%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 109 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
70°CINEMA2
2016-04-19T12:15:29+02:00
2016-04-19T12:15:29+02:00
2016-04-18T13:03:56+02:00
Adobe Illustrator CS6 (Macintosh)
192
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q8+82f8d65+Sf8m1z
E1HNyMfJ535v823Oh3P97HFahbdRW2e5kaW4M9KUntwABb+/XMrR6QZRy3361y4f6Mu9jkmYpPH+
ZU5uBbNMRcGgEJ0yVX33+ybwnNhHscEXW3/DB/1TdVm7SMJcN793Af8Ai0bB58llZlEvJo6mRRYu
CoHWo+tGlMs/kQUDXP8A2wf9U3Xz7fIJF8v9r/6usj0LVZtQVnZleMxpJGVjMR+J5EIIMkv++/HN
Z2ho44KABBsg730if5sf5zs+y+0JaiyaMeEEenhO8pxN+qX83vTXNa7d2KuxV2KrXdURnY0VQSx9
hhAtUDF5h0GVA8eo2zKwqKTJ0O/SuZH5PNdcEvkWjJqsUPqlEe8hU1G/Nppst7HEbgRqHEasFLLU
VoW2rTcZDHi4p8B2bOMGPEOSjoWrS6pZm5e1a1+LiEZlYmnX7JOW6vTDDIDi4mjS6k5QTVUa6foT
LMRynYq7FXYqlet6ymmLG8rwxROG/eTOEHIFQFAryJIYnYdshOdOVptP4tgXfkknmPz1Lo9pYTpb
R3QvjPxZZRw4xMoVlZeYIdWr7ZCWQgBzNL2aMspAkjhrp3/qSSb827yGQxyaUgYAHafkKMKgghSD
UHIeOXMj2HEixM/Ja35v3SmjaUoOxoZSNiKj9jHxyn+Qo/z/ALGbeV9bbW9Gh1FoRAZWcemG5AcG
K9aDwy6ErFum1mn8HIYXabDqMm4r1jNk4jz7zZ/x3rn5J/ybXMTUc3Ix8mF3VvZvr91c3MQl+oWt
rdQg9pEN4vIDpXi5plsJSGMAH6pSH+4SRukVr54mm8lXXmmSyg/SFs31eMCtKSSRhdz8XEeoCRXe
nbtscvZojqI4RI8Ehf3/AKnV4dcZ4p5CBxQMh9xRurec4tLt9FujZB5db4NOVIBVQik70qxHP4a5
Xg7NOXJPHxbY7r8feuXtAYsEcxj9fDf4+5P7WGKLU7lY1CKYYWoOlWkmJ+8nMLNklLDEk2eKX2Rg
24McYaiYiKHBA/OWQlHZhuxdirsVdiqldBzbTBEEjlG4odgxpsD88lDmFYTpr2F1BHFYWtjHb2UQ
Op6lPaCOMSkbQIjcW5D9rfb55vhxQNyMzKR9MYy3/rfq/U6XWATsAQ4Y/VKcbHu/X+tCee9Y1KfQ
xYTaP6NncSKqSySc6xx8SGATjwNWFKnscs7O0sRmMhPilHmPf96NXq6wiNcAlDY862uvly76UvIe
pz2Ol6lHHGw9WUG2UDmIyIwskklK0RPgLHpv45ldpaSOXNAy+Pn3RHeT6qdXodecWnkI2f5p+ZMj
3RjceLo9LzkXr3Yq7FXYqwXzu95aao94JWgjktPStrkhWiRkZ3kjIKNR5Pg4HkvuTSmY2bm7zs0R
lDhq6luOvSjz5De+bEvMNk4tNOBQx2M1xdyWq0ZD6CxwBpOMhkcBirPvX8crI2dppsg4pfzhGN++
5bbV7kNFdyTPDaW0BdUK8XQ0MqhPRUhiPhZunan0bQbTAC5E/s6pPPDdTvzS3kAVEQ0UneOMBu3g
OWFyYyA6/gl6/wDlp/yiFr/ry/8AJxsysP0vKdr/AOMH4fcykdRlrrHrGbJxHn3mz/jvXPyT/k2u
Ymo5uRj5MNuB6msarboQZpdNg9OOoBPx3I2r7sMsjtCJ6CZ/3qerC4fLGuRflxcaHJbhNVublZIL
QyRcnVGiZip5U2Ck9c3eXWYpauGQH0RjRNHb6nSafS5I4MkCPVORrlvsEV5o0DVryDytZ20KyXVh
Fyu4PUjDovGNa0LCo5KRUYNFq8cM2XIT6JHY0fNhrdJknpIYgPWANrHQM6i/46tz/wAYIP8Aic2a
Of8Acx/rS+6Ds8f+Mz/4Xj/3WRF5jOa7FXYq7FVK7LC1mKkhgjcSNjWhycPqCsQ0x/MzWkLPpEpj
azSHi1+GBNK+rSv2j49c3P7ji3yAHiv6Ps9zqtWc1Hhxmfpr66X+Zo/L8KvdX0lu+tR6ePq1pfyU
iIRuVVUkfEzih4nfIaWeXjqFjHx848/7GzLjicI8QAyEf4u9i/ktrldV4JcxRi5RJ0ZJGRVZ6FY0
9QVfrwZd/vUZv9dwnDcomVGuV/E1y7wf0F5XS8Uc/DGUY8Qsb0PIC+fcY7/MB6znDvduxV2KuxV2
KvOvzamMMujvxDCl0rKdqqyxqwr8jmPn6O/7DjYn/m/pYTDrjxRRxxWy0iI9M8mNERncKf8AZSkk
5ju6lgBJJPP9n6mk11kuIJTbKzw70YkkuFReXsaRCv04pOn2Ivn+39b1P8tP+UQtf9eX/k42ZeH6
XmO1/wDGD8PuZSOoy11j1jNk4jz7zZ/x3rj5J/ybXMTUc/g34+Ty7zp/h/8ATddRvoIXa2jQQSSN
GwCvIeW0coIPP8M2OhGTw/TEnf8AV5hjklEHcpZ9a8nNbfV21S34cxJUXD8qgAdTB0238fuzMAz3
fCfkP+KcKUsY6j5/saP+B5IYIn1aOtuvCOUXLc+PIvQt6I/aOSAzgn0Hf+iP+Ka5Z4c+KP8Apv8A
jqeaF5g8oaYromrQtGyqqhpC7VDu5JYqv+/PDMXV6XPlAAhLYny5iI7z3I0+fFDJKcpx9QiOfcZH
uH85Nh528qHpqcP3n+mYX8l6j+YXL/lHT/z4rh5y8rnpqUP3n+mP8l6j+YUfynp/58Vw83+WT01G
H7z/AEw/yXqf5hY/yrpv58Vw82eXD01CL7z/AEx/kvU/zCj+VtL/AD4tP5l8uSRtG19EVcFTQnoR
TwwjsvUg3wFH8r6X/VIpPa2H5dW8SRRehxQBQS7k7Cm5JzN4O0LupfY4uTW9nz+qUSjba58qpbrD
NNbThCRHzXnxQNyRQX5t8PzyGbS6uc+IQkO/39TtTDS9o6PFDgOSJAJrnsOg3s7IaODy8bmOWfVf
Wht5WltLMcI4I6mqgKq1PH3OXcGrjEiOKjIUZc5H7WjJqNDkmJTzWImxHlEfZ+lO/wBP6N/y2Rf8
Fmt/kzUfzC7L+WtJ/qkWxrujn/j8i/4IYP5N1H8wp/lnSf6pH5rhrOlHpdRn/ZDInQZ/5hZjtbSn
lkj8141KwPSdD9OROjy/zS2DtHAeUwvF9aHpKv35E6XJ/NLMazEf4gxvzn5Zj8xmyMd6lv8AVPUr
yTny9Th7jpwynLpMh6O07O7YxYOLrxV17rY0PymelBq0e/8AxSf+aso/Jzdn/okxd32t/wDKopf+
rqn/ACJP/NeD8rJkPaHH/N+1nHlfRToujQ6c0wnMRc+oF4g82LdKnxyyGMxFOo1mqGbIZjZOFBLA
DqTknGer5snEefebP+O9cfJP+ILmLqOY9zfj5Pnf85P+UvT/AJhIv+JPnS9i/wBx/nFwNZ9Xwb1n
8r57DzHpGiQX4nfVp5YFneIxrGY7h4KkBnrUJyp9GZ+PVXAyI+n9VuDm0/qAvmr6b+Xei37xNb6t
diC8u006waSw4ubplDH1kEzenEKijgsTv8PwnDLVSjzA2Fnfp8ubinSRl1O5rl1/Unll+R9xNcMD
qqrbGCylglEPJnku3jSWPhzFPQ9UE77hl8cge0gBy33+z9bE9lkn6ttunf8AqUPK35S3OuaVYXyX
4t5Ltk52zxfEqGW4jdkq68ygtuZXb4Sf5d7M2vGORFcv2frcXD2ackRK6vy9/wCpdP8Al5ptrqdv
ZS6rIVOnSandyRwQuyLHCJuCItwWLEEj95w+kHJx1cjEnh/i4Rue+u77rcfJoIxlRl/CZHYd1/zv
vpq/8g/UtR0W0F8ZE1m6EEchhKNHG6wOjshb7XC5HJOxFKnJ49ZxRka+kd/v/U0ZtBwygOL6zXL3
