%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Rustici Ricotta e Spinaci
2018-06-12T09:44:15+02:00
2018-06-12T09:44:15+02:00
2018-06-12T09:44:15+02:00
Adobe Illustrator CC 2014 (Macintosh)
256
168
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAqAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9UkAgg9D1xVinmDyg11y
ls5OMh/ZbcZjz04PJvhmI5sC1vyx5qgQjZ16AKxyo4Jd7YM0e5hGoeV9beTlOCig1OIxEIlkBUB5
TvpphxlCRkjlyG9Mh4DQYpp5q0C4n8tx2Wn7GAhin89N8lLHtQWQ2eVT3F5aOYLiJo2XqCP6ZjHE
1PfvyY1ua38sQ284KEuzKG/lZiQfxzOwbRpkBs9Wt9WgcCrDfMi1RH1uFlJDAgdTkZZBHmyESUvv
NahhUlYJZiBXii1/XmHLXxHIEuQNKT1S9PMUFytYlKbkMrbMCPEZKOqExYQcBid1G6vbwxkwPQjt
44nKV4AhE1KVxSUkN3yByFlwhqSbkOv05HiTSroTyNrduoqQCSadAOJyzEfUGMxszjM5xXYq7FXY
q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXHFVCaCKQUYA4qkepaTYsDzCgdhkSQOaQGM3un6erEK
tfGgyqWWIbBApBqfCJG4wsV9jvlXjBn4ZSS30GHVXAhhVpJGpRgNvEk5UZknZmIgc2UW1nBpVstj
ZEFlFZ5xTdj2XwAy0bNfNM9Giurq9jtjKyo1S570Ar3wcRWmYX1xbWVmZHISGMUA9xmPqcohGzyb
cOMyNBgurecpvU9S3UxxRghS29T40zSHVSlK47AO2jpQBR5sS0r8wpb3zJBYhXZZKl3KhRx8adae
5zJwSMZA3te659MOA970USPToM3nCHRcRaaJHILJvjwBPGVez05bmYKBxUfaPgMjKASJlMrQ2dvf
W0NtRVkkIYNs5IU9jv2zDx5Acsa5W5EoHgNsizcuA41pt1xV5t+n/NBslP8AjDROao3qSiBlb4mU
hipdgvFOXVfCuZHFi7j82NSRrat5kt7aJpfM2lPIUuuLPHwSSRoE+rBiCaLHK3J6blaYOLH3H8c1
3WSa35ukuJkg8x6CEQxkH0ZSQOLmQH97Trxpv08O6Di7iu7Wm+YvMbXKJceZdEmAljWaJIpK05gy
Kjc139PpUbE74k4+gK7stbzP5eVFc6jb8GJCt6i0qoBIr/shlDJJX/Nn8ukCl9dt0LK7hWDq1ELB
qqVqN0Ip3y/8rk7mHiR72T2d5bXtnBeWsgltrmNJoJRWjRyKGVhXxBykgg0WatgV2KuxV2KuxV2K
uxVIX8zRkBkjPBuhY0OUHOGzwlj6/My1TiK9O+ROYsvDQv6euX+GvehpkfGKfDDTTvKKvvXIGVsg
EFc23KpAqTkCGSTTR8pGRl7ZBk6Gzg0yFpIgfrV4v/Ap/blsBQtrkb2bgtwaV65JCc6ND6V4sg8C
PvyubMJH5/1i4W8EHFvRUD4aEBj16+2c/rZmeWugdzosYjC+ry+XWrvUNRkt3WeGGnwLLGyI4BBZ
iSA1OwGM4cMdqcrGQd2VeTNIguNXLRoAhHOZzXcL06b7E7DBphcxxcg06uZ4dub0G5udOsxyuJtq
A/Dt1NO+/wCGbqeuA5B00dISgZvMOlxTCMlx8fByRsoPRidtsjHX7+oMzozWyO8wajJpOlNNaJ67
qymQBuJI770OwzH12qIHk26PTgyosc8m+a213zNZGVSssTuCjdV+E1+dcho7lmjI7t2rxiGMgPXM
6V0SydisMjDYhSQfcDFWAan548yW3nw6PDFYnTku7W1EbxXhvXjuEhaSWN1U2/FDKerD7JzKjhiY
