUsFRQEXng1GizBzLmYZkJS92NRAiPPQgOMLpVPaHhcWhlLiiyTvjxKGio8DXtBuUX399wRCN7D+YuWqoRARhXgolO3QhxiXZsBlcRXZHmVIDd3eWprxiEAlOVlgxpHYgeJZPAeH4/wBlprb+os3iblMTMBZkS3t/2X8mNwQ3y/nU9UAh1F9qet05mkrEsr2RoFix0TSo3aBQ2XUrRWWJarJRoq4c+4ZlpmCY+V6szNkH2z9QeWDCbmYBVDa138zvHcenEDYuVlRPPQNxKYikWNsas8Q5JZial2BqoWIpvL8f+x5DFmC5QiDFgJmKI/yw2PcMgcAr7MfflCKh0Bfnt6QGVbgPMIalkLuGCKWV4efqWrI3KWDTEc7ix8oPaYnchqJc4jXUG4rEp7dP6jCdUQl7P8f7CC8BnAIL/OD4YrY4EoksE8kVMyYlbnEQx0CjUokArmjLGhnBx5xj9T1I6vF6Lf1BM1cmn3ph8iXF6ZqFVkhaEu4l+2yeQP2Iw3wx7rF0emH7q4HnQGEvXXQAtsFkylxuW3MQETswG4VRKIJ/ekURm9l0X6GJZABGINYi1FuNzN5lXASYgVsS+28e8qjea+JbbcW42Mx2CVeg1LI6xLLgQLXjtLLrBBFOJQqnfxBGdu0MxCpWUoBWPIn1iGpcqulwTmXc3uLUVW8RX8RqELZcvTwnpEAQK2+stsuGlwKmI24e8P8A4JYByq/3UCCjUeKdKwlKzHUaxHbLtQ7Rg3E4yDUgZQu8vTiAngKPQgKZhqERlZdpCOR29ajUehUVVHNfEFKXnmWhWwiu3ef77gsCHaGMqo0VUyaIdqUIErEElOosUs9IXkVadv7EWAajwOZRIYVNuZ6L/8QAJxEBAQEAAgIBBAMAAwEBAAAAAQARITFBURBhcYHBkaGx0eHxIPD/2gAIAQIBAT8QxQZQdZobOZajcoiTm/EneC9dxQFpxdpc63iKJB/EeQQLkHc1HXNth9c6h/SE6X8fA5+Qfm65vp7RuXhW2mq7Oyei6UhCU8QXawHysHN2zo/pjrRRnxx+YfZtPbfxY9C2L/zuiCxOrRGXnKX7WfZOpZDwc2kEOC0dWJwWnkLvIvSPKm8Vflsngn4kID1JbRPFzI75lL3fdCQL5IZJthPpOYmNgYIA2xh1h7chgZ5jsXELjbkNiz0hz4SGN2MNyPewd+STZftJfiQfozPKaDzGeZNkICEDFB9EwcsQJQtb2QBfVk36TJUxXHiyxPDbpzExKQOfWOp95cfIUi736SdXIto5SEaFhufq1ywnpzb5PjbMxGQHgkG5nwGKQ1xAwBWcMCTlTQPTPQwEmAhfdyzExCe4YfPJmkhWfSTB9bU/f7Q9vF4wT+LbtYJ6xrsfyX1Cnc9JRh4f5fVmfCje5sCINHOWj1K5yEkI3yhyh/lh/D/CX9o4LQLkrjwu5bYuS0PrA/N+0Ytz3ksPCJn1Gr/EK/QD6TfwP8nyD1GyDSYubALMFrHgwwHcRBiuHbzAk8Q+oTb3/wAWSOGeo1/F2Dg6kXnhJXq5flMnC+4kPSz8QKCZQnPwjLyD5+sQ8NbgwCeURJffxwc6w9viyHSz6sMHicBJ6gHffwpyIy8mlyaTAoCwDmxze5lxOjwu0GHkfUgclN+t1DJdrieQWKOtjtfSjWRYob65fv8A9Wb2LUQ31ZuIf6+knWO96af3+oHmO6pAJ4Li5b02YWfic4k8vctloDnZ96QCHXjbU+Aa+dW8h1B2j38QROItrC//AAICLuxXc9dhMVIwIRGQTmQ8S5knkzpch9ramyxjzg5PvdS92XbCuQcenMifwcsFewQ+z7+xzbYRgwuPzCOX5FdSSD0zOvENuJLlsoWQ7csPK6AQYyVMIOLPtMfA6+rFzsiOWOC4mzHD4nzvMvvuD9zw2Ap5ucNf6vsfA28Xaxy88xpLDsmkXj3eAW6PgYEGTkNz7BIvj4zbDuLcfxAz8GP54nEw7kQ6O/vD6Y5+/n+5RApkxwWLdPgQ47ME+p/l5Em/AInTnbUHqPF1AeIENfG3j4NCYMTR/eH9ljeYceN1+Ph5J4ZcLCcuRYSIL+dh4mYfAjvSCeqYO5x/EgPHweGf/Ope4mLAPf8AyuK/Sf8ACftlA1u5CxxWEqtxW7ebS2Dj4d0/i144+sLoObCxeD/2ygM9f+XMBkR86/A48Rn9+YJvB+kyg826nOa/nmeXcdfCOtvuly6ZIfjcSHluLmrqVo53LMZj4c4sgxAOYJsZMEuo3H/Jz/EaH5/28Qd+CFuiWruGRviRR42B5iA3bOjsh8/wkvHT3cOYWDepaktPUPOXT47bYjt5htgeh/0XZef2WCPoIT1DCM6yuxa2oSDWCeFJvENg6epZrOC8vccZBxsV6uRIHLY6Q0bcyByJT2ITiAvm57kfqHF7D9w4eYiHNyjaB4vposibD6nt2SLqAwCPmrLCO5DQ4+8S4gzUs4OvmdG1blWEGm7a3SfmEcc4N0zhAeWA2DpfoCwv/8QAJhABAQACAgICAQUBAQEAAAAAAREAITFBUWFxgZGhscHR8OHxEP/aAAgBAQABPxBRCaUmCNAa5rziyqm55yYSvS6TBGpz14zR24i4m3zzg4mxjyicgXnHTXWpMAdgTRbgkbqGTCGtnWLtvmD/ACYKa3zybxhs2SYJbjaXLMlDUJPvK6khWt3nI8AhTxMPT4l4yRt6OAyErMR8YFBDxXN8gW7DPzhcJvanP/MasNorIrutU52vndeMg1/DcAR2841PkaMGCR4e5r+MDQFXv9sUhKSYiB0eDhhAtWbd6/vAI3kdt95uz0B/TGm3BC8fBm4GhucPHWRnzHV38ZTXUenOXmhCLh/281SY8pWGQAA7O8ZrD0njLY8i1pxeX11y9YeqU2sVxWqpQmvWsPWpchv9f3wMMqI0OvxuZKIFTRtWHvj/AEwWiL3U/OCESnITc85Iw/IwVEgg2FK9nObALUop1QQflxwMDZw+sjCdrWslBfYe8YAbzMQKPZeMQ0l6vXOAqOBlRzheRDnxhlV5NeJmk/8AQ4Gj5cGEpnMw+h8e2e7LSTeKa1OF/wB1kgPYdsMEhwDjOWp4MUotTzmgVDrEb9bXbBjzMYcOACNYtgJdYgunQOWaqvrAQdyPRiAG/tzUGALOHWHA4o0776w0qe1mVck1FF94tBG4d4jAMgsC618+veTUV7V6/TE4ToGV+z6b7wkXBoGYHZARbfGJlV54OdJXwP085xQCFcWWHrjxMO4dKr75/wBrH4xeI8FDhvhP9vJQQFWgXIYyvNZAnhyLC0gfA1vA0hL4SdZQQA26PV+8QoEOUH6ucQKJfBgY5YoEPj98ACdNO3+8hV5yIALoWCQakBaGAtrZTznEU84Xq4MdW2vPxiBocc4G0NGa4KTWX7A8vGdivPLhVOtTNi0OtDzplcI0ZNXCi6e8RQBfGVXQWBjqPWOmfjFpgOV4xPGJL095sSoNl39YS2vE1gU301TJo86cZuijacT04NBu4wFrpQYucPCADm+8lRt0WH8xxIn8EKu//d4qlfOif7zi/oDQYw+mxeiHamCFtfTn24IDWsR+vyfnCKGhumX2HOLBwmm056w3H2BhbhhqmiH5+MDaAaGdc/WbQRtXt43gAvzBZxmjBG0H4xAHQJQNv75owgcjZwlq9ppecSOxGIX/AGsXDgDTYYHuQ4ID4OssFHQjG8i4q5wIVQcDjMUAbV5d8eNT/aEANBxezFLw+TDUOjEbcsxhujznCEb4685pqRwKOvzgjp841dbd5CJ3QdwxJFXxkY2vWXUjV2zRSNvbCIzXrLiFp5xIEl0V04sUCpUw+QIi2HaYVlEGVfflxKwGzwHvEXZEDn/3LdK6vZghRodbmNVghoDWWbw+9d4mhUTRcbCk2n37ydOgs/U/5giB8q5yZPxFNfnHUQHQ3/plBJWD+HCCrxU/ouaEJkxXj11kN6ko3AS6I6reZ/t4hBdoN/VwfNpSND1gI8u7ZbOcZK+aQMCS0AC0+siWPSt/OGBpadE7xOkmyMYOt5JqAyt4N/v7zwUYt7H+cVK2Cgv43hqFsdmvxi+lQ2bmsl4LVoLtDxi28bs3mqgE0zvd/wCY9Wi9uPWIKjjp6wNCs5fWboKa2afxkMrwD+nDXUDorrBWcdw4sBwLw38YoFQPEuCeg6ezBxhdLwMFTbz3ghQgbExnjekwEgvgP97zgi8MCIkJu8A0ny1+mEe1ag3iiBeAYGCwJaGph1H1prH2bzUI65yLolWxsxWo6RZ75y4cEguv2xfcUlMfWT9Ska5OVXYK5RRUEV/28QlMchMVkni0hiWkGvvXeIRs4RM46oesiFvBbz1clqyKsVnI0MMBfBhAO1MtnJZz4O23KJdu3Eui2dZzhGxplwgGictx4jdI5rDRwLz7/fEKmtgA/rhmpSW8Y9XOVxYhPlSf+5Ap+Of7xgeBrXf+/bGC8Ana7+OMIwU3UDXPWAeqI35YMOG2zfn18YxRw1eWb6KNi/rCkDp0mUwKOA7+3KQOUWvjCCT4GtOOMeDsOHyc5ABGjtMi3L2YAQUnAcYeqTwJOS3fXePy2c9mbZAaTvBQ2s4m3AkNo7cMQj2PWLkD67z9AeNYGbevOCAP0VyIoYPyfeMh7TEQ4ukRxUSkDinnWbpsnKN85cXJ2f2DDC02KJ+McpZqrb7wkVXy95pR54MlEBWFw5oBKPPGWZFF0ohhdqCloWVnG4V9HjEG2g2r3+MCijPIzgMSI7jcILRb1jCDopXLItF47MfXQVHXf3kVX2UN4EV3wcv9/OAjdrtXBbommc4uwVqIusIlBoDr9/OCgAJzZibpjnLvIB5B0plBHCg5tLHTxiLdReto95JFqaE1/wAxVJNPZ4/TGFUyKMHtDrW/xlAuCocYEgj4dZqhSdkwIE5qd+sZrNSc4jU9wb5yQg2Wrzz+uDgvB2v6xa6HgjgYksd3WQkUDxdXFBpoeMpMT0c7GWnCMQuiGE1vnA1Z3z9ZH3iQ/kclMhDi0j5ca/Ji3kKDUPCmlybi26DlaD2R9YYj4/HrDIOn5w91Im+F/OaSlX6zEBK4zEBJ5nGu8VE9ducQk5M3Qh4xVXbozaYAfeNCMHtCF9Z4uQoXe8FemMdch56wSoO1jWsIGnBxm2g652k4/GJTdaj6wQCxLfnX64witWeN285YYWNOD0ZBWL6esYbxUDwc4taKo3xx4mAoTLAK8vgDG0RcOH49ZXkBODWsG0UQb11i1IbgGUNXl3188GABMHY7Du8dTKkUPQmTkFhw+cYSUdEwmhTz/eNQOA6v1hBrMdH5feFRRZtnBhj7KH7vznYteBN4qcrtf65IlAR5IdP5xyUX1l0KFI/vOQeGhJrL5f4+cNEfDzhkLrvvWKDGw1gLQk/LCtpwhziSwxoHOX5ecU+s4q8gvel5waDEuN6SjSgD4naCEwvJYskeGa4yD1jQlg6b2wYAN7dbMRBQiOzbMfIY01CvuqU133gBi7wrxhgXgrO8BuKftii4LD92V7SBdCb/AN9Y0JdJCTdrzZlyVzpLWg0Xc/XGGzbyBqEmpv5uKGgp3nBgAhX5wUW5AfBiKMQ7c5a+0eXJCrdPnNjZGwenKLh5DpHF0Rp/M3MFujYCy+MYJocjo+uMF3s/HGKpM03HvBe8GR41z/P1lQEGsOMFOzC7t4yaTd6uya4zX2kAc6f3kAUdS5HXWRAo061zzgRUR5c4bXluR24wobfyDr8YNXyOf5zScuOuX1gAoF6YGqBOKTBV/wBuG4Wj5zYUWbfOIUAY7O8G3PUu1fXjDQEF6WBhYp01dJ7wpxAA7DrcuIC9Gp1xsm/qZGBJ1mjffxhE5NJvKOWHEw5kRg0loJrg/AmdjChqh7fLziC4Zcj7HN1xXJQ4d3gDFjkV7nNH/mS/4EV6Sjs1z/eUKMOvFWqhU1xy80OaBL02TJNAhuhikEAGh3MOSNIQ5yjHAA8Ofx3gkQI0evXxgEqVeAXbXImQoga4++MOjapPOCPYiIYQAibaOP8ATHDmwjS/2/rCEGvyDfeIqeFb7mRa8EvvJWb53OMqnLR+MsBB8k1ibJOsVcgUE5MtcrJgOHlPguvxiatU4fGGlgCd6a3gBaEJeivrFGn4+cE9zidWVr8b94FHsS6ZNesQo1SX3iRgyRP6xYgrdNr2+3+80WuNa8Yl1prTxhQcjr1gDsmr9ZIhhEvBy/dcsrLOO/f6ZsPSGkT8OMW4NU3noGNqSQAQQr3zcYXdSp8bf9MCTDQiriLRK0Xffzv6yFWTUwpsNnnrCxWpzrLHT9JnAV7TNjSx0fOT1l0n4ecHoM2RIXgoA3veEmySXueVcBOAbwjq4fSoB31rkxAJmh5c4lkMysfBiO2B1LwgziFPFzgpQCACMaQaPp8YVi83jCp2x+htPBRRCwKQsUw0lK098II0QRM1jWhz85fbsUbrPnUfv1jWFlSr3imgeEE5Zrna5uVrRwBpJYYz2JdnjLiHjSH1joBIgFecRUrPnENSWcYgTRpmIEdPVKDbiEoNkrwePxiPbkZ94E2JqDvrOZuxWTeWVn9YYlu0iq0z/bxNr5ArTSLup94JgSEQWc9c4rabvRPqGBvQpBqyv75xCbkeNy/rlDVs0Xkw9eHq/AG1eIY/GfytckUDwPjlyCo2/AxpkWc/PrLiPgbDyIvw8PzhHAOhYAyKqCunxh34VaHMjv3rheXBWDghY3Wnnf7ZoNSZvyf3xcAdolOnnWUEJHFZrYCKTR+roxNo8bRdYAANBv3763jDOZDfwxCrlQS9zbKJdXv6ylj96xHkWZrXaQ5a8Cu5ifdvDj/f1hKXNQpK0kjflXzkktQ5L0vMxqdhip0XXBo84p3tKmcjyMTnYoA9u9fWPJ06sYrUdPp95rgFUcM8t/S+ccFTdkeXb1vKl0aDQk0/xgAiETY4DyXtMD+SE7HEcAFFeyI1Z9YQ8EJWlvh1D/XBvEeQ9U3x794tnzKHv3hAg7wcAU2Eu+fh+sERNa08/wCmKKDQt1r3jQMLwOz4ynSEZp5ypTpG3BuV9GFqq0D+c5Fpo4Os2cAI9n/l/YyR2dU96xNJL5Lfb9ZuiTTS3Wp74xUF4TzhuWDLIuuHsAUDxUwU10R3gdQMzz/1wlBQGoaZB7XWA2ACj65gQO0VRCbxohD9UikjZLpxZA2ADGqeJzlkIBEsQ7N4Ov8ALJqmpGl47eJh4FA9wqu3bm9YtMpsNW7Xbh4PkNe0aHlVpOv+YTaDo4SI84koGBZdgs5Z56cA2ESq7fJv+8W6uRBBpKZagmd9Nq8OeQ9gHeyG/HXxiK8t/ZxngmjA4eLN398PH84hxbjLpejfOI1UVDKwzlLAm3YkNWvOjDRxoCJXv1f1zkeLEIrQgLtepvrpsDeCJk5cmnzvNdBPCHYItXddFVLg0kBtu6w3A0Iad4yQtL4Km4D2Xx3C8FUCgVQzjcfWMp8SAEApReGk7twrTs7RdvHvrH1tPfeOEDvRLc80tPekcsTA19Hf4pkBDufDjJFbogXkXXxN71ijTL24VAUCo3Cw/WH3jI4AwvIcZKgavE5yz3Qh2XziUSjs8w7xBmjdf3wKErwg2Y65CeX9cPUiNo88Hrm4INngcSANk48dvPxksV2qvOIm7a15I0/GcxlaFfqmCSWK12d8f6YGyqgHAcjQmpg9JrTP/bnvJpRxDstPMTf9Z7LGfAHwmccpMMygAAHRxD1gFVgQJ2usprV8OXgP9NtKTljQS64zfdZhEtbL0h+TtSgdNTwTU4Ed4x46hENk+VX0Mq0QIgBqJvGx+ODYIapvpCJUnf3nAYDTjr+sVJE2fT/eLtby2nqYXDpkcQeP11gvio6oan/uM9cm5TjesCBGqEzjCLBpr4wiILsHnB7fHGG9j+HBgIx2TLpA5VcXNFwg8aUUDLOzWXY8k2HHgJLP5zeVIL5Plq4oLRNgaAVnOi3jHTVFuwRs+HkfnK15ujjBvtC0VAxy2yw4loeHkj+MAbXCoIoOnET5yk8DTbZHY/zi2c2YBdH6fq95QgEv4xOAcje8bxqsOsoGCBZ0XSen6OeMtB23O6naz5O8h2TiJaPrjjOatPMOcZk0tNXY4nq+s4hU8jP1wCS2ZyKFN/Dg2cwt/vAs/KIPP5zygoK+gA+cNngRuwQ7QP8AeEE079EaPfV++QwNY3rRZIrbfH6YSoyqnTEC0MOQTnEgYqTFfN4/5j6CQVITlf8Ac42B9mk28HjePU2qJIO3jN6C2BRbvvfl455wJMLNCN9uH/ISpUIFdSmzYnTijgEIi6hz6A4YsXUDpwCcvDRPpj9gAOUQH9Qb4wj9FqQbGvwzR1QA141iZYYBR1G+efJhFdTE+tPALZWTIsymIqMaQ5Tu1pi5pGsiaoOiRsQRBBSqF8IGJc1QClpVuwnHu+MUS7ShrnyYYMoUXc5wJLbTL5dYciXHZp21sTK5kao7cKTUKJZr4yN9LrrnKgJor854TlmWnnT4zb9uAy4+NSC3qn5oqXTxk/lDmpKEKE6OMSlpECmiNgt2GBdNjF8kBB+HFGQ1nNTIbC0aTnDN6ZhVqu1Xb+cb2CAiA9nkOG4nyIh0FD61595TailoHQejicGVinUCcN7Kv37wKjd7bLiLN1ScLhU6o0cEMWPZJ6jN6LdYOgflzteqgUTZkbe4QWOb1hlVeaYCQTgXjZ5wQ3T754uKCZgOa4oJLAd+scHgJyL484FolYQNtG/0Hxm2fCEa7XLIY8X3m4YYdqId0Jbfk7y6hMO1AWiVAXTjDbm2yTkk8G+8f6V6adS9aNPGURI3uKjsk2cOt+d50Xw1CzaQ/wB7wD1Bc0xqnQ3Xp+cohGooHgnjjXrGSMPVw7AiC6B1dXg+8NWU1byBsLzIy544PjutFq94Oz86BAAyiIvWKlGuLw5uTSjzmzjocprjlzlqYUOWBnGwd/WOLVkJW5eiJyQpMUpYgXpwH6iUgNf2xIu5N8TWsCvbgaRu3vnJZPo0NtGXLD77RDjWt7wjCigcYXKabhvWMVRnFHIAyoHGMFNcQHLE0rqGRb66MCmPY94zkONCHZ+MHsOpuR/DnPyBsHPP1+mQuiK5TzxijQEBURNcf1h17UaIAZwF9d5rorYYF2oVIGk3gvAqG8B33g84UeDWzwZVpEO2pkbB2VvAweJF14Mg/jKWAiJsd/pgpeVUO37wkSOx9jPesDhzqqv4MLFhQaPV/c946QaF08Wt1nkOSQ4xrgAwPtm0ti7+k+HBbhUahKPdR4iETLZVJd05V4+dmPWwisq4hwkSlGznNxa/gi0aEE4+cA8R5UvAr2uvHrNjOmoeHh/ea5laB6D5XrnAAYuRqPfm/E7xM7tBB35+sEzu02NPAwj1BfL1lV5eTnEQFvNifhjEGITvqbv/ANwSKU6xLfvhwBtpjN4TcocuRiBvBduEzIf2yUpnGlwX4CeD5xSK70Js3rTiWjtpa6B7K8AXrKK4lDrAOxEq5OcDTstRgeJW9DywzlwxADwbOZgEZ3BV9uKRVaUVKZBsoid8J/OG/Wij15/3nAHONg5nxm0efOWIAnPOKxRzMKnu+cBCjRN/nChqztgi0kDeenLpVAsfW+/XeOwSgbJ5n3jwJjK8899ZSsmedcfu4J+qWUnLnQXxm+EphJDImrxau83kg2mxR6AKvQOMK3KihwisvP3heyuM/wB/jF5AKfixmWhrtMYgJGWk/OQRFrE3VqaXlPOaDZhHJpytBs1LvG6RDNgEtHj84yReTK03zgYthJ2+Mkmry01Nj+2R2iMmos565xgwAYEhNL7fqY+/UQ2Kok7DvWT9arHdUDsXnzjeVG8zgBFXqMoZe+PyxpBAFUiBuk5BSguhQGqnGaaEQ3dgimqvOcxYYa6AG22C6Y45iU8G0K1V1I82425EV5JZ3K8feNVixUIJc2PLuOYHHPDgBaEQTfxzdYbJhqEQ/cfxjJ1bqhQnV0Ou/OQPwzbqZRC9MwygCp8MZl2f8Ck6s0gCqauyWYMHaCFT1C8uKiQDNbwhpa6wpGwrCoK+v9znKrT1WI8glnwytdtWOJCIdKBDuxohdilnOnOOzQ6RobbPa5sIED385uXAYF+Tn5ylhBdokxKciltqb+OvnOeKbT1i5uXV7wQJBwOSalPOMEXYc5uG2ah3cmgRdd/OHSaIpaJm0IcQHvB0IVaHHuHeHje0qrhW49XC2SdAQ4RDLH1a4nguzX41iKHB2iAPtX6xiJNcBojw+p/DjX9NiKJfZT4xpEUQTUyQrji4uR6CLiBrETadawOchttSuI0OOt45ySMVtFEXBPC4uicBGnDHnAFKSswveicgKmrDrQN1YmHdos74KKGx0GCjTEUF3yM6Br4yFQBuvhh5G2HWcqZLQUbHGCo14hoAJW/kEhUq4CoR4sNQJDQZzpHeDpeNxrJ9CjJw0cdC5vjCseiaYvepjft8IagjHpB0nVCCsEQgREKeOEb7zmtICAix2dgA7mxwEkhSqTz8YSklQEN9DxjA49M13eZ5ytHdqriwHLTaIWk2EtLNZXgxNc1iHSwqMGMqLuN08I7HF2hADRpZgA1ivoaj7IrbIXF/SWYPp1RVPdykqIDAQCL8yYDUabYXbyOPVBdUHEBdqBvOi3cqnuxKBBSN23WJLraac5rC7h55/wC4wyVsp9FeS9bM0xsSnnHQb+dYmHhUeTX4wSkQoSYqLK755cHUrrzgVPWtYuA2J+mIKrTa2LLun8GucCchRkJQ6egTcvCYoMNGlv6Gg+M4lDdJ/tYBSYJJ8+8IODQC96dY2sCgpz+hlcb7leAqBigXeKy0ScS+8dj9XJr4PxnOPdalVmq0+FLjhAshZMNNWp2yRr03H5KtXLTJhQr5zRIaO01du4ejIaUrVsNmiYDAgpgZEAe4av6v3hQ5U1JUNXd+sSGYrn0hotOuMGZ+GhEFVAC4F6MDKSV6B8AOKFKffa3u39cPjki4QjqJMeKprrA1cTSInBP9xixBqSmEFBNlN+nNyMNL+LkFNSad5d6dyCEw9Pt4XVmbNgDZAHtPk4D4w6OAtB7PtwXShPCAvd77ykH6mNAi/nE8CtA90eFt6mJZ4zTREgUkhuxDEeyBAjc9FoCwRMAUtDoUHtsvPTiWoz4uuUP1cb3i5Z88ubIAT8e8ZScZXa0vBf1zXu2EQB3ybOTCb+rcIGInk9A3l3JIu0WH7OP68f8ArvAApl53ghZr6xSJa9vOJsAYyjz94SCpyY99ybo8fOUsc/hiA1z57y3HeBawUSoXj4uGQT536nHuGz1hVd1CIA4AJg19sFk0/YD9YpAZ1pvJ5E2ekwUODwxK6U89axk2OAeCuW++sQH5gs/nBgbLiAxD2EUh03js5UbTu+xxHjxgo6qc6a0u95eeLa6lUGQ0eXNcJAbmIWrHYh7Gy/ZLWSrBTA8ckMBJm7tCw+xwW/I8QB7ug4hC8u12uQWpwcPrBd4kOees2pIC5ywNnQnT65MDDq4HAMvQPyOaIITMQh4TsdVTBSdQlI18xcavqjlW0U1VF6gUw2gXcU3wBkJgqaFNWnIwljFjEanBujzM+lL5OcEHYDWgTs2gKHfONwPAV2CtGrsHXWWF2gqjeBOxCYkEX2uKAAPBW1L4ID/tB2wTXJ1KvZVxTDwpAZwdBU9T4xcOhSEoLo63S84VxQmu3G+nSR8Yp2eDWAUcPt61icgyG8Vt44PR5xxg/bdmz3w0gwYMJ3wRvjFbUChMkJGgCPN1jeW9ZNnPI9cTGLNwh3yufaPrEhAoN3vEeAEfP4xBMrC5w67NBFdmCYxFTrr1jO0Q04V7ybBTrbvvO5VmFaHjnzhhmxVV+XWCA0dwD+M0LtpTCL36Os4YIMaYABAa4pcL3yUWLNpC8k7wFHxN5GDl25UbkdhfyftcekkwDYEUIibKWnI4T8n5ZBcfT005uouBqxj7wcnBBRyVjYAQWCezjfATHPzo+ANw0AEGWJTSRSssrMF4G7HTkV0Ec+veC4dwFRPKoY2HcGGG8cKYDKoH9NIVCKoO5kn2gkioUJutTm6MgqI7Mo3if1gTfH8EZBDSRKcxycO4q6LqoggL0zCKqsF1OrATfc+MmDOGBAbjplKK48Y66fu46wRXbAAbqqRGVBRTaCC7ArLYJrbmC4y4KhvnGVWMCBhe7k1VmUX431pLQomg0woUvaN3p8SYLDCrb1AVbaiAwCGEPWBAxAQwA4l1grdeIIWwF2QENkshyqCE6Jr7xUgipga8GPTkMIGB551gy8UYSzZioVC6YhSlIE8YbD/cDVxxESSuATysd3SaeQRhX4BaY3pQSB2AR6S5HpwRHJsI76OdYaMcE1VxpEaooUybmapQNpNGh2TYKWhPvVDAobXDhY1El41yZxewdjpQq3e3WV10bMZOkeMeOqVPgBZAGueE8h3gMoLqEnOtfGNld7TitwhBU0AHOaucGRkZCm6J8zHvDoFgbGFtHY4oBlD6SpY8l3mgtui4T5RwH/cppN3zh12TOSJMQ0IyPeCE3srOlT/CYdUhq0+vnyAKcoD7X+2Si7ZIaeUFLFAZvC4/Cde0DQYWat0bcv45LCgNHycwDdDctUPBEIUeBFCa5DqNNBsA2lQbBC4AQNXn+M5qbvGKtTkriR0ZaTYa/XOiY3W/XERecVDUFdZLYJ2aR1m3PzkwcbLEKqnHnH+2EBwQoLHMw+JMCsbHJC8/eA3DMHo0QDSb9QNG2GMDhDVCmjknCWaj4hDwfZzhws6gqYHFiu03tuNzGFkwgUYKFk22aAfzoaUqDGASKjHAcLoIR5Kuz18YaGW7ZYVAAUiK8jqsR/kZCA8EmCHLvAdcQAC9RxsLDz2D+W8Uzt35qEG0PXMvnNRh60yAkBNBQMIeNYAKtYEOXg1kFVo7TDhCcqbMZvpE564477WeLgvHd5jWVeYaC1KwVgNF1cG0FgeOnCoYn6jnAXfEkh4JfAJrpMO2rLkCCVOCB1HBE0qpyQBdB4TRvrGzyWrIfA0JANGtYGIpBxMRrHBN3qfGMMTIXlp3yphMK9kUHRVBPTXlcCJWAraIgl2AvDxiMrhB2aqcvk7y7EiBo8lp/vDlecQOGEsOAtSk2K1YhYcndEu9dDipKrgEjsWHY+g3gJYQAac1kPRZhBVe5vAAkOBMuWKKmLFV9DF6MA7d2Ffz+mRQm55tzuzZbR66RPLe8GKJocmC5qqAn5TZLilrYEb2a9/1hOcPI94B8J1sFJ/CHGxF4kr3mk83XOdYNuz/AHvELUfpA/vADUN5IhIdLfrNMR7d0kiKWag04h2glvIXHWLQAESNgAWdzWRMgJ1a0Xd3+cEC+4CCldArwfTixNwFI/TBe9dMSWQN0UR3tiMQhY5Ah00oi8s22n2AKRTwvP16x3/OhzflVoadjMUDThQNwITrA1Gra2xQWAECgbXiDggopiFF3tQ6cGpKBSqJJGl1J1xhUoriKDh6P145y3GByEFPF4znXxijCwpZdzXdfjNWTPEwLthwOAlBJzckkguvxm2wodGHjEdDY/HGL+RR0modjlWXscC6zUNdtd81DY7OxfShbccgtNnfXSYouEgN8te4frjg5UfLPS6Ml1TcIedXWMRbHn18+DfeNegRw1Pl6/PjBozYo2dvk1Ju3WCWAoLi73x85JiNounieTCHXZcgFD1zjh7vLPegM7pCvGkz9haWSnKjybxNQe5s70kv7cWw2oACdY8fjfMweENZD1+mQQc8DqmAcvnbkmkvI+N94ggK7MEUVs9L0mKQYNju4AMNEKDv5xC00UBEgHQHB4w3QPaHWnGLQOOgj4Cm+8ikR4o44RJ2esCNttHx/jFnSUTlup6/650pQyCjf638Yizgsri20Erdm5pwLG/RdiTRYseHJ3DHHxxDTBqa85X8gVUVpdWWF2pcmcZlvUY5ekLxi1mBYNIo4sASlTgmQGAlxILiAzo9YuoCbwZx468GCek36i+1/QMk9KMGB8IYZihDzuytKnYlby72PBEOkRAXUbyfcA8kBMWwpOW8Zej5op0tI2g1GXNWYuK4hYUAE6xvegUVhNVgB01w5CG4wgcAIw8TJpfrDglLuOak/D/8QNF9YQoONHgyaHLIWcSYqzkz4d+sJvAImbyWjrp4MkzkF6gFETSkonGPQxAmWxWu6ij3kL2itKBuJUO05uHc1nmnNOPb0a5dL7KsTlfAAfplRRplE0fSL5H5xQAVgDdJzrkwOmQaaC7hkmBh2oVd66xr6XBc8PJNUKBvPHjFJZqjOUXnJrxKjLejLRVdc8TMjVjsVaX284Wo36w8mvMwINXgOsRAqswixPlxHfrUceq86ucELdlIewGb4S9AB8ot7xJB4pvChwc46dTyQ8zwZsyAKckY61zaUNubMRNCHT/jOALv1yZIIvA924zQ2Vr3gPqyQ9ocCxOEV2msFEyAG4JqAagTd7uI03xmHrVfE3QwW1EsI400kdvFvUYVFhU6GeK2Y3bZIO7SAHmAYj0e2q0BzQFlMoVGWfuXBEfBRAF6t6YLr1fOCCSniybWFQKgSIYOA3tWQ5FTdgNQvAWVIQZFhfXpO2ZCJqs8iAFIa46BMTYnTAbLqHQdh6xEm3ONACoR1WhG4OljiqqaCFY/LA2y0PC0TpQKblm5cEDwHhp/5iohrxi2Ka7jvIUI1rWREw6+MuuddXAczlo79ZPeU9f0msWKFafab0TCQF4MIuMMFZrQKQjqNeCmIVnDoRR4SmCMNqT2/wANo7yH54SH95LPOomrPE16TmsymbRugTgxhC6WvC9/xgNoXbCefWX8YTAzV65P1xYtjg3rhxBim0XQcHPHg6w05YSKQmHogPOOOcZ0VYSbcTRN+cBNfrkcdbx1OypX/XDnZg3s61gjW6Bdb+cAa5DZc20nPQMDxigh5HGdxwYPPHjD1k0ogSd0WWUIalX/ALwwWbIB/vjNlMPJycZwqF47mEC91t5TQRqkqxp3VvpDoowlFVZzNK2WbioiV3UgRvhE7Lu2F9sW3C050oIfzm12rDSKx2gXi3grrA9PQFw+QN9hF3o3TLzMBuHYQtgSQARshrAvdLR0mslaY1FbNaU75+8AF4IWufnCx5LP7ASqMSrRFMFREKD3gj8LRxGPWPaSEN5RjiFvpPFAqmgVGFcM31eFKHJVRV6APVQ79bM/VzYivi4sDt6785qkTPJI+sddazjZoFc9oRgeheXJslzwOP6x2gI0A3cRQSNK3nFugMGLi0AoBc2sxKoQcOt0xDZgnMH942IHCIogZcOsrZi6C73eyYOETG+MUhvHux6FTKIdp3gSaXJeVu/Hw4mQgNdcApTYpV38MaksgRIEsGaNKhuG3EqIUZAf7xgI7kOT72/rlb2gBV8fO3FChG6wVLl49Yglnl5zgPma3gkPxg0Dlh4AWPjPQaj7/wA49CVB47wwSXsP1oTjsGOoNHLjS9FBCodAAteMKG4ugwFh3lCOFids6pBRuF2sNrowGMbu4sWvjAF/8Rm5f9z/APRIAxbQEq7r9hJq9qvyuBlOJVVrDo9q7DZhUuTwioFAKxC2ujsAosFaykaoeVSNbNwiysUGTuOPeMJTl/TEbuPCKUNgiidlHWTV+yHfv1mwT3oXDAhax7zQcRt1MUWjbfLOh6xw+UG8gUD4MUyNod9i4IEPvNpNDda8teetTQZaWQ+MrVXOnYRHXmYWef5xGnwXvGzyGgduFSR9I78b1ocCWeAF9BPPaHhyoUel0HB+n5xvYeaoq460N93HBVhY+P8A3Ckl7QHBzs5JVxEt4TkkDfKleS9mTeGGlsl2EruK44Qp1DXLytJPgPHGOMdKh+Sa/N/bKcA9SH3973g4r7epvWHptIvyPlwdpVt7nJoyYFrQ6Gvm5GzDqFj0j+eripo/CNnPWFsNeBzfzhERw4hE4TrBu9uCnJmvK12fzgqtDsX+f9xge6WOJDR7v9wuKUeHesHrvxmXaAKroDEL8UTxlE0qa0CpiCnfSdYRAb/LBWh8LzxnZCvOGyJwG/7fGdbHCNwnoNxViJhEXBJgyu0Nh4djM8teQ9RoDduEZNYr3yAoXpMQIvEVFgZSKhYAYLj8VIAvmKdTnGjtAKK10571x+2EBMT2Gtn5wkdHzcAXqdBnPOkTYPTOH18ZCpsK8f6YUM2yzQI/uayubZwyYklocjjDW976DKgAJSOIsqrHENgXvf8AvOFcbHjNNFSYChGo2mxN2z0OE4hF3DzBN63OKOSjeSFgpvxfP8466yEPYXcer8c4j1e5XdRTb9DjRhC6clw+W6coQDQ+Qxgm+E06EAduzRJhhmjXFEYq2aI7yXILF2VEu77wINxNLReZxhPwpPe5Eu7OIwPGF6gxR1dupRxAwaF2z1gAKRAEWtn3rIw06rUVyZmwo2wr9f1gDkSBR2n64txie83RescHn1hYtC9ucvhiUX8LgweVhO8VOLjynCoa/rd4a5XSShU4me5MTV4GMCoB7/5iNKjNbdf5xChLEpvhyga/7laGQusHF4ark3DScWUiYohkNYpO0Qqa84EFsXpelDY2tOtG8MgIaNRTEUytqkuSHoy60JEgPJNVdys6SEPkCnvBXSt71zeCTeJs7FNNKT+z85QKheLziy3XWFqR2ufXv7wChmko7xmsnUS4pVDt7wLwP08feaVNe8S19BFTap286h4mLcBv7yoi+skALy/mf1/rg0AI+XeLKIYWTT8ij9d46qKQvS8Tb6wDITRKev0wGYtI725H9cRIyrBLfeRkDjFEtRrXvhUyR0A1K0pdvRk9EKAADoeeRHoxPc1tuzVMQ1ER4OnHeILsmlF4p++CoItqIauEmGlBzrr7yAIeKSuua6yUEJt/9f71iuQRtNhrUoeb7MBgMGABxpxvA335MFrxj+W+MsaeN694lLNnWbAe/GbOS+sCIfI5tKBRzuZP0Rm2OCYK7ZPxC9q3vIE4HRw4d2LFOcQU3I1/EwFVixb73hWrx3Ml0OTzi7xepGw0z7xtVEtKnzhxuUE6Hg8ZZNC1JN9vN9jzkAVJRHXoTT6eskFb+cbDsjrgRnjA9PE7MOc3t+uCEOovvFWiB2xzZgcusiwNJW1mCE9NvT1hjAh4cCEg09f71jtRaT9sJGBN68GRSn5MUsaTzm9TboXACallXHvWFSXY61j0W34CiOZfxb1m4bcLIqNicckdc5b0AnZU2ndkeJjLQKe03o8rNe8RZeqK33g0M0rt4020O+I+cQy+U0qzUyAeKdm3DxRwPWYEX0J45/Of9Vhq/wAZv0sEa4NNfXjGP7h7cnrYiq9nzg0M9nSghOxHd7ycCCGl/U/XLpBA9yT50T4w14oU4mvnGFIHxnADnIfzkxpAesJC+PxkiXHMO8NkVHzwYOzeeDFHcBhWM1ADel/cwy/WU3y/OAD2buWFipBC4YgY9TqTrBBYrJrA3s1++F/HjNILvce8FCSIhtHZmvFfrgH9E5HFMqA1EIlibd7zR7OEARHUE5yXnYB5WPEo75uBggeXPOaBq1vp8bxhNik9YRTgR7wHnt4yGrZdm7iKd8bxXv1xkPBlHrfGCLsL5ziDL05EETZrdxAY4NXOJcvX94UOXk4ydiim7V6b6cYoZrKaQ48f31jkqP8ALzjIS2sOpv6w+whoOszzAyODDAE+1r0B0PemN4qqF8Snk8ecEiaQQ/Ru7pPrA8+AgG8esMnpM8POniBcvF3oRtrWsHzKqtHz/wC+cGuMDXneu82jg3p73viOvOFX6QdGzePKDVeaFZzcMEdS5q05RvGG8ergNB21lig4qiJNXDRLr98ZE25WObwYRqMAIgDvlqrzozfSrN8YMubU/wB/piQRfDecC+rh3gAqNVyqKfPGKa4Ke2cvpXKHaKC5PlNl44yYbHSktFXaDDkKRRK3qoKgAqoCYwugULkYpElF09dC0gyNQSlORvw7xRFh25wc4uJXAo4Tz71TEvGXOHYARHpmOcRuevGCo1Xdubaf+MuO3RNOJzEn4x5ky7yhXhihyXeQ1WMyAbDxcpRwsuTpK4WQaYra78TXPQ9W8q4+rsOARx+2q0KOhs20f+5aowCC2FvNeJHnglOEqA0XVlfFxQVay2y3g9To8O/WTFycCBVk+idA8ZOWln7A7vJ6zSGhex4yBB2aaicUr1NmHMOo+fvfOJyY2iij/v0x0CgCUAtPP5yO9jECRp71gxeFRwslw0x5LsPO7knAmcKkBMY3bdz/AJxDwZhsLi3Y5xFi+OsEJHfXH+mFfY184qOBWiZoBCYTqBvbN5UAh84R8MAcvWAZF8Gdt8PnHESF8MqZW9aADbvAhy0il5x2hac1ynnPpUoBF6LtLmxMkEO1REypOhFcIVtyNMwWyVqwQ+E2tEwmW9S45/DXOlQE0KDVFLpQD1uawYCrYjbc6IoRot4qPkYIJtL+MK7p+lATQwC9sJ6btXCN6J6wkp5auJFyE55cd7Mt6wsjiLK89ZJPB8YggI2/TiqS1N4qDOGMcD8NXvASrudGaMWbpikAOUza+TcT1rxhB2ONrTPJG4Q61oGy+D48ZD2EKS0e933kJ+8xUg9jf1kojTaanGSvRegVr8+MfwFIMdA+BdvgyktlNX0fpiXzI+SX595IsJSnvXe+sZEQ1B5Lj34tnFQdgw9Tec/Bh0cb3q/pl0sotNYf+b8YYW5DlHXjV5y+zTrNivE3haUazVx+MHdP2cFoEDrtykieXIQ5ZFHjDIspNoOqNkXVTEAcMQV8GAMFS5NEUOXvEE0Cz8v6yky8XBx2Uh36Nb8s0ZKJQzddnBwvK1lTEiikORE4xXbwTw9+qCoihxrI3XkdqlUHW9ZEf2/jaUJb8bMMXLz2Lk6+9sBqWk9AeAOMBLO+MfDcp5x6FIq0vp+B94KhQLT0ZSktnbnB5G3zl/6TxjPGTziFIaXDmnftn1hKG33mlHMwfKSSzjEYDrxo/vGHZQZPeMo28mBBJxC8jr9H8YELsqFq+/O+eDHEYk3S8OIkiADDched/wA5pwAAKmfkRXzmZY2y6f8AYX/J5wpHilIby5NT77yxFqASNcA74JgvEZzDo+5yveBd3bbKu+O+Py4XgK0iXf8A65U0xVjZtq/phAp3cF4459/UzTGtuFOlkfj3hmTAV0njRt8feAaiNTzqnc940GSlhuP2xIOu1VxjKN6xVyk1hzrNu7vHrjEDT7zYro84ihSix95viq7nhMNr6es9k6rh2S3id7hri5cR2PagTfNofA5y/llVKe0odi9ApetGCiFTOWO/r1iV/Ae2O1r84JIMS7qgeWTxvAeR7A5OgkAvZld+FWUZ0KBwLoMVRerZN7gajGu4LAg0AmjwYkdV9BiEb2J/w1c9ZMMkCat9S5FiVaidPT+Ax85HrUFBw5BAUWmWgk0BiUwoD3284DYuucCksxKooZyc84FBPju5JTRXZ8481vxzkNKejBFR13cCeeMAcu+15whNceXGQ2N7U3x/P3lXBrHWk07KPxgyM01SN/XKYoSQjfjyZ7xSrJVBO3LoU5jvGeOgJ/GjjlTz6K4HIBvr8guRK4GO18WtnLH1i1jB6k23PC/ZimVQA7cPZwvj9s3KgBPYn7+ctEEiEB/bEUyaqQcbo+v0x3MQars0AgT+DwtNElKT79TEqSTsst7njFgRNdUG/wAGMJApxQ1hI3VYsy7uIpnMNZSUKM00/JzkD1lIjjIAvrI+THgrtfHnDCBaoejQflx+xJzwbB2gN/1iLbGewzbZScwcWz7PtkSvQU7LgkGSNBKjkdRvGD1mpIPGkcsmsceAgwddJ7xGzoifKBHIXXThwDS7qF73rU6DgDA8NpOpoI8/Q84NJso1uRAmyLkK9z3eOqccAWqubBSnkIqlo9uDV4EQChR+NbxlunR8HjGKprZ36x4O6HfYYbBNJYBfbwe8KlBTnKCN+jjLEXDcRyFVs1jVpvnC2r9TBtILoR19qWAUGRHC11tCGhEFAIggIojgGu/rC9C9uuN5+SnGT5AgYV5ZWb6M4yKcSlTwneJuTD4OwhACItG4ADcQrLzfHkyWEKnUQ3dV40p9Fh9KYgThdNRTt4HnDR5wraIfQSLaJjCQaJU6fRjLcEfa5KwEcCsu2DVNr3jNHYQdan/M2SAjcQ8fzgsi0MXmvP8A3FGR0ERL/HxiJs5JtB9c/vx4MWLARV67rrix4uS4McVXTcNBxiLomzrBXbfGUKRGmJaHLEvH5wjpwzlAHvCt3vG1Go8c/WAKNLIPB4f6xKOwBSILROt9fOFYvFWhi1btbK+HFi3o4wI9W9GCbKnHEEdkvHcMbcEl9mxwzc1q4MSE5xSCOh4edesrLZRo9J0olOtGSSmcCBANldVLcoiau1YVvyfxmxCQK+CS8KWO9A0A/B67/GLAa75iZSE2KmtUQmgg1cRxD4Qu1NELPjHMIHQcO2reVR8bfWL0sGV6IHZvk5+MS+kEK3xKKqoXY5Ki899ZGor5yVrvjJYly+MY2Dd1huOPeAQDjzjnTJBFY9gXTW4rym/BIWJRE0ggCiIijc5kPe8uFJLrAZNGllxkSgfDn4wYIrF+1GZKrZsMRPJtoJPrh/rMCyJ0fCqfW/zkiRAwc7tDpBoGReeCxFS6bu/GcQBTR2eDJdf1a9fH84MQQBMIDueEP/cRqZH1ePxrJ1ecLWtR4fFf2wlW8UBfWnZfv0YTOhdk9ee/07wmiRLRU5PWPiEnAHjvkaY/iRplOEDz4177xNiPwf1kC7xFs+s4AEHlcNHx3hoi8uyYCwHOpcOjsJ84EYWb8kuPYvYWv9ZGYh5J4xTVGwrV5FZsxlLKRatKcknD+2aKS4tckHs07PnFhK5EcRIJEj8qVmFGzJt9KJfWTHxiR0JDjlQ9YpVpahXte83JaW8G23B4M9MYLpsy+nrd4ysIkCezFKmu3+wEV6N2qmM3sDVCtbFtW9J1jG7DgvGESmQIBIeQE8Mc2d0Cdzb++DpXPJsPj7b2xiE+MEw2Ct1rHEVXTZgpta5cFTzLO5lCqXiPGCKdPMXnFUnq4FB2AVVrpRrmoWjUOumxAKZNMUS4C5uTn1r/AJmk0hsELCBjylxW9Ugo0g8cnjFa7ougBXQNB0BgC4ksFr5itO+cZGsmvH7twRpyHOLvD1h3sUG0RDh2SFiLEp0buQ+z1iliAgDbYQveNhVQCo87PH3M6VMo/TnkzQNC4IeSnrKNKoGTR/3fOLUtxAW9fntxNFFG7ic295pAwE43jkQCaEOzpnH7OWoQZYzwXjDpAUBE884riZd+XzgCpt94Injn5zkq3fWeZNPWI5G63yOVcfGAMQedBafl95QZPIIcekwrw6MfjeuMEnoRx5CECYVTwF4aKhBuvO8MZlpldjUndnfvDzaiRAC0hDEENYpcoKZNXSEtA93JA4A/fAUgy9jZhTAKB2GbF7ZiUboar3fDKS0BTXA27wC7KgPMksKgWzxvHL/KABiURs5wpQmSUGDZYevGSyuzykHfyNHnNtzSCNRuidTvGFIKaQvf74stv/iaXhhp0vnKTG0tacY5KCLAHo8ZPOOz9Lh+ubIcdRveGcENqnyEPxcNUxXxUGd+nEsSAX/KTX6YzxU4/wCT+AxNlgAL55U/OSi3vDKLDKyMlm8nnxkx8Rl+PrKEFFQnt6m3liTu1eNFk0eF6bgAbIrxXYXvkTSa2JyjdNFOEQQ5Z1iWeFxSkS7VjzXB7AxIqQD50F5qVwgGiOF+8QaJ1C54+3D5KlnytIdP9YsINEZqIj+uIkm4QfE3+M2lKeX7zigGg2xdHGyeKYoSg0QNN7ytVPn6gH+84ekqaai83Wed4jh9z9sULK7f/OU995KhD3gc8zClhFxK758hiU3+PGJUeRC4gHiAo5w3Bfc3L0DvVn65qhR0m/rF7ahO9BF8PjIPwLjXlaP33jz0PDbwICk7cWxgzFHEMfArPDjGpoSEfILT6AwqH7XEJHGlGc/jBgAwF6hTcOIu8D22ugSkshqgsxrnvtwOQdO/B1iho2gwfIM3i+SzrS2