An Ethnographic Map of Africa

image/svg+xml Tribal Map 2020-01-14T17:29:14-05:00 2020-01-14T17:29:14-05:00 2020-01-14T17:29:14-05:00 Adobe Illustrator 24.0 (Macintosh) 248 256 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAD4AwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYqtlkjij eWRgsaAs7HoABUnFVO3vIJ42kU8Qho4ccSO+4PTbfIxmCLCua8tRb/WPVVoezqeQJrSg41qa7UGE kAWqDk1K6kJFvEIkHSWYElvcRqQQD/lMD/k5i5NWBy3SAos18+73cgruVjVFWvXb4S1P9llB1U2X CtKXD/3t3NIOw5COn0xCMn6cidTM9VpowBvheSV4+8bSOyn5gk1+R2wHPMjmtOs4Uh1GBYyYYH5t 6SHijScaAFRsarU7/wAv336WZJolBCd5nMXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXY q7FXYq7FXYq0zKqlmICgVJOwAGKpZeXgu19GEEwFgZJjsGUGtE/mDU3PSnSuYmfOKoc2QChLbW0r BpYkkYbBmUEj78wASyb+rwer63pp63+/OI5dKdeuNmqVUwK7FXYq7FVNJYY76N7lmjjjq0JCkoWI KsXcAhaBu9P6Zel4QbJ3YlOs2DF2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux V2KpXqEnrXSwDeKAcpgehkNCg9+IqfpH0YeryUOEMohbmAydirsVdirsVdirsVdiqgLCyHS3jB7E KAR8iBkhkl3opWguHtJBzaSS2YEODzmZW7MPtPQ9D9HvmXg1G9SKCExt721uCVikBcCrRmquB4lG ow+7MyMgeTFL70me8lilr6UQULCSeLBhUuw6MCfhoa045iarJIGgyAUUtYYm526i3k/njAU/IilG HscxY5pRN2mkSmoX0bVmRJ0P++R6bA/J3IavzFPfMuGrHUI4VZdXtukyyQH/AC1JUDxLpzQD5nL4 54HqinPrFl/uhvrR/aEFHA+ZqF+itcMssY8ytLV1m1rxkjmif+UxO+3+tGHT8cAzwPVaRNteW9zy 9JiSlOSsrIRWtDRwpoadcnGQPJCtkldirsVdirsVdirsVdirsVdirsVdiqTmQTXUtwm0ThUT/K4F v3n+yrt7AZrdVMGW3RmF2YyXYq7FXYq7FXYq0SACSaAbknFVOK6tpiVhmSRl+0EYMR86ZGM4nkWc sco8wQq5Jg7FVkkSvStQymqOpoynxBGSjIxNhXKhDNI7tLK1A0jUqQK0HwhRQV8MOTIZmygBfkEu xV2KuxV2KtQsU1C3K9ZeUbjxUKXr9DKPv98y9ITxUxkm+bBi7FXYq7FXYq7FXYq7FXYq7FVO5uEt 4HmfcIKhR1Y9lX3PQYCaFqlUouLkUupOSHrbp8Mf0/tN7gmh8M1uTUyly2ZgLwKbDpmOl2KuxVjX nnzvpnlaxga6lCXV/KLayQqzgyMCatxBoNu+ERJ5N2GAJ9RqLzC/89wtdW7XOsBpLp2WJhOoUcQx J2YBRVCu3fbKxhmb2OzuBLDGgOHf3PRPLH5i6JqckGmPcq+q/YdI2V+TIeBJCksN/tVGxyW4G4Lr c+mAJMSCPfuyTUdVtLCPlO3xN9iMbs1Mqy5owG7Vg08spqLDtU1u81ByGPpwfswqdvp8c1ObUSn7 nfafSQxDvPeoabfPY3sdwu4U0dfFT1GQxZOCQLZnwjJAxZ9a3dvdwiaBw6Hw6j2I7HN5CYkLDzOT FKBqQVsmwdirsVdirsVdirsVdirtKika9nllkBMNY4kC0PpycW5E1Nd1KjYdM2GkiKtgU2zLQ7FX Yq7FXYq7FXYq7FXYq4kAVOwHU4qkzOLm4a5Iqg+G3r2QbFh4cz+FM1upy8UqHIMwF+YyXYq7FXYq wL8yvJ9vqkY1W5l9SOz4FLcl0oalPtIy8gfUNVYUODilHcFz9JOEqxyHVhHl/wDLPy9fxvALcWmn Wylp5VaSlCHXgQHHLkJXBU9R9GA6mfMly8uHHAACNyPSyyDy5oPlnyrfz3mjW3qXM5LNNICi8iSS QnJt/iPcZhZu0ifOmcdDYo+m+7dGXd3PdztPO3KRvuA8B7ZrZzMjZc7HjjCNDko5Fsdiqc+VYbqT Ug8TFIYxWYjoR2U/PMvRxkZ7curgdoziMdHmeTNc3Dz7sVdirsVdirsVdirsVWiU20wuR9inCcf5 Fa8vmnX5VzI02XhNHkUEJwCCKjcHoc2bB2KuxV2KuxV2KuxV2KuxVL9UlD8bMb+p8c//ABjB+yf9 c7UPVeWY+pycMa6lICjmsZuxV2KuxV2KpfrmkR6tYm0kkMS8g/NQCar88jIW3YMxxysMY1gW+nxJ o9j8NvEA1wdizyHux+7/ADGazWZd+Acnc6KBn+8lzPL3JRmC7B2KuxV2Ksu8mxsLOeQigeQAHx4j +3NpoB6SXR9qS9YHkyDM91jsVdirsVdirsVdirsVdiqtpVwiQRWclUmiQIoPRwo6of4Hfx8c2uHK JDZgQmGXIdirsVdirsVdirsVdiqUTq8eoThx/fkPC2xBVERWHiKN+vNfq4m76Mot5iMnYq7FXYq7 FUr8xajLY2HKE0mlbgreAoSTmLqsphHbmXM0OAZJ78g8MuJk0nzHqty0t7dR2g0sw28t/dsgkv7m SCRyHkkVv2TxYEbbU65AA5YQHpBlx2eGPTfudiSMcpc6jw0OI9U01Hzi1rPqMEdqssthOkIjLyF5 Va3juGZEhhneqiWlKU7kjKMOh44xlf1eXLeupDbl1fCSK5fqvuKhJ5+iEb3EVi8lmlpZ3jShiZKa gWWCNYkR2Zi4ANO2/sZx7PGwMvUTIcv5vNidaeYjtQPPv5K9n5tvbsw2yaW8WozPIqRXHrW8LRwo jSSrJNBHKVBlCj9zUt7b5CWjiAZcXpFcqJ36bGvtZjVSJA4fUfeB9o/Qyz8vkXzPp51G4iNrEks0 LQBw5LQzvD9qg6+nX6fpyQ0IGQxJsCvtFuPm15EAQPVK/s2eiQwxQxrFEoSNRRVGwGbCMQBQdNKR kbPNjnmrzD5h0i55adpT6tbrZzzm2hjk9V54yPTj9b+7QNX+VmPhl+OESNzTBCT+cfNS3l7AnliY W8MPO2uucjtJK1sZghiWILQOpjJWU/Fx8dpDFH+ctq9j5p8wvdQw3miyRLNdfVTKq3BRF9a7X1S3 pE8fTtoyCVVf3g+OhWoOONbH8bKmev6pqtlp8lxp+nS3lxHcwRLbqEZpYpJEEkkf7xQAqu32yv2f DrCEQTuUsfbzt5tECJF5XmuLwPZxSl2nt4f9KthNLIGMExpDL+7YfEB/NWq5Z4Uf53ei0VH5q8zS 