cW90e6v1tZkbT3zRf6/BRNNkjVZEJpJatcnkkoqDxli+BkqrCldxQjMOV9HJxmA+oE+4pLaeetW+
pCS7u7FpX5NHJBbuEKovxijXTbqytU1+jJjHPqEZDC/RfxTS31rzNPDBdQhJYJuPECzk+JWAYOrC
elDy+109sBDWiV1LXAQ6qwgRh6kcllIZChdto+Ei78aDcHFUtubzztLeXTwXRtrU24+rRHTXdlnD
j4uRl3UjqD2rTLYyhW43QQWX2ZuTaQG5Ci5MamcLXjz4jlSu9K5WeeyUh84+ZNU0S2t5NPsRfSTz
+kQ7MqoBGXqeKsd6ZbhxiR3NIJW6P5svbvywNauNLuDOvNX0+2QvMzJIIz6ayeny4mvemxIyGaIg
dt2eKPGQLA96yXz1JHLLH/hrW3ERI5paoVajFap+93BpUe2UeJ5FyRpb/jh8/wBiZaFr8mqwpI+l
32nMyksl7EsZUrQEbM3jtkoysNGXHwSqxL3Jtkmt2KuxV59fW81lK8MgZgT8BUE096nNfIGJpywb
WxygIF/a6ZFLmanxBfiHXFUZDIaUfYmhFMkxVHaqbHxwFKAjgEl4g2oW+P8A1RufwwR3KnYIG6mN
zevJ0UHio8ANhlpLWE101tKtYvrepSpHHuI1k2U8aFmPagrlGbU48ZAkaJZwxylyHJdr+sTWtur2
nEQkbKNhX6KZganNLp9JczDjiefNi1z5nvbiN4pOLBh8YYEht+lOmY0pSI3ciMADswHzpLqkNs7a
bB6zy0EJLUEZ8aE/dktPhjM78m6eYwCY+QJtbPlnUZNTel56scQEUnFxGR8LF1pxq/6sunp4xmK5
NYzmXROr3zBY6npdi4lZ+KcGnc/3rooVzsTuHVtsx88SZbDkyxmhuhGeNjWpp/DKQSWZ2XahqGrR
CG4Eclzb+nQiKpYDwZK7/MZkT0HHEENcdSImi1+Wiy6p+ZMF3DWJIUknu42QpUcCgpsN+br198yd
BhlDIBJhrcsTiID3/OhdC0yhlKncEUI9jireKoe503Trun1q1huKAgerGr0BNSPiB74qlknkbyTK
3KXy/prtvu1nAT8RJPVO5Ncs8afefmx4B3Jxb28FvBHb28awwQqscMMahURFFFVVFAAAKADIE2yX
4FdirsVcABX364q6grXuMVdirsVdirsVdir5jsf+ci57yJIfMukpK6dLyyJRh84ZCVb/AINc2Wo7
JEvpPzcbFra5hlOh/mZ5O1MqkeopbyGhEd1SAjb7NW+A/QxzUZez80OcbHlu50NTjlyLLY54GQSK
wdWFVYEEEHwOYZFNytG/KjE07YFVkkWnwj23wq1bkrHcsvaI0I6irAZLHzYzSuCMEgtsCdziVASr
8zp4bbSdNuYbed4rG6R5EXgxPpuWKyA1Xg7AfFxNB065qTLxcndsRv3/AI3b8kTjj37oPQfMltq9
jCHAZ7uHmyllcRlmYKS4/ZYLyFQPcVyoY5RuJ3rkXJjk4gJcj1Cj9XClq0BHUU28MoMi5TWnWkF1
qENrKnqJKxXgN6bdenbrlulJ8QI1H0Ep+PJ1tFa38EZCRXUQUqdgSh5AGvjuMz9VAgWDu4mlyerc
WEv8vfldYaZI91c3MrW87u8Du5LESmoSKNqhKgVZiNz02zHlImjP0xPLvLdKY5R3l18kZf8Al7SL
N5GaKf0qgG4ZwigsSPhPH5b0PyyqQEemyxJkljQixcqtys8QJKdeXHx6cT9BzMwZANmjLEndlHkn
ULRdXSKNFEtyeLyftURWIH35n4xcwQ4k/pL0fM9xFG9t1ubOe3cEpNG8bAHiSHUg0bt164Qa3V53
H5W1Tk1wulazBKzGR1Gt8S7gmjNxkKsxCKKn9k+IyX5qf80fY3nBj/n/AGFU07Q9Xs7hbhtM1u49
GaL0YrjVo5fUKCV/UkX1fTKqUjT4zU8h/LglqZEfSPsXwMf8/wC/y/HwWL5SvPrxMmm6raweqkML