fr5JxJ+WdjFLFarqzy30lmt3HapDBzdpERljjDXKmo578+JP7IbK468kXw+niq7P/E/jrTKfZcQe
HjuXDdUN/wDZ/fXkChp/I9taWWsXU2oH/cW8UUaCOMeq80Pqj+8mQjw+AM3emXR1hlKIEfqv4Ua7
v1OLm7PEIzJl9BA5DexfWQ+yz5Imy8lafMzxSat6FxHDZXLq8B4LDeC2+Ivzp8DXdPfjvSuMtZIb
iNi5Dn1jxf8AE/a0w0MJbGdGoHl0lwdb6cf2dEfB5B095BB+kbiO5a7hs1SS2iK/6RGZkk5x3Mil
TEK7V7fPIHXyG/CK4SeZ6bdYjqzHZUZGuMg8Qj9I/iFg2Jnavx1UL7yjp8WkfX7K/muJDDBcCB7Z
Y6pcTNCPiWaT4gyHt9OShq5GfDKIG5HPuF9wcfN2dGOLjjIy9MTXDX1Ex/nHex3I+68g6TAJiNVn
dbZrv16Wi142LqkvAeueRLSLx6bVJpTMeOuma9I34f4v53L+FyJ9j442fEPp479H8wgH+Pz2+2lG
PyPbBr0vfu62sUNzHFFCvrtBLGZi7RSSx8SiKaqGY/RglrDttzJHPaxtzpiOyI+q5k8IEto+qiLu
jIcu6yUz/wAB6ZHcLFHqUzerLFbRH6sD++ljWZefGQ8U4SLv418MxTrJEbxHfz6cu52Mex8cZUJn
mI/T1IEu/lRRs/kM28KNFdmSV4PVSIxgFmrEKKQ7bVmp8VDt0zGOqvp+N3YDszhGx3ru93n5q8nk
yWHWH00z0/0czwyshUOynjxoTtV9q/TlBzXG3KGjMZ8N9LRUfku5/eASlnjtVnYKhI9Vi/7qte3p
n4vHKJZHKhpiPkry+VoreFJ5Ll/R9MSScYwzb8PsqH33k706ZTIuQMVK1t5VEjIxugInWN1NF50e
NnPJC/w0498qIb4xSqaNI7iSNGLqjFQxoK0NP2Sw+45jTciK+H+9T/WH68pHNuerZsXFefebP+O9
cfJP+ILmLqOY9zfj5Pnf85P+UvT/AJhIv+JPnS9i/wBx/nFwNZ9XwS+Y/mZf6RbzTjWbrSJLhZrS
VxcyW7XLuVV42IKGRnYgEb1Pjmyj4Il/DxfDk67L4hHWkwW0/OX61ck2/mH61dRKt5WO99SSEVVf
U2qV6gV98RLT0N4UPc4kvHs/X9qAsP8AHF28slmNTuH5LbzPCJ3POMK6RsVr8Si2VgOvwD+XLz4Q
58P2fjr9rhnxpcuI/P8AHRuXzP5mknS4m1e8lnVklSV7iUsHVSFYEtWqq7AH3Oc1qO3YYcksYxD0
kjn/AMdez0fshk1GGGX8xIccRL6Sasd/H5qy+cfNCzW036WvfWs0MVpJ9Yl5RIwAZYzX4QQoqBlP
+iPHRHgjfz/463n2Fy2D+Zlt/RP/ABaufMWtwXC3Z1K6FxE8rRTCaT1BJMKSsrcqguPtnv3zea/t
DDpsQMogmQFR/HQPIdkdh6nXZ5RhMxjjJue+192/M+/3lVi89+ZPSjtm1W+jt44/RRBcylFjoF4B
QRRaDpmmw+0WEz9eIAE8xRP3bvTav2F1EcX7nUSlID6TYB93qNe6vijIde1wJcRpqFyI70BbpBM9
Jhx4gSCvx/Dtv2zrhDEYidRobg7e+w+ZTnnjKWMmYkTRFmyeVEde5uPznrQkggh1G9maBVgt1hlk
bgvJeMaUbpyjSgXwGaHL29ooyIETLzERR+ZD12n9i+1J44yM449thKcrA+AIHIbX0Hcnhg88C9iE
0OqJf3chuIUkS4WeSSJSPUVWAcsq136gZt9PqdPlx8QoRG24qvI/ii8rrdFrMGbw5cRmTYMZcXFX
UEc9viBzptR5v025hoNQsrmn1ODaaJ6Gj+gnQ/thuA8a98uJwzB+mQ59D8f2uFWpxSH95GX0j6ge
/hHzuvNZaS+ZTfCK0a8N9aNK4jiMpliY7TNRfiUmnx/jkZjFw2eHhNd1Hu/YwxnUGdR4+ON8rsfz
vd5/aiLB/N9/FeNZG/u4bj/e8w+tKrmn+7Sta7D9rKcgwxq+EVy5fYzwy1WQS4PEkD9VcRv3php8
PnkKZ4ItS4XqqplRZ6TKFog5AfF8I29sxcpw8jw7e7Zz9MNX9QGT1dfVv3fYj0l822hb1TfQFXTn
z9VKOQBHWtNyEFPlmLMYzyp2uKWojz4x80Ytp5nSLk8F6sS8o+TJKFHNqMtSO7Df3zFkYeTnwjlA
3EvtRRXzJBwWZbyIxAzRhxKvEId3FegXl1zHlwuXHjHO1a1l19mjMLXRaUF4uHqEtQcCVp1oBTKJ
OTAyVUm1mJpJedwjQlVmerjgRVUDHt1IFcok5MbUmlklkaSRi8jGrOxqSfcnMebkxVYf71P9Yfry
kc256tmxcV595s/471x8k/4guYuo5j3N+Pk+d/zk/wCUvT/mEi/4k+dL2L/cf5xcDWfV8GW6F+cG
jaN5b8s6LBG00qRRw6tdvNciG2j+umWQfVOPpSyemAVkWrDp7ZdPRSnOUvly327/ANDjnUiIA+bL
Lr81vy0stcv7+01i+1G0vY7NTbLLqSPHIl1I8zxSSkFUCSK3pKVQhePemUR0WaUQCACL/m9343YS
1eKJJ4ibr+d3/jZjvk7z55WsNT1aTU9Wj/03XWvxcw29wI3hkguFMqx8Cy/HKo4nf59cyc+mySjH
hHKFcx3hxcGrxxMuKXOd8j3POdbttKstSa20jUxrFiir6d8bZrbkSu49OSrDidsvj2fhyerJjiJH
n1caXbOqwgQxZpGERt0+CDIDzItBQAcuIAqPtHw7Zxetwwyaw48Y4Y8Qj+g/a+n9marJh7MGfNIz
nwGe/wA4j5UuvCSyHxWp+ZY5ke0n+MgdBAfpcH2GH+BGXWWSRP2K97HGLYMFAYOACBTYgn+GZntJ
o8WKGPgiI8xt8Ofe6n2F7S1Goy5vFnKewO5ujZ5d3uGyJZpP0bVd29MDx2oAfuGZXHL+SLHOvs46
+51nhYz7TVIDh47+Ph2P9lv7028tyW1tc6dMSFhSSKWVhU9GBc7VPY5suxsUPyQEKuQN+/z/AByd
B7VajN/KsjlJAhIcPlHaq+/brb1/T/P/AJRg8yXBfX7jV7W5vZLrlLFcLHpqGCWMRRFuUhLs9PgA
AHhnPaDDOeTJCB4jXLptIbXy8+7Z6vtjNDDgwZcsRCJPP+Igwl6qAsdB37qV/rXke7uYJV16RE0/
Uhe24lhu7h5k9OD4TJJVxQxlasT8qZv4Yc8QRwfVCjvEVvLoPe8Xl1OknIHxSODJxCxOVio9Tv0r
dTsNb8jaJrGp6zHq8+oS38oeKO0tmiljVpzNIjfWAEZDxRSa1IrtgyYc+WEYGIjwjqb6UOTHDq9H
p8s8oySmZn+GNEeriI9W1ch3r/K/mvyjoNzqkSXLvZ3F/FLZNEJ4uMNCeTKoQssZIVkJ+IdjkNTp
suURNbiO/Ln+3vZaDtHS6czAl6ZZAY1xDb9Q5Ede5PIvOflIppEzau5u7Ogu441u1gcCJ1NIiBGP
jcENx5ZiS0uX1Dh2PL6bdnDtPTHgPieqPOuOjsenLn8UFH5u0fW4ZLbUHfS4o2t3t3JlvGYQs7FX
c/EWPPqcEtPKBsern5Jx6+GYVL0VVc5cmQJ5y8tzWEjvdSRXLNMFhUSkcJJmZeS09IkrSp6jtmIc
MgeTso6vGRz337+/5LtQ8xeWbtnhj1CRYp4p1eRkmkVWl4jYOOXbZV+HK+CQ6NpzQPIoW11fR4bJ
NPi1F4iIWjXUI4nBWkzOPh+18antkZBlCQqrXQaloCWctpLeXE73XqGW4ZDSpoEMnKrHjwBHHKi3
RIY4uY0m+KvD/ep/rD9eUjm3PVs2LivPvNn/AB3rj5J/xBcxdRzHub8fJ8/fm9Y3s3m1Xht5JU+q
xjkiMwryfuBnR9jTiMO56lwtXEmTCxpWqf8ALHP/AMi3/pm4GWHePm6nLjl3FUTSdV/5Y5/+Rb/0
yYzQ7x83Bnhn/NPyV00rVP8Aljn/AORb/wBMl40P5w+bjSwZP5p+SITTb9ByktpkjG7uY2AAHUnb
IZtXjxwMrHpBPNdPoMubLHGARxSA5d5VLO3ubh5HiiaUj7XAE0LH2+RzivZ+InquOR+kE/E7fpfT
/bLKcWgGKA+siO380b/oA+LWoQzRSRpKjRvwrxYFTTk3Y4PaKQOpsG/SGXsRAx0FEV65foRmp21x
