RIFFh WEBPVP8X VP8 DW*>@I"(+` M:6@!IJgؖ~*,=Ϲs_0Я׮a+GY?q;~ݕ~ bwsAϱ2!k1,01$%֜,9@M(hd{ zᥖLJh! m9N )OuQ-z͂yQdL5:0m0kuus?4H7޷z.UB% y4y @fCjj RWI5HNe7JZV"n#x1R SW.p IƕY?O@cm|up ^"xtU< ^b:n ySP *a₊bu뜤jx7Se/JzuYC"*,RL]bұrhO%r c=}3(հ-73 ;OEFzgf3u5],fz3cwu!>^b@7ɻ~B//t'(`4-ETkb{)ǀi+]idx2ڭ kΜ~j^w٬hMkǡ:2 0DfRAoNQnƑGx+yIhWY#(i|Wpj4}z {?S@ Au<{UZxs  8uު ,UsdČ(6w`6"xm% a@!qqkX17DxAsL(,&90\b|UT2*$9t4hE =βgH3;l}ihpHPNJY`RY1 t/I[;=X(pp"Q۬4zjxv<3 5.3b;)h,G 1a%/ 弹x"Bן|=k~;[Jmo@![؃7C | #t/@ԘWcg$4xch@uBəЁq~u4qn\xʆ#u*L`xUʪH+G/,(xƼð 8Qv W):}QSR!jbFB!{C._,fPUw&p=F/ $PN3JD*mCG}a&-^iMm6O¬TH W\šHS.tW99PtQ%G#i4 EY(kD!)wqYLeAW LA{z%NoN> o, ˾QjUˡͱ~ MKJmF _5K__$3t 1z@欑1ŠAm3}YA,+cPb|p3Ec33W-DŽSiGA }D@e~\]d-=)Tfw!叇i;H7opmq %iO\"(@%$6UA0v伔cS/>ڿ1551cp{d]ԥd}cYN@հl~/m{zUMj#2hP H[qr7),/|N#s1\,O싎,aبC AG 5# H=>̢v"$})+@{aa%k cۇqla5W9C(ؿB߅1|Ob7'ʌJ:^ܹhؾb[5zo*cΫ>a}Qv[A6ĪNVvO?ΣS 6*/bpZT&GL[™L=uö!msVS:)MIO$K vYWu%%ע*Zokܘ :ē6 }ᷫ(Z1dh\ڌ YLA3<L??j jo 7k%@m8{%I3Ϛ Tꊄ=6Ġ*;[QD/ɞQKW2ې*+(df'uؐ@U6u/A `ʕA_Jk]%?^J5Xa$2R">a({^6] ‰N5^zap?U jhh|SlqM!EcY՛Z -\z])cfRձޣ$9gfe1KG=  ̒f03kFYLN prk{]435Я%P`בv' X[ĵM}w!U[&&@mTpvCeHOX'Đ~\捫&c;q63~TVkC"E{_Ʒ`cC)&'ϽV|Z@ct_W)O ȵIUC$KgqS^]J[y\X?*/NXtuk Ggh5Փ3iO&K_[x_,d[nXN+!å|H.4~)^PўQ}4Ʌ?' ܈;*W{}Ը(B`m  !A|DcvU t!N3&6{9K159rW/ +Mg:F>v/6քvvÇ@SFFϴܾ\Ί-5\:葂Ǣݱ8?:2x8ǒ350߷>!C*՛峟Վ–2Z&հa"pZƘ vjP!,Lc;R"260GR,V94ugaϺI8ʼn0112cmñc6h1k @jśTwx!ab\R7xGGa6dFZ@j;9*]a 5G[0gMXMP application/pdf 31503_Cover 2013-04-29T16:14:26+01:00 2013-04-29T16:14:26+01:00 2013-04-29T16:14:26+01:00 Adobe Illustrator CS5 256 144 JPEG /9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAkAEAAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A4Nrvl+90q+aMxulG4MDX kpPQGnWvY98ESCLHJihrbTzNA0j1MakBigqVJ7sf2V37/wBaSYko7/C7iK2dZ4y9yoZUrzKfGycZ AnJlf4OXGn2T1OELxJxe6DqdrZxSyLbelKjRwRWV1avIo4spaWONjKnMD4mlQFh1yJixeoeUPLHl l9Dl1HWNOt4Z4ZBNCbyaBnmit3pJBZx2jW0pnkZaL6kbLwKcfF8acZCJpkIhk3nW68ppDaQpFDYa je20n1DnavbvNJfK8Ja5uJzEqxqlzRuMx9OQ8mDhc1+njIGQr09P7Lod3dt05NnAWC+W9Z8p+X4L TV9Vig1KK9k9SSG3WecQz2DwLGfSugikMJWlZ1c82PpAxLzD5eTikBw7H8fjry+KYwTfzNTzk9zq mk2en85o1Emmwaibq7uZZ0llQ29tbiJjNbySmZ43G/CnUOGxsMKO5PF5/j8ebYRQeOWmtX9g9xaW UrLHco1vdW5VSrK1PhdZAFHEhTuPhZQ3YZsK2txye9lzeXfLmryacxuntLq7t2uHCym8kfg0caR2 9slpawu7KHVIkmPGgRmQxuDRLIR026/i08IvZjl35RvrpLy/8tRXeraJZhnnvGtWiMMaxhy84jMs MNN6fvd+NcyI7plCmPPaXaSUlRhIpFFK7/Dt/rV2yZCKeg/ll5b1bT/PVvNewiMRtMhkWSOVGLQO V9No2cMjD4lcEqy7qfHVdsn/AAaXw/3Qc/sr/GI/H7ns93q+n2lwlvPIVml/ukCOxagqePFTWmcj h0OXJHiiLj7x+t6jJqscJcMjv7iq2l/Z3Yc20qyemeMij7St4Mp3U/PK82myYjUxVs8WeGT6TaIy htdirsVdirsVdirsVdirsVROnadd6jdpa2qc5X+4DuzHsBl+n088sxCAslqzZo448UuT1Lyvp+la ZFcadaXC3F7AUOocWqyu68lDL+z8PQeGd5oNDHTw4RuepeS1mqlmlZ5dE7zOcR2KuxV2KuxV2Kvj vzR5etriz/fgWs9pbFrn1OMnNw0tR+7CBFLJT4q0Jpms0+qF+RaoS6JZpWvLb2Y0iTSreeBEISAG 5jCuq1WWltKgdzT7bKa1FajNpE3yTIIG+8v6OjRTzxR2aGNVhqkvALQuWlijKyF2BI5NNXb2w8JQ COqpqFvpiI0Us0GkG1LtEboTSC5DMzpHbCG1naMLvU3E/wAZbn8FSq1ykRsWyMARsn+vWthcaNcD TtSU2Vvbesl0/wCj1maJ1R40uhZ3L3BkkkmMf72MitDyVCxSkTs7NojXNid5q+jRahay263k/wBQ Hw3cs9LiMheMUkRQ+nGqOFZIuJ40pyYHaRYBFXPmDWQ8OrH6hFHbNb2n1u0hMcqSWMKRRkXEB9dP UjjLUR157sAKUUCpDdO67QfNWt6PYaXf2M40+DnJG8NqYYp/q/qRmQObdre5dA0iemk0hND8JI5H