<?xml version="1.0"?><x:xmpmeta xmlns:x="adobe:ns:meta/" x:xmptk="Adobe XMP Core 6.2.9.B001"><rdf:RDF xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"><rdf:Description rdf:about="" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:illustrator="http://ns.adobe.com/illustrator/1.0/" xmlns:pdf="http://ns.adobe.com/pdf/1.3/" xmlns:xmp="http://ns.adobe.com/xap/1.0/" xmlns:xmpGImg="http://ns.adobe.com/xap/1.0/g/img/" xmlns:xmpMM="http://ns.adobe.com/xap/1.0/mm/" xmlns:stRef="http://ns.adobe.com/xap/1.0/sType/ResourceRef#" xmlns:stEvt="http://ns.adobe.com/xap/1.0/sType/ResourceEvent#" xmlns:dam="http://www.day.com/dam/1.0" xmlns:tiff="http://ns.adobe.com/tiff/1.0/" dc:format="image/jpeg" illustrator:CreatorSubTool="Adobe Illustrator" illustrator:StartupProfile="Print" pdf:Producer="Adobe PDF library 17.00" xmp:CreateDate="2025-11-10T15:22:31+01:00" xmp:CreatorTool="Adobe Illustrator 29.8 (Windows)" xmp:MetadataDate="2025-11-10T15:22:31+01:00" xmp:ModifyDate="2025-11-10T14:22:31Z" xmpMM:DocumentID="xmp.did:4bc6701e-384b-034e-b43b-cc44da004469" xmpMM:InstanceID="xmp.iid:4bc6701e-384b-034e-b43b-cc44da004469" xmpMM:OriginalDocumentID="uuid:5D20892493BFDB11914A8590D31508C8" xmpMM:RenditionClass="proof:pdf" dam:Physicalwidthindpi="-1" dam:MIMEtype="image/jpeg" dam:Physicalheightininches="-1.0" dam:Physicalheightindpi="-1" dam:Physicalwidthininches="-1.0" dam:Bitsperpixel="32" dam:Progressive="no" dam:size="1091922" dam:Numberoftextualcomments="0" dam:sha1="220d8ac17e97076c99c67bd0a4d7a834618a8c17" dam:Numberofimages="1" dam:Fileformat="JPEG" tiff:ImageWidth="1440" tiff:ImageLength="500"><dc:title><rdf:Alt><rdf:li xml:lang="x-default">Evento Under 30 Toulouse Lautrec</rdf:li></rdf:Alt></dc:title><xmp:Thumbnails><rdf:Alt><rdf:li xmpGImg:format="JPEG" xmpGImg:height="92" xmpGImg:image="/9j/4AAQSkZJRgABAgEAAAAAAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAAAAAAAEA&#xA;AQAAAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK&#xA;DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f&#xA;Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAXAEAAwER&#xA;AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA&#xA;AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB&#xA;UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE&#xA;1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ&#xA;qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy&#xA;obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp&#xA;0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo&#xA;+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXzD/zkQfM&#xA;Fx56ntLO/ks9PFrbvNxZgCaioAVvD4unh9Gl1OWMMpJFy6fJ6bQaSebTgAiMd7Nefz5fo+Eat76+&#xA;t09KK6kjBA5IjsoNBx7Hf7PfNRLJI77vUx0+MbVH5Ie51nWCkhS9uCeq1lcb/flsOluPlxxo0Ath&#xA;1vVWgJF7OYYAFjZpHDUSOlTVttzXDKwfM/rY44RMSaFDy8lSHV9apQ3dxzHWkx68R9qjb9Sd8jI+&#xA;bZDCK+kX8O4IfUtY1ZLYs17PyHFY+UrsCQwJB33+z1PjlmLeTTqYRjC6Hl8/2fairfVNSEaL9cuS&#xA;qqODNK56e1dsqnI25GLBCuSCvHvbuIRT3M/MRqqyGRuSkct6g++WwymJsNGTRwmOEijX632B5U9X&#xA;/C+j+qxaX6jbeozEklvRWpJO/XxzpsX0j3Pn+YVM+8ppk2t2KuxV2KuxV2KuxV2KuxVJvOv/AChu&#xA;vf8AbOu/+TD5Tqf7qX9U/c5eg/xjH/Xj94fLVp+U2t3vmY3mqyelo0d1cw2UUiMXkWJ2SN+HEqoc&#xA;KWB9uVONDmlzzhigIxviI3P7e/oB5u2GsyZMviTrhidon9X22za1/KnR4SbYXpihUVWNERacqluS&#xA;jYA9RmugeKX7wmMvP9rso9rGAqMI8PklN75C0yGGeT65KY4ujEDcV22+1XcfTmaNP5tMu2Z19IW6&#xA;b+XGm3cTBb+R5IYIy3FPUUS3JZnX4A4YJxXcVGS/L78/wGuPa8q+kdft3TCH8tdNZLqZ76Uqksiw&#xA;uirJyVAKEFa0o1R7HwyP5Qd7aO257nhDpvy2sIbZGe4umJLVgWMyPRQSFqisKn4QSTx6/Ecfyg52&#xA;y/lydVw/eklv5F0SXzP9SjvrgqkKl39Il/XQmPjyIHw8Pi5dD88mcPpq3GHa0uO+Hu/UnVt+Wmml&#xA;ZjNdTqxl9OMenyJPFT8VB+yduXT375A6bzcgdtS39IY55m/K7Tk0G9v0eT67ZwGaNiixsWjUE1Lc&#xA;DT4QK/dl2OJieezjZNV41DhAl39Wdxfnn+YcfmA2V9pGmQ2EdwqTTGQqyw81DvUzkfCrV6eGbj8x&#xA;DvDp49m6iXLHP5F7LYeafLeoSwxWWp21xLcGQQRxyozOYQDIFAO5QMOQ7ZOGSMuRtx8+myYjU4mJ&#xA;82HDz15qn1Se2hfSLa3W8ubSFrppQwWC4ngUvxalW+r+HUjMKWpnx0OHn1d7/JenjjEj4sjwRkeG&#xA;usYy22/pfYtPnnzcbtLaKXR35LM3rH1xH+6l9FQD6h3diPkDkPzeS69P2p/kzT8PERl6bbXuL7uj&#xA;DPNumQ+ZNZnuLsRtqt0kdrbGIyC3LrFIWbj9rhxiLfEwr0rU5iSx+LMk+XJmdRLTYxDHyN8/PvSy&#xA;HyXpdjdWdhf2k99LcApHqETJGokVeTiVXccagFl9PkWFfh+GrQzaOPCTE0iPbOcUDR86RcX5eaJM&#xA;s5MMkcKlw1y0vFKoaN138fb3ymcYQ23JZfyrmN8mrT8ufLfpzIJS0Y39dX5IBx3G5AYgDenT37Wx&#xA;wxnvuGA7VyxFAj5I9Py28ssSTFOFUrx4ys1Se9VHSppv4Vyf5WKf5Xzd4SnzL+W2jm0t0topDM8/&#xA;E1kLfDwdjxAX4iOPTrhjgEeTXm7TyzFGvkr2/wCXmjxW9ukkMzMFKz0YhjRCaoACpqQOh79MidNE&#xA;lsj2vmAqx8mtd/LzQLSxe4VJucKlkcvUcwu21O5ORlpxGJPk2Y+1Ms5xBrmOj03zY99B+Vsf6PuZ&#xA;LS69DT4obmJ2jdec0KVDJRhUNQ0zZ55EaewaNR/Q6vRRidZ6hxRue3uEnz/5VX85NevFvL3XtRs7&#xA;C4g9SyjbUbmLmH+wQscnP7PxbitCGFRTMHVarwRwRmTMbnrX9v63I08seSfHkxjg6AUPuZvFoH5k&#xA;ekyHzTdRrEKB2vbs1VQPiLFifnU5hYdRlyHaZvusu0/M6OIrwh/pYpVdx/mNDavKPM96xBoqLdXR&#xA;YsTQKtD8VTsKde2ZI8X+cfmWmWs0tbYh/pYomDSfzCegHnK4f0ysEp+vXQXnGA7kGo5bNQ0/2j++&#xA;/nfaUR1Wk2/djkP4Y9FKKx/MskPJ5mvo0dG+M3N4SHSUx8Agr8RG4FKnEjN/OPzKjV6W98Q/0sf7&#xA;OSIvLHz/AAKkb+cZlml2RVvLksW5cPh+IAkORWvvgEcwP1H5lnLW6Sq8If6WKWWY8/Xes3MFt5xn&#xA;kWAxlAuoXJ9QSxivpryNfToSwyX73hriN+8tQ1WlOS/DFe6PcjobH8wnRZH823KBxKV/026IPpNR&#xA;itCagKa7ZE+N/OPzLYNXpOuIf6WKXz2/5hWd7Y6mvmvUZootRhSWBL67kiliNyFaqsxj48fHYjbv&#xA;l2LLkjtI2HFzR0+WzjhUtz0quf2D9T6F86/8obr3/bOu/wDkw+bXU/3cv6p+50+g/wAYx/14/eHl&#xA;uu3erl7W20y2Se8V/WLzFo4IoQro5kdVYlnHwoor49FOaiWDjO5ofp6OTKZHJHR31jNeTw20Rjvl&#xA;VnaJuda8hVyorHwfmrBg9T8Q6q1MfXYDOMR/S/W2Y5ge9CKYDbSxCORzXgSkTykDruEU0qOm2X3G&#xA;IAJY3a3SIJLWe4VI2jZwPR9dGiR3AfigZlrXf9mu1dsMJRPIoR9pBDZfV4HiX607SKsaEMqqx5uw&#xA;eXg7cqjluTXsaZbTEbI2NSixoXaVl2aRlFTWvUqFUbjfbGk2wm00+4t/N0lyqM0HqMjPUmpoAACS&#xA;F+2abnI0xHO2VerI7GOMBJfUQGJwTVSSxPw/ECRyFTtUY02WlXm+zJ0u+bl8RtZwUFaEFTxJ3pUU&#xA;/XTIZNolyNJvliPNhF/FbwQTTtdSTrqELBStqgdDe21o6epMH5UC3QBHLcgjpua5R4er22KRkQOE&#xA;DgP84/wSyDYV/R+0LV0HQp9c0Ly/qd9qNpPpeozXMk1jHGkhkubiG3jWOYTVjCyLUuBWnQV6Zekz&#xA;RhYPO3Rds9nZdYBqImIgI95vaPF/N7mTXf5yQeXNT1jRDpJuJLTUdQEV2ZRs7Xs8qNwZTXi0in7X&#xA;7OGecxkRXUuXj9nTqMePLx0JY8e1f0Ijnfl9qjp3/OQ31WCGGTSGkjt0WOJBMqhQr8gB8HTiqrT2&#xA;yENTIACuTPN7JcZJE+Z7vL3+8sW8zWvm67h0jzFpsC3S2VlHPcVKU5yKryKyMyF1lRCpReXIVFN8&#xA;Oly44XxmrIHz2H2vN9uYZDMRAbRMvsTzyd55l8wJrOnvo0Wl6jbXiXyxwREKCkqsVlDuv78mPiW+&#xA;EHqR1Bq7U1kNNijMHi49h3b9dv4fc67SQOWRjVVz/He9Tsms3tLe4iYizVFCJxoFpRRySnJeHcGn&#xA;Hv02xtFjB86rf9LZM/BiNr5z07UvP1/5ZsLYW721s0hvXYxF5XoztFAyMktRIpEhoSKkclzP1EDD&#xA;Hx+f4tpjMGXCnt7rml2bt6txFbiM1hWRwisCjGoGzsN6UVTRvwByRAslvx4JzNRiSx/VfzG8twRl&#xA;4XmvLrgFQxq8cfPoK8ih48vY5jy1cOm7ssfY+Y7yqPv/AGOuvMOsDSYru2udNsrd44niWR5p5Qsq&#xA;8lWkUXBSgNGDdOnXIyyyrYxHzP6GePRYgalxmr7ojb3n5PMPNX5gaiZ2t7jUJbyDhyc24MEYrU09&#xA;Nxbsfeo+/IHDllzk5kM+mx7xgfsv7T+p9EeY5zN+VNnPShli0p6bftXFue2bXUCtPX9X7w87ojeq&#xA;J/r/AO5kw/UdbnTWrG3tbOS9lRT9cWNlVIIJGQrI5dgOTMnwoNyvI0+HNfLDKRv+by8zv+Pknjo0&#xA;rC90tmeC0uDLJNG0gjdgX4KwRpGH94pRuSt6lDyUjtmPq9MZSiQOrZGYA5oa5XTJLBoJpY1ealFd&#xA;lXlQ9gczDs1mkR5eKxWUogpc8CztHEy8ixoAoLEJvxPUj8cYoBpGWlmkVnbRr8MsUPpQo1ZBEAF2&#xA;k4nixVo+tR7ZKlCIlUMxQspnaN1qD8Q+yaBd/wCYfhhpNsJ8pJNFrN91CUPJ2+KpEoFKLQ71IyLC&#xA;PNl8UqyemsKEgSGOYH4WBCmrfEKPvQbY02WkfmW2kjRWH2XntvhrUVE69NvfIS6e8fe5OlPql/Ul&#xA;/uS9a87b+TNfH/auu/8Akw+bfUf3cv6p+51Wh/v4f14/e+dbf80o9M8za3peuSy2lkZruRZ7VEeX&#xA;1Yo1ggjUS81CMkPJaru5FfgrlQwXEEMfGqRBZXDr9td6FonmDS6yXVyXhcShEaS2iZ1lkmQMoVUl&#xA;jDVBopNB9rfC1mSGGJM+nLzl0A97kYrnXD+AzkWIUCG3AhVmLSyLQMKqfiWqspblT7XbMDDi8SRM&#xA;mwypJdVbR9P1O3s11AJq96yfVLOe4cyOifEyAgPIqMEb4m2rt3pmwGLhBIGwazLomVvaKiREhwOZ&#xA;HB3MlNyteRLEgnpX6adMYESFhJ2aXjNCYolDSKDz+BljMlSHpUfFRq1G+/XJUtpTPJomjSsLy6hS&#xA;SR3lkV/tn1WqynkzkKS3IKKdPnlc5xjzLbi088n0xJSy8/MLyrayVt0e7kUfA0cfEDr+0/E9z0GY&#xA;0tZAct3Z4uxc8udR/Hkw3zN+aS36S2iRW1tGEcSq8nqSqjIQx24U2PcZXLNOY2jsXOw9nYcMwZTu&#xA;Ud+n3Mof8urae2gX/EGhvRgsMpu5GFIo4uKgKyhisdvGPl8WZ508TL6hw+/dI7XzxB/d5BL+ptuT&#xA;8ecpfHZP9C/L3yzd6z9e13VrC41UtH6H6Put3lJNwQ6Scqno6cabb5cNNiJ+r7Q4OTtbVwxcEYSE&#xA;POJ5fTz+zdAal5a+t3+oXUC+S7uGW6ublLu5nlM5iuZJZFM5RSvILWhrtx22ByE4AkkGHM9XNw63&#xA;ghGJ/NxIjEUIiriIjb8dUIfKEzi29K28iAkhYmE9w3qk/DTcUb4pF6d6DptkfCG28Pmf1tv8oAXZ&#xA;1nyjt+KTRbYW8AX1bMwxtbsDYMXtAGgmNIXbrGtaLnP9uisMh/Sjy+LgGRlkB9X8X1fV0+rzYXrV&#xA;n5Stdb/TtjfG01sFjI9v+/imJUKVmirxIou/FkNd613Gs02r1MsPg5I8eHz2I/qn9Yl3VTdHsic5&#xA;+JAGMu/ofeP1Kf8AysTV7eSU2ixMjycgJI2VSnEKVdFlYMSO9fo2zO0Y8AjhMqrcXY/3Ir3Oaew+&#xA;P+8kPgP2vNfMK60dcl8yWTNHdM/OZrf92wYgozAJx+FwDyA8fA7dHpdbDJHw8vX8f2Ok7Q7Hnhl4&#xA;uEXw8xz5df1j8CZeQJYL7X9KuHthc2t5IHmt5FDqwqwm+3xBPXfxFc1vhGGbglvR+z+x3ctSMulO&#xA;SHpsdOkv7fm9Nt9B8vXun2l42jJaxT2ttNNI8cZQhhM8rH4x9mKEtsN9ulcy444EA8NbD9Pn3B1O&#xA;TPmjIx47PERVnyA6d5UNX8l+V7fTbNJtNjnktuHrTkCk31SQ204dRKPtTyq9K+CkgAHMjFhjHavw&#xA;Ni4uo1eWdniNE8u6/VHp3D9LxP8AMqbyjHqX6P0u3liurRpuTRpbrE3qzerE7yRlzJ/o7AcaLwYU&#xA;zJIjWziY5TMt303rxP8AyqLTyq7+hpFF6f7vt9sOp/uP9L94YaP/ABk/5/8AuZPJfLX5qaXeWF9H&#xA;qN7b6TPbg3IuLqCW59b6xcmiLHG0Tn0IykdKkn7X2UNTLARVbuPHPbM1+rw3un6hYc5bLzCiepEo&#xA;HEsyKY7gtRj/AHZoRspNO/XB1UowHFLmNh7z0ciFk7J+lgYlS1sk9KM8mlnJDFKkGtGqWdqmhOw7&#xA;+BwsOE5DcmZlXJA3kFxa3tvWc31yWYrABAJvQrvwVin2SV5sKdvlmbHFGAJA2YGSMjgVY0nJ9Scx&#xA;kxM4EbsAtaNUKR77bZaADui2kkilh/0UrI2zUVqqCxDNVxUftV9/DGk2ltjp9lpMKRXEygoo5vI3&#xA;J2bcq32UH7LdB29siaCxiSaCEuvNXlLTpnc3aSzioHoVlJqFB3X4f2R1OUS1MI9XPxdmaif8Ne/Z&#xA;jOq+eLDVNQsbO0tXjia6g5SSEKaLKhrwXlX7IHXKfzInIADqHYx7KlhjKcpC+GW3we6ec6f4P12v&#xA;T9H3df8AkQ+b3Vf3Uv6p+55jQf4xj/rx+8PGPPH5feVNelklt0VbpUYrdQFAHlZWI9RkU8gGcHxz&#xA;ltf23l0mpjEb46Fj47kfDZz8eihlxk/xfsYZ+X9pqXl83mjeaLOS2tb2MCC6d2e3CkuGhMsbPFHX&#xA;mzD7JrWvVcr7bzR1Yhl00+OWM/T/ABdPUImift+9dDA4bjkFCXXp7r5PVbDzpo5tJI7nVYIzCzW0&#xA;l/6kXFZQvwtJUqquO4pSvgNhf2bqpGQjkhKEpC+Rr4eXvRlwdYkSAeM/mN5tmsvzTsvMljKbmGyS&#xA;FUdGJRlTks0SsY0Hxhm7H7VR1GdDhMM2OUAXD1WDLhkJTBFsrvfzXur51uNMto0s3JKSyNJI3PkF&#xA;qBWPgP3Y+HpWtRXNGc88VwI9Qek0nZOLLEZOIyjLu2TeTQvOur6fFJHr8Jie1S6S3jMtsFjcSFI+&#xA;MUUa9LeT/gfcHJmGWYviHK+vn5eRbI5NNhPD4ZsSqzR7vP8ApBCad5A8w6Tr1rcyTWMx9a7T96Gl&#xA;SlrCzSM6PE/IU5UoCa0+eCOllAg7dfdtz6NmXtLHlhIVIbRO2x3Ioc+9MNcufN9rey26x6Jbvawy&#xA;zSxi1ikd2iC0ijH1VizHkTRR03zNhhl/EI/IfqdRk1GP+E5P9Mf+KeMfmH5c1ew1q8W8WC5CShLy&#xA;8sbd1s4rqQczb8vRhiD8fiKqtKH55ecZibaIZhMCP3/gvSrD8y/JMsNvHZ+UpZY+CRRNFq4Ygxwy&#xA;D0mrRtkndDQGoHgMyPymPuapdtakkkyG/wDRHWj3d8QUXb/m75HtJ9MEPlZlij4TWpj1Hn6YNuPU&#xA;DLTiwhhWMsOR67dDhGlxjo1T7V1EuK5fVz2Hff6UDb/mH5AtEjSPyXJyga1kVf0sPUWX94QnxlTy&#xA;QGTY7HftgGjx9zfPt3VyJuXOxyj1+HkEfpP5tflrNqTT3Xl6W1suafXNSW/M6W63DQOS8akMP3kK&#xA;1VQTVTTrhGkx9zUe1tQRXFt7h5ju/pFdrEXlPUvOGlWWm3E8vle5gjaI28oV2BjkKvyuyqgmTqX/&#xA;AKZpNThgM/Ab4fh+l6XRavJLTHMOE5bPMGvlHf5Jm/kLyMqzhTqnOJGaPnd6WAxFe/qGvYbb/hjL&#xA;TYd/q+cP1ph2pqrAPh/6XJ+r71Kw/Lzy59WibUlvkmArciC+0plrwH2KyV+1X6MjDS469V/CUP1s&#xA;8va2biPBwV0uGX7dkh866Bomlm0/RCXXoyhvUluri0mYspHwhLUkp83O/YbZj6nHCNcF15mJ+5y9&#xA;BqcuW/E4bH80SH2y5/DkwXy7rp8t+e7aaUPFpBuo3chWCq7IvJkIaKu5+IBxXNtp4xy4oyJvJD50&#xA;Dy6fB53Wyng1E4gVhyV/Vsgb3Rrfm9iuPP8A5bkhube7a5Uyq0YHo3BbckAupvgrtxVeqgDxIGYs&#xA;tTA2Df2/8W5kOzswqUeH5x+z937+qC1f8xvJtvYTSfXFbWLm3cJYSrem2VpRzdHK3NfTeRSXPHk1&#xA;T9GRhyRkOIfp/wCKcLUafJjlwED/AGPTkfp7vueGatPd+Z/NNxcuscclyV9X0muJYgsSiP1A1w8s&#xA;pBCchzapYjoOlmbMIR4ix0uklkmID+zz2293nT7A8x20S/ltaW0Y4RKulxoOtFFzbgdcv1B/wcf5&#xA;v3hwtGP8KI/4Z/uZPC/zC/KDTQb2+0PmtxChP1NAziWQceXEuzMNg229T92aiPtD4eqODIBwWBxc&#xA;q26/H3bIn2cJY+OPPuVPy01Oa5sX0fUXlt/MOntAyR3KcXW3teBt1CFYz6acQCla7k1+LNf2/OcM&#xA;0NTCp4arY7Wbvv3Pf+pv0AEoSxy2n+Keu2urC7hHoMsVwByMTfGDxaki1HFTt9n4h79Dmd2brcWQ&#xA;UD6u48/k15cEo8w8J1Hz7c6H+c11rF//AKRp0n+iB2APCydgQ8JQyA8COXw/a3G1dt5PEMuEiJ3H&#xA;39zgyMoZPUKvv7u9m9/+asDyBLK2mkjAf0ZpZBCGDivSKvwgNQbq21a9c0w1vDGq3D0uLsOUjcpA&#xA;Dy3tGXkP5rXCRpapbQRlYkQWctuV4yceHxO8j9JEOx6MD3yc/Hl3fAj9fmGWKGhhz4ifMS6fDyPy&#xA;Szy1omuL5lik8w6UdcjubZ54IZbiPpzWIPyZyKh/gA/yhleHHLiHFHisd/m5Gqz4/DPhTGPhlzET&#xA;3cvvKvqQ1Oa9uI9K8nadFADGi/WDEWVroR/V1Dm5RS7cwR8NN6ddhlQ0/Eb4IgdPxbr8msMRXizJ&#xA;6/injtvbS2f5j2lndJHDdx6nALmG2mEsYJnVjHzDy8uHShYkUodxmSIcLiyyiYJBN/f732d51p/g&#xA;3Xq9