%PDF-1.5 % 1 0 obj <>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>> endobj 2 0 obj <>stream application/pdf W六?/rdf:li> 2013-10-29T14:44:33+08:00 2013-10-29T14:44:33+08:00 2013-10-29T14:44:33+08:00 Adobe Illustrator CS6 (Macintosh) 220 256 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADcAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7 FXYq7FXYq7FXYq7FXYq7FXm8+uW899fXusSzW1lb+rPBGl56ivaxBxIzRxqsaiRVYfCXNE2PJ6tq 4Rx54kyJIle3F0BMT9O1dNtvfdnYESiRCIHFYF11NEfVy3vu+QoHum+bIIFl09/rWoXdnIsUzRxP O6oxUKZfRQ0NC4qR8RRq8TthxargvH6pmJq+e23MgcwCduZ4fNGTTGVT2gJDly7+V9OXu4hzT7S9 YsNTieS0k5GJjHNEwKvG6kqyup7qylfmDmZg1Eco2sHqDsR+PlYPc4uXDKBoo3L2p2KuxV2KuxV2 KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KrZTKInMSq8oUmNWYqpamwLAMQK96H5 YCkVe/J4pro1+1tbO+02/he71OezNzZvAs0lvYskgvpIZYxNNM8nKsp5VPA8Sp+E6vDgwnAJnh3j 6pdTtUt+ff8Ac7CWWYzGJsji2H08jtty5eWylfeXTqunTxawUm9Zj9Ys4btohdSpKecU0kETU+JV kLSh+aBFJenJMrs3JHwRQB3N7k733g7/AKqcftHGTlNSkI0KFDlXmNvxsOTLPyoszavcQWtj+j7C CGGOKMmM81DSBXdUWFldlC/3gcgCgalGauIj+ZPAAKiOLmepr+Ln15Hbu6ynKRwgzkZHiNXXKh3D l5bfHp0bM9xHYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXjH5o a9LpHmeD6r5fOorA6zytHLa2ttGhZS8l1I4lJZ5pENGC/DRuxOaoaTHk1EzIR2A7t7u+L8d/vdid ROGEUT6r7+mwrpXz/QgfKnmLy9508wWYFlY2sU4Upp8Msc7fV0ZoneQKI4I25xCIBG5sjg8Tg1mk xxlEgCNyAPLfe+8fronYnZlg1k+GUSSSBY7/AMb33WHt9nY2llAILSFYYhvxQUqelSepJ7k75scO GGOPDAUHX5Mkpm5GyrZawdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsV dirsVYl+YOiwtpN95hgle31TS7C5aKVQrK8aoXaN1cMCGAYfM8tyq0xsmm4picSYy5eRHmHIhqeG BgRcTv8AHvH4+8ppo/l02UyXN3dvfXscYgjuGAjpEOxVNmLbcietF8MrwaWQlx5Jmcun8IA9w5/G +ncuXOCOGMeGPz+0/jn3pzma47sVdirsVdirsVdirsVdirsVdirsVQj3rcjwAK9ia4q3FcTytQBa dzQ7fjiq6e74NxShI+0T0+WKqX12XwX8f64qiYWmYVkAAPQCtcVUpbyjUjANP2j0xVT+uy+C/j/X FXfXZfBfx/riqoZrkRCSiFfauKuhunaTi4ABG1Pw64q6Sa5RiOAI7MAafrxVTN7MDQqAfCh/rirj ey/yin0/1xVtbudiAqgk7dD/AFxVLfPbMvkXzByIDnTLwDwqbd6YQxlyKZG8mqfhA9iDgZKkM08j bqAo+0aH7uuKr55zHQKpZj92KqBvJh1UD6D/AFxVr67L4L+P9cVRME6yL1+OnxDpiqpiqGnuJonp RSp3U0P9cVU/rsvgv4/1xVFQS+pHy6HoR74qurvT3p+FcVbxVD3k3FfTHVuvyxVjev6nr9k1suka N+mGmLiRBcLblStCoBZHXdeRqxVfhpXkyg15JSHIW5mkwYcl+Jk8Ov6PF+keXKzvfIEqo1/WLbXZ tMk0V47FWhSPVhI0iyGWFnYiNY6qI5F4EsQO5psCOM8VVsyOmx+EJifr39PKqPffUbpllrgoy3tw o9STYjcA9vc4qpXNx6h4r9gfjiqgASaDcnpiqLhswN5Nz/KOn04qvuLZXFUADDt0rirFPP2nLf8A lWS1vIYpNNS80661EXRRLdbO01C3ubtpjKVj9NbeJ2cN1ApirxP8vfyj8/abo92df8u+u88p5aZD LYW6T2yaFqNiii6tZXKvNJdJG7MlQW9SrlpCBTIl3nf8mdcufL0WmeS/JV1p1pG99S3vry1uJy9w 2lOJy73vGHkLOWOitLsu6qZKorabXflL8y5obPTrLydplto2qWl5aavpN8sN3b2Jkv7m5t2+tR3s N5ITzR5DHUQ7vCvImMKEx1fyl5qeC+kutKt9Nh1byxZW1xCk0aW8esLFcWC6VZLJOUtkk/SASIqD Hzp9pmPJVI/PfkvXNR/MbzdHbeX7TWo9ZNvCtwZdKmu7aCDSPq1xJBBdTRzJJDNf209P3deKAsok Vgql35jflt+YF55jvNefR7eHT7SXUblp7TT9KDtBLPduJbljMs08voi34v6fNQxYD1krKRzRI7FN bH8rfOEun6G8+iLLfadFrhvtJFvpOm2rfpPR44FjZtMuIqrLdQ+mkgQOVYlygRSwZWgNE/JbzsLf UL6bQIfLetaxcBbg2NwDBBDFqGiXEcsccN0DGFNteTBYpEYfZUr+7GK2j/yl0n82PL8PmC48w6Zc eYNemuNJtzaXV9aahJFZxyzyTtymvF4EQyuY1JHxsDQrzooet+RF82/4egh8z2Mdvq8KQrcS26xI s7NbxySSNFCzojJK7wtRqMY+ahVZVUoLICCDQih8DirlZlYMpoR0OKo62uPUHFvtjf2IxVdPF6kZ H7Q3X54ql2Kq9m/GXj2b9YxVGftfT/DFVxIAJPQbnFWDQWOn3epandIl5BKpntJ5EMC8SJhch0aA GVy3qCity+FeLqCaNSIgk83ZzyzjCAPCRtIfV3cNHi2FV5bm4muSlhZW+naBEbe01JobaRGiSOK3 indp1A9dgBF9mRiHBAPXkrRkVAFR2tZzM8pMjCyO+RArp16cvhREkHHZ6TDPpt3Hb6nb8IrcG2ih ZQUiXhH9baNObmLYFC56V4lcHCBR3/HezlkySE4k4zvLcnv58NmhffXxtNrGx0xpdRtRpN4UdJhK 7ckik58FcRPJIu8vWq0rxJY1pWYA3FFolOdRkZx6V3jnV0Onn30PIys2gSyS3tUljtYy6ok7SM9A 57yFn4/yAnZadOgnEUHFzSJlZq/Kv0fb5qqqzMFUVJ6DJNSPgt1jFTu/c/0xVVxV2KrJoIJ0CTRr KgZJArgMA8bB0ah7q6hgexFcVWwWsUEIhjL8AxccpHc1Zy9OTEtxqdlrQD4RttiqAfSdMtLS2tre IxLa2xsbXhJIrR27BAVVw3Kv7pKNXlt1xVa6o6NG6q8bqUdGAZWVhQgg7EEYqk//ACrTyde/VpL6 wa5+pz2V1Zie4uZAkumo0doVDyMOMayN8H2WLFmBYk4qun8m+Uzq9vqkOmQwX1jb21lY3MAMLwW1 nI0kMMPplfSjrIwdEoHT4HDL8OKqx8s6LcXq3ElqJJjfR6oQzOUa8hgW2imZK8T6cSLxBFAyhwOY DYqjdb0jy9LPY6pqwUXWmF5LG6aZ4DG/wySMpVkG6QUfxj5ofgZwwMgObKMTLkLef6xcaDo1lqN7 oZvi10LK9v7m3luruSQ26xQwOBPOkYYpHGLiR3+NaCQSVbjhw1McxMccvpqz7+Q3Hz7uXPlkSxeE LmL5gD3d/wCN/vO/KttaXdjwOnz6dA0dtNChncSIgmkm+qsI3HAW8/qRmHZfTpGyhaoLcUpcconc DcHyN7H3V8qvfc1TiOESHM8/hX3387ZjomlaXpGk2ml6VEINOso1htYAzMEjQUVauWY09zmQ1KWr azodkyRajew2skgYxeq4QngAzBa9SFNSOtMrlkiDv3X8mcccjyH4K1lKmh+g5YwcrMpDKaEdDiqZ RuHQMO+KoK7j4S1HRt/p74qpKxVgw6g1H0YqmXIfartWtfamKqN69Iwv8x/AYql8dlFLc8i0gZ1Z CBJIF4tQtRQeIO2xpUdsFM+M1W3yCQeZ9e0Xy/FHYpLPLPdSejaI1zNNW74qkMLM8pcGQoFVB9pu X7RNcDLrIRuMDxz32HqqtvUAb5ubihLIeKXDGO3SI2N8tqP9nklkN55jF011+iL1OMdoIInlunBZ RGJGaEyLWi3I59dx8VSjUw559XGPHwfw8ufqB51fF6h03INebkGOE+jjjzlfpA299eW32MjsdX0P WrI/ULicwSfWIVZp5kd1duTsn7znTb4G2KjZeIzPwavFlJANGyNzz2BNb+fvHk4mbFlxS9QHQ8hX le1e/oettaxqdn5e0Ka9lEkkFlESErJNK/EVpU+pK5puftNTxy3UZhihfM7AC+ZPIbtEI+JPfbqd uXwCS+WPzHe91S2gu9NaytdRigktJpZYRIGuBzjjMYkZ2LRvG32VIqwoeDER8TJE3MCjQ2uwT9+9 dBXcy8OEh6SeIX8R+jr+vo9CzKcdhX5jaV5s1CTTv8P3klqsAme8EdybcycmiCLsy8jTmRXYUO9S KyiQ4mqx5JVwH7WJaxp3m6C5gin8wparc3ixAWN/fzOi0C+kfVeTgDQu7sp40b4vsqYeNDfcbe5x p48gIuVWehkjtUfU7J9J1r9KPYafFeiTUbJ9RuLl/q6vGfTZfVuY34orE0f4+QULyKrkDqsQ24hv ycnHpc2Qgw5A7+rp868+fL3Mql/MPQbjTrmbS7yGe7t2jRoSyMVeQA8XUSIajcMAeQ60PfCnrwRU fTk2oSHfXnuOhrkfJ22PSm7O8N7I8vmljX+nc2N3qGpw3/qvIJGFw8PwBolTiIEj4epVuJVWLCn2 fhyf5M8Jqc+Lc3fX3bCh3V96PzA5cMa936efl+1MrZ7/AFewX6s6rPFO0dxIjhYz6XJWoY3kbixp SvxdyBmHqRn1GIRxmpxnUiCYjYG+RMq5DvP1UAzEYY52fpMbHxrvAH6PNQ1KTVLcrCrmiycXMdzI 3LkWovxP8Krsp5KDXNDrM+bGRETFiVGspPU7by2A+kkxG4u93KxDHLfy/mj9Xx5rbr17a1ZvWZmb jEkzXQVFcGrN8TRg8hso6+Iy6YzDETGZl/CJeNtY3J+ocx9I7uY744zCUqrzrh/YfihG16S4ltPS 1yK0/SU0iaQ8fojnJxYRo6S8mkj4+mWCjkTICOIG3Q4jPPEzEiBxS4a/0osEb8r36nlsHHnw4pcJ jewu/maI5d3wSrzbdWt7pGn2U13Dd6clq0El2sQn9V4jGTIJ/WtWjqqLJUbd/jWuUw1cDKAyGJFE X/TiR15/cNwLlYbsenlGEgBLi22/okHmK36jvB6DcEmstM0rUptRsLuW7itrhH5Qy2ygxo0kdIwD 6ksn71Yw1G5Bqgj4gyy1GSJygQkfEANmIEqG1CQ589+/nyBsZM8QhhiDGNGj9R3O/wAIkC/Llzqi I03Rdd0+0sPqAitbCNAPq9vdJbpNHA3prEChG4VdmBK8SKUNc3Wixaf1ThI5OL+I78ttqAFXfTnf N4XXT10pR4wMYjZ4RLhuzy5k3Vb3VVyNpxpyahcWUMkF7cNcTx3QCnUHV0m+FIVkUiM/CVYjiu7d TxzLnQO422/hacMck4AiUrIl/lDseQvl59OfPZLxZ6sYtRilme6vIZI2vJaJdh1ST0oGUl/WA5rK jELtuGI40zS6vPHGZ5IQ4gd/T5Ct7PMVvwjlXW3ouzcGXwxDLL1An6j0O9jyPTiN/Ck/0/z3pQ05 Y4gLmFU5pdL+4jMkrhVVGnKeuryFh6kVd+q5jTzy04ogSMrIA23J5bnfc7y6Dfhc+OEZSSCRXfvt 37eQ5fal+u+eb/SJ7edo0v7Wa6Fv6OmiS4dEkV2SaWsYIRR/e06ELT7RyE8uoB4gcZA/hv3/AMVc +XQcullYxwEUOK9tzXx6/i2LW+mfmTqGp6vcw3NzHo+qPM+jalJrD29taI8heKQx28kjNVQIwnDY ntTJYpTyDiF8MuW/L5fKu96fx9FjhjiRE5IAccRisy233kB77tG2cGr3HmjXIpb25+rWht4bW3/T F7NZxNJbidnSZpbWa4aqcCOS8GkWoK7rbGzI7/7I/sas0sccGMiMblxEnwoCRqVVVSEe/wAxE8jz kH5faT5w0/VfMJ15pmspZ0/RAlu2u0ESvLX0zI7yAcSn2wGPffLsEZgy4uXTe3Wdr6jTZMeLwa4g Dx1Hh39POgB38tnoHM/VK/7H8KZkujU7xqzEfygD+P8AHFXQukEE1zIaJGpJO+wAqemQyZBCJlLk BZTEEmg8wthpt3qcuq389ldPFcLOqmWeFoniZFE/ohCoLNIpV6GjEb8q5qey8QkZZjRlInkOW99w 57c9+p3t2evkYCOMWABe9fj8cqpPBLoVrb3TTw20M06orK968UDIVr8bFKLxU/ApDb9KZuHWJfJf 6ZputWradLFHHPFMkLNLJd8khKcCi8FVOay8dpOOwAYAHlpe0RHDkGaPCJdSQTty2rrv5cqsAl2e ljLLilE2RGuVDn3/AC8/dyoBqt7qvqSak2m3ep6iY1mto7aFZYTay8axepI0USSRvAzUNWVWJUty bMrBjhlxxnkAnKQvcWBfQdw/B3cbNmljkYRuIj3dfP3/ALEX5JsL9Z45ZNOFLfg9wIUEMhufW5EF 52iBKjmWCJ2I5cW3w8WXNOUoVxwxy53uaI9JJ5mP20LO9uRkhiERL6ZTHwFjuF/C/lY26Lomu2Gt 6cL/AE8u0BZ0X1FaMkoxFRyG6t9pGHwspDAkHNxiyiYvlX9vTyo/F104cJba3uWYsy1J6moy1ixf WLuwnv8A/Sk5yWchWI8mXiY545h9kj/dlvG30eFcwJ6kiRDRkonfp+u/0JJd3r3XmEenEtxdXCtJ Zcx64gltfq7+s0PGTiORRRKqMwYgU75i4yRm8WVmNVsCaPp32BdjpzxYZAEA8Q8rFd/6OSI1i5V7 Nk9aeaQzNR4XjKxiX1AkNrIqwyUeZEMa0b+7Vip25jW6rHkiPDPGRLej7663zF9RtxUQBeVpMUoE 8W23XflVmvcSOnOhvdXN55WKeBYbeKdpYBOt3bCZ4GhAIZmYQ0jWORCrK7BhQsStMsz6vU44yvHZ iOYO1/1fq/FX1asWnxZCDGRqXl8t7rcf2M18u6ZFpejxQLO1yADI1y7NIX5fFyLEvWtak13NT3zN 0uIQhz4r3vvv4n7NuvVxtRlM5kkV5dyXT3kUizW88aSwtIxaGRVdDSQsKqwoaHfOUydpeHKeM7jj nsd/4yXJhAipDY1+hjnmV1vpb2W8kWK106y+u+v6/peksEqyvMzqvOJo/T+BwSaFqDdqbbsrUjUE mRsjkNvn37X9u3MrkiYY/T1O/wCr49fcPJK/8RaNqC22oLcyNcyXLi2nFvPa1llUCPjC8xlaQ3Cp CzR+nU84jurquTnwQjmjGJMJTJJA6irJ8rIG4q1xTkcciQCI8jQ23qvtPxpKdZkvItTs7iwu/reh xrIssdpDYQTJcKszwNen0Y1ETIUQUkXkFNByAyWs0WA4z6Yg8xsOfPfy96dLqcnGLJN7c+8jl1vr tunhhvJ9WW7s9Ut7C2trdRqenySRpGGmHNeXrxTH0mt2RCiugWnw9eWQ7P1MeD1VCX1HmAboAji6 co7dfKmOpxSlLYcQ+nz258uvXfcjdO7WaTTrj1x6SW8zTpbrAZCnFBArNV6L8TKT8I9izHpsez8M SckoEGMpR5crrfy99deZPIaztHOYnHd8XDLn7x8eXf8A2qaVPp9pBBp2nwrb24aFQid/TCIpYndi EjUVO+2bLJEmyfN1+HLEVGOwsMcfTZLK0uYY9SuDDcSmKFrZoyri8mW35RSnhGrEsY+EkgKnl6e9 CdFgzxhAQFyMYxHp3scgb5DkeZ27+r0OTCTIyJEbPXajzquZ8qvmOXJUN5JHqYht2EVzblhcJZW8 cYknRpGkdfVbiyxRtxj5B+OzCnxKcfSYpz68PASNvebG4rhF1Hn/AJpsORnyxiK4eLi33PTbu6mt +Xx2RB80XrXRisriS+W3Ia3ESueUrF6CVldeCqKluQLcR/dkqa258s8MrNzifpA52Aedc7Hyobcy 0YcMckdqjXO+7yve/wBfPemSWQl0jQYfWYmaCKJZCWdqEBUoObyn/hvfL9LiOLCAefvuvLmeXlt3 AINZc23Ik/jkEpstR0uxluJ7SP0pboH125M3Ks01wdmJA/e3UjbfzeAFJCQHJ2GTHOYAluBy+UY/ dEfJleZTo0RyH1Kn+VT+OKqUxrK5rXc74qrzH07eNN99yD95B+/FXn0+rS6LqhtL5bqW2upZI7a7 dVuJ2ZlHNVicBRDxT4ipry340bbSafV+DMwycXBZqU/f3npuK+fWo7TJpxlhxw4eIDcD8c/0bcxu Iu/NGhp6N2TKtq/FYmjto2X4iAo5kMKcm2+KrBu9c3BnER4iRw97rhjkTwgG+5T0mS08w+ZbSWwu JDbWltzSdYgkqNMaMsikKAtYCFqn2uX2ts00835jUwEeLggfqA61dX0H38uRt2Jx+BilGVccuh7u hZbd+UdLuLqW4Uvbm4dJZ44hHwd0Vk5MrI1SQ+9dtgaV3zZnTCyYkw4udV9xBG/WubheOSAJASrv v9fTp73neteSb19UsVTzRdaJaaL6hisBDEkEyW8jSRc3QrE6FJoucZFWAOwrti6fPjw/u5HhIJq+ vXY8id9+tt+eE8suOIvirlvv9/MHy80/0Oy1HR9IuTcXUkyNNFxuXQ291IhmFTMRxaoVuAoFFB9k dTLGZHinVA8I3FSNHc99d117upx9TKoRj1HnY3PT8H39ALhvo1upppb65khdiYbb1pFVFKRrQty5 sQ8bsDX9sgg0WlniR8/mf1uCDvd/j8fekzQ2k4gmMgWR0U3laymVzJFIzBy3wkqjpVf569soiIVu LPvYEWhLSPT4tSuJrZvqdzDIfUvTLErxwzOjEQm4VwwcQRCRa7lAGAUgtLS5ccAYkgSsnc9Cdufl s7QwlkjEwFxqthyI58vn5370XpVncTeXL6UWElzAj3Kfo+7jlSS7jMTw3AeCVOJaZy3EmP4q/EOo yo4DKZyYxvGfeaPpqWw24t67wQRLqG6WWMQIyJ+ncgXW+1dSB8b/AIdqQWkaJ5hs/NGsatazXB0W /wBMSxtdNQG3WyKGJYmeJY1SKSKOV6ekCKeHXL9Zq8YwHwhk8QWDtQjy36Hawdr2utt2nTxyGY8T gEef86UufPcjyNGuXNl5aX61bMt9KLOFOE1ozM3qmhAYyFuQoaHbNDLVxMwRKfD3cUt/jxOSAOEg xHEevd8EPcpFMjejJ6EvKWshHq1Dq6psxp8JZW+ima2sEiSR6iZb7nnfefPnzsd7bAkcxY28u7+z 4pR5tjGpadNpFvpMOpWxMbXFpJGJpJI3kT1vS5815LEpdeVP3ipUFSc3XZeLHkuMBwxib68VyFbS uxy35cuoJDVOXAOKW5PTpt3j8deRCUaWUsoVj+sRCTTbmM3UVskUbekzgo6ovq8h8TAh+JIpt8G9 +r0XgDxRKR4avlxd3OtzROx2OwPpFM8GfxSYcMdwa51yvlfldjr7058u+UYptbmp6b2yWsMqazbC RTewXlx6zxOxeQVL23N2hdQ3MNxAPE7HJgy5DUpVGhyFcXK77r35bjvLhQ1EYk8Md/M2B9XL3Cud /BXnsraKfVIxeLLfSag85vipb4Glika3ZVda8Y4lgrWoCL0KgDbjHGQFgEfD8bGj8HS5M0oykBIj 1Dqe4dL94+KrPNZSGzju3kuzFEyPLLI/J5Pg+Ogai8uJrxoPwy6Ni62caZgTHi9W3efJJLi2sooo Ir+drhZGVJXicWjkLbLGQAvL+8lUsWX4lL7dKjWdryiRETIGO7Ivn3bVuASL3ocyK5bLsjDvIxFz Edjw8uV7/wAJNE313F96Gj+VtMg1bUv0NcXlqb21W0sWjvZSLcyKFlf0nYvzRYg1WoVoAhAKHNeN VgnKJxkGZqq2PDZv4ACW3yo8JdtLHlEZcf07nfff9dnn9+6aXcWrWQF3Y6d6tlfCS/uTex854pJo ubRmJZIuHBY6EVFSQte+TiZ4ZS2MscvV5g9Rz+I28tzS+nNEGxGQoV5d/v3+y1eOG8ikik1eD6jF BJL9TW3JgEzALG00kaSPQ7fD8RIU0DEHBc8mUSkDCEeQ7zyN0eQ6d93dORgxgRIiRImr8utbj5/d s1cXVk0EcE00lyrzyNL6k0igxMZHjj486H0/gUHqeNT3zIJciGMg2AI7DoOewJ5dd/msmPllo1C2 YUovEESSb996MKmpO5+XQDAeFnHxr5/YGZ5lvPojj/odf8qv8MVUEXkwUbVIH34qr3rVlAr0HT3x VI7u98r3kb2160cskkkliDxUzQs6sHI5DkgJXjyG1aZr8+pwEiBI4iTHpYJ2+Hddd3RzcOPND1C6 AEvI9R70ps/Jnlqd5p7aR5EIiiBVgQr24ADKaUrT2pufamvxdm6bODwSJiPTt385G+t7eXOulZGT tDPChIb7n4HoydvK/l28gQX2lWd0BzKLNbxSBfVFJKBlP2wPi8e+b6MBG6FXv8XVzJlz3YldX9g8 EJ0qxbTbu0migsobO3aK4URTVETojRrLbcB+9jqFP2VIejLh+JPh8Th+Feqv11/D37X1Zy08OKgd