diff --git a/poster/poster.svg b/poster/poster.svg index b67cd695c65e4fd9050fac3806c3b0e7fab7e0c6..a00bfe81af45807a8cd93ab1f82bc9b61514781c 100644 --- a/poster/poster.svg +++ b/poster/poster.svg @@ -10,749 +10,885 @@ xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" - sodipodi:docname="poster.svg" - inkscape:version="0.48.4 r9939" - version="1.1" - id="svg2" + width="744.09448819" height="1052.3622047" - width="744.09448819"> + id="svg2" + sodipodi:version="0.32" + inkscape:version="0.48.4 r9939" + sodipodi:docname="progcomp.svg" + inkscape:export-filename="/home/ucc/davyd/Desktop/ucc-camp-poster.png" + inkscape:export-xdpi="300" + inkscape:export-ydpi="300" + version="1.1"> <defs id="defs4"> <filter - id="filter4549" - y="0" - height="1" - inkscape:menu-tooltip="Edges are partly feathered out" - inkscape:menu="Blurs" - inkscape:label="Apparition" + width="1.5" + x="-0.25" color-interpolation-filters="sRGB" - x="0" - width="1"> + inkscape:label="Liquid drawing" + inkscape:menu="Image effects" + inkscape:menu-tooltip="Gives a fluid and wavy expressionist drawing effect to images" + height="1.5" + y="-0.25" + id="filter4585-6"> <feGaussianBlur - id="feGaussianBlur4551" + result="result6" stdDeviation="5" - result="result6" /> + id="feGaussianBlur4587-5" /> <feComposite - id="feComposite4553" - in2="result6" - result="result8" + operator="atop" in="SourceGraphic" - operator="atop" /> + result="result8" + in2="result6" + id="feComposite4589-1" /> <feComposite - id="feComposite4555" - in2="SourceAlpha" - result="result9" + in="result8" operator="over" - in="result8" /> + result="result9" + in2="SourceAlpha" + id="feComposite4591-1" /> <feColorMatrix - id="feColorMatrix4557" + result="result10" values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0 " - result="result10" /> + id="feColorMatrix4593-6" /> <feBlend - id="feBlend4559" - in2="result6" - in="result10" + result="fbSourceGraphic" mode="normal" - result="fbSourceGraphic" /> + in="result10" + in2="result6" + id="feBlend4595-4" /> <feColorMatrix - result="fbSourceGraphicAlpha" - in="fbSourceGraphic" + id="feColorMatrix4605-7" values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" - id="feColorMatrix4597" /> + in="fbSourceGraphic" + result="fbSourceGraphicAlpha" /> <feMorphology - id="feMorphology4599" - radius="4" + result="result0" in="fbSourceGraphic" - result="result0" /> + radius="4" + id="feMorphology4607-8" /> <feGaussianBlur - id="feGaussianBlur4601" - in="result0" + result="result91" stdDeviation="8" - result="result91" /> + in="result0" + id="feGaussianBlur4609-9" /> <feComposite - id="feComposite4603" - in2="result91" + result="fbSourceGraphic" + in="fbSourceGraphic" operator="in" - in="fbSourceGraphic" /> - </filter> - <filter - id="filter4561" - y="0" - height="1" - inkscape:menu-tooltip="Edges are partly feathered out" - inkscape:menu="Blurs" - inkscape:label="Apparition" - color-interpolation-filters="sRGB" - x="0" - width="1"> + in2="result91" + id="feComposite4611-9" /> + <feColorMatrix + id="feColorMatrix5416" + values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" + in="fbSourceGraphic" + result="fbSourceGraphicAlpha" /> + <feGaussianBlur + in="fbSourceGraphic" + stdDeviation="2" + result="result11" + id="feGaussianBlur5418" /> <feGaussianBlur - id="feGaussianBlur4563" - stdDeviation="5" - result="result6" /> - <feComposite - id="feComposite4565" - in2="result6" result="result8" - in="SourceGraphic" - operator="atop" /> - <feComposite - id="feComposite4567" - in2="SourceAlpha" + stdDeviation="0.5" + in="fbSourceGraphic" + id="feGaussianBlur5420" /> + <feTurbulence + type="fractalNoise" + numOctaves="1" + baseFrequency="0.08" result="result9" - operator="over" - in="result8" /> - <feColorMatrix - id="feColorMatrix4569" - values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0 " - result="result10" /> - <feBlend - id="feBlend4571" - in2="result6" + id="feTurbulence5422" /> + <feDisplacementMap + yChannelSelector="R" + scale="100" + xChannelSelector="G" + result="result10" + in2="result11" + id="feDisplacementMap5424" /> + <feConvolveMatrix + order="3 3" + kernelMatrix="1 1 1 1 -8 1 1 1 1 " in="result10" - mode="normal" - result="fbSourceGraphic" /> + divisor="1" + targetX="1" + targetY="1" + preserveAlpha="true" + result="result0" + bias="0" + id="feConvolveMatrix5426" /> <feColorMatrix - result="fbSourceGraphicAlpha" - in="fbSourceGraphic" - values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" - id="feColorMatrix4613" /> - <feMorphology - id="feMorphology4615" - radius="4" - in="fbSourceGraphic" - result="result0" /> - <feGaussianBlur - id="feGaussianBlur4617" + result="result3" + values="0 -6 0 0 1 0 -6 0 0 1 0 -6 0 0 1 0 0 0 1 0 " in="result0" - stdDeviation="8" - result="result91" /> + id="feColorMatrix5428" /> + <feComposite + result="fbSourceGraphic" + in="result3" + operator="in" + in2="fbSourceGraphic" + id="feComposite5430" /> + <feBlend + result="result12" + mode="multiply" + in2="result8" + id="feBlend5432" /> + <feGaussianBlur + result="result7" + in="result12" + stdDeviation="0.01" + id="feGaussianBlur5434" /> + <feBlend + result="result92" + mode="screen" + in2="result12" + id="feBlend5436" /> <feComposite - id="feComposite4619" - in2="result91" operator="in" - in="fbSourceGraphic" /> + in2="fbSourceGraphic" + id="feComposite5438" /> </filter> <filter - id="filter4573" - y="0" - height="1" - inkscape:menu-tooltip="Edges are partly feathered out" - inkscape:menu="Blurs" - inkscape:label="Apparition" + width="1.5" + x="-0.25" color-interpolation-filters="sRGB" - x="0" - width="1"> + inkscape:label="Liquid drawing" + inkscape:menu="Image effects" + inkscape:menu-tooltip="Gives a fluid and wavy expressionist drawing effect to images" + height="1.5" + y="-0.25" + id="filter4573-5"> <feGaussianBlur - id="feGaussianBlur4575" + result="result6" stdDeviation="5" - result="result6" /> + id="feGaussianBlur4575-8" /> <feComposite - id="feComposite4577" - in2="result6" - result="result8" + operator="atop" in="SourceGraphic" - operator="atop" /> + result="result8" + in2="result6" + id="feComposite4577-6" /> <feComposite - id="feComposite4579" - in2="SourceAlpha" - result="result9" + in="result8" operator="over" - in="result8" /> + result="result9" + in2="SourceAlpha" + id="feComposite4579-6" /> <feColorMatrix - id="feColorMatrix4581" + result="result10" values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0 " - result="result10" /> + id="feColorMatrix4581-0" /> <feBlend - id="feBlend4583" - in2="result6" - in="result10" + result="fbSourceGraphic" mode="normal" - result="fbSourceGraphic" /> + in="result10" + in2="result6" + id="feBlend4583-2" /> <feColorMatrix - result="fbSourceGraphicAlpha" - in="fbSourceGraphic" + id="feColorMatrix4621-7" values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" - id="feColorMatrix4621" /> + in="fbSourceGraphic" + result="fbSourceGraphicAlpha" /> <feMorphology - id="feMorphology4623" - radius="4" + result="result0" in="fbSourceGraphic" - result="result0" /> + radius="4" + id="feMorphology4623-3" /> <feGaussianBlur - id="feGaussianBlur4625" - in="result0" + result="result91" stdDeviation="8" - result="result91" /> + in="result0" + id="feGaussianBlur4625-0" /> <feComposite - id="feComposite4627" - in2="result91" + result="fbSourceGraphic" + in="fbSourceGraphic" operator="in" - in="fbSourceGraphic" /> - </filter> - <filter - id="filter4585" - y="0" - height="1" - inkscape:menu-tooltip="Edges are partly feathered out" - inkscape:menu="Blurs" - inkscape:label="Apparition" - color-interpolation-filters="sRGB" - x="0" - width="1"> + in2="result91" + id="feComposite4627-1" /> + <feColorMatrix + id="feColorMatrix5392" + values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" + in="fbSourceGraphic" + result="fbSourceGraphicAlpha" /> + <feGaussianBlur + in="fbSourceGraphic" + stdDeviation="2" + result="result11" + id="feGaussianBlur5394" /> <feGaussianBlur - id="feGaussianBlur4587" - stdDeviation="5" - result="result6" /> - <feComposite - id="feComposite4589" - in2="result6" result="result8" - in="SourceGraphic" - operator="atop" /> - <feComposite - id="feComposite4591" - in2="SourceAlpha" + stdDeviation="0.5" + in="fbSourceGraphic" + id="feGaussianBlur5396" /> + <feTurbulence + type="fractalNoise" + numOctaves="1" + baseFrequency="0.08" result="result9" - operator="over" - in="result8" /> - <feColorMatrix - id="feColorMatrix4593" - values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0 " - result="result10" /> - <feBlend - id="feBlend4595" - in2="result6" + id="feTurbulence5398" /> + <feDisplacementMap + yChannelSelector="R" + scale="100" + xChannelSelector="G" + result="result10" + in2="result11" + id="feDisplacementMap5400" /> + <feConvolveMatrix + order="3 3" + kernelMatrix="1 1 1 1 -8 1 1 1 1 " in="result10" - mode="normal" - result="fbSourceGraphic" /> + divisor="1" + targetX="1" + targetY="1" + preserveAlpha="true" + result="result0" + bias="0" + id="feConvolveMatrix5402" /> <feColorMatrix - result="fbSourceGraphicAlpha" - in="fbSourceGraphic" - values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" - id="feColorMatrix4605" /> - <feMorphology - id="feMorphology4607" - radius="4" - in="fbSourceGraphic" - result="result0" /> - <feGaussianBlur - id="feGaussianBlur4609" + result="result3" + values="0 -6 0 0 1 0 -6 0 0 1 0 -6 0 0 1 0 0 0 1 0 " in="result0" - stdDeviation="8" - result="result91" /> + id="feColorMatrix5404" /> + <feComposite + result="fbSourceGraphic" + in="result3" + operator="in" + in2="fbSourceGraphic" + id="feComposite5406" /> + <feBlend + result="result12" + mode="multiply" + in2="result8" + id="feBlend5408" /> + <feGaussianBlur + result="result7" + in="result12" + stdDeviation="0.01" + id="feGaussianBlur5410" /> + <feBlend + result="result92" + mode="screen" + in2="result12" + id="feBlend5412" /> <feComposite - id="feComposite4611" - in2="result91" operator="in" - in="fbSourceGraphic" /> + in2="fbSourceGraphic" + id="feComposite5414" /> </filter> <filter - id="filter4549-3" - y="-0.25" - height="1.5" - inkscape:menu-tooltip="Gives a fluid and wavy expressionist drawing effect to images" - inkscape:menu="Image effects" - inkscape:label="Liquid drawing" - color-interpolation-filters="sRGB" + width="1.5" x="-0.25" - width="1.5"> + color-interpolation-filters="sRGB" + inkscape:label="Liquid drawing" + inkscape:menu="Image effects" + inkscape:menu-tooltip="Gives a fluid and wavy expressionist drawing effect to images" + height="1.5" + y="-0.25" + id="filter4561-6"> <feGaussianBlur - id="feGaussianBlur4551-0" + result="result6" stdDeviation="5" - result="result6" /> + id="feGaussianBlur4563-0" /> <feComposite - id="feComposite4553-3" - in2="result6" - result="result8" + operator="atop" in="SourceGraphic" - operator="atop" /> + result="result8" + in2="result6" + id="feComposite4565-7" /> <feComposite - id="feComposite4555-1" - in2="SourceAlpha" - result="result9" + in="result8" operator="over" - in="result8" /> + result="result9" + in2="SourceAlpha" + id="feComposite4567-4" /> <feColorMatrix - id="feColorMatrix4557-0" + result="result10" values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0 " - result="result10" /> + id="feColorMatrix4569-4" /> <feBlend - id="feBlend4559-5" - in2="result6" - in="result10" + result="fbSourceGraphic" mode="normal" - result="fbSourceGraphic" /> + in="result10" + in2="result6" + id="feBlend4571-9" /> <feColorMatrix - result="fbSourceGraphicAlpha" - in="fbSourceGraphic" + id="feColorMatrix4613-4" values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" - id="feColorMatrix4597-0" /> + in="fbSourceGraphic" + result="fbSourceGraphicAlpha" /> <feMorphology - id="feMorphology4599-3" - radius="4" + result="result0" in="fbSourceGraphic" - result="result0" /> + radius="4" + id="feMorphology4615-8" /> <feGaussianBlur - id="feGaussianBlur4601-0" - in="result0" + result="result91" stdDeviation="8" - result="result91" /> + in="result0" + id="feGaussianBlur4617-9" /> <feComposite - id="feComposite4603-7" - in2="result91" - operator="in" + result="fbSourceGraphic" in="fbSourceGraphic" - result="fbSourceGraphic" /> + operator="in" + in2="result91" + id="feComposite4619-5" /> <feColorMatrix - result="fbSourceGraphicAlpha" - in="fbSourceGraphic" + id="feColorMatrix5368" values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" - id="feColorMatrix5344" /> + in="fbSourceGraphic" + result="fbSourceGraphicAlpha" /> <feGaussianBlur - id="feGaussianBlur5346" - result="result11" + in="fbSourceGraphic" stdDeviation="2" - in="fbSourceGraphic" /> + result="result11" + id="feGaussianBlur5370" /> <feGaussianBlur - id="feGaussianBlur5348" - in="fbSourceGraphic" + result="result8" stdDeviation="0.5" - result="result8" /> + in="fbSourceGraphic" + id="feGaussianBlur5372" /> <feTurbulence - id="feTurbulence5350" - result="result9" - baseFrequency="0.08" + type="fractalNoise" numOctaves="1" - type="fractalNoise" /> + baseFrequency="0.08" + result="result9" + id="feTurbulence5374" /> <feDisplacementMap - id="feDisplacementMap5352" - in2="result11" - result="result10" - xChannelSelector="G" + yChannelSelector="R" scale="100" - yChannelSelector="R" /> + xChannelSelector="G" + result="result10" + in2="result11" + id="feDisplacementMap5376" /> <feConvolveMatrix - id="feConvolveMatrix5354" - bias="0" - result="result0" - preserveAlpha="true" - targetY="1" - targetX="1" - divisor="1" - in="result10" + order="3 3" kernelMatrix="1 1 1 1 -8 1 1 1 1 " - order="3 3" /> + in="result10" + divisor="1" + targetX="1" + targetY="1" + preserveAlpha="true" + result="result0" + bias="0" + id="feConvolveMatrix5378" /> <feColorMatrix - id="feColorMatrix5356" - in="result0" + result="result3" values="0 -6 0 0 1 0 -6 0 0 1 0 -6 0 0 1 0 0 0 1 0 " - result="result3" /> + in="result0" + id="feColorMatrix5380" /> <feComposite - id="feComposite5358" - in2="fbSourceGraphic" - operator="in" + result="fbSourceGraphic" in="result3" - result="fbSourceGraphic" /> + operator="in" + in2="fbSourceGraphic" + id="feComposite5382" /> <feBlend - id="feBlend5360" - in2="result8" + result="result12" mode="multiply" - result="result12" /> + in2="result8" + id="feBlend5384" /> <feGaussianBlur - id="feGaussianBlur5362" - stdDeviation="0.01" + result="result7" in="result12" - result="result7" /> + stdDeviation="0.01" + id="feGaussianBlur5386" /> <feBlend - id="feBlend5364" - in2="result12" + result="result92" mode="screen" - result="result92" /> + in2="result12" + id="feBlend5388" /> <feComposite - id="feComposite5366" + operator="in" in2="fbSourceGraphic" - operator="in" /> + id="feComposite5390" /> </filter> <filter - id="filter4561-6" - y="-0.25" - height="1.5" - inkscape:menu-tooltip="Gives a fluid and wavy expressionist drawing effect to images" - inkscape:menu="Image effects" - inkscape:label="Liquid drawing" - color-interpolation-filters="sRGB" + width="1.5" x="-0.25" - width="1.5"> + color-interpolation-filters="sRGB" + inkscape:label="Liquid drawing" + inkscape:menu="Image effects" + inkscape:menu-tooltip="Gives a fluid and wavy expressionist drawing effect to images" + height="1.5" + y="-0.25" + id="filter4549-3"> <feGaussianBlur - id="feGaussianBlur4563-0" + result="result6" stdDeviation="5" - result="result6" /> + id="feGaussianBlur4551-0" /> <feComposite - id="feComposite4565-7" - in2="result6" - result="result8" + operator="atop" in="SourceGraphic" - operator="atop" /> + result="result8" + in2="result6" + id="feComposite4553-3" /> <feComposite - id="feComposite4567-4" - in2="SourceAlpha" - result="result9" + in="result8" operator="over" - in="result8" /> + result="result9" + in2="SourceAlpha" + id="feComposite4555-1" /> <feColorMatrix - id="feColorMatrix4569-4" + result="result10" values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0 " - result="result10" /> + id="feColorMatrix4557-0" /> <feBlend - id="feBlend4571-9" - in2="result6" - in="result10" + result="fbSourceGraphic" mode="normal" - result="fbSourceGraphic" /> + in="result10" + in2="result6" + id="feBlend4559-5" /> <feColorMatrix - result="fbSourceGraphicAlpha" - in="fbSourceGraphic" + id="feColorMatrix4597-0" values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" - id="feColorMatrix4613-4" /> + in="fbSourceGraphic" + result="fbSourceGraphicAlpha" /> <feMorphology - id="feMorphology4615-8" - radius="4" + result="result0" in="fbSourceGraphic" - result="result0" /> + radius="4" + id="feMorphology4599-3" /> <feGaussianBlur - id="feGaussianBlur4617-9" - in="result0" + result="result91" stdDeviation="8" - result="result91" /> + in="result0" + id="feGaussianBlur4601-0" /> <feComposite - id="feComposite4619-5" - in2="result91" - operator="in" + result="fbSourceGraphic" in="fbSourceGraphic" - result="fbSourceGraphic" /> + operator="in" + in2="result91" + id="feComposite4603-7" /> <feColorMatrix - result="fbSourceGraphicAlpha" - in="fbSourceGraphic" + id="feColorMatrix5344" values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" - id="feColorMatrix5368" /> + in="fbSourceGraphic" + result="fbSourceGraphicAlpha" /> <feGaussianBlur - id="feGaussianBlur5370" - result="result11" + in="fbSourceGraphic" stdDeviation="2" - in="fbSourceGraphic" /> + result="result11" + id="feGaussianBlur5346" /> <feGaussianBlur - id="feGaussianBlur5372" - in="fbSourceGraphic" + result="result8" stdDeviation="0.5" - result="result8" /> + in="fbSourceGraphic" + id="feGaussianBlur5348" /> <feTurbulence - id="feTurbulence5374" - result="result9" - baseFrequency="0.08" + type="fractalNoise" numOctaves="1" - type="fractalNoise" /> + baseFrequency="0.08" + result="result9" + id="feTurbulence5350" /> <feDisplacementMap - id="feDisplacementMap5376" - in2="result11" - result="result10" - xChannelSelector="G" + yChannelSelector="R" scale="100" - yChannelSelector="R" /> + xChannelSelector="G" + result="result10" + in2="result11" + id="feDisplacementMap5352" /> <feConvolveMatrix - id="feConvolveMatrix5378" - bias="0" - result="result0" - preserveAlpha="true" - targetY="1" - targetX="1" - divisor="1" - in="result10" + order="3 3" kernelMatrix="1 1 1 1 -8 1 1 1 1 " - order="3 3" /> + in="result10" + divisor="1" + targetX="1" + targetY="1" + preserveAlpha="true" + result="result0" + bias="0" + id="feConvolveMatrix5354" /> <feColorMatrix - id="feColorMatrix5380" - in="result0" + result="result3" values="0 -6 0 0 1 0 -6 0 0 1 0 -6 0 0 1 0 0 0 1 0 " - result="result3" /> + in="result0" + id="feColorMatrix5356" /> <feComposite - id="feComposite5382" - in2="fbSourceGraphic" - operator="in" + result="fbSourceGraphic" in="result3" - result="fbSourceGraphic" /> + operator="in" + in2="fbSourceGraphic" + id="feComposite5358" /> <feBlend - id="feBlend5384" - in2="result8" + result="result12" mode="multiply" - result="result12" /> + in2="result8" + id="feBlend5360" /> <feGaussianBlur - id="feGaussianBlur5386" - stdDeviation="0.01" + result="result7" in="result12" - result="result7" /> + stdDeviation="0.01" + id="feGaussianBlur5362" /> <feBlend - id="feBlend5388" - in2="result12" + result="result92" mode="screen" - result="result92" /> + in2="result12" + id="feBlend5364" /> <feComposite - id="feComposite5390" + operator="in" in2="fbSourceGraphic" - operator="in" /> + id="feComposite5366" /> </filter> <filter - id="filter4573-5" - y="-0.25" - height="1.5" - inkscape:menu-tooltip="Gives a fluid and wavy expressionist drawing effect to images" - inkscape:menu="Image effects" - inkscape:label="Liquid drawing" + width="1" + x="0" color-interpolation-filters="sRGB" - x="-0.25" - width="1.5"> + inkscape:label="Apparition" + inkscape:menu="Blurs" + inkscape:menu-tooltip="Edges are partly feathered out" + height="1" + y="0" + id="filter4585"> + <feGaussianBlur + result="result6" + stdDeviation="5" + id="feGaussianBlur4587" /> + <feComposite + operator="atop" + in="SourceGraphic" + result="result8" + in2="result6" + id="feComposite4589" /> + <feComposite + in="result8" + operator="over" + result="result9" + in2="SourceAlpha" + id="feComposite4591" /> + <feColorMatrix + result="result10" + values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0 " + id="feColorMatrix4593" /> + <feBlend + result="fbSourceGraphic" + mode="normal" + in="result10" + in2="result6" + id="feBlend4595" /> + <feColorMatrix + id="feColorMatrix4605" + values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" + in="fbSourceGraphic" + result="fbSourceGraphicAlpha" /> + <feMorphology + result="result0" + in="fbSourceGraphic" + radius="4" + id="feMorphology4607" /> + <feGaussianBlur + result="result91" + stdDeviation="8" + in="result0" + id="feGaussianBlur4609" /> + <feComposite + in="fbSourceGraphic" + operator="in" + in2="result91" + id="feComposite4611" /> + </filter> + <filter + width="1" + x="0" + color-interpolation-filters="sRGB" + inkscape:label="Apparition" + inkscape:menu="Blurs" + inkscape:menu-tooltip="Edges are partly feathered out" + height="1" + y="0" + id="filter4573"> <feGaussianBlur - id="feGaussianBlur4575-8" + result="result6" stdDeviation="5" - result="result6" /> + id="feGaussianBlur4575" /> <feComposite - id="feComposite4577-6" - in2="result6" - result="result8" + operator="atop" in="SourceGraphic" - operator="atop" /> + result="result8" + in2="result6" + id="feComposite4577" /> <feComposite - id="feComposite4579-6" - in2="SourceAlpha" - result="result9" + in="result8" operator="over" - in="result8" /> + result="result9" + in2="SourceAlpha" + id="feComposite4579" /> <feColorMatrix - id="feColorMatrix4581-0" + result="result10" values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0 " - result="result10" /> + id="feColorMatrix4581" /> <feBlend - id="feBlend4583-2" - in2="result6" - in="result10" + result="fbSourceGraphic" mode="normal" - result="fbSourceGraphic" /> + in="result10" + in2="result6" + id="feBlend4583" /> <feColorMatrix - result="fbSourceGraphicAlpha" - in="fbSourceGraphic" + id="feColorMatrix4621" values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" - id="feColorMatrix4621-7" /> + in="fbSourceGraphic" + result="fbSourceGraphicAlpha" /> <feMorphology - id="feMorphology4623-3" - radius="4" + result="result0" in="fbSourceGraphic" - result="result0" /> + radius="4" + id="feMorphology4623" /> <feGaussianBlur - id="feGaussianBlur4625-0" - in="result0" + result="result91" stdDeviation="8" - result="result91" /> + in="result0" + id="feGaussianBlur4625" /> <feComposite - id="feComposite4627-1" - in2="result91" - operator="in" - in="fbSourceGraphic" - result="fbSourceGraphic" /> - <feColorMatrix - result="fbSourceGraphicAlpha" in="fbSourceGraphic" - values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" - id="feColorMatrix5392" /> - <feGaussianBlur - id="feGaussianBlur5394" - result="result11" - stdDeviation="2" - in="fbSourceGraphic" /> + operator="in" + in2="result91" + id="feComposite4627" /> + </filter> + <filter + width="1" + x="0" + color-interpolation-filters="sRGB" + inkscape:label="Apparition" + inkscape:menu="Blurs" + inkscape:menu-tooltip="Edges are partly feathered out" + height="1" + y="0" + id="filter4561"> <feGaussianBlur - id="feGaussianBlur5396" - in="fbSourceGraphic" - stdDeviation="0.5" - result="result8" /> - <feTurbulence - id="feTurbulence5398" + result="result6" + stdDeviation="5" + id="feGaussianBlur4563" /> + <feComposite + operator="atop" + in="SourceGraphic" + result="result8" + in2="result6" + id="feComposite4565" /> + <feComposite + in="result8" + operator="over" result="result9" - baseFrequency="0.08" - numOctaves="1" - type="fractalNoise" /> - <feDisplacementMap - id="feDisplacementMap5400" - in2="result11" + in2="SourceAlpha" + id="feComposite4567" /> + <feColorMatrix result="result10" - xChannelSelector="G" - scale="100" - yChannelSelector="R" /> - <feConvolveMatrix - id="feConvolveMatrix5402" - bias="0" - result="result0" - preserveAlpha="true" - targetY="1" - targetX="1" - divisor="1" + values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0 " + id="feColorMatrix4569" /> + <feBlend + result="fbSourceGraphic" + mode="normal" in="result10" - kernelMatrix="1 1 1 1 -8 1 1 1 1 " - order="3 3" /> + in2="result6" + id="feBlend4571" /> <feColorMatrix - id="feColorMatrix5404" + id="feColorMatrix4613" + values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" + in="fbSourceGraphic" + result="fbSourceGraphicAlpha" /> + <feMorphology + result="result0" + in="fbSourceGraphic" + radius="4" + id="feMorphology4615" /> + <feGaussianBlur + result="result91" + stdDeviation="8" in="result0" - values="0 -6 0 0 1 0 -6 0 0 1 0 -6 0 0 1 0 0 0 1 0 " - result="result3" /> + id="feGaussianBlur4617" /> <feComposite - id="feComposite5406" - in2="fbSourceGraphic" + in="fbSourceGraphic" operator="in" - in="result3" - result="fbSourceGraphic" /> - <feBlend - id="feBlend5408" - in2="result8" - mode="multiply" - result="result12" /> - <feGaussianBlur - id="feGaussianBlur5410" - stdDeviation="0.01" - in="result12" - result="result7" /> - <feBlend - id="feBlend5412" - in2="result12" - mode="screen" - result="result92" /> - <feComposite - id="feComposite5414" - in2="fbSourceGraphic" - operator="in" /> + in2="result91" + id="feComposite4619" /> </filter> <filter - id="filter4585-6" - y="-0.25" - height="1.5" - inkscape:menu-tooltip="Gives a fluid and wavy expressionist drawing effect to images" - inkscape:menu="Image effects" - inkscape:label="Liquid drawing" + width="1" + x="0" color-interpolation-filters="sRGB" - x="-0.25" - width="1.5"> + inkscape:label="Apparition" + inkscape:menu="Blurs" + inkscape:menu-tooltip="Edges are partly feathered out" + height="1" + y="0" + id="filter4549"> <feGaussianBlur - id="feGaussianBlur4587-5" + result="result6" stdDeviation="5" - result="result6" /> + id="feGaussianBlur4551" /> <feComposite - id="feComposite4589-1" - in2="result6" - result="result8" + operator="atop" in="SourceGraphic" - operator="atop" /> + result="result8" + in2="result6" + id="feComposite4553" /> <feComposite - id="feComposite4591-1" - in2="SourceAlpha" - result="result9" + in="result8" operator="over" - in="result8" /> + result="result9" + in2="SourceAlpha" + id="feComposite4555" /> <feColorMatrix - id="feColorMatrix4593-6" + result="result10" values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 1 0 " - result="result10" /> + id="feColorMatrix4557" /> <feBlend - id="feBlend4595-4" - in2="result6" - in="result10" + result="fbSourceGraphic" mode="normal" - result="fbSourceGraphic" /> + in="result10" + in2="result6" + id="feBlend4559" /> <feColorMatrix - result="fbSourceGraphicAlpha" - in="fbSourceGraphic" + id="feColorMatrix4597" values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" - id="feColorMatrix4605-7" /> + in="fbSourceGraphic" + result="fbSourceGraphicAlpha" /> <feMorphology - id="feMorphology4607-8" - radius="4" + result="result0" in="fbSourceGraphic" - result="result0" /> + radius="4" + id="feMorphology4599" /> <feGaussianBlur - id="feGaussianBlur4609-9" + result="result91" + stdDeviation="8" in="result0" + id="feGaussianBlur4601" /> + <feComposite + in="fbSourceGraphic" + operator="in" + in2="result91" + id="feComposite4603" /> + </filter> + <filter + id="filter4104" + inkscape:menu-tooltip="Soft, cushion-like bevel with matte highlights" + inkscape:menu="Bevels" + inkscape:label="Bloom" + color-interpolation-filters="sRGB"> + <feGaussianBlur + id="feGaussianBlur4106" + result="result6" stdDeviation="8" + in="SourceGraphic" /> + <feComposite + id="feComposite4108" + in2="SourceGraphic" + in="result6" + operator="xor" + result="result10" /> + <feGaussianBlur + id="feGaussianBlur4110" + result="result2" + stdDeviation="8" /> + <feComposite + id="feComposite4112" + in2="SourceGraphic" + operator="atop" + in="result10" result="result91" /> <feComposite - id="feComposite4611-9" + id="feComposite4114" in2="result91" - operator="in" - in="fbSourceGraphic" + result="result4" + in="result2" + operator="xor" /> + <feGaussianBlur + id="feGaussianBlur4116" + in="result4" + result="result3" + stdDeviation="4" /> + <feSpecularLighting + id="feSpecularLighting4118" + result="result5" + specularExponent="5" + specularConstant="1.1" + surfaceScale="18"> + <feDistantLight + id="feDistantLight4120" + azimuth="235" + elevation="55" /> + </feSpecularLighting> + <feComposite + id="feComposite4122" + in2="result5" + in="result3" + k3="1.1" + k2="0.5" + operator="arithmetic" + result="result7" + k1="0.5" /> + <feComposite + id="feComposite4124" + in2="SourceGraphic" + in="result7" + operator="atop" result="fbSourceGraphic" /> <feColorMatrix result="fbSourceGraphicAlpha" in="fbSourceGraphic" values="0 0 0 -1 0 0 0 0 -1 0 0 0 0 -1 0 0 0 0 1 0" - id="feColorMatrix5416" /> + id="feColorMatrix4126" /> <feGaussianBlur - id="feGaussianBlur5418" - result="result11" - stdDeviation="2" - in="fbSourceGraphic" /> - <feGaussianBlur - id="feGaussianBlur5420" - in="fbSourceGraphic" - stdDeviation="0.5" - result="result8" /> - <feTurbulence - id="feTurbulence5422" - result="result9" - baseFrequency="0.08" - numOctaves="1" - type="fractalNoise" /> - <feDisplacementMap - id="feDisplacementMap5424" - in2="result11" - result="result10" - xChannelSelector="G" - scale="100" - yChannelSelector="R" /> - <feConvolveMatrix - id="feConvolveMatrix5426" - bias="0" + id="feGaussianBlur4128" + result="result1" + in="fbSourceGraphicAlpha" + stdDeviation="2.2" /> + <feSpecularLighting + id="feSpecularLighting4130" result="result0" - preserveAlpha="true" - targetY="1" - targetX="1" - divisor="1" - in="result10" - kernelMatrix="1 1 1 1 -8 1 1 1 1 " - order="3 3" /> - <feColorMatrix - id="feColorMatrix5428" - in="result0" - values="0 -6 0 0 1 0 -6 0 0 1 0 -6 0 0 1 0 0 0 1 0 " - result="result3" /> + specularExponent="18.1" + specularConstant="2" + surfaceScale="5"> + <feDistantLight + id="feDistantLight4132" + azimuth="225" + elevation="24" /> + </feSpecularLighting> <feComposite - id="feComposite5430" - in2="fbSourceGraphic" - operator="in" - in="result3" - result="fbSourceGraphic" /> + id="feComposite4134" + in2="fbSourceGraphicAlpha" + result="result6" + operator="in" /> + <feMorphology + id="feMorphology4136" + radius="5.7" + operator="dilate" /> + <feGaussianBlur + id="feGaussianBlur4138" + result="result11" + stdDeviation="5.7" /> + <feDiffuseLighting + id="feDiffuseLighting4140" + surfaceScale="5" + result="result3" + diffuseConstant="2" + in="result1"> + <feDistantLight + id="feDistantLight4142" + elevation="25" + azimuth="225" /> + </feDiffuseLighting> <feBlend - id="feBlend5432" - in2="result8" + id="feBlend4144" + in2="fbSourceGraphic" + result="result7" mode="multiply" - result="result12" /> - <feGaussianBlur - id="feGaussianBlur5434" - stdDeviation="0.01" - in="result12" - result="result7" /> + in="result3" /> + <feComposite + id="feComposite4146" + in2="fbSourceGraphicAlpha" + in="result7" + operator="in" + result="result91" /> <feBlend - id="feBlend5436" - in2="result12" - mode="screen" - result="result92" /> + id="feBlend4148" + in2="result91" + result="result9" + mode="lighten" + in="result6" /> <feComposite - id="feComposite5438" - in2="fbSourceGraphic" - operator="in" /> + id="feComposite4150" + in2="result9" + in="result11" /> </filter> </defs> <sodipodi:namedview @@ -762,16 +898,16 @@ borderopacity="1.0" inkscape:pageopacity="0.0" inkscape:pageshadow="2" - inkscape:zoom="0.49497475" - inkscape:cx="441.6874" - inkscape:cy="528.34987" + inkscape:zoom="0.42398367" + inkscape:cx="552.98794" + inkscape:cy="410.98642" inkscape:document-units="px" inkscape:current-layer="layer1" + inkscape:window-width="1920" + inkscape:window-height="1127" + inkscape:window-x="0" + inkscape:window-y="25" showgrid="false" - inkscape:window-width="1366" - inkscape:window-height="721" - inkscape:window-x="-2" - inkscape:window-y="24" inkscape:window-maximized="1" /> <metadata id="metadata7"> @@ -781,7 +917,7 @@ <dc:format>image/svg+xml</dc:format> <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage" /> - <dc:title /> + <dc:title></dc:title> </cc:Work> </rdf:RDF> </metadata> @@ -789,9 +925,96 @@ inkscape:label="Layer 1" inkscape:groupmode="layer" id="layer1"> + <rect + style="opacity:1;fill:none;fill-opacity:1;stroke:none;stroke-width:37.5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" + id="rect3072" + width="670.44312" + height="131.75374" + x="41.694221" + y="672.1109" /> + <g + id="g2715" + transform="matrix(0.918156,0,0,0.918156,165.4162,86.563131)" + style="fill:#ececec;fill-opacity:1"> + <path + style="fill:#ececec;fill-opacity:1" + d="m 309.57496,592.33392 -14.08747,-14.15306 31.82283,-31.96102 c 17.50254,-17.57861 31.80725,-32.98379 31.78825,-34.23383 -0.0735,-4.83304 -6.27257,-15.66089 -12.57329,-21.96156 -8.04255,-8.0426 -19.1503,-13.39297 -23.17187,-11.16144 -1.52483,0.84609 -16.21936,15.03749 -32.65445,31.53649 -16.43513,16.49895 -30.61278,29.99812 -31.50591,29.99812 -2.07141,0 -27.51799,-25.50773 -27.51799,-27.58415 0,-2.69512 65.04285,-66.39021 70.67179,-69.20741 21.14418,-10.58239 54.1929,3.09391 77.32252,31.99773 10.87663,13.59192 15.89597,25.45767 16.86406,39.86662 