3iKNDkjtJFjdWdZfUXk9mHVgF4/Ct1Ka1/3WdvhbAcce/wDG6p9oWoz6lpFrf3Fq1lNcRh3tJBIr xk/ssJY4XBHeqD7t8rmKNJR+RV2KqN4xS3eYfagHrJ84/iA+RpQ+2TxSqQKCnmbhg7FXYq7FXYq7 FXYq7FWPax5h8uWurC3vtUtrSe2gdnjmlRG/eFCoAJqTROnyyjPjExVt+LT5Ji4xJHuW6TrOlavb Nc6ZdJdwI3B3jr8LdaMCAR9IzXSxmLLNgnjNTFFG5BqdirsVaZlUEsQAOpPTASoFsM8zarHe3KxQ nlBBWjDozHqR7ZqNXmEzQ5B6DQaY442eZYvcaJpdxJdyTQB3vY4orolm+JICzR9D8JUyEgjf8Mqh qJxqj9N18eblSwxldj6ufwQg8oeXwxf6u/qsxd5jNOZGLIsbc5OfNgyIoYE0NN8t/PZe/wCwfqa/ ymPu+0/rVoPLeiQQPBHagQyW8Nm6MzsDBbBhCnxE/Y5nfr75WdVkJBvcEn4nmz/LwoitiAPlyQ2o +V45rOKCzmMMkMvqx3Fw91PItRRgsguIZhUdvUp7Zbi1hBJkLvu4R9nCR9jXk0oIAG1e8/ptnf5Y 6Ra6P5eOnW5LCKV3Z26sZWMjH/g2bM7Bm8UykRuT+h1GuxeHwx6AfpZfmS4LsVdirsVdirsVdirs VdirsVcRXY9MVV9OueCx2cv2kULDJ2cKOh/ygPv6+IG0wZhPbqwIR+XodirsVdirsVdirTcuJ4gF qbAmgr898VfJXmG61O61y+n1MMuoPO5uUYUKvyIK07celMxy97o4xjiiI8qR/kXzDLoPmixv1p6P qCK5Vq0MMh4v9IBqPfEGmOu04y4jHr0976he0hY1pxPtjPTQPk8Laz6gn8xyv8mO9PEpXNlKtvI1 uQ84UmJX2Ut2BOQyaQiJ4ebKBHEOLk8y8y6teWbn9Nym368In+FTT+RRs30ZoDptTlnw8Jv7Ho8A wxjcKY/ZeaNLurb16tFRivpsKttv+zUZlT7A1InwxAl59Pta8/aeHEPWaPcmVtcwXMQlhYMh+8Hw OazU6XJhnwTFFydPqYZo8UDYVcob3Yq7FWWeTP8Aea5/1x+rNnoORdL2p9UfcyLNg6p2KuxV2Kux V2KuxV2KuxV2KuxVTnLKqyqCWhdZKLu1FPxhfdkqMswz4ZAoKcRTRTRLLC6yROKpIhDKQe4I2Obd guxV2KuxV2KuxV2KvJLq88qaf+YupWnmuysliWt3YXxg+0ZKyn1zX4234rVTUj5ZUavd3mGGWWmB xGV3RF/cir786vJA1KBYtOku4lYc70xopQDYMit8Zp/scTMdyw7Gz8JuVeT0bS9X0zVrRbzTbmO6 t36SRmtKitGHVT7HfLAbdPlxSxmpCii8LWkfm7zbYeWdOW9u0aYySCOOCMqHYkE1AYjYU3y3FiMz QZQjb5z85+YtU1rUZ9QvI5Li6lFbWzjP2Yw1FRS2yqtfiP09TvsDUBwgWWcdbCIqG/n0/agl1E2s BWZEjfkfShVuRCdi5Hc9dsnAyrcOFDs+epnxEmupr7k4tvPVhZW/o21ozfGTV36r4mi9aZz2r7Ey 6nJx5Jjl0HL7eT0+jxw08OCA+aY/4/0z4aW8xBA5fZ227b75oZdjzBI4g7qOCRFou286aFMaM7wE 9PVXb715DKJ9mZo9x9yDgkEY/mPQkXk19FTwDVP3DfKBosx/hLURRAO1r9O/NjQtIt7hIo5bq7m3 t4No1ITZmLGpp8Q6Kc2uj0M4XxOLqtAcs4xsDY/oQFj+f142pcLm3s5bYP6ckFuzCZT8RpUuw5UV tio6ds2B02zTPsvAfTGfr5dDvvz7uT2e2uIrm2iuYTyimRZI26VVxUfgcxHQyiYkg9ESlrMy8gNj 0qcujp5kWxtSIIND1GUkJdirsVdirsVdirRIAJJoBuScVebW35qXKapObmAS6aWYQLGOMiry+Emp 3PHri6OPaxEzY9PR6LbXMNzbx3EDB4ZlDxuO6sKjF3UZCQscistbiAtI+nzozRMUliR+UfIdUdQS Fb3pX9WXYs8o+5AIlyKc21xHcR80qKGjoftK3dT/AJ/hmzjISFhCrkldirsVdirsVedfmf8Alh/i KT9MafKIdQhiKzQ8KicICUpxHL1P2d67U6UyEo27Ts/tE4LiRYPm8k1L8vPM1jodrrDWkkltMjvc qqnnblHZaSr1HwryrTbocqovSYu0cU5mAO/Tz9z0L8hNN1a0fV5Lq2mt7aZYPTMqlA7DmarypXZu oyeN1HbuSEuEAgnf9DP/ADR558t+WVQapc8Z5ByjtowXlZfHiOg92IyZlTqdNosmb6Rt39Hj35m/ mDonmSXTZbFZEt7RZTWZArs8hXYULfCOHXNno4EAk7WuTSyHFjBBJ5kch+3yeaeYdQuLxLZbIvH6 Mwmej8OfBHKq232S/Goy7NEmqadN2ScW93JKoo7+NiGIblIHMhNVbmQ0xIPxAfEwjA8N9spgJg07 DHjyw934tax1IwMFUmQxy8S/pgciDx5Acv2tgOnH7TV2wkZCP7FIykV+r8fjmmtu7kkHcDMbXYoR FjmXoNFllI0eQT3yz5Y1bzHqaafpsfKQ/FLK1RHGnd3YA0Ga4C3J1OphhjxST/zZ+SnmjR3g1O2Y albwxyLOLZT6i8yhNYyCSvwdV3+WSMSA6eGvx6jLAk8HDfPryr7vJ5ldeWppVigEqo9uphhUxFiq kBV/bDeovBTyBG4+YxE2c+x+Lfj6V9Pl73pvkj8mNW1u7t7vUIZNO0uGR5ucq8ZJPVJLCNCK78z8 R2374gEtGry4cMuKMjLICTty37/1PY9B8xeXtR1e78v6XLWXS0Ct8NIyiERsIzUluBoD+FcxPypJ 5urz6XJCAyT5S/H2suUAKAOgFM2AFCnBS65FJ3+dfvzV6gVMswpZSl2KuxV2KuAJNB1OICvPPz+t 9TufLmn6PZyJb295Mz3lwQxYGDi8fEIUr+8oftdvah2EgMYGzr9XqfCokWPx+14m2ga88V16l2rN dpOrxNNO8a+sJ/hUGgAXlDSgFOLU671+JAch+NnWjVYRVR5V0F9P2plpFh+YMuq29jY6nMNP9SQp ZwXt4ryqok9FXqwSgDLz/mp8XLI+LCuW/uDdi1kSOCAlxH3V509m/KfyprGgeXqa4ANXmYiZUkaS MRoT6dCzMzHidyxrlGQgmxydjpsAhZAri6bfo2Zppd7aIWlklYS3BAZeDemnGoClwvEMK0erfa27 Zn4TGIq93IKbTTwwpzmkWNK05OQor8zmShDNq+ng/DIZB/NEjyr8uSBhkDkiOZWlC51pkheSC3Z1 QFucp9FSoFT2d6/NMqlqYjlumkyU8lBoRUVoeo+eZCG8VdiqGaB4mMkALBiTLAT8LVNSVrsrfge/ jirGvM/li+8w69oF9DciLS9Ll+tTLyYNJIHUqoQDYgKQSTXcjbISjZc/S6qOLHMVcpimLfmR5An8 z65LqGiH6xdW8XpXkLkJCZE2WNJD+3Q/EvQdyDlnBwkSPybNH2lwQOHkD/F3fDqfu8+TyXUfIvnS