DZgzRPGDItOala/C3jmz9qckZQhRB3P6HnP+B7ilHLl4gR6Y/eUbYWd1JaRMkDyRsooQhZTt8qZt
OxpYzooxkRREgR8S857VRyx7VyZICViUSCB1EYrl8vXYI9JbmJKklFDU38NvlmDLsLGCRjzmEJcx
+JD7XaR9ssshE6jSwy5Ycp1X3xlXwIR1npE9tHwitpQK1JKtUnxO2bns/S6fSw4YEb8zYsvJdt9p
aztHL4mUHbaMQDwxHl7+p5n3ABFCyvP98Sf8A39MzTnx/wA4fN0v5XL/ADZfIrhY3v8Ayzy/8A39
MrOfH/OHzX8pm/mS+RXrYX1f95pf+Ab+mVyz4/5w+aRo838yX+lKLt7K9B3t5B/sG/pmNkzw/nD5
uXh0mYH6JfIpnBbXI6xOP9icw55Yd4dxhwZB/CfkjooZv99t9xzEnkj3h2OPFPuKKjjk/lP3HMaU
x3ubDHLuKIRG8D92Y8pBy4QPcrqD4ZRIhyYRKsoOY8i5MQrw/wB6n+sP15UG9AL/AM5FqdTisf8A
D5/eyrCJfrgpu3EsB6O4zYuIyLzM4k1eSUUpIqmg3pQcfAfy5iZ/qb8fJi1x5isoNWOmOkpnWNZS
4C8OLkgb8q/s+GRhiMhaZTATtrX4eUc0cqVoHTkQd6bVArkvAkjxQxnzl510TynJbxakzyyzqW9O
3CuyKDQFwzJQHtSvfHwJL4oY7L+d/lBGpHBezilaxxx+JG4aRSOnhj4El8UJr+Zt/wDVfKssasA9
3LHAB347ux+VEofnmHmPpdz2Pi4s9/zRf6G/yg8tz/4bk1EFFN9M3EtUEpD8A6A/tcsnpsJMbT25
qQcoh/NH3/gMQ/OC2e381pG5DH6rGarWm7P4gZTqImMqdp2JK8H+cWS/nXp01ppWms7owedwOBJ/
Yr3AyzVYzGrcDsCYM5e5k35caFd3PknS5keMK8b0DFq7SsOwOW4MJMAXA7UyAaiX46Bk3+GL/tJF
97f805d4EnX+KFsfly8kXkk0LKCy1DMRVSVYbL1DKQcfAkvihf8A4Xv6V9SH/gm/5px8CS+KEHqG
lXFiEMrIwkqBwJPT5gZCeMx5soyBRaeWL51BEkNCK/abv/scn4BY+IFQ+UtSHWSEV3+03f8A2OPg
SXxQ0PKeon/dsP8AwTf804+BJfFDf+EtR/37D/wT/wDNOPgSXxQhdV0G703TbrULh42gtInmlWMs
XKoOTcQVFTQdMfAkvihi1t5o06ex1C9KyQ2+mmJZWcKebTkqix8GcMaqfDHwJL4oTCxvYb2zsruI
EJflhAhoWHCX0TyClgo58RyrT4l33x8Ar4gVIJo54jLHXgGK1IpWmVSjTMG1VBV1A7kDAl8+Wsxb
VrR5JGLJNH9rf9sVObFxH0lrn+9i/wDGNf45h5/qb8fJ4t+Z07ReZV4OVJgSoDEVFT1Ay7B9LDJz
Zz+X2qQ/4S01W5cuUvIt8I/v3bv7Zc1pD5s8tWOtedDqF5GhT6isiQ3TEwlo2ZXanI/Cq8R2FTXF
XjPmmw0+HXboaY0clpIwZPRr6YBqQBy3Hw0rXFXp35taiZtXtNPQ1FtFzYD+eU9Kf6qj780mY709
l2Ji4cZmep+56p5XuNKstCsNPjvIlFtCkb8jwq4FXPxcerVObfFDhiA8rqs3iZZT7y8v/OuF181W
81ecUtnHwkG4PF3BFR4ZrdaPX8HqewJA4CO6X6mKSagzeVrSzmunnvJLmS6uYSQyxyGqFg3poxaV
eJb4mFR23rLV5YzqmvsXRZcMpGYro+jfysieHyDoySjixhLgH+V5GdT9KsDmZpRWMOi7VkDqZ13/
AKFX8zbnVbbyLq9xpDhL+KESIxJA4K6tJ9mp/uw2ZDr2NfkktrHo0/1OV7mGWOCUysgRKkFBw2DH
Zablhtt3xV6SC57DFUk8z8uFvXxb+GY+o6NuJMbSZ0RUcFkoCH8Pnl4akl/Ly3hj0zVL2KYzHU9Y
1K5dyeS/DdvbIEJr8Pp260wqm3mPzZoXl6xnu9Uuo0NvF631ZXQzyLWgEcfIFix+Edq9SMVfOep/
md+bP1ldVm1F7ZIZH4QRJEsMfqrT03j4ty4KdhNyKnf7WKso8weY/MH5gfkul0LcS6jpupwwXYir
znYp6UTJEqnk7vcJVVA+LcCm2Ksm/Ljyxo+u+U7yK8tkkja+qzAlCDHEvChWtVT1WIVtqnwxVW0L
Rbu+8seXZLZm+oWlxcm4DP6cjxNfA7ECnwhCWHw1p8OApC/T6GKRqU5PXfrvXMPLzb4IyH+9T/WH
68rDN4VbCuo20ZJ+OaNafNx45sXEfQeuEG8Uj+QfgTmHn+pvx8mPXnkePWbk3/7sPxEfJmAPw1PQ
xSfzeOXYPpYZOai2n2elQfV7iURW1mjzSSqatxBLvyAVdhXsOmXNbzC58ww6hHqfmLULp7bjytNK
05TKQGKo1YXEihT8CmUgDt/MFKrCvL0xvNftoZ2luDqEyRySVWSZnkPFSGkPWpANTir1Hz55ctrb
VodW9Z5J7uarI5UKPTChQtBXoM12LTiUrJd1/Ks4YvDiBVEJQfNF3FDJJJApCKWorEj2rUZsXSpO
NYm8w6nbW18UggUlDxBr8YQ8lY1qYhyqNuQ+WVZcMZii5ej1uTTyuHxHQomzsNHh1mRYEbWUsam6
sgeFHErxKsjD4gC0D9VBoRt2ONHQxB3Nuzy9v5ZRqIEfN6ta/nDbW9uv1rQ7u3ijWhEZRlVVH7Oy
bDM0CnRE3uWJS+cNX82iVdQumtbe65IdOjbnFElEILL6bczE1GqyNU1+GlFBQm/5Z6xbaA15ptlA
bbT7WRDLZyCgiE83GZGIjaRpbVgzUDshSRW5FSjBV6dF538qSAFNTgI92piqC1TW9N1OOL6lcLP6
ZbnxrtUDxzH1HRtxPFvMP56eajqMkeicLHT4JaRBkSaWRENKyFg6ry60SlPE9TeGosT0XzJP+j30
WaaU6QQxSyeR5YASWbj6Uj8KPI1T33rvhVMLPW0pfW86IQ1wjIvEKp+KM7AbU5cvhpQYqn1tCdau
49N0pxFqN/IEcT8PSb4jUluoFS3JgK12WpoCq918q+QdD8s+Wk0O2Q3S+pHeXU8hdfWvISjrLw5t
wUSQoQgPbua1VQX5caLrGi6Xd2Op2xgkNyZY35xurqUVTxKu5/Z7gdfuVWaTc23k7y3YaHqzrLfF
ZmSKEFw6mVm5ciFVRR/2qVPSuApCW24CWyoNyTzJG43UD+GYeXm3wVYf71P9YfrysM3gNjHePqts
xcBPXhJCggD4x4lt82LiPoS+kLzKxNTxFfn3zDz/AFN+Pkst7uYCWGIEPHGzBq/D8dAdvGi5dg+l
hk5vOfzNvJdC0e6GogG41SOP0Iy/MsroA7EgCvDxHemXNbw6+u3eNVNWCghAO1TWg964qyj8q9G/
SfnGzJYrBpv+mSEGh/csPTAqD1kK1HhXFXqH5o6LqGpxaebOdITAZuYcn4g4QbAA16Zjafq3ZXmm
peXNXtHE91NG8RIiVEDCTs6k1C9lauZLSw/Q7q8u4rrUrMUu4bgTQx0PVaFVcoVbjInwEV3FfHFU
+XUpJ/ONxoOl6nE9pLBHIk880gAmUNJNuysTJJLNI7AeP+SVxVOl8u+ZrCa3Oo6jbPZswimMZAY7
GlS4pvT7/niqW3t5caP5rkubsPFYwQoqUhldIEDEgSFA37x5Pi4kD4eO/QYqmHmPzvFo8lnd6eEW
fU4o5maNV5NCt36qyShuisPWpsrfGS3IceCq6fV47W7uPTSKSw5xst2tCgjni9WMJs7ScQjKWr9p
SKkjFWZfk/5is9Xa/jt4jE0Co0gIA3dm2222475j6jo24mP2OkmGWb0ykkSIaIV3L168ga9f5aZk
BqSTU4JpNQhF5EsKRrznliUhC7k8AKHxSoBI2xVGaZo2k3UkENxcuGlKpJNEqxgFm3qreoGHGncV
OKsh16xtfLWoacdJeT61C0N8lxMUIqGkWNfsJyKtETVl49B81WZeXf8AnIKe5kkj1WwRnMIaIW6S
RhZlDEtIS1wfRaqjkqlloTxevwqsWb/nJjzrHdusum6a0KsyARiU7gED94JnRhWh2G46eOKoTSp7