1.19776,17.82745 0.53229,18.84467 -37.15061,56.79171 -18.69262,18.82368 -34.37668,34.22486 -34.85349,34.22486 -0.47677,0 -7.20623,-6.36888 -14.95437,-14.15306 z" + id="path7658" + inkscape:connector-curvature="0" /> + <path + style="fill:#ececec;fill-opacity:1" + d="m 86.121089,584.62345 c -2.596369,-0.65632 -6.490923,-2.12421 -8.654549,-3.26197 -4.947675,-2.60178 -69.2365186,-66.162 -69.2365186,-68.45184 0,-0.92864 6.3770896,-8.03595 14.1712556,-15.79403 l 14.171255,-14.10558 31.869336,31.84089 c 34.530042,34.4993 34.886722,34.72426 45.216452,28.52269 11.4429,-6.86983 22.02977,-20.35156 22.02977,-28.05355 0,-3.10922 -7.12248,-11.13403 -31.84089,-35.87449 L 72.006328,447.57624 86.111902,433.40503 c 7.758086,-7.79421 14.850688,-14.1713 15.761358,-14.1713 2.70896,0 66.24379,64.82587 69.39988,70.81007 4.53663,8.60187 3.93773,26.48497 -1.30298,38.90733 -8.71832,20.66546 -31.9095,43.85899 -51.55122,51.5565 -10.29286,4.03377 -25.138532,5.92557 -32.297851,4.11582 z" + id="path7656" + inkscape:connector-curvature="0" /> + <path + style="fill:#ececec;fill-opacity:1" + d="m 401.25957,462.11122 c -20.65566,-20.74121 -33.41006,-34.78679 -34.96218,-38.5016 -3.81542,-9.13158 -3.17512,-25.51586 1.45928,-37.34144 8.42214,-21.4907 31.87018,-44.69679 53.32102,-52.77085 13.64563,-5.13625 28.18142,-5.3806 37.64558,-0.6329 6.73811,3.3802 70.35394,65.09864 70.35394,68.25562 0,0.91136 -6.36887,7.99634 -14.15306,15.74448 l -14.15305,14.08752 -31.96103,-31.82282 c -17.57861,-17.5026 -32.82953,-31.82283 -33.89095,-31.82283 -11.50445,0 -33.29999,21.48754 -33.29999,32.8294 0,1.40113 14.32845,16.88868 31.84093,34.41683 l 31.84089,31.86938 -14.10557,14.17121 c -7.75809,7.79421 -14.8507,14.17126 -15.76141,14.17126 -0.91071,0 -16.28917,-14.69396 -34.1744,-32.65326 z" + id="path7654" + inkscape:connector-curvature="0" /> + <path + style="fill:#ececec;fill-opacity:1" + d="m -26.480081,472.81614 c -8.44814,-2.56348 -12.60928,-6.08485 -43.967722,-37.20719 -17.741839,-17.60835 -32.965997,-32.03665 -33.831437,-32.06297 -0.86548,-0.0263 -1.57356,-0.93294 -1.57356,-2.01473 0,-1.08182 0.7639,-1.83032 1.6976,-1.66332 0.9337,0.167 7.645008,-5.67484 14.914034,-12.98186 7.269069,-7.30701 13.947184,-13.28544 14.840273,-13.28544 0.89309,0 15.070736,13.49913 31.50587,29.99812 16.435134,16.49895 31.129622,30.6904 32.654452,31.53649 4.0250728,2.23344 15.1316683,-3.1212 23.191267,-11.1808 8.059643,-8.05964 13.414277,-19.16623 11.180842,-23.19129 -0.846136,-1.52483 -15.0375396,-16.21933 -31.5364913,-32.65446 -16.4989957,-16.43514 -29.9981257,-30.6119 -29.9981257,-31.50392 0,-0.89207 6.377045,-7.96942 14.17121,-15.72751 L -9.0606133,306.77169 23.22762,339.006 c 36.409609,36.34872 40.111867,41.65165 40.022753,57.32675 -0.229397,40.33895 -54.9985614,87.02247 -89.730454,76.48339 z" + id="path7652" + inkscape:connector-curvature="0" /> + <path + style="fill:#ececec;fill-opacity:1" + d="m 291.12984,351.96419 c -35.90049,-35.98996 -38.90515,-40.3133 -38.964,-56.06424 -0.13127,-35.1377 42.5096,-77.82583 77.94091,-78.02727 15.67509,-0.0891 20.97802,3.6131 57.32674,40.02271 l 32.23432,32.28828 -14.10558,14.17121 c -7.75808,7.79421 -14.83543,14.17125 -15.7275,14.17125 -0.89203,0 -15.06879,-13.49917 -31.50392,-29.99812 -16.43513,-16.499 -31.12962,-30.6904 -32.65445,-31.53649 -6.07411,-3.37044 -28.61793,12.31526 -32.45994,22.58513 -4.19873,11.22345 -5.86872,8.67709 27.99733,42.69022 17.39382,17.46939 31.62516,32.43451 31.62516,33.25584 0,1.53605 -26.8108,29.09278 -28.30527,29.09278 -0.45853,0 -15.49021,-14.69306 -33.4038,-32.6513 z" + id="path7650" + inkscape:connector-curvature="0" /> + <path + style="fill:#ececec;fill-opacity:1" + d="m 85.271357,358.10869 c -21.133796,-9.01917 -41.770145,-29.85341 -50.778175,-51.26506 -5.655836,-13.4437 -6.513733,-29.87737 -2.018727,-38.67132 2.992188,-5.85385 66.655758,-70.81003 69.400935,-70.81003 0.89122,0 7.96791,6.37705 15.72599,14.17126 l 14.10558,14.17121 -32.048233,32.0769 c -31.741289,31.76966 -32.03832,32.12971 -31.013912,37.59032 1.958771,10.44108 18.391331,26.87067 28.835121,28.82993 5.452304,1.0229 5.826194,0.71433 37.583964,-31.01508 l 32.07685,-32.04828 14.17126,14.10558 c 7.79416,7.75808 14.17125,14.86619 14.17125,15.79585 0,3.14645 -63.56648,64.76241 -70.35399,68.1952 -10.02533,5.0703 -26.423545,4.60684 -39.857913,-1.12648 z" + id="path7648" + inkscape:connector-curvature="0" /> + <path + style="fill:#ececec;fill-opacity:1" + d="m 208.84034,250.9226 c -21.03559,-4.46794 -45.85997,-23.87178 -58.97212,-46.09522 -5.17853,-8.77695 -9.46163,-23.18661 -9.42488,-31.70816 0.0617,-14.31579 3.76306,-19.53939 38.57097,-54.43477 17.69737,-17.74184 32.18323,-32.966004 32.19078,-33.831464 0.008,-0.865454 1.07589,-1.573553 2.37407,-1.573553 1.29819,0 2.37425,0.708099 2.39129,1.573553 0.017,0.86546 6.20233,7.773592 13.74499,15.351404 l 13.71402,13.77786 -31.84089,31.86934 c -21.88612,21.90568 -31.84089,32.93985 -31.84089,35.29337 0,12.10194 19.74841,31.9529 31.78777,31.9529 2.56827,0 12.65397,-9.05675 35.45847,-31.84093 l 31.86934,-31.84089 14.17125,14.10558 c 7.79417,7.75808 14.17126,14.85123 14.17126,15.76256 0,3.22234 -63.62711,64.88104 -70.52428,68.3425 -7.83113,3.93014 -18.76252,5.22424 -27.84115,3.29592 z" + id="path7646" + inkscape:connector-curvature="0" /> + </g> + <rect + y="837.79529" + x="-1.3607007" + height="221.2623" + width="748.65668" + id="rect2886" + style="fill:#000000;fill-opacity:1;stroke:none;stroke-width:37.5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" /> + <rect + style="fill:#000000;fill-opacity:1;stroke:none;stroke-width:37.5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" + id="rect2286" + width="745.32117" + height="154.87187" + x="0" + y="-0.02435571" /> + <rect + style="fill:none;fill-opacity:1;stroke:none;stroke-width:37.5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" + id="rect2872" + width="659.97827" + height="134.75194" + x="40.909317" + y="709.16797" /> + <rect + style="opacity:1;fill:none;fill-opacity:1;stroke:none;stroke-width:37.5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" + id="rect3078" + width="672.11096" + height="116.74382" + x="33.355381" + y="667.10754" /> + <text + xml:space="preserve" + style="font-size:20px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#ffffff;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" + x="41.694221" + y="1044.0233" + id="text3243" + sodipodi:linespacing="125%"><tspan + sodipodi:role="line" + id="tspan3245" + x="41.694221" + y="1044.0233" + style="font-family:Bitstream Vera Sans;-inkscape-font-specification:Bitstream Vera Sans" /></text> <g id="g3257" - transform="translate(61.099361,200.3118)"> + transform="translate(32.226319,-13.148192)"> <g transform="translate(64.649763,-153.54319)" id="g3248"> @@ -898,18 +1121,19 @@ </g> <g id="g3325" - transform="translate(-5.7142855,-17.142862)"> + transform="translate(5.439073,-755.95007)"> <text sodipodi:linespacing="125%" id="text3280" - y="982.56226" - x="166.98186" - style="font-size:40px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" + y="1026.8362" + x="84.451653" + style="font-size:74.93505859px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" xml:space="preserve"><tspan - y="982.56226" - x="166.98186" + y="1026.8362" + x="84.451653" id="tspan3282" - sodipodi:role="line">UCC::Progcomp 2013</tspan></text> + sodipodi:role="line" + style="font-weight:bold;-inkscape-font-specification:Monospace Bold">UCC::Progcomp</tspan></text> <text sodipodi:linespacing="125%" id="text3284" @@ -921,585 +1145,181 @@ y="1022.0576" x="173.74623" id="tspan3286" - sodipodi:role="line">http://progcomp.ucc.asn.au/2013/web</tspan></text> + sodipodi:role="line" /></text> + <text + xml:space="preserve" + style="font-size:83.05059814px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" + x="469.12543" + y="1116.4521" + id="text4088" + sodipodi:linespacing="125%"><tspan + sodipodi:role="line" + id="tspan4090" + x="469.12543" + y="1116.4521" + style="font-weight:bold;-inkscape-font-specification:Monospace Bold">2013</tspan></text> </g> <text xml:space="preserve" style="font-size:40px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" - x="228.57143" - y="135.21933" + x="1467.2028" + y="505.47845" id="text3331" sodipodi:linespacing="125%"><tspan sodipodi:role="line" id="tspan3333" - x="228.57143" - y="135.21933" /></text> + x="1467.2028" + y="505.47845" /></text> <image - y="108.98257" - x="172.44629" + y="859.979" + x="7.9463959" id="image3446" - xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgEAAAH9CAIAAAAMPDjJAAAAA3NCSVQICAjb4U/gAAAgAElEQVR4 -nOzdeXwTZf448CdXkzZt0ittelBKD6CUUq4WkFMF/HKI31VXYJX157ELqwvsKiKKKApCuXXBVaR8 -EQHhqyuiIqCClBtLaaEtvUuatE3apEmvNMckk/n9Mbv51jZN02aSyfF5/+FrMjOZz8cwzSfzzDzP -w7h58ybyZuvWraM7Bafk5OTQnYJT4POnl7d//kdSUuhOwSnLamroTsEp+/+5j0l3DgAAAGjDdt2h -tVptcHCw647vChiGqdXq9vZ2rVZrNBrNZjOTyeRwOCEhIREREVFRUUymR1dNjUZz5cqV4uLiqqqq -lpYWrVbL4XBCQ0PT0tKmTZs2e/ZsDodDd46OIgiis7MTISQQCOjOBQCf5aoaUFNT8+c//3n16tWP -PfaYi0JQq729XSaTqdXqHutxHMdx3GAwqFQqiUQycuTIsLAwWjK07+7du0ePHr127ZrFYum+3mQy -6XQ6uVx+4cKF/fv3b9iwYcKECXQlOSBms7mwsJDJZM6YMYPuXADwWZT9qpXJZO3t7daXlZWVOp1u -+/btNV7SXlZUVNS7APRgNBqLi4tbWlrck9KALF++/MqVKz0KQA9NTU2rVq26dOmS27IaHAzDJBKJ -VCpFCBEEIZFIJBIJjuN05wWAD6LsOuDzzz/Py8vbuHHjtGnTEELTpk0LCAjAMOzcuXN//etfqYri -BlwuNzo6OiIiIigoiMViGY1GtVotlUpNJhNCiCCI8vLy7OxsLpdLd6a2icXiuXPnTp8+fciQIXw+ -v7m5+erVq4cPH25tbUUI4Tj+7rvvnjhxIioqiu5M+2Q2m1UqFUEQCCGCIFQqFUJoyJAhdOcFgA+i -7DpALpdrtdr169fX1tYihIRCIZ/PRwiRTbpegcPhpKamTpo0KSkpSSgUcjgcJpMZGBgYHx8/ceJE -Ho9H7objeENDA72p2hQWFvbaa6999dVXL730UkZGRmhoKIfDiY+PX7JkyeHDh2NiYsjddDrdiRMn -6E3VvqCgoOzs7HHjxiGEmExmVlZWdnY2m+3Ce1cA+C3KasDChQsRQkajcfPmzbm5uRs2bCB/eJKX -BZ5PJBJlZ2fHxcXZvOvL5XKTk5OtL/ttNXK/hx9++Pjx40888YTNu75RUVErV660vrxx44YbUxuM -zs7OgoICHo/HZrNv3bplMBjozggA30RZDZgzZw75S7m8vDw3N/fnn38m17/99ts//PADVVFcJz09 -3f4zM91vBRuNRtdnNDDvv/9+aGionR2ys7Oty01NTa7PaGAsFoterzcYDOQtjaqqqqioqMmTJ0+Z -MoXP55MXl+Q+er2ebCYCADiPsuvrHTt22PyxNnny5B07dpSWlq5du5bBYFAVjl7e/j/iOe0qBEEo -lUq5XN7R0UF+szOZzNDQUK1WO2rUKIQQg8GIioqqrKwsKirqvk9YWFhcXFx4eDjN/wMAeDlqrgO+ -/vrr7777DiEkEokCAgK6b5JKpbm5uXfu3Nm6datX/3wjm7ZI5K0O73Lr1i3r8rBhw2jMxMpoNN69 -e7e8vJx8oozH43G5XIvFotFoCIKwPn/V2tpqNput+wQEBFgsFrVaXVxcXFZWZjab6fx/AMDLUfB7 -sKWlZd++fSKRaPv27RiG/eUvf+m+9f79+zt37ty6detbb721Y8eOtWvXOh/R/SwWi0Qisb6Mjo6m -MZlBwDDs008/tb6cP38+jcmQMAy7ffs2hmEBAQFDhw6Njo4me+QxmcympiapVFpbW6tWqy0WS0dH -R2BgYEJCQlRUFPmNz2AwyH2USqVOpxs/fryH990DwGNR8Jfz6aef6vX6pUuXpqWl/fDDD70fUb9z -587rr7++ZcuW/Pz8c+fOOR/RzcjnQXU6HfmSz+eLxWJ6UxoQHMc3btxorWHJyckLFiygNyWCIMrK -yjAMEwgEEyZMwDDs119/vXnz5vXr1wsLCzkcTlZWVnBwcFtbW0dHR1hY2MSJEy0Wy61bt27cuHHj -xo3bt28zmcwJEyYEBgZqtdrq6mp6/3cA8F4U1ICKigqE0Llz5954440zZ87Y3Ecqlebk5GzcuHHP -nj319fXOB3UbgiAqKirIR9QRQmw2Oz093Yt+deI4/t577/3yyy/kS4FAsGXLFtpHjGhpaWlra+Nw -OKNGjaqoqLB2v0AI6XS68vJylUplLbRxcXF1dXXV1dXWG05Go7GmpkYmk5H/FgqFQqvV0vN/AoCX -o+C7jPzrraqqunjxop3G2cLCwqtXrz777LNbt251Pqh7kAWgubmZfMliscaMGRMUFERvVo4jC8CP -P/5IvgwKCtq9e/fQoUPpzQohpFAoEELx8fEqlar7jRarrq6u7i+tF2HdNTU1GQwGsrObBz7pBIBX -oKAGOP4T7NixY5MnT1apVFevXnU+rquR7RXWAsBmszMzM71o/DKz2bxhwwZrARAIBHv37h09ejS9 -WZHIG7xRUVFkMRg0hUJB1oC2tjZqMgPAzzhbAzAM02g0Du5sMpkOHDiwYsWKf/7zn54//Et1dbW1 -CYjD4YwdO9aLCgBCaNeuXdYmIKFQ+M9//jM9PZ3elEhmsxnHcQaDweVy9Xq9M4fq6uoKDAxEHtlj -AwCv4GwNkMlkA/o2v3z5clpamsViuXbtmpOhXUqj0cjlcnKZyWRmZGR41zjY+fn533zzDbnM5XL3 -7NmT4jGTdZC9K8gHhZ3sacFkMslnELzoDg0AHsXZv5zi4mI7W1ksVo/bjziOnzx5csGCBWR/Ao/V -vX05ISHBu64AEEKnT5+2Lj/77LNkfysPwWKxyE4kXV1dQqHQmUMJhULyzgF5NQAAGChna8Dt27ft -bJ0+fXrvq4RLly7NmzcvPz/f2tLigTo6OqzLXtcbACFUUlJiXZ47dy6NmdhE9u9VKBQJCQmDPgiT -yRwyZAh5R8EzJ3UAwPM5VQPIx7r5fP6LL75IjvLYnUgkSkhI6N1doL6+vrOzMyMj4/z5885EdykM -w6zLHjtMtB3db9J4YG+G2NhYhJBCoWAymampqYNoEWKxWGlpaVqttrW1lclkWkdFBQAMiFP9hG/c -uKHVajdv3vzQQw/dvXvXuj46Onrs2LGzZs3atGmTzTfeunVr4sSJ+fn5S5cudSYB1+leuryxrbn7 -PVLPGR3ISiAQiMXipqam0tLStLS0CRMm9LgoDAkJ6T78VFRUVPf7MQwGIzo6ur29vaqqCiGUmJjY -Y4QSAICDnPp2I78cc3Nzly5deuvWLfL3cnJy8ldffbV48eKcnBybj3UjhCoqKrKysoqKiqw9g4C/ -SUlJCQwMNJlMxcXFdXV1jN/SarXWSxmlUqnX67tvRQhVVlZWVFRYLBahUAjTywAwaE79Qpw+ffrq -1av379/PZrNff/31Dz74QCwWb9++/cyZM7t37+7enNJDRUVFWloaQqi4uNhbprcF1GKz2WPHji0u -Lu7q6mppabEzQ6dSqexrk1AozMjI8PZhXAGgkbOtBEuXLl20aJFery8vL1+6dOmTTz554MCBb7/9 -1v67yKlihw4dWlFR4Zk1YNasWXSn4JSbN2/SnUL/uFzuxIkTVSpVWVmZQCBw/L6uSqUyGAyjR4+G -saMBcBIFLcV8Pp/P50+fPn3y5Ml/+9vf7D8pRMJxXK1WJyUl3b9/3/kEgPdiMBgREREIIaFQGBkZ -aXPciB4iIyN1Oh2GYVAAAHAelXcLc3JyHCkAJKVSmZSUZO3ICkB7e7sjvwm8aLwmADwfZTWgpKRk -QHNGqlSqmJgYiURCEIQHtufm5eVZl72xXWjy5MnWZa9oFwIA0IKypx77vQfQg16vDw8PNxgM3Xtj -AQAAcCfKrgPq6uoGtL/BYCDvAba2tjo5YADwDUKh0JFBjbxxIk8APBZlNaB3f2D79Ho9+dXf2tqa -mJhIVRrAS7W2tjo43XRjYyPMGAMAVSirAXFxcWVlZY7vv3fv3r1796LfztUO/JZWqx3QN7sHdn4G -wBtR9oe0adOmvkaG8EbeeB+4Oy+6D8xisbz90wbAe3nfSDgAAACoAjUAAAD8F9QAAADwXz3vB3zy -ySfkwrJly/h8/pEjR8h5mmbPnp2SknL+/PmamhqE0Pjx47Ozs12Uk0Qi4XA48fHxzh+qq6uLyWS6 -eZIpo9HY1NQUFBQkEomcPFRLS8vp06eHDh364IMPUpKb+4PW19eHhoaGhIQ4fygPDwqAN+pZAz77 -7DNy4fHHH+fz+cePHyeH8E1OTk5JScnLy7NO/EJ5DSgpKUlLS2Oz2SdPnrx169axY8dYLNbgDtXe -3i4QCBgMhlwub21tzcrKcltXZIvFUlRURI59P3z4cHKylMHBMGz58uWNjY0IobVr1z7++OOUZemW -oGazub6+Xi6Xt7W1icVi5yuixwYFwHv1bAt64403yLlnt2zZsnbtWuvjel988cXatWvJiWKWL1/u -igc5yIgIoREjRtTV1VmndB+EyspKcjLF4OBgnU6n1+spy7I/RqPROvlJW1ubM4dqaWkhv4sRQt2n -6HEpCoMymcyQkBAGg8Hj8Xg8HhXZeWhQALxXz+uAxx577NatW2VlZfPmzWMymXPmzOm+lcPhXLhw -4cEHH3RFr66ZM2d+9tlnL730kkKh4HK5nZ2dgz5UZGSkTCa7c+eOwWBgMplms5nCPO0LDAwMDQ0l -v/2dnOAwNjZ2woQJ5DB8CxYsoCY/NwZlMpltbW1RUVE6nc5tc7HREhQA72Wjf0BWVtb58+crKip6 -t5+oVKr4+HhXzN1qNptLS0sRQoWFhQghFou1b9++hQsXzp8/f6CHIgiCHIOI/CJmMBj3798Xi8Vu -mFaXIIjq6mrrz/+Kior09HSBQDCIQ+E4vmvXLvLTQAi9//7777///ujRoynL1TVBDQZDQ0NDW1ub -2WwODg4mCCIjI6Ojo6OystJisZjN5sDAQLFYHB0dTWHatAQFwDfYqAGLFi06ffr08ePHbb5h9+7d -rphj/dChQ+3t7U888cTXX3+NEMJxXCgUVlVVMRiMefPmDehQdXV1ZrM5NjaWbE0iCILD4Wi12qam -JleXAZlMRgYdN26cQqFoamoqKSnJzs7mcDgDPdSRI0dOnjyJEDpw4MCpU6d++OGHNWvW/O///q9L -x1ZyMmhbW1tpaWlwcHBMTAyTydRqtc3NzVKptK2tDcfxmJgYFoul1+urq6tVKlV6ejolN2loCQqA -z7BxscxgMDIyMvp6A3m3gFo6ne7o0aOLFi2qr6+3rrx48aJUKi0pKSHnDXcQjuP19fUxMTHd7wGo -VCqdTtfR0eHqcWYUCkV0dLRYLA4ODg4PDxeLxQEBAT1mS3fQt99++8gjjyxYsCA1NXXKlCkLFiyI -iIi4ePEi5TlTFdRsNpeVlYnFYj6fX1NTU1lZaTAYRowYIZFILBZLQkKCVCqtrKxUqVSpqakdHR3d -/60HjZagAPgSj2gw1el0RqNx165d+fn53dffuHEjKCjo0KFDOI47eCiz2WyxWKqrq3sMQ6TRaFgs -llQqdXBgssHBMGzo0KHDhg1jMpnh4eHDhg0TCoV25lW2Q6PRvPDCC8uXL+dyuZMnT16+fPnYsWPV -ajXlOVMVVKVSMZnMgICAxsZG8kNWq9Xk/zufz5fJZCaTCSGk1+tramqGDh3a0NDg/L8FLUEB8CUe -UQPsDBv35Zdfjh079vTp0w4eivybt6mxsVEoFCoUigHn57CQkJD8/PwbN27gOC6VSm/cuCGXywd3 -PyAtLe2pp55atGiRVqv9n//5n0WLFn399dfp6emU50xV0M7OztDQUDtTw1uZTCYGg4Fh2OCqI+1B -AfAlHlED7MwgiGGYQqG4fv26g4cie7TZZLFYDAYD2d3BRZKSksjm5oqKCvLnc3h4uONTpXf3l7/8 -hbyL8P7771+7dg0hNGXKlEmTJlGaL5VBGQwGQRAOdukgPyXnn9uhJSgAvsQj/h6Kiop6rBk5cqR1 -+eeff87IyLA+rGJf70fyu3cWVSqVAoHAycf27RAKheRDUy0tLTqdDiE0fPjwwd2EzMzMXLRoEUIo -Ly9PKpUymcx169a5+n6mM0GFQqFGo3Hk2ZugoCAMwwIDAwdxq9wTggLgS+ivARaL5dq1awcPHhw2 -bBhCKDAwcObMmQEBAdYd1Gp1VFSUI3cmCYJQq9Xjx48npx1nsViRkZHdv8IwDONyuYO7SeugHu0S -zrTgd/9ftlgsly9fHnxarg8aGRnJZrNbWlpGjBgR8R/WR8iEQiG5RiwWJyYmymSyhIQE57OlJSgA -vsR2DbD2dO2N8uZUi8USFhb2+uuvm81mHo+3Z88eBoNRXFzcfZ/Ozk6pVOrI0QICAkpLSwmCYDKZ -5NNNPeYrNpvN5C9096Dwlzsts6Y4HpTJZI4aNaq1tbX7rKLkk7JqtdpoNJJrDAZDeXl5eHg4Jb1M -aAkKgC+x8ReuUCjOnDnT1xs+//zzNWvWUJkBm52bm1teXt7U1MRms7dt2yaRSHrsU1tbGxQU1N7e -bv9BdQaDMX78+M7OToPBwGAwqqqqen/dd3V1sVgsk8nkijYBi8XSo2160FFMJlNQUFD3uxehoaFO -Jef6oCEhIVlZWffu3WMymeSlGPptWxxCSKFQJCcnx8XFUZIwXUEB8Bk2asDhw4dnzJjR18zdBQUF -SqUyKiqKwiQCAgIyMzNjYmJeeOEFmw01zc3Nqamp9+/fHzdunP1DMZlMoVDI4/Fu375t85LFaDQG -Bwd3dXW54itVKpX2GJuouro6NDR0EJXg4MGDDQ0N3dfs3r17woQJg3vKyG1BeTwen88XCoU2r9ui -oqK4XG54eDi1NzZoCQqAb7BRA7Ra7ZIlS/q6at69e7eL2lIOHDjQV0u9RqOJjY2VSqX91gCSRCLp -q80KwzAej6fT6SivAZ2dnTKZrHe46urqgXasq6ioOHLkSI+VKpVq+/btmzdvdipLdwW12Zzo6oGb -aAkKgBcjiJ414LnnnouOjs7NzbXzrgMHDqSlpT3zzDPUJmNnlEq9Xh8eHl5ZWengodrb2/vahON4 -QECAMwPS2WSxWCoqKmz2P1IqlREREY4PVmMymTZt2mSzW9z58+dnzJgxd+5cp3J1fVAmk5mUlNR7 -fXBwMOWfPL1BAfB2PWtAW1tbQkKC/RGB9Hq9KwZd6Kv1CSGkVCpPnTrl+Gg/du5kGo1GuVxO+ajC -dXV1dromkC1CDo6zlJubW1tb29fWnTt3jh07ltq2OMqDVlZW9vUYvuNdvgeKlqAAeDvGzZs3u7+2 -PkphH4vFouUxld7WrVtHdwpOycnJoTsFp8DnTy9v//yPpKTQnYJTltXU0J2CU/Z/tLfn97grxgQF -AADgmejvIwYAAIAuUAMAAMB/QQ0AAAD/BTUAAAD8F9QAAADwX1ADAADAfzFmzZpFdw5Ogee76QWf -P73g+Xp6efv5HxbCh+sAAADwX1ADAADAf0ENAAAA/+URY/4AQNJoNFeuXCkuLq6qqmppadFqtRwO -JzQ0NC0tbdq0abNnz4bZgF2qRa//WSq91dx8T61u1uk6MYzDYkXweGMiI2cnJDyalBTw2ymSgA+A -GgA8wt27d48ePXrt2jWLxdJ9vclk0ul0crn8woUL+/fv37Bhw4QJE+hK0ofdamr6pLj4fH295bfj -n2MWS5fJJOvsPC2R7Lh9e/eMGQ/ExtKVJHAFaAsCHmH58uVXrlzpUQB6aGpqWrVq1aVLl9yWlf94 -/PTpn2Qyi60JMKwatdqnz579sdvUzcAHwHUA8CxisXju3LnTp08fMmQIn89vbm6+evXq4cOHW1tb -EUI4jr/77rsnTpygfAYFQIoLDv7v5OQ5CQnDhMJgDkfe1XVeJtt3547aYEAImQli9aVLeSKRuO/Z -PoB3gRoAPEVYWNiLL764aNGi7o3+8fHxS5Yseeihh5YvX65QKBBCOp3uxIkTq1atoi9T3xTJ4/19 -/PglI0Z0b/RPFAheHD164bBhv/v++watFiHUZTIdKC3dMGkSfZkCKkFbEPAIDz/88PHjx5944gmb -d32joqJWrlxpfXnjxg03puYXFg4bduHJJ/84apTNu75iPv+tbl/6efX1bkwNuBZcBwCP8P7779vf -ITs727rc1NTk4nT8zscPP2x/h+lxcdblBhdMJQvoAtcBwPt4yDymfovTx7zNwBvBvyXwDrdu3bIu -Dxs2jMZM/NO1xkbr8vCwMBozAdSCGgC8AIZhn376qfXl/PnzaUzGDxlxfOft29aXT6Sm0pgMoBbU -AODpcBzfuHGjRCIhXyYnJy9YsIDelPwKbrGszsuramsjX44IC/s91AAfAjUAeDQcx997771ffvmF -fCkQCLZs2QIjRrgNbrH8/dKlH/5TgIVc7v6HH4YRI3wJ1ADgucgC8OOPP5Ivg4KCdu/ePXToUHqz -8h9kAfimtpZ8GczhfP7II8mhofRmBagFz1cAD2U2m99+++3uVwB79uxJT0+nNyv/YbZY/nrxYvcr -gKOPPDIWumf7HKgBwEPt2rXLWgCEQuFHH32U4uVzZnmXDdevWwtAGJf7vwsWpIWH05sScAVoCwKe -KD8//5tvviGXuVzunj17oAC40+XGxqMVFeQyj8U68l//BQXAV0ENAJ7o9OnT1uVnn3121KhRNCbj -h76sqrIu/3Xs2EyRiMZkgEtBDQCeqKSkxLo8d+5cGjPxT7ebm63LjyUn05gJcDWoAcATaTQa67JY -LKYxE//Uotdbl+OCg2nMBLga1ADgiYxGo3UZRgdyPwOOW5dhdCDfBv+6AADgv6AGAACA/4KrbOCJ -bt68SXcKfq3+xRfpTgG4CVwHAACA/4IaAAAA/gvagoAnmjx5snUZ2oXcb0hurnUZ2oV8G1wHAACA -/4IaAAAA/gtqAAAA+C+oAQAA4L/gnjDwRHAfmF5wH9h/wHUAAAD4L6gBAADgv6AGAACA/4IaAFxI -rVYfOXLkypUrPh/UMyl1uo/v3v1ZKvX5oGDQ4J4wcBWz2bx8+fKGhgaE0Ntvvz1//nxfDeqZTBbL -E6dP13V0IIT2zJz5ZGqqrwYFzoDrAOAqarWa/C5GCBUWFvpwUM+k0unI72KE0A2FwoeDAmdADQCu -Eh0dnZWVhRBiMBhu+z1OS1DPFBscPD02FiHEQMhtv8dpCQqcATUAuMr+/fuLiooQQgRBbN++/f79 -+74a1DPtKCi42dSEECIQevPatcrWVl8NCpwBNQC4xKlTpw4dOmQ2m8mXdXV1a9aswTDM94J6pmMV -Ff+4c8dksZAva9ranv/pJ2O3WYJ9JihwEtQA4BJfffVVjzVyufzatWu+F9QzfXbvXo81ss7OX2Qy -3wsKnAQ1ALiEUql0cKW3B/VMiq6u3ivltlZ6e1DgJKgBwCWSk5N7rxw2bJjvBfVMI8LDe69MDQvz -vaDASVADgEs8//zzTOZvzq4xY8ZMnDjR94J6pr+NG8dkMLqvmRgdPS021veCAidBDQDUa25u/uqr -rwiC6L6ysbHx9OnTPhbUM8m12s/u3evxUcg6Or6sqvKxoMB5UAMAxQoLC5ctW3blypUeXwdqtXrL -li1vvfUW7oIHRWgJ6pluKBSPfPPNTzIZ8dv1Sr3+tStXXv7lF/w/z+14e1BACagBgEpKpfLNN9/s -+E9P0d7Onz//6aef+kBQz6To6lpx4UKb0djXDt/dv7/z9m0fCAqoAjUAUOmjjz5qa2uzv8/nn39e -X1/v7UE905b8fI3BYH+fj+7elbS3e3tQQBWoAYAyra2tv/zyS7+7EQRx8uRJrw7qmdR6/RmJpN/d -CISOlJd7dVBAIagBgDLl5eUmk8mRPYuLi706qGcqbmnBHGt2L2hu9uqggEJQAwBlmh3+I3d8T88M -6pkatVoH96Sw3xYtQQGFoAYAygQGBjq4Z1BQkFcH9UxBHI6De/Id3tMzgwIKwRwygDKPPPLI7Nmz -HdmT8dueRF4X1DP9Ljl5UVKSI3tS+EHQEhRQCGoAoAyDwWCz3X1G0RLUMzEYDLbb6xwtQQGFoC0I -AAD8F9QAAADwX1ADAADAf0ENAAAA/wU1AAAA/BfUAAAA8F+Mmzdv0p2DU9atW0d3Ck7JycmhOwWn -wOdPL/j86TVp0iS6U3BKVVkpXAcAAID/ghoAAAD+C2oAAAB4Fp1O57ZY0Mn+NzAMU6vV7e3tWq3W -aDSazWYmk8nhcEJCQiIiIqKionpMWQ6AL/Gl81+r1QYHB7szYszkTyg5DmExjRD8Mv3B/z74vZ6S -A/amuLnCugw14N/a29tlMplare6xHsdxHMcNBoNKpZJIJCNHjgwLC6MlQwBcx8fO/5qamj//+c+r -V69+7LHH6M6lf8Pig2rr1Ez2v0fAzR5JvPnSukOH/uePixZ9/p3LJ7/zmqruakVFRb3/AHowGo3F -xcUtLS3uSQkAt/H2818mk7V3m6uysrJSp9Nt3769pqaGxqwcFGK6uvxR0yMPhJMvfzp9iBM8dPfu -3YrKr90QHWpAT1wuNyEhYdy4cVOnTp0xY8akSZNSUlI4/xn6nCCI8vJyY9/TZwPg1bz0/P/888+f -eOKJq1evki+nTZsWEBCA4/i5c+foTaxfhMUUEsx77521wyPvT58YjRDi8BN+vlLD5/M72jURYTxX -JwA14P9wOJzU1NRJkyYlJSUJhUIOh8NkMgMDA+Pj4ydOnMjj/fsfA8fxhoYGelMFgHJeff7L5XKt -Vrt+/fra2lqEkFAo5PP5CKHOzk66U+sHYcEYTB5C6G9/WxWBrkwbw3hoxthRiRyNRlPf2KRpM7g6 -Abgf8G8ikWj48OGcPqY64nK5ycnJ9+7dI1+q1erk5GQ3ZgeAa3n7+b9w4cLCwkKj0bh58+apU6dK -pdLW1laE0LRp0+hOrR9MNv+778+cv7Zi9tSkj/fttq4nCGL6tGkSecWvkmQG04VTsMF1wL+lp6f3 -9QdA6n4rzAOvhQFwhref/3PmzCGvVMrLy3Nzc3/++Wdy/dtvv/3DDzNvlmsAACAASURBVD/Qmlo/ -sM7asWNGjB4e3WM9g8F4Y/27s6elxKGvxJGOTpg6CFADBsPnZyUEwA4PPP937NhhMNhoNpk8efKO -HTu2bdtGEIT7s3JEorDqzXV/F4v4vTcF8tilTSOe+v0TxroPIkK5LkoAaoCjyEtLEtnUCID/8OTz -/+uvv/7uu+8QQiKRKCAgoPsmqVSam5t7586drVu3emAZMLaVxYrDHps/7dfC+6+9e6KgWNF9qyCY -u3TRyH9dj5z14Gyu5mAw3yUtQlADHGKxWCQSifVldHTPCzcAfJgnn/8tLS379u0TiUSHDh3avHmz -2WzuvvX+/fs7d+7cunVrWVnZjh076EqyL8OjGze9/fevTp57eObEqsp7E8fE9Nhh1qQhh7Y9Uq7O -CgnmZ8WXuCIHqAH9I5+Hs/be5vP5YrGY3pQAcBsPP/8//fRTvV6/dOnStLS0H374wWKx9Njhzp07 -r7/++pYtW/Lz8z3tUVF9h3zs2Mzjx4/putpmTH/A5j6jh0fu3fgQP/GFH0599thMIeU5wHNB/SAI -oqKiQqVSkS/ZbHZ6eroX9ZgHwBmef/5XVFQghM6dO1dSUnLlyhWb+0il0pycnI0bN7766qvp6elD -hgxxb4590uk6EUIf/WP7vg+3xcbG9rXb6OGRK/9fVnTItu+PrY2fuLWhSUthDh70b+mByD+A5uZm -8iWLxRozZkxQUBC9WQHgHl5x/ptMJoRQVVXVxYsXezQEdVdYWHj16tVnn31269atbsyuHwaDHiEU -ExNjpwCQ/mvGMK4gKUQQOWt0P925BwpqQJ8IgigrK7P+AbDZ7MzMTIFAQG9WALiHt5z/Wq2jP4qP -HTs2efJklUpl7U5ML4tZx2axHN//nVUPZM5cfSQ3Z3RqOIVpQA3oU3V1tfUSmMPhjB071gP/AABw -Ea84/zEM02g0Du5sMpkOHDiwYsWKf/7znziOuzQxR+BGVXx8nOP7i0X81NSU8Mi46ent/e/tMKgB -tmk0GrlcTi4zmcyMjAw3j0MLAI285fyXyWQD+ja/fPlyWlqaxWK5du2a67Jy0LTspJEjUvraevXq -VfJWR3cv/D4jbdIfz585GhtF2eO5UANsa2pqsi4nJCR44C8gAFzHW87/4uJiO1tZLFaPzs84jp88 -eXLBggVkfwJ6MQ3VfU1HjGHY5s2b6+WtPdYPGyIMEib++uuvv/8vym5rQw2wraOjw7rsUU9DA+AG -3nL+3759287W6dOn975KuHTp0rx58/Lz860tXXSpKsmbNWtW7/UGg2Hnzp3xCckWVlTvrTMnD5v6 -4JPmtgKqOmtDDbANwzDrMpfrql7aAHgmrzj/MQz79ddf+Xz+iy++OG7cuB5bRSJRQkJC7+4C9fX1 -nZ2dGRkZ58+fd1emNkSF85gMk6yxZcbsxeu2nLKuz83N/fDDD3V6I1+U9fDUYb3fOHfa0BDxA9eu -/JIxQkRJJlADbOt+6njU09AAuIFXnP83btzQarVvvPHG888/z2b/X1en6OjoRx555JVXXvnXv/5l -8423bt2aOHFifn6+uzK1Ydxw5qTsiW+88VZd7b2x6QnkSr1eX1FVX12P1SiC/v6X37HZNj75hFgB -hsKvXbs+a9IA7ifb4aH/ugAAYB9ZnHJzc5cuXXrr1i3yeiU5Ofmrr75avHhxTk5OXzOzV1RUZGVl -FRUVkX0LaFFci2rv172x9q/VlXfmTBu6/8ARo9G44e33Lt8o0Zoi3397eWJ8n12CxVGhIcLwBBE1 -sw1DDQAAeKXp06evXr26qalJrVa//vrrCCGxWLx9+/YzZ86sWLGi+9SSPVRUVKSlpaH+bim7lEKl -Q+IXb9yqXLZs2R//9Nbdu0Wb399+Pq8ga8YfDux+ITkh1M57x4wUjcyY0aGq5HEH0L2gLzBWhG02 -79UA4Ce85fxfunTpokWL9Hp9eXn50qVLn3zyyQMHDnz77bf23yWVShFCQ4cOraiomDBhglsytaG8 -trW8VshhPygKD8xMiP35h/1Pv/jWq3+awWT2c7c3OSE0OGJERUV5auL0kkpnp3eGGgAA8GJ8Pp/P -50+fPn3y5Ml/+9vf7D8pRMJxXK1WJyUl3b9/3w0Z2mcyWxqbO3fnvPqPvf/889O2h43rISaKf+lG -ddewxrRpjzlfA6AtCADgC3JychwpACSlUukhNQAhZNAULl/xVwcLAEIoNjqYHSiurKwakRTW/979 -gesA2/Ly8qzL3nJdDABVvO78LykpGdCckSqVKiYmRiKREARB+7RoY1OYb7+21PH9oyICmRxBk6Jx -eCIFNQCuAwAAXq/fewA96PX68PBwg8HQvTccXcwGZUTYAMZ+4LBZwYJIs9kUHNiz98MgQA0AAHi9 -urq6Ae1vMBjCwsLQb+fIpEuLUjbQt3DYzNCwSIaly/no0BYEAPB6vfsD26fX64VCIUKotbU1MTHR -JTk5LCw86rnnnmN1G0e6+9THNpeThGGNJsygo6CAQQ0AAHi9uLi4srIyx/ffu3fv3r17kWdcB0yd -98bON2cO/H27EUKC4JoOLdbvrnZADbDNK+6DAeAiXnf+b9q0adOmTXRnMUjHvis/9l05XdHhfgAA -APgvqAEAAOC/oAYAAID/8vH7ARiGNTU1BQUFRUZG+nZQAHqzWCxyuZzP55PPQbqIRCIhF4YMGcJm -s63zO4pEouDgYKVS2dXVhRAKDQ3tN41PPvmEXFi2bBmfzz9y5Aj53tmzZ6ekpJw/f76mpgYhNH78 -+OzsbNf973A4nPj4+EG8d1qahhzsp64tQSbXTk03sAgdQogRNPxSQcu4EQEhrCaEUKBw2LW7Oq3O -JaOW4lhb2vAhVXWdDu7vyzXAYrEUFRXp9XqE0MiRI8Visa8GBcDKbDbfv38/MDBwyJAhCoWipqaG -wWBMnz7daDTW1dVFRkaKRNTMPWJFDsGGEIqNjWWz2Q0NDeQUNHw+Pzg4uKWlRalUkjv0WwM+++wz -cuHxxx/n8/nHjx8np4xPTk5OSUnJy8uzTvxCeQ0oKSlJS0tjs9knT568devWsWPHuj+s6aB/fbae -XHhty09HvtVePbOruakBIfRp7rFLBcioKTx7+iOE0Pr160elTMwvbrJ3rAFKS+KX1XYyGMyHJ0dm -JMiZzISK+w498uTLbUEYhpHfxQihtrY2Hw4KgJVKpZLL5bW1tRiGRUZGBgYGxsXFMZnMhoaG5uZm -8nc0tUaMGBESEoIQqqysLC0tNZvN5Pr6+vrS0lJyDOdhw4Y5cln8xhtvjBo1CiG0ZcuWtWvXarVa -cv0XX3yxdu3au3fvIoSWL1/uiseWyIjk/05dXZ1cLh/EQd7a9OnErMlcLrfk+v+MFRca9F1cLpfL -5R4+tH+suLCu4hKLxdr47qb0cXPatUYKkycIYlxS11+fDGSxGDoDeubpPzw0nuj/bQgh374O4PF4 -YWFh5PO/bvs9TktQABBCWq2WyWRGRkZqNBqz2RwQEIAQ4vF4ZGcokUjU1NSUkpJisVja29tDQkK6 -z73ljJiYmNbW1s7OzujoaAaDERX1m1lwGQyGSqUSiURBQUH9Huqxxx67detWWVnZvHnzmEzmnDlz -um/lcDgXLlx48MEHXdGra+bMmZ999tlLL72kUCi4XG5np6NtKd3lnsbHx6W3Xb5YI9Nq2gzozbd7 -7HDu1CdTZ8xfto7qKcwIiwUFPrtkdkBgkUJl1Ou6lM0KhAIdeasv1wCJRGL9JV5VVZWens7nD2BQ -Di8KCkBHR0dhYSGDwZg0aVJCQoK1w5TZbCZb500mU0hIiEgkqq6ubmxsDA8PHzNmDFXRw8LClEpl -Z2dn7/HXMAwLDAzk8XgOHiorK+v8+fMVFRW9D6VSqeLj42NiYijI+LfMZnNpaSlCqLCwECHEYrH2 -7du3cOHC+fPnD/RQQ5Kzf/nll3MFvKu3GntsYjBQmrCRExhOSc7d4cYWlTpiyJAha/86hFwzfVJF -Z1f5j4V9TkZm5bM1QC6XW5spEUI6na6kpCQ7O9ulk6PSEhQAhBCHw2Gz2SwWi8ViEQSh1+uNRiOX -y8VxnKwBbW1tgYGB5J4IIXKZKmKxWKFQNDQ02NyakZHh+J/AokWLTp8+ffz4cZtbd+/e7Yo57g8d -OtTe3v7EE098/fXXCCEcx4VCYVVVFYPBmDdv3oAOdfoGoa4/sWDeQ+MTem4qKSmZPfup7Z8WUpW2 -1aRRxMa1T5Xcq01OSggK5CCEElOzU+q6mKj2bGE/TXA++93U2NizCBsMBrVa7XtBAUAIBQYGPvDA -A0FBQRwOh/yWJ69Hu9cA8se4yWQaPnx4amoqhdEZDAbZ4mSTQCAY0KEyMjL62kreLaCWTqc7evTo -okWL6uvrrSsvXrwolUpLSkqqqqoGdDQcJ5hBw0ba0tXVxQhMLLynpDZ/HGsfmRT2zjsbN3/wHTfg -3/exszPFUx54gM0ifj+7n0sBn70OMBpt3HKxudLbgwJAYjKZHA5Ho9GEh4czGIy2trbo6GiyLQjD -sK6ursDAQKPR2NTUNHnyZLqT9SA6nc5oNO7atavH+hs3bjzzzDOHDh3avHnzgJ4RIghk8xM+f/48 -hlEw2nMPFnPX8GFxM6cuGZacymL938/6hx8Y2qFd/I/ta0YmPW3nGSGfvQ6w2QrvyF0prwsKgFVk -ZKRMJkMIcTgc8sEE8jqAfDiHx+PV19eHhoaSFwqAZGfYuC+//HLs2LGnT592Zz4DZTG1h4UJHp0/ -Y/SInndKfjd3+IRpSycMtTc2tc/WgN5PDggEApf2lKErKABWERERHR0d7e3tbDbbYDCQHaxwHCfb -hVgsllwu7/HcDrAzoySGYQqF4vr16+7MZ6CmTxk9bGhs9zXdn0pf+acFhbd/nTy2zxvpvlkDDAZD -79tTBoOhqYnKThmeEBSA7lgsVmhoqEwmI3/pt7S0oP/UABaLpVAoEEIRERE0Z+lhioqKeqwZOXKk -dfnnn3/OyMggnxfyTBxzQ/fbJARBbN261WD8dy+NoXGC1PQZM8b2+XYfrAFtbW0FBQW978RiGFZZ -WVlWVtZ9TgavDgpAb+Hh4Wq1muypS56Q5AUBeREgFAqp6hbgGywWy7Vr1w4ePDhs2DCEUGBg4MyZ -M8muFSS1Wh0VFXXx4kX6cuwHn2c++c33JWVShFBNTc3nn38ujktVtxmsO0ydOqW48IowJMDm233t -bDAajffu3bP2VOxNqVTyeLykpCRvDwqATUwmk8Vi4TgeEBBgMBis/0UIkQ+Puigu+fSRTQOd5Mtg -MPS1iaxtFLJYLGFhYa+//jrZiWHPnj0nTpwoLi7uvk9nZ2f3Z777ZTIZrINedFdUVDRqwkInE+6B -IAhDR/13PxECUfqoEfhXX59qaMZmzX48LjrYus8js0YdP9o6Izv++ws2Wr18rQbU1taaTP2MxCST -ycRiMYW3amkJCkBfoqOj4+LibG4a6Ly7DrLf5imTyRx/FFWhUJw5c6avrZ9//vmaNWsGnF/f2Gx2 -bm5ueXl5U1MTm83etm2bdQg8q9ra2qCgoPb2djvPv1rhRnXD/aKUlEd7b3rooYfOnDqEUBo1qSOE -EGIwGOlT/hhkunv10g8lBd/XyLkzH1z0+/kju+8THcnncEOnTRD7fg3AMEylUjmyp1wuT0lJ8d6g -ANghl8v7Gu7GRWPZSqXSyMjIvlqZWltbyQ5rjhzq8OHDM2bM6Kt3fUFBgVKppPa2dkBAQGZmZkxM -zAsvvGDzb7m5uTk1NfX+/fvjxo3r92gTUrQv/b/Xp02b1nvTtGnT5s6d+8Tc//r6pwFcVfTr4+M1 -guCw9OTgUJ32L3+an51pY4iasMihQex2m2/3qRrQ2dnpYLN7R0eHVwcFwKPgOB4fH9/XgBDV1dV2 -Wop60Gq1S5Ys6WtAiN27d+t0ukFmadeBAwf6+jGn0WhiY2OlUqkjNYBpbmnT89/9xw2bW/lhqQtm -RFFbAxBCHVoMN6pW/+33mWm2q2N4RJS8QcZkMiyWnl9WPlUDHO+NZafB0SuCAmBHREREX7/3XdFr -/fbt21wu134rk0QiCQkJSUjoNX7Cbz333HPR0dG5ubl29jlw4EBaWtozzzwziFTtIAcltUmv14eH -h1dWVvZ7kJbSHLNoxtdfHsJw262+Br3hwCe7uuQGfuzcwedqS3SYua8CgBASCEKaVbXx4giZvOdY -eD5VAxy/30XhnTFaggJgh16vd+cIJSaTKSgoyP7pbR2ywr62traEhAT7rUZ6vd46pjSF7IztqFQq -T5065cgwwLGRrOAgDgOZ2WzbF/1BIUinw194anRNe3RBSfPg0+1Fq6k9evQouUy2TFjbJwiCUDep -TcaOqIghPl4DoqKi3N//hZagAPQlNjY2Nja2//2o4+B0Lr3HAe3txIkTjhzKFT+nDh065PxBvvr2 -Ur2i//qUnBD6zgc3nQ/X3dTZzz/zTJ+9ACbf1yCEcj6xMWa1T9UAR04y3wgKgOegcFhcV4wJ6k5P -vnyGyXToC8GIOXqDxEGbP7q5+aPB1BWfqgEAAEAjk5n6IeFczQf7CQMAAHAQ1AAAAPBf0BYEAAAU -UNxcQXcKgwHXAQAA4L+gBgAAgP9izJo1i+4cnJKTk0N3Ck5Zt24d3Sk4BT5/eh3x8hGoltXU0J2C -U7z9/A8L4cN1AAAA+C+oAQAA4L+gBgAAgP+CZ0N9CoZharW6vb1dq9UajUaz2cxkMjkcTkhISERE -RFRUFIXd+gHwNHD+DwLUAB/R3t4uk8l6jxZJjtdoMBhUKpVEIhk5cmRYWBgtGQLgOnD+DxpURR9R -VFTU73DBRqOxuLi4paXFPSkB4DZw/g8aXAf4Gi6XGx0dHRERQQ7pbjQa1Wq1VColZzwmCKK8vDw7 -O9vbB2gEwCY4/wcKaoDv4HA4iYmJMTEx3Rs9AwMD4+PjRSJRUVEROZEZjuMNDQ3Jycn0ZQoA9eD8 -HxxoC/IRIpEoOzs7Li7O5l0vLpfb/aR35yRTALgBnP+DBtcBPiI9Pd3+Dt1vhTk+BzIAXgHO/0GD -6wB/BHOfAX8G5393UAP8RWtrq3XZzvTZAPgkOP/7AjXAL1gsFolEYn0ZHR1NYzIAuBmc/3ZADfB9 -5PNwOp2OfMnn88ViMb0pAeA2cP7bBzXAxxEEUVFRoVKpyJdsNjs9PR16zAM/Aed/v+Cz8GXkH0Bz -czP5ksVijRkzJigoiN6sAHAPOP8dAc+G+iyCIMrKyrr/AhozZoxAIKA3KwDcA85/B0EN8FnV1dXW -PwAOh5OZmRkcHExvSgC4DZz/DoK2IN+k0Wjkcjm5zGQyMzIy4A8A+A84/x0HNcA3NTU1WZcTEhLg -Ehj4FTj/HQc1wDd1dHRYl+FpaOBv4Px3HNQA34RhmHUZhskF/gbOf8dBDfBNFovFugxPQwN/A+e/ -4+DTAQAA/wU1AAAA/Bf0D/BNs2bNojsFAGgD57/j4DoAAAD8F9QAAADwX9AW5Jvy8vKsy3BdDPwN -nP+Og+sAAADwX1ADAADAf0ENAAAA/wU1AAAA/BfcE/ZNcB8M+DM4/x0H1wEAAOC/oAYAAID/ghoA -AAD+C+4HeDQMw5qamoKCgiIjI307KAC9dXV1MZnMwMBAl0aRSCTkwpAhQ9hstkwmw3EcISQSiYKD -g5VKZVdXF0IoNDQ0LCzMpZnQAmqA57JYLEVFRXq9HiE0cuRIsVjsq0EB6K69vV0gEDAYDLlc3tra -mpWVxWAwXBdOKpWSC7GxsWw2u6GhgZyChs/nBwcHt7S0KJVKcgefrAHQFuS5MAwjv4sRQm1tbT4c -FIDuKisrS0pKEELBwcE6nc56QrrIiBEjQkJCyLilpaVms5lcX19fX1pa2t7ejhAaNmyYr14Ww3WA -5+LxeGFhYa2trQght/0epyUoAN1FRkbKZLI7d+4YDAYmk2n9UnaRmJiY1tbWzs7O6OhoBoMRFRXV -fSuDwVCpVCKRKCgoyKVp0AWuAzyXRCKx/hKvqqoiGyV9MigAVgRBkDPCt7W1GQwGgiDu37/f1NTk -0qBkI0+nLRiGBQYG8ng8lyZAI7gO8FByudzaTIkQ0ul0JSUl2dnZLp0clZagAHRXV1dnNptjY2Pl -cjlCiCAIDoej1Wqbmppcd2EqFosVCkVDQ4PNrRkZGT78J+Cz/2PerrGxsccag8GgVqt9LygAVjiO -19fXx8TEdL8HoFKpdDpdR0eHVqt1UVwGgyEUCvvaKhAIXBTXE0AN8FBGo9HBld4eFAArs9lssViq -q6vJO1JWGo2GxWJJpVKCIOjKzVdBDfBQfD6/90pX35WiJSgAViaTqa9NjY2NQqFQoVC4Mx9/ADXA -QyUmJvZYIxAIXP14Mi1BAbCy8wyCxWIxGAwajcad+fgDqAGeyGAw9L49ZTAYXPp0BC1BAeiud5cU -8sl9klKpFAgE0G2FWlADPE5bW1tBQUHvO7EYhlVWVpaVlbmiSZSWoAB0RxCEWq0eP3482fzIYrEi -IyO79xDGMIzL5apUKvpy9EFQAzyL0Wi8d++enU4xSqXSOryJVwcFoLeAgIDS0lKCIJhMZkZGBkKI -7CtgZTabdTqdK0KTYwTZZLFYXBHRQ0D/AM9SW1tr57YYSSaTicViCm/V0hIUgB4YDMb48eM7OzsN -BgODwaiqqur9dd/V1cVisUwmE4fDoTC0/TZPmUyWmppKYTiPAjXAg2AY5uB1rlwuT0lJ8d6gANjE -ZDKFQiGPx7t9+zY5cFsPRqMxODi4q6srNDSUwrhSqTQyMpLNtv192NraajQauVwuhRE9B9QAD9LZ -2elgs3uPC2SvCwqAHRKJxGYBQAhhGMbj8XQ6HbU1AMfx+Pj4vgaEqK6uttNS5O2gBngQx3tjGQwG -rw4KgB3kUJ024TgeEBDQ2dlJYbjbt29zudy6ujo7+0gkkpCQkISEBArjegioAR6ExWJRvqdnBgXA -jr7aZBBCRqNRLpdTO4KbyWQKCgqyf3rjOO6rlwJQAzxIVFRUj3FrfTUoAHZMmDDBneGys7Md2c2l -89jQCGqAB6HlJPPVMxsAB/nwmKCO8Ov/eQAA8HNQAwAAwE8RUAMAAMCfQQ0AAAD/BTUAAAD8F9QA -AADwX4ybN2/SnYNT1q1bR3cKTsnJyaE7BafA508vb//8j3j5CFTLamroTsEpn3y0F64DAADAf0EN -AAAA/+XCGlBfX69UKl13fAAAAE5yyVgREolk//79eXl5CKEnn3xy/fr1jg9OCQDwEDqdjsVi+eq4 -+YBEfQ3AcXzXrl0FBQVRUVEGg+Ff//oXQRBvvPGGnakKAQAepaurq6ysrKurCyEUHh6elpZG7bxd -wHNQ3xZUVVVVUFAQGxtbW1tbUlLCYrFOnjwZERFBeSAAgCsQBFFaWkoWAISQRqOprKykNyXgOtTX -APL3AoZhOp2uvb3dYrEwmUz4EQGAt9BqtXq9vvualpYWXx09H1BfA1JSUh588MGWlpa4uLjMzEyC -IBYvXtzjlAIAeKzew4kzGAwYY9xXUV8DcBxfuXIlQshsNhMEwWKxnnnmGbVaTXkgAIArBAcHh4SE -dF8jEon8fJB9H0bxv2tzc/PevXsff/xx6xocx+fPn3/gwAE788MBADwHQRDR0dHWlwwGA2aa82FU -fi/rdLpt27Zdv349Li7u1VdfnTZtGoZh58+f37Nnz8GDB1Uq1YYNG6BVEQBPZjAYysvLu8/qTt4i -FolEI0aMgF9yvofKf9Hy8vLr16+np6dfunTJ+iDQ1KlTly1bNmXKlO+++27x4sXJyckURgQAUAjH -8eLiYp1O13uTSqXCcTwjIwNuDPgYytqCMAx79913EUKHDh3q8SRoUlLSjh07EEK7du0KCgqiKiIA -gFoSicRmASBpNJqmpiZ35gPcgLIaIJPJlEplampqVlZW761PPfUUk8m8c+dOaGgoVREBABSyWCz9 -fsU3Nja6JxngNpTVgM7OToSQSCSyuZXH4wUHB1ssFugtDIBn0ul0/f55arVai8XinnyAe1BWA8Ri -MUKoqqrK5mnU2NjY0dFBVgKqIgIAKOTg7zP4GedjKKsBMTExEydObGlpOXToUO+tu3fvRgjNmzfP -YDBQFREAQCEej9fvPtDn3/dQ2T9g48aNCKHVq1d/+eWX1pUEQezZs2fPnj0sFmvNmjUtLS0URgQA -UIXH4/H5fPv7hIeHw3NBPobKGhAZGTlv3jy9Xr948eKxY8e+/PLLf/rTn1JSUl555RWCIF588cXE -xEQMwyiMCACg0NChQ+1sZTAYQ4YMcVsywD0o6x+Qn59/9uzZs2fPki/Lysqam5txHLeOErF///6u -rq6VK1cSBEFVUAAAhaKiouRyeVtbm82tMTExQqHQzSkBV6PgOsBsNl+7dm3VqlVnz56NiYl55513 -CgsLdTqdQqFQKpWdnZ15eXkvv/xycHDw0aNHp02bVltb63xQAAC1NBpNQUFBXwUAISSXy+/evWsd -Uxr4BmdrgNlsPn78+Kuvvsrj8bZu3VpXV7dx48Zx48ZZ+5QHBQXNnDlz3759Uql0xYoVZrP56aef -JqcYAwB4AovFUllZWVxcrNVq7e/Z2tpaUFBQX1/vnsSAGzhbA/Lz8z/66CORSHT58uV169YFBAT0 -tWd4ePjHH3984sQJDoezbt06iUTiZGgAgPMsFktpaalCoXBwf4Igamtr4WreZzhVA/Lz81955RUu -l/v999/b7B7c21NPPXXw4EGE0AsvvADzlAJAu5qaGo1GM9B31dfXy+VyV+QD3MypGnDu3DmE0Pr1 -6ydNmuT4u5YtW7ZkyRKdTrd37154zgwAGrW2tg76q7ympgbmhvIBg68BhYWFZ86ciY6OXrNmzUDf -u3XrVjabffjwYYFAMOgEAABOcqZJx2Kx1NXVUZcLoMfgawA5vuBzzz0XGBg40PcmJibOmzcPx/FL -ly4NOgEAgDPa2tr6vQlsn1KphB4/3m7wNeDUqVMIoUcffXRwO9j10gAAIABJREFUb1+4cCFC6OLF -izCaNAC0UCqVTh6BIAiVSkVJMoAug68B+fn5CKHMzMzBvZ18Y3l5OYwiBwAtuk8WRu9BAI0G2U/Y -YDBgGMZisdavXz+4I5BdUVpbWwfRlAQAcJ6d6WIcB13GvN0ga0BAQACLxcJx/MMPP3QmvEAgYLFY -zhwBADAIOI5TMmoLDCXt7QbZFsRkMmNjY50PHxcXB8MHAeB+TCaTkiezYZZ5bzf4f7/i4mKhUIjj -+KCPwGQyEcxOBwAdGAwGh8Nx/qkeO0MDAK8w+BpQWVlJYR4AADebMmUK3SkA+sF1HAB+CnrpA0Tt -HDIAAAC8C9QAAADwX/3UALVaLZFIKHmO2HEtLS3V1dUdHR3uDAqA78EwTCaTuXkSb1qCgkGzVwPM -ZvM777yzc+fOxx57TCqVuichDMPy8vIefvjh1tbWiooK9wQFwPdYLJaioqL79++XlpY2NTX5cFDg -DHs1QK1WFxQUfP755wsXLjx37px7hvtvaWkJDg6OiYn53e9+l5eXx+Px3BAUAN+DYZh1bGc7M0T6 -QFDgDHvPBUVHRz/++OMZGRkEQfzyyy8mk8kNCcXGxp46dWrjxo3kBDUwKiEAg8Pj8cLCwlpbWxFC -YrHYh4MCZ9i7DqioqPjhhx+EQiGbzV61apUbniTDcfz69etHjhx59913z549++c//9mZPmgA+DOJ -RGL9JV5VVeWegX1oCQqc0WcNaGlpefXVV7///nuNRqNSqTIzMxcvXuzqcZ6lUukrr7xCEMT169dX -rlwpkUgeffRRPp/v0qAA+B65XC6VSq0Dseh0upKSEovF4ntBgZP6bAvasWPHW2+9NWfOHISQUCg8 -ePBgXFycRCKJjo52XTZbtmx5+umn2Wy2WCxetGhRR0fH7du38/Pz09PTXRcUAN/TewgWg8GgVqtF -IpGPBQVOIfquAWVlZW+99Zb1ZUBAQHJyskQiEYvFrhvlTSKRHDt2DMdxjUYjFApXr1594cKFxsbG -zMxMGJ4QAMcZjUYHV3p7UOCkPtuCsrKyfvrpJ+tLlUpVUlIyatQol2YzY8aMzMzM8ePHc7nc27dv -jx8//rXXXsvOzobLSQAGxGYLqqvbcmkJCpzUZw14/fXXP/jgg40bN5aVlf3888+PPPLI2LFjJ06c -6NKhnt966y1yGMJ//OMfX3zxBUJo3rx5WVlZUAMAGJDExMQeawQCQVhYmO8FBU6y3RbU3Nx8+fJl -s9l88ODBX375pb29vaqqKjQ09PLlyy593ovFYr322msmk2njxo0VFRX//d///dFHH9XV1bkuIgC+ -x2AwNDQ09F7Z1NQUExPjS0GB82zUgMLCwi1btmRlZf36669ZWVnkyo6OjsOHD//xj3989tlnlyxZ -4rrJv/Lz83/88UcGgzFu3Lg333zzwoULGRkZLooFgO9pa2srLS3tff8Mw7DKysrW1ta0tDTKn/Om -JSigRM+2IKVSmZOT8/zzz588edJaABBCAoFg5cqVRUVF33zzzZUrV1yXUHNzM9nBBCHU2NiI4zic -OgA4yGg03rt3z84DFEqlUiKR+EBQQJWeNeDWrVujR4/euHGjzb2TkpJOnDjx5ptvumgIB5PJxOFw -zp49S748derUyJEjYbJJABxUW1vbb39+mUxG7SiQtAQFVPlNDWhtbd2xY8eGDRvs/PSeOnXqQw89 -dPToUXImSGodPHhQLBb/4Q9/IF9+/PHHK1euhAlLAXAEhmEqlcqRPeVyuVcHBRT6zfc4n88XCAST -J0+2/55HH330ypUrlN/ur6io+P777z/44ANrBZo6deqsWbNOnDhBbSAAfFJnZ6eDF80UDsxOS1BA -od/8xNZoNAwGY926dfbfU1VVJZPJQkJC1Go1VXmYTKajR4+uX78+JSWl+/qtW7dmZGTMnTtXIBBQ -FQsAn+R4byyDweDVQQGFflMD2Gx2c3Pztm3b+n3b8OHDqW2iyc3NPX/+vMFg+Pbbb3tsslgsf/jD -H3788Uf3DFwKgJdy/Gk9Cp/royUooNBvvseHDh2K47gjHbJYLJZSqaQwjzfffPOzzz6zs0NbW1tl -ZSWFEQHwMVFRUVFRUf4QFFDoNzWgq6vr1q1btOTR2tr666+/0hIaAN9Ay1PU8Oi2t4M55QEAwH9B -DQAAAP8FNQAAAPwX1AAAAPBfUAMAAMB/QQ0AAAD/xZg1axbdOTglJyeH7hSc0m+vbA8Hnz+94POn -l7d//qHBfLgOAAAA/wU1AAAA/BfUAOCh6uvrqR2PBDgOxnfzH1ADgMeRSCTr1q37/e9/v2jRop07 -d3K5XLoz8i9Go/Hjjz9WKBR0JwLcAWoA8Cw4ju/atSsvLy8qKkogEPzrX//avHkzzCPkUgwGo6ur -y/pSpVL9/e9/P3v2LHzs/gBqAPAsVVVVBQUFsbGxtbW1JSUlLBbr5MmTERERdOfly06cOHHnzh3r -gMH79u1LS0vbvXv3xx9/TG9iwA2gBgDPwuFwEEIYhul0uvb2dovFwmQyyZXAFYxGY0BAwCuvvHL5 -8uXAwECE0IgRI5qbm/l8fktLC1wK+DyoAcCzpKSkPPjggy0tLXFxcZmZmQRBLF68WK/X052XzzIY -DHw+HyG0cuXKo0ePqlSqUaNG6fV6jUajVCrNZjPdCQLXgiIPPAuO4ytXrrx48SL57cNisZ555hkK -Zy0FPQiFwrNnz65YsUIkEm3fvt26niCIqVOnnj59es6cOXBb3ofBdQDwIM3NzXv37n388ceta3Ac -nz9//oEDB6BRwkWKi4uTk5OFQmGP9QwG4/3334+Ojn733XdhGkgfBjUAeAqdTrdt27YTJ07ExcXt -3r07Pz//6tWrGzduFAqFBw8efO+99+CbyBUuXry4atWqgICA3puYTOYjjzzyu9/9bsWKFfDh+yqo -AcBTlJeXX79+PT09/e7du3//+9+zsrKmTp36zjvvFBYWRkVFfffdd1VVVXTn6Gtu3rwZEhKSlZUl -l8vPnz/f3t7efSubzRaJRFOnTp0zZ86aNWuYTPi68EHwjwo8AoZh7777LkLo0KFDPZ4ETUpK2rFj -B0Jo165dQUFB9OTnowoKCl566aULFy6MGTOmpKSkd4tQaGjo8OHDly5dGhgYePLkSVqSBC4FNQB4 -BJlMplQqU1NTs7Kyem996qmnmEzmnTt3QkND3Z+bD6urq8vMzDx27JhGo5k8ebLNffh8fnJy8pYt -Wz7++GOdTufmDIGrQQ0AHqGzsxMhJBKJbG7l8XjBwcEWiwUeVaRWR0cHQuj9999vaGiYMmVKX7vx -+fzExMRDhw49++yzNu8cAO8FNQB4BLFYjBCqqqqy+S3f2NjY0dFBVgK3p+bLyN/1MTExsbGx9vcM -CwsbPXp0VFTU7du33ZIacBOoAcAjxMTETJw4saWl5dChQ7237t69GyE0b948GM+SQp2dnQO6zTt0 -6NCcnJwNGzbweDzXZQXcDGoA8BQbN25ECK1evfrLL7+0riQIYs+ePXv27GGxWGvWrGlpaaEtP5/T -2NgYHx/v+P4BAQEpKSlDhw4tKSlxXVbAzaAGAE8RGRk5b948vV6/ePHisWPHvvzyy3/6059SUlJe -eeUVgiBefPHFxMREDMPoTtN3REdHJyUl9bX16tWrFRUVPVaKxeJXX301NzcX7gr4DOh7CTxCfn7+ -2bNnz549S74sKytrbm7Gcdw6SsT+/fu7urpWrlxJEAR9afqUgoKCSZMm2dyEYdjmzZs3bdrUYz2P -xxs5cuTNmzcDAgKgHvsGuA4ANDObzdeuXVu1atXZs2djYmLITmE6nU6hUCiVys7Ozry8vJdffjk4 -OPjo0aPTpk2rra2lO2UfcebMmVmzZvVebzAYdu7cmZqampiY2HurSCT64x//+PPPP7s6PeAeUAMA -ncxm8/Hjx1999VUej7d169a6urqNGzeOGzfOOjpQUFDQzJkz9+3bJ5VKV6xYYTabn3766by8PFqz -9gUsFstgMLS1tT333HPXr1+3rs/Nzf3www8xDJszZ05kZGTvN4aGhi5YsOCnn34iRxsF3g5qAKBT -fn7+Rx99JBKJLl++vG7dOjutzOHh4R9//PGJEyc4HM66deskEok78/Q9ra2tEyZM2LBhw927d6Oi -osiVer1eoVAEBATEx8fPnTuXwWD0fiOPx4uLi7t+/XpISIh7UwYuATUA0CY/P/+VV17hcrnff/+9 -ze7BvT311FMHDx5ECL3wwgswoLEzIiIiZDLZ8uXL8/Pzw8LCvvjiC6PRuGnTpqqqqsTExKefftrO -A6ACgUAkEjU1NbkzYeAiUAMAbc6dO4cQWr9+fV93Jm1atmzZkiVLdDrd3r17bf5QBY4wmUzbt2+v -q6t79tlnc3JyioqKdu7cWVJSsmLFikcffZScUKwvfD5/7ty5d+7cgc/fB0ANAPQoLCw8c+ZMdHT0 -mjVrBvrerVu3stnsw4cPCwQCV+TmJwwGw5QpU1avXv2HP/zh+eefr62t3bZt2wMPPNDvVA08Hm/c -uHFlZWX2SwXwClADAD3IUQqee+65QXyPJCYmzps3D8fxS5cuuSA1/0IQhMFgWLFixWuvvTZq1ChH -ftoHBAQ0NjZWVVXBMK4+AGoAoMepU6cQQo8++ujg3r5w4UKE0MWLF+FryHkXLlxYtWpVWlqag/sH -BAQkJiZWVVXBdYAPgBoA6JGfn48QyszMHNzbyTeWl5fDKHLOa2trW7BggeP7czic8PDw+vp6GDjI -B0A/YUADg8GAYRiLxVq/fv3gjtDW1oYQam1thZ+izmtoaBjQtzmTyRSLxSaTyWg0ui4r4B5QAwAN -AgICWCwWjuMffvihM8cR/P/27jyuiTNvAPiEkISEI0AK4Q6X4AEVEZCWGjxAXa3rUbWt5y7btdrW -7q52q6VuwT0qFf/Qdiv99CNSKSKu1IuKFgtSaJVbLIIUIhGQIxwJR0Ig17x/zL558yIilklmJvl9 -/5rJjPk9Pkye3xzPPI+DA8xzO30tLS3P+k9oNJqrqyuWiQGlQQ4ABLCysvLw8Ghvb5/m93h6esLw -QdPn5ub2+9//3jCbGtbqhMt+fn4qlaqvrw8Gj6M6yAGAGD///DOXy9Vqtb/6G7Cx7zs6OvArlIU6 -duzYJAOIPslHH32EIEhVVdV0/oiAaCjkAECMX375hegigP/q7e3t7e0luhSAGNAvCAAALBfkAAAA -sFyQAwAAwHJBDgBG1N/fLxaLsWEhzDsoOanVatPP9tXT0/PUEYcAeUAOAMai0WiSkpKOHj26Zs2a -1tZWMw5KKnK5vLe3VyaTIQgyPDwcHh5+584dHo/36NEjqVSqVCqNFBdFUZ1OhyAInU4vLi6GV4ip -AnIAMJb+/v6qqqrMzMyXX375+vXrphnun5CgpDI2NiYUCnt7e+3t7V1cXDIyMjQaDYqiNjY2cXFx -tbW1Hh4euAdFUfTBgwfYCx90Ov3111+HPrtUAZdswFj4fP769etDQ0NRFC0qKlKr1eYalCSam5sZ -DEZgYGBWVpZMJgsPD9dqtdbW1h4eHlKp1NnZ+Z///OfChQuVSmVNTU1wcDCOk0FqtVoOhxMRESEW -i21sbORyeWdnJ4/Hw+v7gfHAdQAwlsbGxqtXr3K5XGtr63fffdc0840QEpQkXF1dx8bGaDSara2t -UqnEbvtwOBy5XI4gyA8//ODq6hoQEJCWlvbyyy+LRCIcJ4Ps7OxUqVTe3t5CoTA2NjYoKMjd3f3O -nTt4fT8wHsgBwCj6+vr27duXl5cnlUp7e3vnzp376quvGnucZ0KCkgSDwWhra1MoFBwOx8HBgclk -YvfB2Gw2lgOGhobs7e1HR0djY2OrqqrUarWzszNe0bu7u5cvX97a2qp/Z1goFHp7e5eVleEVAhgJ -5ABgFKmpqQcPHoyPj0cQhMvlpqenDw0NGXsieEKCkoRarV60aFFra+vQ0BCXyw0ODhaJRAiC0Gg0 -rF2OiYnR6XRjY2O3b9+2trbesGEDXrfs+/v7ORxOUlJSaWkpNoAHgiD29vYxMTEajQbLQIC0IAcA -o2hoaAgJCdGvMpnMgIAAsVhs1JszhAQlj/7+/pCQEK1Wa2trS6fTsTnfdTqdlZWVTCZjMBgcDkej -0Xh5eS1YsKC1tVWj0eASd2BggMPhbN68edWqVYZV7ejouG3bts8//xz6CJEZ5ABgFJGRkQUFBfrV -3t7eurq62bNnm19QUnF3d3/w4AGCICiKjo2NYf30raysOByOo6Ojr69vbm6un58fiqI4jrfa39/v -4OCwYMECJyencZtcXV137979448/4hUL4A5yADCK/fv3Hzt2LDk5uaGh4caNG8uXLw8LC4uIiDDq -UM+EBCUVR0fHtrY2BEFQFPXy8qLRaCwWi06nazSanp4eFou1ZMkSOp3e39+PY9CgoCA+n2/4ieG8 -AgsXLrx16xaOz58BvqBvKMCfRCIpKSnRaDTp6elFRUWDg4NNTU2Ojo4lJSVubm7mFJRsNBqNp6fn -L7/8YmNjIxQKc3NzAwMDraysUBTt6+vr6+sTCAQRERHNzc04Br1///7OnTv1qyiKHj58+PDhw9iz -ARsbm+XLl3d3d+PYFRXgCK4DAM5qamrefvvtlpaW8vLy9vb2kpKSu3fvSiSSxMTE7du3nzlzxhjD -zRMSlJxsbGwqKiqqq6t5PF5dXR2Hw5FKpRwO58GDBw8fPiwtLcV9AkiFQnH16tXOzk4EQUQiUWZm -5uzZsw3fzHjhhRcKCwthxjdygusAgKeenp6UlJSEhIRDhw4Zfu7g4LBnz55Vq1bFxsZ6enouWrSI -6kFJi8lkNjc329jY8Pl8nU5XWVnZ0dExPDzs5+f31ltvFRYW4ttRB0VRkUhEp9OjoqK0Wu2VK1fo -dPprr71m+Ia2QCAYHBzkcrlSqRTH0AAXkAMAniorK0NCQpKTkyfc6u/vn5OTIxQKa2pqRkdHKR2U -zGJiYvbs2aNSqfSn/DQazc7ODkEQ3B/P0mi0vXv3FhQUXLx4UalUuru7r1ixYtzjASaT6erqymaz -8Q0NcAE5AOBGJpOlpqbevHlzkr6YMTExS5YsycrK2rRpEzbEGBWDkpxUKn38rQhspjBjdNMcGRmJ -jY2l0WgSiWThwoUTPv4NDAzE+qoCsoEcAHBja2vr4OAQHR09+W6rV6/Ozs5+8803cemdQkhQkmtp -aampqZlwk2GPHRxptdqurq64uDjsauNxfD6/tbXVy8vLGNHBdEAOALiRSqU0Gu3AgQOT79bU1NTW -1mZvb49Lc0xIUJILDw9/4403Jtx0/fp1IwUdHBx8UgJAEMTe3r6lpSUgIAD3J9JgmiAHANxYW1tL -JJJPPvnkqXsGBQXhNc0IIUFJLjc3VyKRTLjJwcHBSEHr6+uzsrKwZeyFDP1rGSiKqlQq7F1lyAFk -YxE/CWAaAoFAq9VO5YY7nU7v6emhblAyCwgIqK2tHR4ennArk8nEOnHi7s9//vMkMxNg07o9evTI -GKHBdEAOALhRKBSVlZWWEJTMlEpldXW16eO2t7djc8gAaoF3xAAAwHJBDgAAAMsFOQAAACwX5AAA -ALBckAMAAMByQQ4AAADLRaP6pM9PfUGU5FJSUoguwrRA/RML6p9YVK//L/79KVwHAACA5YIcAAAA -lgveE/5/vLy8vL29W1tb6+vrOzs7BwcHmUymi4vLvHnzgoODa2pqYLQTMAkGg9HS0lJSUnL79u22 -traBgQEmk+nm5iYUCtesWePm5mY5MxsTAur/V4Ac8F9RUVENDQ3Z2dnjRp5RqVRyuRwbjd3Hx2fT -pk1VVVUElRGQl06n++yzz86dO/f48SMSiUQi0alTp/z8/DIzMxkMBlGFNGNQ/78a3Av6ryNHjnz7 -7beTDz3W1tZ27NixqKgok5UKUMWLL7549uzZyY8fsVi8ePHiJ43mBqYD6v9Xg+uA8Xx8fFavXs3h -cDo6OmQymUAgcHBwyMjIwKZh0mg0J06cWLNmTUdHB9ElBWTk6+u7e/duoVDIZDK1Wi2dTq+rq3v/ -/fexIUs1Gs26deuKi4s1Gg3RJTVPUP/PCq4D/o+rq+uBAwdmz55dX19fWVnZ2dmpVCobGxsrKirW -rl0rEAiw3eRy+SRzZQCLxefzz549+5///AebWFGtVut0OrVaPXPmzOvXr/v6+mK7yeXygoICQktq -nqD+fx3IAf+1fv36uLi4srKyCacdb25u3r59u361tLTUhEUDFJCQkJCfn+/n5zfh7QiVSpWWlqZf -PXfunAmLZhGg/n81uBf0X1KpdPIdmpqa9Mutra2urq5GLhGgkp07d6rV6kl2MDxgRCKR8UtkWaD+ -fzW4DpgqlUqlX4auBeBZGZ6fwvFjelD/TwI5YKoCAwP1y3PmzCGwJICKZDKZfjksLIzAklgmqP8n -gRwwJTqdLj8/X78aFxdHYGEA5ahUKsOBZXbu3ElgYSwQ1P8kIAc8HYqizs7O9fX12GpISIjhswEA -JqfVanNycmpqarDV0NDQmTNnElskiwL1PznIAU+BoqiLi8ulS5ewVScnp+3bt3d1dRFbKkAVWq32 -4sWLJ06cwFadnJwyMzMNny0Bo4L6fyrIAZPBEkBubi62am9vn5KSYnhTCIBJaLXay5cvHz16FFu1 -t7fPz8+HIadMBup/KiAHPBGKoo6OjvoE4OTkdPz48bNnzxJbKkAVGo3m/PnzR44cwVadnJxu3LhB -o9GILZXlgPqfIsgBT+Tp6Xn58mVsmcfjHT9+PDMzk9giAQopKSk5duwYtszj8QoLC4ktj6WB+p8i -yAETmzFjRnZ2NrbMZrOPHz+ekZFBbJEAhajV6sTERGyZzWbn5+fDPWhTgvqfOsgBEzPsTbxv377T -p0/DyONg6s6fP69fTkpKIrAklgnqf+ogB0zMcJIAFos1+WvoAIxj2HFgxYoVcAJhYlD/Uwc5YGIS -iUS/fPfuXQJLAqjIcGhxrVZLYEksE9T/1EEOmJhSqdQvP3U4OQDGMTx+4CLS9KD+pw5ywNNNPjkR -AABQF+QAAACwXJADJoYaILosgHrg+CEW1P/UwRwyE1u8eDHRRQAUVl5eTnQRLBrU/9TBdQAAAFgu -uA6YWHFxsX550aJFhJUDUFN0dLR+uaysjMCSWCao/6mD6wAAALBckAMAAMByQQ4AAADLBTkAAAAs -F+SAiUH/YjAdcPwQC+p/6qBf0MTg/QAwHdA/nVhQ/1MH1wEAAGC5IAcAAIDlghwAAACWy8xzwNjY -2IwZM8LDw80+KDCG/v5+sVg8MjJi9kHJCerfBMz5mbBOp/Pw8Pjoo49u3brF4/Fu3LhhrkGBMWg0 -mqSkJBRFm5qaTp48KRAIzDUoOUH9m4Y5XweMjY35+Ph4eXmtW7euubnZ29vbXIMCY+jv76+qqsrM -zHz55ZevX7/OYrHMNSg5Qf2bhjlfB7DZbJFIlJycXFFR8c477/z73/8216DAGPh8/vr160NDQ1EU -LSoqMs2UhIQEJSeof9Mw2+sAFEXd3Ny+/fbbQ4cOXbt2bdeuXXPmzDHLoMBIGhsbr169yuVyra2t -3333XRqNZq5ByQnq3zTMNgcEBATk5OSgKHrlypWtW7e2t7d/9dVXUVFR5hcUGENfX9++ffvy8vKk -Umlvb+/cuXNfffVVDodjfkHJCerfZMw2BxQXF2/ZsmXHjh0SicTe3n7Hjh1ubm7u7u7mFxQYQ2pq -6sGDB+Pj4xEE4XK56enpQ0NDYrHY/IKSE9S/yZhtDujq6oqJiWGz2Xl5ee3t7Ww2e+7cuQMDA46O -jmYWFBhDQ0NDSEiIfpXJZAYEBIjFYqPeHCAkKDlB/ZuM2eaAiIiIt95664svvpgxY4ajo+MXX3xx -5syZBQsWjI6OmllQYAyRkZEFBQX61d7e3rq6utmzZ5tfUHKC+jcZs+0XJBQKy8vLVSqVSCRqbm5G -EOQ3v/mNg4ODUZtjQoICY9i/f39cXByHw9m0aVNHR8f+/fvDwsIiIiKamprMLCg5Qf2bjNnmgJ9+ -+mnr1q3PPfdccnJyY2Pj2rVr//GPf6SkpJhfUIA7iURSUlKi0WjS09OLiooGBwebmpocHR1LSkrc -3NzMKSg5Qf2bktnmAARBamtrq6qqaDTavHnzEhMTCwoK+vr6zDIowFFNTc3HH38cGRlZXl4eGRmJ -fTg0NHT69Ont27fv2LHjtddeo9PpZhCUnKD+TcxsnwcgCCKXy2UyGbbc0dHh7OxsbW30nEdIUICX -np6elJSUhISECxcu6NsCBEEcHBz27Nlz586dixcvlpaWmkFQcoL6Nz2zzQE6nY5Op1+7dg1bvXTp -ko+Pj0ajMb+gAEeVlZUhISHJyckTbvX398/JyUlMTLSxsaF6UHKC+jc9s80Bra2trq6umzdvxlbT -0tLee+89Z2dn8wsK8CKTyVJTU//2t79N0hcwJiZmyZIlWVlZVlb4/HYICUpOUP+EMMP/EoIgw8PD -Mpns5MmT+r9rTEzM0qVLHRwczCwowJGtra2Dg0N0dPTku61evbq0tNTJyYm6QckJ6p8QZnirWqfT -aTSaAwcOBAYGGn5++PDh0NDQLVu2/Pjjj+YRFOBLKpXSaLQDBw5MvltTU1NbW5u9vX1/fz9Fg5IT -1D8hzDAHPHz4EPtrfffdd+M26XS6tLS01atXP3z40AyCAnxZW1tLJJJPPvnkqXsGBQXh9aifkKDk -BPVPCDP8L+3YsePvf//7JDuUlZV98MEHZhAU4EsgEGi1Wp1O99Q96XR6T08PdYOSE9Q/IcwwB5SW -li5evNgSggJ8KRSKyspKSwhKTlD/hDDPZ8IAAACmAnIAAABYLsgBAABguSAHAACA5YIcAAAAlgty -AAAAWC7aokWLiC7DtFB9dP6nvqBIclD/xIL6JxbV69/RjgPXAQAAYLkgBwAAgOXC+T1hLy8vb2/v -1tbW+vr6zs7OwcFBJpPp4uIyb9684ODgmpqasbExfCN4IorFAAAZdElEQVTii8FgtLS0lJSU3L59 -u62tbWBggMlkurm5CYXCNWvWuLm5oShKdBktgkajaWxspNFoc+bMIbosFoTqxz/V2x9C4JYDoqKi -GhoasrOzx428oVKp5HK5WCxGEMTHx2fTpk1VVVV4BcWRTqf77LPPzp0793j5RSKRSCQ6deqUn59f -ZmYmg8EgqpCWQy6Xv/HGGywW6/79+2Y5SAvZUP34p3r7QyDc7gUdOXLk22+/nXzopba2tmPHjkVF -ReEVFEcvvvji2bNnJy+/WCxevHjx8PCwyUplgfr7++/evdvY2IggiEaj+eabb2pra5lMJtHlMnNU -P/6p3v4QCP8x43x8fFavXs3hcDo6OmQymUAgcHBwyMjI6O3tRRBEo9GcOHFizZo1HR0duIfGha+v -7+7du4VCIZPJ1Gq1dDq9rq7u/fffx85GNRrNunXriouLYYZIIxkeHv7000+xa3adTnfy5EkEQb77 -7rvu7m6ii2YRqH78U739MT08c4Crq2tCQkJtbW19fb3+Q+yEbu3atQUFBa2trQiCyOVyOzs7HOPi -hc/nHzt2LCAgADubUKvVCILodLqZM2dev359/fr12AQAcrm8oKBgyZIlxJbWXPn6+p45cwZBkLCw -MCaTWVhYKJVKpVIp0eUyf1Q//qne/hAFt3tB69evj4uLKysrGx0dfXxrc3Pz9u3b9aulpaV4xcVL -QkJCfn6+n5/fhJeTKpUqLS1Nv3ru3DkTFs3i1NbWbty40d/f39nZecWKFRqNRqVSEV0oM0f145/q -7Q+BcMsBUqm0s7Nzkh2ampr0y1hCJpWdO3diJz5P4urqql8WiUTGL5EFGRsbe/ToUXd3N3aH4fz5 -87/97W9v3rx548aNqKio1NRUOp0+NjbW2dnZ2dlJ2rsQlEb145/q7Q+BTDeHjOGpHDm7FkzO8PyI -iuUnIZ1OV1BQcP/+/QsXLmANEJvN3rhxY0FBwSeffNLV1YUgSFBQ0JEjR5RK5bfffou1/hwOZ8OG -DX/4wx9YLBbB/wFLQvXjn+rtj/GY7h0xw8nWqdjpWyaT6ZfDwsIILIl56O3t/fzzz5OTk7H+iAKB -wNvbe2xsLDMzU61W66/Wy8vLpVLppUuXEATx8/Pz8PBQKpWZmZmxsbGnTp2CH7PJUP34p3r7Yzwm -ug7Q6XT5+fn61bi4uB9++ME0oXGhUqkMBzbZuXMngYUxA1Kp9C9/+YtIJHJ3d//oo49Wrlyp0Wg0 -Gg2NRisqKvroo4/eeuutDRs2aLXaixcvBgQEJCYmrly5UqlUqtVqFEVv3LiRmJj45ZdfVldXf/XV -VwqFguj/kJmj+vFP9fbHqExxHYCiqLOzs/5hfUhIiOG9OfLTarU5OTk1NTXYamho6MyZM4ktEqWh -KJqdnS0SiaKjo3/66afIyEiVSmVra+vk5MRkMiMiIr7//vuIiIjz589fuHBh2bJlt2/fnjdvnkQi -YTKZzs7ODg4OS5cuvXnz5qxZs6qrq0+cOGFtbYbTYpMH1Y9/qrc/xmb0HICiqIuLC3YtjyCIk5PT -9u3bsVu9lICdip44cQJbdXJyyszMhG4q06FUKrOyslxcXL7++uuhoaFZs2YFBgby+XwXFxeBQBAW -FsZms99//31s53feeUcsFvP5/Oeff97T0/O5555zd3efNWuWv7//6dOnbWxs0tLSrKxg2Ctjofrx -T/X2xwSM++PB/gC5ubnYqr29fUpKiuFFGclptdrLly8fPXoUW7W3t8/Pz4chR6YpMzMTQZD33ntv -cHAwODiYw+EYbqXT6f7+/nQ6Xf8Jm8328PCg0WiGuzk5Ofn7+3/wwQcIgmDJwCRltyxUP/6p3v6Y -hhFzAIqijo6O+j+Ak5PT8ePHz549a7yI+NJoNOfPnz9y5Ai26uTkdOPGjXEtEfgVLl++jCDIypUr -n3vuuam03U+qcx6Ph81+UVpa6uTkhGsZAeWPf6q3PyZjxBzg6emJ/doRBOHxeMePH8dOAKmipKTk -2LFj2DKPxyssLCS2POZBoVDIZDIGg0Gj0abfcPN4PARBHj16ZGtri0fpwP+h+vFP9fbHZIyVA2bM -mJGdnY0ts9ns48ePZ2RkGCmWMajV6sTERGyZzWbn5+dT6B4omWE3ebRarVqtnn7PTq1WiyAIg8Ew -vHcEpo/qxz/V2x9TMlYOMOxNvG/fvtOnT5N85PFxzp8/r19OSkoisCRmxsbGxsvLS6fTqVSq6Tcr -2AufgYGB8PIwvqh+/FO9/TElY+UAw0G6WSzW5K+hk5Dhg6MVK1bAAYSjNWvWIAhy9erV6Y8Eh/X3 -WL58+cjICA4lA/+L6sc/1dsfUzJWDpBIJPrlu3fvGimK8RgOLYvdcAB42bZtG4IgH3/8cXd393Re -77p06dKpU6fYbHZCQgIMLIovqh//VG9/TMlYOUCpVOqXqfj7NCw/nETgi0aj7dy5U6PRvPLKKzU1 -NYODg8/6DSiK5ubmJiQkIAhy6NAha2trCnVYpASqH/9Ub39MyRQvWE4+uQ+wNCiK/ulPfyouLm5q -aoqNjX3vvfeCgoLG3W2ora3FFnJzc5cuXXr79m3DrT/99NPp06cRBBEKhe+++67hePEAjAPtz+Tg -JXtAgOHh4by8vFdeeeXevXupqamT7JmZmfmkLn1CoTAvL6+1tZWKJ6oAkISxcoDhad3ixYuNFMV4 -DMtfXl5OYEnMlUwmu3bt2q1bt1599dXo6OilS5dO8R9+8803YrE4Ly8vNja2tbXVsAcIwAvVj3+q -tz+mZKwcQPV6p+JxTzkdHR3YiL6xsbE7duyY4r8aHBz8+uuvIyIiamtrKddfhSqofvxTvf0xJbgX -BIiEPRCm0+lDQ0M+Pj5P3V+r1WKTwWKDSBu9fACYO2PlgOLiYv0yNqgLtURHR+uXy8rKCCyJhaDT -6S4uLk/dDW79mwbVj3+qtz+mBIPuAgCA5YIcAAAAlgueBwDiFRYWuru7X79+/al70mi0kpISExQJ -AAsBOQAQr7y8/Jk6onC5XOMVBgCLYqx7QagBI4UwKqqXnyo4HI5CoUCf0cDAANEFN3NUP/6pXn5T -gvcDJkb1/tEUUldXR3QRwHhUP/6p3v6YEjwTBgAAywU5AAAALBfkAAAAsFzjnwcEBgbSaDQEQYaH -h7u7u/WD+trZ2d25c0e/1dHRsb6+3kiTN+l0ulmzZrHZbP0Awr9aT0+Ph4eHiSca7O/vHxoa4vP5 -HA7HlHHJqa2tTSAQmPjRHCFBSaivr08mk/H5fAcHB+NF0Q/cFBUVpVarW1pasCFAIiIitFqtQqFo -ampCEGTOnDlsNvuZZqQZGxubMWNGW1ubkUqOIUOjR6DxOeDkyZPYQmpq6tWrV69cudLd3Y0gSHp6 -+p07d3p7ey9fvowgyIcffujv73/v3j28yqHRaMLDw21sbCoqKoKCgv72t7/l5eV5eXmdP38+IiLC -ycnp1q1bUx8HHOsPYGVlRafTi4uL4+LiRkdH8Srq5DQaTVJSEoqiTU1NJ0+eFAgEpolLQgqF4sGD -B0lJSdHR0bt37+ZyuSZolAkJSk4qlaq4uHjv3r2lpaWdnZ0zZ840UqBdu3ZhC/fu3VOr1QcOHMBa -7XPnzgkEgqKion/9618Ignz44Yevv/66XC5/6hf6+vqKxWIajRYREeHh4WFlZfXw4UMjFR4hrtEj -ifH3gj7++OPIyEgWi1VSUuLk5KRUKlksFovFysjIcHJyamhooNPphw4dmj9//lT+llMXGhqalJQU -EhISHx8vlUozMjLUarVcLg8NDf3Xv/7F4/G2bNkyxa9CUfTBgwft7e0IgtDp9Ndff91wYjxj6+/v -r6qqyszMfPnll69fv85isUwWmmysra29vb0ZDIa3t7ejoyODwTDXoOTU19dnZ2fn7u6+bt264uJi -GxsbIwU6c+bMCy+8wGKxjhw5kpOTI5fLsUbjxIkTOTk5+fn5dDr9n//859q1a6dyEYCiqI+Pz+rV -q62srFQq1ZYtW55//nkjlRxDVKNHEuOvAwoKCry9vUtKSh49ejQ4OPjhhx+O2+HChQuLFi1KSkrC -qwRyudzKyqq3tzc9PX1sbKy7u1sqlT569Mjd3f3ChQsCgeAf//jHsmXLbt++PTAwYGdnZ239lP6s -Wq2Ww+FERESIxWIbGxu5XN7Z2cnj8fAq8OT4fP769etDQ0NRFC0qKrLkMc5YLNa9e/d27Nhx584d -Op2uUqnMNSg5eXh4XLp0KTk5uaKiYu/evcarioCAgPnz5xcVFWm1Wo1Gk5ycPG6Ho0ePrl27Vi6X -G07x+CTYddumTZs4HE5fX9/IyAh2Vm48pm/0SGWC9nTGjBlFRUV3796tqakZt4lGo7FYLDabjVd4 -gUCwcOFChUJRX19/7ty5+Ph47CrSxsYGO2SrqqrWrl3b0NCQlZV1+PDhtra21tbWn3/+eZLv7Ozs -1Ol03t7e3t7e2CfNzc137tyZN28eXsWeRGNj49WrV7lcrlwuf/fdd0+dOmWCoOTR3d3d0dGRm5vb -29sbExOjUCg++OCDlStX7t27l81md3R0PP/881u3bnVycqJ6UJLTarXl5eVff/011qQ2NjZmZ2dj -97WNYdGiRUVFRcHBwUNDQ49v7ejo4PP5UzyJHh0dlUql3t7eu3fvxj6JjIwcGRkx6k0YUzZ6ZDNB -DqisrHz48OGKFStWrVo1blNdXV1cXFxGRgZe4e3s7FAUZTAYAQEBd+/epdFo8+fPx65bsVnCNRqN -t7d3c3NzbGwsgiAsFis2NnbyHNDd3b1t27bW1lYvLy86nY4giFAoLCkpKSsrMxwR1xj6+vr27duX -l5cXHx8/ODj4zjvvvPrqq5cuXTK/50gT0ul0O3funD179o4dOxwdHYuLi3NycpYsWVJeXj44OLhh -wwYfH5/a2trNmzevWrUKrzNTQoKSX2tr6969exEEuXXr1tmzZz/77LPVq1ffvHlToVAYI5yXl9cX -X3yB/UjHqaur27hxo0QimeJXBQUF7du3r6Ghwc/PD2t5g4OD29vbURQ13sTRpmz0yGaCHKDT6ezs -7CZ8glRWVmZra3v//n28wtfX1/v6+ra1tTU2NjIYDIFAgA0DoL+NGx8fz2Kxurq6qqqq5s+f7+np -+aTZZTH9/f0cDicpKSkyMlL/CMHe3j4mJqaxsVEul2MzkBhJamrqwYMH4+PjEQThcrnp6emenp5i -sZjP5xsvKEkoFIqEhITf/e53u3btsrKyYrFYoaGhr7zyilAojI2NLSgo6Ovr43K5ERER69atW7Vq -VVhYmFAonOZ834QEpYSPP/54y5Yt1tbWbm5uv/3tb4eGhqqrqysqKubMmWOkiKGhoU9qNEJCQjo7 -O6fyJSqVytfXNykpic1mf/755/pvVigUDx8+jI2N/eGHH/As9P8yZaNHNhPfW0dRdMJT5u+//x73 -G9xXr16Nj4+3sbGprKzUd+Kk0+kMBkOlUrm4uLDZ7NHR0ejo6BUrVvzxj3+c/LHSwMAAh8PZvHlz -UFCQ4ZWvo6Pjtm3bdu3alZSUZLw+Qg0NDQcPHtSvMpnMgIAAsVjs5uZm9r1TsGudN99807BTLPbw -ZubMmf39/cHBwVZWVgiCuLm5ffrpp++8887GjRu7urooF5QSxGLxmTNntFqtVCrlcrl/+tOfCgsL -Ozo65s6da6Su0jQa7UmNxtQPfrVa7evrGxMT4+/vj13EY6KjoxUKRUpKip+fn1gsxqfE/58pGz1S -IcU7YkqlEptDamxsjMVicblcOp3OZDJnzZrl7+/P4/Hu3bsXHh5+7969p/Yr6O/vd3BwWLBgweM3 -f11dXXfv3v3jjz8a67+BIJGRkQUFBfrV3t7eurq62bNnGy8ieVRXVy9btsza2trwrQj99RyTycTa -YgRBrKyswsPDOzo6pp8XCQlKCUKhcO7cueHh4SwWq7q6Ojw8/K9//WtUVBTJr4FUKpWjo+OKFSuC -goLGbVq6dGlsbKy7uzshBTNjpMgB9+7dGx0dnTt37tjYmJeXV3h4OIfDodPpWCYYHR1dtmxZYGBg -YWHhU78qKCho3I0XwzEmFy5ceOvWLXt7e/z/DwiCIMj+/fuPHTuWnJzc0NBw48aN5cuXh4WFRURE -WEi7g6LoFB+dYS0RLr0VCQlKfgcPHmQymQiCfPrpp9nZ2QiC/OY3v4mMjCR5DliwYMG4V2oMf78J -CQlVVVXG7ipqaUiRAwYGBphMpouLi0qlEgqFIyMjtra2VlZWjo6OIyMj1dXVISEhISEhkz8Kxty/ -f9/wvBtF0cOHD+uPexsbm+XLlxupq5lEIrly5YpGo0lPT9+1a9d77713//79lpYWC5nzJCIi4vLl -y8PDw1PZ+eLFi/Pnz59+MiYkKCXQ6fS//vWv77///vHjx48fP+7j4/P5558b9U0rXKjV6sd/v/rH -+B4eHqGhocZ7pGGZSJEDEASRSqWdnZ1isZjH43V3d9vb20ulUl9f3wcPHnR1dXV3d1dUVEzlbFqh -UFy9ehV7ACUSiTIzM2fPnm14O++FF14oLCw0vNWIi5qamrfffrulpaW8vLy9vb2kpOTu3bsSiSQx -MXH79u3YnVl8I5KNp6cnl8s9evToUwf3Ly0t/fvf/75nzx6ZTEbFoFRRUVGRkpLCZrPnzZuXmJhY -WFhI/vvaTCbz4sWL2ANY7Pfr5eVl+MeNiYmprq42as8OSzPxM2GVSvXVV189/vmdO3ciIyONUY6R -kRGRSMRgMPh8vk6nq62tlUgkQ0ND/v7+f/zjH0tKSqaSAFAUFYlEdDo9KipKq9VeuXKFTqe/9tpr -hi/rCgSCwcFBLpcrlUrxKnxPT09KSkpCQsKhQ4cMP3dwcNizZ8+qVatiY2M9PT0XLVqEV0QSGhsb -y87OjouLKy4uXrBggeHf69q1awiCYI/iR0ZGLl26tHXr1s2bN0/lwo6EQalCIpHIZDJnZ2cEQTo6 -Ojw9PWk0mvFuSyqVyic1Gq+//vpUvgFF0cHBwe+//97NzS0oKOibb77p7e2Nj493dXXV7yMUCjMz -MyMiIoqLi3Eq+H+ZvtEjiQlywOjo6IMHD958883HNy1ZsuTixYtGKkpUVNTKlSs1Go1hD27sWV9x -cfFUjl0ajbZ3796CgoKLFy8qlUp3d/cVK1aMezzAZDJdXV3xfeOjsrIyJCTk8dcjMf7+/jk5OUKh -sKamxmTDFhGlsrJy27ZtCoVC380Oe+tS/2w2PT396NGju3btam5uxquDCiFBSU6tVjMYjGvXrmE9 -pC9duvTZZ58ZLwF0dXXdvn17//79j29asmRJWlraxo0bn/olNBrtpZdeUiqVN2/eLC8v7+npWbx4 -8fLlyw334fF4bDY7LCwM3xxAVKNHBhPkAIFAsH379pdeeunxTS+99NKyZcuWLl06lcezz6qnp+dJ -Xzv1Y3dkZCQ2NpZGo0kkkoULF0548zcwMBDHRwIymSw1NfXmzZuTvIQZExOzZMmSrKysTZs2kfyh -3HTodDqZTBYTExMbGztnzpwJK+TWrVtxcXE///wzXjfHCAlKfunp6W5ubps3b8ZW09LSdu/enZGR -YaQUKBKJ9u3bN0mj8bvf/W4qr6fl5uba2tr6+/uPjY394Q9/CA0NfXwfFxcXfXbHC1GNHhlMkAPU -avXY2FhaWtqE/4DH47344ovGqI6urq4nXXM9059cq9V2dXXFxcU96aYhn8/H3iL+NaV8jK2trYOD -w1PfQF69enV2dvabb77Z39+PS1zSYjAYVlZWfD5/wgRsZWWFoijubTEhQUmrsbExLy+vrKxMnxFj -YmIWLVqUk5OzYcMGY0Rsa2tbuXJla2vrhFvnzp079WEqFAqFUql8++23g4ODJ9yBx+N1dHRYWVnh -eDpFVKNHBuNzQHV1NXasPOnUe2Rk5MSJE21tbT4+PvgWJTw8/I033phw0/Xr15/pqwYHByd5amRv -b9/S0hIQEIANRzFNUqmURqMdOHBg8t2ampra2trs7e3NPgcAYqnV6qysrA8//DAwMNDw88OHD4eG -hi5btgz3uQR+//vfL1y48Msvv+RyuRPuoFKpUlJSHB0dt27dOpUv5HK5T0oACII4ODj09PTw+Xy8 -3vUjsNEjHPp4DuDxeNgt+CflbTs7u5GRkfXr1yuVSnyH78jJyamqqppw07N246mvr8/KysKWsb+r -/q+LoqhKpZLJZAwGA5ccYG1tLZFIPvnkk6fuGRQU9NRBT83Dli1b2Gz2hL+op3bgoVZQEjp58uT3 -338/OjqKjXpvSKfTbd68+bvvvsO3g5BarbayshodHZ3kcReKonw+387Obiojx/X19U3y++3q6hod -HXV2dsYrBxDY6BEPRcc3SZcvX57K6E7e3t760TxwIZfLKyoqnlS/zz33nP6YmIo///nPHh4eT9qK -DTDw6NGjZy3khAQCgVarncplKZ1O7+npwSUome3atSslJWWSHZRKZV1dnRkEJafExMQJ+7foDQwM -/PLLLzhGLC8vn8pIfBwOB5vV46mWL18+SVcibKyI9PT0qZdwckQ1eiQxPgfs27dvinfu8D2VePjw -4Zo1a/D6tvb29ikebdOnUCgqKytNE4sSenp6TJ/qCAlKTjKZrLy83JQRRSLRFPecYueOL7/88ssv -v5xGiZ4NUY0eSYzPARbScw4AgBeqD4Vi4Y0eWd4TBgAAYHqQAwAAwHJBDgAAAAuFQg4AAADLhaL/ -A1vHTOVXO1uPAAAAAElFTkSuQmCC -" - height="405.237" - width="408.4216" /> + xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgEAAAH9CAIAAAAMPDjJAAAAA3NCSVQICAjb4U/gAAAgAElEQVR4 nOzdeXwTZf448CdXkzZt0ittelBKD6CUUq4WkFMF/HKI31VXYJX157ELqwvsKiKKKApCuXXBVaR8 EQHhqyuiIqCClBtLaaEtvUuatE3apEmvNMckk/n9Mbv51jZN02aSyfF5/+FrMjOZz8cwzSfzzDzP w7h58ybyZuvWraM7Bafk5OTQnYJT4POnl7d//kdSUuhOwSnLamroTsEp+/+5j0l3DgAAAGjDdt2h tVptcHCw647vChiGqdXq9vZ2rVZrNBrNZjOTyeRwOCEhIREREVFRUUymR1dNjUZz5cqV4uLiqqqq lpYWrVbL4XBCQ0PT0tKmTZs2e/ZsDodDd46OIgiis7MTISQQCOjOBQCf5aoaUFNT8+c//3n16tWP PfaYi0JQq729XSaTqdXqHutxHMdx3GAwqFQqiUQycuTIsLAwWjK07+7du0ePHr127ZrFYum+3mQy 6XQ6uVx+4cKF/fv3b9iwYcKECXQlOSBms7mwsJDJZM6YMYPuXADwWZT9qpXJZO3t7daXlZWVOp1u +/btNV7SXlZUVNS7APRgNBqLi4tbWlrck9KALF++/MqVKz0KQA9NTU2rVq26dOmS27IaHAzDJBKJ VCpFCBEEIZFIJBIJjuN05wWAD6LsOuDzzz/Py8vbuHHjtGnTEELTpk0LCAjAMOzcuXN//etfqYri BlwuNzo6OiIiIigoiMViGY1GtVotlUpNJhNCiCCI8vLy7OxsLpdLd6a2icXiuXPnTp8+fciQIXw+ v7m5+erVq4cPH25tbUUI4Tj+7rvvnjhxIioqiu5M+2Q2m1UqFUEQCCGCIFQqFUJoyJAhdOcFgA+i 7DpALpdrtdr169fX1tYihIRCIZ/PRwiRTbpegcPhpKamTpo0KSkpSSgUcjgcJpMZGBgYHx8/ceJE Ho9H7objeENDA72p2hQWFvbaa6999dVXL730UkZGRmhoKIfDiY+PX7JkyeHDh2NiYsjddDrdiRMn 6E3VvqCgoOzs7HHjxiGEmExmVlZWdnY2m+3Ce1cA+C3KasDChQsRQkajcfPmzbm5uRs2bCB/eJKX BZ5PJBJlZ2fHxcXZvOvL5XKTk5OtL/ttNXK/hx9++Pjx40888YTNu75RUVErV660vrxx44YbUxuM zs7OgoICHo/HZrNv3bplMBjozggA30RZDZgzZw75S7m8vDw3N/fnn38m17/99ts//PADVVFcJz09 3f4zM91vBRuNRtdnNDDvv/9+aGionR2ys7Oty01NTa7PaGAsFoterzcYDOQtjaqqqqioqMmTJ0+Z MoXP55MXl+Q+er2ebCYCADiPsuvrHTt22PyxNnny5B07dpSWlq5du5bBYFAVjl7e/j/iOe0qBEEo lUq5XN7R0UF+szOZzNDQUK1WO2rUKIQQg8GIioqqrKwsKirqvk9YWFhcXFx4eDjN/wMAeDlqrgO+ /vrr7777DiEkEokCAgK6b5JKpbm5uXfu3Nm6datX/3wjm7ZI5K0O73Lr1i3r8rBhw2jMxMpoNN69 e7e8vJx8oozH43G5XIvFotFoCIKwPn/V2tpqNput+wQEBFgsFrVaXVxcXFZWZjab6fx/AMDLUfB7 sKWlZd++fSKRaPv27RiG/eUvf+m+9f79+zt37ty6detbb721Y8eOtWvXOh/R/SwWi0Qisb6Mjo6m MZlBwDDs008/tb6cP38+jcmQMAy7ffs2hmEBAQFDhw6Njo4me+QxmcympiapVFpbW6tWqy0WS0dH R2BgYEJCQlRUFPmNz2AwyH2USqVOpxs/fryH990DwGNR8Jfz6aef6vX6pUuXpqWl/fDDD70fUb9z 587rr7++ZcuW/Pz8c+fOOR/RzcjnQXU6HfmSz+eLxWJ6UxoQHMc3btxorWHJyckLFiygNyWCIMrK yjAMEwgEEyZMwDDs119/vXnz5vXr1wsLCzkcTlZWVnBwcFtbW0dHR1hY2MSJEy0Wy61bt27cuHHj xo3bt28zmcwJEyYEBgZqtdrq6mp6/3cA8F4U1ICKigqE0Llz5954440zZ87Y3Ecqlebk5GzcuHHP nj319fXOB3UbgiAqKirIR9QRQmw2Oz093Yt+deI4/t577/3yyy/kS4FAsGXLFtpHjGhpaWlra+Nw OKNGjaqoqLB2v0AI6XS68vJylUplLbRxcXF1dXXV1dXWG05Go7GmpkYmk5H/FgqFQqvV0vN/AoCX o+C7jPzrraqqunjxop3G2cLCwqtXrz777LNbt251Pqh7kAWgubmZfMliscaMGRMUFERvVo4jC8CP P/5IvgwKCtq9e/fQoUPpzQohpFAoEELx8fEqlar7jRarrq6u7i+tF2HdNTU1GQwGsrObBz7pBIBX oKAGOP4T7NixY5MnT1apVFevXnU+rquR7RXWAsBmszMzM71o/DKz2bxhwwZrARAIBHv37h09ejS9 WZHIG7xRUVFkMRg0hUJB1oC2tjZqMgPAzzhbAzAM02g0Du5sMpkOHDiwYsWKf/7zn54//Et1dbW1 CYjD4YwdO9aLCgBCaNeuXdYmIKFQ+M9//jM9PZ3elEhmsxnHcQaDweVy9Xq9M4fq6uoKDAxEHtlj AwCv4GwNkMlkA/o2v3z5clpamsViuXbtmpOhXUqj0cjlcnKZyWRmZGR41zjY+fn533zzDbnM5XL3 7NmT4jGTdZC9K8gHhZ3sacFkMslnELzoDg0AHsXZv5zi4mI7W1ksVo/bjziOnzx5csGCBWR/Ao/V vX05ISHBu64AEEKnT5+2Lj/77LNkfysPwWKxyE4kXV1dQqHQmUMJhULyzgF5NQAAGChna8Dt27ft bJ0+fXrvq4RLly7NmzcvPz/f2tLigTo6OqzLXtcbACFUUlJiXZ47dy6NmdhE9u9VKBQJCQmDPgiT yRwyZAh5R8EzJ3UAwPM5VQPIx7r5fP6LL75IjvLYnUgkSkhI6N1doL6+vrOzMyMj4/z5885EdykM w6zLHjtMtB3db9J4YG+G2NhYhJBCoWAymampqYNoEWKxWGlpaVqttrW1lclkWkdFBQAMiFP9hG/c uKHVajdv3vzQQw/dvXvXuj46Onrs2LGzZs3atGmTzTfeunVr4sSJ+fn5S5cudSYB1+leuryxrbn7 PVLPGR3ISiAQiMXipqam0tLStLS0CRMm9LgoDAkJ6T78VFRUVPf7MQwGIzo6ur29vaqqCiGUmJjY Y4QSAICDnPp2I78cc3Nzly5deuvWLfL3cnJy8ldffbV48eKcnBybj3UjhCoqKrKysoqKiqw9g4C/ SUlJCQwMNJlMxcXFdXV1jN/SarXWSxmlUqnX67tvRQhVVlZWVFRYLBahUAjTywAwaE79Qpw+ffrq 1av379/PZrNff/31Dz74QCwWb9++/cyZM7t37+7enNJDRUVFWloaQqi4uNhbprcF1GKz2WPHji0u Lu7q6mppabEzQ6dSqexrk1AozMjI8PZhXAGgkbOtBEuXLl20aJFery8vL1+6dOmTTz554MCBb7/9 1v67yKlihw4dWlFR4Zk1YNasWXSn4JSbN2/SnUL/uFzuxIkTVSpVWVmZQCBw/L6uSqUyGAyjR4+G saMBcBIFLcV8Pp/P50+fPn3y5Ml/+9vf7D8pRMJxXK1WJyUl3b9/3/kEgPdiMBgREREIIaFQGBkZ aXPciB4iIyN1Oh2GYVAAAHAelXcLc3JyHCkAJKVSmZSUZO3ICkB7e7sjvwm8aLwmADwfZTWgpKRk QHNGqlSqmJgYiURCEIQHtufm5eVZl72xXWjy5MnWZa9oFwIA0IKypx77vQfQg16vDw8PNxgM3Xtj AQAAcCfKrgPq6uoGtL/BYCDvAba2tjo5YADwDUKh0JFBjbxxIk8APBZlNaB3f2D79Ho9+dXf2tqa mJhIVRrAS7W2tjo43XRjYyPMGAMAVSirAXFxcWVlZY7vv3fv3r1796LfztUO/JZWqx3QN7sHdn4G wBtR9oe0adOmvkaG8EbeeB+4Oy+6D8xisbz90wbAe3nfSDgAAACoAjUAAAD8F9QAAADwXz3vB3zy ySfkwrJly/h8/pEjR8h5mmbPnp2SknL+/PmamhqE0Pjx47Ozs12Uk0Qi4XA48fHxzh+qq6uLyWS6 eZIpo9HY1NQUFBQkEomcPFRLS8vp06eHDh364IMPUpKb+4PW19eHhoaGhIQ4fygPDwqAN+pZAz77 7DNy4fHHH+fz+cePHyeH8E1OTk5JScnLy7NO/EJ5DSgpKUlLS2Oz2SdPnrx169axY8dYLNbgDtXe 3i4QCBgMhlwub21tzcrKcltXZIvFUlRURI59P3z4cHKylMHBMGz58uWNjY0IobVr1z7++OOUZemW oGazub6+Xi6Xt7W1icVi5yuixwYFwHv1bAt64403yLlnt2zZsnbtWuvjel988cXatWvJiWKWL1/u igc5yIgIoREjRtTV1VmndB+EyspKcjLF4OBgnU6n1+spy7I/RqPROvlJW1ubM4dqaWkhv4sRQt2n 6HEpCoMymcyQkBAGg8Hj8Xg8HhXZeWhQALxXz+uAxx577NatW2VlZfPmzWMymXPmzOm+lcPhXLhw 4cEHH3RFr66ZM2d+9tlnL730kkKh4HK5nZ2dgz5UZGSkTCa7c+eOwWBgMplms5nCPO0LDAwMDQ0l v/2dnOAwNjZ2woQJ5DB8CxYsoCY/NwZlMpltbW1RUVE6nc5tc7HREhQA72Wjf0BWVtb58+crKip6 t5+oVKr4+HhXzN1qNptLS0sRQoWFhQghFou1b9++hQsXzp8/f6CHIgiCHIOI/CJmMBj3798Xi8Vu mFaXIIjq6mrrz/+Kior09HSBQDCIQ+E4vmvXLvLTQAi9//7777///ujRoynL1TVBDQZDQ0NDW1ub 2WwODg4mCCIjI6Ojo6OystJisZjN5sDAQLFYHB0dTWHatAQFwDfYqAGLFi06ffr08ePHbb5h9+7d rphj/dChQ+3t7U888cTXX3+NEMJxXCgUVlVVMRiMefPmDehQdXV1ZrM5NjaWbE0iCILD4Wi12qam JleXAZlMRgYdN26cQqFoamoqKSnJzs7mcDgDPdSRI0dOnjyJEDpw4MCpU6d++OGHNWvW/O///q9L x1ZyMmhbW1tpaWlwcHBMTAyTydRqtc3NzVKptK2tDcfxmJgYFoul1+urq6tVKlV6ejolN2loCQqA z7BxscxgMDIyMvp6A3m3gFo6ne7o0aOLFi2qr6+3rrx48aJUKi0pKSHnDXcQjuP19fUxMTHd7wGo VCqdTtfR0eHqcWYUCkV0dLRYLA4ODg4PDxeLxQEBAT1mS3fQt99++8gjjyxYsCA1NXXKlCkLFiyI iIi4ePEi5TlTFdRsNpeVlYnFYj6fX1NTU1lZaTAYRowYIZFILBZLQkKCVCqtrKxUqVSpqakdHR3d /60HjZagAPgSj2gw1el0RqNx165d+fn53dffuHEjKCjo0KFDOI47eCiz2WyxWKqrq3sMQ6TRaFgs llQqdXBgssHBMGzo0KHDhg1jMpnh4eHDhg0TCoV25lW2Q6PRvPDCC8uXL+dyuZMnT16+fPnYsWPV ajXlOVMVVKVSMZnMgICAxsZG8kNWq9Xk/zufz5fJZCaTCSGk1+tramqGDh3a0NDg/L8FLUEB8CUe UQPsDBv35Zdfjh079vTp0w4eivybt6mxsVEoFCoUigHn57CQkJD8/PwbN27gOC6VSm/cuCGXywd3 PyAtLe2pp55atGiRVqv9n//5n0WLFn399dfp6emU50xV0M7OztDQUDtTw1uZTCYGg4Fh2OCqI+1B AfAlHlED7MwgiGGYQqG4fv26g4cie7TZZLFYDAYD2d3BRZKSksjm5oqKCvLnc3h4uONTpXf3l7/8 hbyL8P7771+7dg0hNGXKlEmTJlGaL5VBGQwGQRAOdukgPyXnn9uhJSgAvsQj/h6Kiop6rBk5cqR1 +eeff87IyLA+rGJf70fyu3cWVSqVAoHAycf27RAKheRDUy0tLTqdDiE0fPjwwd2EzMzMXLRoEUIo Ly9PKpUymcx169a5+n6mM0GFQqFGo3Hk2ZugoCAMwwIDAwdxq9wTggLgS+ivARaL5dq1awcPHhw2 bBhCKDAwcObMmQEBAdYd1Gp1VFSUI3cmCYJQq9Xjx48npx1nsViRkZHdv8IwDONyuYO7SeugHu0S zrTgd/9ftlgsly9fHnxarg8aGRnJZrNbWlpGjBgR8R/WR8iEQiG5RiwWJyYmymSyhIQE57OlJSgA vsR2DbD2dO2N8uZUi8USFhb2+uuvm81mHo+3Z88eBoNRXFzcfZ/Ozk6pVOrI0QICAkpLSwmCYDKZ 5NNNPeYrNpvN5C9096Dwlzsts6Y4HpTJZI4aNaq1tbX7rKLkk7JqtdpoNJJrDAZDeXl5eHg4Jb1M aAkKgC+x8ReuUCjOnDnT1xs+//zzNWvWUJkBm52bm1teXt7U1MRms7dt2yaRSHrsU1tbGxQU1N7e bv9BdQaDMX78+M7OToPBwGAwqqqqen/dd3V1sVgsk8nkijYBi8XSo2160FFMJlNQUFD3uxehoaFO Jef6oCEhIVlZWffu3WMymeSlGPptWxxCSKFQJCcnx8XFUZIwXUEB8Bk2asDhw4dnzJjR18zdBQUF SqUyKiqKwiQCAgIyMzNjYmJeeOEFmw01zc3Nqamp9+/fHzdunP1DMZlMoVDI4/Fu375t85LFaDQG Bwd3dXW54itVKpX2GJuouro6NDR0EJXg4MGDDQ0N3dfs3r17woQJg3vKyG1BeTwen88XCoU2r9ui oqK4XG54eDi1NzZoCQqAb7BRA7Ra7ZIlS/q6at69e7eL2lIOHDjQV0u9RqOJjY2VSqX91gCSRCLp q80KwzAej6fT6SivAZ2dnTKZrHe46urqgXasq6ioOHLkSI+VKpVq+/btmzdvdipLdwW12Zzo6oGb aAkKgBcjiJ414LnnnouOjs7NzbXzrgMHDqSlpT3zzDPUJmNnlEq9Xh8eHl5ZWengodrb2/vahON4 QECAMwPS2WSxWCoqKmz2P1IqlREREY4PVmMymTZt2mSzW9z58+dnzJgxd+5cp3J1fVAmk5mUlNR7 fXBwMOWfPL1BAfB2PWtAW1tbQkKC/RGB9Hq9KwZd6Kv1CSGkVCpPnTrl+Gg/du5kGo1GuVxO+ajC dXV1dromkC1CDo6zlJubW1tb29fWnTt3jh07ltq2OMqDVlZW9vUYvuNdvgeKlqAAeDvGzZs3u7+2 PkphH4vFouUxld7WrVtHdwpOycnJoTsFp8DnTy9v//yPpKTQnYJTltXU0J2CU/Z/tLfn97grxgQF AADgmejvIwYAAIAuUAMAAMB/QQ0AAAD/BTUAAAD8F9QAAADwX1ADAADAfzFmzZpFdw5Ogee76QWf P73g+Xp6efv5HxbCh+sAAADwX1ADAADAf0ENAAAA/+URY/4AQNJoNFeuXCkuLq6qqmppadFqtRwO JzQ0NC0tbdq0abNnz4bZgF2qRa//WSq91dx8T61u1uk6MYzDYkXweGMiI2cnJDyalBTw2ymSgA+A GgA8wt27d48ePXrt2jWLxdJ9vclk0ul0crn8woUL+/fv37Bhw4QJE+hK0ofdamr6pLj4fH295bfj n2MWS5fJJOvsPC2R7Lh9e/eMGQ/ExtKVJHAFaAsCHmH58uVXrlzpUQB6aGpqWrVq1aVLl9yWlf94 /PTpn2Qyi60JMKwatdqnz579sdvUzcAHwHUA8CxisXju3LnTp08fMmQIn89vbm6+evXq4cOHW1tb EUI4jr/77rsnTpygfAYFQIoLDv7v5OQ5CQnDhMJgDkfe1XVeJtt3547aYEAImQli9aVLeSKRuO/Z PoB3gRoAPEVYWNiLL764aNGi7o3+8fHxS5Yseeihh5YvX65QKBBCOp3uxIkTq1atoi9T3xTJ4/19 /PglI0Z0b/RPFAheHD164bBhv/v++watFiHUZTIdKC3dMGkSfZkCKkFbEPAIDz/88PHjx5944gmb d32joqJWrlxpfXnjxg03puYXFg4bduHJJ/84apTNu75iPv+tbl/6efX1bkwNuBZcBwCP8P7779vf ITs727rc1NTk4nT8zscPP2x/h+lxcdblBhdMJQvoAtcBwPt4yDymfovTx7zNwBvBvyXwDrdu3bIu Dxs2jMZM/NO1xkbr8vCwMBozAdSCGgC8AIZhn376qfXl/PnzaUzGDxlxfOft29aXT6Sm0pgMoBbU AODpcBzfuHGjRCIhXyYnJy9YsIDelPwKbrGszsuramsjX44IC/s91AAfAjUAeDQcx997771ffvmF fCkQCLZs2QIjRrgNbrH8/dKlH/5TgIVc7v6HH4YRI3wJ1ADgucgC8OOPP5Ivg4KCdu/ePXToUHqz 8h9kAfimtpZ8GczhfP7II8mhofRmBagFz1cAD2U2m99+++3uVwB79uxJT0+nNyv/YbZY/nrxYvcr gKOPPDIWumf7HKgBwEPt2rXLWgCEQuFHH32U4uVzZnmXDdevWwtAGJf7vwsWpIWH05sScAVoCwKe KD8//5tvviGXuVzunj17oAC40+XGxqMVFeQyj8U68l//BQXAV0ENAJ7o9OnT1uVnn3121KhRNCbj h76sqrIu/3Xs2EyRiMZkgEtBDQCeqKSkxLo8d+5cGjPxT7ebm63LjyUn05gJcDWoAcATaTQa67JY LKYxE//Uotdbl+OCg2nMBLga1ADgiYxGo3UZRgdyPwOOW5dhdCDfBv+6AADgv6AGAACA/4KrbOCJ bt68SXcKfq3+xRfpTgG4CVwHAACA/4IaAAAA/gvagoAnmjx5snUZ2oXcb0hurnUZ2oV8G1wHAACA /4IaAAAA/gtqAAAA+C+oAQAA4L/gnjDwRHAfmF5wH9h/wHUAAAD4L6gBAADgv6AGAACA/4IaAFxI rVYfOXLkypUrPh/UMyl1uo/v3v1ZKvX5oGDQ4J4wcBWz2bx8+fKGhgaE0Ntvvz1//nxfDeqZTBbL E6dP13V0IIT2zJz5ZGqqrwYFzoDrAOAqarWa/C5GCBUWFvpwUM+k0unI72KE0A2FwoeDAmdADQCu Eh0dnZWVhRBiMBhu+z1OS1DPFBscPD02FiHEQMhtv8dpCQqcATUAuMr+/fuLiooQQgRBbN++/f79 +74a1DPtKCi42dSEECIQevPatcrWVl8NCpwBNQC4xKlTpw4dOmQ2m8mXdXV1a9aswTDM94J6pmMV Ff+4c8dksZAva9ranv/pJ2O3WYJ9JihwEtQA4BJfffVVjzVyufzatWu+F9QzfXbvXo81ss7OX2Qy 3wsKnAQ1ALiEUql0cKW3B/VMiq6u3ivltlZ6e1DgJKgBwCWSk5N7rxw2bJjvBfVMI8LDe69MDQvz vaDASVADgEs8//zzTOZvzq4xY8ZMnDjR94J6pr+NG8dkMLqvmRgdPS021veCAidBDQDUa25u/uqr rwiC6L6ysbHx9OnTPhbUM8m12s/u3evxUcg6Or6sqvKxoMB5UAMAxQoLC5ctW3blypUeXwdqtXrL li1vvfUW7oIHRWgJ6pluKBSPfPPNTzIZ8dv1Sr3+tStXXv7lF/w/z+14e1BACagBgEpKpfLNN9/s +E9P0d7Onz//6aef+kBQz6To6lpx4UKb0djXDt/dv7/z9m0fCAqoAjUAUOmjjz5qa2uzv8/nn39e X1/v7UE905b8fI3BYH+fj+7elbS3e3tQQBWoAYAyra2tv/zyS7+7EQRx8uRJrw7qmdR6/RmJpN/d CISOlJd7dVBAIagBgDLl5eUmk8mRPYuLi706qGcqbmnBHGt2L2hu9uqggEJQAwBlmh3+I3d8T88M 6pkatVoH96Sw3xYtQQGFoAYAygQGBjq4Z1BQkFcH9UxBHI6De/Id3tMzgwIKwRwygDKPPPLI7Nmz HdmT8dueRF4X1DP9Ljl5UVKSI3tS+EHQEhRQCGoAoAyDwWCz3X1G0RLUMzEYDLbb6xwtQQGFoC0I AAD8F9QAAADwX1ADAADAf0ENAAAA/wU1AAAA/BfUAAAA8F+Mmzdv0p2DU9atW0d3Ck7JycmhOwWn wOdPL/j86TVp0iS6U3BKVVkpXAcAAID/ghoAAAD+C2oAAAB4Fp1O57ZY0Mn+NzAMU6vV7e3tWq3W aDSazWYmk8nhcEJCQiIiIqKionpMWQ6AL/Gl81+r1QYHB7szYszkTyg5DmExjRD8Mv3B/z74vZ6S A/amuLnCugw14N/a29tlMplare6xHsdxHMcNBoNKpZJIJCNHjgwLC6MlQwBcx8fO/5qamj//+c+r V69+7LHH6M6lf8Pig2rr1Ez2v0fAzR5JvPnSukOH/uePixZ9/p3LJ7/zmqruakVFRb3/AHowGo3F xcUtLS3uSQkAt/H2818mk7V3m6uysrJSp9Nt3769pqaGxqwcFGK6uvxR0yMPhJMvfzp9iBM8dPfu 3YrKr90QHWpAT1wuNyEhYdy4cVOnTp0xY8akSZNSUlI4/xn6nCCI8vJyY9/TZwPg1bz0/P/888+f eOKJq1evki+nTZsWEBCA4/i5c+foTaxfhMUUEsx77521wyPvT58YjRDi8BN+vlLD5/M72jURYTxX JwA14P9wOJzU1NRJkyYlJSUJhUIOh8NkMgMDA+Pj4ydOnMjj/fsfA8fxhoYGelMFgHJeff7L5XKt Vrt+/fra2lqEkFAo5PP5CKHOzk66U+sHYcEYTB5C6G9/WxWBrkwbw3hoxthRiRyNRlPf2KRpM7g6 Abgf8G8ikWj48OGcPqY64nK5ycnJ9+7dI1+q1erk5GQ3ZgeAa3n7+b9w4cLCwkKj0bh58+apU6dK pdLW1laE0LRp0+hOrR9MNv+778+cv7Zi9tSkj/fttq4nCGL6tGkSecWvkmQG04VTsMF1wL+lp6f3 9QdA6n4rzAOvhQFwhref/3PmzCGvVMrLy3Nzc3/++Wdy/dtvv/3DDzNvlmsAACAASURBVD/Qmlo/ sM7asWNGjB4e3WM9g8F4Y/27s6elxKGvxJGOTpg6CFADBsPnZyUEwA4PPP937NhhMNhoNpk8efKO HTu2bdtGEIT7s3JEorDqzXV/F4v4vTcF8tilTSOe+v0TxroPIkK5LkoAaoCjyEtLEtnUCID/8OTz /+uvv/7uu+8QQiKRKCAgoPsmqVSam5t7586drVu3emAZMLaVxYrDHps/7dfC+6+9e6KgWNF9qyCY u3TRyH9dj5z14Gyu5mAw3yUtQlADHGKxWCQSifVldHTPCzcAfJgnn/8tLS379u0TiUSHDh3avHmz 2WzuvvX+/fs7d+7cunVrWVnZjh076EqyL8OjGze9/fevTp57eObEqsp7E8fE9Nhh1qQhh7Y9Uq7O CgnmZ8WXuCIHqAH9I5+Hs/be5vP5YrGY3pQAcBsPP/8//fRTvV6/dOnStLS0H374wWKx9Njhzp07 r7/++pYtW/Lz8z3tUVF9h3zs2Mzjx4/putpmTH/A5j6jh0fu3fgQP/GFH0599thMIeU5wHNB/SAI oqKiQqVSkS/ZbHZ6eroX9ZgHwBmef/5XVFQghM6dO1dSUnLlyhWb+0il0pycnI0bN7766qvp6elD hgxxb4590uk6EUIf/WP7vg+3xcbG9rXb6OGRK/9fVnTItu+PrY2fuLWhSUthDh70b+mByD+A5uZm 8iWLxRozZkxQUBC9WQHgHl5x/ptMJoRQVVXVxYsXezQEdVdYWHj16tVnn31269atbsyuHwaDHiEU ExNjpwCQ/mvGMK4gKUQQOWt0P925BwpqQJ8IgigrK7P+AbDZ7MzMTIFAQG9WALiHt5z/Wq2jP4qP HTs2efJklUpl7U5ML4tZx2axHN//nVUPZM5cfSQ3Z3RqOIVpQA3oU3V1tfUSmMPhjB071gP/AABw Ea84/zEM02g0Du5sMpkOHDiwYsWKf/7znziOuzQxR+BGVXx8nOP7i0X81NSU8Mi46ent/e/tMKgB tmk0GrlcTi4zmcyMjAw3j0MLAI285fyXyWQD+ja/fPlyWlqaxWK5du2a67Jy0LTspJEjUvraevXq VfJWR3cv/D4jbdIfz585GhtF2eO5UANsa2pqsi4nJCR44C8gAFzHW87/4uJiO1tZLFaPzs84jp88 eXLBggVkfwJ6MQ3VfU1HjGHY5s2b6+WtPdYPGyIMEib++uuvv/8vym5rQw2wraOjw7rsUU9DA+AG 3nL+3759287W6dOn975KuHTp0rx58/Lz860tXXSpKsmbNWtW7/UGg2Hnzp3xCckWVlTvrTMnD5v6 4JPmtgKqOmtDDbANwzDrMpfrql7aAHgmrzj/MQz79ddf+Xz+iy++OG7cuB5bRSJRQkJC7+4C9fX1 nZ2dGRkZ58+fd1emNkSF85gMk6yxZcbsxeu2nLKuz83N/fDDD3V6I1+U9fDUYb3fOHfa0BDxA9eu /JIxQkRJJlADbOt+6njU09AAuIFXnP83btzQarVvvPHG888/z2b/X1en6OjoRx555JVXXvnXv/5l 8423bt2aOHFifn6+uzK1Ydxw5qTsiW+88VZd7b2x6QnkSr1eX1FVX12P1SiC/v6X37HZNj75hFgB hsKvXbs+a9IA7ifb4aH/ugAAYB9ZnHJzc5cuXXrr1i3yeiU5Ofmrr75avHhxTk5OXzOzV1RUZGVl FRUVkX0LaFFci2rv172x9q/VlXfmTBu6/8ARo9G44e33Lt8o0Zoi3397eWJ8n12CxVGhIcLwBBE1 sw1DDQAAeKXp06evXr26qalJrVa//vrrCCGxWLx9+/YzZ86sWLGi+9SSPVRUVKSlpaH+bim7lEKl Q+IXb9yqXLZs2R//9Nbdu0Wb399+Pq8ga8YfDux+ITkh1M57x4wUjcyY0aGq5HEH0L2gLzBWhG02 79UA4Ce85fxfunTpokWL9Hp9eXn50qVLn3zyyQMHDnz77bf23yWVShFCQ4cOraiomDBhglsytaG8 trW8VshhPygKD8xMiP35h/1Pv/jWq3+awWT2c7c3OSE0OGJERUV5auL0kkpnp3eGGgAA8GJ8Pp/P 50+fPn3y5Ml/+9vf7D8pRMJxXK1WJyUl3b9/3w0Z2mcyWxqbO3fnvPqPvf/889O2h43rISaKf+lG ddewxrRpjzlfA6AtCADgC3JychwpACSlUukhNQAhZNAULl/xVwcLAEIoNjqYHSiurKwakRTW/979 gesA2/Ly8qzL3nJdDABVvO78LykpGdCckSqVKiYmRiKREARB+7RoY1OYb7+21PH9oyICmRxBk6Jx eCIFNQCuAwAAXq/fewA96PX68PBwg8HQvTccXcwGZUTYAMZ+4LBZwYJIs9kUHNiz98MgQA0AAHi9 urq6Ae1vMBjCwsLQb+fIpEuLUjbQt3DYzNCwSIaly/no0BYEAPB6vfsD26fX64VCIUKotbU1MTHR JTk5LCw86rnnnmN1G0e6+9THNpeThGGNJsygo6CAQQ0AAHi9uLi4srIyx/ffu3fv3r17kWdcB0yd 98bON2cO/H27EUKC4JoOLdbvrnZADbDNK+6DAeAiXnf+b9q0adOmTXRnMUjHvis/9l05XdHhfgAA APgvqAEAAOC/oAYAAID/8vH7ARiGNTU1BQUFRUZG+nZQAHqzWCxyuZzP55PPQbqIRCIhF4YMGcJm s63zO4pEouDgYKVS2dXVhRAKDQ3tN41PPvmEXFi2bBmfzz9y5Aj53tmzZ6ekpJw/f76mpgYhNH78 +OzsbNf973A4nPj4+EG8d1qahhzsp64tQSbXTk03sAgdQogRNPxSQcu4EQEhrCaEUKBw2LW7Oq3O JaOW4lhb2vAhVXWdDu7vyzXAYrEUFRXp9XqE0MiRI8Visa8GBcDKbDbfv38/MDBwyJAhCoWipqaG wWBMnz7daDTW1dVFRkaKRNTMPWJFDsGGEIqNjWWz2Q0NDeQUNHw+Pzg4uKWlRalUkjv0WwM+++wz cuHxxx/n8/nHjx8np4xPTk5OSUnJy8uzTvxCeQ0oKSlJS0tjs9knT568devWsWPHuj+s6aB/fbae XHhty09HvtVePbOruakBIfRp7rFLBcioKTx7+iOE0Pr160elTMwvbrJ3rAFKS+KX1XYyGMyHJ0dm JMiZzISK+w498uTLbUEYhpHfxQihtrY2Hw4KgJVKpZLL5bW1tRiGRUZGBgYGxsXFMZnMhoaG5uZm 8nc0tUaMGBESEoIQqqysLC0tNZvN5Pr6+vrS0lJyDOdhw4Y5cln8xhtvjBo1CiG0ZcuWtWvXarVa cv0XX3yxdu3au3fvIoSWL1/uiseWyIjk/05dXZ1cLh/EQd7a9OnErMlcLrfk+v+MFRca9F1cLpfL 5R4+tH+suLCu4hKLxdr47qb0cXPatUYKkycIYlxS11+fDGSxGDoDeubpPzw0nuj/bQgh374O4PF4 YWFh5PO/bvs9TktQABBCWq2WyWRGRkZqNBqz2RwQEIAQ4vF4ZGcokUjU1NSUkpJisVja29tDQkK6 