noA984HRiAQ1sQ07v5x0tYAOLMWmbO3GV3+oWJrVFERG7MnPAAGJ931hTpCXCCEIRQsXzkkwjNeoTBpk6BPwwAC68YJqd84lf2yBB+cC6+XBqXrm4AIm+2YHQH1g/SOPSrQCr0GGqHuE7CFIAs3QMpiWTsmohjklkAHIto1CoS20I3e7jPQfbKFXkXJFsKdIUxJSBSpBXRu5DboC7DePmmMtVVWIa/wBrBt2LoaDX4pq4JaLSeeU2unnGa3cpQVNPY3veXbtyFPRcldBICKsfleteXK52NRHQ2fX75dZQW+Lv/wBMXxsqAutpzvnHUNqypNGv9XjsETC1UZZfF4vv1gQEk0C/+i6OsPp1gjpO9uC1nnFLWk/bCt104uh5uJsiptCKq6uRtrpSBXnXBkAJb7YO056mAaztAnABIl8X3jJlyPu6g8ZfELVf3zq9Og1i4el5zoACw+plkr5rmtMEIRSKe0pru4qDoTrAtjy38pFy5MJ00L7rmgUb0oaRIGa1OM7lBEuwzfaCgF7xq9y0L8oB9B1mg+MeNdHjBzdxxJLrAdHjDN+80VzRjFH98FaONSd7wHrDwmBHUuuED4ovq4SgmxKdh2G2CUWGMWECJ54SGNKBSYSzcQfyy9DNplIsC+XxKRpY6Ny4WLBksACwWKs0QwzjVRkFqAcFMcNWV8aOMK7kUBA9fpjJk4fW18YSNGg0o7ZxXzgvZVjT3lrepPTQrJdXFcAQUsOX8uWxGCILXc3ziUwOit4yaZbSqwWfthSdo0YrNSg8Xc1vQECbrP/Z" alt="Die Perlentaucher mit ihrem Grimme-Preis 2003. Von links nach rechts: Niclas Seeliger, Anja Seeliger, Thierry Chervel, Adam Cwientzek" /> <figcaption>Die Perlentaucher mit ihrem Grimme-Preis 2003. Von links nach rechts: Niclas Seeliger, Anja Seeliger, Thierry Chervel, Adam Cwientzek </figcaption> </figure> <p>Der online-Buchladen <em>Eichendorff21</em> ist eine Gründung der Perlentaucher Medien GmbH. Der <a href="https://www.perlentaucher.de/"><em>Perlentaucher</em></a> wurde im März 2000 von den Journalisten <strong>Thierry Chervel</strong> und <strong>Anja Seeliger</strong> sowie <strong>Adam Cwientzek</strong> und <strong>Niclas Seeliger</strong> gegründet. Er wurde mit dem Grimme-Online-Award ausgezeichnet und ist heute mit knapp 1,5 Millionen Seitenaufrufen im Monat das führende unabhängige Kultur- und Literaturmagazin im deutschsprachigen Internet.<br /><br />Die Redaktion veröffentlicht neben eigenen Artikeln auch eine <strong>tägliche Bücherschau</strong> mit Notizen zu den Buchkritiken der überregionalen Tageszeitungen. Auf <em>Eichendorff21</em> finden Sie täglich neu die besprochenen Bücher, Empfehlungen der <strong>Bestenlisten</strong> und mit Preisen ausgezeichnete Bücher wie zuletzt die Bücher der mit dem Deutschen Buchpreis ausgezeichneten Antje Ravic Strubel oder des Literaturnobelpreisträgers <strong>Abdulrazak Gurnah</strong> (<a href="../../../../viel-besprochen/">Viel besprochen</a>).<br /><br />Daneben gibt es im <em>Perlentaucher</em> Kolumnen mit <strong>eigenen Empfehlungen</strong> zu Büchern die Sie auf <em>Eichendorff21</em> unter <a href="../../../../selbst-gelesen/">Selbst gelesen</a> finden: Die "Tagtigall" mit Lyrikbesprechungen von Marie Luise Knott. Die Kolumne "Wo wir nicht sind", in der Thekla Dannenberg Weltliteratur vorstellt. Das "Fotolot" von Peter Truschner. Oder die "Vorworte", die Andrea Schader zu demnächst erscheinenden Büchern schreibt. <br /><br />Aus diesem Fundus schöpfend stellen wir auf <em>Eichendorff21</em> außerdem regelmäßig gut und viel besprochene Bücher zu <strong>aktuellen Themendossiers</strong> zusammen (<a href="../../../../handverlesen/">Handverlesen</a>): Zuletzt Zwischen London und Pleiskirchen - eine Liste mit Büchern zu Krautrock, Glam, Punk und Sternstunden des Musikjournalismus, Listen zu Mutigen JournalistInnen, zu Big History, Klimawandel oder dem Wahljahr 2021 oder eine kleine Werkauswahl zum Nobelpreisträger Abdulrazak Gurnah.<br /><br />Dies alles, aber auch <strong>alle anderen lieferbaren Bücher</strong> finden Sie bei uns. <strong>Ab Anfang Dezember 2021</strong> auch E-Books.