zzprUnmPWoYzfXiqCLTnGkSW4EYEcbs+zcd6sdz74CkPTNIhkggMB5hIgAqyU5CortxJFMxMrfBM
Yf71P9YfryoM3hFvQXdtxfpNGSN/56jNi4j3q4fm4alKqNh49/xzDz/U34+SXzapbWlzJH6bSXP1
We5Eao7hktkLFWKjYMSF6jrl2D6WGTm+YPM+s6hrWqXF9eO093OR6kr/ABfZHFQOuwVQBlzWyKws
9E0i2e51+xaXVGT07bS2LKUkHwl50+EpxpsDudyRirIPyakSw+vNLvHcFDJw5cuMXZQBU/3hPXti
r0Xzot6LWGe2SRhHz9RkUsF5cacqA0r0+eY2n6t2V5l5nnvibWS+IiJn+GOVeJYojkEV478a8ae/
vmS0sA8uxyW8cOpWpZYHcwSRKSVWOnwfCxP+7qnan2j2xVLdA+vWH5oWywRUubi9aK2RgCG+uco4
z2+E+qPlir1i/vNdFrLbSR/GlGmiZXSUmMhwpWin4qCuKqVlIjasL0zSRHUI4biOAycJkAJgb90H
5Fa21Dy6MCCBtVVB/mZpVreWtpBa2ldRloYbpnUGSMKwlRQWaWiD4pBsCSDuTTFUHqkeonygeEUr
XoltbVLRTX07WGG7qycI4SHaSZnK/FSqgGtMVT3/AJx8hvUu9ae5spbUvFb0aVGj5gNJSitmPqOQ
bcTHU1xfrbRP6n1m3kZBEEDEnmV61O9O2XhqZfb6al95Zv7AJHceYZStwtlyBmqiBnSFa8pGSDm1
FXl8VRQlalXn+rXNnDqCPZrIbF40Z7Wckj1f92R8q/Ggb7DHfjTkKg1VTO78weXb/TnmTSzZ+Znd
S89u4SzkRQOTtAVk4NQfZjKrU1HEDhirGWubtVEQJC8qyLWnJW+LidviXkg61ofpxVVuOM3KaMen
GCVUd2q1dwS5/wA/nirK/I/mQ2kyRGvOIURV6MCa0Ioe+ApD2nQLqW4haSRuTNuT2qTU09sxMrfB
OIf71P8AWH68qDN4HwdJRIKEhq/SGHfNi4j2zRjMbIeu3OUMeT1rU+IzDz/U34+Sa+W4I5/MF4Xl
qsFtFyg6DlK78HLddhG6hehqa9suwfSwyc1XVvy/sGnWaykWy+MyXZRIw7qFQ8UkIrD9lfijo3wr
Qigy5reKfmj5X0nS9ahltLZreaYMG+KsbxoE9J6cmdZKErJz6kcu+KsY8vXtzo2trPBVwwKsigEk
MrHjxNa7rir0D89rueLyYtqjKIbu5RLgHqVjBlFP9mgzG0/Vuyvnu282+YIYlsjKt1CpAjW4X1So
FPhBP7O3TpmS0p5pWsTOr2sdtBbSXRWKkYMcPN/3fJI12ANQa0qevgAq9U0byT52vtHufL19wk07
Uo4720vFZxFBE8hlSKX4VrLE6o3EV9jQlgqjbnyH5j0+LgI/rSxj7cbbEA1FRRmFF+Hoa4qwbzLY
T6PL+l4lksrmCRpLmPiCZPWKxtyX4ZJSpAonIAHky8WLEqpyNWvLqJS7obIAENHNK8UhYVVkLxxK
QAGrTrX2GKoVL+ZSzxEuCPjKsApoaioUb+GKs0/K26E15qS1BMccQ/yt2c719ycx9R0bcTx0+XtY
lvporaD1pUZmYRHkV+Pj067EiuZDUuW51KG7SctKt1EwMdxFVTGYwojZHU1HHjt09jiqNvxBqrtM
ZUivZGeZuK8LaRpAJCqkhBG4YlePEKT0NMVVNL03SlvIbO9d7K65Bbu4uVb0UVmWlQnxqCD9r4vk
K1Cqvq+g6GJLprHV0nlid1hh4VjYR0+ISxk/3hPwVT/WKdMVSz9CXqafDqAQmylZo0n4N6ZkQBuA
f7JIDAkVqPDFUR5bSY36VUGnEBRRQO3en04CkPfPLAIsxXwG2YmVvgnkP96n+sP15UGbxnV9MECy
TRlGCgmi1rtvuOmbFxHpPlKd7jTHmY15zMw9gQCBmHn+pvx8kXJPq+lpruo6TD9Z1S5t7SGwgdlV
GaN5eTFiw+wJuRBpWm2TxZABuicSSlvk/WPP+nWjwa/bzXycQLZYGtAYmqS7E84eQcvt/Lx6ZZ40
e9h4ZYz5+8v+bNd1SC4tLB3ijgVQ8k0HMOXcsKlge9e+x69g+NHvXwyxaD8u/PS6pBc/UPTVCCz+
tbnYA7bSV3w+NHvXwyy785PKfmPzHpVjDosIuWt5XeaAyJGTyAVSC5Vdt++UYZgXbZkiS8aP5Lfm
eGYpovX/AJebSv8Aydy/xo97X4ZTvR/yi/MD6zpsNxpaWMMTL9Zu1ngdgFYtyIErEmm1FA7fPHxo
96+GXucK67EgWOMpxFFo6igHybHxo96+GUPqWu+e7FQ1jog1YUXmhu4YH5Ny6eoCpC8RyJYH4hxB
3oPGj3rwF5f5k8q/nX511idr+KPRtKKj6vZPdp9XUIwKKy2xlMkncuyfcKLh8aPevhlH+Qvy1162
u2g1zTmj0xoHQ87mJmWUkMrL6JYvuzD4+m53qAB40e9fDLJb78pdJd1ewmkt3BPLlRq19xxP44+N
HvXwyjvI3lDUdBur2W8uPrH1hEVTWtOJYmlQCBvlOaYNU2Y4kMSfyp5sjk1NrLQHt/rhYQql3AQq
04qSWlJ5bljTq1eg2FwzR72vgKA0j8tvNKXqtqelmS04uHjjuYI2qyMqUYM9OLlW6H6emHxo968B
Q7/lj5tHqgaYzuSBGyzWwRhX4vUBk8OlB/THxo96+GV7flz53ljAudPaWMDiIjPByUUoDGxchaeH
Q9+gx8aPevhl6X5D/LLy9px/SPmS4h1C8e3jtV06S3MkESxcV5h3Mpd2WNdxx4/EADtQeNHvXwy9
Plv/AC7NZyWNxIlzYzqUntpomdHU/skFaUx8aPevAWE3/wCWn5XLBI+kQNYXXFiskb3MrF9uG07s
hHWoNCf5lxOWPeogVSy0pNOQwpdC7QfZkCGM9B+ya/rzGySBbohFxf3qf6w/XkAyerZsXEefebP+
O9cfJP8AiC5i6jmPc34+TyTz5+ZGq+XdcXT7W2gliMKS85Q/KrFhT4WA/ZzZ9n9mQz4+KRI3aM+o
MDQY+Pzs1/8A5YbT/kp/zXmwHYOL+dL7P1OFPtKQ6Bcv51a8f+PG1/5Kf81ZL/Q/i/nS+z9TjS7Z
mP4Qqr+cuuH/AI8bX/kp/wA1Yf8AQ9i/nS+z9TTLt3IP4R9qqv5v643/AB523/JT/mrD/oexfzpf
Z+pqPtBl/mx+1Had+Y3mvUZGisdKS6lRDI6QRzSMqCgLEKxoBUb5GXYOCPOch8v1MY9vaiRqMAfg
T+l035leYIJ5Le4sYIp4XaOWJ1kVldTRlYFtiCMnH2ewEWJS+z9TVP2jzxNGMb+P61ey/MDzJe3C
W1pp8dxcSGkcMMcruxAqeKqxJ2GMvZ/BEWZSA+H6mEfaPUyNRhEn3S/Wqf498w+s8DWMSzRchLEU
k5L6YJfkvKo4hTXwwj2ewVfFKvh+prl7TakGuCFjyl059Vew85eZL+Yw2dhHcTBWkMcSSM3FBVjQ
N2GM/Z/TxFynIfL9TGHtNq5mowgT5CX/ABSNTXPOjCRho7FYqGVhbzkJyUOORrtVXB37HIfyHpf9
UPzj+pP+iLX0SMQ2/oz/AFoSHzrrM0qRRW0MksjBY0VXLMzGgAAbqTlkvZ3ABfFL7P1OPH2s1RNC
MCfdL/ikQvmnzAbcXP1BTA0v1cShJOJmpX061+1TtlR7BwXXHK6vpy+TbH2p1fDxeHGrrlLn3c+a
0+dNSQgSWiLWtK8h0ND198B7AxdJS+xH+i7OOeOP2ohfNeocVaS0VFf7DHkAeh2r165TLsTF0kfs
cmPtPnNXjAv3oiPzHcP1iQfflEuyYDqXNx9v5Jfwx+1EprMzf7rX8col2dAdS5Ue1pnoFZNSlb9h
fxyqWiiOpciPaMj0Cst45/ZGVHSgdW+Oskeios7HsMqOEBujnJVFcnKjCm4TtVi3lT/WH68gGx6t
mxcR595s/wCO9cfJP+ILmLqOY9zfj5Pnf85P+UvT/mEi/wCJPnS9i/3H+cXA1n1fBg4zdB1GVUTL
A6+aIjyQcaaJjwtEk50bWrrTo7uGNIpoL2MRXEMy8kIVg6NsQaqygjITxCVHqEQzGAIFES72aN+c