AYgNgN7Mg8qflU2oaTD5x1i3tT5XEcl5eXkdyVSRbYiP6uIiFm9SSWJld+fRqpuADMcvJrlAAqOu av5BtvLFy+j6HPo+rQIhVbOd57W5qHjnEzTj61FGYpXHCOXi1fjJCjKfEiSBSiOzHLHzmLzVbqKW Ce4trucTMl5NymQni929vI6ssNxKV5Cb1KqE+PkDls47WmEbNItZ9FFhYXN9oDXElxztirTwWEEF qyH6k6TRrEjXJFZPXuOSt8RMbfaU2Bt1/H47mIDM/J5/L5JbKHTbtm19RX0Zbv6+fSMTFlFxHZwr zG3NBIE7qWfmBpe2BI4Cfd94dj2ZGs8fj9ybeYndNc0BkjMrCaeiKVBP7k9ORUfjmm7NAODMCa2j +l3GtJGXFQvc/oU6Xlhquo61cW5VJYAFgVl+xAKl5H+xzNaKK/Tl1Y8uGGCMuUudHmb2A513lrue PJLKY8xyvoO88r7gmMmtS/W/q1vYyzt6C3HMNGqlWrsOTfa2p/nXMKOgjwcU5iPqMeRO4cmWsPFw xgT6eLpyW23mCK6iMsEDshtVvIiSoLK1RxpXZhx+WGfZpgQJS34+A+SI64Ssgfw8S6fXUhtobhoH 9KVYWZqqAPXYKoUmnJhWpA7Y4+zuOUo8QsGQ/wBL1PcEz1vDES4diB9v3ppmsc52KuxV2KuxVE6d p13qN2lrapzlf7gO7MewGX6fTzyzEICyWrNmjjjxS5Jj5282L5D0iTSfLcH1/wAyTIDe3lB6dqrU AeQn4eXxD00PjU9QG7jRaGOmhUd5dS8pqtVLPKz9PQLf+cc4L1dJ1u41Cc3GoXl0lxcMSWILoSKu a82PUnM+AoOJJ69k2LsVdirsVdirsVfJf6a0c6Ze6XLqUdx+kpJJVunpEsfrFyjIqwwq6Ruv734R Uig47U1mbAeLij03phLHvYQvmzy5axm0S1uUNzII1t7po/qZKCNVR5ZHfg3qbMXH2WY8m8LdNmse SYmxbzm7m8yWV5PcR3ZcuaSrNIrNUjr+8+Ag+IPTMvh7mWzhPd+YNXiOrN6K28CR3d/aJbx8LONi S0iRCJZZKlUUu27cVLdKAWnalSb6mbP0XuhGoY+lZRhmps7JSppRS3E8n5AHoaZIyDEDuQtxBbRk vLG5IFCoYKtCOuy1oR/n2xNBRZTby/qk/lzWLbUCWtC4Ika3e4inS3dSkjgxSW5YgszAep9pKN8P XHMweTcIEHdkGlflH5z83zxSafpv6M00pFx1W4T6tCYzCnGTgxaR/W5VBQMCSePU5LGbZT26vRbK bzn+V3kY6Pqd3p97HqJeOy0S+SW8R4y8n1mT0j9TaCB45IgYpDISzEkIWK5KcjAWiAEjTxzWNFTT dbs9RsRFY3NzOJrJYJJIvQcNzBQszuFi2oeRetOpIyrBqfENUuXTmAvia1bT9e856veXbw2mlrcy Ryy2tlEUtzKEERdQ3FfUkCnYbs1a0G+ZYh3tAl3KUvl25NuPrTy6gYYgZo3Rh6USGKMzwg8OX7tU Wrfs9qLVUxtAlSZflcmkL54jNpE0nL60YPWH7yCIglGJjKKxZAFqRx32UEgjUds1+Vl37feHZdln /CI/H7i9d1HRpLy/tLwXTRNZFmhjCKV5OvFia7nbOW02tjixygYcXFz3L0OfSyyTEuKuHlsu1XRl 1GWFnuJIkiWRGjTiQwkABPxhqMANiN9zkdJrjgBAiCTXf093TyTqdL4pFmqv7Umvpp9K1O1T6yzI tskE0zKhbhykYyUAAqgSv9c2eExzYZSMeeQkCzzofe04tNM5uGMtxj51/SSyHV9MjeOEPLZ+lA9l 6MRgJWCOWRS7mV61Ai5Hiu2/Woy8xyEEkCfqE7PF9VR5UPOhZc2XY+w4JEenh94O/dzs/wBijJqm jywxh727b07dYI3X6oQzRcZKJ8TgP+8VT05U6mmWQ8WJNQjvLi/j62N9vI+6+TXPsOUqBkdhXL5H l5fregRV9JKkk8RUtSpNO/Hb7s5SfM03gUKX5FLsVdiqJ07TrvUbtLW1TnK/3Ad2Y9gMv0+nnlmI QFktWbNHHHilyVvO35j6F+XsbeWNFlS6833MPq3M5HJbZTQK0lK/Ea1SPw+Jtqcu60GghpoUN5Hm XlNVqpZ5Wfp6B82+YPOM815K/wBddp5XMtzJCWd6Pv8Abb7THl9rl9PbM6mnYB9A/wDOJN9cXXlj WvW6R3cYjXwUoWoNhtUnJNUnvGLF2KuxV2KuxV2KviPUrS8t9NNzboYQebR3UMkfGNWZKRyBErsC KqrHg2+3TMWR3ZUWXDULOC2sDfxRIFSNoyhCsrMZzGskivyEioSzKo2ZRtUtXXxBhMnv/Y0Hiixn zP5d1RYFGqwRW9yIDJDp8KRs6wG49JVldXAYkvVeCs1OoUb5nYsgjt0TCVsIk0GysrUyQSEXLOwm idahY/h9Pg4bcNyav+x965Mj8mxAj1Jk5Bi6xkCtK/dTKatnaOtJmjhWNWbpQD4dj1oAQcjKFpjJ NfK+i33mLXRo1lZT6hJNL6oijkihnZYeTyUlljKqTFz60HKmx2BjwkcujMG3sGqXeq+T/Iml6FYw SaML+WW+9a21CWe7YiiIzXVmttankoA9NOQ4hS3xGuX8XCN+bXPns8lOv6zqt7qcmp3r3eo2cxZL idwWmUmjQuaUowTjv02/lGQyG2I2Sq4k1DUHjktQ0k1vcyqXYycxDcIrAOWdooxCCV2ReNaMSONI YfTsznLibvrrzdoMsVpqMN5pjgJcQx3AkjZvtKky8+xHIBh2zJ8QsOBj15rF7eznnI8rBeCJ0AVe goKAAYNyuwZ7+Td4za7bwXMzPKFcWikIeMQSRnQE1YKWcN8Pf55qO2R/g8vh94dh2WB48fj9z3LO JesdiqGs7V4vMC6lc+nc2QjERsSjIxAqa+sr7Hk3Zen35n4tXjjiEJQ4vVf1VfTu/Tz+TiZNPM5D MSrauXx7/wBCfT6fp13C9xpAaJowXnsJCGdVG5eNtuajv3GHJhx5QZYrsc4nn8D1H2hYZZwPDk3v lIfp7vuQV1a6PcaXJb3ZFzJs1uqKyNG9d2MvwNTgWXjv1wYs0ccDRuR5bct+8/c2gz4wRsOu/P4I