%PDF-1.5 % 1 0 obj <>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>> endobj 2 0 obj <>stream application/pdf Where to go in a Radiation Emergency RASTERIZED_zhCN Adobe Illustrator 24.0 (Macintosh) 2020-07-17T19:31:47-04:00 2020-07-17T19:31:47-04:00 2020-07-17T19:31:47-04:00 256 196 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAxAEAAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8An3E5ktDuJxV3E4q7icVd xOKu4nFXcTiruJxV3E4qhZNT0uMRGS8gQTzfVoC0iDnPuPSSp+J/hPwjfFK+4vbG2lghubiKGa6Y x20cjqjSuBUrGCQWNOwxVqG9spru4s4biOS7tOBuoFYF4vVBaPmoNV5AVFeuKob/ABD5eABOqWlD Wn7+LsaH9rxGCwtK9zqel2ptxc3kEBuzxtRJIieqaVpHyI5bb7YVXXd9Y2doby7uI7e0XjW4kdVj HNgqfETT4mYAYqoDXdDN79RGoW313jz+reqnqcS3GvGtftbYLC03c63olqivc6hbQI7OiNJNGgZo zxdQWYVKnY+GNhaVrG/sL+IzWNzFdwq3BpIHWRQwAPElSRWhGFW5r2xgure0muIoru75/Vbd3VZJ fTHJ/TQnk/Bd2p0xVZcajp9vfWljPcJHeX3qfU4GNHl9FeUnAd+KmpxVWnmgt4zLcSJDENi8jBVF em5xVTtr+wumKW1zFO6irLG6uQPEhScVQX+K/Kv/AFebH/pJh/5qwWFpNeJwodxOKu4nFXcTiruJ xV3E4q7icVdxOKojT1P1+2/4yp/xIYCkLOOSV3HFXccVdxxV3HFXccVdxxV3HFUHrUUb6PfJLPJa xmCXncwuY5I14Gro43Vl6g4Cr5KFz5jj0Q30l3MtvaXSXDP9bdZvrt3A8sNxGGNQ3xcpCm57+OUN qffmra6na67oNq9xd3MsGmW0Y1Kab1TNNJK0sk0cwLtwrOEV/am4GGSIp7oeh3V1Y/mGdcu9Strm DTbIXkV9J67lwrTcpKKOVPQ4xNT4UY1Bwgc0Ho89hvLbVjZWmpRCxtrdZnju4bUyzOJ7guplIKGR A78a1BA+zU7GDJlf51xAeYbI2d19dcaZCbmNjGUi+DkfQtXq8AMYEhHHatfHJTRFGIuvXf5Mz6XN erEdF1O3F/aKyh/qdwYxbqPTBVqzSep8R7e2HojqxTTdJ+ofmXa6VHMsktprMenpcSQclZ47oRiV k50NSKkcsjW7Lo9E82WOizeaLOXyxa210y6/LY3VnqSGfT5bu8tkWV4oVP2YShaTvzp1FAJnnsxD CNRNnJ5LsLuWTT0fUb/WL57GIOIrVpbVFih9KM8o25R1hB+Hda1WuQ6J6sq0DRNcHnbyVHdzalEX +szadLPeGa3aKOxiuEWAcVaONifTmQChX4QeuSA3CDyYvrlgx1jU7yaHQG/QjO16kN3qAivJp6Bo 4hJOJnaIksfS4DxJ2GAhKh5w0+7e8suEEEyjT7VYpNMWa5tVWeWT0VDXTGQFqgfGa8qjAVDI/wDn HQW0Pm6+kmoXTTZZEZRyKqJIC1QAW3DbfTksfNE2ANpL+uNPqvq/Va+r6M1K+tyrx+q+t0FK0/2d PhyFMn2dEySxpIm6OAykgg0IqNjQjMhqXccVdxxV3HFXccVdxxV3HFXccVV7Bf8ATrf/AIyp/wAS GJUNccKHccVdxxV3HFXccVdxxV3HFXccVUL2wtb6znsruJZrW5Rop4W3VkcUZT8xiljtr+Vv5f2t ybmLQ7b1T6gJcNIKSqEccXLLTitAKbb0pU5HhC2Wpvyt8iSxxR/oiKNYjDT0i8ZZbfeNHZWDOtdy GO5AJqQMeEJsoiH8vPJ0NrqVqmmJ6GsOJNRVnkf1WUkrUsxKhSTxVSAO2HhCLQ8f5V/l/G10y6Jb kXkfozI3NkEfLnxiRmKxDl8X7sLvvg4Qmy7Vfyt8haoeV7o8TybVkjeWFzRBFQvE6MRwUClcTELZ XR/ll5Jh0qfS7fTEgtLoRC49NnEjiCUTR8pSxc0kFdzjwhbLR/LHycdSi1JrKt5DfyaqkvNq/WpW DljQ7qGUFVOwx4QtphbeS/K1rqFvqNtpkEN5a+t9XlRePD6wxeUhR8NWJO9Nug2w0EWpaB5C8o6A S2k6XDbOZGmWTeR1d14MUeQuyArtRSBTERAUlVHk3y3/AIkPmX6kp1srw+uF5CQOHp7IW4A8PhqF rTGhdraHj/LvyKkrSjy/p7SuSzPJbRSEsxqTVw2PCFsr7vyH5VudHt9HfT0j061b1LeCEtEEcB6M ChU1BkZgT+1v1x4Qtqekfl75S0jTr7TrGxEdpqMfpXic3LPH6Yi48y3MDiOx679cRELaV/8AKlvy 15cv0MOVKcvrF1Wnh/e4OAJ4izC0sreztIbS3Thb28axQpUniiAKoqSSaAd8khW44q7jiruOKu44 q7jiruOKu44qrWK/6bb/APGVP+JDAeShrhkldwxV3DFXcMVdwxV3DFXcMVdwxV3DFXcMVdwxV3DF XccVdxxV3HFXccVdxxV3HFXccVdxxV3HFXccVdxxV3HFXccVdxxV3HFXccVdxxV3HFXccVV7Jf8A Tbf/AIyJ/wASGA8lDXDCq4W8pFQjEHoaHFW/q03++2+44q76tN/vtvuOKtG3lAqUanyOKrQhJoBU noMVX/Vpv99t9xxV31ab/fbfccVd9Wm/3233HFXfVpv99t9xxV31ab/fbfccVd9Wl/3233HFXfVp f99t9xxV31aX/fbfccVd9Wl/3233HFXfVpf99t9xxV31aX/fbfccVd9Wl/3233HFXfVpf99t9xxV 31aX/fbfccVd9Wl/3233HFXfVpf99t9xxV31aX/fbfccVd9Wl/3233HFXfVpf99t9xxV31aX/fbf ccVd9Wl/3233HFXfVpf99t9xxV31aX/fbfccVd9Wl/3233HFWjBIBUowA7kHFVSyX/TIP+Mif8SG A8lDXDJKyfTx/oUP+qMplzZhEUwK8Q1b88vM9nql5aR2Vk0dvPJEjMstSEcqCaSDfbIcTKnrmj30 upeWrLUJlVZb2yiuJFSvENLEHIWpJpU5MMSlNmv+lwf8ZE/4kMuPJgFLzzqf5gWN7pX+FdOhv7OQ zHVzMvJo0XgY2jHqwVJq2wqe4BpQ0FsefaV50/5yGEdiuq+XreK4kupBcxraTSVtvTX0yrwytEh9 TnXmw/Z7YLKq0/mv/nIe1s7a2Oh2U+otG/OVLeeRJJFI4fEskcUYYL8XNhStVqfhxsq1D52/PO50 2GD9DJa6lLYhlf8ARty/K7+IUaR5ooIQeIJ5KePZWqAGyqJ1Hzb+dtrGywabb3F39StH9D6jeMFv