nnCVpWb6sDNIsrUjYUKMHAX49hyFafxzEHZmId7ly7ZzeX4+KaweY/P3mS1j1JYLaSKy1KG/jkpR
muo2VEjoXLcEEoNOy9+mQODBiPDZ3iR8PwF/NanPESAFRmJf53dz5b/LqmdrrX5jz6db+jBaTxpG
1tKQOBjW3DWxSRuaKpIlJHH5jISw6cSNkjr89/0Mo6nWGAqMSKI93D6d9wBz6e9B3c3nTWnsRcSQ
vd2k11PBEvItyV2aQM45Jx5R8QA3TjXqpN8I4cd1dERH6vx+1ws09TnMboyiZEd+x335dK5918wU
ZFP+ZDJ9cjgjihcxyygNGivSFIEVwz1NFgDFfHc9sjw6b6Sd/j3k93mnxNcfWI0Nj0F7AC7P9Hl3
8+iPn1f8x7MtcXFvbworokjljLQ3ElR+7EkjNvL+ypND/krxpGHTS2BJ+zl8B3fizdstTroeoxA3
77+o93ET16D7o0Xa3qfmm21Kz1OWW2uJLaOaCEJ/dKYOQclXYfvBzJFPkNtsnixYjExAIuj57/oc
bVajUwyRyExJiJAVy9N3z/i3/V3JrBN59uIoY/Qs3iukSQSuoMgWc82+Fm5DiZ2BFO2YsxgF7y2/
R/Y7DHPXSAFQqVGzz9W/ff8AEfkk8X5h67IoWSK1egoGaEE1IoW69T/ntlk9DAcr+biYu280tiI/
JMY/PWpMD/olmGalT6II6sTsT35fh88xJaWI6l2ePtOZ6R+SVxZGbLGi48xZubjRMeY8nMgiEzHk
5UFZMx5OVFXh/vU/1h+vKRzbnq2bFxXn3mz/AI71x8k/4guYuo5j3N+Pk+d/zk/5S9P+YSL/AIk+
dL2L/cf5xcDWfV8GDjN0HUZVRMsDr5oiPJBxpomPC0SRUeFpkiY8k0yRtvcTxEGKRozWvwsRvUHt
7gY0Dza+Ijkio7u6A4iaQChFAxpRjUjr3OHhDUZFXhurlAVSZ1UnkQGIHKhFdu9DTDwgtXEQKCMh
1LUUkEqXUyyDYOJGDDcnrXxJODw4kVQY+LMGwTfvXnUL9mVmuZSyBFQl22EX92Bv+x+z4YDjj3Bg
cs+87V17uXy6Onurq4IM8zzEVoZGLUr16nIcIHIMZ5JS+okqqajqHIn6zLViWY823YkEk79fhGUy
xx7gyGoyX9R+ZVLbrlORvwc00t8wsju8CYRZhzdnjRceYs3NxomPMeTmQRCZjycqCsmY8nKirw/3
qf6w/XlI5tz1bNi4rz7zZ/x3rj5J/wAQXMXUcx7m/HyfPH5xgnzigG5NrEAP9k+dJ2MQMFnvLhaq
JMwBzLCmglReTrQVpXbNng1eLKahISPk4Ot0GbDHiyRMR5uTMwOkmiI8kHGmiY8LRJFR4WmTJofI
/mpxZmOweUXqpJCYWSXikiJIjS+mzeiCkqt+847HKPzePezy/G3f8Gw6HMaqN8Xdv8+7n1pE23kf
zVNqCafHp7m4k5GIsVSN/Tpz4SuVjbjyFaNkjq8QjxE7fjo1jQZjLgEd/wAdeS+28n+aZl5JpN1x
K80LQuocdhHyA5sewWpOSOqxD+IfNpGhznlCXy/F/Bl+l6h5n0zS4LBfLM10y25hZpoWlhdZmFyt
UjjVtomaq+p3qd1zCyQxTkZeIBv377bdT3+X3udiy58UBAYjL01uLBs8XQd17X1voip9b1KXUNOl
k8ozwzw3MsxWMTxySyzH1iEomzFF+KoY8fs8aCgjhiIyHigggDpsBt3/AKt+dscmomZxPgEESJ24
gST6ttu7nz25cKaXes60buBZvLLPHeCBIVEsbRl0uFKcpFh4LVrc/BsKszEUIAojhhRrJyvv7u6/
Pn7g5OTU5eIXhNS4a3H84VuI0N48thvInYsP1DQvMGp6vPc22mSsl9O7xGD9/B+8kpRbhKxMAzUL
VpXwzOhnxwgAZfSOux+XN0ebSZ8uUyjA+uR5eobn+cNvK1GXyn5lg9IvptwwmCtGY42kB57qPg5U
Ox2O+D81jP8AEGuXZuojVwlv3C/uRNr5X8yFGk/Rd3xUgGsMgNSSNgRU9N6Zj5NRj/nD5uXg0Gfn
wS+RXRKysVYFWU0ZTsQR2OY83Pwitij4sxJuzxouPMWbm40THmPJzIIhMx5OVBWTMeTlRV4f71P9
Yfrykc256tmxcV595s/471x8k/4guYuo5j3N+Pk+efzh/wCUyjp/yyxdq/tP2zo+yP8AFz7z5OJq
P7wfDz+zqxO9BEK71Aah23rQ+GU9izJySvqLG8qryEh9tux9pIAYY10NH0xu66mJ2/q0EKmdMHg5
oiPJBxpomPC0SRUeFpkzfyx5y82TappmmJrDWdvM0GneqEi4xwOY4qkFQG4oi7k1oKVzEz6bGIyl
w2dz8ebl6fW5jOMBPhG0enLYMstbfzLcvJcR+aoIl09JGspHKKyszwGUPwU/aDkilemYpOMbHGfV
z+2nL4c0iZDLH0g1y/o3eyKFv56jX/lLNOJt0SVArqQSnJVWvo7laEb4LwH/ACct/wAd7AjVD/LY
9t+fv/orBB52mv5NPk8y2RmspIplLSJRniiSRHVvT34UVTXuPbLLwCPF4cqlY5d5rvcYjVSmcZyw
uJB59wBB+npt8Qi1tvO0l3EW8zaeslu7zRPzRVWRV9GoAi6lGFNuhB75HiwAH93Lf+3vUx1ZkP32
O4mxv1rh/m9x+0NXFv5nFjFK3ma2ltoJIJJBEVBVmn+D0zxBYrz5mtKVxEsXER4ZBN/d+AwmNRwA
+NExBjddLltW2/OzdKkVv5wS8W0tvMVpEgh+sWxrEqhTI0ip8KcVI9KtOg6dDlcpYSLMJc6PP8dW
yMNWJcEc0B6eIcu8kDl5e7ojYbHzbbkmbzLarEik0gEZYen6npmhRaKCn40GUSniPKB+N+Tlww6q
J9WaNeQHS66cv7Ev1zUfNmhzQ11lLpZpJ2jMaR1BRghZl4kLzWm1elRhxwxZAfTVU06nNqdOReTi
u+g6frSE3E1zM08xDSuaswAWppTooAyUogCg1QmZGzzRkWYs3Y40XHmLNzcaJjzHk5kEQmY8nKgr
JmPJyoq8P96n+sP15SObc9WzYuK8+82f8d64+Sf8QXMXUcx7m/HyfPX5v1/xpFTr9Wh/4m+dD2V/
isr/AKX3ONkvxo13j72KX9fQX/W/gcx+wyfEPcI/pH9I/sdr7TgeAOdmf3A/0Y/t5oNM6oPns0RH
kg400THhaJIqPC0yRMeSaZIlMLUWWeVbvyTBZ3Ca/bXU9xKwCNAEosY4sOLMylWLAhtvs9KZi6iO
YkeGQB5uTpcmmjE+KJEnurl8/wADuTiTVvy5kezlTT7lHtntQ8YRAkkccoNwJKP8TPHsPfKo4tQL
HEN7+7bp3tk9RoyYkQl6eHu3APqvfewrm7/K+f1pja30EhRmES8eJclQqoFagoKkk0HXbouIhqhQ
uJ/H4/G7CWTQSs8Mxt5c9uW/x7vLkFf9I/liLb0Vsr1mEPpeqVjDFq82c/vD8XLZT2GxqMicequ7
jz8/1I8fQcNcGT6avb339XO/s2NhrVNS/Li7uLuaGzuYOaS/V440VFD8R6RosnEAGtfhOQx49TEA
Eg8v29F1Go0E5SIhIbGqAG/T+L9BYevXM2TowjLbrmNkczBzTS3zCyO7wJhFmHN2eNFx5izc3GiY
8x5OZBEJmPJyoKyZjycqKvD/AHqf6w/XlI5tz1bNi4rz7zZ/x3rj5J/xBcxdRzHub8fJ89fm+aed
Ij4W0Pv+2+dD2WL0sh/W+5xshrNE+Y+9il7/AHA3r8f3dcp7FrxdoiPo+P8ADz9/Mftdl7SWMAuU
pfvPh/FsPdyP7EGmdQHgJoiPJBxpomPC0SRUeFpkiY8k0yRMYqf9v+GY2r1kMERKV0TXz/Q5Wg7O
yaucoY6uMTLe+Q7qBJPkrQyxsSFapWvIUO3Hr2pmJLtvTxkYkkESkDty4f0Ho5w9ldbKAnGIIlGE
hvz4+QF0LH8QvbbvCJjkjrTmtakAVHVRUjHJ27pYg1LiPcAf7Pta8fsn2hMi8fCDW8iNr5XVn7Fd
JI6cua8etailKVrX5b5l4+0cEo8QmK3+wWduew39zq83Yurxz4JY5cXp8/qPDHcbC5Dh367c1T1o
RSrqOTcBUj7X8vz26ZRHtjSyIiJ7k1yPM/BuyezOvhGUjiPDGJkd4/SOvP8At6LhIvMpvUEr0NKg