ZVVVCqKKBQAdABmCTbc3gV2KonTtOu9Ru0tbVOcr/cB3Zj2Ay/T6eeWYhAWS1Zs0cceKXJr8yPzA t/y+0qTy/wCWClx5uuY63d+6847NW2DuNwZDy/dRnb9puwbvez+zo6eFD6jzLyWs1ks0rPLoHzOm ma1eTz3DSSz39yRNd3zFpJ3JckerM/IKSw7dOhrmz8NwPFO6K0jyHcTUaaOWFIj++eT1GUyyNwT7 AYgswpQDsO+S8LvaZamI62+lf+caLFbHStetA4laG5gVpU4GNj6NaoUd1pv/AJ9MhlFU2YJ8Ubez 5U3OxV2KuxV2KuxV8vXFk0GmCKOFDJ6YVkQBSQFVuNKbK+xO3cHbbNfIm3KiNlPUNRsdMgSK8iSE sJGWLnIDuyScfjeQ7S1kpXiaDkCRtEDiNFjOGyVWlrpMkctxZaslw6Bpo1eJJZZTJwSReEsywmkA 4nqex6s2Trh6bNMcY6ITz15US0eKJrYwSzqkkycKQwGZAUiBijESRuQ/pL6jEBDU7VaWDKbN8mES S82vYI9MpC8bLGDRj1AP+VvvXtmYaUgrFDTTp9WkhMklI4zK8caguQgLySlI0Wp3ZmAXrUZEi1RV tfavdJYaXZvI10kyR2NjBGCJJLmjS1ZKF5mlCpUipUAVIRRgIZB7Y3nWztPU0rUyuu+WbRVjiaaN fXjtrdDAksRj40f0aE03r9mhOYufLUiCygxPyJ5Y1e61e81HTNOj1DSteE9/ax3ghaSC2S8kijFy jsEjkl4sBx+0OXBjxbjDPEkbdGUbC9NEsNI1HXE1GaytL0xRz2tvMIzEZrxCsJUQll4xtAszLThQ gMvE0wYomwSeSk7HzWX3nxfNF7FoPmiU/oCK6ARnElwY2YMjyFouVyeTEHhFIEFKgNmXe1BEY96a 67+Vfk5PLL6n5O8tz6vE85tLXUWnuIpbkoivI0NnNxll+Lmv7sGnps261AG/ep9yL8u/lhBomqw6 naXErQ2iUniuLWW3kEs6MpQmQNy4srAfF+yTQAqW1vbEydNIe77w53Zkf38fj9xZjnEPVuxV2Kro 5JIpFkjYpIhDI6mhBHQg5KMjE2OaJRBFFVuLiOertEEnP2mQhUPvwpsfkQPbJ5MglvXq8uXyYQgY 7Xt+OqhlTY7FUTp2nXeo3aWtqnOV/uA7sx7AZfp9PPLMQgLJas2aOOPFLki/O3nvSfIFj+gNCngu fN900ST86s0fqmi/CNuX8qFhSvI12Dd72d2dDTxobyPM/jo8hr9dLKeI/SOQeL6lZX0CwX1/I11P LdSc0SNJJG5V9WWZxzVnidK8JW5EGv2Sa7cRdVPN0TS2tbXTVn+vG0W0kj+sl1jMchJjNDFEHFAG BFG479qLvKzfk4omJb9fs/H45pXqXmDTo7GL93Ml5IkUU0g4eqLdARHLE0iBiHVw+yhiaioyJO7P FiO98ufx7i9t/wCcdLyK60TVnMgkuknhS5ZF4x1WKi8K0NKD9oAjp2ynJzcnS4+EHzNvXcrcp2Ku xV2KuxV2Kvlbyh5ghvrO4tJVW31RGQGCpjFKBGYBiyspb4pFpX/YjbB1EDHfo5OKV80X5r8uzatp /wBWijkSZUluBc1jRyyxt8Kmp+3XoGCn7sxITFt0o7PN0sNV0dtOMYblbSUWiBQSjsPtLxLipI37 k5OWYElEMVbs30HSbW30u7urq5up7RroA2odJSzlF9Mswdfj4ysNl5V25U6Wg7gBo8MBS8weWdM8 xWXr2NFjhikBmkjSH4gR8NyPUfip3CmpofEfZGLUcJIPJsyYrFjm8mPlybTNRn9S1Mi2ayNJayVD LIoKJUK0bni7BqqahantmxJ2cOt2Zfl5pPmHQ9UtvN1/HDe2lndXEM81vJBfSW9yI5Et55hykiCy TqfTkqd159GjL4/ixvZkBeyIj0yw8wXN3pN1fwab6voMZZ+bh1e5X7PpigHpxO3J2UV4g0qSuMD6 +K2YGzf/ACr/AM2HVrqw0+GO8gEMMvrwzxBJIpZJVjfkziqkwE+NetMJxbAqCUBq3ky90d7aS/b0 EnuAgCsr7QwsztEUdjVWorrw69OhqYE77fj8cmUdiLZv+Tfkm91zV0upoxq+lQQPFcXFzDyihpU+ jApkSF5WD/D6gZUrXjsMuxiUjvsyyGI5G0j/ADDPnPRfNF5qF3bS6XqVyBfXUYuI3CeuaSAUak0d SRwXnRfhPLiWJOOQlYO3xXjjw0ifJnmHUrzzMjp9fi0bUo5JLKKaSRoClWMlFc9BcQtxIA3Ld+mB 2yB+Wkeu33hyeyyfHiPf9xZtqV/qNtJxtbD60vps/MzRxDmD8KUbffx6Zymm02PJG5T4d/5pl9z0 WfPOBqMeL/OAQdxrmtRQTyDSA7R09KMXUVZBsSem1Kn7syodnYpEAZD/AKSTjy1uQAkw/wBmF51f WgHP6KDUZ1RRdRVZVDFW3pTkVUU7V9sh+Rw7fvD/AKSTL83k/mD/AE4WDWteYMf0MF3HANdw1ILk EmlRstG6+2S/IYP9UP8Ayrkj83l/mD/TxREeqaoUDPpwRiUBT6xEaBkUua/5DEr70r3yv8li/nnr /BL8bs/zWT+YP9ME0zWucitO0671G7S1tU5yv9wHdmPYDLtPp55ZiEBZLVmzRxx4pcmSeZNRj8ma MmnaOUk1q/kS3nvS0YeJpKfEiSH43VW5InSg5Made+7N7NjghQ3J5nv/AGPF9o9pHJLfpyHd73mm qW9no9ldvC5ury6kEZ9VGll1MACSVTGzO1wW9c1ZUb4R9rrTbeTouMz58+/u/Uwe+s9SsNauLWAO InaSZBcTJxA9L05kMgdkZ0WTizBulKAfZxPc5EJwMRIjf8UrQCwlgZbtaaw0ZMFtcCOGJLZ5w6LF ydWU8pfsnfb4StK4KRuDsfT1r8Hu/tQ2rAaxrFtb+X7KUarcXHB9MkiiqokcN6boK1K1ry404BTX wJApGMS5c301+VXkT/B2hPZXN39b1W6KXGoNVdmK8RSgBP2T8Tbsa5jylZdjCBA3ZrkWTsVdirsV