CfhcaPeGUnioSB3U9gEZAyn6Dmbj1oJoig7KOLDGHonE/H9aCi8q+ZGnaL9F3QkiIEsbQyBlJ7Mv GozLkQY7Hm0jUQiQSbelWn5AaheaUl1JqiwXkkYeO1eB1ClhXjIzEMtP9TNXp5nFI3uEarteM9hH l1tT0X/nH7VZbt01i6W2thGSktuRKTJUALxIXalTmZPVivTzcM67uCSWHkvyVbXEv6V16ekcrRfV oLV1l4qaFnZ6op26Dlmn1PbGGcQN7vud5g02ribjGO458W363unkrSfKun6Mn+GwjWcx5PcAlnkY bVkZviqPDanhk8U4yFxNh57XTzHJWbaQ6J/ljhLfTj9T1OI9SnHnQcqeFcU30eceavzU17StY/RN p5clM0srQ2M9wzBbgq3CsSKvxAmlPj75WZl3Ol7Lx5IcZyCq3rp71T8rvy6vdBuLnW9X4pqd2rRp aRHkkMbsHbkRUFiVHQ7Dua7MI0x7T7QjlAhD6R173ouWOnQ9zbGQ8lNG6EHvmLn0/EbHNIKGNtOD TgcxDgn3MrXx2Ujfa+H8cshpZHnsi1FOKyDmKgHcZRGhLdKYiOBlBCqQehoM2ghAjkGLawxKahAD 40wjFEbgLahf6Zp+oRLFfW0dzErB1SVQwDDatD88lKIPNrnjjIVIW8m/NuIRanaRx2cUFuI29OeJ OJYg0KNTb4diPnmrzyuRHc6ftWNGO23epfl3oLJrSXl6Y4mjRjbW7SKJmcgfF6VeVApPXIGEqujT Z2dopiXHIUOj1HIO7aIDAqwqDsQehGKqa20KsWILuRx5SEu3H+UFiTT2yUpyPMrSrkVUbxTJbvCv 25x6SD3f4a/IVqfbJ4o3IBBTzNwwdirsVdirH57uW6nlispWg0pnpdagmwD1IdIG/wAo/bk6Ka0+ IkrYBw7nm1k8Ww5J3a2tva26W9vGIoYxREXoMgTfNmABsFXAl2KvGv8AlbXnK88wR6VpVisrNKY1 aS3MSN8ZC8+cnIEhSPgrTqaAg5Txl0/5zJxVxRN8gOfx7q67hP4fzckt/M6eXtU0e5R45vq15q0S f6EH9PnzQsS3p8vhLHvg8cA7kfN3ePDMwHF9XkNmC/mfeJrHmB7jQ4lt4YVaGa59Hms8oLfvfhKV +Ijeu4Hypp9VKMshIgSPl7/m9j2bGcMIBzRiTvRo0CNuoqubMPyQt9Wjsr2WYI1jKVX1V25ToPi4 pybiOLfq32zI7MBuRA9H6XB9oZR9AJvIB0FCj8/veoZt3mXYqhrjTNPubu1vLi3SW6suZtJmFWjM gAfj4VAwUzjklEGIOx5onCwSTzFrGqafdaXFZ2kk8N1cpHdzRwSXPBC6Jx4xsnp8uZb1XPFApqCa Aqsfn8/+afqEl3a+U7uSSJXU2cgmjdpEe2VuL+gfhHrS0IQh/TqDx3xVXPnzXwszf4Uvhwv72ziU hy0kNpbNPFdDhE4VLiRREtT1O3LpirJtDv72/wBLhub6zOn3bF1ntCxcI0bsh4uyRFkbjyVigqpB piqyeGRZGPE0JJB+earNikJHZmCq2YlDEUPA9a+OX6XiB8kFGZnMVK7mkhtJpo0WSSONnRHYRqzK CQC5BCg+PbCBZSHyjqv5j3t1f3EmqRXOoQK7zR8ZULxhjw4EkIisOKclVKfLfJ6jT459KI7v0sdV pceYDisV3Mn/ACw17Sz5nm1O+ikHKV4I7mnKKKWWu7FeR+L7Ar0qa+09XEyw8MOnTvpzTvCh0e7Z zrjuxV2KuxVU02H1J5Lpt1SsUHzB/eN9J+Hfw265sdLjoX3sCUyzKQ+SLvX/ADVHfX31a4vJ5IWX 6pZEMlvJF6SMzevw+3zLgDn26d82U7BND7NnU4+EgWfje/Puv9Cg/m/zdHcQxVklWUP6DFLiA3Dr FLIFAkc+gVMarR6lq1Gwwccu77PeyGOJH1H/AE3LkiLTzH5ul1CGKV5HsHosk/p3ELNyWZuXGSQm MKYkUqwNeVe4yUTLi5be5hMREbEjfvvufWkUUUMSRRII4owFRFACqoFAABmsJduBSHEEtt/vMA0P U25NKdz6Z6D/AFTt7jFW/XvH+GO2MR7vMyUHuBGzlvlt88VU7mS9t7eW4luYEiiUu7GFzQKKn/du JKJSAFlimseStW1vTFK3Mek6tdSie71WBP8ASkjdCpgRqcl4AqKh+243OSwyjGyRe3ycUacGp0BO 7O2/utb5U8jaVYR6lo98z6jeQ8fTvroBpDDcRALIo+ypEiSAEeH0ZLUwjOp0LIr4j8ByMEjD02aB Zjpk7T2MMjjjKBwmUbASIeDgfJlOUQNhtmKKWWfpaXrl/bLEUtr1UvYhFGWHq/3U/wAKAn9lG6dT lcKjMjv3/QW/ITLHGX830/pH3n5Jk+oxhGMcU0jgEhBDItae7Ko/HL3FLFItavxOZ1mYsT8SMTx/ 1Sp6UzL4IkOu8WYKajzZ8IrbVbvR6D/iJyvwfNu/N+SK0/zDDdziF4/RZvsHlyBPh0GRlioW2Y9Q JGuSbZU5DsVcSAKnpiqnHcW8jFY5Udl+0qsCR86YSCgSB5KmBLsVdiq2WNJY3ikUNG4Kup6EEUIx BV4P5n/Ku/tvNUGn6Rb3Mml3PBjeshkjhDMQ/JxxX4AK0JBObIaseGZHmHOhmBjZ5vQ/JvlFfLen zWZu2vBNJ6pLIEUfCFoFq/h45zur1XjSBqqaJz4iyHMRg7FXYqsf1HZYYtppKhT14gfacj/Jr9J2 y3Fj4zSCU2hhjhhSKMUSNQqj2Apm1Apgvwqxv/lXPkr/AKtif8jJf+a8u/MT73H/ACuPuUz+WHkI 3C3B0eE3CqUWYtJzCncqG5Vpg8aV3e7L8vCqrZU/5Vz5K/6tif8AIyX/AJrw/mJ97H8rj7mSZS5D sVdiqWahS8v7fTgaxx8bu8H+SjfukP8AryLX5KR3yJ3NNOT1SEfif0fb9zyj8/fOPmHQNR0+LTNU m0yCW2eSSSFo0BdZAFWsvw8m6Cu3yzYaWMTH1cr57d3Lfbdp1Mpg+nn3b9/Pbfby70r/ACR876/r /n24i1C9luY47GtJGqxDEMgdCAylTyoD4175bqJ45YyIxqiPt+5rwQyRyXKV2Dt3cvm9vtB6GpXV v0Sel1F8z8EoHyKq3+yzUR2kR8XZy3AKzV/3FxYX4/3RMIZT/wAVXNI/wk9Nj8shm2MZdxr4Hb76 b9P6hKHeL+Md/usJll7isO8w+n+mpvTNaxxmUeElD/xpwzJw8nA1VcSX5a4zeKouLV9SiACXDUHQ NRv+JVyBgC2DNIdVQ69qxFPX/wCFT+mPhxZePPvQs95dXH99Kz+xO33ZIRAa5TJ5lbDNLDIssTFH XcMMSLQJEGwynTddtbmMCd1hmH2gxop9wTmNPGRydhjziQ32KZqysoZSGU9CNxlbeCgrvWbC1nEM rnn+1xFQvzpkxjJDVPNGJoouGeGdBJC4dD3U1yJFNkZA8l/XAlLZ4jG5H7J+yfbNTmx8EvJmCp5U