</p> </section> </div> </main> <footer class="page-footer" id="page-footer"> <div class="page-footer__inner"> <div class="trust"> <ul class="trust__list"> <li><img src="/static/image/trust/paypal.svg" alt="PayPal"></li> <li><img src="/static/image/trust/mastercard.svg" alt="Mastercard"></li> <li><img src="/static/image/trust/visa.svg" alt="Visa"></li> </ul> </div> <nav class="page-footer__collateral"> <ul class="page-footer__collateral-list"> <li><a href="/versand/">Versand</a></li> <li><a href="/agb/"><abbr class="acronym" title="Allgemeine Geschäftsbedingungen">AGB</abbr></a> </li> <li><a href="/widerruf/">Widerruf</a></li> <li><a href="/datenschutz/">Datenschutz</a></li> <li><a href="/impressum/">Impressum</a></li> <li><a href="/kontakt">Kontakt</a></li> </ul> </nav> <a href="https://www.perlentaucher.de/" target="_blank"> Ein Angebot des Perlentauchers <div class="page-footer__logo" title="perlentaucher – Das Kulturmagazin"> <svg class="logo"> <use xlink:href="#perlentaucher"></use> </svg> <span class="a11y">Perlentaucher</span> </div> </a> </div> </footer> <nav class="admin"> </nav> </div> </div> <script>window.jQuery || document.write('<script src="/static/oscar/js/jquery/jquery.min.js"><\/script>')</script> <script src="/static/oscar/js/bootstrap3/bootstrap.min.js"></script> <script src="/static/oscar/js/oscar/ui.js"></script> <script src="/static/js/raf.js"></script> <script src="/static/js/listener.js"></script> <script src="/static/js/document-ready.js"></script> <script src="/static/js/slider-pro-master/js/jquery.sliderPro.min.js"></script> <script src="/static/js/jquery.auto-complete.js"></script> <script> function init_slider($elements) { $elements.each(function (index, element) { var $element = $(element); $element.sliderPro({ shuffle: false, centerSelectedSlide: false, width: '13%', height: 400, autoHeight: false, responsive: true, slideDistance: 16, visibleSize: '100%', fadeOutPreviousSlide: false, fade: false, arrows: true, fadeArrows: false, loop: $element.find("li.sp-slide").length > 5, buttons: false, keyboard: false, autoplay: false, breakpoints: { 2400: { width: '18%' }, 1821: { width: '28%' }, 1630: { width: '28%' }, 1023: { buttons: false, autoHeight: true, width: '28%' }, 580: { buttons: false, autoHeight: true, width: '56%' } } }); }); } /* * we need to change the history when a link is clicked, so we load the * exact page, where the item we clicked on is located. * We dont need the scroll-position for now. * * so before we go we replace the history */ function initPushHistory() { $('#content_inner a').click(function (event) { var url = $($(this).closest('div.loaded')).data('url'); if (url) { window.history.replaceState({}, null, url); } else { // the history needs no correction } return true; }); } </script> <script> jQuery(document).ready(function ($) { init_slider($('.slider-pro--topic')); $(window).resize(function () { initSkipStep($); }); initSkipStep($); function initSkipStep($) { var itemWidth = $('.sp-slide').outerWidth(); $('.slider-pro--topic').each(function (i, el) { var el = $(el); el.find('.sp-arrow').off('click'); var totalSlides = el.data('sliderPro').getTotalSlides(); var windowWidth = $(window).width(); if (windowWidth > itemWidth * 6) { if (totalSlides > 12) { var skipInterval = 3; } else if (totalSlides > 10) { var skipInterval = 2; } else { var skipInterval = 1; } } else { if (windowWidth > itemWidth * 3) { var skipInterval = 2; } else { var skipInterval = 1; } } el.find('.sp-arrow').click(function (e) { var direction = 1; if ($(this).is(':first-child')) { direction = -1; } var skipTo = el.data('sliderPro').getSelectedSlide() + (skipInterval * direction); if (skipTo < 0) { skipTo = totalSlides + skipTo; } else if (skipTo >= totalSlides) { skipTo = skipTo - totalSlides; } el.sliderPro('gotoSlide', skipTo); }); }); } initPushHistory(); }); </script> <script> $(function () { oscar.init(); }); </script> </body> </html>