A9enQ5Xi7Vx5MggBISJkNx/NFn8c+8BdV7O58OE5jLGYCMJbS3qcjEbV3jny7iV8cqMxUE1GxqCN
6kU/4U5Rp+18WafABIS8x7/PyLdr/ZbU6XCc05YzAV9MrsHh3G3L1D59yOtuuZmR0+DmmlvmFkd3
gTCLMObs8aLjzFm5uNEx5jycyCITMeTlQVkzHk5UVeH+9T/WH68pHNuerZsXFefebP8AjvXHyT/i
C5i6jmPc34+T55/OD/lM4t+P+jRfF4fE++dH2QP8GO17lxM5rKN65b927FL1iYQG+H4/hFQain2s
o7FgBkNb+nfaQ4T/ADd+fL7HZe0mQnCL29e28TxAA+vYbc/tQiZ04eCmiI8kHGmiY8LRJFR4WmSJ
jyTTJFRFSRQ0Y8uo2FG4jf365zmXV55ejJh8SpGjwy4djQ6S57n3PY4ezdLCsmHVeEJQFjigZ+qP
ERzhsNgfPz2VqR8QSvIEV4AV3U1708aiuMZicfXp7MuOR9J6WRzHOXT38mGTFLHM+FreGMDjhH1j
lLhjIipVwwFXV7Dc7Nj6vHJyETkgs3JVYirgV29+nTtmv4McJ2NLM8/59bjuMXbHLny4uGWvxRsA
f5MSoE/xCf3H9ZnWm+UvLL6Rp8txq0K3d7Nwnt0mhRYYuNfjDmoNFIq1N6bdzvscuEShDFw4+G64
eZP45dzxeaJnKGTJn483FXFx3wiO4IJ376O3qPxJjpX5daNcW5L65ah0jS6nETxOkS0JlRirsA3I
0D1p7b5jz8OBHDhqpbbVv0I2cnHHNmBM9SSZQ9Xqv09Yn1H4dPmpWflLy1OkTw6zb2fKshuJ5Lcm
ryMhX0AUdWVaFnJ+KuwpuK8mlxjY4b9wI6De/Nnh1+aW41JjYG8pROwJqPCf5vOz37DqFV8g+W41
aRPM2ngqeICrEGoKU6S1pVu3vgxiGOQMcHCe+v2MdTLJngYZNZxxJ3BPd/nfjmiR5R8uQQGU69BK
8UU7vEkkJaRo+fAJxd6cuK8RuW/yegtlqchNcB6d7iw7N08Rfig0D1jvV1W5/TfkklvhyIwJhFmH
N2eNFx5izc3GiY8x5OZBEJmPJyoKyZjycqKvD/ep/rD9eUjm3PVs2LivPvNn/HeuPkn/ABBcxdRz
Hub8fJ89fm+AfOkQO4NtDUf7N86HsokaWVc/V9zjZADmiDysfexC7jdUrwRU5fCVFG79cs7K1AnK
rmZcO/EY18KLb29pZY4Xw44x4tuESEuvOxX7UOmb4PGzREeSDjTRMeFokzIec7FwOWg2JbmrM3BS
SBXlUlTuan+hoKYw0x/nScmWtj/qcUZ/jPS2SMDy9ZpJEixxupNAFYv0p3LHfr798Rppfzy1y1sK
/u4r282aVIhUeXrJD6qSLIoPIKrBivTieXyp7U2yQ00v58miesgR/dx5/j8fYjIfO1s0PpXWiWdy
ORdeQpQmnTavbfffbwxOkN2JyDAdoCqljgVQebdOdo2bQLIuCTOeIHqVQLSgFFow5bb/AHnCNLL+
fJqOuht+7h5+e32d/wCCrxecLY2cVvLodhI0KgJNwYMWCInNxUhifTBPj9Jqfyh4iROW/wCP0tI1
4EBE44GuteQFnfy37/naj+atOkhVP0HaJJzRnljHEsqvzKU48aN06ffkfysgfrkiWuxmIHhQux9h
uvjy/WqjzfpvpvG2hWrRyHk46GtQdmC18flXbvWo6WV3xlsHaWOqOKFH8d3v/HN0Hm7T47iaQaJb
enOqo8AoE2LEn7Pfl/ntSE9LIges7ModqYxInwo0Ry+fl5/jal0802LNGyaLaxmMttuVKsjoVK+H
7zl41AyiWnkP4i5OPtGBIrFEV+0fpTFfMljI5ddItkdySxFN+QIfttWvbpmJLCR/EXaY9ZAm+CIU
ry7ju7ppooFt4yAFiU1AoPGgynhoORxiRsCl0eY83JxomPMeTmQRCZjycqCsmY8nKirw/wB6n+sP
15SObc9WzYuK8+82f8d64+Sf8QXMXUcx7m/HyfPX5vf8prDvT/Rod/8AZvnQ9l/4rLr9X3ONk/vo
71uPvYpfE+gK/wAw/Ucp7FxcOQ7fw99/zf6I/ALs/aXLxYRvyn3V/O/pH8EINM6gPn80RHkg400T
HhaJIqPC0yRMeSaZIuIChJrsK7e2avtDtA4JAen1CR3vp7g7nsjseOrhKXruMoCogcpGjuSBf2Dm
qxsxZFCGr0puCBU0atP5evvmHPtvJGvRdxgbHIcXO/0ebnw9mMM+P98AYzyxANCUuAemh7/q8u5e
t3ECAQwJ6A0BpXjXcj5/LIf6J8X82X2frZ/6AtTv+8h/sj0v+b8K+Voq3lLqCUKEqrUP+UK0+jM3
s/tgZxXBLiAje23q/Hy3dL217OHRm/EgYGUxHff0Xz2rflt/EaXtchOsbtufsgH7LBSev+VX5ZRP
2ggOL0T9N3y6EDv7y5OP2NyyEP3uIeJw1vL+KMpfzf5sT5E7Kod/UKcR8LIGPI9HNK/Z7eGU5+25
RmQBHhqB57jirmOp36bDv6Nml9lITxRlKUxMnINogxJgDRBvaJI5yFnkI/xNrMfWCBOSEIRKGqvx
mnZSNh8XXplGTtyfi8MIiULFEXyPw5/jfm5OH2OxflvEy5JY8ojPiieHYx68z6RyPW+47Jhbdc3e
R4zBzTS3zCyO7wJhFmHN2eNFx5izc3GiY8x5OZBEJmPJyoKyZjycqKvD/ep/rD9eUjm3PVs2LivP
vNn/AB3rj5J/xBcxdRzHub8fJ88/nB/ymkX/ADDQ96ftv3zouyf8WPxcXN/ex+Hl17+jFL0kwjsA
9NxQ9DvmP2JjjHKT1lC9iDsT1oCi7T2lyylgA6RyVuCNwDysmx59UImdSHz+aIjyQcaaJjwtEkyS
wvo6NJbSooK8iyMAOYqtdv2gCRlOaRMJCB9VGvf/AGtmnjGOWJyg+HxR4vde/wBiOi026eSFUgkb
6xvbKI5CZFJ4fBQfF8alRTNQMmvB24OEHqd+83X4qvN30sXZEgL8TiI24QQD0BFgnev9NxdKcIHF
OxNf2Wp1oOuTEu0aG2P8X5uPOPYvEd81fDy2+n3/AIpH/oTW4kLSWc0aF1gV3hlA9Zl5hPsj4ijB
gvWm9MqOXtAysHHsOQPu8+n6/Jt8DseMOEjPvKrI3G0qr085WDVHbh821sdUWJpjG4gIWRGKORw5
FSa0A+2tB71x1GLVHJKQjjlctrokAdOm52lz28mvS6js4YMcJZM+OoeoxMhEylW/8QqJ4ofSOKuq
v+jdbRxBLbNDdyem0cLRuH4mhOxBrUV40ysZO0ckRP0ivMd+4O7ZPF2HhyHH+8lxAjcHuPCY+keX
Q7+Sd+VNPg/S0cut21xLpiFWAt4nYuSSFVgR9lmHHbMyGXW+oZOAbbG/n17nUZtP2X6JYvGlvcgR
YroOQ67ebIDZ+RjcO15FdWqwtMzRJDKCQXHoc+VaKUBO1OuXGeetqN11HxcPwtHxHjEo1e1S7/Tf
dt7kwvLPyNZX9sEt5JEdJbib1YJ2VndF9KNdo24cmJr4D3zGhLMYncCqAohzcsNJHIDRN3I3GRsm
qHTqb/aV9ppP5eTO6w/X6DcSlH48QvNgwCHeinK55c458Lbh0uiJ9In8pe/uQOsWOkx3CJo8V0UR
WNwLlCHVgd1IoPs98jGUiPVXwZZMWMEeGJedocRSRtwkUo1AeLChoRUfgcqkW+AI5omPMWbmY0TH
mPJzIIhMx5OVBWTMeTlRV4f71P8AWH68pHNuerZsXFefebP+O9cfJP8AiC5i6jmPc34+T53/ADk/
5S9P+YSL/iT50vYv9x/nFwNZ9XwYSZHb7TFqeJrm1xYYQvhiI33CnXarUZMgqcpSrlZJXJmSHUzR
EeSDjTRMeFokyy3/ADB84R2sNqmolYIGjeJBHD8Jipw34VptuOh71zH/ACmMm6bTr8wFcWw93RMj
+aPnqUoZNSDmP7BNvbVFARt+760Y4BoMI6faf1ol2pqP532D9S6T8xvOc4Il1JmBkSUj04QC8bI6
kgJ2aNTTptko6HCOUfvaJ9p55c5db5Dpv3eTdr5581QPK8V+V9dmeVfTiKl3VEZuJXjXjEorTYVp