l2KrQZJJPSgXnKN2qaKo8WP6h1y3FhM/cglMbS0W3ViTzmenqSUpWnQAb0ArsM2ePGICgwJV8mrs VdirsVULq/sLTj9buYrfnXh6rqnKlK05EVpXASAwlkjHmQEP+n9C/wCrja/8jo/+aseIMfHx/wA4 fN36f0L/AKuNr/yOj/5qx4gvj4/5w+bTeYdAVSzalahVFT++j6D6cHEEHUYx/EPmoeXLu1u4ZbtZ o5Lu6b1po0dXaNDtFGwUmnFAK/5VcYm2OnmJC73P2d3473a15S8t65LHNq1hHeSwqUjaStVUmtBQ jMjFqJ4xUTTPJghP6gCs0fyV5V0a7+uaXpsVrclSnqpyrxahI3J8MOTU5JipGwjHpscDcYgFGamP Se1vRt6EgSX3imojfQG4t/scxMm1HucmG9hX1C0S8sbi0c8VnjaPl3HIUDD3HXDkhxRI704cnBMS 7ip6VeNd6bBcyUWVkpOB0WVPhkX/AGLqRgwz4ogstRj4JkDl093T7GG3EqTXVxNHUxyyu8ZO5Kk7 Hfx7DsNsz4Cg6bNIGRpTybU7FXYq7FXYq7FXYqqw3NxCSYZGjr14kj9WAgFkJEclMkkkk1J3JOFi oXup32m2ct3ZKzzRgHgpIqK71p1oN8o1MzGBkBxU5mgxDJlEZS4AeqR2f5z3p1SeEPDdW8RUPHxC yx8t6sFO/ce9M051xErMfQeT0seyhKFRl+9jz6j9H7HoFt5rjmRTNCrxOAQ8ZqKHuAf65tjhjIbb h5z8wYmpCiE0kS1Nt9ajkAh48qnpTNfPRWfS5XiCr6IDT5pdRLrEhijQ0kmNDTvRf8qn0D8MH5Ex O5Y483ELpO4IIoIxHEvFRv3JJ8STuT7nMsADYMl+FXYq7FXYq7FXk/5/XL21lpk0ah5lW69GMmnO Q+iI0qf5nIGVZBZDpe1MXiZMUTys37tr+x4nYapd2qWVhcOwmEz28v1ni9y4orREKkhDfBIvORS1 O4pUrExB3cSWjx5JHJH6aBFbR8+nly2tAR+ab6x0q2EzpNMtjbXgZlPKWN425oXeVR6n7rly3Jqa IaHDwAs/5Nx5JEiwOKQ58qPQcPL8Wj7rW9VNre+l6ay+hqL2pRCWVrGf0lryZg5cMOwoR3rQREQ0 4NFiuJN/wXfL1D9b13/nHS7e7t9UnaRJSWZRLGWKOEuZlDJyaQ8WAqByIHbbJwG7sezsYhkkAK9E Nvh7g9ny1275u8/+YPOFj561FdPa5msIS8i20ayNHI4nm9ZOSxP8fpKvAGaP4qfarTNbUSTZr1Hr +39Dn2QBQ6D8ckJp3mnzlPe6da39pKkVysy3soWX00aEMp+IuaBpEqnIfEjDf4firnGPCSJfazhK Vi4vpTTSTp1qSakwx1J3P2Rm0h9IdfPmUJp4EOoajYMB6bMt1CvbhPUSCn/GVHY/62VY9pSj8fn+ 1yM3qhGX+afhy+wj5MZvrCSwumt2B4AkwMf2o+2/iOh982WOVh0ebHwnyQ+TaWO615yg0nW/0dPb l4U0+fUpZ1ejBLevJQrAJ+z1aReo7VIiZUW2OOxfm6DzvYXF59Wgtbhv3lvH6rCNUK3ULTI61etB x4kEA1OwODjU4iEy0DXbHXdLi1OxJNrMXCFuNaoxRvslh1XxyQNsJwMTRTDCxWTTJEnJvoHjmNqt VHDGz8HJ02mlmlQS+S6nc15FR2A2zmcvaGaZviI92z0mLQYoCuEH37ouyMpjLOSQT8Nc3fZUskoE zJI6W6btWOOMwIAA9aRGbR1aQeatWtYIVs2uXheYj1REod/TNa9SoWuVZtPPLHhieEdXJ0mrx4J8 co8ZHIefe8/1/wAtaZLrcFxo8jwXDLHS4jCGSRZACY5OSkEE0Psc0OoHhZDiA4o7bHvev0R8fCM5 PBLeyO5nvluz8xadCbS4WK4hCh45fU4qGP2lFFZvw+nNhpMebHcaBh03/t/U6TtHNps1T4pDJyl6 efnzA+2+9ktlb6/fAxQ26mBDR3E3wKTvQBlHxU9syZ5Zx/hF+/8AY4OPT45/xSrzj/x4sk9XU7Ow aKLTQkUaNx9OdSwNCeXxBa77nfMWeSdHb7XY48WOwBL7HzPcfmj59VL6NdZuhKtxJJbyczRbW2dk mBB6/FAVrQ/bXMSAJ4TZqt9+pr9f2OxykR4o8Mb4jWw+kXfTy+1MpvzV80R3lxbfpK4Ppxs9vL9Y n4OySLE0ZIjPx+pIFpHzNdjQ0BxwMhAPFL8C+/76cyUsIkRwR2+3ev5v3WsH5seamSGX6/cwwXMK SWrz3Eq+rJIgZY14JKtfipTly22UjfJcOT+ebH472PiYdj4cQCBV9flE/r8mT/lJ+YHmDX/O9ra3 V7dNbei7S200jMnNfrUbfC6o+zQV+L2+FTXLsXGJxBN7n/c33uNqPDljkYxESAP91XcD+OT3zNi6 V2KoPUdF0nU/T/SFpFdelX0vVUNx5U5Ur48RgIBasuCGT6gDXegv8GeU/wDq02v/ACKXBwBq/I4f 5kfk7/BnlP8A6tNr/wAilx4Av5HD/Mj8nf4M8p/9Wm1/5FLjwBfyOH+ZH5IzTtE0jTWdtPs4rVpQ BIYlC8gOlafPCIgNuPBDH9IA9yNwtqg2n2DsWa2iZmNWYopJJ7nbI8A7mXEe9r9G6d/yyw/8i1/p jwR7l4z3ogAAAAUA2AGSYpbqVLfUdPvuil2s5j/k3FOB/wCRqIo/1jlGXaUZfD5/tpysHqhKH+cP 83n9hPyROoWEF9bmGUUPVHHVW7MMyAacOURIUWFzwS288lvKAJYjxenToCCPYgg5lxlYt1mSBiaU 8kwdirsVakdUQs3QZVmyxxxMpcg24cUskhGPMpXNK0rlm+geAzkNTqJZZ8Reu0+njijwhYtCwr0r vlMQCRbbIkA0nAAUADYDYDO4hERAA5B4mUjIknmXZJi85/MCy1WLVTdW4jMU6oEMnLiClA4+Hvx6 ZdAyramEhD+K/glOiw6jdWVwL4Rie2jMqCHkVChgGUlv9YnNV2rpOLH4h2kPueg7B7Q8PKMIJOOX f0PkzDyNdXjQ3MBBe3joYvH1GP2F/wBb/PrmH2TklUh/CHN9o8EOKEh9ctveO/8AH6HsWl2C2Nmk APJ6lpX/AJnbr93Qe2Z0jZt1cI8IpEyRrJG0bfZcFTTwIpkSLZg0bYGfyS8jspVo5irLIrAmOhWZ uUgP7vo7bt4nrmJ+Sj3y+bsf5Un/ADYfJa35HeQ2eR2gkZ5gRKx9Ilw1K8j6e9eC9fAYfyg/nS28 0HtKRv0w35+laPyJ/L4cqWrjmgifaHeMAAIf3f2QBSmH8oP50vmj+UD/ADIf6VM/Lv5WeVPL+qRa lpkckVxCGCisYUhw4IIVF/36x+Zww0wjLisn3lhk10pQMeGIB7hXW2X5kuE7FXYq7FXYq7FXYq7F WFfmzqeo6d5ct59PuZLWdrxEMkTFSVMUhoaU2qBmv7RyGMAQSPV0+Lu+wcEcuaQkAfQee+9h4fa/ mn5sav1nU7tOLiFykrFVf1DBUktXi0wKrQHpU0rmHOGSvTM/M+/7ubs8OXT2RkxRFbbAd/CevLi2 