x/F0/sv7N2tS82eZJdbsf0c0NpepbTxaloOoLOojkEqRi6jZFVp4vV48JOHEor0ZSSBbOchKx3cv x+NnAlOXEK7uR+9N9b1O7u9Emt7toIJJZLdB6BaUfE8XJqt6f2ZCwG24AO1aBzSuNX+LbJSJG7G/ 0FP9YWM3o9A+oTcgA7KIvTUxEqQWZpdwzCijpXMbwRX1NPAb/Hl+1AW8UEv1KG1mnupZEt2vfRj5 JbLcRu6s7dwDCVPgaVpXKMceM1D1VzN7A93Uk/CuljplR0noEpGrG234/HRXtbq7s4pI4zeLqELt JJbLYNcqrh1RQXELVB+r89nWvw/Z2bMjSYPEuzUonePp25HqPIGxtY60XIySjpxwi5CW/FUv97tt yINnnysMh0a/ddPQ2Szm6vJw95HJHFC1r63OJ5/QkaNQrTQtI6cixJc7/Zyf5jhiLkCQaJ91joa5 x7/1MMg9VRHOjXcJCxz/ALU2stSv57K4t7yFbX92VEp4n1GbkGYIkknDYKaFj1pvSpwMmtllxzjL 0gxI+d/0nL8AQMSDxHrzHd3pQbe4+vC3Ac2xAJvqxhQaElfS5Fz+yK/PbvnOfyeLrjPvoefS/d9u 3VzuMcN9e7f7+Sa2vlozJz+tEL2PDrXf+bNpj9mxKIPiHfy/a4ktbR+liZnvTeXLcbu2gtJgQUVI zcQgSp8aXBAYtwYBOIYchuvwucrs7SZNMDKPqiTR76H8Xw3AjzJO55VZqTjlUb9VfAE9P1ny+DhA fMF/JpdpeTJaXELm6dZoeaSieQF0SB2ZOMlFT97QcaBAKlszLqJZsgwiFA7kyFige699wP1ENXgj HjMxKzyHD5jv939oKZ6Vea3p10bqzdbnTNRlFw9gSB9Xe7MBmkDSOSyJwml4px+J+jcqx7uOnqR3 23/F/j7HnoaiVAjlLeu66+7f8HYpttP53V28cvFZdUuDMoooEcs7SyS8qsQaMeKhT8VAdqkXaeZE Nxv6v90acLJDjyE3/F+rdNNC8qy6lapLcXZguRGhngVQ4jdxVk5hqNxIpUdcsyZ+E7DZng0PGLMt /wAebGNUurTSvOD6VezESoifU2kKRHm0gLOpL8OXpiqIWbkxTklaIdET4+eRyAfu6ER9vFVkXvz8 uj0mHD+WwCMD/ebyPfVbfD9J3No25sV02+bWrbUDd3UDwxMTNC1YwRGyejCIkosaJ9k16f5S5V2j jgIeLynAg39lHvHlY97fopykfCP0yB/SU6v/ADDdwxM+jRi7julZ47bisMkU7xs3ASUMNTIvJzKR xJNC/wAKZb+ZoiIBHELAIr3juvqR8dww0+kjKdSlUb5jevPYciLIP87b+L0kWqWN3dX+phb/AP0s hb1QY1jhllkhWBVUepM8QC2iKxZm3qQoHWUwSebn9mYvBBlMXxyo+VAbgfHl5eahp+gzX09sstzL Ztc3MyR2sgjkkjiVZWiZpInZGZkQcgOhPtkY47Lsc2qGOJIAlwxG+4BO17EXzLJj+WJEPqHV5Kca 09Id+32su/L+brv5Z/oD5sqzIdIiuDfU6d+v0dcVUIv71P8AWH68VYb5l1B9a1mPTrO8sxZMRNb6 h6igxsqem5FZF9Rh6nw8QRUgGm5zQ6qc9Tm8KBjwxIJI5iq/Senz2lW4wQjgxmcxLi5EHr9m3Lr+ pFS+Q/JnJLdrpWNu7vMZLhhMHklVf91SRKtK+n8SHt+1Xlm4+y8ERyvarJ/AcaXaWY9a+A/SgtS0 bR9CitrzSr1HggLSW+ntL6wYM0SGZCvF+Mbj1JT8XU7gADMPWaHwv32K7ieLh3I7jW4N19wHJuw6 o5jwT5y/i5Hrt8eQ/WzjRdShv7GORZY3mCj10j24NUjiVJJFCCPfqM2Oi1Iy4wSYmfXh6fafn15h wM+IwlyNdLY/crobavfCz0EXGqaZc27ieRFjiae6KtySZVlf4PW9ST4PhPxUrQ5LgAJoE+oHntff +mu/cb7tB1MrIHPYfg+77NuSUfmJcTz6hpMmmRm7u/TkkFv/AHckaSyQQh3V6Mo+M1qu1Gr0NI6k kkAbmi4ueVkVz/sSQWXma+VoILf1t41kT1EQgyIkvpusjI1eEgDAjKjjn3NYEjyRf+G/PX/VtP8A yOt/+qmPhZO5l4c+5PdNt9Z8u6XFbrZ3FxNcrbmVEkSX05BbxROo5OvAAw0qDx6dvsyxmWHYxkbI 5b9OvUbj+qBW/QbTGOOEQSImMa326+XPn7/0lenW+u6Rp0M7xNFpt0yx3aJLBBdRwycqA/u7ZY/j ccmEoZV2HxAZTLiEjkmeCJ6WPpF1djYk90hzroyyylGUYY4jJXM7nfyHIgbc9jvsmOrvb2FnYzae 1kEuCLcwpMgklYcvSS3kZlWTjNIV4tT7darQhsftDFGeERwkfV0N9973yFnvN9GMchhkvJzIrfme 4D8DndrYP0jcpytwJV/nR1K1qRQPXi3T9kn785yOm1Mq4Rd+Y/X91u1kcceeyqun66zAC3JJ/wAt P+asu/kzW/zP9lH9bDx8Pf8AYU+n1qHSbews5U5XkoiRofUjTiXYJVmdgPic8U7Fyq1BYZ1WLLLH CGPhMsnCLAI2obnn5Hfl5uv8ISMpXUL5/cPxv1YdaW82m3zC6sI45lQiGaW2s2lQ3EsQ9GPh6PqI Hersj05Mq8RQZj6PLlx3CUD1POPU3Q3F/DrtwjZyNWISHicQ7v4j5C+ZF9x7rtDaDcK/nNrWOT61 qnqmbV3XUCBDFHKJStVjbmnqzlfRj48Wj4OSjMTmYtLl4/FnEi6AvoDv8d/fy50XXZtdjlWHGbET Z6dw8z93uQzPqtvZRyenVGSP6uAy/GZGSONOVeCM5ccfUZQd99s35I3eXgMnCO7b8f2teWvLnnN9 Gtp5dP4TXC+tKPVQHnKfUkLLIUZGLsxKU+E7ZRhyREalsfj+puOlzE3EWPeP1su8uyXWhmVNZQwz 3zLHp9urJJLPJHHLK6RqhbcIpO+2Y2s1MI0BuT0A3/Hmdh1Idp2Zpso4uMcPLqPNLbvW9Qvr6ab6 udKhhm9O5k4G4hulh9GQOrxh+aoj1R0FeRCGhRwNJkOSM/GuMYnmQTKJvkSPTy/nDpQ5WRv8cccg YGzLpdRr+3qD5nnSFuIriHTxJeERfCpt9JihnYz+ijIGMhE7D91GzUNKBlEqo2V58eoyVLIY+giQ ERL1VZ3sbfb9zLH4UYkgSEeRkaJA5fSPePPY1yIBTrOsT6n5TBRIoYEnYpMssM0Yltk4wuJOJ5Mz JxjJXiW4U2YUyM2aWSUajQiTZJHcRWxO+7Ls/BGfFwyE9tq7/jE1wmj9JoWaNUkOjRecNcvr2Kzs JHu9O9OK8geRIzE0nJhT1mjqHpUEdQAfDLBGROzuceswcJ4yI1Kv4jZEYk/wg7GVCxvzHNk/ljQf OFv5jsp9SsTDaQNIZZDLC9CYXQbI7H7TdhluOEhIWHG12r00sMowlcjXQ948nqdzRLYJ16LX5f7W ZbzSCUFmCjqTQYqmPBacKfD0p7caYqgGBWYhCEIaiFhUDfaoqKj6cErrbmkebBLCaxm1rVY9Rlt7 0uVEgsnubdFkJkV1b0VpJz5UWpLEmgDFqnT9li55JmUTKRH03XXlYHzF3zt2WuFQhtIDfn8E3m0n QmjP+4S64NxBRfrQZuJ+E148lKpSm4P7PbNy6xc+i+UEkSe60aVBFHMZPWW4a3UPR5OfqfuaNw+0 /QcugY1jKqN8mULscPPoiPy19YaCUMsE1skhW3khjeJiOtXVwDunEitT2PgNR2LfBLeJjxdOd9b2 F9K8ttuQ2HaleJyIlW9/j3sU8x+YZrHzjq9nDyaWW4gKRoCWZntIFAVRuSaUpmZOVSP46PP5MlTI /HIJHc+cTLdQymTeNZAWrvR+Pw/I8a+O3zrAzajm3Tryh5m+u+ZbG2L8vUdtvkjN/DJ4p3INuLJc gHrOZrnIC7lDyUH2V2Hz74qx3XdV+qXax8qAxhvxI/hnL9tas48wA/m/pLstFh44E+aVSa1FKUdw rvGS0TkVKkgglT2qDTNOe0ZEOX+UF3XJWstYMl5BHy+3Ii/ewGW6PWE5oDvlH70ZsFQJ8iny+ZtL tp2QrNOyusbvBGZAjMzoQePxcg0dOIHI1FAa51x10OLhAlI3RoXW9b93LrzG4t1sdJIiyRG+Vmr5 frYb5vvdIn1ywvnt57tbm5tPqMcZt40W6UpykmY8JAYEKk8ua9VPw1UY2HVQOUn+cIgd9jmJeY4h 1PXfo3zwngESRceLqeXOxe3Q8qPWurH5NX1C3udRtbjkgtrwXtjr7yWlxFexCSt16ZiQeg0yek0g 5BF/ZCkUbJxZY5M0QCPTI78/4eV8h06+/oDr+0Z+DgMZWJSqo7g3xDn7v07XvRwnmiV4klVyYpPs PvQ7A/xGb2EBIAjkXljrCOaHh11khRA3EKoAUHYUFKb5acbTHV0AHpnlC4Nx5dtJia8vU3+UrD+G a/MKkXo9DPiwg+/72C6te+Yn1Swu7tJYzefWGsoCE/c3JR44USRVLwy+lzVPhkrVuSLVwmllOeOH i3vKvSR5/SK3sbj37nq70RhInGBy/iB6DmSOVHn06blK6abe2l0NI1VL6OzWS4uNOikeBILW2t5o wPSVFRuTFftoyuTX7NMZ5+LH4eO74eZBFCufTfyHXu6VaSUcmYEyFmXQ3vxe+68/1pPH5+vDb+qx YIhVZHXk0au4JC8yB14NTxofA5d4z0eDSQyWAYmUTRAN0RVjpdWL299HZLrXzkYfWIfj6s0kpA6V dySfE8vtGp6nwoBAZHM/kyI2jED9f4/FvQvyf1f9JajrtwWrwhsUqfZrk/xzJ08rJ+H6XS9uYfDh jHnP/eM8hBkmWu9TU179zmS86q3r1dUH7IqfmcVas05S8uyj8TiqL/a+n+GKoO8Wk1ezCv8ADFWJ +YdKl07UbbULNmNrcSqkWj20bQRuyQuwMzQEs3xVavHbatQuaTV4p6eYy4hdkAwAqx1quZ5ncH5b O0wZI5cZhLmB9RPmOV/r+9B6N5isZooHu7o2+qM4jZDHfXETuVUv6apcy1QO1AzUp4ZkaftbDloW RI1sR38v2NWbs7JDcbx52k+p6m15ABS9trOfmPUt0mnuZpVApbxwevdo8bJHUhWXkSG+yH5Y09b+ Z9GMS4JWDLzAuq8+XMe/be0Y4aX1TqUxyj+rz+G1HyICab5g05bSwk4tDJBHCVjguLhIuSUYc0Vk SU8urSJVqb+GZ2mrHARHx2qz3nzefzarxZ8Zv/TEqw85obq+cvzM88crhwCA0cUQUitenpg12yzj 3a/G3LMvy61ldQiu4kNUtVgRBWtAQ4HX/Vy3HK7cjTzv4Mxy1yFK5l4Rmn2m2GKsUufMAjvNyeds 7qhDEDupBANGHsfnnM6jtMxykfzSQ7THprh7wEHNr3qtKDIwEhViUdo2qABsyFW/Z7HMKXaRJO/P 