Cy/WUMqfuStC26yN2O3xcWyqg3nT/nICKy1CdvLds9xCtqljbi3mk9SaVY/rHLjNH8MZElGrTxI2 xsql+q+eP+clDcagmm+VoPRjl52MjwMC8AoOJVpvtMDy617UxsqyYedPzYFlr7SeXlWaCCOXy/It rOwkJm9GT14/V58gPjCIK8d/DG1Q9v5k/P24kvXXy9afUxbQfo+ZYljeS4LRi4Jhur6CRFUNKVEi ivFfHGyqGvfOX5/wpfS/4Ys4ooZkjtKwyzO6MxVmKW1xcsQOJJoB2pWu7ZVG+ZfPf5pxeXrO60PQ CdTluo/UimsLyRWspFY+qY0ZJIXR0IaN/i4lTRS1A2rIfJPmTzreX1zY+Z9Ge1ZpZWsruCIrbiFO LKsrNI55ssg40HUMDQrhBVmtMKHUxV1MVdTFXUxV1MVdTFXUxV1MVdTFXUxV1MVUL5f9Dn/1G/Vh HNSx2zT/AEuD/jIv/Ehlp5MA7hiqL13VLXT/AC0wk1KHTLiaBhbyzOisSoqwiDMlX4/ZO9DQkHoa ZMw878hjzHf6lba9qC32qxaeZ5NOtfXhee3+tRhVFyZjC7LJDxdCi0P2gN6ZAMi8385WUFtrtw8V 5Ddm5klmlWESD0XaZwYn9RUPJaeGRS+kPKQ/50fRv+2Zbf8AUOuWBgULaJ/pcP8AxkX9Yy48mAUP P0Pn+RtKPlG49BUuC2rL6du5kgoAFQ3BADcjXb9nlvUKrUlsYQ9n/wA5Fzfo8m7SC4hmkN5wWwNt IrKAtSS0vphq0onKhod15Ebq6TQf+cjhY2VlLr9tLdSQzxXt7BDbekHeRxFIzEW0o4R8SDGnzG1S 7qjdOs/z50+7s1nuIdUtVs5YLgP9Wj5XTNI0dw7ghwFV4x8Kn7JHH9tndUp8seWf+cjbS1sf0lry PLBfTTagr/V7j1bULCsUcXJUJLH1SVLoKUPINjuqrFpP/OSNxAtzNqVvaMtvcwmwUW3qNM6yGKXn +9QgEpRg60Ipw41ZndUDaaN/zk+BZQz6nGoFlcW91JWydfrMgm9GYngJKITDUjcUNAQaY7rsyCWw /PSLy75cVLwPrEMrfp9o/qcnqQrwC8RKsSDlxatCTvWo2QO6t+ZI/wA87nVdJfRy1nZJcSy36odP dWtpWDQRSeryf1YlLJJ6dVIAZSW6O6qN7pf5+TaBf6Va38cGpxTwz2euSNat60TRs09usSRDiFko FZxU+wNA7qgtR03/AJyJGnTx2upyvqIv4mWaKHS44TaBZPV9ISvI27BOIcA0613x3VV1rTP+ci30 mez0y9t1vpL1549Qd7ZeFqY2AtxGItyWmB5H7Jj7hhjuqKl8t/n3cpcRSeZYYDLFD9WkjitwInCD 1uZWJWLMymlAVHL/AIF3VPPJkX5mWetXi6+Jb3TrmYCFpHtES2jpMzPH6ReWSpES8GC8amhIG5Cs 9pih1MVdTFXUxV1MVdTFXUxV1MVdTFXUxVRvR/ok3+of1YRzUsftE/0qH/XX9Yy08mAb4YoR+pR6 Wnl+S91GyS+hsLeS59J41lakaFiEVgfiIFMqlzbAwXyx+Y/lKOz1jzJa2l9HDe25v49NaGGOQW+m wpARCPV4fEi80BK8lB4/ZORtLzrSdG8p+bvNK20WrXWnXOso1/aLd2tuEYyhJzbgpduxlVJ1PHj0 3wUl9EaZpv6M0C0031PV+pWsdt6tOPP0ownLjU0rxrSuSDEpZar/AKVD/rr+sZaeTAJnq0OsyRTC wljjVrW4VQUJl+ssF9BkfmqBV+PkCu547ihrUzeZx+Wf+cg4ZYLf/EtpNZejcw3MrRx+q08qSGGc Ew1CRs6DiDWq9OJJwbpQlx5S/wCci4JZSnmm2vbVrcq3COOO49eRKM0aMiRjgR8P7xdzWmO6qGr+ W/8AnJKW0e70nzDHb3TLbyfU50tSxkiiSORSeMsUfN0aX4SQS3E9K47qmnmHRvz5MFvJomtMt0sq G6hkGnCExA0bgWt2fkQvLcgfF9Ad1en6XPqNxa+pqFmLG49SRfQWUTDgshWN+YC/bQBqU2rTChF0 xV1MVdTFXUxV1MVdTFXUxV1MVdTFXUxV1MVdTFXUxV1MVdTFXUxV1MVdTFVG8H+iTf6h/VhHNSkV qv8ApMP+uv68tPJgG+GKE8t4YpbBYpUWSKROMkbAFWUihBB2IIyo82wMe1m5/Lny/bfUdQgsLaK4 q5sEtlkLijcnMESOxXiWqxWnXIpVdBu/Impy2yaNb20htEM9jJHaGOOMOqK5hkMaoGAZVcIeS/Za lKYqyKYfuX/1T+rCEJFap/pMX+uv68tPJgEZrunXt3Z3S21+9oHsrm3CDgqerMqiOcycWkQxcTTi afEag0FKmbzWx/L38xh5duPL155sVLu6j9KK6N3c3VxxLCb6yjMLZ0kR4+CIp48SxZmoFASoz/lZ 5wHlBNGj84XEOvQabHbyOupXaR8hcFvWI6qogQIKIOW4PjjS2lsv5V/mRdR3CL+Yb2s01lDZW/pX 11MY5YBB6zAl42LSvExZuo5037iltdrH5HfmbdTXd1b+e7iGWWVZrdfXvFSIqK0oJChqzv1T4aAj 7TY0tp/B+Ufmia6vkvfPeqvbzXEN5AbW4kjkjJklaSPizSKqcWThTuOlABhpbSqH8nvzG07y9c6R F5weaO7WCWfUp7m6iuYZ4JOf7lwXUR8WKkEfFRfs40tqMv5L+djbXyXXnO5umlEEEKm+ubYIy24i YllEnFpCEYrwNf1tLaCP5IfmXDZXFrP+YdzaW93LE6Oby7ZwwjkV4i5aEyeozrU7Vp9ntgpbTOX8 sPP8F/BdX35iTWVtbzC5nt/rV1R1/eBYyzyxqqHiD9im7UHFFXDS2hNW/KT8y76xt1T8w7ixiiuZ Z5Zfr11Kk0FyEKg8TbMqrwbinNhRjRh3FLaFb8lPzGIg4/mRNHNGvpSzrcXJIZnPNgrSmrKbhk2Z eXw1oTjS2ns/5S+fJ7O4gTz5exSyxTWUMguZpeS/WDIJH5UpLxqG4UK0oCRhpbV778t/Od35U07S R+Yk9jf2crTXGsQvcPLdlkHJJOV0nFVZhQKaUoaAts0tpJrn5U/mZrMYuZPPMUEMeoC9glWaV0U/ ZESniqgdDQggnttuKW0WPyz872Fhpb3P5iTi7hlDcZ72cQ3IPpCSkhcNxCxsVTi27fapWppbRWnf lt54tJ7CafzwzQWkVxavCZ5HJkkikjj/AHrmjspm9T40qv2RsAcaVboP5L+dbWyt4bj8wdQN1aw3 EP7qa6eNvXMpimaM3CDmnq1FQd1G9NsaW0Lffk/+ararHfWXnCSGlklu5a8vGf1kZ35Esrh15SU+ Lt92NLa1vyP/ADLddRuR59ube/1GyhtwIpboiCaFoS0iy+orP6whfnREIL9+haW1PV/yN/M67nu7 m289XEU00qzWy+veKsRUVpQSFG5M79U+GgI+02CltF6v+SHny/luCPPl6Ee6S6hZpLkcQXkaWEIs 1FShjC0J6HoKDDS2htD/ACK/MPT9QNyfO88UCXElwtrFLeMsof7EchEsQHD+ZV37qRsWltS0H8mP zg0Q2skHnU3ktneC8EdzdX/oTjiF9CeIE1jBXkd/i+zt1wUtvbpll+oMJuJl9P8AeFAQvKm/Gu9K 