FfFSvPze8yR2Dzw6lfes1v8AWLdZJDxIeKaWMtR+hW2Y+PT6BjhlMqMzV957wP0tmfLpRjMo4hxU CLiOokRyPdH7kS35l67Pdx6dNqN96sj8WjeSoSRB6qBiGbcheSkbbdajKpwzcHFxXHnzLfiy6M5R AY+GZscht5Gj1fTGmO8mm2kjsWd4Y2ZjuSSgJJzfYjcAfJ4vOAMkgO8pD5osvSukvF+xcUjkHg6g kN9Kin0e+ZeGXR1+qh/EkuXuE7FXYqlXmDVtN02COXULuGzt2biJbiRIkLEGi8nIFaA5o+1zKRjC Ivq7zsiMQJTPuUILiC4hSe3kWaGQBo5Y2DKynoVYVBGaEgg0Xegg8l+BKJ07XtP1CygvrVzJa3Ma ywScSOSOKqaNRht4jOn/AJWxgkSBBDzP8k5CLiQUbHNHIKoa06jM3BqYZRcS4WfTTxH1B09vBcRG KeNZI2+0jAEH78yAaaCEH+gdKWN0igEPOvIx1UkHqDTqPY7YyPEKO4WHpNx2IU7e0n0mGlqEeCJv VFBwlVlPLlUfA5FPAZXDDCEaiKDfl1OXJPikeKT0Kx1u3lEMF3Wz1B1Aa1mBjJfuIy3wyCvdCcxz AucJjl1YOv54aQ89xDHp8zPayejN8YFH4q9Nx/K4O2ZEdJfVxZa0R5grv+V1ad/1bJv+Ri/0yX5M 97D+UI9xd/yurTv+rZN/yMX+mP5M96/yhHuLIvJ/nm28zS3McNq9ubZVYl2DV5kjt8spzYDDq5GD UDJdDkybKHIdirsVdirsVdirsVdirsVSbzX5XtPMmnR2N1NJDHHMs4aLjWqqy0+IHb48x9Tpxljw k1u52g10tNMziASRW/w/Uw//AJUT5Y5I/wBZn5xlmjbjFVWc1cg8Ni1d/HMX+TunHJ2B7dJNnHjv 3d/No/kR5WIQG4mpGvpxjhD8KEU4j4NhTamI7Or+OSnt0mrxY9hXLp3e5yfkP5WQxsk8ymGoiISE FOX2uNE2r3piez7u5y3RHtwxIIxYxXLbk9GtoFt7aKBSSsKLGpPUhRTNhCPCAO50k58Uie9LPNQc 6SSACgljMh7gcgBx/wBlSvtXLcf1NGf6CxXMt1jsVdirDfzE0/Vbo6PLpyXDvaXonlNobYTrH9Xn jLJ9bIhPxSqN+2aPtGQjl9XIwre+/wAne9mgnFtzE/0MS0ny955s723RpJI7RZTJH6JDKsbuZJRc D63DH6krMSzLbyUJ+EgUzEyZsJ7vx3bfpDnQxZB+P2/rROm6B5vt1spHmvGnij0hphJetKplMhXV AytIysPSpt07p8WVTzYzYofxdP8AStkccxXPp1+aF0vy/wCdbTy9FZ2ST2M8NjDDcR3FwJhJMskR b6qEn/dAQrImzR1YjcfbyyebEZWaO/d5ddt9/ewjjyCNCxt3+fR6F5NtdSg0a3XUXkkugpDtKAH3 clVaktxUqtFr6jV6k1zO7Mx3OUwKj+PIfc63tTIOCMCfUn2bp0rsVcQGBVhUHYg9CMVZfpklpqWk QxzhLkiNUuopQH+NRRuatXqRXfr1zDNxLtYkSD5bu9DlfV5Jn9NoBqLXfA1J4C0+rgUpTkJBX5fd my8Kzv339jqTqAAQOdV9qWxeW9REssk31eWKSSKWSy+zBK6iVXLKsQpX1EkHIOeSgFtg2RGCXl+P g2S1Uel9d+vTzU7LQNTbTbGWB0t5YrW3lSGRWVhexRiPlJT9loj6bClfDIxwyoEbfrZT1MBIg77n 5f2vcfyKt0tn1C3SpSGCBFJNSQpYbk9TkdVGoxDLRT4pSPe9bzBdi7FXYq7FXYq7FXYq7FXYq7FX Yq7FXYq7FUFrVxYQaVcyX7hLT0yJGJAO+wC1/aJ6e+AyEdykQMtgLYTExaJGJDEgElfsk07e2ZwN h08hRpdhQ7FUNqJhW3MkjceP2T7+GaztXFCWLikaMeX6nO0Gr8Ge/wBJ5pT9YB3AqOxzjzn8nqoy EhY5KsUkTMBI4jHct0zJ0xjkkATw+9p1OfwoGVWmUVpbUDD4wdwSag/dnUYezMAo/U89k7UzS2vh 9yI6ZsQKdeTbsKHYq7FU+8pAetenuVhH4yZj5ubnaXkU9+p2f++I/wDgF/plVlyaDvqVn/viP/gF /pjZWg76lZ/74j/4Bf6Y2VoLoordC3ooino3AAbjsaY2tKmBLsVdirsVdirsVdirsVdirG/zE1e6 0jyrc31rM0E6PEqSKASOThabhhvXwyrKSBs7DsvDHJmqQ4hUj8g8C0z88vOVzAkkmpOCYbBpP9H4 0mupWjkChwnJPs8WHTr8VOJpPEOve7cYsB4ScdAxgeUucjRqyNu47/FG6f8Anfr9ytrC99dRT3Ea SRu6QcSHjLpXiH+1wk7bcd6bVB4x1bxi0kjtiIsWL8wZR5S6gIL/AJXv5nGiQzz6hNDdtFBLcPwt wi+qpPNASaoeDADd9vs7g5KpXzY4o6SMRLLir0g8wNiOYudnrsN/09y8kecdOvPL1vPqWrW7XjM4 czSRxPsxH2DwP4ZPFk23O7q+0uz5xzEY4S4NuQJHz3YR+Z3miO/1n6nDdxyafZopT03VkaR15M9V O5APH238Tmv185SkIjk5nZWhmAZGJ4rrkx/QvNE9sP8AR5PWtgaNC1aD5V3XK8Oqy6c107m7tPsa M/rHDPvH43Zvpms2WopWFqSAVeFtmH9R75v9Nq4Zhtz7ni9Z2fk059Q9Pf0R2ZTgsN8+6jd22o6D BC/GO5vPSnWgPJGt5npuNvijU1GaLtUCUqP8MCfjbbjiDfuSq68021hcTRmKWWC04/X7lAhit+Sh h6nJlf7LBjwVqDc0zQx0ZmAbFnl3mnL0uoyY/pOx6FDXnnQMbm1ksryxe2e2WWci2kUG5nSJF+CW QVblUg7hd/CssWhog2JA33jkPc5WfXSyQ4aFH3vRNIIOnQ/I/wDEjnVdmH/B4/jqXTFGZnodirsV diqf+UeFb3r6tY6jt6dDxPz5c/wzHzc3P0v0siylyXYqhru9MMiQxRGa5lVmjjDKoopAJZmOwHLe gJ8AcVQ2n2iWE8dshJa4iaW4YlmLSxemherEmrBt6+HzqqmWKuxV2KuxV2KuxV2KuxV2KpX5m0CL XtHl0yWZoI5ShaRACfgYNSh8aUyE4cQpytHqfAycdcXPb3vM3/KH8urVmtn12KFoRbxei80YKCyc vCpBk5VRjvXr3zGPCDvMfY7T89KQH7mwAAPq5Dl+Pmo235SfltAbVk8xQ87QRJE3rw7LAkiRj7dN lmff38aUFw/nj7GZ1s/9Q6AfxdAQPsJQ8n5K/la1sYF8wxoCnohxdIWEPEL6PIy8vT2+wTSu/XfJ ccf58fsahnI/yB5Vzny7ufLy5PVPKFjplhosdnp16l/bwuwM8bIw5MeRBKEivxZdhqtjbrtbllky cUo8Ow2/teFajcyXt5dTzNyluHeSQjxkYn7s0GaRMyfN6XSVCEa6AJDDcixuwtx8EcpCF2ICgkhU