dirsVfJd95Nl1W6R9KIt7vhNJaE/u/UCPxWNgS3H4agNyI6DxowiZA2uSYFIzQvN93qj22nSxiDW ISEmlcBqCOp9QISoooH2Qw9s109IRMEcnK/MDgNsk8yaFBf28GmvDMhmb1Ajj98iCiMoqDy4mJiu 9GFSGpvlWWPqrkbZYJ7X0pJJtGfT7T6jqErmzEfrR8KtQoUVBQq5ApUqa/hyrASINFsIB3Cr5Usl a2mZHX1jWOMMzjkyUbmzci6h9hXpTktCx+EGJ5rxdEm1/wApzapbQ3f2dQdObXcrgpLN1lQt3+Lk R04+4+LMvFl4djyapw4uXNLYpfKf+G7iFrB7PzUJxE8SGisrkOzcSOKxIsJ6HkGYfaX7NksZA5+n 7WvGRfmw4aOLnX2iZRNxj9e5WeMqQ8hZYkR2GwEcatyXr9GwxbR7mOa7KL1h9W062nfTtQlgTjEr o78+ZjdiA/qBmeglYiuUnhkaP6WMbAZj5FTTNT8wrY+c7ZNet7i0uJ7VZpPqywixgJK8hJbxL6o4 jk/wih6DpDCRE7cuv2tnMPRLuz85+XLG203y/wCWrnTW1meRr59PP1uO2jlRrXg0vP1Wng4rLG/r JHVjXYErmEWop5PeaJ51Sc3i+nNSZTbPOS0chUVcxRXUapdBGjKuich8J5/DxLMYb7lJvuehaN5a 8xz6dZeaNemub7U7hzJdXFwhT0kZZBBGkspb1YykvJBbqqjk3qElUzX9sg/lpH3feHL7MAGaPx+5 Eahomm6hLBNdQ85bZ1eF6kFSpr2PQ985PT67LhBjA7F6LNpMeQgyG4Urfy5o1uIxDAVESsiD1JCA ruZG2LH9o1rkz2nnN3Ln5D3dzAaDCOnLzP611noWn2k4njVjMCSrsx25NI52FB1mbBn7Ry5I8JoA /s/UFxaLHA8Q5/2/rTHMFy3YqidO0671G7S1tU5yv9wHdmPYDL9Pp55ZiEBZLVmzRxx4pck882+Z rL8v9IOn6UguteuFBurolVW3Q/7tcvVV7+mrfD3Y/wA3fdm9mxwRoc+p7/2PIa7XSyys8ugeLyav rMd0l7b6hcXN/fukiyPUXHCTjInqVAUpSblTlToSPs02hLrpY4daVNBa61fzAL/V5P3oPJpiQvJT DI0fCJBJHVVkDo3HjQce5wuJnAjD08kV5kuI9O1ltWuL9IbCZZILxKL9YlQyemjpGVb1F/dRHlG6 njRtuVcTbjYzxR4QLle34+fP3LrS40/WIbC30m1lupGVbKzEaATRIoURN6QeVkHLmwb4ei8qbNht I0+QGu/f8fjzZ1fzeWfyh0ybVbhI77ztqqsbO1JLCCNgqceRJYRr6ah36yEfdjZs1vV9h9iS1Eq5 QH1S/QEd/wA4565quu2nmTVdVuGub65vY2llb/jFsqjoqqNgBsBlGPmfx3u29pdPDDLHCAqIj+l7 DlzzLENQ80+ZofOsXlu3sbJ1ubSW9trmSeVTwidUKyIIjQkt2JxVF+T/ADe+uzapYXlkbDV9FnFt f26v60RLryR4pOKclcCu6gjFWSYq7FXYq+PPy4WVNYu4yYiJdPnmKwf3QC0B4mpBpuKg0Pvk8PIs M/Rl2u/l3Zl1ufL13La+YrULPaqSB6nA0PEqi/ENq77VHL7YJunCxbRjnW3RN/JXmPS/McUtlrSt aeYrRj9dgJELvw5AukgCug+IhlB2912yjhEuYZyuO45IHz3qdnC7oF5TS+pBFFEqkc5FLJyBK0J4 K1WFa++a/VwuvJzNJLmT1Sby5pYMUH19JbaZbmJ0IjJcV4kl15KSjUDjgm3Qj7QGOb+DkIx9Pdre UVkdbcq7OqNxDv8AbqE5KtWkQbU69K9DylukGxYWeYfI8GqaZ+kbZxa6qskhtzQhXXkBHDXapoTT 4f1HLoZqNH6WuUL3HNjOmw6LHo9wfWuLLzOsi2up6ZMEMUsAZ5UliPAOhRzR1LGtQccuLhjYOzUZ k3aV6nZQ3lpKrkK3EqkpWtOXw7e+9BmGZGJCYh6V+VPlee81638wxySWv6OVoIboCNlaS7ljiaMi T7REXJhT7JpXkDxavDI3XmPn8feykQAyvzxrNz5RtLIvciCziAisNFhq094GIDxTcXpJIzIJGl4h ULceM4dgdvCNn8fj4NZko2v5gavHJevN5F8y3a36Ikwmhl/ZiWJuIRERfUVAW4oDy704hZjCAgzK +2v284axB+lPK2qeXbmNGYarqT3S2kPFePCOOT04eTg0Gw7nrWuNrNF42Iwur/W36XU+FMSq08/w Np3/AFfrb7l/6qZo/wDQ2f5/+x/a7b+XB/M+39ijf+RZorB7vT7yPUREf3iRAVAAqaUZ6keGY+q7 ByY4cUTx10pu0/a8Jy4ZDh+LF80Dt3YqidO0671G7S1tU5yv9wHdmPYDL9Pp55ZiEBZLVmzRxx4p cmQeYtfsvJNmmi6TWbzDerWe8EUkqwrT7RCJIOZrSJG+GpBfb7Xf9mdmRwQoc+p/HR43tDtE5DZ5 dA8evv05rK+tKTP9WLrdXZVVSd50X4vXC1nL+oVXkaUK0+HbNpTrPGHMnnybGmQ2016by4u9Pg9e NAOTqsUbOYUjNwVcIqCRQXCyAcj9pWpki44ldcj+L/am/qeab6zuGu5Wt5wQA7S0lFYlKDhCkZjU W5Lmu5dV22IMQSWnNKA3G7CLXT9U1bzBPo+oWkiXd1y9PS4iY0JiPpxxpEHUEM7cq0YIm4r0xIc3 DAACvn1esn/DX5LeXfrM6x6h511FP9GgYqxjQKEWrKqERIFALUBcig70xcuToHouyOyJ6qfdAcz+ gebwHXNc1XXdVuNV1W4a5vrluUsrfgqjoqqNgBsBlD6bp9PDDAQgKiH0F/ziv/yj+uf8xcX/ACby ePmfx3vFe1v97D+r+l7hlrybznzGklz+cGkWtrqLafd/oa6IkiELvvOh48JlkXcKT0rthVIvNksf kJ9QXSdYn/St0sOqXskot2llZ7n0XlupJVVPSK/BHHAoIPInbfFU01XVvM0up+dJrbzI1va6BbW9 7pkEcVsYj6lu04ErMjs6MVK7EdfYYqgdY87+abXRfN0suqNY6jp9npt/p8DRWwaJrqHlLEqyRHmn