5Mc0FJ7ZP9Ji/wBdf15YeTALuGKrvMt3qdj5Qvb3TXjiurW3ab1JVLhY4xykZUBAZwgPAE05Urtl UmYeIap5gXQL7y3rKRS3msXcEWrajqE85Ms3qF4fq4IX4IgqEUHYgfs5BkzfzdZny15q0LUPLB+o 3vmGYwzWZJFg78URDJAgU/E0o5Mp2+0AThQ9RpL9V/fcfV4fvOFePKm/Gu9K5IISi3T/AEiL/XX9 eWFgFfX/AC9aazZXVtcyyxx3Vlc2MipIwj9O6VQ7tFX02deHwswqtTTqcqZvLJf+cZPJa6la3h1m +jFnayWkSFoFYwsHWRmcRrV/9Ib46daE1NeQpNq+nfkRpdr5mstW0/zD6U9tZi2NtFDH8UTLIHdP 3lV5rO29DTrWu+NLajY/84yeSbKzntZNWvpQJZbhJWkjjki+tIkc1TGqD41i22p4gjbGltH6f/zj 9p+nxJY22t3R0cQXFtNZSIrPKtyXDM0ylG5cJCOnEnqKfDhpbS3U/wDnFjyjqEzzS6tfqwtFtbdA yvHG0aenG9JA5IUcqLyFK7EYKW07v/yRivPLS+XpdVE9glvb2Kw3EEjx/V7R/VgYrHcRN6ySFvjD BeDcOFKYaW0NrP8Azjd5G1OK1C8tOkht44bn6mCI53gjWKAsLhriRY0UMOCyVIO7VFcFLaC13/nG Xy/rEt3NNrV5FNdzw3LyIsXJXtkkjh4kgnZZvi3+Iiu2NLaJ82/847aP5o1i91PUNQ9K41GKGK+u rWF47mURFCxYmZ7f4vTA/uNgB3qzNLalrX/ONXlzUxdyNqt0t1eWlpYyM6xvEI7NIEUqiiNwWFsK /vO59qNLaAk/5xW8rn60fr5umvZTPP8AXopJQJGYMxj9Ce1ZehA5FjRmqSeJVpbTrW/+cd/KuoXc ktnO2lwXJMt7BboHM1yySRtK0kzSPxImP7upX78aW0pg/wCcVfJ4lhkudTvZhbN6kcAKiGSQlWdr hH9X1PU4UYKVqu3auNLad6H+Qejad5LPk2fU57vQnuDdTR8EileUsrKxkWu68KdKU7VAOGltj2p/ 84neUry4Nwmr3iTO3qSvMFuCSa80X1DT0zUGjBmB35YKW0z1P/nGfylf6e9sdQu4bia5e8urtODv JIS3pjjMJVVY1kcDjuagk7DGltPvyy/KebyHPdfV9dlv7K75tNbSwIhaQvWNy4YgemlRRFXkSSf2 QpC29BphQ6mKupirqYq6mKupiqldD/Rpf9U/qxClKLdP9Ii/11/XlhYBdwxQu8xWlxd+TdVtLaMy 3Fxp9zFDGvVneFlVR8ycrLYHm2qeRNXvrL8v4v0dV7ALDrDUhLxRiWE8XD8g4UeoeJDDrtvkaSg7 ZPM+s635f042lxer5W1djc6rJKJWkge5DK0laFWjSOhXqNth0wJe2yj92/8Aqn9WTYpTAv7+P/WX 9eTLANeadH0/UNJ1D6/dSWtq+n3drcSBz6KQzoPUleIn03ZBH8LMpKjlT7Rytm8Ds/yq/JK6EK2P nuxAtba9t4JRcRiRIn9V3cuZ1BaMXO5pxK1+EdVFJTLy/wDlp+Tflu6N5becYW1E2ElvdXPrRtG9 rNIIJZAA7cTwf01YPRWoabccaVUu/wAvvyuk8wap5k1nzxpd0t9FbJeoDbq7J+7ELSsJ3qZ+CmRg i8j8S8eyr0Lyr5l8neVdBj0LVPOmnX8+lsLeS5lltrbhyd0jhKI/FWT02UitRTemFU+h/MDyFNy9 HzJpcgWZLVit7bmk8vL04tn+2/BuK9TQ+GKEK35pflystpEPMVg730xtrQRzLIHmUoCgKchX96vX xGKaVE/Mz8vJBalPMmnML1vTtaXMX7x9gVHxfaHMbdcVT3T9R07UbYXWn3UN5asSFnt5FljJU0ID ISNsUImmKupirqYq6mKupirqYq6mKupirqYq6mKupirqYq6mKupirqYqpXI/cSf6p/VhClK4F/fx /wCsP15MsAv44oTS2H7hPllZZh4xcf8AOL3l3979W1KRvXkmkcXqS3Kr66BG4Kk8CrvU1INdgfs7 imVpz5N/IfTfLN7od7DqbzT6KnopSFUV4i1xIVFXcpze6Bc1NePapxpbeoSD923yP6sKEshX99H/ AKw/XkywCprHl7SNXhmjv7dZTPa3Fg0tB6gt7sKJkVuoD+mpPyGQZsC0/wD5xv8AypsL6W7h0+dm nSWKeOS5mZXSYEOGJbnvX+bBSbTN/wAlPIhtRDHbPDKsaQrdIY/U9KMqVj4sjRFeS1oU9vs7Y0tp dff848/l7fmY3n12b6xDbQTL64RGWyjSKA+nGqRjikYHwqB7Y0trV/5xs/J83f1ubR5Z7mvNpXvL sM0m1ZGKSoSzEVPuTjS2ix+Q/wCXwkuZDDcM11fPqj1mPw3bnl6i7bUPQdMaW0EP+cbfyqTV7TVI LCeC4sZI5bdUuHZA0Tc1DCTnzBf4jyJ8Om2NLawf840/lYLKGzFrdCG2lNxb0uXDJK1KsHHxHZV+ 0T0GNLbMfJ3kLRPKNs1ro7zpaNGifVXkBhVkLFpVjUKiySF/jIG9ANgAMUMiphV1MVdTFXUxV1MV dTFXUxV1MVdTFXUxV1MVefnzh5rudV1aC0ext7XT7x7SIS2800jCNVPJmW4hG/L+XOd7W7f/ACeU Y+DiuN866nyPc5OHT8Yu1T/EPnT/AJa9N/6Qp/8AsszV/wCjD/av9l/x1t/J+bv8Q+dP+WvTf+kK f/ssx/0Yf7V/sv8Ajq/k/N3+IfOn/LXpv/SFP/2WY/6MP9q/2X/HV/J+aZeTPMWqa3YasNSWAXGn 3kloHtldEdFjR1bi7yEH49/izrNDqfHxRyVXEOTh5IcJITWFf3yf6w/XmaWoL+OKqXmDzLpXlvQX 1TUpOMUS0jiBHqSuekcYJHJj/b0yBZh4VpH5rW1p58vPNM9vy/SISG5iSI8kgQKoEZM/HnSNSSy7 0241yNsqeheb/wA1pdHh03U7MQXOkapyewZS3N1RI+fqUDBeEkhUrs1dtqGptFM+0i+/SOhWWofC frlrFcVQEL+9jD7BtwN++EIKnEv71P8AWH68mWATOmQZupirqYq6mKupirqYq6mKupirqYq6mKup irqYq6mKupirqYq6mKupirqYq6mKupirynTf+Ox5l/7a8/8Aybjzzr2s/wAaH9QffJ2Wk+j4pd5i 1nWrTUILXThbcXiaWRrhZGNQwUAcGTNdodNgljM8vH9VekgdPMFq1mrOGtrtKbvzP5vtrWa4b9Hs sKNIVEU1SFBNP732zNw6HRzmI/vfUQOcev8AmuHHtYkgUy7SrqS70uzu5ABJcQRyuFqFDOgY0qTt vmk1WIY8soDlGRHyLuYmwCmf5Zj/AEfzN/21ZP8AqHhz0/sP/FMfudVqPrLKYl/ep/rD9ebguOFT hgVh/wCbnkvWvNPl2xttIWN7i2nErRyOE5KUK/CTtUV7nIFsi8sl/IXz1HE0payKqCR+/pWgrsWU D7zgpNvXfy30G80jRtE0+5eGS4sLS8F2IZVkCNd3KTxDY13QHcbbdcKCy3T4JIdLtoZRxkjgRHWo NGVACNsUFQ4ZNg7hiruGKu4Yq7hiruGKu4Yq7hiruGKu4Yq7hiruGKu4Yq7hiruGKu4Yq8gvPz6k sb65sptEWZ7aeSFpkuTGGCOVB4GJ6bD+bI8TPgeuQsJYUkAoHUMB8xXJMF/DFXcMVdwxV5rpH/HU 8x/9taf/AJNx55z7Wf40P6g++TtNH9CU+ZP+O7B/zCt/ycGa/R/4uf64+51/bHKKUax/xyL7/mHl /wCIHMzQ/wB/D+vH73T4vrHvZj5d/wCUf0z/AJhIP+Ta5p+0P8Yyf15feXsMf0j3Jn+Wy1PmL/tq v/yYiz0zsP8AxPH/AFXVan6yzWNf3i/MfrzbFoDsVSrzx5WsfN/lG88uXV3LZRXnok3MH94jQTpO pWop9qIZEhkCwW2/5x28nRparcahdXDQ2C6ZK5opeFNgVoPgYqWDHfrtQVBFJ4kz8sflFZ+WPNUW taNq5htlhjtJbV7ZXlktoo1QQmYsEUFkVyyxBqjrTGl4no7TxFSA3bwOGkWhMkxYXr35krpWt3Ol LpU1y1vwrMskaq3ONZNg2+3Kma7UdqYcMjGR3Ds8HZObLjE41wnzR/lHzpH5imu4fqUllJahGpIy vyD8htx8OOXaXW484PB0adZ2fk09cf8AFdfBkuZbhMb83+c08uPZRmxkvXvfV4iN1Tj6XCteXj6m Yuq1mPAAZ9XM0egyai+D+FLNH/M6PUNYtdNl0ua1Ny3ATNJG4U8SVqF33O2UaftTDmkIxO58m/P2 RmxQM5Vwx8/gzfNi6x2KuxV2KuxV2KuxV2KuxVJvM/m7QvLVkLrVbgRcw31eBRyllZBUqij5gVOw ruRgJSBbHPJWueQ/NNikPoWs2p8Cbq0uYUMtCzbVdaSAAfsk0FK0wBJBDO1VVUKoAUCgA2AAyTFv FXYq7FXmmk/8dXzH/wBtaf8A5Nx55z7Wf40P6g++TtNH9CUeZP8Ajuwf8wrf8nBmv0f+Ln+uPudf 2xyilGsf8ci+/wCYeX/iBzM0P9/D+vH73T4vrHvZj5d/5R/TP+YSD/k2uaftD/GMn9eX3l7DH9I9 yaflp/00X/bVk/5MRZ6Z2H/ieP8Aquq1P1lm0f8AeL8x+vNq0BbhVWS0kZQwIocFppv6lL4r+P8A TG14XfUpfFfx/pja8LjZygE1G2/f+mNrwqGFDwj804hdecr2AOtvwMZa4KOZFrbR0CFaCjdGzn9R GcM85iEpg8Ow+k+/3dHosQhk02OPHCJjxXf1Dfp7+rJPyTDL9diKqDbwwxu0asqElnofiAqSFqff Mns7HIZMkyJASIri59fu6eTj9pyj4OKAlGRjxXw8un3/AHvU827pXl/53jnDpkAVSZkukDSKzIpJ h3PEGhHVffNV2jCXHjkBI8JJ9PP8d/k7jswxOPLAyjEyAri5c/x8WIfl5btB5psbZWW5L3COtwqO JWCKS3qcqiiAfDTMPBGc9RCZhKAHFYP0jbp7+rlZBDHpskeOEjLhqj6jv193R7/nQvOuxVSubm3t beW5uJFit4VMksrmiqqipJJ7AYqlPl/zp5Y8wyTR6RfLcyQU9WPi8bAGu4EioWG3UYAUkJ3hQ7FX YqpXd1b2lrNd3LiO3t0aWaQ9FRAWZjTwAxV4951/PRWR7Lysp+IOkuoToVIBFFaBeQNe9XX6MgZM xF4/eXl3e3L3V5PJc3MhrJNKxd2IFBVmJJ2GRZrIpZYZUlido5Y2DxyISrKymoII3BBxV6b5M/O/ VdNENlr6NqFigIN2tWux1I5F2Cyb7b0PuckJMTF7domtadrelwanp0hls7gMY3Ksh+FijAqwB2ZS Mk1kI7CrsVeU2+qWFhqfmFruURK2q3BDEMQAFhUkkA0FXAqfHOA9ptNky6ocAv0D75fqLs9LICG6 W+ZLy2Oo296HrbGxaYSAE/BzDcqUr0zW6PDLwzCvV4gFedU4Paw4uGuqS3l7HeaJezW/xWxt5gkp 250Qg8R1oDUb5nYMBxaiEZfVxx27t/xydTCBjMA87DLdC1jTYtJ0u1km4zm3t4wvFqF2jjoK0p/u xe/fNRrdJklmySA9PFI9O+X6j8nq4TFAMh/LT/pov+2rJ/yYiz0TsP8AxPH/AFXWan6yzaP+8X5j 9ebVoC3CrEvzZ8ra/wCYtAsLbRYPWuopg5b1Ei4Db4qsy/hmBq8ZlKJriAuxt3ebstFmEYTHFwmQ jXPpIHox7yh+V/nJNC1XTdQvrnRLq5uLWaPUrO6b1pEhaUuoaKT4KhwCGqD4V3ENJhMZSPDwRIjQ 9PS75HdnrMwljiOLjkDLf1dar6gPsRcH5e/mxZrbiHzY9036XN/dme5mUfUhslpGGinOwqTU8a9V PXM5171Z/sN8jhQlmTa3nP5q+etN06L9CC71Cxv2MM7XdginghevAs0kRqyqdgfntUZEllEMy8s6 /Z+YNDtdWs1lW2uQ/AThVk/du0Z5BCy7lD0OEMSE0wqxCf8AMCSXWdQ0vRdGudXfS2WO9mheGNFk YH4RzYE0KkH3BwWmll1551+ztZru78qXsVrbo0s8vrW54xoOTNQPvQDG1pk+k6na6pplrqVqSbe8 iSaLlTkA4rRqEjkOh364UMQ89fmxonlqS406FXu9bjTaAKRFG7KroZXJWoKvWiV8DTIkshG3hHmf zlr/AJku3uNTuWaMtyjtELC3joKfBGSwHz65ElmBSUQTz280c8EjRTxMHilQlWVlNQysNwQe+BL1 DyZ+eWo2Cw2PmGM31nGvD66lTdDrQvybjJ2HY99zkhJgYvbNI1fT9Y02DUtPl9azuAWikoVrQlTs wBBDAjJsEgufzR8jW9xNby6iwlgdopAtvcuA6MVYBliKncdQcrOWINEhlwFD3X5n/l1dW0trcXzS 286NFNG1rd0ZHHFlP7ruDg8aHeF4C830zyf5G1bXdUGm+rPpMKW7WbFpEasnqCUEOFfZ46Co7ZzX tF2nl03h+ER6uLpfLh/W5mmxiV2m/wDyrDyl/viX/ka2c1/ol1n84fIOT+Wg7/lWHlL/AHxL/wAj Wx/0S6z+cPkF/LQSPzF5M8p6TeaS0iyQ2E1wVv35u5ECoWdgAGNVArsM6D2e7Vz6nJKOQggDucfU YhEbPQdA8+/lhoekW+madfyLaW4Pp8ra7ZiWYszFvS3JZic6rxYDqHDMSUwP5teQACTqTgDck2t3 /wBUsIzQ7wjgLKbK8tr2zgvLZ/UtrmNJoJKEckkUMpoQCKg98sYvN9Nhhk1XzD6iK/HV5yvIA0Jj jFRX2Oed+1UyNUKP8A/3UnaaQej4pX5k/wCO7B/zCt/ycGa3Sf4uf64+51/bHKKTasiJo16qKFUW 8tFAoPsHM3RyJ1ECf58fvDp8R9Y94Zh5dhh/QmmS+mvqm0twZKDlQRCm/Xuc1HaEz4+QXtxy+96/ GPSPcm/5af8ATRf9tWT/AJMRZ6V2H/ieP+q6vU/WWbR/3i/MfrzatAW4VUdfsdSvNIWHTZfQujQp NxDcdwTs2242znO39JPMIcMPEAkbF10cvTzEb3pjvm7S/wAxf8LzQeUbz6lr73EJW8MdtIBAGYzf