z73ljJiYmNbW1s7OzujoaAaDERX1m1lwGQyGSqUSiURBQUH9Huqxxx67detWWVnZvHnzmEzmnDlz um/lcDgXLlx48MEHXdGra+bMmZ999tlLL72kUCi4XG5np6NtKd3lnsbHx6W3Xb5YI9Nq2gzozbd7 7HDu1CdTZ8xfto7qKcwIiwUFPrtkdkBgkUJl1Ou6lM0KhAIdeasv1wCJRGL9JV5VVZWens7nD2BQ Di8KCkBHR0dhYSGDwZg0aVJCQoK1w5TZbCZb500mU0hIiEgkqq6ubmxsDA8PHzNmDFXRw8LClEpl Z2dn7/HXMAwLDAzk8XgOHiorK+v8+fMVFRW9D6VSqeLj42NiYijI+LfMZnNpaSlCqLCwECHEYrH2 7du3cOHC+fPnD/RQQ5Kzf/nll3MFvKu3GntsYjBQmrCRExhOSc7d4cYWlTpiyJAha/86hFwzfVJF Z1f5j4V9TkZm5bM1QC6XW5spEUI6na6kpCQ7O9ulk6PSEhQAhBCHw2Gz2SwWi8ViEQSh1+uNRiOX y8VxnKwBbW1tgYGB5J4IIXKZKmKxWKFQNDQ02NyakZHh+J/AokWLTp8+ffz4cZtbd+/e7Yo57g8d OtTe3v7EE098/fXXCCEcx4VCYVVVFYPBmDdv3oAOdfoGoa4/sWDeQ+MTem4qKSmZPfup7Z8WUpW2 1aRRxMa1T5Xcq01OSggK5CCEElOzU+q6mKj2bGE/TXA++93U2NizCBsMBrVa7XtBAUAIBQYGPvDA A0FBQRwOh/yWJ69Hu9cA8se4yWQaPnx4amoqhdEZDAbZ4mSTQCAY0KEyMjL62kreLaCWTqc7evTo okWL6uvrrSsvXrwolUpLSkqqqqoGdDQcJ5hBw0ba0tXVxQhMLLynpDZ/HGsfmRT2zjsbN3/wHTfg 3/exszPFUx54gM0ifj+7n0sBn70OMBpt3HKxudLbgwJAYjKZHA5Ho9GEh4czGIy2trbo6GiyLQjD sK6ursDAQKPR2NTUNHnyZLqT9SA6nc5oNO7atavH+hs3bjzzzDOHDh3avHnzgJ4RIghk8xM+f/48 hlEw2nMPFnPX8GFxM6cuGZacymL938/6hx8Y2qFd/I/ta0YmPW3nGSGfvQ6w2QrvyF0prwsKgFVk ZKRMJkMIcTgc8sEE8jqAfDiHx+PV19eHhoaSFwqAZGfYuC+//HLs2LGnT592Zz4DZTG1h4UJHp0/ Y/SInndKfjd3+IRpSycMtTc2tc/WgN5PDggEApf2lKErKABWERERHR0d7e3tbDbbYDCQHaxwHCfb hVgsllwu7/HcDrAzoySGYQqF4vr16+7MZ6CmTxk9bGhs9zXdn0pf+acFhbd/nTy2zxvpvlkDDAZD 79tTBoOhqYnKThmeEBSA7lgsVmhoqEwmI3/pt7S0oP/UABaLpVAoEEIRERE0Z+lhioqKeqwZOXKk dfnnn3/OyMggnxfyTBxzQ/fbJARBbN261WD8dy+NoXGC1PQZM8b2+XYfrAFtbW0FBQW978RiGFZZ WVlWVtZ9TgavDgpAb+Hh4Wq1muypS56Q5AUBeREgFAqp6hbgGywWy7Vr1w4ePDhs2DCEUGBg4MyZ M8muFSS1Wh0VFXXx4kX6cuwHn2c++c33JWVShFBNTc3nn38ujktVtxmsO0ydOqW48IowJMDm233t bDAajffu3bP2VOxNqVTyeLykpCRvDwqATUwmk8Vi4TgeEBBgMBis/0UIkQ+Puigu+fSRTQOd5Mtg MPS1iaxtFLJYLGFhYa+//jrZiWHPnj0nTpwoLi7uvk9nZ2f3Z777ZTIZrINedFdUVDRqwkInE+6B IAhDR/13PxECUfqoEfhXX59qaMZmzX48LjrYus8js0YdP9o6Izv++ws2Wr18rQbU1taaTP2MxCST ycRiMYW3amkJCkBfoqOj4+LibG4a6Ly7DrLf5imTyRx/FFWhUJw5c6avrZ9//vmaNWsGnF/f2Gx2 bm5ueXl5U1MTm83etm2bdQg8q9ra2qCgoPb2djvPv1rhRnXD/aKUlEd7b3rooYfOnDqEUBo1qSOE EGIwGOlT/hhkunv10g8lBd/XyLkzH1z0+/kju+8THcnncEOnTRD7fg3AMEylUjmyp1wuT0lJ8d6g ANghl8v7Gu7GRWPZSqXSyMjIvlqZWltbyQ5rjhzq8OHDM2bM6Kt3fUFBgVKppPa2dkBAQGZmZkxM zAsvvGDzb7m5uTk1NfX+/fvjxo3r92gTUrQv/b/Xp02b1nvTtGnT5s6d+8Tc//r6pwFcVfTr4+M1 guCw9OTgUJ32L3+an51pY4iasMihQex2m2/3qRrQ2dnpYLN7R0eHVwcFwKPgOB4fH9/XgBDV1dV2 Wop60Gq1S5Ys6WtAiN27d+t0ukFmadeBAwf6+jGn0WhiY2OlUqkjNYBpbmnT89/9xw2bW/lhqQtm RFFbAxBCHVoMN6pW/+33mWm2q2N4RJS8QcZkMiyWnl9WPlUDHO+NZafB0SuCAmBHREREX7/3XdFr /fbt21wu134rk0QiCQkJSUjoNX7Cbz333HPR0dG5ubl29jlw4EBaWtozzzwziFTtIAcltUmv14eH h1dWVvZ7kJbSHLNoxtdfHsJw262+Br3hwCe7uuQGfuzcwedqS3SYua8CgBASCEKaVbXx4giZvOdY eD5VAxy/30XhnTFaggJgh16vd+cIJSaTKSgoyP7pbR2ywr62traEhAT7rUZ6vd46pjSF7IztqFQq T5065cgwwLGRrOAgDgOZ2WzbF/1BIUinw194anRNe3RBSfPg0+1Fq6k9evQouUy2TFjbJwiCUDep TcaOqIghPl4DoqKi3N//hZagAPQlNjY2Nja2//2o4+B0Lr3HAe3txIkTjhzKFT+nDh065PxBvvr2 Ur2i//qUnBD6zgc3nQ/X3dTZzz/zTJ+9ACbf1yCEcj6xMWa1T9UAR04y3wgKgOegcFhcV4wJ6k5P vnyGyXToC8GIOXqDxEGbP7q5+aPB1BWfqgEAAEAjk5n6IeFczQf7CQMAAHAQ1AAAAPBf0BYEAAAU UNxcQXcKgwHXAQAA4L+gBgAAgP9izJo1i+4cnJKTk0N3Ck5Zt24d3Sk4BT5/eh3x8hGoltXU0J2C U7z9/A8L4cN1AAAA+C+oAQAA4L+gBgAAgP+CZ0N9CoZharW6vb1dq9UajUaz2cxkMjkcTkhISERE RFRUFIXd+gHwNHD+DwLUAB/R3t4uk8l6jxZJjtdoMBhUKpVEIhk5cmRYWBgtGQLgOnD+DxpURR9R VFTU73DBRqOxuLi4paXFPSkB4DZw/g8aXAf4Gi6XGx0dHRERQQ7pbjQa1Wq1VColZzwmCKK8vDw7 O9vbB2gEwCY4/wcKaoDv4HA4iYmJMTEx3Rs9AwMD4+PjRSJRUVEROZEZjuMNDQ3Jycn0ZQoA9eD8 HxxoC/IRIpEoOzs7Li7O5l0vLpfb/aR35yRTALgBnP+DBtcBPiI9Pd3+Dt1vhTk+BzIAXgHO/0GD 6wB/BHOfAX8G5393UAP8RWtrq3XZzvTZAPgkOP/7AjXAL1gsFolEYn0ZHR1NYzIAuBmc/3ZADfB9 5PNwOp2OfMnn88ViMb0pAeA2cP7bBzXAxxEEUVFRoVKpyJdsNjs9PR16zAM/Aed/v+Cz8GXkH0Bz czP5ksVijRkzJigoiN6sAHAPOP8dAc+G+iyCIMrKyrr/AhozZoxAIKA3KwDcA85/B0EN8FnV1dXW PwAOh5OZmRkcHExvSgC4DZz/DoK2IN+k0Wjkcjm5zGQyMzIy4A8A+A84/x0HNcA3NTU1WZcTEhLg Ehj4FTj/HQc1wDd1dHRYl+FpaOBv4Px3HNQA34RhmHUZhskF/gbOf8dBDfBNFovFugxPQwN/A+e/ 4+DTAQAA/wU1AAAA/Bf0D/BNs2bNojsFAGgD57/j4DoAAAD8F9QAAADwX9AW5Jvy8vKsy3BdDPwN nP+Og+sAAADwX1ADAADAf0ENAAAA/wU1AAAA/BfcE/ZNcB8M+DM4/x0H1wEAAOC/oAYAAID/ghoA AAD+C+4HeDQMw5qamoKCgiIjI307KAC9dXV1MZnMwMBAl0aRSCTkwpAhQ9hstkwmw3EcISQSiYKD g5VKZVdXF0IoNDQ0LCzMpZnQAmqA57JYLEVFRXq9HiE0cuRIsVjsq0EB6K69vV0gEDAYDLlc3tra mpWVxWAwXBdOKpWSC7GxsWw2u6GhgZyChs/nBwcHt7S0KJVKcgefrAHQFuS5MAwjv4sRQm1tbT4c FIDuKisrS0pKEELBwcE6nc56QrrIiBEjQkJCyLilpaVms5lcX19fX1pa2t7ejhAaNmyYr14Ww3WA 5+LxeGFhYa2trQght/0epyUoAN1FRkbKZLI7d+4YDAYmk2n9UnaRmJiY1tbWzs7O6OhoBoMRFRXV fSuDwVCpVCKRKCgoyKVp0AWuAzyXRCKx/hKvqqoiGyV9MigAVgRBkDPCt7W1GQwGgiDu37/f1NTk 0qBkI0+nLRiGBQYG8ng8lyZAI7gO8FByudzaTIkQ0ul0JSUl2dnZLp0clZagAHRXV1dnNptjY2Pl cjlCiCAIDoej1Wqbmppcd2EqFosVCkVDQ4PNrRkZGT78J+Cz/2PerrGxsccag8GgVqt9LygAVjiO 19fXx8TEdL8HoFKpdDpdR0eHVqt1UVwGgyEUCvvaKhAIXBTXE0AN8FBGo9HBld4eFAArs9lssViq q6vJO1JWGo2GxWJJpVKCIOjKzVdBDfBQfD6/90pX35WiJSgAViaTqa9NjY2NQqFQoVC4Mx9/ADXA QyUmJvZYIxAIXP14Mi1BAbCy8wyCxWIxGAwajcad+fgDqAGeyGAw9L49ZTAYXPp0BC1BAeiud5cU 8sl9klKpFAgE0G2FWlADPE5bW1tBQUHvO7EYhlVWVpaVlbmiSZSWoAB0RxCEWq0eP3482fzIYrEi IyO79xDGMIzL5apUKvpy9EFQAzyL0Wi8d++enU4xSqXSOryJVwcFoLeAgIDS0lKCIJhMZkZGBkKI 7CtgZTabdTqdK0KTYwTZZLFYXBHRQ0D/AM9SW1tr57YYSSaTicViCm/V0hIUgB4YDMb48eM7OzsN BgODwaiqqur9dd/V1cVisUwmE4fDoTC0/TZPmUyWmppKYTiPAjXAg2AY5uB1rlwuT0lJ8d6gANjE ZDKFQiGPx7t9+zY5cFsPRqMxODi4q6srNDSUwrhSqTQyMpLNtv192NraajQauVwuhRE9B9QAD9LZ 2elgs3uPC2SvCwqAHRKJxGYBQAhhGMbj8XQ6HbU1AMfx+Pj4vgaEqK6uttNS5O2gBngQx3tjGQwG rw4KgB3kUJ024TgeEBDQ2dlJYbjbt29zudy6ujo7+0gkkpCQkISEBArjegioAR6ExWJRvqdnBgXA jr7aZBBCRqNRLpdTO4KbyWQKCgqyf3rjOO6rlwJQAzxIVFRUj3FrfTUoAHZMmDDBneGys7Md2c2l 89jQCGqAB6HlJPPVMxsAB/nwmKCO8Ov/eQAA8HNQAwAAwE8RUAMAAMCfQQ0AAAD/BTUAAAD8F9QA AADwX4ybN2/SnYNT1q1bR3cKTsnJyaE7BafA508vb//8j3j5CFTLamroTsEpn3y0F64DAADAf0EN AAAA/+XCGlBfX69UKl13fAAAAE5yyVgREolk//79eXl5CKEnn3xy/fr1jg9OCQDwEDqdjsVi+eq4 +YBEfQ3AcXzXrl0FBQVRUVEGg+Ff//oXQRBvvPGGnakKAQAepaurq6ysrKurCyEUHh6elpZG7bxd wHNQ3xZUVVVVUFAQGxtbW1tbUlLCYrFOnjwZERFBeSAAgCsQBFFaWkoWAISQRqOprKykNyXgOtTX APL3AoZhOp2uvb3dYrEwmUz4EQGAt9BqtXq9vvualpYWXx09H1BfA1JSUh588MGWlpa4uLjMzEyC IBYvXtzjlAIAeKzew4kzGAwYY9xXUV8DcBxfuXIlQshsNhMEwWKxnnnmGbVaTXkgAIArBAcHh4SE dF8jEon8fJB9H0bxv2tzc/PevXsff/xx6xocx+fPn3/gwAE788MBADwHQRDR0dHWlwwGA2aa82FU fi/rdLpt27Zdv349Li7u1VdfnTZtGoZh58+f37Nnz8GDB1Uq1YYNG6BVEQBPZjAYysvLu8/qTt4i FolEI0aMgF9yvofKf9Hy8vLr16+np6dfunTJ+iDQ1KlTly1bNmXKlO+++27x4sXJyckURgQAUAjH 8eLiYp1O13uTSqXCcTwjIwNuDPgYytqCMAx79913EUKHDh3q8SRoUlLSjh07EEK7du0KCgqiKiIA gFoSicRmASBpNJqmpiZ35gPcgLIaIJPJlEplampqVlZW761PPfUUk8m8c+dOaGgoVREBABSyWCz9 fsU3Nja6JxngNpTVgM7OToSQSCSyuZXH4wUHB1ssFugtDIBn0ul0/f55arVai8XinnyAe1BWA8Ri MUKoqqrK5mnU2NjY0dFBVgKqIgIAKOTg7zP4GedjKKsBMTExEydObGlpOXToUO+tu3fvRgjNmzfP YDBQFREAQCEej9fvPtDn3/dQ2T9g48aNCKHVq1d/+eWX1pUEQezZs2fPnj0sFmvNmjUtLS0URgQA UIXH4/H5fPv7hIeHw3NBPobKGhAZGTlv3jy9Xr948eKxY8e+/PLLf/rTn1JSUl555RWCIF588cXE xEQMwyiMCACg0NChQ+1sZTAYQ4YMcVsywD0o6x+Qn59/9uzZs2fPki/Lysqam5txHLeOErF///6u rq6VK1cSBEFVUAAAhaKiouRyeVtbm82tMTExQqHQzSkBV6PgOsBsNl+7dm3VqlVnz56NiYl55513 CgsLdTqdQqFQKpWdnZ15eXkvv/xycHDw0aNHp02bVltb63xQAAC1NBpNQUFBXwUAISSXy+/evWsd Uxr4BmdrgNlsPn78+Kuvvsrj8bZu3VpXV7dx48Zx48ZZ+5QHBQXNnDlz3759Uql0xYoVZrP56aef JqcYAwB4AovFUllZWVxcrNVq7e/Z2tpaUFBQX1/vnsSAGzhbA/Lz8z/66CORSHT58uV169YFBAT0 tWd4ePjHH3984sQJDoezbt06iUTiZGgAgPMsFktpaalCoXBwf4Igamtr4WreZzhVA/Lz81955RUu l/v999/b7B7c21NPPXXw4EGE0AsvvADzlAJAu5qaGo1GM9B31dfXy+VyV+QD3MypGnDu3DmE0Pr1 6ydNmuT4u5YtW7ZkyRKdTrd37154zgwAGrW2tg76q7ympgbmhvIBg68BhYWFZ86ciY6OXrNmzUDf u3XrVjabffjwYYFAMOgEAABOcqZJx2Kx1NXVUZcLoMfgawA5vuBzzz0XGBg40PcmJibOmzcPx/FL ly4NOgEAgDPa2tr6vQlsn1KphB4/3m7wNeDUqVMIoUcffXRwO9j10gAAIABJREFUb1+4cCFC6OLF izCaNAC0UCqVTh6BIAiVSkVJMoAug68B+fn5CKHMzMzBvZ18Y3l5OYwiBwAtuk8WRu9BAI0G2U/Y YDBgGMZisdavXz+4I5BdUVpbWwfRlAQAcJ6d6WIcB13GvN0ga0BAQACLxcJx/MMPP3QmvEAgYLFY zhwBADAIOI5TMmoLDCXt7QbZFsRkMmNjY50PHxcXB8MHAeB+TCaTkiezYZZ5bzf4f7/i4mKhUIjj +KCPwGQyEcxOBwAdGAwGh8Nx/qkeO0MDAK8w+BpQWVlJYR4AADebMmUK3SkA+sF1HAB+CnrpA0Tt HDIAAAC8C9QAAADwX/3UALVaLZFIKHmO2HEtLS3V1dUdHR3uDAqA78EwTCaTuXkSb1qCgkGzVwPM ZvM777yzc+fOxx57TCqVuichDMPy8vIefvjh1tbWiooK9wQFwPdYLJaioqL79++XlpY2NTX5cFDg DHs1QK1WFxQUfP755wsXLjx37px7hvtvaWkJDg6OiYn53e9+l5eXx+Px3BAUAN+DYZh1bGc7M0T6 QFDgDHvPBUVHRz/++OMZGRkEQfzyyy8mk8kNCcXGxp46dWrjxo3kBDUwKiEAg8Pj8cLCwlpbWxFC YrHYh4MCZ9i7DqioqPjhhx+EQiGbzV61apUbniTDcfz69etHjhx59913z549++c//9mZPmgA+DOJ RGL9JV5VVeWegX1oCQqc0WcNaGlpefXVV7///nuNRqNSqTIzMxcvXuzqcZ6lUukrr7xCEMT169dX rlwpkUgeffRRPp/v0qAA+B65XC6VSq0Dseh0upKSEovF4ntBgZP6bAvasWPHW2+9NWfOHISQUCg8 ePBgXFycRCKJjo52XTZbtmx5+umn2Wy2WCxetGhRR0fH7du38/Pz09PTXRcUAN/TewgWg8GgVqtF IpGPBQVOIfquAWVlZW+99Zb1ZUBAQHJyskQiEYvFrhvlTSKRHDt2DMdxjUYjFApXr1594cKFxsbG zMxMGJ4QAMcZjUYHV3p7UOCkPtuCsrKyfvrpJ+tLlUpVUlIyatQol2YzY8aMzMzM8ePHc7nc27dv jx8//rXXXsvOzobLSQAGxGYLqqvbcmkJCpzUZw14/fXXP/jgg40bN5aVlf3888+PPPLI2LFjJ06c 6NKhnt966y1yGMJ//OMfX3zxBUJo3rx5WVlZUAMAGJDExMQeawQCQVhYmO8FBU6y3RbU3Nx8+fJl s9l88ODBX375pb29vaqqKjQ09PLlyy593ovFYr322msmk2njxo0VFRX//d///dFHH9XV1bkuIgC+ x2AwNDQ09F7Z1NQUExPjS0GB82zUgMLCwi1btmRlZf36669ZWVnkyo6OjsOHD//xj3989tlnlyxZ 4rrJv/Lz83/88UcGgzFu3Lg333zzwoULGRkZLooFgO9pa2srLS3tff8Mw7DKysrW1ta0tDTKn/Om JSigRM+2IKVSmZOT8/zzz588edJaABBCAoFg5cqVRUVF33zzzZUrV1yXUHNzM9nBBCHU2NiI4zic OgA4yGg03rt3z84DFEqlUiKR+EBQQJWeNeDWrVujR4/euHGjzb2TkpJOnDjx5ptvumgIB5PJxOFw zp49S748derUyJEjYbJJABxUW1vbb39+mUxG7SiQtAQFVPlNDWhtbd2xY8eGDRvs/PSeOnXqQw89 dPToUXImSGodPHhQLBb/4Q9/IF9+/PHHK1euhAlLAXAEhmEqlcqRPeVyuVcHBRT6zfc4n88XCAST J0+2/55HH330ypUrlN/ur6io+P777z/44ANrBZo6deqsWbNOnDhBbSAAfFJnZ6eDF80UDsxOS1BA od/8xNZoNAwGY926dfbfU1VVJZPJQkJC1Go1VXmYTKajR4+uX78+JSWl+/qtW7dmZGTMnTtXIBBQ FQsAn+R4byyDweDVQQGFflMD2Gx2c3Pztm3b+n3b8OHDqW2iyc3NPX/+vMFg+Pbbb3tsslgsf/jD H3788Uf3DFwKgJdy/Gk9Cp/royUooNBvvseHDh2K47gjHbJYLJZSqaQwjzfffPOzzz6zs0NbW1tl ZSWFEQHwMVFRUVFRUf4QFFDoNzWgq6vr1q1btOTR2tr666+/0hIaAN9Ay1PU8Oi2t4M55QEAwH9B DQAAAP8FNQAAAPwX1AAAAPBfUAMAAMB/QQ0AAAD/xZg1axbdOTglJyeH7hSc0m+vbA8Hnz+94POn l7d//qHBfLgOAAAA/wU1AAAA/BfUAOCh6uvrqR2PBDgOxnfzH1ADgMeRSCTr1q37/e9/v2jRop07 d3K5XLoz8i9Go/Hjjz9WKBR0JwLcAWoA8Cw4ju/atSsvLy8qKkogEPzrX//avHkzzCPkUgwGo6ur y/pSpVL9/e9/P3v2LHzs/gBqAPAsVVVVBQUFsbGxtbW1JSUlLBbr5MmTERERdOfly06cOHHnzh3r gMH79u1LS0vbvXv3xx9/TG9iwA2gBgDPwuFwEEIYhul0uvb2dovFwmQyyZXAFYxGY0BAwCuvvHL5 8uXAwECE0IgRI5qbm/l8fktLC1wK+DyoAcCzpKSkPPjggy0tLXFxcZmZmQRBLF68WK/X052XzzIY DHw+HyG0cuXKo0ePqlSqUaNG6fV6jUajVCrNZjPdCQLXgiIPPAuO4ytXrrx48SL57cNisZ555hkK Zy0FPQiFwrNnz65YsUIkEm3fvt26niCIqVOnnj59es6cOXBb3ofBdQDwIM3NzXv37n388ceta3Ac nz9//oEDB6BRwkWKi4uTk5OFQmGP9QwG4/3334+Ojn733XdhGkgfBjUAeAqdTrdt27YTJ07ExcXt 3r07Pz//6tWrGzduFAqFBw8efO+99+CbyBUuXry4atWqgICA3puYTOYjjzzyu9/9bsWKFfDh+yqo AcBTlJeXX79+PT09/e7du3//+9+zsrKmTp36zjvvFBYWRkVFfffdd1VVVXTn6Gtu3rwZEhKSlZUl l8vPnz/f3t7efSubzRaJRFOnTp0zZ86aNWuYTPi68EHwjwo8AoZh7777LkLo0KFDPZ4ETUpK2rFj B0Jo165dQUFB9OTnowoKCl566aULFy6MGTOmpKSkd4tQaGjo8OHDly5dGhgYePLkSVqSBC4FNQB4 BJlMplQqU1NTs7Kyem996qmnmEzmnTt3QkND3Z+bD6urq8vMzDx27JhGo5k8ebLNffh8fnJy8pYt Wz7++GOdTufmDIGrQQ0AHqGzsxMhJBKJbG7l8XjBwcEWiwUeVaRWR0cHQuj9999vaGiYMmVKX7vx +fzExMRDhw49++yzNu8cAO8FNQB4BLFYjBCqqqqy+S3f2NjY0dFBVgK3p+bLyN/1MTExsbGx9vcM CwsbPXp0VFTU7du33ZIacBOoAcAjxMTETJw4saWl5dChQ7237t69GyE0b948GM+SQp2dnQO6zTt0 6NCcnJwNGzbweDzXZQXcDGoA8BQbN25ECK1evfrLL7+0riQIYs+ePXv27GGxWGvWrGlpaaEtP5/T 2NgYHx/v+P4BAQEpKSlDhw4tKSlxXVbAzaAGAE8RGRk5b948vV6/ePHisWPHvvzyy3/6059SUlJe eeUVgiBefPHFxMREDMPoTtN3REdHJyUl9bX16tWrFRUVPVaKxeJXX301NzcX7gr4DOh7CTxCfn7+ 2bNnz549S74sKytrbm7Gcdw6SsT+/fu7urpWrlxJEAR9afqUgoKCSZMm2dyEYdjmzZs3bdrUYz2P xxs5cuTNmzcDAgKgHvsGuA4ANDObzdeuXVu1atXZs2djYmLITmE6nU6hUCiVys7Ozry8vJdffjk4 OPjo0aPTpk2rra2lO2UfcebMmVmzZvVebzAYdu7cmZqampiY2HurSCT64x//+PPPP7s6PeAeUAMA ncxm8/Hjx1999VUej7d169a6urqNGzeOGzfOOjpQUFDQzJkz9+3bJ5VKV6xYYTabn3766by8PFqz 9gUsFstgMLS1tT333HPXr1+3rs/Nzf3www8xDJszZ05kZGTvN4aGhi5YsOCnn34iRxsF3g5qAKBT fn7+Rx99JBKJLl++vG7dOjutzOHh4R9//PGJEyc4HM66deskEok78/Q9ra2tEyZM2LBhw927d6Oi osiVer1eoVAEBATEx8fPnTuXwWD0fiOPx4uLi7t+/XpISIh7UwYuATUA0CY/P/+VV17hcrnff/+9 ze7BvT311FMHDx5ECL3wwgswoLEzIiIiZDLZ8uXL8/Pzw8LCvvjiC6PRuGnTpqqqqsTExKefftrO A6ACgUAkEjU1NbkzYeAiUAMAbc6dO4cQWr9+fV93Jm1atmzZkiVLdDrd3r17bf5QBY4wmUzbt2+v q6t79tlnc3JyioqKdu7cWVJSsmLFikcffZScUKwvfD5/7ty5d+7cgc/fB0ANAPQoLCw8c+ZMdHT0 mjVrBvrerVu3stnsw4cPCwQCV+TmJwwGw5QpU1avXv2HP/zh+eefr62t3bZt2wMPPNDvVA08Hm/c uHFlZWX2SwXwClADAD3IUQqee+65QXyPJCYmzps3D8fxS5cuuSA1/0IQhMFgWLFixWuvvTZq1ChH ftoHBAQ0NjZWVVXBMK4+AGoAoMepU6cQQo8++ujg3r5w4UKE0MWLF+FryHkXLlxYtWpVWlqag/sH BAQkJiZWVVXBdYAPgBoA6JGfn48QyszMHNzbyTeWl5fDKHLOa2trW7BggeP7czic8PDw+vp6GDjI B0A/YUADg8GAYRiLxVq/fv3gjtDW1oYQam1thZ+izmtoaBjQtzmTyRSLxSaTyWg0ui4r4B5QAwAN AgICWCwWjuMffvihM8cR/P/27jyuiTNvAPiEkISEI0AK4Q6X4AEVEZCWGjxAXa3rUbWt5y7btdrW 7q52q6VuwT0qFf/Qdiv99CNSKSKu1IuKFgtSaJVbLIIUIhGQIxwJR0Ig17x/zL558yIilklmJvl9 /5rJjPk9Pkye3xzPPI+DA8xzO30tLS3P+k9oNJqrqyuWiQGlQQ4ABLCysvLw8Ghvb5/m93h6esLw QdPn5ub2+9//3jCbGtbqhMt+fn4qlaqvrw8Gj6M6yAGAGD///DOXy9Vqtb/6G7Cx7zs6OvArlIU6 duzYJAOIPslHH32EIEhVVdV0/oiAaCjkAECMX375hegigP/q7e3t7e0luhSAGNAvCAAALBfkAAAA sFyQAwAAwHJBDgBG1N/fLxaLsWEhzDsoOanVatPP9tXT0/PUEYcAeUAOAMai0WiSkpKOHj26Zs2a 1tZWMw5KKnK5vLe3VyaTIQgyPDwcHh5+584dHo/36NEjqVSqVCqNFBdFUZ1OhyAInU4vLi6GV4ip AnIAMJb+/v6qqqrMzMyXX375+vXrphnun5CgpDI2NiYUCnt7e+3t7V1cXDIyMjQaDYqiNjY2cXFx tbW1Hh4euAdFUfTBgwfYCx90Ov3111+HPrtUAZdswFj4fP769etDQ0NRFC0qKlKr1eYalCSam5sZ DEZgYGBWVpZMJgsPD9dqtdbW1h4eHlKp1NnZ+Z///OfChQuVSmVNTU1wcDCOk0FqtVoOhxMRESEW i21sbORyeWdnJ4/Hw+v7gfHAdQAwlsbGxqtXr3K5XGtr63fffdc0840QEpQkXF1dx8bGaDSara2t UqnEbvtwOBy5XI4gyA8//ODq6hoQEJCWlvbyyy+LRCIcJ4Ps7OxUqVTe3t5CoTA2NjYoKMjd3f3O nTt4fT8wHsgBwCj6+vr27duXl5cnlUp7e3vnzp376quvGnucZ0KCkgSDwWhra1MoFBwOx8HBgclk YvfB2Gw2lgOGhobs7e1HR0djY2OrqqrUarWzszNe0bu7u5cvX97a2qp/Z1goFHp7e5eVleEVAhgJ 5ABgFKmpqQcPHoyPj0cQhMvlpqenDw0NGXsieEKCkoRarV60aFFra+vQ0BCXyw0ODhaJRAiC0Gg0 rF2OiYnR6XRjY2O3b9+2trbesGEDXrfs+/v7ORxOUlJSaWkpNoAHgiD29vYxMTEajQbLQIC0IAcA o2hoaAgJCdGvMpnMgIAAsVhs1JszhAQlj/7+/pCQEK1Wa2trS6fTsTnfdTqdlZWVTCZjMBgcDkej 0Xh5eS1YsKC1tVWj0eASd2BggMPhbN68edWqVYZV7ejouG3bts8//xz6CJEZ5ABgFJGRkQUFBfrV 3t7eurq62bNnm19QUnF3d3/w4AGCICiKjo2NYf30raysOByOo6Ojr69vbm6un58fiqI4jrfa39/v 4OCwYMECJyencZtcXV137979448/4hUL4A5yADCK/fv3Hzt2LDk5uaGh4caNG8uXLw8LC4uIiDDq UM+EBCUVR0fHtrY2BEFQFPXy8qLRaCwWi06nazSanp4eFou1ZMkSOp3e39+PY9CgoCA+n2/4ieG8 AgsXLrx16xaOz58BvqBvKMCfRCIpKSnRaDTp6elFRUWDg4NNTU2Ojo4lJSVubm7mFJRsNBqNp6fn L7/8YmNjIxQKc3NzAwMDraysUBTt6+vr6+sTCAQRERHNzc04Br1///7OnTv1qyiKHj58+PDhw9iz ARsbm+XLl3d3d+PYFRXgCK4DAM5qamrefvvtlpaW8vLy9vb2kpKSu3fvSiSSxMTE7du3nzlzxhjD zRMSlJxsbGwqKiqqq6t5PF5dXR2Hw5FKpRwO58GDBw8fPiwtLcV9AkiFQnH16tXOzk4EQUQiUWZm 5uzZsw3fzHjhhRcKCwthxjdygusAgKeenp6UlJSEhIRDhw4Zfu7g4LBnz55Vq1bFxsZ6enouWrSI 6kFJi8lkNjc329jY8Pl8nU5XWVnZ0dExPDzs5+f31ltvFRYW4ttRB0VRkUhEp9OjoqK0Wu2VK1fo dPprr71m+Ia2QCAYHBzkcrlSqRTH0AAXkAMAniorK0NCQpKTkyfc6u/vn5OTIxQKa2pqRkdHKR2U zGJiYvbs2aNSqfSn/DQazc7ODkEQ3B/P0mi0vXv3FhQUXLx4UalUuru7r1ixYtzjASaT6erqymaz 8Q0NcAE5AOBGJpOlpqbevHlzkr6YMTExS5YsycrK2rRpEzbEGBWDkpxUKn38rQhspjBjdNMcGRmJ jY2l0WgSiWThwoUTPv4NDAzE+qoCsoEcAHBja2vr4OAQHR09+W6rV6/Ozs5+8803cemdQkhQkmtp aampqZlwk2GPHRxptdqurq64uDjsauNxfD6/tbXVy8vLGNHBdEAOALiRSqU0Gu3AgQOT79bU1NTW 1mZvb49Lc0xIUJILDw9/4403Jtx0/fp1IwUdHBx8UgJAEMTe3r6lpSUgIAD3J9JgmiAHANxYW1tL JJJPPvnkqXsGBQXhNc0IIUFJLjc3VyKRTLjJwcHBSEHr6+uzsrKwZeyFDP1rGSiKqlQq7F1lyAFk YxE/CWAaAoFAq9VO5YY7nU7v6emhblAyCwgIqK2tHR4ennArk8nEOnHi7s9//vMkMxNg07o9evTI GKHBdEAOALhRKBSVlZWWEJTMlEpldXW16eO2t7djc8gAaoF3xAAAwHJBDgAAAMsFOQAAACwX5AAA ALBckAMAAMByQQ4AAADLRaP6pM9PfUGU5FJSUoguwrRA/RML6p9YVK//L/79KVwHAACA5YIcAAAA lgveE/5/vLy8vL29W1tb6+vrOzs7BwcHmUymi4vLvHnzgoODa2pqYLQTMAkGg9HS0lJSUnL79u22 traBgQEmk+nm5iYUCtesWePm5mY5MxsTAur/V4Ac8F9RUVENDQ3Z2dnjRp5RqVRyuRwbjd3Hx2fT pk1VVVUElRGQl06n++yzz86dO/f48SMSiUQi0alTp/z8/DIzMxkMBlGFNGNQ/78a3Av6ryNHjnz7 7beTDz3W1tZ27NixqKgok5UKUMWLL7549uzZyY8fsVi8ePHiJ43mBqYD6v9Xg+uA8Xx8fFavXs3h cDo6OmQymUAgcHBwyMjIwKZh0mg0J06cWLNmTUdHB9ElBWTk6+u7e/duoVDIZDK1Wi2dTq+rq3v/ /fexIUs1Gs26deuKi4s1Gg3RJTVPUP/PCq4D/o+rq+uBAwdmz55dX19fWVnZ2dmpVCobGxsrKirW rl0rEAiw3eRy+SRzZQCLxefzz549+5///AebWFGtVut0OrVaPXPmzOvXr/v6+mK7yeXygoICQktq nqD+fx3IAf+1fv36uLi4srKyCacdb25u3r59u361tLTUhEUDFJCQkJCfn+/n5zfh7QiVSpWWlqZf PXfunAmLZhGg/n81uBf0X1KpdPIdmpqa9Mutra2urq5GLhGgkp07d6rV6kl2MDxgRCKR8UtkWaD+ fzW4DpgqlUqlX4auBeBZGZ6fwvFjelD/TwI5YKoCAwP1y3PmzCGwJICKZDKZfjksLIzAklgmqP8n gRwwJTqdLj8/X78aFxdHYGEA5ahUKsOBZXbu3ElgYSwQ1P8kIAc8HYqizs7O9fX12GpISIjhswEA JqfVanNycmpqarDV0NDQmTNnElskiwL1PznIAU+BoqiLi8ulS5ewVScnp+3bt3d1dRFbKkAVWq32 4sWLJ06cwFadnJwyMzMNny0Bo4L6fyrIAZPBEkBubi62am9vn5KSYnhTCIBJaLXay5cvHz16FFu1 t7fPz8+HIadMBup/KiAHPBGKoo6OjvoE4OTkdPz48bNnzxJbKkAVGo3m/PnzR44cwVadnJxu3LhB o9GILZXlgPqfIsgBT+Tp6Xn58mVsmcfjHT9+PDMzk9giAQopKSk5duwYtszj8QoLC4ktj6WB+p8i yAETmzFjRnZ2NrbMZrOPHz+ekZFBbJEAhajV6sTERGyZzWbn5+fDPWhTgvqfOsgBEzPsTbxv377T