4N0dNVI3QL6N2NpET6aKXAZmc15b1ZizHdu5zZdj6rjmYDlV/b+1xtbjocR70ZrpuF0W+eBOciQO aUB+GnxGjPENh/lZtteD4E6/mn9v2f2Hk42lAOWN9/46FgFj5vgg0OZNNaL6rLHqSz3sMqBomtbc NDJdxTxz3IeZ0dE5I1ECghjTDpo44QAgPT5fi/cnUeJLIRPn+35e/oh9Qv7O/wDNTxz2sbWstqgv LYRx+j6/oxl3SQATerGXMZdgrrxApsTmNlERqscqjcjwm+o7uu98u/6erLNj4tHPi34KI61z+zzv beTei+a7i40e0sriNfqUkUU7g/WJQXVbaWOjXJY8eTMOLGo4gdVYZvo4AaFCvdQeYy6ugRZ5999f emUGr28F292jSmeTmGLzzSL+8YM3FHdkX7I6DYCg2y4wJFfqcYaoA3195er5rnpXYq89/Na5tPL1 tpfmC1tYY76PUSZrlY1EjIbG6D8mHFm23oWzHyQjEggC7dx2aZZI5IEkx4OXTacOjAdT/M4ypqcE cXEXMBtbwxISeMplcPwVhEDyuG5bVJryPhXKQo+Yc6GhJkImyBId970PqG45D3dKRcnnpZ7iC8na l3D8QZHNKlGSjU48woduPIbVqKVyJyWbcwdn8IMR9J/Hw5dGe/l5d/W/KVtcVr6tzqEh+b387fxz Jwm4/P73n+148OoI7ow/3EWXufStAtfiYfr3OWutaskoGkOw6A+3fFUM7NJIWpux2GKo+CP04gD1 O7fPFV37X0/wxVhf50a/qXl78tNa1zS5TBf2CRSQyqsbEVnjRhSVZE3ViN1OKQ8X8gfnD5l82+Zb vTP03rKWaBrmyRtO0pHjs0SJ2eeYhjIxMvELFB0KtsCQoZUGPeUvzJ/MiXzZoFrrep6ZeaVLdpdX MdjNps8omkLNIX+rH1lBpRqVUfDv0zFnpMex4dxLi+N/j5DuZZdVOMSQegj8O57K115cudY+s3uk 2MtoqyBImMkgqaKnKFqQH4ebE8erAfs8mIwYhLiERxF1uTL4kgZ71y/H4+xINFg8ufou1aW1hZp7 SAXRf12cyVR5GRhOqpy40+FRTx41UmMY1yceAjQ9346p35l8s+U7T8t7zzDYaeFvQoWKRprlgpe4 EHPj6tCVBqK7V6g9MkYR4bdv2bocWbLGMhsb6npbBfKvm680i69PT9UewS/BEwIWfi8YJh9RmtJG G7lf3aNUnegG8ImuT1p7H0eKBlGJ2rv+NXOtue8h8U50D84vNcut6bbzXb3EU11FHOs6WwRopGEb DjDDE4cV5AiSg2FG3wSzmIJPRlqex9OMZMRvR/ne/qa8uXyerP5id54+SwtHzb1HJYN6fElAqD9o MdyW6Cvei6/+VTfSr+z8ef30Oe/KCut/p/H423JQNNkQPNEv1mRSbpn9RizkVJXjIgX95vt22Gaf 91IXKI4z9XPn8xW/c5nrGwOw5cv1dyYaZo2g3cEz/VqkS8VPqS7KEQ/zeJObHQdnabLGRMf4q5y7 h5uNqNTlgQL6dw7ylGv+aPJ3ku553jvbSyrxQKssxYH4uI+0P2czsWjxaeZMBwmvM/euOObUxrmB 7gjfLfnnTfMvqwWEUs9p6SyvLLCpgcFmXgW+L4gU+y1K9q0NMkyMhvuGrLppYZAHaX46pFqOlT2e rxS2148/BILedLmacf6PExk9NkjcRTK/qsGV1pSlOlGji0meMP3cgRXpEgdvKx068if4fOOLn1+H jqcSDe/DXd3H4faSeht49Ht7GSO6b6y0cUhtA6zSC3hjLSBAY2WWRV5/ChblT4VNMv0Wiyxn42WV zqvTdDn8725jmB5OBrtbiy4xijH089+/bfy+BFhb5Vj8ta04V7LiXkeNAHmTl6MSGRlpcXAZTIx4 nl027cjs55pVY/Q63FosJkARz85d3vTLzPZeRdHZIJ7OSB7m1uJreYSyMolgKKIqNKGaR/VrGoHx cSOvEGoamfe5Z7Lwfzftl+tfH521u59CaN5LNL/jJp9rdrapPLHIiyRtGitIWFH49a1BBGU3Fz+D IQSBYCBvfzC8z2N9qVmstu94tvaSWSXiUhV2mmWYt6HFzVEFN+o+eY+aZiaHcP0u67N0WPNijOfF XHIHh51wxrntzJSzzj5o03zFpOn2uv28EttDevdXcCysU9NYbgRgPSF2480rRe3hlUp8QF97sNNp PBMzA/wVuPOJO3qHRJILL8u7zV7awGjgRyssSoZWR45BIfjlZZ1eRmEsYWqFlXiGPQKOGLadRniD vvZJ2j0Aratvh39OvT2/J/8ALlQSdKNBuf8ASbv/AKq5d+Xh3Op/lzV/z/8AYx/Um+gaJpul2kWn adD6FhAXaOHk8lObmRvikLMasx6nLIxERQdfnzzzTM5m5H+zojZnM8wC9Oi/1yTSq3EixoIU8Nz7 f24qts4at6jDYfZ9ziqMxVb+19P8MVYb+cVpZXn5f3tpfI0tlcXWnRXUKOsReJ9Rt1kTm7IqhlJB PIbd8Ujm8E0aDy5pt3fjRLK7h1WeyvbPVdbnvrS0S2sYbn0Li7hFskw9S0+oj0xbwKEQqzkkx4Gb EfLvlv8ALlNZ0aXynJrsd7JPapqM2qLa+jbx30czQgxxrG7SOsSzIUYpwO7ctsjPk4+rH7s/D7w9 dt/LVvPWAavdQzxyzK88toohdI/TClAJ6jkXYg1PIdl4/FA4/N1gx3tZ+X7WTx/kXexxrGvmOioA qj6n2Ap/v/D4Xm3jQn+d9n7WcaX5bt9K8njRtQ9PWIrZJHkE0IEcp9RplDRMZRsSPHpXJiNCnP0/ FiAo7jryeYebjpc0kFtb6Fp+nxxov1v0reBZGmoFl4uEICQyEryBK7E/FSmS4Q5X5zN/Pl/piyfy b5N0M6Ne3lzY2SXkqCSCkMcj2xVCPUXl+8jb1A1Vr8LKQDttRqcYOOQ5XE/czhrM3ELlIi+XEd2v 0LCZfQW/k5IvN7gxARGpAWNR6nLkNyT0+Xfk/wAjG64z76293Pn+Pfs/HNXwj3Xv7+SLtfJMsum2 11+kuPrxJIsXo1pzUNSvPtXwzJwdhmcIy46sA/T3/FpydoiMiOHke/8AYnWi6U2m2rwNN65eQyc+ PDqoWlKt/Lm80Gj/AC8DG+KzfKu739zrtTn8WV1WzA/ze8j6Rq2n3esaheTW/wCj4WljRWAQsEAV TVXPxGgoor4ZPJC5W5mh1c8YERW56/2hj/8Azjfeyzx+YPUNY7eKxSJOyqouKn5nqT45CHUuZ2xD hEAP6X6GT+atNSG9muheXErzOkcdnb24lcMygAl2ljVU2qSxAA2rm50ZuAH6Xh+0MX7wys71sB5e 9dpfk6XUrNLiDV5IuaBjFLa8ZI/UWoDr6zAMO4338csnm4TVfb+xqxaHxBYl9n7U58u/lz+ir+HU Ir9ZzAZWaAW/BiZlIc8/Uc/EaE+NMonnEhVOZg0MoTEjK68v2oTz9qdzZtduk0yRW+mmb07ZikjM ZWAoyVdBVAWcLVVDUIrvjylwxJdpgxeLljD+c8B82eatW8y6v9evSVARY4okoFVQKH7ITkWNd23p tWgGajLm4zb3ej0McEOAMwufV8w2thq15eyWLxaZbR+jbW73bsgv7y3U0aVZG9NIgzElidzl5PEA T3fpLRpwMBljjEEGcjueH+CB7q36ck30r8qYfMd3NDaeYZreONpmiintA0gRJDCCWWdOXJWqGAFR vQdMnHDxHYtOftXwY+rGDYF1LvF939jI9J/IO40/VLO+/wAQrILWeOcxCy4chGwYry9c0qFpWmWD TkHm4GXt2EoGIxVYI+r/AI69Tu5iT6Sb/wA1PHwzJedWOyxRmJTVj9th+oYq6MrDGXO8rD4R4A98 Vdb25lPN/sfiTiqOAAFBsB0GKuxVb+19P8MVYp+a/ljUPNP5f6voGnokl1fpEiJJJ6KlVnjd/wB5 wl4ngpoeB3xSHkHlr/nH/wA7eX9E1rS7W5tpYdb0F7OcyGQSC/rMIoyxklQwpHcsjOsaV4qRGDyJ WVhKIv8AnHTzbor2mq2UFnLexDThPaJFFG6yWdmbeZ7a59VVImlJkkDxqX2NeQ3iRs4+pBlAiPPb 709/wl+Z/wD1aG/6SbX/AKq5Gi63wc3d9ofQkciyKGXpljt12KvLbbyBrMslwl3cwQRfWrrgrQxs zW5uf9HJMNAXEUSyAmlGc1HIs2CN9W3IY36e4fOt/tZRbeVbe0truS2c3V4YJEt1CiNQ7xCMdwg2 UKOgA2yrURMscgOZia+SMRAmCeVhjb6F5vjAL2RFen72H/mvOV/k/V/zftj+t3f5nB/O+w/qZhps c0Wm2cMwpLFBFG61BoVQAjbbOp0sDHFGJ5iIH2OlzyEpyI5ElMra25Udx8P7K+OXtSTeZNIg1iG4 tJl5W83Df4TvGQwNHDKaMvcUyicCS34snDRHMJH5O8gWfllrxdPFTfCFZTxCsTEG+IgHgN3J+FQP YdMh4R7m/NrJZRESP0pP5q8vedpNcuZbLTzLaPw9KX1oVB/dqDszg/aBza6aUIwAkd3mdbhzSykx Fx26ju96d/l7pWv2wv11iD6oz+l9WrJHIHpz5/YZqUqvXI6iUTXCW/QYskeLjFcmWK0kMngw6jMZ 2KVa35Xh1e/TU7Wc22oRRGIq1SkiirojCtAnqNViF5bDcd6pjJdxIrqCP07EfaPJFb31Yze+Q7+2 QtZ6Pod3d+iFC3j3EUYcMKBglvLzSnLsK9KU6Rx4gR6oge7fb5D8dXNl2hnoVIsX8/eVPzEvtfhu dM0i2a2SxgtgLO5jWNTE8rFaTi2YU9XstKU71AhkhI1Q6fpP6Hbdma3BDGRllvxE8ieYHv6pp+Uu g+ddI8x3Nz5g082tm9m8ccnrQS1lMsRC0jkc/ZVt8OGEgd2Pa2q0+TEBjlcuLuPce8PU5rtnBVfh X8cyXn1EEitO+2KuCsxooJPgN8VRUNnT4pOvZe304qisVdirsVW/tfT/AAxVdiqjc3Hp0C7sd9/D FUObyRhQqpHgQf64quW2URmSWq9wo8PpxVQWR0aqEj/Pviq/1LiU8QSfYbbe+KqxtYUSsjkHuR4+ 22KrPrZXaNFCdq9fpxVQZmY1Y1J74q2n2x0O/wC10+nFURcyXCrxagVu61+7fFVK3jSRirEhqfDi rYd7divFeXdt9xirbXkjAhlUg9RQ/wBcVUWIJ2FPbriq9pndQjUYjoe+Kq62qKnORipG5oemKqb3 RYceIZfF9z+FMVUgC7UVdz0Uf24qiGtYo4+UjGvenj4DFUKaV26dsVbBANSK+x/sxVE29woPFgqD tQfrNcVReKtPz4HgAW7A9MVQf12XwX8f64q4XstdwtO/X+uKoj1BWv7PLr7cK4qqO6ohZugxVLXd nYs3U4qrWsNT6jbIu4+YxVZcTmRqfsDoP44qsjjZ24qN8VRyrHbx1P0nuTiryD83fzZuNIkg03Rr