G/8AMx2zKnDxIWOjtNdqYnhjXPr0vu/HknWn6qIL1Jbd/wB7H8QHiOhHyOY8OPERMdHB1ehM8ZEx 6Ts9QikEkSSDo6hh9IrnXQlxAHvfNJw4ZEdzFfPOhDUpLGY3E1q9rKJoJoPTLCRUdNxKkqkFZT2z Q9r8UJidWJR4fttMJUxyTyrbyl/XvLmVLmn6Qib0Qt1xAVTMEjWnwgL+741Aoa5p46siqA25c9vt ++2YykdFOHyhElvLby6ld3ME0yXMiS/VgTMk6Thy6Qo5PKMLu32dh2oTqyZCVAEbdeVV3r4u909M 0+P07KFD1CAn5nfOt0UODDEeTSVfMpDsVdiraK7yLFGpeV/sRrux+j9ZwEgMoxMjQZjoumfULQo5 BnlbnMR0rSgUewAzEnKy7LHDhFI/ItiAOoXcsBlsrMyqyF4XldY1cUqtKc2HKu3JR70xVvT9Plgn uLq5lM11cNSoJCLGpPBUUmi7bn38euKtRSXM2ryAw8be1V4hNyB5mQROPh2II39um/YKo/FXYq7F XYq7FXYq7FXYq7FXYq+ZPzL8t+ar3zX5mk06GkF3A0CcomcyOJJzxRg8YTaQfEQRv7ZqTOInuD9Z P42d4ISlj9JG+MD7/NK10r8xPScFGaczOVLW6pGqCFygBDSs0Zl4KSVD0r88rMcXd9/4/Q2ieavq F/5vcfsuvNZbaX+YQRvrEdzIiqm6W8EUxPKQPxUtNHXaOlWAoTtywmOLu/3X7ECef+d/uL+8vbvy l0i+k8rH9KyTQ3Prn14IHeCMyejHyZSvCSnL/KzJ0eMEGrri9zh6/KRKN8Jlwi+vf8Hl/n/yWNB8 18nmuIIZS0kE0bkiWBio9Nq/ZK+mAePiWFC1cv8AyUzEiNS8j0/W447QxiQM+KJ7x1/SPgkcFtqV 27xX08NzAw5JJEvBlap24Gp++v0cavg5YeDvwmJ+/wCP4/Vt9JqPF9JlGcD8x8Od/j3qaZI9rILa 6WktOIkFSNunxHc7Uqcrzx4xxR5PQx00zpomwTEch+Oadyec/MdixgWZWi4gQ8o1+FQKbUAr9Nc6 Hs7JHJhHeNi+Z9q6c4s8u6W4+LDdQ8+eYZNTltbu6lFsJyolEjIKLam4eu6opUlaV2oT4ZZmjGXp kAR+xxhhuN3v+1dpnna5jvrfkL2dZD+8gcx8usilCJJBRv3D+23XMHL2fhnGgKPkAxGAjqPx/az3 yT5g0nzVd3MNsJY1tVSXm6rwljkJAKMrN+0pBB6ZgY+xBe8rHu/as8ZjzehgACg6DOhApqdirsVT DStHnv2DmsdoPtS929kqPvOVTyVycnDgJ3PJlVpYWdmhW2hWIGnIqPianTk3Vj88xybc4RA5K+BK G1E/6I38nJPV/wCMfMepX24VriqJAAFBsBirUjpGjSOeKICzMewG5OKofT4THbKzqRPMBJcE9TIy jlX5UoPAbYqicVdirsVdirsVdirsVdirsVdirsVdirsVdirBvzf8uvqvlc3UCcrrTGNwOtTDSkoH 0Ub/AGOXYJ8MmjUQ4ovBrWAzzBAePcn5Zfq9QMOMyIto0OlOfKIA07W6RTwoppSPY99jTOc08jPi kepfUuzJCEPC7gK+5G6RcC7tGjmAcxNwNd6igIP45Rm4sUxKBq3C1uCEpyjIAhKbiytWeRJIUkHJ uXJQakqYyTUd0+H5bZ1+MicQSOYfNMoMJmIPIkfammh+TTqFlNcadHbiW0agtVAR6EMarQUH22+8 4TQ6MOInqyD8s/L02napdzpYiyhMXpSn0vS5vzqB0WvGh+VffIyERyUyJ5l6NkEOxV3KNWR5RyhR 0eVfFFYFx9KgjIy5M8dcQt6CqhQFUAKBQAdAMw3auxV2KoW/b1IzaICzzji9P2I22Zj9FePifpxV FYqhrn95PBb/ALJJlkHYrHSg/wCDZT9BxVE4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq06I6 MjqGRgVZWFQQdiCDir5d1+CLTfM+pW9qvCG1u54oUJrREkZVFflmdPEMuLhl1cDHmODNxx5gpT5p ZhNayqackan4f1zntDGuKJ6F78ZSKnHbZD+X9Ujtbh0nYiOanx9aMOlfbfLNZpzOIMeYRHIbspjf oEu5AOhPL7983HZuTiwRPdt8niO1sXBqZDv3+e6c+U9L8wNf2+oWELCFJAJJSQqFK0cbkchTwzLk Q64PVspS7FXYqtl4em/qfYoefypvikM8sFmWxt1nJM4iQSltzzCjlX6cwS7YK+KXYqhrf/e275f3 lYyv/GLj8P8Aw/P/ADpiqJxVDWX70PdnrPT0/wDjEpPp/wDBVLeO9O2KonFXYq7FXYq7FXYq7FXY q7FXYq7FXYq7FXYq7FXYq+dvzXs47bz1qHpqESb0pqDxeNeR+lqnNhpz6XW6kVN595kv5vq0MSUa SMn4ipcohU78VILbgCg3zFyaSEZGUdjLm7nQa/PwUaMRySKfVYIaczyBiaVHQqQ4VSx4jly6Cten viIxDmz1sj+xnnkD6jrurJa3yS1jLI6bHk6J6nxMDspSh28aZkwmAKAp0Wq00t5k3v15vcLLTmeM JAixxRgBRTioHgKDIkuFGJKrc6bNAhkLKyDqRt+vEFMsZCXG6j9cQipatCew2rmEe0IeMMQ3k5Y0 E/COU7RQVt5k0e61ZtJtbhZr5W4CNNwZOfAxh/s8lbZhXb6DmV4sbpH5DL4Qy16JGmZWvlMkg304 df2oIhQH/JLtuR8lGVSyksoaYDmyLKnJdirsVQckgtbuSeVT6Eyopn2IQqSOLeC/FUGnc1IFMVak uXul9CCOZFcgSTMjRBU6tTmFapGwoOp9sVRiqqqFUAKBQAbAAYq3irsVdirsVdirsVdirsVdirsV dirsVdirsVdirsVeUfnl5cmlitPMEKllgX6rdgb8ULFo22Gw5MwPzGZWmnRpxNVCxbxbXfLN+ba3 vZUaKC6B9H4mRm4d/hINPi28ctyVbldnyuBj3JSfLNo6kSAAFacE5BfsGPoCB9huPT9Qyqg5/hh6 d+V/lHVNJvpdSuIVSG8h5q5IYljwC0WtVPFfDLABTqNbn4jwjkPvegan5PtfMV3+kGv7/TJuFvDc Np8yQevHbtK4ikPps5RjOeS8qdPpqlFrx5Nl9p5UtfLmnTSR6nfXFpBDT0b2cSQwxxu8pZRxQLQS cf8AVVR2yJPACdzTKUTPbZi955u0KCKLVILtJrWedLeORCD+8lm+r9yPhDg1PgD4ZzeYSjqTPFz5 7jy3H473e4QJacQy8uWx89j+O5DeT9O8t635z+taTF9T1dH9ea7QKXQMzs54NyG80DIwI+1mbjzZ pZBdAG+X480Ewji4auq5gA/Mb9O96lq/mt/LNmbvzIqDT0PE6nbD4BUE/vYWJdOn7JYfLM3iI5tE cEcl8Bqt6P6/7Enh/O78vZkLJdzgAlfjtZ0NR4B0U098eMNuLs3Nk+kfo+9f/wAro8gf8tkv/IiX /mnHjDb/ACPqO77Q7/ldHkD/AJbJf+REv/NOPGF/kfUd32hP/K/nHQvM9vPPpEryx27+nKZI3iIb