qVX4qsOla4qmXmbz3NZ+b7K0tdXHorqVlbXVuot1tlt7uLlxkeSsryvXmrRniq0rv1VeIeT5Ix5l mMCKiSadcMsdF2VnVdxTY7fxyeHkwzvSdZvI4ILqaO1tHKWzSSCSQJLKCUV4mUxSfBIkarWvxbLT owyQHDtjnmbQdO1GdbnRLiCw8z6fI8FvHC4USiBAfRoVQErCy8qAqteBqBlc4Xu2wnWx5LvKuq6N 5rt2uWi9PzFalZZ7BSaTc/gaaOvL4OJWoCtxFRQ1BzAz4uLfq5WOZht0TW+s4LeU29xb3YjJPriS aP0gPiVFQo6y0L03UdQB8sKOOQIuujleICClWrW9xFJb3E0ySrfzSsgjJPFVJA5Fl+3Xkx4+Ncnq frRpj6URZXMccrDkR9vkRQMAVJYHx+HY7imVc21LvOOhWOv8rywVbPVrZfUSV3CtLyCt6bAqnIgE 1YAfFXah2yMMuHY8mmcb36sJs2kunfTriMw36EI0BFCWBqOI98x9XhMdxyYQL07yr540/wAl+Uz6 8L3mq3d066VpcVQ8jhFUPKvdPUChdieQPEVyOihx8+h/H7O5cvNmv5fflvqb6r/jXzxJ9c8z3Hx2 to28Vip+yqrUjmo6U+z7nfNu1PTsVYB+en/kt7//AIy2/wDyeXFXy42FDIPI/nvWfJ+rre2LepbO Qt5YsSI5k8D4MP2W7fKoKl7o8Oi+c9I/xL5YblI3+9tgQBIsg3YFQTR/wbqPfm+1ux+O8mIerqO/ 3ef3+/nu+zu0uGoT5dD3fsSDTtNvNQvEtLWMvM56dAoHUsewGcxg088sxCI3d7mzRxx4pHZkPmTX 7PyLodxaaOYrnzEVWSd5QwUKGT1eJpxLxxyBhFyqAVZtiOXf9m9mwwRoby6nv/Y8d2hr5ZZWeXTy efR6JY3kTXN1fSi+uo5ZJmkYvLJIyiCWb4WjZRFI7NU8hvtm3qnnsmcm070c+X7DTYp7Bwby2tzH dJ6iI/KHkHVinNN2kClixAFKdzkbTLiI3u0Hr1pfXmsyyW0wlZvTjsGccIYpI5UcFKyv6jKvqOzC PcNwJAqoDTKQB2ClZa3qNze29tbWcl1BfzwRhGSWQxSMwkhlA2X0xGtX8GI5dwFcWIfTfqZT5u8x eX/yytZ9Um4XvmzU0As7EE+nGFBHPiPspyZuTfac7eJGLlyvX9hdiT1BrlAfUf0D8eb5n1zXNV13 VbjVdVuGub65blLK34Ko6KqjYAbAZQ+o6fTwwwEICohAYW59I/8AOK//ACj+uf8AMXF/ybyWPmfx 3vCe1v8Aew/q/pe4Za8ml8vl3y/NefXZtMtJLzkH+svBG0vJacW5leVRTY1xVfd6Fol7ci6vNPtr m6ETQCeaGOSQRPXlHyYE8DyNV6Yq8q1HSrkfmhqt3p2m2lz9QNkircpCIkVrULGFaQrwKsA68f5a d8ozzMaLnaOGKQkJ+Vd/46Lm0z8x5rA/WfLdrq1y8DRy3OoRwy3Egkht42VHa+i9IF2mYoqqtEFP iblgiZ07KcNDKdmXD7uQ3l/tZvbh7+fcKQt9rGv6dfRxah5X0y2a8mitkaSygeYW0DUVJSLuZpyF WP0+PcGgyo6kg8PUModnaacTKMiaHftf+kFedvKvI8LxeYJlap/0S5TqCNmiNAwqDQMO+bDCejze d61FPdC+aKSIeiIoTDIFchpHMpkVnFVHFY1+k+4zJHJwigbDUNbkmhj1O2jgR7ZZy0ayCkrOfgJI 4rxQfEpNa9MkQkPKdZgu7S70i800m2vbPTbWeOePlzBRTuVVWqAq1ZmIAA71zDzGi5mIWyby/wCa ZtYvHtL23jtLy3jCPCgWKVJYFWsjOwDlCI6GMHrQe+Y5x2RXJmZUCm15bXEv1G3jYrBUfWoyKvw5 MhJSn2qM2/0eOY+s2kD5N2kNxIX6glkt/exws0kQZXWef4VcK1WrUCp327H6TlGOVhukEPa26tPA h5M7LVFZSAqSU3FS3Xr9mnzPw5aJMSNki88WVg0loLFJB5nedRYJbAF5FZqIAEA2H7O1fnvmRis7 dGnIAPe9f/Kj8oV8uv8A4g8wFbzzPcCoJoyWoZaFVPQyU2Z/oHcm+MREUGom3qGFXYqwD89P/Jb3 /wDxlt/+Ty4q+XGwoUmxSnPk/wA5635T1dNR0uUipAubZifSmQfsOv6j1HbFX0povnDS/MXle/1r ylEiavIlL2IgGa3lKn4mT/dnH7S02f51yvDp8cZmQFGXPzTmz5DCvq4eQeZ3nl/UNQuLu+1SSKOD aS2uUJcXpl9Jgjuz/E9LcqrBa8iG6ADNlfc6fJlsb82QaVHpy2EkkSwXV9fx/XJhGqhZ1deIk9AO 3MFeIeTv+0anIENBJuyDsx+5n1+6muprLTvRu40gtr6FXf0FBCT0jULx3QGkgdSvLsRkd20Rje59 J8vxX2hL/LMl9J5mhkso5peBeSLSCXIeIosfro7BWcT8uSFh9hR1Yk5C23JChsOIn+34ft7g9A81 +Z/L/wCV2jNMyx3fma+DtZWYoAoZiQzhfsxpWlRu3Qd6UZcvQPQ9g9gyzy7o/wAUv0DzfMeua5qu u6rcarqtw1zfXLcpZW/BVHRVUbADYDMd9U0+nhhgIQFRCAwtzsVfSP8Aziv/AMo/rn/MXF/ybyWP mfx3vCe1v97D+r+l7hlrybsVdiqV/wCFvLn1u6vP0dAbq9/3rmKAtJTccj3pTbwyvLijkjwyAIZ4 8koG4mio/U7nSKm0aSXTDs9sPjkgr+3Dy5clHdD9HhmD4UtP9FnF3czHzj3jy+Xc5XiRzfVQn39J e/z80ba2cTzpffWpLo8SIGYpwVXpXj6apWvHvXMnHiBkMnEZd3Kt/cA0zyEAwoR7+f6S+WvKaQJr tpaqpjn+qXCzsycIw7SxAopAAPADiwHSlN/tHJwdS0agbB6mn5ca3dafbx2mqRSpADH6gjDUUqAV 2lIBoBlhzzH8P2shixfzvsWXX5a6+bSOG91a0sIoQIIZUi4EoGRgSWm2b92Nh4YfHn/N+1icOL+d 