P0dd9en9w+Zmp/upf1T9zrNB/f4/68fveKa1+Y+nNqN5LZRSXMbsghLj0l2jVSd6t18RnDdq&#xA;6b8xmEgaFPYaDsrIIes8O7G7/wA6a1dAqjJbxtUFY13IPiW5H7soxdn44b8y7rH2fiHP1e9jZtrY&#xA;zesYk9b/AH5xHL7+ubI5JEVZb4aXFE3GMQfcFC+0uC9glSZK8hWPiaEMBsenX/Pxy3DqZY5AxLha&#xA;3QwziUZi7++vx+LS+xb9DXD6deTUs5Rzs7hhQBqjkvRgNzXfb782GcfmoeLAeuP1Dy7/AMfodFpD&#xA;+Qy+BkP7qe8Jdx7vxt16vdPL2iwvpdjctdXa2+o6N9RWGM3jM1yZmX1QAPT9JRMKBTxJP2fGOPGO&#xA;EXe8ar1c7+7djqM5E5ACJMcnFZ4eVcvea5/ayeaKe0vJGMN/9TLQ3E00kt+CqC4b1mr6gNY7bhXt&#xA;t3zKIIlylWx/i79/9jTrgRKPOHFuOUP5u3TrK/2JHf6FPeyR3Nhb3kllcLMpSabWNo7iCNgjRoxK&#xA;xu9WkVfi5ceqgnMjGRQAv/ZOLl4uImXDf+b02/Gz5h1jU9Z1TU2m1C+udUnT9xEZ5JJXCBzwUGQs&#xA;32n2HicEp2N23Hio7b+59+JY2SceFvGvEcVoiigHYUHvmxdK5bKzRkZII1aP7BCKCtdtttsVXG2t&#xA;zuYk7fsjtuMVWNYWLAhreJgaVBRTWnTt2xV5v53/AC081ar5pGtaHe21gEjjSFjJLHIpQUanpxsA&#xA;CDTrmo1Whyzy8cSB8+73PR9n9q4MWn8LJGUt+4VzvvS5/wAu/wA4HUo3mOAoRQqbi4pTwp6OU/kN&#xA;T/P+0/qcsdrdng34R/0sf+KWt+W/5usOJ8w25G23rz026f7p7Y/yfqf54+Z/Un+V+z/9Sl8o/wDF&#xA;IfUfyl/M3UrdIL/WbS6jQ81WWadgJKU5U9H3OCfZueXOQPxP6lxdt6PHvCEga7h/xSUP/wA49eap&#xA;0K3U+ly1NeDPK6imw6weGAdl5on0yA+J/UyPb+mkKnCR+ET+lcv/ADj/AOb4Lcx2txpa8QfTi9SZ&#xA;EBO/7MBpv7YD2VlkblIfb+pkPaLTwjUIS8hQA+9jb/8AOL35jySmWXVNKd3IMjma5BPj/wAe+23T&#xA;NkNIQKFOjl2iCbPESef4tONJ/wCcdPOmn2xVbjSmmkkrM4muBVBsp3tzuq/s9PfMLP2bkyS+oVW3&#xA;4/S7PSduYMMaEJcRO/Ll8+g6fa9d88Qx2nkEQ3hT07d9OS4Zj+7ol3AGJJp8O3fM3UjhwV3cP3h1&#xA;GhPHqbA58f8AuZPL73zvoNvJcLC3rr68ohS3Wi8A547nitKeGcH2lop5dRKUfpPX4PTaHs/KcYsc&#xA;PvYzrHnKS/jMK2cSxg8kaSsjqw2DKfh4nftktLojhPEJG/L8bu1HZOMj1niYslpCiLGvL0Y2LRwl&#xA;3MSsTUlYyeANfAZtp6icjZO5+fzbsPZmnxG4xr5/pQWo6Bb6gvORmhlUnjJsevjvuPu/XXI0uvlh&#xA;O247nXdo9j49SDfpkLo/jp+O+0dGvrhZDpF0FS6tBSGT9l0XYbfDX4enj3y7XYYkeND6Jc/IuL2T&#xA;qZxP5XLtkx/Se8fZ05eXue76VdCKOQy+ZIoLVrbTpbJ/Vs2czRQxNOvEKzqF+qhOLDc0rXJwlX8d&#xA;Co1uO4X91fJxMsOI7YzKXFMHaVUSQOv9K/LfkjbfWNGtr1Y5dZQvDMyC7WSx+CGSGW8oGWB6xrNE&#xA;oAHQkdwK2jLG6MuX9Xuvu7w0HTZDGxA7i69e54hH+cOhPwvvY/rd4NLvZ7iy1oNLb2UpsbxrnSuT&#xA;vHcJGihjA5BS3oXqeUwAX9nMyM4j6ZA0O8OvniySsygRZ7pdXhuieY9a1Xzhozahcesj6lbyxWVu&#xA;qQwCV5UR3WCIJGrPxHIhaseu+GRtEIiL7V86AHydroPQ6ddj/kg+ZGq/upf1T9ziaAXqMf8AXj94&#xA;eJflvBd3NjeRDSLe9jaVUFxLbxTspkWjAPJcW3Dio5dxXvvtz2jjcTQEt+79oex7VyVMXIw9PSRF&#xA;/KMmXazp17LZy2Z0O0tXuKxvdw6bZcog/JX9Itfv8XwEdB49czM0DVcIF/0Y7e71Ot02YCQl4kpV&#xA;0OSe/df7tXt7Ga2gjQ6RZzooCNJ+i7J2qqhVB4X5rX4mr4+2GMaH0g/5kf8Ai2M8gkSeOY/5KT/T&#xA;j+DGfzGsbr9DiSPT7azt7d0aYw2dpbHi3wr8aXVzIachsBvUknbMTWxPDsAK8gP98T+PJ2HZWSPi&#xA;bylIm+cpS/3kR/Z5vHtf0y4v7SOJJFTgebKw3ZgKCh7dTtkOz9VHDMki7cjtjs+epgBEgcO/vT3y&#xA;75716PQLTRpkRFtYzAiy2CcuFT/u5o2rsBuSDXL9dkokwMTE/wBW9/tcPsrTCQAyxyRyD+sImuXW&#xA;uSeyfmdq8EjXt8bdI4viDQ29tG3LiUFSYnrsxHGm+YsNTklIAc/cP1Odm7Nw44EkkDzlI/p53yYT&#xA;5w/MefzVY/Vr6Bo4kcSW0cYtIwJijLVmit0Z/tGvbNrGx/YB9wefMQd+XlZP3kpL5Z0MPcLezRgR&#xA;Rf3L1/vGWqhqV6L8tzmFrdTQ4Qdzz8nbdl6C5eJIbDl5nv8Ag+7s6R4d2KuxV2KuxV2KuxV2KuxV&#xA;2KuxV2KsO/N8V/LvVvb6sfuuojmD2l/cS+H3h23Yf+Nw+P8AuS8s8hWPli90g/XtGju75ZZFEkj3&#xA;4Y1CMoCWtvMhp7PXNNpcePh9QEj75foiXpu0NRnGQiMzCIraoffKYTHV9C8sXMLWunaLbWl5KUEN&#xA;yzavIig0DBVFqnI1K7kftD6LMmLGdoxA8/X/AMT+LatNq88Tc8kpAcx+6H+/5fqRTab5EjRPX0C1&#xA;hMzfu+VxqoBUrUU5WlehAqP2vbJGOEc4j5z/AOJYeNqidskjX9HF/wAX+AxXz5p2nQJA+maZHZWi&#xA;ExzSxm9dmk3HxvcxQRivAlQg8flmFqoxFcMaH+d+kB2PZuWcrE5mR/zOXlwknr1eZebLOaaK3ntx&#xA;SS29R5HBoQvwUp32oczeyc8I8UZ/xV7urrvaDSZZmOTGPoB9/wCA9D8u/nJJLp1gi6TpEk9vBHFM&#xA;rRBpX9BeLOy8qryZq1GHU5JYZVwR4ehrn+1r0Gmx6qF+LPjO5F1R67dyav8Am3CIp5L/AEfTIbVU&#xA;HwraeoKq1QOPqR+NBTvlENaZGuGO/l+1ycvZEcceLxJ7f0q/QWF+b/zdudZsmg06GysYjzQ26abA&#xA;RL6tQxaSZ52QqGcj06dSN82IlXQD3B0xxXvcj75X+pjf5X6OJvN2lahIrC3ivYPQDUIZxKF5D2Uf&#xA;8NmPqNRRjAcyRf4/Gzm6TRcUJ5T9IjKvM0R8h977T1vT21LRr/TlcRNe201uJCKhTKhTlTatK5us&#xA;0OOBj3gh5jTZfDyRnz4ZA/IvCPOv5TxeU/Lt15h1HVTNZ2RiWRLe35Sn15o4V4q8qKficE/F0zR/&#xA;yNMD6g9YPamF34Z+f7HnVvrXlG4gaeO51Exps3+hQFgxge4VeIuyxqkTdBQHqRg/kef84M/9FcP9&#xA;TPz/AGPQfJn5VQebtCTWtL1cpaSSywhbi2KScoJDG1QsrihK1G/TD/I8/wCcF/0Vw/1M/P8AYny/&#xA;8493oUKdZiO9T+4bxr/P44/yPP8AnBrPtRD/AFM/P9jGvOH5ZReUfRmvdQub0XYmZY7O19Uolunq&#xA;Su4eeMBQprUdhlebs8woE/IOd2Z2idVKXCBGq+qR/iNADY9UhXRoJEDraa08Z4kMNMQj4gjKf96e&#xA;4mQj5jKRo/M/L9rtDkN0ZYf+Vnv/AKHkfkgtT8i3uqXUduserRW8fpOyvpqDi05ZEd2FySFoG/Hw&#xA;zJ0+EY75k+51muhLKB+8xcIvbiO5A7+Hz+1KbD8vjJJyhXVrgGV7UNFpqyL68YLOlVuqEqqk7Hxz&#xA;IMhIbX8mgdmSxm5ZMQ9N7yI2PX6Xonk78mr/AF3QtPvtP1ZYLFTJbzRXdq0dx+4YxU4LM6qaqa/F&#xA;lUezRluV82rVdrz0c44SAeACyDzFbUdn0Zm+eLdirsVdirsVdirsVdirsVdirsVdirGfzK06bUPI&#xA;+rW0TpG3ppMzyVChIJFmcniGP2EPQZi63DLJiMY8zX3uf2XqY4NRHJL6Rf3EPnHRNfdr6z03R/M5&#xA;hkvriK3s4YWvoo2uJ2CKNoVCklgCxoPfNLHs/URFA/IvUS7b0MyTOPF74gvQ3/LH823489YLcPsV&#xA;vpzxpSlKjboMJ0OqPX/ZJHbPZ45Q/wBgGKajaea9N1GbR59anNzbkiSCE6hMoLKrGhjiZTsy1pmP&#xA;LDlieEn7XbYZ6fJAZBjjwnqeAd/fL3oW4sNZu4DNe6hPPCg9aSWeLUWU78eVXg+Ik1yE8GQ7k81g&#xA;YRIjGIB5bHH/AMUr+XPy213W57xbS5haWyEZmW4W4tmVZS6oaSwRVq0T9K0y6OhnMemtnFz9oQ09&#xA;HJZ4rquGXKr+k+f2p4fyO857N6tkFG/983/NGS/kvL5fNx/9EWnv+L5ftSPXv+cfvzGv5oxDJZLa&#xA;wio/0gjmx7n4aUFNvpzM0uhljBurLrNf2vjzSAFiI+0/jkl8H/ONP5hk/FJYBmUrG31gkAkbkARn&#xA;pmQcE3CjrMY538mYaD+TXnuw1vSZHt7JLG2ljkuGS4J4CJgQsa+mOQou3TMGHZWTi4id7drl9oMJ&#xA;x8EY0DEj3bbV5fJ7/nQPHMG/O76ifyy1db6Iz25a15Qq/psxW7iYUYA9CK5TnyGESQ7HsnQjVaiO&#xA;ImhK9/cCXzzqnlzyppS39nbaffSQQzXfB/ranmlqr2McjUgG6tKWbiQOPvvmDLXSBIoPRab2Xx5B&#xA;EnIRYj0HOQ4vu2Hm9E0Hz7P5AmTyZZaZDJDZ3Qe6kMsjchdxm6k9NiNitSq1HhXvjLWzidwGOH2b&#xA;xZcPixnIAg1y6SrdkGqfn9p3l+88sJ5itPRsfMOmx3st7b8m+ryu1CGjNWaP3G48DmwxTMogl5nX&#xA;acYc88YNiMiPkmvny4stZu/Lc9jJHqGn3ttqhHohp1uIXs6MkfpSRMWcfCKN1zF1f1R/zvudr2NP&#xA;hx5DdEHHR5UePnuDy9yT2yeYbIwW8F1bMplhsZJYLSR4+Lyx2ZkkLXJ4gxQxhKdSPpzFHFdD3fcP&#xA;0OwmcM7JEuRlvIXyM6Ho7yb8lTT7S9ed72OWC1vLoqZLOW1uDcK1tJc2Zm9L6wdpY2YAfSBXEAju&#xA;s+/zDHLkiBwkGUY9RKPD6hCdXw9DX66Qej+Wp7CJAskVxNFqN9evGlvMZJTW7hQFY7j/AIp5ICKg&#xA;nbcNgGOvP4e/z8vxu3ajWDIeRAOOEfqFD6D1h50enftTLPyUZ3/L+1aQMrtc3hdX5BgTcyVDc2dq&#xA;+NWJ98z9H9DqfaQAaw1/Nj/uR7mdZlOhdirsVdirsVdirsVdirsVdirsVdiqX+YZEj0DU5JFDolp&#xA;OzoQGBAjYkFW2NfA5DLKok+TdpoceWMT1kB9r5Tt71LS+gvIre2t7m0RbuCL9H28axXMVvJMpWYr&#xA;yDJJHGw7nlTbjvpxqZnq+jjsHSVtjHOr4iduIDl8T7q89pifzS/NKG20abSA2t6hc6xd2b6c0aUm&#xA;t40QhSyKvDhufUrt32rmdoskpA2beS9odHiwZYDGOEGAPxel6ebya+1a6aCW01FJnaRUaCVYmMFk&#xA;5j5NxLhXXtStPA5XXqkRzs939FiSPCxg1wmI7+/J3NvcWGoBILgXEzTXIVIlECBmgmlilcqwU/aj&#xA;kXrTcbDbIkg7G9z5fjvZCE8e44RUf6XUAj7wf080l1ySO+1DzTbsOLRR6AhjlVHaRzdTzcFEMd2r&#xA;s/Oi/um91pjM2Jf5v42tzdMDCGE95z8unpiL3Maqv5w96ldW2mXs+oJDcQ29s+npc2loUmS3ileG&#xA;2muh6jW4iotvBGyjhX42qg6ZXKMTdHpf3E9O4M4TnARJBJ46JscRFzEduO/qkb36D1OjttJl8yaX&#xA;qzzrDplvYpeXmnpBPJayWaWdxH6hK28UNQZyOPFa8iKAgDJREeME/TXLyr3KZ5Bgnjq5mfCJcURI&#xA;S44mvrJ/h52eQN1u620/S9GfSrl5bZo9DjWPUJIoZ2eGSzuXW5kiCQHl6hcI7VXp3GQEREjcennz&#xA;6H3LPLkzCcQJfvT6bMdxKI4QfV05gbvSbDzPo99qLadbySfXET1GjkhljpRY2ZeTqq80E6ckryWu&#xA;4zZxzRkaHN5rLoskIcZA4feD39x5HhNHkaTXLXEYX+belSax5UXSI3Cvf3cEKgusfJql1UF9qlkG&#xA;YmssxAHMl3fYGcYdR4h/giT3+TyHVdE84Jp8kn6Ws7a2ll1TTIQ91Gu1xL9YnjAI/bKtGQNw3tvm&#xA;uqYFk7cufzevwanTGYHBOUgMcz6T0HDE/D6vd5oTU9DjudfbWLWaxstMlubW2WM3EYSHhamDj8Fa&#xA;0ZX+FR+zlchxeQbsOqMcPhSE5TEZH6Tv6uL9Xza8y+RtH87X3lCyutfs7DTdD0Jf0tMkqvKRES7r&#xA;Av7Xw78zsBvvSmbTBngIgXuHje1Oz9Rk1E8ghLhlkNbd52Zn5603yX5E03yhb2Nr6eiQ/XvSdUFw&#xA;/qz2wVLlkkIErc2DHkfl0AyvWEXE9KP6HM9ndNkyRzQjtL0da5S3FjkxcfmL+Xb2kttb6Y2mH0Z1&#xA;tpRZW85jkkmEkZA9RK8FBBr1r23rhmUT0ehPZGsEhKU+PcX65CwBR6dfxaQaZ508vwaBb2Vza+pe&#xA;PDHbXs/1aEtQ3kskkyzArKXW3ZVXcfEa1+HI7VVfi3YZ+zc0sxlE+myQOI/zIgCuVcW58vemv+P/&#xA;ACGNJMCaY6Xv6NFuJRbw1E4i4Ec+XLeUmT1ftb+OEmNcujifyVq/Esz9PiX9R5X3e7bh5PXPyF/8&#xA;ljpv/GS5/wCT75s9H9DyHtT/AI9P3R/3Ieg5lPPOxV2KuxV2KuxV2KuxV2KuxV2KuxVLvMnq/wCH&#xA;dV9IkS/U5/TKmhDek1KH55XmB4DXcXI0ZAzQvlxD73z154u/MV81/e2c8/oPcXRtLiO6EUfoyXgZ&#xA;FMZKksUZFG4pxIoe2myWZnY830Hs06bHGIlw/TG7F7iNHfuu/mPiYala+b7zzPq155fW4urMmQ2v&#xA;pNI6Ks0kwSqI1UqCp3HQYzxz4iQDVlx9Pn0owQjlMRLa+V7CPz6oT8w/KF5q/nnX7+DXdN05ElUt&#xA;a3l00E/w20RJEYRq8h077ZbmiDMmx8XJ7I7Qjh0uKBx5J7c4xsfUetsRh8j6jLbfXW8w6VGAxIV7&#xA;0+rvKUZggUsfiXltvTfKBEVezt5dpwEuHwsn+k25Mg0a6tvJXlnzHcajLBrQN3papLp93FSOSL61&#xA;Ijc7hGjYVi48Sp5DpXMvTYhISj7v0vM+0XaRBxTjCUdsgqQrY8Pcf026P8zPL/xonly69WWyS3uj&#xA;Hqlp6n1f6sh9JmMSAg29l6gINaswG9QMn8nHz/Ffqec/lrNttHaXF/nXI3z/AKX2BVg/Ozy2NLvI&#xA;LfQ7qVmt5bB7dtTtmIt7lpbmV1lKNX0uxYk0+103kNLEd/Kv0tMu1MhkJVGxKMuXWIr9CnP+dnlx&#xA;NIv1k0i4n+tLLDPMdSs1klN663Mr8ViHF1dqCicCASCcH5WO+53/AF2y/lXJxCQERwmNDf8AhFAc&#xA;7elflt578leZfMUl1bzzWXmG7E0n6ClZJVUSxQNJOkkSUIkjgjO8njQb5ZHCBLi/H42aMmtlLEMZ&#xA;AoVv124q61/Eej1TLnCYp+YEkcUfl+SRwka61ZlnYgAD49yTmJqzXD/XDteygScoH+pS/Q8Ql1Cx&#xA;m8tFtSSSRH1bUJIFjYBi9ytpPA5Y8gyc5ORp1XNVI3EX/S+4PcxxTGf0V/dQv/N44yHvofAozyhL&#xA;F+gbhOa8213S3VaipUahKCwHhvk8J2Pvj+lp7QifGB/2nJ/0ziwm0kcPEqfF69kltGENGMs9tPEo&#xA;HY1DMOO1TTKQad3kGxvpO/gJRP6nof5sQX+teQfIIsbaW7uprQP6FvG8j/DbRF6KoLUWhzOzi4wA&#xA;7v1PO9gyhh1ep4yIxEuZNfxGnlSeTPODhimhagwUcmItZzRaBqmidOLA/TmOIHuesPaOmHPJD/TR&#xA;/WoQeW/MM4Jg0u7lCqrMUglaisaKTReh7ZEbs5azDHnOI/zgiD5M84B+B0LUA9OXH6pPWh5b04f5&#xA;DfcfDJcEu5h/KOm5+JD/AE0f1+YfS35Fwyw/lvYQzI0csc10kkbgqystw4KsDuCDmz0n0PmXtPIS&#xA;1siNwRH/AHIZ/mU8+7FXYq7FXYq7FXYq7FXYq7FXYq7FVlxbwXEElvcRrNBMrRzQyKGR0YUZWU1B&#xA;BBoQcUgkGwlC+SPJihQug6coReKgWkAAWoNAOHtkPDjd0Lcn87n4eHjlw93EUXpnl/QdKMjaXptr&#xA;YGUASm1gjhLBfshuCrWldsm0zyyl9RJ96C1DyP5O1G8kvb/RbO6u5iDLPLCjuxAAFWIqdhlUsMCb&#xA;IcrF2nqccRGGScYjoCUP/wAq28gf9S9p/wD0jx/0wfl4dzZ/LOs/1Wf+mKP0zyr5a0pZk03S7W0S&#xA;44+usMSKH4V48gBvTmafPJwxxjyDjajWZs1eJKU65WbRy2FioAW3iAFKAIo6DiO38u2TcZs2NkSx&#xA;NvHVq8jwXeooa7Yq57GykBD28bhjVgyKQTTjvUeG2KtxWlpE3OKGON/5lUA/eBiqrirD/wA0Ikm8&#xA;vwQvd2VmJLpRz1G1W8ibjFIxAjdJVDBVL8iuwU5TmlED1cnZdl+J4hOPisR/hlwnmOtj3MCtmuEh&#xA;t4rPzPoxaGSGVY49MSnICOD1UIhY/AjhI2UbbLWmw1052fTKNf1f2PQxga/eYspJBBPie+VfUOZ3&#xA;I+PPc1BpyWU9jNb+ZNG9W49OWxMmnQ8jG9JbcJJ6JaNfXhkYL+wAKb5lDJiFcvk4khqZCQMclC+L&#xA;1n3SvffYgebJPLE/kaPTUk1yXStS1C3JuEvYdPWMCNf3qugEQrRnZg6jcmo3OIy4PL5fscfNj13F&#xA;UfEiDtXH8KO/lVHuQH5mT20+g6ZqnljXNP0Kx0ia4057mYyW8cTTIIfRiEcTlGWnYCnbBkh4lHGf&#xA;pvybNBqYaWcxrIyl4nDLob3uzZ3v4286m83azLwaTz95d/dyeqG4zD40RFO/1PwRajx+jKzpMh6j&#xA;8fB2Ee1uyxyx5eVdPM/z/NU07WvMFpCsdj598uxCWEJzVpQ0kUDPKan6ruBxbkf5aDoRVjpMkeRH&#xA;4+DLL2v2XkNyx5TuT06iv5/4KJ0nUvN2v336G0zzz5evL3UGuWW2j585GmWUylSbQdEeWngD8sfy&#xA;uTvH4+HmgdrdlAg+Hl2r/Y1X8fkPk9v8g6FrGieW47LWJoZ9Sae4uLmW3LGNmuJnlJXksZ/b/lzM&#xA;wYzCNF5ztXVY8+cyxgiFRAvn6QB3lkWXOtdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdi&#xA;rsVdirsVdirsVSzX/wDDnoW/6e+reh64+rfW+HH1+DU489uXDn9Fcry8Ferk5Wk8az4PFdb8PdY+&#xA;y6Sq1/5Vr9Zm+r/or6z/ALup6HL7adfbnw+mmUx8DpwuXP8APcI4vEr/ADvP9F/aoT/8qo9O1+sf&#xA;ob0/Qi+p+p9Xp6FJPS9Pl+zT1KU98T4PXhZx/lC5V4v1G/q57Xf2fYiv+Qdco/8Ajl1+rn0/7j/e&#xA;b4a0/wCK/s+2P7n+i1f4bv8A3n1ef1frS/zd/wAq+/wpd/Xuf6G+vf6Z+iPX9T676nxc/qX7zl6n&#xA;2vfrl8OHfhcTUeLY8TivhFX/ADeleXcwFv8AlRX1e49T9NV9JvrX/HX5+n66deG32+NKdq9q5NoQ&#xA;q/8AQuno/wDS3/b+1+neXKg5Vr3r09+m+Ktw/wDKg/0q31b/ABB9c5NT0P05XlX4+PD4vs16fs4q&#xA;90036t+jrX6ty+rejH6HqcufDiOPLn8VadeW/jih/9k=" xmpGImg:width="256"/></rdf:Alt></xmp:Thumbnails><xmpMM:DerivedFrom stRef:documentID="xmp.did:b80d7e74-1426-fd49-a233-1de48e2f2ef7" stRef:instanceID="xmp.iid:b80d7e74-1426-fd49-a233-1de48e2f2ef7" stRef:originalDocumentID="uuid:5D20892493BFDB11914A8590D31508C8" stRef:renditionClass="proof:pdf"/><xmpMM:History><rdf:Seq><rdf:li stEvt:action="saved" stEvt:changed="/" stEvt:instanceID="xmp.iid:77aa7670-11b2-9b40-84ed-1ba319f566ed" stEvt:softwareAgent="Adobe Illustrator 29.8 (Windows)" stEvt:when="2025-11-10T14:35:06+01:00"/><rdf:li stEvt:action="saved" stEvt:changed="/" stEvt:instanceID="xmp.iid:4bc6701e-384b-034e-b43b-cc44da004469" stEvt:softwareAgent="Adobe Illustrator 29.8 (Windows)" stEvt:when="2025-11-10T15:22:31+01:00"/></rdf:Seq></xmpMM:History><tiff:BitsPerSample><rdf:Seq><rdf:li>8</rdf:li><rdf:li>8</rdf:li><rdf:li>8</rdf:li></rdf:Seq></tiff:BitsPerSample></rdf:Description></rdf:RDF></x:xmpmeta>