fs4U9skJW4OXBKABPVOsLS7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVk8ENxC8EyCS GRSsiMKgqdiDirx78xNAurrT5IrdS8+nzMQh+20YqOn8xXi2ZYNi3H00xjykHkXnXl260m11SOfV IWmtkBIRQCOf7JZTSoHhiHZ54zlGomi9e03VNP1K39eymWaPoaVBB8CpoRk3QZMUoGpBPrLUYY7b jKfjXZQB1FNsiQyhMAbqer6on1GRYG+J1IYnagPz75h64mOGRG2zl6OQlmiOe7yqPyBaXllb2Gqz Sak4AiZIx9XWYmRZAGVCWqZhzrz6k9iRnOR1k5TrGKJ+P428nopaaMY3M2A9r8s+VrDRIpJEjT6/ c/FdzooFWNKgbA0269T39t5p8AxxA5l1ObKZytjH57RxSfl/cRyryieaNZF3NVIYEbb7jwyybl9m gHIRIEjhPLm+Y3fUeIktjJLGGEcbTKyv+9BU8oyI6rG/A8iK8eX0w2dvLxx9HGYjYWKPqB3P9U1u Q6t6kE0comMcfG1V/wB4zUUMfrH7orI/MMgPHvXtXHZazgHi4tiI/wAXLf1UNz0CizyPFbx3n1tZ VaT1JYFuVHppKwQUi5buoH2qnjvWtDhSDklGAl4gO/EfXys0KHU956PoP/nG31v0FrPrcuf156c6 1485OHXtxpT2wwdZ2lx1Djvi9XP+sXsOWOqdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVd irsVYr5ogjj1GOVCOVwhMq96x0UN/sgaf7HL8J6OHqojYsE1LyFot/qH1xi8PM1miiICu3juDSve mXUuPXTjGkx0Xy7pujCYWQcevx9Tm3L7FaU/4LEBqzaiWSuLomeFoWTRRyJxcVFdqda/RlGo08Ms eGfJv0+eeKVw5p95Y8sfU5vr9yD61CLaJuqBhQs3+UQaew+e2r0+hhhkSDfc7rLq55YgEUybM1xl skUUq8ZEV1/lYAj8cUgkclL6hY/8s0X/AAC/0wUE8cu931Cx/wCWaL/gF/pjQXjl3u+oWP8AyzRf 8Av9MaC8cu9UighiBEUaxg9QoC1+7DSDInmvxQ7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX Yq7FXYqx/wA0WFxJLDdW8DSBEZbhkoSACCnw1qaVb7Iy3FKnH1GMyGzHoeU9Tbo9wB9owo0gHz4B qZeZAOEMcjyCMXRtYZQws34sKirRqadqguCPpGR8UNo00lWDy9q8zFXjFqKE85Crio6DjG/fInMO jKOlPVO9M8vW9m4mlf6xcD7LFeKr7qtTv7kn2plUshLk48IimuQbXYq7FXYq7FXYq7FXYq7FXYq7 FX//2Q== xmp.iid:8c31f805-b84a-433e-b9c4-b24dc6bd725b xmp.did:8c31f805-b84a-433e-b9c4-b24dc6bd725b uuid:5D20892493BFDB11914A8590D31508C8 default xmp.iid:c1143ce6-a50e-4e7b-9be9-8d73217f572a xmp.did:c1143ce6-a50e-4e7b-9be9-8d73217f572a uuid:5D20892493BFDB11914A8590D31508C8 default saved xmp.iid:a16fd9b7-0f67-4369-bbaa-b56c38a18dcc 2019-09-30T15:02:47-04:00 Adobe Illustrator CC 23.0 (Macintosh) / saved xmp.iid:8c31f805-b84a-433e-b9c4-b24dc6bd725b 2020-01-14T17:29:14-05:00 Adobe Illustrator 24.0 (Macintosh) / Print Adobe Illustrator Adobe PDF library 15.00 2000.000000 2000.000000 Points 1 True False MyriadPro-Regular Myriad Pro Regular Open Type Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329 False MyriadPro-Regular.otf Cyan Magenta Yellow Black Default Swatch Group 0 White CMYK PROCESS 0.000000 0.000000 0.000000 0.000000 Black CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 CMYK Red CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 CMYK Yellow CMYK PROCESS 0.000000 0.000000 100.000000 0.000000 CMYK Green CMYK PROCESS 100.000000 0.000000 100.000000 0.000000 CMYK Cyan CMYK PROCESS 100.000000 0.000000 0.000000 0.000000 CMYK Blue CMYK PROCESS 100.000000 100.000000 0.000000 0.000000 CMYK Magenta CMYK PROCESS 0.000000 100.000000 0.000000 0.000000 C=15 M=100 Y=90 K=10 CMYK PROCESS 15.000000 100.000000 90.000000 10.000000 C=0 M=90 Y=85 K=0 CMYK PROCESS 0.000000 90.000000 85.000000 0.000000 C=0 M=80 Y=95 K=0 CMYK PROCESS 0.000000 80.000000 95.000000 0.000000 C=0 M=50 Y=100 K=0 CMYK PROCESS 0.000000 50.000000 100.000000 0.000000 C=0 M=35 Y=85 K=0 CMYK PROCESS 0.000000 35.000000 85.000000 0.000000 C=5 M=0 Y=90 K=0 CMYK PROCESS 5.000000 0.000000 90.000000 0.000000 C=20 M=0 Y=100 K=0 CMYK PROCESS 20.000000 0.000000 100.000000 0.000000 C=50 M=0 Y=100 K=0 CMYK PROCESS 50.000000 0.000000 100.000000 0.000000 C=75 M=0 Y=100 K=0 CMYK PROCESS 75.000000 0.000000 100.000000 0.000000 C=85 M=10 Y=100 K=10 CMYK PROCESS 85.000000 10.000000 100.000000 10.000000 C=90 M=30 Y=95 K=30 CMYK PROCESS 90.000000 30.000000 95.000000 30.000000 C=75 M=0 Y=75 K=0 CMYK PROCESS 75.000000 0.000000 75.000000 