u7j939nZR40qQKsMX2a0GbTnJ4keDi4a+HEz1OSMqo2x9U/5yGtdU5vNDfafJqYIiWKyUx6aruN2 MkLGRkKkpv02k6jOpcZ62/2G+RwoSzJtbxL88dBuxqaajzj9G8RFiWrcgbOKV5OW1Nw447/dkJM4 llP5SeYNKi0fT/KnrepqtvafXZOAJi4XLmdUDkD40SZOYpSuwJocIKJBPPzN1W/0ryNql9YTGC7j WJY5l+0okmSNiPA8XNDhKI83h+teZ30WeK28o+ZL25sZY/Xu5HDRN9acn1SeSoW5bGpr4VOQtmB3 obTvP/mmfULWDU9evI9NllRL2RXLFYGYCRgOL1olf2T8sbTT1P8AKPUbQavrmjaRfy3/AJcs1gk0 1514splDNMAOEVAZCduI6VHvIMJI38yvLfl27vdIubuyh9S5unS7uKem7xx2krgSSLxYhTGvU9s1 fbWfJi0sp4zUxVfGQDbpwDKjyYdrvk/ydBbW8ttbRqGkVndZZCDE0cjA7ufhPCtfbOO0vbGtkZCU jy/mjncR3c927XREMRMeeyS/4f8ALrywrHagp9at4pX5PxIeZFdQeW/wt1H68zodpaoXxS/gmRsO kTXTvH4Dq9LknLJESOxZNceSvJo+oy2tnG4e+sY2IkkdWjmuokcEFyCGRyMq7G7V1eTVxx5ZHhN2 KA5A+Tus+KIgSHr9jY2dhaRWllClvawjjFDGAqqOuwHvnfOsee6M6R6YzuwREmuWZmNAAJ5CSSc8 p7bBOtyAc+L9Adzg+gI2G4t5xWGVJRQGqMG2PTpmqnjlHmCG0G2I+TpYotc8xNI6ov1inJiAKm7u gBv4503bcTLTaYDf93/vYONgPql71DzHDZXvmKVpXLxJbW4jKSsq8mlmU/YYCtVAyrR5cmLTjhFE zlewPKMD1Dru080oyHCeiB0dLK28x6VNAXigL3AkkkkcoypbuS3xsfhBHU/PpmTnnknp8sZUZVDY AWCZjuHP+zmw7PyzOSpFF/mbc201hZNDKki1n3Rgw3t3p08cl7KwlHNPiFenr73Zao2AyzRZI49B 095GCL9WgHJiAKlFA3PiTnOayJOeYH86X3lyYfSG9cZW0LUCpBBtpqEb/wC6zg0QrPD+vH71n9JZ L5N1LTk8oaGj3UKuun2oZTIoIIgSoIrnrR1eEbGcb94dIebFNGkSTUvMTxsHRtWnKspqCPTj6EZw HtVIS1MSDY4B98nZ6P6Eq8yf8d2D/mFb/k4MwdH/AIuf64+51/bHKKUax/xyL7/mHl/4gczND/fw /rx+90+L6x72Y+Xf+Uf0z/mEg/5Nrmn7Q/xjJ/Xl95ewx/SPcjvy7vbOBvMKzzxxMdUchXdVNPQi 33Oejdj6jHDSYxKUYnh6kB1Wp+ssyi1TTDIgF3CSWFB6iePzzZ/nMP8APj/pg0BEZkqk/nuDW5dC hOjQm4vYyWSIBiGoPsniVpy6A+OaXtfCcnAKlXFvw9NubVnjYHNh1/pP5tweS7qHynIbXzVNPak3 NwIjGqM0jXFPrSuvBOWw4lgKUynsfHkjLJxCUY+nhvuF/byvzRpgQTY2U7KP/nI60uoWvbi31CCS /QzJFDZIEsFZwxHKWJubjieHxU7Sdc3jlvXZ5Yo4naR1RVUkliBQAZGU4x3JpDGJfNvl2JuLXqk/ 5Cu4+9VIzAn23pImjMfIn7g1sB/NS7tdftbFNLkE7W/1n1AQyf3tuyLTmF/a2yiftBpBykT8CmJY VrFzq9nr3lvUdKguGutNsbO1kLGsZlt14yIpjbaJ1NDypWrZPD21pskTLirh79v7fgyBD0nWvOdt qljLYz6XHNazU5xTuWVuLBlqqhejAHrmmy+1Mv4YD4n+xhbAvKukWdhpfoappFld3JkZvVmVnfia ACquoptg1ftLITrEImH9IG/vZGSYz2GhyA8NHsYa9OENaf8ABFswJ+0WplyMY+4frtHEUD5LttS0 GylCv9Xup2IleJviZB9kFh9OT7S7ZnPJ+5nIQr3brI2mV9qepSXunz3LXF/b20sjyweoGNHgkiqB K6L1fxzChq55cc4ZMh9QFcRkRYlE9L6DubMExGVlZq2pxXcKxwaPcKTIHnL/AFb41Ebp8R9Y8j8f fK9PjECSc0eW395tuD/M25NuryxyYzGOxSoIyQwW8elSi2inikeEm34lEmWR1p6tNwDtmYMsTMzl ljxGMhfruzEgfwOvwYzHIJSNprqd/bXNo8FnpM1rLPcW8s87fVlB9KZJGZykrMxop7HMPDHgNzyx kBCYA9fWJAAuIAdpl1EJRIHVxmhHV1HzIzC4S4K7SPM9vp2mpYz2szvE0gMkUltxYNIzAqWmRuh8 BmXqdIMs+MTiLA2InfId0CPtdhi1MYxANq8PnTR7fn6VhNH6h5SUks/iY9WP+kbn3yuXZ8pVeSJr yyf8Q2DVw7ikHlbWdKi8wawt4hMl/N69rF8DkAvO5qysyg+nLQ0buRm47S0+SemxSxn0wFSO46QH Wj9Ue7zcb81HHciCQV+sSRXd5dJHplwLGW2itUVRAKek0hqoMlAB6g4/qyvTeiED4kPEEzL+LqI8 /T5G3A1eohklGUDVd6y2u5IdV02ddOuBb2Pqc41MIYK8LRLxpL4nxGE44nFkByQ4slb+rmJCRv0s NHljjnxSP3oXz3qtneQWlrbWM1nJJLLIfWESh2KcSapI/wAVWFScy+xcEsZnOU4zjER5cWwu+sRt t0djPUwyD0p9Y+eNJi0q3sbiyuJPTgSGVa2xRuKBWG8wqDTvmmzdnGWWU45Ii5Ej675/1HJGpjVb tX3njSZNKurO2sZ4zNDKkY/0ZUDSKRU0mP7RqdscHZ5GWM5ZImpA/wAd7f5iy1MaoAoDTdSsINOt YJJ0EkUMaOOtGVQDkdXjlPNOQG0pE/MutIRfk/zPpNvJqNkzs08t5JOgVdihWNa8jQdR0y/tPQZZ Qx5APSMYHxuRcmGrjij6gfhX612sarNd6nHcxafcenHC0R5G3BJLhqj970yOn08IYjE5IWZX/H3f 1HC1+phmrhPLvS/ULi7nsbi2SwmEk8TxpyaACrKR/v3MnTY4QyRmckajIHlPv/quBCIEgbG3v/Un +leZfqml2dpJpl2ZLeCOJyptipZECmlZhttmv1WhjkyymMkKlIn+Pqf6jvo9p4QALPyY/Z6xZHUN VlmJt2lu2cRSU5AcEG/Auvbscy9dp5COID1Vj5j3y76Lj5JiZ4hyKPi17S4ZUmM6sI2DlRWp4mtB mFiwT4ht1YCJZdqvm7X47+5t47gRpFK8ahUStFYgbkHwzb63tvVRyzgJUBIjkOhQlsnmXzA/XUbh fZJGQfcpGayfaeplzyS+dfctrD5g147HUro/895P+ash+f1H+qT/ANMf1ram+u6so5PqFwB4mZx/ HI/m8x/jl8ytoWfzbKqssuqyspBDKJneo7ggE5YMmoltc/mU7pcdf0kCvrV9gj/0yr8rk7l4ShZv N2kQ19QuoH7R4KPxYZbHQZJckiBKW3H5jaLGSsZ5eBNT/wARDZlw7FzHp+Pi2DBJAzfmZbrvGEYe