kW8zXcUGo6msa3H1WMkmRYom+CSVQvxA7D7P2t0x8uajQbYY73Lz20/OPzy8LPL5jPqDgFjXTrM8 i0MjsalFAVJVjjPf4iwBC/FT40u9s8MdyZWv5mfmFeieOx1w3N0ksaW1uunQlp0kk9IMpSBwjcmT aTiPioG5UDEZZHqgwCh/ytv8xoVgln1FfTuC4iBtrQE+msbsaCKoHG4jIJ61274PFnXNPhxZrb+e /Puk6zFbeZF9aJkJlseNsrsolERe3eLiHlR/918jVa9B8QkMs4n1MTCJGz0XRNd0zVrVb7TLhLiE Hi3E7o9AxSReqtRhUHxzKjIEWGkghN5is8HNftJ1H68khCYq8F/MvQPN1x51vbrTLDUJbee5uLiV 4TqAgcaNpmn39goW1mgHKW8imt43rUM7cP3iLxCQmXnzRIV13VL6807zl619qqvFc+UIf72K303T fSkumYfEkU/qegR9l/UpvioYr+a/lLUNQ/N7VNQk0TUrrSpBcs9zp1i0sk3+4S3jgjSc2Fyo9S4j 9NXLyem1WCQsObqQm/n2482w+ePMsq6Nr3mDR5k0q+0qKwuNZsUikgMPq26JBBJDJJKSHen2FDUd ZRQKhMPOvlzztea55m1PTrLUpXbT79LYrf6tYxKkOmaVJai2SFGWdxc3F3wgZEEr8+Z5LsoCF8zt q0nm631S8sfNF1pNvOtyljp0muM4hXSLO3hjtGVrVUkaa9uZJpJeEh9JkJVmZWVSbVrz8wF8pXVh BaeYbHXriLSJv0lZxa7NcSPDoQaZn9NlthI94EtpDyJ3LPGWjD4pTHUz5gg89aRqtppuqySxXGkw 3Oox2XmESfoiCG0urpneS9ng+NzKjWjQO5KtzYzEFlDHNUtvO1lpl8ml6V5ts9dHl7RbW0v7Sa/+ qvNDFZs9ultb26ekYUa5qWmoHMn7TgBSg/M3l/zxoX1ZtL8kwa1BLHZW5lvNGTU7lBZ6Np0ZDc7Z mjj581FJDV1ccVKnkqz/AFPSIkbTbS18qzXc9po9pLdejoge2f6vo9y/1S2udR02edWWW1tIl9eW ST97w4c0ICh7Rp9taQaRp62SOlkttCtukkH1V1RYwEDW/pweieNKx+mvHpxFKYUKuKqnNvq3X/dn GvtwxVWvZKsIx0G5+eKoeNC7hR3xVEXUgRRCmwp8VMVQwBJAHU7DFUdGiW8RZjU/tH+AxV5f5085 a5qWptpHl6ZbYW6zPd3BmhgkYQt6MqoZmQxqjt9vZmIqvwirU5eMj08myFXu8r138vvMl+tta3cD afHLOFtHajIzpcx2rc/TYsiVnDK3EhxTjVW5ZjxwG6OzacgqwioPydNte28MuqCVWubmCYraylVF myiVzR0qm+5Br/LU9LPy3mx8byVT+UN8lq80OpQTKlp9ddmDwoEclEVpLj0lQmRWHxlfhFVruA/l vNHi+SIH5Ma0JZI2v7QIsjQrMZ4gpliIDhqSclC0ZmFOVONVqWVX8v5r4vkgvMHkm58t+X7rWWux K8Mcdxb2ym2YSQyXUdtVmiuJnU1k5VVGSlBzDGgjPDQu2UclmmReS5NY0XSz5rt7i3odNTUbrS5W ot1EYpJxbg02nSOJmDcfh6/EvIYMIrcH4JyA7WNnsvl7zLpOveXrTXNL5fVL5C0SyJ6bhlYo6uvi jqVNCR4EihzLjIEWHHIo0qZJCTat5Qn1fUFvrfVr3T2FsbSWKGaYQODPHMsnpLIirMnBgsi0JDUf mnwFVyeS7C20230+fUdWvJYrNLO4vH1TUEllCy+s0rGO4QLK8nV0AYJ+7B9P4cVc/lXTmtbK29a9 MVnHPD8WoX5eSO5Rkk9V/XDSuOQKPIWKfscTuFVtr5Igc6sZtY1Ce8vpjdwI19eRLaq8ckUUaR20 9uRCCzniCOR71RCosXXVNKuteVLK7gubWG/1O1+sz+vPLFqN7yo88E80UZMx9JHFt6YEfH01ZxHx 5NUoQmrXccsM+gLcXV1eC1YuIvVjnDLESssklmbd1DkD+54/F8IpUDMLLrYxkYRBlMAmgO4Xz89h te7k49NIxEjQjdfbX2fcgbXypYapqeqT6fr2rWmqmd52tZLq8kt4IpVKej9Wkk9IQyuGkUpxkVW/ dPHRCt8MwlIxF3Hy/A35+5hkwyiBI8pcvx5dfNlkvlxeN1JbX13De3JnpdNPLOIfrJj5GG3naS3V kWFfSrGVQ1PE85A9zSk83keBbOC3udQ1C4aK1jsWuxf30EkkMMqyK7/V54l+ssEo86gM1T+xVMVT OC2lgSaNHBR5zNH6nqylVeQSyITJI5Pxl+FKKg4qFou6rtL0eGE3lt9YuWtLqL01R7q6eVOTyvIU meZmUn1/hKUdaAcuKxqiqdTR+pGV79vniqW4qv8A+Pf/AJ6/8aYqtdizFj1OKom2AjiaY/If5/PF UMSWJJNSepxVF2cNB6jdT9ke3jiqjcz+o1AfgHT+uKvnm40jz/eee9f1Hy4j7SXNnG4ultm4CW7L BfVfjxNz6DVCH7DChBdXgBMwIq4kn8fez4oCQN+rZM/IGoedbPXTca9DLcWkt3fnS1RlMv1driGF A55eq7I45GQ+o0igcTIu+AyJnvzr7qCIxjGFDlf37/e9BmvdWhFvJDdwTSS3t9E1oyyx8iijkn1h ioZYPSkPqcQBRUAXjliFO+1rzDp8V5aRW6R0gMyyzxvIPRR44Q59aWFZHdQw9NzFXjUfaoVUNbap q8+r3vpWZlvoHjf4JY0WJpifgDvweReMcwq0atEPheM7uFWI/mRf6ld+T7kOKafPbQG2aaMpJII9 QVZGFGfi6H01O3F1IYMNkynP9BZ4/qSW0sfK8nlm/juteltL6LRbeS1h+v2gWeSW2DtaegYY5gFk i4cFdqjqQSRlHhQq+teTeZzob7Xy3en/AJO1H5baMnZBcgD53UpzIw/QHHyfUzNVZiAoqT0GWsEe eNvBt1HT3OKvNdY13Xr3UAbe8gstHuILz6pOrOZ2vLUEhm4KymBQJDJ6bMfhWlPiGYJh+YhfFKIv bhNHax0vn765EU5Z/cyogE1vfnR/HvIUtP1vXbq2XSob5frzwSXVpfFlcsvGSELJGnKRwsyhy6Dc HYJQ8aMkcsZDDxHhmZeqwJAV9I239/1fJuj4ZicnDyoVvX9b7xSIl0UmY01SW5tWgSGJgU5RrBzk 5k81S4j9Wi8EijAUVryUkwy9jY5iuKfKud/f0HdsER7QkDvGPO/0H+1G6F5hu2vJdPnkiubh1FzB PNKkJkWReMaeinqlDyXiabHdlr3cGfLiynFkIlxbiRNdwERtVk9Pfz6nLghOAyQsR5EAXXfv+Oiz Q9Pt7hZtZnkulYGWNI4JTG8qS3CShnCi2AkLwBNh0OxozE5XZ5E8Qn1nuff8gL5Amt6adZYnw91D 7Pedu7dffaWml6zo97Z3U9xqUsy23O6dm524MhKsaPUcpT8VNqmh/ZNPaXpOOcR6+MAf53MfH3Fn pDxRnE/Twk/Hbf8AHNM7Xzk9hqA0nzA8Md+I0lrAHasJIjM5AWqq07LCtVUlqmlKYTq8mHfMBw98 b/pbkV/VHvvfkn8oMg4sV159/d76uXuYr5t8+znzFdaWZLyztLUoIJYI04yyiZYXX1a8KgM/JZJE 6xkKw9SkjE6i/VKMYyI9JrlXXn3/AApBIwgekSlKN731/A396Z6H5uWSyuV/fXX1LT0ullmCIZGj UrIvJGfqyA7io5b+58aWKUok8QEOIf5uxBPW+fxPkscAy8JHp4p8J+PLb9vRdpfnTW7+4tBDoZih vA7Wt5JM5hYxByy8o4JPi/dNRactulDXKsXaM51UNpcje21/0fJzc3ZWLGDeTeNWOHfeu+Q23G/J MrPzxqVw2p89MhtY9K3nmuLmVEdeckfKL/RqsOcLLuAa7dcnDXTPETEAQ75Hz5enya8nZsI8HrMu PlUR5Hf19xCj5U83DzE12RZ/VBblCB6nqV9Tl/kpSnDJ6HXePe1VXW2rtHs78tw+ri4r6Vyrz82R /wDHv/z1/wCNMz3WrVUswUdSaD6cVRF4ygLEvRdyPwGKpRrGuaPolk1/q90tpZoaNIwZiTQmiogZ mNATRQdt+mERJ5NeTLGAuRpg0/55XT3X1O30BeEkjJC73gT92WKwyO4haARzUHGRJXj3+3loxA9X BnryJVw1z5n5dDz6dO8gbqCfnLdMISdBoZVlLD6xJ+7eDlzjk/0bZqJWv2QDuRRuM/AHe0HtY/zP t7v81gOneb/Nt/d6+2lWUt7bXLy/V4o7WO9+p3E7zzOvL0T2uI2o/Ku/wgNmvJkCQASAS7vFOMoR ntEyiD+lE+XfM/maG/to9UieKWC3dBK0EdvLX0oUYKGjZJGWSMMOabIabFQ2WYoylPcVs06rURxY 7+oX3+96XZ65qV9pst7ZXyzm4u5ixieZY4Y1jifi7kepwaCJ+T+kh9Rl48PtGyUSDRTiyxyC4mwl JvdSMCxcp3jktInli9OdYuYuWEkVtG3pNJKHeNDCJQRRQXkPISRbETPZ6+l3bSz36QC6n+sest7I 0Re3VgQtwu3pTbiU8IuLEKq7jFWIec7/AFBvJqQSahcXcM8cXqQXKOrxn6wjpUMV+FfSZa8amoJY 14pgZdXGUvDjv5/b+P7ay4aciHGdkPp1/wDl3beT57a4ktLnWp7JijDT5UkjuTaCMR+q/rKWEo5c 0KryNQB1y2M4CNdfc0ThIyBHL3st/LTzQ1n5N0+yW0Mph9X4+ZFedw56BGp9rNVm7Z8GXBw3Xn8e 5zY6HjHFfPy/aym08+sLz0m0qToB6vqpwB+ItUEc/h4ivw/tD/K4mHboI+n7f+OrLs8jr9n7U7tf MVvqJjjZTbznlSFqkHjv8L0CnY9OvXtvmw0vaEMp4eU+79R/B5uLm00ob8wk175eY3yv9Wa6gmne R2hkKSxiXdxSR6PzIUGjL8Pw0KgISPGxzO3HCVnbYx8tzvfffO+lMrhMc+GQHwPyH6PixOHX4ofM 0emXlrdRNctNLYqPUURJGhacTuWSOMRbMAI6HifFuWNpdQc2UyIIMBXD13+PXbYjnw8qs5GowRxY hRBvmdq8vd1697KItb0+71IWcNwly73MlnKzusJAtkEk+0vCV6Fl5CONl7txFWzcSiRzdVDJGV10 NJXZyy6n5j02e1V7eMOwjMsRnBiaKF1ZXaj0oftHvyAPwkjS9okHNiiCOKyf51d3p6g1z24edina aQgYcljbbrXeyTVPIcc0811YzxxSyOJvRngjmjZ0+NeTMC685d3ZfiI4r0UZky0uWMjLHOgTfCRt 8+fO9+4gV6WuOpgQBkjxVtd7/iuQ79+pSa1s9KFs0d7NZ22pwO9vJcX8UduHWQ0jkS2ha0P73moH JgdtqkA5VpIDJMzmSZwJAB24RvR4f6UT/FunUkxFRFQnvtv8L8vLvTW+FjBol/W/gmtxaymO1iaZ Qagwp6aG6K+mXoqKoArsCDmdqpCOKRNfSefJo00ScsQO8MR1ya/t5ntdKgEOpoIZvQ9GUQmQrHLS OWAF1nLQIqiZqN8dSa8c1PZ+Pfhl6RUfRy9VCXfdgD5gysbhzNVOXCCN7v1c9hY7qo308vIovSp7 NdVFvJaXJs9VhSyDz+qQUaPh6cLyrHMV5o5JLsVBWgWu1+XTwwzEgPTP0S+NRFb7DYXz8lhnnliT ylj9fyPUcr+A808u/JuiRpLJbIyTzUZxJcXdJXioYubLMD8DKKGhp26ZHWaaOMAxoE9/EbrlymP0 s8PaWWRqR2HdGG18/wCHr8GvL/lw2kK2lxeuUWZlhMFzeoXhLfByWOaFEfjsQqke5zG00DEiPGKv +n/xYA+R+LbqtZxniEenWMOfXnEkj4p9FodhpkrNaLIPVREZpZpZjxi5cVHqu/ELzOwzd4sEYfT9 5PL3urzameSuKtu4Ac+fIBE/8e//AD1/40y5oVbJKyluyj8TiqTeY/M2laNGLi/lIaYsLeBF5SyF BWiqPDYcjQAkVO4ycIGXJx9RqYYRci8a856y+sXr3N/qHorGKWn1SQ+nboSHBAaLkzh0XmxoGTkt BVWjyDjEY3yrn5umx6qWXNwkCcp1GHXhJPTbc8vxyjo07Vyyrf3lxbnnHDqbKyrClxJJIDG7GSFA 3qJKSJOLbjbuYxyxbc2gyk7EkfD9a+68n3tzc+nfm9le39O9kjaOWGT6vBcMxbl6glEdYfidSONa clJUkzywMSDyasOh1EMglEcUunL3fzkBb+fNR8saxZW8aOYree0gu4LmOiNZTXV3PcTei/7foyW7 RuKnix41BOa/8wATR6k+/u+D0eLTkY4xkNxEDfptR+KbnzXpeparGujWypZaDbOn1yN1tg1hHDGn qzyzBX4pJNIo5EsFAYnlU5PTZgZbnv8A0ON2nhnLGOAb3yuuh/X+kIp9VuIptG1f0lS8vYoG0tLm ORYb1GKuiRqhiNx+w/FW6UBBB3z5mBHN0WnGoxzBETy3Hf8Aj7OT0319BfRbqHTHn057yFbKOF45 SsUTSKJInjmkjq9bhqSbKi7KeKNXCJHe9HCVi6IQF/pWly6rdSy+jdQrIssrqzetN6BdIDK8k05f hG3EGi8vDZeOm7R1M94gHgHM9/l7vv6bc9hpsUed+rp5fj7GN/mXZatJpN5dy2/CzHoNKWovEmRI ldUJ9TkxbiWpQinhmPp8ObiEpRqPy6VyO7lZMmPwqBs/tvnyQHlHzdMNETTr6aJ4WhBufrzXc7iW Mgr6YEc0QHwJSoNNyCOmb+OoiOZdScR6BFQ+U9U1DTLMLDI9g6mSeQhkmkglu4iGJDJRJEV25ceg LCgBI5/UaPNLLKcI3Z23Hce92OPPAQESeXPn3qOn+WdaurqVYmEd7bxxWUcf1qOILOsa/DGJIGPN fiUmpaoIKLyYZUez83Lh630/4v7Pt2ZDUQ7/AL/+JTa5caPJGb+89GeUevAwvWlWNeMrq6iNZB9i VSOakUAbcoGOPPDlxVxxruqr6dx2/He346yXwm/we9mnkvz/AKVfzW2najdRfpRvgjdCzRysPhXk zRQBZGYHbgFr03IXN5pO0ozIjLaXfyB+3n+PJwc+gnEGQ5DztNvMPl4/XW1LTwpvriSNrsS8HrDC FISJZUkRWLxIakdRWoyzU6aQJyY/rPO+seo5de8/cxw6kcPBP6Ry9/eao96BGv8AmX9HPDLpUZlM aXU8k5laFonk/eRhHLUdI6fC0nWp4jYZjHW6rgP7r1AE+/4d5/m3ezadPp7vj9N1+33edMIvNVtr G6uNO8t6zDN5w1CRWedJIYkvIrqtVilKeik4fiwAIopAUsw44MOlnxSmZXPiIsX9JA+XLofK3X6/ X+LAY8OwHT58j+v73rHljSpNE8u2lhdSoz2qMZpFqI15MXIBc14pypU06VoOmbPBj8PGATyacUDG IB5sT1y78uzapcXtrJc28MPpx3+oWoKWlEuOV2sxCgMwjXk5PIcN/sgnNVl4PG48cZbVZiNj6vVe 1nY36b4vg7qMZxxVk4d7oS5/T6a8vlv5pTNq0Rt7ezluDcLHDL6quvppDdROC8Jt4w3KURyyykJR kEZ+HYquMcc8uORyTJkK24doCWx2G0uEG+8ULrkyrw8gEYgCV0b591E9/Lz+1bCnk+zv4dNa4mhv 7cPNcerPKt0rST+onKERRmRYhPWIGMgbKF9Oubb8rhjEjYVvewIrr+1xpZsxInR4Tt14TfMfHy+C daVfJ+71XzLI0Vtbsk9pWOZo1YqFQtIYyrBedEblyqSCzgg5gY9UJ8MstiEKI2mbNczcTyvbfnvv sXIlpiCYYvVKVg7x+QAPlvty7uSL8y6i8k0UenwXErLyaRPQlQqHpxNGVdiVanyyjtfOchiMYkSL v0yHOq5jyLHRYOGzIgfEfrSzRb+/n1GzKQyPCZYC8iAugWThICWWoHwOG+RzXaQZfFhsa4o/oP3O XqMUYwlZ3o/ZY+9n18DRD2FRnbPPof8A49/+ev8AxpiqvF8Fo7EfaqAfbpirAvzE1uPR59MuGcRv LHdxJJ+8rWsDcR6TIfi48dz3rTLsUOIEfjq6rtLN4conyl3/ANHuYkn5gXlxf2QtHnku5JFia2Et xGJDJQLR5ppEX02JpyBB/aFGoLZYuvl5OFj7QJlEAWSR1l/xVfO/gz+2SbjWXWrqGXglLea4tInD PUyCWNrZCvdlahLcqjjRaYb0Yo8vx81efR4hbsJdZur1LhfQlilms1R4WjEcrmsZDAR/vSO5r40x KgkGwwC+/LO91e1tdOuUt9X1iKW446tI8Kra2cEKJaRNbmS6kMN0U9RQhHpM5PEAlTi+B6QPx+Pu dhlz48ly+kiqFfVZJO+3K+t3XNgsME/lK/ur0aabLULS2ufVsGj4eoRG/BSE4+ohlRSpB4kgEHvk MUamBLYOPkNxJG7XmDzheJoukQXFoH1DSLaT1dLP1wNFDcPA4WO5Z/UeR4Yi8YFDFVYnWqmudLGS KANf2/s8nAjqMQzR4pRG0r325w6beZ58kktvzEvrTU/rdr5e1a+rJay2dvNc6lxEcAMT+oFmkMvr mo4N8KMN/UNcxp+jcgRG7vBi02QAQyAnyIPw293dztNvKPmHz/qOtwJqGhTWOkmZ/WuJ2nikQRwy +mpjLx+pUyKpMiMCRX7QqNV2hqMZwSiDEy26+YciOnhGQIu/s+79LIvPvmzR5pT5QsI57HlqUuoX sUhf05/VhkupGQqXhKetIrFVP95VqV+I7GeeM4ek3v3urGLhO/ci/Jflm2luJLnUrd5IrJY5U0tV VpHEis8c06M8dYqRsfSB9Rxvx4bscOHqWE8nQM9g0rRRrMU+oaxN+mX9N5BdM0MnNndf9GIdjHGP UnURqxAryrxCk5jQr2+pTW9k9hd6hcysYkdNSQi3keW1eGJo4o7ieZ4+UnwSevxHJviJDDFXnn5g LDPqGnyW2rSX0UkUiwJ9YL8TycegzG4Z+aqsau29HPIFa/Dpe2DtHbv/AEeX9vm7Ps41e/43UPKR b/EejfWQVZb8AvGjqjSpM1R8cknwBQaAdCN+PwjNNph+9jX86PyseX4893Y5shOM33S/T5vdZZDI 5Y9+g8M7N5tCT6pp1oHkuJQUheOOZEIZ1aVgEBUb/tcqdeNaZj5tVjxgmR+mr8rbseCcyABzuvgx LR/MOm/4nk0zTba20zSpbWW8hm0+FoppHsrtYRDJ+4WJiwiduAk58CaqBR8owA5f3gIGM8q5miKJ O3nt3Hcsp4oYDwiPqoX3bjpXdfO+aL1PW9Q03TLyzhKCG1tbYJEIfRVIp2NvCVURXEa/GnCSMinH 4h6fAg4uoy5oQnGdSqI3rn0Ng7X/AEb9Q+miC3YcMZThKP0mRBHOq32qj+rmT3m+nX2j2Zj0601C JIVCx20BkPI8YwxACkUPEcmHHqc2GnwwjjAgfTXfz8/jzcbNOUpEy5sK8xWOl2nnuw1i1uUvLjWL m1S5i5erEAzx6cT9rb9zNKvEggk1p8O2LnxHx4b7Sscucasg3Y3IHQbbN2GIGKcq3BifjuOnvT2P yPodt5nuHmtnk9eGOWISSPJETGyrMvAkoBRLYmoq1B1o2TjoIg8NyMBuBe3XbzHKge4dFPaWX6dh tzrfrf3mv6xSqLzJFNpkNrdBJ4fSRZI5QHVuIB+INUHcVzRY9VWMRPIAO6OmMZmUdjZ5Ok80k3zS h92iVX/2LMVp/wAE1fowS1RMr8vx+lA0nprzRWia9D+krO3hVIkkniThGoQdVQbLTooAHsKZdptR +8iP6Qa9RpzwEnfY/reh3v8AdD/W/gc6h59C/wDHv/z1/wCNMVVpAVs0Fep3+RqcVeXfnLcvCuiB FVnY3fHkXDVIhQceNVNS9DtX5DlmRpzuXT9rxPDEiuZHPffuHM8tzW21kWL53aw3N3e2lnJEYYrp +MZM84UKil5W2bl/dxO7UIPDcU2bLskxEEus0uKc8kaBqx37Mo0v8upL/WINXg0S1m0yWDlbXU+o 3dI7ikhT1be7hFxLH6qxMG9RXRa8NgEzAFXb1pJ4aH4+75K0P5Y+ief1TT7z9GTG7WMWU8Qja7Ek lw9uYZoJJXKN6fFyoJWNSKopy4Th3H5j/iXG4Mv86P8ApT/xaYW1tqVxeWsU9mNPmmaJ19KyvJVZ ImUCKdnuvTVCOJYfy1Nabk8WPul/ph/xKBDL/Oj/AKU/8UiNT07Qo/J0snnkNorQLbtCyLMGhuZk Jkgt3ee/WevGknprTblvTkuPqBjI6j43+hzNHgz5JcIqR8hXzuReJ+iRsdj3Hvm3fPrZJ5L0/wAo TS3EuuX09rqEDRPo0MIJSaarHjJSOSg5BB9pevXw03bPD4Rv+bL7nrvZTTZchySgLjDhMuWw9X6m acx4557T3FLvLflryfqXme5v4r1k86w2siaXFOK20NwIyYp0Qx8ZHjDBuJZu547bdd2RCAwx7zf3 ur12DLvOv3e26Z21rcQ273mqa3ZS3FzP9ZtLiAvbRhWMFzPKFhjfkWt0Vl+Kmys3xsSu4dWms3li +ure0fRLmx+rK6PcUjIke4Cwq9ZUiMsLfuh8ScGVeIHHgMVU7Pn5htrC5/StpPHDU3moLK/Gcpb3 CLJFW3gUfvXdmCtsqcQacsVYt+aNrd/pCBJdQt0k5I9tKw4lo2dZFVyYy7FhEiqyuGAWnIspZtL2 saMdrHq/R+OrnaIc+nJK/JmlXdp5i01L/wCq/WYp42RoYzyYKqr8LOopQXBJKmu5rXl8Gow5Yyyw 4brij/uv2fit86cSISuuR+78fjl2TWL+GxsJJZJHi5AxxypGZCrsCENKFevTltXbvnU6rMMeOUia 251f2Oo0+IzmABfldfj4MY0bS5NfvJjeEvPJCBPchDJYz2zNxA+BrZ1nrErrzBXgQQCT8Or0WjGX 