0.000000 C=80 M=10 Y=45 K=0 CMYK PROCESS 80.000000 10.000000 45.000000 0.000000 C=70 M=15 Y=0 K=0 CMYK PROCESS 70.000000 15.000000 0.000000 0.000000 C=85 M=50 Y=0 K=0 CMYK PROCESS 85.000000 50.000000 0.000000 0.000000 C=100 M=95 Y=5 K=0 CMYK PROCESS 100.000000 95.000000 5.000000 0.000000 C=100 M=100 Y=25 K=25 CMYK PROCESS 100.000000 100.000000 25.000000 25.000000 C=75 M=100 Y=0 K=0 CMYK PROCESS 75.000000 100.000000 0.000000 0.000000 C=50 M=100 Y=0 K=0 CMYK PROCESS 50.000000 100.000000 0.000000 0.000000 C=35 M=100 Y=35 K=10 CMYK PROCESS 35.000000 100.000000 35.000000 10.000000 C=10 M=100 Y=50 K=0 CMYK PROCESS 10.000000 100.000000 50.000000 0.000000 C=0 M=95 Y=20 K=0 CMYK PROCESS 0.000000 95.000000 20.000000 0.000000 C=25 M=25 Y=40 K=0 CMYK PROCESS 25.000000 25.000000 40.000000 0.000000 C=40 M=45 Y=50 K=5 CMYK PROCESS 40.000000 45.000000 50.000000 5.000000 C=50 M=50 Y=60 K=25 CMYK PROCESS 50.000000 50.000000 60.000000 25.000000 C=55 M=60 Y=65 K=40 CMYK PROCESS 55.000000 60.000000 65.000000 40.000000 C=25 M=40 Y=65 K=0 CMYK PROCESS 25.000000 40.000000 65.000000 0.000000 C=30 M=50 Y=75 K=10 CMYK PROCESS 30.000000 50.000000 75.000000 10.000000 C=35 M=60 Y=80 K=25 CMYK PROCESS 35.000000 60.000000 80.000000 25.000000 C=40 M=65 Y=90 K=35 CMYK PROCESS 40.000000 65.000000 90.000000 35.000000 C=40 M=70 Y=100 K=50 CMYK PROCESS 40.000000 70.000000 100.000000 50.000000 C=50 M=70 Y=80 K=70 CMYK PROCESS 50.000000 70.000000 80.000000 70.000000 Grays 1 C=0 M=0 Y=0 K=100 CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 C=0 M=0 Y=0 K=90 CMYK PROCESS 0.000000 0.000000 0.000000 89.999400 C=0 M=0 Y=0 K=80 CMYK PROCESS 0.000000 0.000000 0.000000 79.998800 C=0 M=0 Y=0 K=70 CMYK PROCESS 0.000000 0.000000 0.000000 69.999700 C=0 M=0 Y=0 K=60 CMYK PROCESS 0.000000 0.000000 0.000000 59.999100 C=0 M=0 Y=0 K=50 CMYK PROCESS 0.000000 0.000000 0.000000 50.000000 C=0 M=0 Y=0 K=40 CMYK PROCESS 0.000000 0.000000 0.000000 39.999400 C=0 M=0 Y=0 K=30 CMYK PROCESS 0.000000 0.000000 0.000000 29.998800 C=0 M=0 Y=0 K=20 CMYK PROCESS 0.000000 0.000000 0.000000 19.999700 C=0 M=0 Y=0 K=10 CMYK PROCESS 0.000000 0.000000 0.000000 9.999100 C=0 M=0 Y=0 K=5 CMYK PROCESS 0.000000 0.000000 0.000000 4.998800 Brights 1 C=0 M=100 Y=100 K=0 CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 C=0 M=75 Y=100 K=0 CMYK PROCESS 0.000000 75.000000 100.000000 0.000000 C=0 M=10 Y=95 K=0 CMYK PROCESS 0.000000 10.000000 95.000000 0.000000 C=85 M=10 Y=100 K=0 CMYK PROCESS 85.000000 10.000000 100.000000 0.000000 C=100 M=90 Y=0 K=0 CMYK PROCESS 100.000000 90.000000 0.000000 0.000000 C=60 M=90 Y=0 K=0 CMYK PROCESS 60.000000 90.000000 0.003100 0.003100 Kairos jovem 1 C=0 M=94 Y=60 K=0 CMYK PROCESS 0.000000 94.393831 60.073239 0.000000 C=54 M=100 Y=35 K=22 CMYK PROCESS 54.302281 100.000000 34.589151 22.424658 C=96 M=64 Y=36 K=17 CMYK PROCESS 96.136415 63.891047 35.852596 17.257953 C=3 M=38 Y=81 K=0 CMYK PROCESS 3.204395 38.449681 81.091017 0.000000 C=11 M=68 Y=95 K=1 CMYK PROCESS 11.010910 68.029296 95.397878 1.153582 CENTRO SPERANZA 2 1 C=88 M=62 Y=43 K=26 CMYK PROCESS 87.783623 62.294954 43.363088 26.343173 C=10 M=0 Y=0 K=0 CMYK PROCESS 10.116731 0.000000 0.000000 0.000000 C=0 M=44 Y=94 K=0 CMYK PROCESS 0.000000 43.674371 94.253451 0.000000 C=68 M=32 Y=19 K=0 CMYK PROCESS 67.650872 31.625846 18.829632 0.219730 C=0 M=18 Y=42 K=0 CMYK PROCESS 0.000000 18.023956 41.806668 0.000000

Here is a map of the ethnographic areas of Africa.

Click on any area to go to a page with images representing that ethnographic group. (Not all groups are represented yet in the panAFRICAproject library.)