ARyfxK5kR7Cmef3hkNNJDP8AmeW6RMnuqL/Fzlo7APePn+xl+VKCn/Ma8avD1D9Kp/xEHMiHYY61 97IaZAyefdYNeDMvzkc/qK5kR7GxdfuDMaYKTeeNebZpAR7mQ/8AG+THY+Hz+z9Sfy8VGTzZqr9R H86Mf1scmOy8Q7/x8E/l4qDeY9VPSRV+Sr/GuWDs/F3fanwYqba7qzdbg/QFH6hkxosQ/hT4Ue5Y 2r6metzJ9Bp+rJjSYv5oT4ce5YdS1E/8fUv/AAbf1w/l8f8ANHyTwR7mv0lqP/LVN/yMb+uH8vj/ AJsfkF4I9zKfKM9jJBcfpO4KO4Uw3DVZ1dWqGU7nbKNZjyiMPCjYs2OhB73W6wSEhwhP7XzOotZb Ke5/0qKpgvBUpIVPJedRUBuhFOmYObsk8YyRj6Dzj1HQ17uY83Dlp97A27k1tPMGhQW0cRvVZ1Uc 3o1WbqzHbqx3zW5uzdTOZlwGvhsOg+DRLBMm6Y3571azu4LZ7Gfm0IlLMlQVJ4U328M3HY+jyYo5 BkjXFX6XN0OIxPqHcwb9Jaj/AMtU3/Ixv65n/l8f82PyDuOCPc79Jaj/AMtU3/Ixv64/l8f82PyC 8Ee536S1H/lqm/5GN/XH8vj/AJsfkF4I9zOfLbadc+Wmju7pIb4StJbzyOFkV+KEMGPxUJXema/V jLDPEwiZY+ECQA2Is7Vy67On1PEMtgXFPNL8wWkto9neXSw3EKiI3IkBD7cRIjmtW2ruM12r7NnG YyY4mUZG+GuXkR3dHFyYCDYGxRGnalpVvE3rahDLcMSHmMilmRSRHX/Y/jXKdTpc05enHIR7qOxP P7fsphkxyJ2BpF/p3Rv+W2H/AINf65jfyfn/AJkvkWHgz7i8v82ahL+nbl7S4YQu3IGNyFPauxzq 9Ppx4MBOPqEeod7oofuxYSlNR1AuoNzKQSKjm39ct/L4/wCaPkHL4I9zKdV8/aot9cxVkLJK6lzK dyGIr0qfpOayXY8ZSMpEWTfJxxprS5vPeuk/DJQeBeQ/8bDJjsbD+K/Uy/LRQ83m3VpftFK/zUYn /hmOWR7LxDvZDTxQcmuarJ1uGA/yQF/UMyI6LEP4WQxRHRR/SOoH/j6l/wCDb+uWfl8f82PyDLgj 3KLySOauxY+JNT+OWCIHJkAtySuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVes 0yiiyMAOgBOHiKDEdzf1if8A34//AARx4j3o4B3O+sT/AO/H/wCCOPEe9eAdzvrE/wDvx/8Agjjx HvXgHcsZ3c1Zix8Sa4CbZAANx/3i/MfrxVEat/x1Lz/jPJ/xM4lRyQuKuxV2KuxV2KuxV2KuxV2K uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVmPlyC2h0f8ASFx6n1aMBWigcRtLPLJKIwzUYhQkLEmn am1a51HZWMeCKA4pE/Y872lM+KbOwplFtodxqflW+1+WEaRbWqM9nNHNOy3DK3FkKTSSmnI8Q4Yf FtRt+OcZRjkEPqJ8ht8nDESY8XJUsvyv873mnxXsFxEUmAaKIzSCVgVdqhONfsxsfcDauCWqwg0R 9iY4ZkWxvXPLUttqtppWqTrPJJeW0Mk0EgbikzOrqsk3BK/D3PEHqeuaztcQljjMCvVTsOzJSE5R vojR+XGh/V3Z5NRjlRqAgac6tSIMfh+tIwBevFvCmaDhdzxlsfllpACO0+oMi19dEGmNIAEEi7G+ FOQPvT3OPAvGUk1L8v8AVEuFWwiJg4gO13PaRvyoWJ4rM4C8enxHvgMUiaQaro+o6VcLb38QimdB Kqh0k+BiQDVCw/ZyJFMgbQkf94vzH68Uq+pmupXZ8ZpD/wAOcSoZN+Wmi6Nq+p6hbapp13qUcdjN NGlmwRomQr++ZiygKlfBuvTJRFsJkhml1+X/AOXKytKNL80Q2CQxyyyG2rTZ0fi4jZCfUeH2+1k+ EebDjl5KV15f/KDS9Gsr3UdO1pHuJLcNNOjRxEoImuoqfu35NHyZCBT4l38BUVuRPRh3n26/LqVr aPydaXFuYnmF5LMXMciHh6Jj9SR32o1aovbbIyrozhxdWJZFm7FXYq7FXYq7FXYq7FXYq7FXYq7F XYq7FXYq7FXYq7FWZ+V7yzbTls7qOSa0YBpPRUO0c8UkjRlkqpZCspUgMta7Gozp+ysgOEAEcUSf tee7RgRlJI2NMz8zeabC88sQ6Vb6ek0/1gyskUE0FrEgRkX0owyMrfFypuK8q1rmZhx1PiMuneLc Sc7jVIaH8zvOUWmxadHaRrbRII6BLgFlAI+KktP2jt0yR0uIy4r3+CBlmBVMZ17zNdXGoW2p6opS 6S5t5GCA+o6w8yz/AL/1Ryqw6imazteUI44wif4rdh2ZCRmZEdKVf8eaR1CXKNyFHFtpdVUOG2pb Ka9e+aDidzwFfJ+YOkMkEIiujDbrSP1INMkoXPOQBXtWAHMsVp7eGPEvAWMa/deXbqRrjTY7tLma QyT/AFgwCP4qluKQpGq/EdgAABtTImmYtJ8CV0f94vzH68VVtQIN/ckdDK//ABI4lQmnlLXtO0a/ nn1Cxkv7ee3eD0obh7V1diCkgkQN9hl5AEUrTDE0xkLZ/bfnJ5biSSFdL1eO1MEkKQnWJ5kHqqwe qOqr8TlX+Y8Nsnxhr8Mrv+VzaFqWm2dlrum3cpgeJp2My3kciRKqsphn4BjKF3LElaAivQPGOq+E RyYT5r1LyPf2tu+i2FxZahHHElxsiW8jAP6snD1JmDE8ONCB1r2yJIbIg9WMZFk7FXYq7FXYq7FX Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FWWeUfMPkfTrGa28xeWjrE0ju0d4tzJAyI0fEIESgPxjlyrt kokdQwkCeRR9v5t/LEJAt15H9YxgLJImo3EbOoQCp4gLUvyPTpQV74eIdyOGXeum8zflMY1SLyZM rvvJMdQuPgqtCqJybmFbcEsK98bj3Lwy70vi13yAfq8cvluSOMTo91Il3K7mINGXRQSnVVkHX9rr sDgsdyaPej5fNn5WNOTH5HaO35Kyx/pK4YilOQqRWhHYnrhsdyOGXet1Pzd+Wl1a3SW3kk21zMJT bzDUZSIXkoQVVY05BKbK1Rv9GJkO5RGXewXINjsVXR/3i/MfrxVUvf8Aeyf/AIyP/wASOKhRxV2K uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kro/wC8 X5j9eKv/2Q== proof:pdf uuid:65E6390686CF11DBA6E2D887CEACB407 xmp.did:5acd7092-bf7c-4a37-b7d7-8b90b3d38cb6 uuid:cd67eb99-b2d0-634d-8141-a7c9a1e82e12 uuid:8d045541-e3dc-4604-adbf-e8b1f3b9c539 xmp.did:16b4456f-e5b2-a740-b3a9-560fc2973d82 uuid:65E6390686CF11DBA6E2D887CEACB407 default saved xmp.iid:52912C50F7ABE111B221D3FA2E31F258 2012-06-01T13:41:46-04:00 Adobe Illustrator CS5.1 / saved xmp.iid:5acd7092-bf7c-4a37-b7d7-8b90b3d38cb6 2020-07-17T19:31:44-04:00 Adobe Illustrator 24.0 (Macintosh) / Web Adobe Illustrator 1 False False 10.999993 8.500000 Inches KozGoPr6N-Regular 塚ゴシック Pr6N R Open Type Version 6.016;PS 6.007;hotconv 1.0.70;makeotf.lib2.5.5900 False KozGoPr6N-Regular.otf NotoSansCJKsc-Regular Noto Sans CJK SC Regular Open Type Version 1.001;PS 1.001;hotconv 1.0.78;makeotf.lib2.5.61930 False NotoSansCJKsc-Regular.otf NotoSansCJKsc-Black Noto Sans CJK SC Black Open Type Version 1.001;PS 1.001;hotconv 1.0.78;makeotf.lib2.5.61930 False NotoSansCJKsc-Black.otf ArialNarrow Arial Narrow Open Type Version 2.40 False ARIALN.TTF ArialMT Arial Regular Open Type Version 5.01.2x False Arial.ttf Cyan Magenta Yellow Black Default Swatch Group 0 White RGB PROCESS 255 255 255 Black RGB PROCESS 0 0 0 RGB Red RGB PROCESS 255 0 0 RGB Yellow RGB PROCESS 255 255 0 RGB Green RGB PROCESS 0 255 0 RGB Cyan RGB PROCESS 0 255 255 RGB Blue RGB PROCESS 0 0 255 RGB Magenta RGB PROCESS 255 0 255 R=193 G=39 B=45 RGB PROCESS 193 39 45 R=237 G=28 B=36 RGB PROCESS 237 28 36 R=241 G=90 B=36 RGB PROCESS 241 90 36 R=247 G=147 B=30 RGB PROCESS 247 147 30 R=251 G=176 B=59 RGB PROCESS 251 176 59 R=252 G=238 B=33 RGB PROCESS 252 238 33 R=217 G=224 B=33 RGB PROCESS 217 224 33 R=140 G=198 B=63 RGB PROCESS 140 198 63 R=57 G=181 B=74 RGB PROCESS 57 181 74 R=0 G=146 B=69 RGB PROCESS 0 146 69 R=0 G=104 B=55 RGB PROCESS 0 104 55 R=34 G=181 B=115 RGB PROCESS 34 181 115 R=0 G=169 B=157 RGB PROCESS 0 169 157 R=41 G=171 B=226 RGB PROCESS 41 171 226 R=0 G=113 B=188 RGB PROCESS 0 113 188 R=46 G=49 B=146 RGB PROCESS 46 49 146 R=27 G=20 B=100 RGB PROCESS 27 20 100 R=102 G=45 B=145 RGB PROCESS 102 45 145 R=147 G=39 B=143 RGB PROCESS 147 39 143 R=158 G=0 B=93 RGB PROCESS 158 0 93 R=212 G=20 B=90 RGB PROCESS 212 20 90 R=237 G=30 B=121 RGB PROCESS 237 30 121 R=199 G=178 B=153 RGB PROCESS 199 178 153 R=153 G=134 B=117 RGB PROCESS 153 134 117 R=115 G=99 B=87 RGB PROCESS 115 99 87 R=83 G=71 B=65 RGB PROCESS 83 71 65 R=198 G=156 B=109 RGB PROCESS 198 156 109 R=166 G=124 B=82 RGB PROCESS 166 124 82 R=140 G=98 B=57 RGB PROCESS 140 98 57 R=117 G=76 B=36 RGB PROCESS 117 76 36 R=96 G=56 B=19 RGB PROCESS 96 56 19 R=66 G=33 B=11 RGB PROCESS 66 33 11 New Color Swatch 9 PROCESS 100.000000 RGB 255 203 7 New Color Swatch 37 PROCESS 100.000000 RGB 217 39 38 New Color Swatch 38 PROCESS 100.000000 RGB 137 23 26 New Color Swatch 25 PROCESS 100.000000 RGB 245 130 31 New Color Swatch 26 PROCESS 100.000000 RGB 236 33 38 New Color Swatch 6 PROCESS 100.000000 RGB 236 33 38 New Color Swatch 14 PROCESS 100.000000 RGB 236 33 38 New Color Swatch 15 PROCESS 100.000000 RGB 245 130 31 New Color Swatch 61 PROCESS 100.000000 RGB 254 250 215 New Color Swatch 56 PROCESS 100.000000 RGB 247 148 62 New Color Swatch 76 PROCESS 100.000000 RGB 217 78 38 New Color Swatch 57 PROCESS 100.000000 RGB 249 167 74 New Color Swatch 72 PROCESS 100.000000 RGB 254 254 254 New Color Swatch 32 PROCESS 100.000000 RGB 236 33 38 New Color Swatch 33 PROCESS 100.000000 RGB 245 130 31 New Color Swatch 69 PROCESS 100.000000 RGB 245 130 31 New Color Swatch 74 PROCESS 100.000000 RGB 236 33 38 New Color Swatch 75 PROCESS 100.000000 RGB 245 130 31 New Color Swatch 66 PROCESS 100.000000 RGB 253 242 136 New Color Swatch 73 PROCESS 100.000000 RGB 253 246 175 New Color Swatch 70 PROCESS 100.000000 RGB 253 246 175 New Color Swatch 71 PROCESS 100.000000 RGB 254 250 215 New Color Swatch PROCESS 100.000000 RGB 254 250 215 