97ksyl13jYB2sbd3cAQASLc/UajwjwY9uE35g77dfj5+Sy703XtHnWwGl/XtKgMqWUodJEIlZBFH LFO3p8i7qqkKOO/FeCnll4pzwgwmCRfpO29na+W+4H4LXlhDMeMSAlXqBvoN62Pd+2zS4Szfpn/n aLeOwsNUtjbW8DIrvLbRx8HiYRq5jc+qedOPwELWq7YGozSGeOTJ6MVHmPVy6VcgfVvy5e67xgic JjD1yB37vtoEbef2rdNtfMEHlgavNNZ68LSzMFyt5btHIjWrlLyFFZYfhV4ftOKmlQKUBy5DPjgP D4TADkQQYj3bXXmQdu9wJZ8JxmUweMA3R2JA/TLuFKMUGj3H1zUrLUY7/U5b7TJL6eOOSO2VbWdJ mSF6CORWFoeJX2J+1uMNwkcs5ccvp5Vw9SPPp8vNn48dQPDxCoxN+/fn76+CK1111zVYZrsW8NnC UblC0y3Mgil5LDJLG0TGIqfUopHGUL9pVIYy1PFLcDh+38fpbM3ZuOUNuLxLHur7+fLfz8khOn6c +mWZtLS3N3wX601zLdD94FAYcYnWnxVr4UpTNV4UOAVEX1sy/QXeRySE5cZlw9KEf0hPNF8ueWtQ 1C/QWlYbeG1ZFEs2zSNOHNedd+C5naXR4MkpenYAdT5+bgarV5scIm9yZdB/R8k/07yZ5agvoJ4r QrLC4kjb1ZjRk+JTQvTqMzodnYIkER3Hmf1uvn2jmkCDLY+Q/UyG+/Y+n+GZzhIf/j3/AOev/GmK oi4/3lj/ANj+rFXmP5w2d7PBpD28iqiG89RTw5GkcchKs6vxokb7+JHyN2E1brO04cQjXPf9vT7b +bzK2h1gCSdJGgkS3pavGkQkDSrGpZnMNabmoKchx77Vnmojar83D0AlHIOIyETWwrflz25c2cDy 959jubtLHWIVinnf0kmtrcghkFxI3wrGFWWeSTkk5J7Hk3xDGegC+8sfzDjswbPVore8tS0JWKyg junhEbMlHkZoEWN2kAWFj1K8ySMVKnrUHm82s0HnbXE1LQboyW0OhQWSw3V/t+7kLM0qx+lIVkLx uV+ELx+KhqyZBEbuZotFPPKo0ABuTyH9vT+2oP8Am5r+q616c+pco5PVH1a23CRRFG2StKk7cm7/ ACoBhZZmR3ey7O0kMOOob957z+OQ6e+yk7IWkIAqSTnTvgQ5IiK3aDUNOdti0yn7nXNF25/d/CX3 PpHsD/d6n+rD7sjN/rY8c4SnpOFijanw8x6kCxQpNC0UikqyssEZDKw3BBzo9DKsMfj95dppMN4y 9Q8v+bbDXZ7Kx1p/q+r09K11dEj4zDqkclR8MgekkfYSqpH8p3GLODsebzXaHY8sfFkx7wHTqP1g fPv5EsktPNOnQWcC6hcym9hifnJynUEr68PKRJDasWK2Tlh6YCvuKVrmQ6JELqWkJeNaPNeJIaB5 HluxGAW9QohNwebkSqqmKu7L1BUYqxfz7JHeraXAa4kEgb05Y1uYFevF1dV9QHh+/A67/JPh5/tw 0Ycv4u7y73Zdn/xfD9KVeVfj1Wy4pcKvqRik6T1WhWQ8mkLD4uexHShUntmp0uM+NA7fUOVd/l+O rmZpjgPuL0HzSAmhzzvczWsCUEjQRCZ3B2K8SPx/X0zpe1ReA78I2v3cq+qPUi9+W3V1mh/vRsCe lmkq0LW9C1G3i0+1mup7u3gBkMrW9vdRI4ZWMJf05KJJyjqnwjcA7DK9Nq6jGEISmIxG+w2rpcu/ mOnfyu3U6SUZGUyBZ8z+Ntx1QlvrE+tGxn0ae0uJ5UkM9zHaSSoHmDwjm8KSRxsQE5H1kYqu6gMO Gdg1EcosbHuPMe8OLmwyxmj+z4IC6n1Nk0yy1K8eAxzf6HOtjPAYY429LiJZlhlqVq3wqefAEMuw bWds5ICMQTR4rvurrzva767/ADc3s6MvUQLFbi/x+Clutan5ssNOMOnyPJa31/qWm3qyLE0crtfX pLRIsjSI78yCeA+yBuKEW6jJOG1mq4em5/HkP0Op/JZc0JSxEEVMmO+wBPlv3bG7I86kfn+XU7jS Ut9M0S4s0W6N7eSRvbLIzoGcgRQSSvK0u/KnxHpuTs6sylGoxrfrXu6H4/B2emxxxzBMrieZjxWK Il/N3BrhIG9FjU2leY0MEUaCS7kjaW4tgyqYQHKpycn0z6i0ZaNXrttU6uWnyCgOdbju/Ru73Fnx yjxS9I+fTy7uR6eaZR+QPNKRqgubSigKPjl7Cn++8yR2XmHWP2/qcY9rYCbqXyH62U+UfK+r6H+k pdSlgkN2tukPoM7U9JpC3Lmif782zYaHSzxcXERvXL4uu7Q1mPMIiAIq+fnXn5Mks1rMD/KCf4fx zYOsdeEGangAD+vFVP8A49/+ev8AxpiqvMwa0jI8QPuBGKsR8+fl/F5y0f0I7qSy1OzLSafcqzCM O60ZJUHVGoNx8S9tqhpwnRcXVafxY7cxyePXcfnImysvMN6twdPnS5u7CZ5Y7iea2JBnaUTcy3Bg qyIOJVV2K7GzHhAFcW5dfm1uWJJ4LhCXM7d/DYFgEgGtzyNE1bJZNftZ/XdPKyKHDs9w9+OAHNi7 I6wkA0ai7hfshmVfiDLBQ2O7bh7U4peqNR77v9CA/wAZW6sttFpcQgNzJahpNQRlitY5InhnjUqF CP6rsE6rwoQDTjWcU+5yR2jg/nMT1LXrvWJb291lNQe71GGS1shaXMKJbpCW5GJ2+tFzFWMO6lak 1IDS74E7EiCLI/Ffb+13+n1mLwocE8kQR6uEbc/q+oe7r7hyUtH81a15SiOqada2txcXEU0epR3s c1w0bozXUxBDqkESRyLxi5MyoFZ2KlDk9MY8QBobfPkvamTJLTmcJTyVkFiQO2099py7vLYqthLo yXUNtLqVlBLMwRZLq5ihiWpI5SO7AAfCfc0oKnN14sasHZ85hoMxkImJBPeCHt2k6R5Z0S2XRDNY 6hfaoZPUa4u4YZZkELBxbBF9XjHxR2X9hXZgzEUbXZpjLcT3cvIvWaLSflh6ed3dfjbrTHpPI9oH 4w3ElwWlnRIoZoppEEMnGkojU0YK6cqdC1PDOU1PZksZ9Pqj5cx7/wBf3PTYu0jLmACkvmST/nSm 0OyjOoWWp3EMi/VQJbmcLKhYQlfhY/CB9k5fpM2YVhMfR30b6n8bM8JiM/igji8yAOVeX3vKreGa 8ZIZdAk9RpPqhiskKO9xDIpKRc5J29RrRJWMbdH+JiwGbUQBv9v6nMGszxI9WIj+tH/inqdn5u1K DTzb6ms+q3iQ3NkslzFJHcS+jI8NCnqoEkKBEbnUmUpVmZdsafanBIw4b4evFX+9/FEur1mgHiWK FgGgLFmIJrflfLpvstuvzRnsdYnWC5kmkDRiSL61cyxD1UZW487viqtTkGAASo8Khh2rKQvw6H9b /jrinQi64vs/48i4POl75r5TGNla3KyVBopaQ8OPpvKhXiYAWWtDxfb48wO0M/jGNjh4b633f0e7 7x3OTiweENjfF5V+lmnlHypNaASXImjHMNFBNNJK5IJMfIySzceIIqA3xEbgdMy9H2fIyE5igOQ5 fE193Pv88XPqBVR3v8fgs7uLd2sZbeJuMjxsiOa7MwIB2983OSJMSImjWx7nCiQCCXmttf6mjToN Mf1rcJBI1taXDq4SMzpFKphLA/vVf4tuTs1ORoMXQREcUYgUY+nlXLr8efxcjVAiZJO0txvfl+xV u/MmnT3Mr3WnW2txXjQLweIi2V1Mw5K80chZzHIOPJV5KG4mgFddl7Tx4ss5CJIHCJEV04vn3fDu DkjSkxjCZ4Zeoj7Nvv8APy50SeT9TltHfzBpumTX8+oGMpaWEPoWyxsLiNtoYpgscb2wUVNS25JO OMZfEOWYPFHYCJ5xPePf9zhajtCJxiGKNwoHl6r3u/l+gGl+qeaLyx1a6tLwG3ugyzywGQS+m1wo leP1FSNGEbuyCn7IBO5yepzmMy7ns7T8eMWN6v5k+VbGx12o9UHN5wZ1A9QEVqa18D0oRmKdS7GO hpS/xX/xYfvyP5hl+SewgFmAHUmgzp3jUXfMPTVe5Nfu/wBvFWrFdmfbwHj74qhpX5yM3idvl2xV uh+rV/4tr/wlMVVtmsv9Q/x/txV1i3xsviK1+X+3iqReYPLdlr1qlvOfTniblaXQFWic07VHJWoO S139iAROEzEuNqtLHNGjzHI9zC18oefdP01LeCzE+r2IENrqlvLAFlid0nlMnrPFu8hcMFhWn7Jp tiYRIq6j+yv5rCOTJjFjGJZaq79NE3/PEv2+TDb38sfzZudSvNRW1mtrm8kkkY201lHxMzFmKN6p ZSCfhp0+jMvJLDKAiCduv4Diw8aBM4Yo8cxUvmDt+857fexDzJFrjebZ7e5EsN5JFO6aJYul6Fv4 JZZOB9OOaSKGSJG+Esz8ufDlTNNljHoL35/g/qey0PaWeOOPFljE8IFcJ8h/qZ67c5e9vyppupfm Nr50rStRNpYQhJo5ppLj1TGSEmmK8E/ezVEjRhuPatKEyxxjx7jof0eZR2hqM09NLgyC/EgLEeGh U9vojfTv5dOvVbTQPyX0I/oAaTdX6QVRbu5laSN3sp2QRepNNGqsriZVBVQwjdRXYNOeSHUVR7v0 /Dq6rHjmY1fFfuvu/T0Sh9S/KKLUH0yz8salfgTtBAfr8rJNIhez5QtNd+kVM0ywo3OtQWoBEpMp zETxEb/2H9RRESlsD+Nx+sJrpGtflM+kSanZaFqdxbT27QXFjLeC5pbOsp5NBLfSRcXaxKBhuWVa bColIgEjr+CkwIAN9Ps5fiuiEv8Ayt5VuPINtrOlr+i9AeKa1t7LUeUqwxiWRBC6wS3ETrLPUeqp JCsGq2YGTHMy4zL0c+VEfLnz61Qc/R8JmMfAZnuBO9DzvcV0Bsh5nZS22jWcV1pc7RxoJJ4oJ1fl 64nuY4E9BJLnh6yQUmKgIsbpy5Agm0SlW0h9jspYMYNflsnzyH5HhPXe/wCx6L5P8t69r2jjVPqq Xg1NpnmkPpKHLyzesxjZYHBLuVoSPh6ceh0Op0WfJMygNvePLz8u75o1eoxxyUfT6Y7G9vSK6Xy7 92rr8sPOFIkk0mMxx1Clrm1kZioKxu3KIbxq7BRXjsBShwjQagfwn7P+L6/Nxo6rF1I+3/iWZ+Q/ IR0VWur8K10wQRRBuYjVR8PLYLzGy0X4RxFK7U2Wi7OMTx5Pq6Du/b/a4ms1gmOGHLv7/wBjO7Qq JhXqQafPNu61H4qhLjSdMuZhNPaxSS93ZQSQAQAT3G/Q5j5dJiyEGcRIjvDZDNOIoEgJF5+WGx8q Xtxb2kcjie0le3CqomYXcR4PsQefQ1HfIaiEYQNAC5An/TCyW/SwGWfDIcQ4ZbHf+E08xm1Lypps oMmhKLa1dZIoVijuo5g8cyeozMkkvxJEG+JgteDNQ1Y4fDAyvb8bdXY4RPBj4IAjarF3VmXTzvz9 