9jy3Xp49J816fEoN/BbWHozxxLGsrojgVBeSNkDhTXi9ew+KhGNqbPLmy09b9yFufL0bQxSaeWsN YgiS5smZWVbuJ3KvIk5/vWYuvwsoIDU3Gy148h2822eMFPtL83W+raQYZmay12ydnlhDOokoNpF+ IbqSaeHevw46oAgWGvTgxJpbCzWt2ZbuV2acJLxc0JZ6vQkEfaUineh365iDycordR1IrLZWNhbm /wBbu3pZ6fHVjUrxXnv8Kj8R7VbL8ePi9zXOfC9h/LH8rE8uc9b1111DzXd1aa6PxLbhuscNRt1+ Jh8ht1zAK2DjE29DxV2KuxV5z+f95Hbflxc+oCRNcW8YI7Hnzqf+AxV8wrLHIKowIOFCxsUqTYqj NH1y/wBHumntH+CVDFdW7FvTmhYjlFIFKkqadiCOoIO+KvdvKVn5K17yil15Tgmgv7Al77SxNJJd IZGUyBGd1Z0YRjjvRqDblVTZjnTi6jCZCxzYrrXmO7tYb6W6iF7FKyWM1xDcvAsRjEhVSByIWvxs F40B4EgljmQY7W4kcVkDlXuUPJ/mzU49Zg0SyiUx3sSm2s4QJWgnkoyklChHJDV2LLvXpTeMrHub DpxVj6vvZjfefvLHkLRZWOmzDzkkaxJYXVv6ZUfF+8Msa+k8XIsWaNjyJptXbEyTd52N2WM+YQMq vn+oX1fO+ua5quu6rcarqtw1zfXLcpZW/BVHRVUbADYDMd9W0+nhhgIQFRCAwtzsVdir6R/5xX/5 R/XP+YuL/k3ksfM/jveE9rf72H9X9L3DLXk3Yq7FXYq7FVNLeGN2dECM+78dgSe5A2J98gMcQbAZ GZIovh+WS+06GG+smgPpSejFNbxyfZUAR8mdvjEoDVBpxoP2iAsoyorKNhOtN/Oy4htx9YtXagFZ E+ydgSAZOBqvQ7dcs42k4ipah+elxdJ6Vhas0knUSEIAOlfh5eHTAciRhZ1+XztLot1qF2q3t1Ms 0jkRCVjGoRgCiM0nwcPgjAbckqpLVzU5pmUnY4oiMdkt83C6k1QrZwx6YYoUjjMvCj3E0jTM8Y5N J/vwbKPhUGlBXJ4ztsifPdK73ykEtG8w6ZrMhvoXd5XueEVJAFZlTjFbqg/eEHmgVqgKSaqboZTy kNmqcB0W2XmDU9euYLKw09rnzLPKQsCg8RIB/ebniqigJr0p1pvjDTUf6KJZdvN9A/ll+Vtl5Ttz f3zC+8zXa1vdQarcOVKxRV6KKbnqflQDLaGeYq7FXYq7FXlv/OSP/ktm/wCY23/42xV8pgkGoND4 jCqtHdzL1PIe/wDXFVeO4WT2bwxVtsVR3l3zJq/lzWINW0mcwXcB+aOh+1HIv7St3H8cVe76XceW vzN08atp8CReZbUrJqui+q0ImK0+NGVlNCwUhulact6HLITphPGDy2K3UZfKX5PaSb8wRXXnPUIS lraqzMkSsxZqVNUhVzuRQvSniRVly9A7bsbsjJqpVygOcv0DzeAapr2ua1qtzq9/dGe9uW5TSyFQ NhsFU7AKNlA6ZQA91q4aHBjjiygCP8PP47jf9aFuouS+qV4y0DSKOhBJHIfh9+ANXZ2uHjeBxccD HihLrX834b890KFYqWAPEdT2FcLveIXXVrFk7FX0j/ziv/yj+uf8xcX/ACbyWPmfx3vCe1v97D+r +l7hlrybsVdirsVdirsVeV/9C3/l+ST6+o1PU/WF7f8APPFWj/zjZ+Xh6y6gf+e6f9U/bFWh/wA4 1/l2FCiXUAoNQonSgPj/AHftiqqn/OOnkRPsXWpr1O1yo3PX/deKub/nHTyIxq11qZPvcqf+ZeKt N/zjn5DcAPc6mwBqAblTv/yLxVlHkr8tPK3k43EmkxSPdXVBNeXL+rMUH7Aai0Wu+w379sVZVirs VdirsVdiry3/AJyR/wDJbN/zG2//ABtir5Twq7FXYqikdSo+KrHriq1j47VxVEaNrmp6JqlvqmlX DW19bNyilX7iCDsysNiDsRir06L/AJyc88R3c0z2dlNDKqCO1KuEiZahmRlYOedd+TH2pirFfzC/ NjWfO62aataWtvDZMzQrbB1ergBwXdpOvEdu2KovQvz0vNBls57Dy/YC6sbEabFcu07SG3D+pRvj pXnvUD8MVpNW/wCcnvMkuoxX36A0tr6JGiiuGWYusbmrIreoOPIgVwLSo/8Azlr5yRip0XTqjY/3 /wDzXimlNv8AnLvzkP8ApS6d98//ADXitPXvyO/NLVvzC0rU77UrO3s3sp0gjW250YMnIlubNih6 ZirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVeW/85I/+S2b/mNt/wDjbFXynhV2KuxV 2Kqqc/2unviqxhiqkXIxVQkYk1OKVB8CqRYqwYdQajFVW8ktpIQ4I9bbYfjXFUsfFL6i/wCcP/8A lGvMH/MbF/yaxQX0Bih2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KvLf+ckf/JbN/wAx tv8A8bYq+U6YVVIYGkrTb3xVUktGG67+2KqBUqaEUOKr0k24n6MVWviqi2KqDYpUXwKoviqi+KVB 8VfUX/OH/wDyjXmD/mNi/wCTWKC+gMUOxV2KuxV2KuxVjX5j3Fza+TNRu7WaWC6tkWSGSB2jcNyC 0qCtahjsdsQqTaf5qvNA1G8stbt71Le7eSbQ7aeSC5uhDBavNMrOsr8gTbuV+JitV5sOSjCqYv8A mXo0cU7zWl5E9tay30kTLDz+rwxRzlxSUqaxy1ArXYjrtjSpxpfmSw1LVtS0qBZFutL9M3IfhSkz SKhHFmYV9BjRgDSh6EYFQOqT+YkurxLXUbaCLkj24kgjleNQIiwetzb1T4JC23KjbEcd8aepEZEE cvOP6SG+OAyAI+4/oBQGgv57ivp5tRv4tSgkZ3Wwit7eMxIAfTVJVuQQGNN3V9vDrlUNXOQ+jfyl E+7r1Zy08R/Ft5iX6ujL4XeSJXeMxOwq0bFSVPgSpYfcczISJFkV5OPIAGgbX5JixTVn84yXN/a6 