New Color Swatch 1 PROCESS 100.000000 RGB 254 254 254 New Color Swatch 7 PROCESS 100.000000 RGB 254 250 215 New Color Swatch 8 PROCESS 100.000000 RGB 246 177 25 New Color Swatch 67 PROCESS 100.000000 RGB 245 130 31 New Color Swatch 68 PROCESS 100.000000 RGB 253 246 175 New Color Swatch 10 PROCESS 100.000000 RGB 249 167 74 New Color Swatch 11 PROCESS 100.000000 RGB 253 246 175 New Color Swatch 12 PROCESS 100.000000 RGB 249 167 74 New Color Swatch 13 PROCESS 100.000000 RGB 253 246 175 New Color Swatch 4 PROCESS 100.000000 RGB 245 130 31 New Color Swatch 5 PROCESS 100.000000 RGB 253 246 175 New Color Swatch 58 PROCESS 100.000000 RGB 217 39 38 New Color Swatch 59 PROCESS 100.000000 RGB 182 31 36 New Color Swatch 60 PROCESS 100.000000 RGB 96 13 12 New Color Swatch 23 PROCESS 100.000000 RGB 245 130 31 New Color Swatch 24 PROCESS 100.000000 RGB 236 33 38 New Color Swatch 64 PROCESS 100.000000 RGB 245 130 31 New Color Swatch 65 PROCESS 100.000000 RGB 253 246 175 New Color Swatch 21 PROCESS 100.000000 RGB 217 39 38 New Color Swatch 22 PROCESS 100.000000 RGB 137 23 26 New Color Swatch 18 PROCESS 100.000000 RGB 178 31 36 New Color Swatch 27 PROCESS 100.000000 RGB 236 33 38 New Color Swatch 28 PROCESS 100.000000 RGB 245 131 31 New Color Swatch 29 PROCESS 100.000000 RGB 253 242 136 New Color Swatch 45 PROCESS 100.000000 RGB 217 39 38 New Color Swatch 46 PROCESS 100.000000 RGB 137 23 26 New Color Swatch 47 PROCESS 100.000000 RGB 236 33 38 New Color Swatch 48 PROCESS 100.000000 RGB 245 130 31 New Color Swatch 16 PROCESS 100.000000 RGB 84 17 13 New Color Swatch 17 PROCESS 100.000000 RGB 236 33 38 New Color Swatch 3 PROCESS 100.000000 RGB 236 33 38 New Color Swatch 20 PROCESS 100.000000 RGB 236 33 38 New Color Swatch 44 PROCESS 100.000000 RGB 72 18 16 New Color Swatch 42 PROCESS 100.000000 RGB 237 28 36 New Color Swatch 43 PROCESS 100.000000 RGB 229 120 36 New Color Swatch 30 PROCESS 100.000000 RGB 229 66 37 New Color Swatch 31 PROCESS 100.000000 RGB 144 25 28 RGB Red RGB PROCESS 255 0 0 New Color Swatch 39 PROCESS 100.000000 RGB 161 29 32 New Color Swatch 40 PROCESS 100.000000 RGB 108 14 14 New Color Swatch 34 PROCESS 100.000000 RGB 229 120 36 New Color Swatch 35 PROCESS 100.000000 RGB 217 39 38 New Color Swatch 36 PROCESS 100.000000 RGB 236 33 38 Grays 1 R=0 G=0 B=0 RGB PROCESS 0 0 0 R=26 G=26 B=26 RGB PROCESS 26 26 26 R=51 G=51 B=51 RGB PROCESS 51 51 51 R=77 G=77 B=77 RGB PROCESS 77 77 77 R=102 G=102 B=102 RGB PROCESS 102 102 102 R=128 G=128 B=128 RGB PROCESS 128 128 128 R=153 G=153 B=153 RGB PROCESS 153 153 153 R=179 G=179 B=179 RGB PROCESS 179 179 179 R=204 G=204 B=204 RGB PROCESS 204 204 204 R=230 G=230 B=230 RGB PROCESS 230 230 230 R=242 G=242 B=242 RGB PROCESS 242 242 242 Web Color Group 1 R=63 G=169 B=245 RGB PROCESS 63 169 245 R=122 G=201 B=67 RGB PROCESS 122 201 67 R=255 G=147 B=30 RGB PROCESS 255 147 30 R=255 G=29 B=37 RGB PROCESS 255 29 37 R=255 G=123 B=172 RGB PROCESS 255 123 172 R=189 G=204 B=212 RGB PROCESS 189 204 212 Adobe PDF library 15.00 endstream endobj 3 0 obj <> endobj 12 0 obj <>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 791.999 612.0]/Type/Page>> endobj 13 0 obj <>stream HW]oe; }?bIND !tp/B-^x>紝Ìf5ىc//;_p\܊~ޥ%-{_$嗿~Xe_~j`d_ܛ@kbI?exmoi9{G?x?O۞_i??Wr}R}#ue&ĭ\.??JgZ\^rl?,zx?k^}:K+MTI??^;̓y of '=u\I?–D?,.\O?QNV?N$?Y urWW0~.RX~?|z(W]NPk/p6!h?K?;nB{^?D?>)y@Nv?R ?k{ύ?x?ՙ_z ?C9W?{$t?񜘏-# t1?QuoWt,YYEv?O'?!׏Iy?dJ??/DiH|?a[$\o?z?]kS)'?[[}siwqW)S=?S?|sswgGK?{?Y?MNN ?ʜY%w]!|SnT RC?? ??,ҊV!R_?7rΔB}?ayjnc\?R?_Hh?-ǕW3R*mkˉY9Lмmc)kM?Y5xHI?d?gЕd? (E% S^ĪD.kR+Eχ?bD+WrCf.X'x嵖̠c?q&[?(ٮ~;?"WTlX RI ??l?Xc1NE??BHע|c?ii" js?~LmFW??M]~|bzT^?]ob~6P,H>?fW ƷþþþþһëƬ