1NZnR4jVjl7/AMdWkdo54kkS5+Q8v1fiyi4fPvmxYxGL74QJAKxQk0lryFSlab7Dt2pj+RxE3X2n
ow/lTUAVxd/Qdfh/Z0REPn/zcsJhF+fTagYelDuBSlTwrtxFMfyGEm+H7Sw/lbUgVxbe4fqbj87e
ZkmEwvAZenNoomNCKHqh64JaLFVVt7y1jtTUA3xb+6P6lzed/M7Ag3g3BBPow1oRx68K9OnhlZ0W
Lu+0qe1tT/O+yP6lSDzz5piDLFfemGbk3GKIHkSSWqE+01fiPU98rno8R5j70w7Y1MdhKvhH9SJT
zp5mmcM96eQpQqkakUBH7KjsxGUS0mMdHLx9q6iR3l9g/UmMfm7zFJ9q8NNhQJGPs9Oi/f45hz08
B0dri1+Y85fYFtxeXF7cvc3Dc55Kc3oBUgAV2+WUmIAoOUJmRs81WPMabl40THmPJzIIhMx5OVBW
TMeTlRV4f71P9Yfrykc256tmxcV595s/471x8k/4guYuo5j3N+Pk+d/zk/5S9P8AmEi/4k+dL2L/
AHH+cXA1n1fBg4zdB1GVUTLA6+aIjyQcaaJjwtEkVECchlzQxx4pkAea4dNkzT4McTKXcEWiP04m
vy8cMc8JCxIV72rLpssTwyjIH3FEwkdaVP7J8P8AOmYGuwzySBhIAVIG5Ec+XLuLsey9VixQkMkS
SZQIIhGRAB9W8u8X3ja1RQAUJcqgKhgaGvE167bt0bxzDz9n5gRwZaiBAbk7kH9J+fJ2Ol7Z00hI
ZNNxTlLKbjEekGO9DrwgeXCPUvVbvbjIp7nt+0a/st+z/mcwcse0oyA4weQviiPPqLv4fN2ODJ2F
kgZeFKJFmjHJKqFWalVX59f4UVAroAHk5nioqfEChP0nfNvoNNqcQrJkjw1GuvLnzrny697zHbWv
0OolxYcMozMpmVmuf07AkbHfp3b3a5km6rPwBJO4U9WXiBUf7H6cxM2LVgkHPEWfTy6mNfw9x86J
DnaXP2bKMSNJOXCBxn1HYQmZH6wPqjf8NxjIUE2g8u65MUlisrh4ph6sBCvRkiK+qw7caMoNNt/f
K8+mzGZkckb9A+uQ3HOxVb0aAoeVs9Jr9LHDGAwzIJynfFCXpkCAIyJ4vTcbkST0uqUp9L1S3ugJ
oZ4D8FYHEi/ZZuWxC9eJXpvTfplJ0Ooy5PE44xBIJAlI1+j4cnIHbGh0+E6fwZ5DGM4iUscIkg7C
+tEiyfqFdTZR8GnX624umt5BblzEJSp481FStfEZup5I3V7vG4dPkA4uE8N18UxW1uYVVpYmQOOS
lgRUEkfrU5hzkDydxjxyjzCLizFm7DGi48xZubjRMeY8nMgiEzHk5UFZMx5OVFXh/vU/1h+vKRzb
nq2bFxXn3mz/AI71x8k/4guYuo5j3N+Pk+d/zk/5S9P+YSL/AIk+dL2L/cf5xcDWfV8GDjN0HUZV
RMsDr5oiPJBxppx5f02DUtThsp7yLT45Q/8ApdwQsSMsbMvMkigZlC19+h6ZDJMxjYFsMeMTlwki
PmWV2vkW0W7MQ8z6P6aiP1XNxsQ9OXCoCvxIO3Idq0rmDqJjLCjCfOxXMEOw0kZYMhMZ4iCKle4I
PMefzCIHkaz9GZx5i0gyrIVVDcAc4lQnlUE07AKB4199fk7OwTkZGGS5c/f+ObtMfberx44wjlw1
jOw7xvz921Dy8t2yeUrGO3uZp9b02UQwfWI47eYyPK5dgsYVjHv+6qe4BXbE9j6eRA4Mm5/Vv1QP
abWQBPiYTUdqFnqKHL3n3+aMHkezMpEGv6TwBViZLj06tGqlthz+FXqq7/FSoFDkodnYIg/u8nqr
7DY+4e7l3uPm7b1mSUScuE8F8zV8UeGV/wCmNb78+6nDyNaInFdb0hwVkNBctWgLKRUr1NNvntkI
9kaaq4Mv9rOftLrzLi8XB/0j/Z8dkVJ5H0dkWdNf02QAcJFdyjKlFICxgtyNaj6OvgZdl4JEcWPJ
tGh3dfl3/oao9v6vHGXBmw+qfEdqPT593++7sPIukoqKdb0/6wVQxcZy0QHwEB35VUjgP2D0w4uz
cOOQlGGTauf9Egjp5DqGvU9vavNjMJ5cHq4uXL1iQNm+dTl0Iujz3Ewl1bUruZ7h/MGnrw9e2Iak
fKJ5Uo8YWX4g31dSdwB9ncHMjwoxFcEuh+w89vNwDqZzPEcuP+KPdtY3Hq68P6NwVRPMfmAiPnr2
kojTgyem4dwrkDnRmAIoTVajb3Jys6fH/MnybBrs+15cP1dDv7+fzCpDretQzTMmu6U/qmScHmSW
fmrEH4jx+zsATXpQ9qpYoEfRNux6rKCf3uI9fxvsv1Se91OwFtLrWnyResJXHIRtyoVHQtyG/wAu
m+VRAib4ZOTklLJGjkgd/d+tKrzSIrOD1UvoLoGTgqwtyNKE8m8OnvkeO+lL4IiLsH3KMeUzbsaJ
jzHk5kEQmY8nKgrJmPJyoq8P96n+sP15SObc9WzYuK8+82f8d64+Sf8AEFzF1HMe5vx8nmfm/wDL
SHzJqw1F79rYiJYvTEQcfCSa15L/ADZnaLtQ4IcPDe/e1ZtOJm7SUfkfa/8AV3f/AJEj/mvMz/RA
f5n2/scWXZoPVcPyRtB/0tpP+RI/5rw/6IT/ADPt/Y0S7Gif4ivH5LWo/wClq/8AyJH/ADXh/wBE
Uv5n2/saj2DE/wAR+Sov5OWy/wDS0f8A5Ej/AJrw/wCiM/zPt/Y1n2ej/P8As/aqr+UcA/6Wbf8A
Ikf814f9EZ/mfb+xgfZsfz/s/avX8qYR/wBLJv8AkSP+a8P+iQ/zPt/Y1n2YH+qf7H9qov5XxD/p
Yt/yKH/NeH/RKf5n+y/YwPssP9U/2P8Ax5UH5aRj/pYH/kUP+a8f9Ep/mf7L9jA+yf8Atn+x/wCP
L1/LlB/x/n/kV/zfh/0TH/U/9l+xgfZH/bf9j/x5UH5fKP8Aj+P/ACK/5vx/0TH/AFP/AGX7GJ9j
/wDbf9h/x5CaR5a07VbZrmy1FpIkkaFiYSvxoaMKFsu1Hb2TEQJY+Yv6v2NOP2TjO6y/SaPo6/6Z
HjyHH3vCf+eY/wCasxj7Rn+Z9v7G4ex0f9V/2P8Ax5evka3HW7c/7Af1yB9oZfzB8/2Mx7HQ/wBU
Py/arR+TrdOly5/2IyqXbsj/AAj5t0PZTHH+M/JEp5biT/d7H6BlMu1yf4ftcyHYEY/xn5K66Ki/
7tP3ZUe0if4XIj2QB/F9iqumqv8Auw/dlZ1xPRuj2cB1VFswP2vwys6ono2jRgdVQQAd8rOa+jaM
FdV4SnfKzO20Qpeh4up8CDkWb1fNi4jz7zZ/x3rn5J/ybXMTUc3Ix8nlH5hvoUWpwS6hql7YM0Xp
yQ2taSx/FQKVK8WQtyJaoPTfNl2cMhgRGMZb9ejXlq9zST3975SunuzZeZdUtnkEkyxqZBGOZaWq
oREzKAu3xeG+++TjhmjXFjgfxXmwJieRKIaTym0pdvMOqSRwQrK4LO0SgyAUYMpc1ZgfirsevhAD
NX93DcsvT3ls6x5KEjzJrmphFhkbjH6iho/3sa0IQEekWPGpA6dcfBz1XBDn+o/avFHvKhHe+TTP
FKPMWrSSWyqu3rB6tITV6pTjuopSn30yRhnojw4b+7uRce8om0HlhI/rMPmLVplhdUdWlZQWIeQf
bVQR8G9P8muQl4pNHHD8fj70iu8oCS88jvdSudd1eAlWkRuZUDkDIY1Yitf3pG/yr42iGoAHogfx
z+xjce8opb7ylbosR8war6F1GJIrkOV2HqL0AErEt8R+E/s5DgzS34IWOny+Cbj3lf8ApHyYZGlG
p6tKnF7aSJnlIU8gHZ2koRUqtd6Dvg8PPVcMO9Nx7yhoj5OEVsieZNYaBgxgPJyBwJi4UCchWpFA
MmfHsnw8d/goHD3lnXk23sodKb6leXV9AZpEE12atWJvTITZRw+D4aZqdbKRn6gImunnu3Yxsl35
Y/8AHAuf+Y65/wCJDMvtj+8j/UH6XC0HPJ/ww/7mLWpWtsbx5Ws7+ThNIAY9gTz5FxRelXqm+9M2
ukyz8MRE8QuI5+6q5+Xq7reU12nx+MZHHnNTly992NvP099bo+x1L9HwywixvHjSQ8TwBrUn7CgK