R3pFadP5fZbS/W0to7iOSSeFoEACiSYTqlSkZ/dlUoaAinH7JZTVcRtQ+q/t2+X7OTmHHOZEiTfB w7k9QOL5119/NmPkCbSDqMkVlZwQSJbEepEgDlQyChfdz26k5laIx4qAA2cHtIZOC5SJ9X6/gzmU 8YnNaEA0PvmydKgbVOUy7bDc/Riq68flLx7KPxOKqz/urTiepFKHxPXpiqEjQu4UdTiqM9Nf7v8A Z5U/5J4qpW1WWSE9SKivY9MVU7V+My70B2P0/wBuKtIvG4C9aOB9xxVMcVdir5g1OXy7a/mT5gvb qe5s3j1KcRSWa26zSgl0njeRyvWVusq8fTqhqByzCMhIniJHx9/l+Lerw4Mwwx4MOOVxG/CLqo1X qu+d8t9+qZfkYhf8wpbp71b2aeCZA5hMUrQQiH05ZGMs323dwsR3j49WDKScHCJVHlTT2nHKNOfE xwx+uP0gb+mfOib6V7yo+bLuS+1rV7C1vdcWSfWrqy+pwzx3EXoVf6ywge+jRIZAzoxpH6afvCRx kDWA+vmev4/H6HSRJ4boHl7/AMH5/NLrnzb5fujqnmC71zU4ru3t7vUrO3mI4gSI8a7292xBegg4 OR+ytHRQ4Moknnt5e73/ABYxmIgGhy8u/wB3w8/kutdZkbWDp1lreoWEOjT/AO4m3S4ZZZpUSOz+ KNry6ZjDPGIBC0fxo5oC2Txg8ANnpz63+N+7kxyE3RH877CO77L57l6LrsBt/wAiFQSzyx26EpJq MfpzLElyeIdXeWgRPhQl6UAOU5zeL5feHO7KIjqgTYA4uX9UvI79LxlN3HYRTGC8ayhhtViAeWa2 EhQ1Kp8CqxHqkMGU8ffBx6cxAN8+/fz7vN6PN2nhsxvNtY2kO+v53k+hfyftjb/l3pJkQxOyzMyN QsgaeRuLEFhUd6HNngHpeY7UmJ5yRdVHnz+mPPzZJcS+pIT+yNly116lSuKsH84fmLq3l/zHbaPY aCdUM1utz663Bi4ku6leAilrQR8q1y2GLiF24+bUcBqrQ1j+d+o6jNf2+neWzdXGnuFljW6YHi0M Uqt/vPWv72hFNtt6mgxtNkGXy/TuR+j7XI1YOEA1xfo2B/T9ie+XfzKvb7RLzUNY0C40q8tLr6uN MRzPNJHxiYSryjgO/qnanQVrjqcgxD+d7m7RYTnNAiPv91tec9btdW8r31ijNayvd29skxWop9bi pKgcJyAB7ilQQCRRjh58onjI5bgfaPd+Pm7PRaeWLNGXP0k/7E7dfxzHR51L5J0a0vY9Lk1Bre5u HaVCLbjHIhTkrcDIhXiWccgWDclC9HphHCbriPvrb8fs83Zx1MDHiEY+7i35+7fn5VRvnG5DoX5T yX2mJcQayIIec0ccYtagCGV4gRSUdeFadssx9nmYvi7+nn72rN2xHHLh8PkB/F5DyZb5O/L+fy7q ct6+p/XVkgaH0vR9KhZ1bly9R/5KUpmXptH4Uru9u51uu7SGeAiI8O987/Qyq8ekXHux/AZnOqU7 bjHC0rdTsP8AP54qp26GWbkdwDyY4q3dyc5aDom3098VVbOIqpkPVunyxVU/3Z/s/wDjTFVG4UxT LKo2PX59/vxVRmoJSyHZviVvn/biq+VlE6SfstRjTt4/qxVHYq7FXgX50eV/P0+rzzyTx3Xln1Un tJZ44n9F3CqY5OMNVUOoVa/CRxqS5bMPLxxNjk9N2Zi0maAjIfvB0s79bG/z+O1Ma/LjXl8hakt/ rrs+iWFvPb28dsV4QyXkySUo5iRQxU0+4bZXiyVIk7252u7LxywiOMxx0b9RoVv7+pTMefvLes65 e3La5q9xFFcy3sOm2dOENrIV9eC7SW9uVmgPp/EpRIwSRxUUVbJZwNzxB1H8jE8smH/T/sS8eYdX mgl07SvM+scZoby3jVLAyzj1HleablFqEbGeEXCVkpWq8m+1tMagd0lPY5P+Vwf6f9jLvKf5gPoc M1xq1rrGuWN08Nxp1zPYBHjd6gN6zXEiSc1uI1jKIlF4r8VRk56kGViMhdbe4fp5tY7GIjRzYOu/ H3n9HJD+bfzp8oeYdBuvLGlWd1aahM9I0dIERGgnV5uQjlZgQVIPw/a65TmzCUSKLsOyuzDi1EZm eOQF/TKzyI7vNjnl/QdTvbhLOyikuruUK3oqTxCp8IeQ9FVOVKnMaESdg7/VamEBxSIER+NvMvft C0+XR/L9lpUr+pcxR1upA3JfVkYySBTxQlebHjUA8aVzZY40AHgdZnGXLKY5Hl7uQ+Nc0Tk3FXxS GOQN27/LFUi8w6ENQ1mIrLKY/RVlgRlVa8mNaMp3NfbLYzoOJmx8cwHlv5Q6ZoA/MK6NjpfqXT2s ianK9wzegkjrOrek7Py5yfy0NWLb1bNHoM0zIA8qP48+geh7Qww4POx+PLqWRfm15gi0fzFa2kZE YazSQKNussi/8a5LX5CJj3Ob2NpRPET/AEv0BiN/q2sS38mhG3mfVFkCvZRqZJaxkO3AJyJoq8gy /wCsD3zDkZk8NG3aY8eMR8Sxw9/T8f2KFpo3nKCQiHSNZgitkS3tgYJJyYgoARHmSSRI0JLcK0r0 60y+csp5xJ+BcOENPEmpxH+dHfYD8d73P8voruLyjYpeQyW9yTM0kMysjqXnkYclYAjY1zZaUEYx fP8Aa6HtGUTmlwmxt9wZCSAKnYDqcyHCQDcrifbYdAfADFW7iQOwjTdF2Wm9Tiq5nEEXpr/et9oj tiq23tzIeTbIPxxVHYqpf7s/2f8Axpiqo6B1Kt0OKpfMro3psahd1+nFWuVY+JP2TVfp6jFUfDJz iVq1PQ/PFV+KrJoYZ4ZIJ41lhlUpLE4DKysKMrKdiCOoxITGRibGxDxjzn+X2oaFdyXmkepJpAUy K0bn6xaVPFl2PN46NswqQK8unJsHJhMTY5fc9foO1YZgI5KGTz+mX6AfLv5dw5pr2i6VZ3PDSXeb S4yr2YmREeOiFOifB+29OIFAxHjXHyAXs7jQ4gY/vceMTH82Pl5pZDdT2qutrM9urszsInKAs5Jd vhI3ap5HvkBIud+Tw/zIf6UfqUP0jf21tHa291NFbQtG0MCSMqK0KhYmVQaAoqgKewAp0yfHLvPz YHRYP9Th/pI/qR/5f+VPMev6+f0PaeukTvPeTueECSTDgZZXPV2JqaAuwBNDTJwjKXJwNXk02m9U hGF/zQLPy/s7y+oPLXlrTfK2m/Vrb99dz0a7u2FHlcdz14otfhSu3uSSc/HjEQ8RrtdPUTs7Ach3 ft7z+igiySTU7k9TljhNoQGUncAio9sVVZoQo9SPeM/hiqU3uv2enXqRz7MY+SsSNgSRTc+2TjEk OPkzCEt3hv5GXmiWH5i6uRGltKkFweUYCq0LfVDEtKbciXZ6U5EKc1uhBkAbPIu97TMccdwOY+27 +56H+YXmuylvY7aoa3eFGZGAILLIxBIOx3UbEUwa478J7v0tnY44oGcehI+z9qzyL5mS78z2tpGQ onaZ2VQACxid2NB4kVOQ02S513t2u05GIk9K+96vmzdA4kAVJoPE4qgri55jgv2e58cVUhJxjKLs W+0fH2xVpH4GtKn9mvY+OKq8Ns0hEkn2Tv7nFUYAAKDYDoMVdiql/uz/AGf/ABpiqriqyaFZVo3U dD4YqgJYXjajdOx7YqugnMTeKn7QxVGieErXmB7E0OKqMl6o2jHI+J6YqhgskrmnxMepxVFxwxQL zc/F0r/TFUNPO0reCDoMVWxRNK1B07nwxVGM8VunEdeoXufc4qgpJGdizHfFVW2tzIeTfYH44qqz 2gb4owAe69BiqhFM0RIIqp2ZDiqWav5X0rU5xeSqzsiBKBiCqgk7j5k5KMyGnJgjM2Uts/Ivly1m MiRSVYEN8ZrQmuSOUsBpIO1b8rfKmsTJdSib1EQRhVlKgAEncDvUnMXNgjkNydno9ZPTx4Ycrv8A HyUdH/LXy7oWqwalZpOl3By9JnlZl+NCjbd/hbIY9LCBsc23P2llywMZVR8mVi5nApz++hzJcBYz u5qxJ+eKrcVVI4JZN1G3iemKoqG0VCGb4m8O2Kq+KuxV2KqX+7P9n/xpir//2Q== uuid:0edd3453-df76-2748-8c0a-116fd196d8d3 xmp.did:0680117407206811822AFD15AAD7C7E5 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf uuid:2304d5ad-13c6-af41-8646-360ef867abec xmp.did:0980117407206811822A897E387FE54C uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:0680117407206811822AFD15AAD7C7E5 2013-10-29T14:44:30+08:00 Adobe Illustrator CS6 (Macintosh) / EmbedByReference /Users/gordon/Downloads/W六?W六期—?副本.jpg Print False False 1 2000.000000 2343.000000 Pixels Cyan Magenta Yellow Black 默认色板l?/xmpG:groupName> 0 白色 CMYK PROCESS 0.000000 0.000000 0.000000 0.000000 黑色 CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 CMYK U?/xmpG:swatchName> CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 CMYK ?/xmpG:swatchName> CMYK PROCESS 0.000000 0.000000 100.000000 0.000000 CMYK l?/xmpG:swatchName> CMYK PROCESS 100.000000 0.000000 100.000000 0.000000 CMYK ?/xmpG:swatchName> CMYK PROCESS 100.000000 0.000000 0.000000 0.000000 CMYK ?/xmpG:swatchName> CMYK PROCESS 100.000000 100.000000 0.000000 0.000000 CMYK z红 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 灰色 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 明亮 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 10.01 endstream endobj 3 0 obj <> endobj 7 0 obj <>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 2000.0 2343.0]/Type/Page>> endobj 8 0 obj <>stream HwVwu6PprqV?w6PH/H-JN-()MQ(ݔ2200P һƬ