berEHkjNpKsFtO8KhVLji9xDyDEHZlruSG6AYktVITMRAyruMe7uJBckYAYgmVe8S/UUDfwfmhd3 E31XVILO1WUhDbWUEsvGMig/f3TLWQNvXpxr7EDU5LP7vYE8pR/WpwQoevf3Fk2n3WtiCFL21Ms5 crNOgjgQLUlWEfr3J6UB+Pr4DJjNMkeg/Ex/QSwOOIv1D5H9QTPMlpeZ/wDOQ9nLc/lvP6ZA9K6t 5Gqabcim30tir5VayuUYUFSe4OFUXGjqoLmr98VabFUPcR8hUdRiqFxVsmuKqTDFVFzU1xSoyAdj XAqg+KqL4pUHxV9Rf84f/wDKNeYP+Y2L/k1igvoDFDsVdirsVdirsVQer6NpusWZstSgFzaswZoW LBSV3FeJFaYqlXmPyvotzZT3hsFuNStrR4bKbizzLxRxGqndiayN958cVeaQflTreoxJbXHmV7FZ IGH1W608SNxkTi6h5pArcI+KV48uIoegzEGX1mJJB8+R93e7yGfTxxi8Iny/j6+dC9/kyr8u/KOt 6R5h1W+vb22v7a4QIt1DbRWzvKz+rIaRhuSVY0q/Umu9clgyGZPcHG1x0/BHw4cE+u5O3x6/BONe Ww/SsjSLObrigCRtbqjpShYiccWpypQ1+jNVrhj8Uk8XFty4aI/zufPzZ6Uz8MVXD/nf739iQm60 QTD0bV5SwEdqrmCjeqV5fB6DRqVO/cb+BGavxMAl6Yk9B9PWunARtz/tDsODLW8q7/q6efFf497K tK80aM1lbK905kkUcfUQ1qX48axokfwnbYf1ze6btLCYRBkbPePOugA+Tqc+hy8RobDz/WbT7Nq6 9hut/o2K81J54ZJJlKsV5QceJUNzUSIWr8HSjdPmBzms8OM5mQJPvj89x5efL3h3Wm4zGABFf536 D5+S2xn8vvemB1njEYDwSTJbngJOIXhxVnj/AGeHz7YMM9OZ8J4hXKxDa6qtrHSk5Y5hG9jfOuLp fnR62yCGyS8so2h1C7ML1ZZAwRyG5bElAwpy+ewzbQwjJAETnwn4H7rdfLKYSNxjf480ZBaSRS8z dTSJx4+k/ArX+aoUNX6cyIYjE3xSPka/Vf2tEsgI5AfP9bCPz0/8lvf/APGW3/5PLlzW+XGwoUmx SpNiqm2KoeSME16YqpFaYqptQb4qoP1xSoPgVRfFVk8E8X97G0e5X4lI3XqN+4riqFfFL6i/5w// AOUa8wf8xsX/ACaxQX0Bih2KuxV2KuxV2KuxV2Kqc9vFPHwkFRWqkbFWHRlI3BHjkJ4xIUWUJmJs NxJIicXf1COjkAEj3ptXDAEDc2siCdtkputLvJdTknWOFoH47me4jb4FIHJEJjb4unSmYGXTTllM qjwn+lIch1A2O7l488RjAs37on7ebS6LIJ1mEPB+DKwS9uAKuRy6L27fR4CgGjPFxV0/1SfX4fj5 UTqRVX/sI/rVp9PuJJBIIgXShRjeXC7iu1FXp/memWT08ibrcf05/j8eTCGaIFX/ALCK+2g1CG4L CFCjkeo7Xc8lPErG6Mo+QOSxwyRlyFH+nI/YRX2sZzhKPP8A2MR9oKhcaRNPLch4ozDNJyNLi4Tm hVQwZFIUN8HUdu3XKsmklIysCif50hY25gbXs2Q1AiBubA/mx80DceWiLV0h0y2IKEGD63ccSeRY U+FR1p8/EU3xsnZ3pIjjjy5ccv1BvhrfVZnL38Mf1prZW13Z2SW1tawRIn2I/XkdRyNW3MddiTQf qzOw4544CMYxFf0j/wAS4mScZy4pSJ+A/WrLJq/CPnb2/M/3tJ3oB/k/ut/wywSzULjHz9R/4lgR j33l8h/xTC/z0/8AJb3/APxlt/8Ak8uZDS+XGwoUmxSpNiqm2KqTYqoPiqi2Kq2k6xqWj6jFqOmz eheQ8vTl4q9OalG+Fwyn4WPUYpZBZ/m75+tIoYk1PktpH6Vnzhhb0gAVBX4NzxYj4q9a0rviilkn 5yfmEjL9W1JbZVaJ1WOCA/FDB9XU8mjZ6entxJpudt8U0g4fzZ87xGf1bxLpJ7drZo5oo+IUwNbq wCBPiSJyFrUeIOK0lnmP8xvOfmGyksdX1H6zaSypcPD6MEa+rGnpqw9NE4/BttgWnv3/ADh//wAo 15g/5jYv+TWKl9AYodirsVdirsVdir//2Q== uuid:c70b88b1-52bc-024f-85a9-e062052c0b50 xmp.did:F87F1174072068118A6DF4525F132513 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf uuid:9534c350-2583-7046-836b-6ea913bdd683 xmp.did:AF5B44AFC323681188C6B06C1DB59D3D uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:AF5B44AFC323681188C6B06C1DB59D3D 2013-04-09T14:39:10+01:00 Adobe Illustrator CS5 / saved xmp.iid:F87F1174072068118A6DF4525F132513 2013-04-29T16:13:56+01:00 Adobe Illustrator CS5 / EmbedByReference /Volumes/Data/WIP/Jennifer_WIP/31503_Hybreasal_Minerals/31503_Native/31503_Images/P1000721.tif EmbedByReference /Volumes/Data/WIP/Jennifer_WIP/31503_Hybreasal_Minerals/31503_Supplied/From FTP Site/GPS breccia.jpg EmbedByReference /Volumes/Data/WIP/Jennifer_WIP/31503_Hybreasal_Minerals/31503_Supplied/P1020111.JPG EmbedByReference /Volumes/Data/WIP/Jennifer_WIP/31503_Hybreasal_Minerals/31503_Native/31503_Images/malachite-galena.jpg Print False True 1 419.999514 296.999959 