qr8PQdMw9To/HkJeJjBI7/dzO5J36uy0ev8Ay0ZQ8LMQJHp7+Q2AjtyGwXQeapJOX+4y6+F2U8F5
0AHfpRq9R+OQydiiNfvYcupr8DzZ4vaIzv8AcZdiRsL/AFb946d6s3mJ1NG0y87FaR12IB3oeu/T
KR2UDyy4/m5B7cINHBm/0vl+Nv7HN5icKjLpt4wZirD06MAoBrTfxxHZQsg5cfLvWXbhoEYcu5/m
77f2/et/xBdkkjS7gJsVLA8iDTsFbffpX+NJHsvGP8rC/wC3zH4vyuH8t5f9QyV8fLuB7+/nXnwi
J9XuY7WWaOwlkeNqCMbcvs7jYn9vsvY5Tj0EDMROSIB6/P8AV39XJy9qZI45TGKcjE8u/wCnyv8A
i7jyKlda/NCF9PTrmXnGrrRCKE1qr7GhH05PD2XGXPLCNGuf2j8Bpz9tThXDhySuII2PM9DttXxb
h8wNJNHEdOu05kKztH8KkkCpNenvjk7LEYmXiYzXnz/ayxdtmc4x8HKL2+nYfs803HUZqXePWM2T
iPPvNn/HeuPkn/EFzE1HNvx8mEa9oWv394JrDWPqECoirB6CSjmrli5JIJqKClaZdp9RjhGpQ4j7
0yiTyKBPlTzQXkZfMLRFgtD9XikqwRUZviVQoYLuo7muW/m8X+p/aWPBLvUh5Q83F1aXzGr8ApWt
nEaPHy4OASQpFR0+WS/OYemP/ZFeCXeif8Neauan/EA4q6ED6rF/doR8O1PtU/WRkPzWH+Z/sinh
l3oJPJPmyNFWPzGqAJ6fFbVFVVChRwVSoX7IHwgZaddhPPH9rHw5d6Ln8reaJvqwPmCgjjZLgrbo
pkZ3LFxQ0VgAoXw3plUdXiF+j7U8Eu9Ql8k+YJEkj/xFLxkWnL0yHQ1UkoyyD+Sg9ia12yY12Mf5
P8fJfDPeymxsvQsraGZhPNDHGjzsPid0FC5rU1JqevfNfknciRsC2AIgRxitFAr12G+Qspa9GLb4
F2oBsO3THiKrgABQCg67e++Ksc8haXf6bo88F7CYZXu55VQkGqOw4nYnrmx7TzQyTiYm6gB97h6P
FKBnY5zse6gjptL1czSSQam0SyOzBDGHCqQAFHI9qZOGswCIEsQkQBvdfc6/L2dqjMyhnMQZE1w8
VDahuVg0jVysSvqrn02JYhOJdPgIU0b/ACDv75I6/T2SMI38+R335efLyYjszVERBzn0nuqx6duf
lz57+9uXS9ccoV1YoUAqPSUgtShPUbHwOMNbphd4bv8ApHkuTs7WSojUEV/RHOq/AN77q0thqzCP
09SKEJSSsUZDNxoGG23xb0ynHqdOLvFe+3qPK+Xy2cjJo9Ua4cxG2/pjua5+W+6k+ma4ykfpYioA
2hQfs0bpv13HhlsdZpR/kf8AZHv/AFNE+z9aRX5j/YDu3+3l3NHS9dIU/pc8wTU+inHiafs+O3XC
Nbpf9R2/rFB7O1ux/MG9/wCCNdOn48vPfovXTHIj6sSXXirCFVKmoqag+FRj+d0tgjDyP84r/J2t
MSDqOYr6AK38vJTfRNacozaxJyStKJxFCBSoRlqR71yce0dMLrCN/O/vB+xqn2Tq5UTqJbeVfYJC
/jf3o2xsb23dDNdmdVRlZSDuSQVNSzH4QKZh6nU48gIjDhNj8chzdho9HmxEGeQzFEV8RXMnly7y
jx1GYLs3/9k=
uuid:0f7061c4-0123-da41-bf7a-a2b7cb823549
xmp.did:018011740720681183D1CAA5F6EF657D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c0b8728c-20e8-e840-a8d5-82867b6e9ee6
xmp.did:0380117407206811822A8828415F9FBC
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FA7F11740720681183D1F5DAF54FDFB2
2016-04-04T22:48:21+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:018011740720681183D1CAA5F6EF657D
2016-04-18T13:03:20+02:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/leonardomartellini/Downloads/Unknown.jpg
EmbedByReference
/Users/leonardomartellini/Downloads/Unknown2.jpg
EmbedByReference
/Users/leonardomartellini/Desktop/04_OnorevoleAngelina-567x350.jpg
Print
False
True
1
29.699996
41.999951
Centimeters
Lato-Italic
Lato
Italic
TrueType
Version 1.010; Western character set
False
Lato-Italic.ttf
Lato-Black
Lato
Black
TrueType
Version 1.010; Western character set
False
Lato-Black.ttf
Cyan
Magenta
Yellow
Black
PANTONE 1807 CVC
Gruppo campioni predefinito
0
Bianco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Nero
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rosso CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Giallo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Blu CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
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 497 CVC
SPOT
100.000000
CMYK
0.000000
51.000000
65.000000
76.000000
PANTONE 1807 CVC
SPOT
100.000000
CMYK
0.000000
90.980400
94.117599
30.196100
Grigi
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
Vivaci
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
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 128 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
111 0 obj
<>stream
HtWn}ࣴ@S_,6VJP\?Fry^nr~E<,$tU3p
aFT_UkMީ1%Yaʁ}0Ў;I~mN&fU㈦6]_h)䊶ARtQt}A[/M٩+Do>_CfvQ?tOWVXx'ք"ޝ#\vbRui[jL&jXMY>Wo~s}/1Zx=v]5FjTۗ:C-Xk_uҗqG
]atI8!I~}rqx<(x>=>>prܩ^[u,>4^kιuݹ>ԯ;tm]+$<SZީ~~}<wz?ނu! x$NX{2y&3|ԜbR!Cf,Y,~ОE%8s^b3$Qy\XULdkܜalEP7bX
g0n_`%U9!b7
Oc"?E22=r6Z~Kk-2
wEcq1
]gdiPZԂpM
RPLqS䨈{,E1|gAc.8^!>)Qa~$QԽ7
kNUM*>NE'ޔ
EP,}/JT_h.jARBt!$(8MDJY`AaLDϝ&3H"]
WDˎR5:JF-~#Ӑ!%bQSKD7pCz4#R4ђ.E[d"b3#ۈWqGҖb\d^:NCpߊE
O9c͙CTu(Ad Z&]d\թTTjj$,wAr⬟iҸY\!LTR$b^%D24B&;^\PPzXh-1qm!ꁿ%0#9"%3$L
ΆT):--q4F滵\u1Ʊ*
"e)QMJ-2 Zmei`*NC84
gWF">TQK5FMԈ7Km0 Ҡr]TZp5hæY16sDė'As\)E).HZL64iM .:.u9Q}J{;t0í05c =jĘQ^ }3:L+fFW7ׁu,$-VXVf%Rmchw^[Y5#!sR?f >6{
& T%$K~"b .MbTF p·i;pq,#3`!Xh ֡R"ZW3оSxf\ّiQ/pb19a!:с^BF&bb!ȱH-l%ňWO}ܬtMq95RN% 8dQ1B?tE[ S*`~)\WBV
FnĸCv0,C6g /g.!(32-F9v`j+ҞE<#^6dZHh;R@$X7|"br&'q 5#V#.EX0pjE$!ΗvL