p0/DyONg6s6fP69fTkpKIrAklgnqf+ogB0zMcJIAFos1+WvoAIxj2HFgxYoVcAJhYlD/Uwc5YGIS iUS/fPfuXQJLAqjIcGhxrVZLYEksE9T/1EEOmJhSqdQvP3U4OQDGMTx+4CLS9KD+pw5ywNNNPjkR AABQF+QAAACwXJADJoYaILosgHrg+CEW1P/UwRwyE1u8eDHRRQAUVl5eTnQRLBrU/9TBdQAAAFgu uA6YWHFxsX550aJFhJUDUFN0dLR+uaysjMCSWCao/6mD6wAAALBckAMAAMByQQ4AAADLBTkAAAAs F+SAiUH/YjAdcPwQC+p/6qBf0MTg/QAwHdA/nVhQ/1MH1wEAAGC5IAcAAIDlghwAAACWy8xzwNjY 2IwZM8LDw80+KDCG/v5+sVg8MjJi9kHJCerfBMz5mbBOp/Pw8Pjoo49u3brF4/Fu3LhhrkGBMWg0 mqSkJBRFm5qaTp48KRAIzDUoOUH9m4Y5XweMjY35+Ph4eXmtW7euubnZ29vbXIMCY+jv76+qqsrM zHz55ZevX7/OYrHMNSg5Qf2bhjlfB7DZbJFIlJycXFFR8c477/z73/8216DAGPh8/vr160NDQ1EU LSoqMs2UhIQEJSeof9Mw2+sAFEXd3Ny+/fbbQ4cOXbt2bdeuXXPmzDHLoMBIGhsbr169yuVyra2t 3333XRqNZq5ByQnq3zTMNgcEBATk5OSgKHrlypWtW7e2t7d/9dVXUVFR5hcUGENfX9++ffvy8vKk Umlvb+/cuXNfffVVDodjfkHJCerfZMw2BxQXF2/ZsmXHjh0SicTe3n7Hjh1ubm7u7u7mFxQYQ2pq 6sGDB+Pj4xEE4XK56enpQ0NDYrHY/IKSE9S/yZhtDujq6oqJiWGz2Xl5ee3t7Ww2e+7cuQMDA46O jmYWFBhDQ0NDSEiIfpXJZAYEBIjFYqPeHCAkKDlB/ZuM2eaAiIiIt95664svvpgxY4ajo+MXX3xx 5syZBQsWjI6OmllQYAyRkZEFBQX61d7e3rq6utmzZ5tfUHKC+jcZs+0XJBQKy8vLVSqVSCRqbm5G EOQ3v/mNg4ODUZtjQoICY9i/f39cXByHw9m0aVNHR8f+/fvDwsIiIiKamprMLCg5Qf2bjNnmgJ9+ +mnr1q3PPfdccnJyY2Pj2rVr//GPf6SkpJhfUIA7iURSUlKi0WjS09OLiooGBwebmpocHR1LSkrc 3NzMKSg5Qf2bktnmAARBamtrq6qqaDTavHnzEhMTCwoK+vr6zDIowFFNTc3HH38cGRlZXl4eGRmJ fTg0NHT69Ont27fv2LHjtddeo9PpZhCUnKD+TcxsnwcgCCKXy2UyGbbc0dHh7OxsbW30nEdIUICX np6elJSUhISECxcu6NsCBEEcHBz27Nlz586dixcvlpaWmkFQcoL6Nz2zzQE6nY5Op1+7dg1bvXTp ko+Pj0ajMb+gAEeVlZUhISHJyckTbvX398/JyUlMTLSxsaF6UHKC+jc9s80Bra2trq6umzdvxlbT 0tLee+89Z2dn8wsK8CKTyVJTU//2t79N0hcwJiZmyZIlWVlZVlb4/HYICUpOUP+EMMP/EoIgw8PD Mpns5MmT+r9rTEzM0qVLHRwczCwowJGtra2Dg0N0dPTku61evbq0tNTJyYm6QckJ6p8QZnirWqfT aTSaAwcOBAYGGn5++PDh0NDQLVu2/Pjjj+YRFOBLKpXSaLQDBw5MvltTU1NbW5u9vX1/fz9Fg5IT 1D8hzDAHPHz4EPtrfffdd+M26XS6tLS01atXP3z40AyCAnxZW1tLJJJPPvnkqXsGBQXh9aifkKDk BPVPCDP8L+3YsePvf//7JDuUlZV98MEHZhAU4EsgEGi1Wp1O99Q96XR6T08PdYOSE9Q/IcwwB5SW li5evNgSggJ8KRSKyspKSwhKTlD/hDDPZ8IAAACmAnIAAABYLsgBAABguSAHAACA5YIcAAAAlgty AAAAWC7aokWLiC7DtFB9dP6nvqBIclD/xIL6JxbV69/RjgPXAQAAYLkgBwAAgOXC+T1hLy8vb2/v 1tbW+vr6zs7OwcFBJpPp4uIyb9684ODgmpqasbExfCN4IorFAAAZdElEQVTii8FgtLS0lJSU3L59 u62tbWBggMlkurm5CYXCNWvWuLm5oShKdBktgkajaWxspNFoc+bMIbosFoTqxz/V2x9C4JYDoqKi GhoasrOzx428oVKp5HK5WCxGEMTHx2fTpk1VVVV4BcWRTqf77LPPzp0793j5RSKRSCQ6deqUn59f ZmYmg8EgqpCWQy6Xv/HGGywW6/79+2Y5SAvZUP34p3r7QyDc7gUdOXLk22+/nXzopba2tmPHjkVF ReEVFEcvvvji2bNnJy+/WCxevHjx8PCwyUplgfr7++/evdvY2IggiEaj+eabb2pra5lMJtHlMnNU P/6p3v4QCP8x43x8fFavXs3hcDo6OmQymUAgcHBwyMjI6O3tRRBEo9GcOHFizZo1HR0duIfGha+v 7+7du4VCIZPJ1Gq1dDq9rq7u/fffx85GNRrNunXriouLYYZIIxkeHv7000+xa3adTnfy5EkEQb77 7rvu7m6ii2YRqH78U739MT08c4Crq2tCQkJtbW19fb3+Q+yEbu3atQUFBa2trQiCyOVyOzs7HOPi hc/nHzt2LCAgADubUKvVCILodLqZM2dev359/fr12AQAcrm8oKBgyZIlxJbWXPn6+p45cwZBkLCw MCaTWVhYKJVKpVIp0eUyf1Q//qne/hAFt3tB69evj4uLKysrGx0dfXxrc3Pz9u3b9aulpaV4xcVL QkJCfn6+n5/fhJeTKpUqLS1Nv3ru3DkTFs3i1NbWbty40d/f39nZecWKFRqNRqVSEV0oM0f145/q 7Q+BcMsBUqm0s7Nzkh2ampr0y1hCJpWdO3diJz5P4urqql8WiUTGL5EFGRsbe/ToUXd3N3aH4fz5 87/97W9v3rx548aNqKio1NRUOp0+NjbW2dnZ2dlJ2rsQlEb145/q7Q+BTDeHjOGpHDm7FkzO8PyI iuUnIZ1OV1BQcP/+/QsXLmANEJvN3rhxY0FBwSeffNLV1YUgSFBQ0JEjR5RK5bfffou1/hwOZ8OG DX/4wx9YLBbB/wFLQvXjn+rtj/GY7h0xw8nWqdjpWyaT6ZfDwsIILIl56O3t/fzzz5OTk7H+iAKB wNvbe2xsLDMzU61W66/Wy8vLpVLppUuXEATx8/Pz8PBQKpWZmZmxsbGnTp2CH7PJUP34p3r7Yzwm ug7Q6XT5+fn61bi4uB9++ME0oXGhUqkMBzbZuXMngYUxA1Kp9C9/+YtIJHJ3d//oo49Wrlyp0Wg0 Gg2NRisqKvroo4/eeuutDRs2aLXaixcvBgQEJCYmrly5UqlUqtVqFEVv3LiRmJj45ZdfVldXf/XV VwqFguj/kJmj+vFP9fbHqExxHYCiqLOzs/5hfUhIiOG9OfLTarU5OTk1NTXYamho6MyZM4ktEqWh KJqdnS0SiaKjo3/66afIyEiVSmVra+vk5MRkMiMiIr7//vuIiIjz589fuHBh2bJlt2/fnjdvnkQi YTKZzs7ODg4OS5cuvXnz5qxZs6qrq0+cOGFtbYbTYpMH1Y9/qrc/xmb0HICiqIuLC3YtjyCIk5PT 9u3bsVu9lICdip44cQJbdXJyyszMhG4q06FUKrOyslxcXL7++uuhoaFZs2YFBgby+XwXFxeBQBAW FsZms99//31s53feeUcsFvP5/Oeff97T0/O5555zd3efNWuWv7//6dOnbWxs0tLSrKxg2Ctjofrx T/X2xwSM++PB/gC5ubnYqr29fUpKiuFFGclptdrLly8fPXoUW7W3t8/Pz4chR6YpMzMTQZD33ntv cHAwODiYw+EYbqXT6f7+/nQ6Xf8Jm8328PCg0WiGuzk5Ofn7+3/wwQcIgmDJwCRltyxUP/6p3v6Y hhFzAIqijo6O+j+Ak5PT8ePHz549a7yI+NJoNOfPnz9y5Ai26uTkdOPGjXEtEfgVLl++jCDIypUr n3vuuam03U+qcx6Ph81+UVpa6uTkhGsZAeWPf6q3PyZjxBzg6emJ/doRBOHxeMePH8dOAKmipKTk 2LFj2DKPxyssLCS2POZBoVDIZDIGg0Gj0abfcPN4PARBHj16ZGtri0fpwP+h+vFP9fbHZIyVA2bM mJGdnY0ts9ns48ePZ2RkGCmWMajV6sTERGyZzWbn5+dT6B4omWE3ebRarVqtnn7PTq1WiyAIg8Ew vHcEpo/qxz/V2x9TMlYOMOxNvG/fvtOnT5N85PFxzp8/r19OSkoisCRmxsbGxsvLS6fTqVSq6Tcr 2AufgYGB8PIwvqh+/FO9/TElY+UAw0G6WSzW5K+hk5Dhg6MVK1bAAYSjNWvWIAhy9erV6Y8Eh/X3 WL58+cjICA4lA/+L6sc/1dsfUzJWDpBIJPrlu3fvGimK8RgOLYvdcAB42bZtG4IgH3/8cXd393Re 77p06dKpU6fYbHZCQgIMLIovqh//VG9/TMlYOUCpVOqXqfj7NCw/nETgi0aj7dy5U6PRvPLKKzU1 NYODg8/6DSiK5ubmJiQkIAhy6NAha2trCnVYpASqH/9Ub39MyRQvWE4+uQ+wNCiK/ulPfyouLm5q aoqNjX3vvfeCgoLG3W2ora3FFnJzc5cuXXr79m3DrT/99NPp06cRBBEKhe+++67hePEAjAPtz+Tg JXtAgOHh4by8vFdeeeXevXupqamT7JmZmfmkLn1CoTAvL6+1tZWKJ6oAkISxcoDhad3ixYuNFMV4 DMtfXl5OYEnMlUwmu3bt2q1bt1599dXo6OilS5dO8R9+8803YrE4Ly8vNja2tbXVsAcIwAvVj3+q tz+mZKwcQPV6p+JxTzkdHR3YiL6xsbE7duyY4r8aHBz8+uuvIyIiamtrKddfhSqofvxTvf0xJbgX BIiEPRCm0+lDQ0M+Pj5P3V+r1WKTwWKDSBu9fACYO2PlgOLiYv0yNqgLtURHR+uXy8rKCCyJhaDT 6S4uLk/dDW79mwbVj3+qtz+mBIPuAgCA5YIcAAAAlgueBwDiFRYWuru7X79+/al70mi0kpISExQJ AAsBOQAQr7y8/Jk6onC5XOMVBgCLYqx7QagBI4UwKqqXnyo4HI5CoUCf0cDAANEFN3NUP/6pXn5T gvcDJkb1/tEUUldXR3QRwHhUP/6p3v6YEjwTBgAAywU5AAAALBfkAAAAsFzjnwcEBgbSaDQEQYaH h7u7u/WD+trZ2d25c0e/1dHRsb6+3kiTN+l0ulmzZrHZbP0Awr9aT0+Ph4eHiSca7O/vHxoa4vP5 HA7HlHHJqa2tTSAQmPjRHCFBSaivr08mk/H5fAcHB+NF0Q/cFBUVpVarW1pasCFAIiIitFqtQqFo ampCEGTOnDlsNvuZZqQZGxubMWNGW1ubkUqOIUOjR6DxOeDkyZPYQmpq6tWrV69cudLd3Y0gSHp6 +p07d3p7ey9fvowgyIcffujv73/v3j28yqHRaMLDw21sbCoqKoKCgv72t7/l5eV5eXmdP38+IiLC ycnp1q1bUx8HHOsPYGVlRafTi4uL4+LiRkdH8Srq5DQaTVJSEoqiTU1NJ0+eFAgEpolLQgqF4sGD B0lJSdHR0bt37+ZyuSZolAkJSk4qlaq4uHjv3r2lpaWdnZ0zZ840UqBdu3ZhC/fu3VOr1QcOHMBa 7XPnzgkEgqKion/9618Ignz44Yevv/66XC5/6hf6+vqKxWIajRYREeHh4WFlZfXw4UMjFR4hrtEj ifH3gj7++OPIyEgWi1VSUuLk5KRUKlksFovFysjIcHJyamhooNPphw4dmj9//lT+llMXGhqalJQU EhISHx8vlUozMjLUarVcLg8NDf3Xv/7F4/G2bNkyxa9CUfTBgwft7e0IgtDp9Ndff91wYjxj6+/v r6qqyszMfPnll69fv85isUwWmmysra29vb0ZDIa3t7ejoyODwTDXoOTU19dnZ2fn7u6+bt264uJi GxsbIwU6c+bMCy+8wGKxjhw5kpOTI5fLsUbjxIkTOTk5+fn5dDr9n//859q1a6dyEYCiqI+Pz+rV q62srFQq1ZYtW55//nkjlRxDVKNHEuOvAwoKCry9vUtKSh49ejQ4OPjhhx+O2+HChQuLFi1KSkrC qwRyudzKyqq3tzc9PX1sbKy7u1sqlT569Mjd3f3ChQsCgeAf//jHsmXLbt++PTAwYGdnZ239lP6s Wq2Ww+FERESIxWIbGxu5XN7Z2cnj8fAq8OT4fP769etDQ0NRFC0qKrLkMc5YLNa9e/d27Nhx584d Op2uUqnMNSg5eXh4XLp0KTk5uaKiYu/evcarioCAgPnz5xcVFWm1Wo1Gk5ycPG6Ho0ePrl27Vi6X G07x+CTYddumTZs4HE5fX9/IyAh2Vm48pm/0SGWC9nTGjBlFRUV3796tqakZt4lGo7FYLDabjVd4 gUCwcOFChUJRX19/7ty5+Ph47CrSxsYGO2SrqqrWrl3b0NCQlZV1+PDhtra21tbWn3/+eZLv7Ozs 1Ol03t7e3t7e2CfNzc137tyZN28eXsWeRGNj49WrV7lcrlwuf/fdd0+dOmWCoOTR3d3d0dGRm5vb 29sbExOjUCg++OCDlStX7t27l81md3R0PP/881u3bnVycqJ6UJLTarXl5eVff/011qQ2NjZmZ2dj 97WNYdGiRUVFRcHBwUNDQ49v7ejo4PP5UzyJHh0dlUql3t7eu3fvxj6JjIwcGRkx6k0YUzZ6ZDNB DqisrHz48OGKFStWrVo1blNdXV1cXFxGRgZe4e3s7FAUZTAYAQEBd+/epdFo8+fPx65bsVnCNRqN t7d3c3NzbGwsgiAsFis2NnbyHNDd3b1t27bW1lYvLy86nY4giFAoLCkpKSsrMxwR1xj6+vr27duX l5cXHx8/ODj4zjvvvPrqq5cuXTK/50gT0ul0O3funD179o4dOxwdHYuLi3NycpYsWVJeXj44OLhh wwYfH5/a2trNmzevWrUKrzNTQoKSX2tr6969exEEuXXr1tmzZz/77LPVq1ffvHlToVAYI5yXl9cX X3yB/UjHqaur27hxo0QimeJXBQUF7du3r6Ghwc/PD2t5g4OD29vbURQ13sTRpmz0yGaCHKDT6ezs 7CZ8glRWVmZra3v//n28wtfX1/v6+ra1tTU2NjIYDIFAgA0DoL+NGx8fz2Kxurq6qqqq5s+f7+np +aTZZTH9/f0cDicpKSkyMlL/CMHe3j4mJqaxsVEul2MzkBhJamrqwYMH4+PjEQThcrnp6emenp5i sZjP5xsvKEkoFIqEhITf/e53u3btsrKyYrFYoaGhr7zyilAojI2NLSgo6Ovr43K5ERER69atW7Vq VVhYmFAonOZ834QEpYSPP/54y5Yt1tbWbm5uv/3tb4eGhqqrqysqKubMmWOkiKGhoU9qNEJCQjo7 O6fyJSqVytfXNykpic1mf/755/pvVigUDx8+jI2N/eGHH/As9P8yZaNHNhPfW0dRdMJT5u+//x73 G9xXr16Nj4+3sbGprKzUd+Kk0+kMBkOlUrm4uLDZ7NHR0ejo6BUrVvzxj3+c/LHSwMAAh8PZvHlz UFCQ4ZWvo6Pjtm3bdu3alZSUZLw+Qg0NDQcPHtSvMpnMgIAAsVjs5uZm9r1TsGudN99807BTLPbw ZubMmf39/cHBwVZWVgiCuLm5ffrpp++8887GjRu7urooF5QSxGLxmTNntFqtVCrlcrl/+tOfCgsL Ozo65s6da6Su0jQa7UmNxtQPfrVa7evrGxMT4+/vj13EY6KjoxUKRUpKip+fn1gsxqfE/58pGz1S IcU7YkqlEptDamxsjMVicblcOp3OZDJnzZrl7+/P4/Hu3bsXHh5+7969p/Yr6O/vd3BwWLBgweM3 f11dXXfv3v3jjz8a67+BIJGRkQUFBfrV3t7eurq62bNnGy8ieVRXVy9btsza2trwrQj99RyTycTa YgRBrKyswsPDOzo6pp8XCQlKCUKhcO7cueHh4SwWq7q6Ojw8/K9//WtUVBTJr4FUKpWjo+OKFSuC goLGbVq6dGlsbKy7uzshBTNjpMgB9+7dGx0dnTt37tjYmJeXV3h4OIfDodPpWCYYHR1dtmxZYGBg YWHhU78qKCho3I0XwzEmFy5ceOvWLXt7e/z/DwiCIMj+/fuPHTuWnJzc0NBw48aN5cuXh4WFRURE WEi7g6LoFB+dYS0RLr0VCQlKfgcPHmQymQiCfPrpp9nZ2QiC/OY3v4mMjCR5DliwYMG4V2oMf78J CQlVVVXG7ipqaUiRAwYGBphMpouLi0qlEgqFIyMjtra2VlZWjo6OIyMj1dXVISEhISEhkz8Kxty/ f9/wvBtF0cOHD+uPexsbm+XLlxupq5lEIrly5YpGo0lPT9+1a9d77713//79lpYWC5nzJCIi4vLl y8PDw1PZ+eLFi/Pnz59+MiYkKCXQ6fS//vWv77///vHjx48fP+7j4/P5558b9U0rXKjV6sd/v/rH +B4eHqGhocZ7pGGZSJEDEASRSqWdnZ1isZjH43V3d9vb20ulUl9f3wcPHnR1dXV3d1dUVEzlbFqh UFy9ehV7ACUSiTIzM2fPnm14O++FF14oLCw0vNWIi5qamrfffrulpaW8vLy9vb2kpOTu3bsSiSQx MXH79u3YnVl8I5KNp6cnl8s9evToUwf3Ly0t/fvf/75nzx6ZTEbFoFRRUVGRkpLCZrPnzZuXmJhY WFhI/vvaTCbz4sWL2ANY7Pfr5eVl+MeNiYmprq42as8OSzPxM2GVSvXVV189/vmdO3ciIyONUY6R kRGRSMRgMPh8vk6nq62tlUgkQ0ND/v7+f/zjH0tKSqaSAFAUFYlEdDo9KipKq9VeuXKFTqe/9tpr hi/rCgSCwcFBLpcrlUrxKnxPT09KSkpCQsKhQ4cMP3dwcNizZ8+qVatiY2M9PT0XLVqEV0QSGhsb y87OjouLKy4uXrBggeHf69q1awiCYI/iR0ZGLl26tHXr1s2bN0/lwo6EQalCIpHIZDJnZ2cEQTo6 Ojw9PWk0mvFuSyqVyic1Gq+//vpUvgFF0cHBwe+//97NzS0oKOibb77p7e2Nj493dXXV7yMUCjMz MyMiIoqLi3Eq+H+ZvtEjiQlywOjo6IMHD958883HNy1ZsuTixYtGKkpUVNTKlSs1Go1hD27sWV9x cfFUjl0ajbZ3796CgoKLFy8qlUp3d/cVK1aMezzAZDJdXV3xfeOjsrIyJCTk8dcjMf7+/jk5OUKh sKamxmTDFhGlsrJy27ZtCoVC380Oe+tS/2w2PT396NGju3btam5uxquDCiFBSU6tVjMYjGvXrmE9 pC9duvTZZ58ZLwF0dXXdvn17//79j29asmRJWlraxo0bn/olNBrtpZdeUiqVN2/eLC8v7+npWbx4 8fLlyw334fF4bDY7LCwM3xxAVKNHBhPkAIFAsH379pdeeunxTS+99NKyZcuWLl06lcezz6qnp+dJ Xzv1Y3dkZCQ2NpZGo0kkkoULF0548zcwMBDHRwIymSw1NfXmzZuTvIQZExOzZMmSrKysTZs2kfyh 3HTodDqZTBYTExMbGztnzpwJK+TWrVtxcXE///wzXjfHCAlKfunp6W5ubps3b8ZW09LSdu/enZGR YaQUKBKJ9u3bN0mj8bvf/W4qr6fl5uba2tr6+/uPjY394Q9/CA0NfXwfFxcXfXbHC1GNHhlMkAPU avXY2FhaWtqE/4DH47344ovGqI6urq4nXXM9059cq9V2dXXFxcU96aYhn8/H3iL+NaV8jK2trYOD w1PfQF69enV2dvabb77Z39+PS1zSYjAYVlZWfD5/wgRsZWWFoijubTEhQUmrsbExLy+vrKxMnxFj YmIWLVqUk5OzYcMGY0Rsa2tbuXJla2vrhFvnzp079WEqFAqFUql8++23g4ODJ9yBx+N1dHRYWVnh eDpFVKNHBuNzQHV1NXasPOnUe2Rk5MSJE21tbT4+PvgWJTw8/I033phw0/Xr15/pqwYHByd5amRv b9/S0hIQEIANRzFNUqmURqMdOHBg8t2ampra2trs7e3NPgcAYqnV6qysrA8//DAwMNDw88OHD4eG hi5btgz3uQR+//vfL1y48Msvv+RyuRPuoFKpUlJSHB0dt27dOpUv5HK5T0oACII4ODj09PTw+Xy8 3vUjsNEjHPp4DuDxeNgt+CflbTs7u5GRkfXr1yuVSnyH78jJyamqqppw07N246mvr8/KysKWsb+r /q+LoqhKpZLJZAwGA5ccYG1tLZFIPvnkk6fuGRQU9NRBT83Dli1b2Gz2hL+op3bgoVZQEjp58uT3 338/OjqKjXpvSKfTbd68+bvvvsO3g5BarbayshodHZ3kcReKonw+387Obiojx/X19U3y++3q6hod HXV2dsYrBxDY6BEPRcc3SZcvX57K6E7e3t760TxwIZfLKyoqnlS/zz33nP6YmIo///nPHh4eT9qK DTDw6NGjZy3khAQCgVarncplKZ1O7+npwSUome3atSslJWWSHZRKZV1dnRkEJafExMQJ+7foDQwM /PLLLzhGLC8vn8pIfBwOB5vV46mWL18+SVcibKyI9PT0qZdwckQ1eiQxPgfs27dvinfu8D2VePjw 4Zo1a/D6tvb29ikebdOnUCgqKytNE4sSenp6TJ/qCAlKTjKZrLy83JQRRSLRFPecYueOL7/88ssv v5xGiZ4NUY0eSYzPARbScw4AgBeqD4Vi4Y0eWd4TBgAAYHqQAwAAwHJBDgAAAAuFQg4AAADLhaL/ A1vHTOVXO1uPAAAAAElFTkSuQmCC " + height="181.12935" + width="182.55278" /> <text xml:space="preserve" - style="font-size:40px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" - x="83.842667" - y="78.575134" + style="font-size:11.65132427px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#ffffff;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" + x="8.369504" + y="851.19263" id="text3449" sodipodi:linespacing="125%"><tspan sodipodi:role="line" id="tspan3451" - x="83.842667" - y="78.575134" - style="font-size:18px">What is the probability that white will win in 3 moves?</tspan></text> + x="8.369504" + y="851.19263" + style="font-size:5.2430954px;fill:#ffffff">Q: What is the probability that white will win in 3 moves?</tspan></text> + <flowRoot + xml:space="preserve" + id="flowRoot3818" + style="fill:black;stroke:none;stroke-opacity:1;stroke-width:1px;stroke-linejoin:miter;stroke-linecap:butt;fill-opacity:1;font-family:Bitstream Vera Sans;font-style:normal;font-weight:normal;font-size:40px;line-height:125%;letter-spacing:0px;word-spacing:0px"><flowRegion + id="flowRegion3820"><rect + id="rect3822" + width="383.58685" + height="431.95215" + x="1154.0961" + y="223.48103" /></flowRegion><flowPara + id="flowPara3824"></flowPara></flowRoot> <text + xml:space="preserve" + style="font-size:44.29546356px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" + x="53.060284" + y="77.491638" + id="text3862" + sodipodi:linespacing="125%"><tspan + sodipodi:role="line" + id="tspan3864" + x="53.060284" + y="77.491638" + style="fill:#ffffff;font-weight:bold;-inkscape-font-specification:Monospace Bold">University Computer Club </tspan></text> + <text + xml:space="preserve" + style="font-size:30.83800697px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#ffffff;fill-opacity:1;stroke:#ffffff;font-family:Monospace;-inkscape-font-specification:Monospace" + x="491.17407" + y="130.32396" + id="text4084" + sodipodi:linespacing="125%"><tspan + sodipodi:role="line" + id="tspan4086" + x="491.17407" + y="130.32396" + style="font-weight:normal;-inkscape-font-specification:Monospace;font-style:normal">presents...</tspan></text> + <text + xml:space="preserve" + style="font-size:15.43858433px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" + x="-738.39172" + y="-1045.0176" + id="text3449-5" + sodipodi:linespacing="125%" + transform="scale(-1,-1)"><tspan + sodipodi:role="line" + id="tspan3451-1" + x="-738.39172" + y="-1045.0176" + style="font-size:6.94736242px;fill:#ffffff">A: I have no idea</tspan></text> + <text + xml:space="preserve" + style="font-size:24.59903908px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" + x="244.96065" + y="1023.9835" + id="text4173" + sodipodi:linespacing="125%"><tspan + sodipodi:role="line" + id="tspan4175" + x="244.96065" + y="1023.9835" + style="fill:#ffffff">http://progcomp.ucc.asn.au/2013/</tspan></text> + <text + xml:space="preserve" + style="font-size:40px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" + x="311.87277" + y="973.97705" + id="text4177" + sodipodi:linespacing="125%"><tspan + sodipodi:role="line" + id="tspan4179" + x="311.87277" + y="973.97705" + style="fill:#ffffff">Sign up today!</tspan></text> + <text + xml:space="preserve" + style="font-size:40px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" + x="130.08598" + y="720.4762" + id="text4187" + sodipodi:linespacing="125%"><tspan + sodipodi:role="line" + id="tspan4189" + x="130.08598" + y="720.4762" + style="font-style:italic;font-weight:bold;-inkscape-font-specification:Monospace Bold Italic">Schrödinger's Gambit</tspan></text> + <flowRoot + xml:space="preserve" + id="flowRoot4191" + style="fill:black;stroke:none;stroke-opacity:1;stroke-width:1px;stroke-linejoin:miter;stroke-linecap:butt;fill-opacity:1;font-family:Monospace;font-style:normal;font-weight:normal;font-size:40px;line-height:125%;letter-spacing:0px;word-spacing:0px;-inkscape-font-specification:Monospace;font-stretch:normal;font-variant:normal"><flowRegion + id="flowRegion4193"><rect + id="rect4195" + width="723.81171" + height="88.391754" + x="11.674382" + y="732.15057" /></flowRegion><flowPara + id="flowPara4197"></flowPara></flowRoot> <text + xml:space="preserve" + style="font-size:25.11411285px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" + x="372.38721" + y="755.784" + id="text4207" + sodipodi:linespacing="125%"><tspan + sodipodi:role="line" + id="tspan4209" + x="372.38721" + y="755.784" + style="text-align:center;text-anchor:middle;fill:#808080">Write an AI to play Quantum Chess</tspan><tspan + sodipodi:role="line" + x="372.38721" + y="787.17664" + id="tspan4211" + style="text-align:center;text-anchor:middle;fill:#808080">Use any language!</tspan><tspan + sodipodi:role="line" + x="372.38721" + y="818.56927" + id="tspan4213" + style="text-align:center;text-anchor:middle;fill:#808080">$100 in prizes to be won!</tspan></text> + <text + xml:space="preserve" + style="font-size:19.37978935px;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:125%;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;font-family:Monospace;-inkscape-font-specification:Monospace" + x="265.26556" + y="893.15674" + id="text4215" + sodipodi:linespacing="125%"><tspan + sodipodi:role="line" + x="265.26556" + y="893.15674" + style="text-align:start;text-anchor:start;fill:#ffffff" + id="tspan4227">Preliminary Rounds: 27/07, 24/08, 21/09</tspan><tspan + sodipodi:role="line" + x="265.26556" + y="917.38147" + style="text-align:start;text-anchor:start;fill:#ffffff" + id="tspan4240">Finals: 26/10 </tspan></text> </g> </svg>