Millimeters MyriadPro-Regular Myriad Pro Regular Open Type Version 2.006;PS 002.000;Core 1.0.38;makeotf.lib1.6.6565 False MyriadPro-Regular.otf MyriadPro-It Myriad Pro Italic Open Type Version 2.006;PS 002.000;Core 1.0.38;makeotf.lib1.6.6565 False MyriadPro-It.otf MyriadPro-Bold Myriad Pro Bold Open Type Version 2.006;PS 002.000;Core 1.0.38;makeotf.lib1.6.6565 False MyriadPro-Bold.otf Palatino-Roman Palatino Regular TrueType 3.8 False Palatino Cyan Magenta Yellow Black PANTONE 187 M PANTONE 144 M 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 14.999998 100.000000 90.000000 10.000002 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 35.000004 85.000000 0.000000 C=5 M=0 Y=90 K=0 CMYK PROCESS 5.000001 0.000000 90.000000 0.000000 C=20 M=0 Y=100 K=0 CMYK PROCESS 19.999998 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 10.000002 100.000000 10.000002 C=90 M=30 Y=95 K=30 CMYK PROCESS 90.000000 30.000002 95.000000 30.000002 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 10.000002 45.000000 0.000000 C=70 M=15 Y=0 K=0 CMYK PROCESS 70.000000 14.999998 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 5.000001 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 35.000004 100.000000 35.000004 10.000002 C=10 M=100 Y=50 K=0 CMYK PROCESS 10.000002 100.000000 50.000000 0.000000 C=0 M=95 Y=20 K=0 CMYK PROCESS 0.000000 95.000000 19.999998 0.000000 C=25 M=25 Y=40 K=0 CMYK PROCESS 25.000000 25.000000 39.999996 0.000000 C=40 M=45 Y=50 K=5 CMYK PROCESS 39.999996 45.000000 50.000000 5.000001 C=50 M=50 Y=60 K=25 CMYK PROCESS 50.000000 50.000000 60.000004 25.000000 C=55 M=60 Y=65 K=40 CMYK PROCESS 55.000000 60.000004 65.000000 39.999996 C=25 M=40 Y=65 K=0 CMYK PROCESS 25.000000 39.999996 65.000000 0.000000 C=30 M=50 Y=75 K=10 CMYK PROCESS 30.000002 50.000000 75.000000 10.000002 C=35 M=60 Y=80 K=25 CMYK PROCESS 35.000004 60.000004 80.000000 25.000000 C=40 M=65 Y=90 K=35 CMYK PROCESS 39.999996 65.000000 90.000000 35.000004 C=40 M=70 Y=100 K=50 CMYK PROCESS 39.999996 70.000000 100.000000 50.000000 C=50 M=70 Y=80 K=70 CMYK PROCESS 50.000000 70.000000 80.000000 70.000000 PANTONE 144 M SPOT 100.000000 CMYK 0.000000 48.000000 100.000000 0.000000 PANTONE 187 M SPOT 100.000000 CMYK 0.000000 100.000000 79.000000 20.000000 K=90 GRAY PROCESS 229 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 89.999405 C=0 M=0 Y=0 K=80 CMYK PROCESS 0.000000 0.000000 0.000000 79.998795 C=0 M=0 Y=0 K=70 CMYK PROCESS 0.000000 0.000000 0.000000 69.999702 C=0 M=0 Y=0 K=60 CMYK PROCESS 0.000000 0.000000 0.000000 59.999104 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 39.999401 C=0 M=0 Y=0 K=30 CMYK PROCESS 0.000000 0.000000 0.000000 29.998802 C=0 M=0 Y=0 K=20 CMYK PROCESS 0.000000 0.000000 0.000000 19.999701 C=0 M=0 Y=0 K=10 CMYK PROCESS 0.000000 0.000000 0.000000 9.999103 C=0 M=0 Y=0 K=5 CMYK PROCESS 0.000000 0.000000 0.000000 4.998803 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 10.000002 95.000000 0.000000 C=85 M=10 Y=100 K=0 CMYK PROCESS 85.000000 10.000002 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 60.000004 90.000000 0.003099 0.003099 Adobe PDF library 9.90