2+rc1CyPEjz+ntxoi8mG+y0HbJDVT6xCDgx1tPeu4sntPI+nW2oW16L7UZntWMkUM93LNFzK8eRR
yRXjsP7ckcxIqh8nH4WRZSydirsVdirsVdirsVdirsVdir8+86l1CIm0+/hhWea2ligenCV0ZUao
qKMRQ4BIJMSFfS9c1zTG9TTb2e147t6Tsq/7JQeJ+nIZMMJ/UAWUMko8izHS/wA6vOdieF36N8o2
b1o/Tk294+Ar81Oa/J2RhlyuLkx10xz3ZfpX5+aNJ8OpadcWzEU5wssy18TX0iPuOYOTsWY+mQP2
frcmOvieYpmOifmf5I1COZF1eCF5I6BLmtv8VQaVlCr9xzF/IZoHePy3bTqMchsU3064tbmL1LeV
JouzxsHX7xUZjTgY8w2QNpZ5ghvQk/JWu7CdDHPb8eRTwlQD4jQE8l3r23663Ppd+KPNzYZRKPDJ
iltaPHdNfrJH9RkghjEaGpMibGSStDzJ69PlmHKJHzbcUadqOvQRFYmYepxDMpPQUrU5AQJcm6Rf
k++ludVS9SJjBDULJTZmKlQK/TkxkhglxT+XVrykzjwhH6v+dfljTbp7U2817cQSAuYgojV4nrx5
Myk/Ev7IzPllnlAMRQ57/qF/eun7NmRZNWhLj8+eMUM93pE0NrchvQkV0LMFoGPAkU6/TkJYsxHO
PyP62+PZ29A8vx3LIvzI8ta/amwguDYzueUMV2DGSw2Cq/JohX9kch8swcmPLAbx2747/Zz+QZy0
0omyqpHNHIsUwIZeqtQUJ3xxyEqI5ONJN/yu0+eTzLcXMvIW1nK0dvWpDF1bv/krT782+DJcohwc
0PSS9jzauuQetW/1jR7+35iP1reWPm1eK8kIqaVNBXJQNEKXgf8Ayo3Xi8DPY6C4hPxL6GsKJBxK
0fgUPU8tqb+22bT85Hvl/sXG8E+SlffkPr1zA0UVtotpyBHqQxatyU9ipk59PevvhjrYj+d/sUHB
fcqzfk1rcjesLPy9EtfSHp22q0DcuHRgwLV+Heo9q4Bqx3y+xPgnyTLy5+UGt6d5k0/UriLR4IoL
q0kLW0F+ki+hKGPpmVSgaSvFuR+7IZNUDEjfr3Mo4qN7PcZrqGFlV+RZwSqojOaLSpogbxGa0C29
SGp2ppQSmoqKQzdPH7GHhVz6naoKsJgCQtTBN1Y0A+x3Jx4SrhqdqXKATc1AYr6E1QDUA/Y9jjwl
VWC6hmZlTkGQAsro6GjVofjC/wApwEUqw6hb8mAEjcSVJWKVhVTQ7qpGxw8JVr9IQfyzf8iJv+aM
eFWhqdqXKATc1AYr6E1QDUA/Y9jjwlXJqdq6K6CZkYBlYQTUIO4P2MeEqiI5EkjWRDyRwGU+IIqM
ir8/c6l1D1jRfzT0PUbNoPNNnFKYQkrpIKQ3shaVpTN6MDkMDLWMcQP5m6HMKemkD6T+xy45wR6k
DJ+aflp7L6j/AIUhS1DRuiRvAnFlk/eMB9XK1lgCoagkMocHlvkvy0rvi/HzY+PHlTzy/vJb2+uL
yX+9uZXmk/1pGLH8TmVEUKccmzahhQvjillbjGjOwFSFBJp9GNqBaYWOleZlkSSxs71ZG/u3gjlB
PyKjISMTzpmIyHK2WaXe/nbA3Gzg1qcqPsyWs1zQfKWOTMSeDTHmI/c2jJlHemYuPzkuHZ5/K15L
IftStp9xG3zCgLHX/Y5g5uzNJPrXxcrHrM8einHoPn6e5aa48mahJOx5NM0MnIn5ug/XmNLsvEB6
cg/Hxb462Z5xTSLzLqGia7Z2nmHTJtJ0s2lw0lleo6+uxikSNVKJKQvqcatxPU1r300+zYY8lyIn
5u70QObETGxKx8PwENBY/k1ewKZL27spXcyC0iaSTh6sEbtGHNk7ssc3KJQzHYc6mtMv9LnyyamH
QEd/x/rd2/2IqKbyLp1tOl+bjWbNrC3t7Jr+CaELc+sRK1tIsLFESL46Hc7LU9gDFEY5slGFA2Se
E3t5796HuNN/JJmkUatdu8o5mdVkRVdpV+FIxagceCtufs12V+xqKRPVfzR+P878eTJvy+sdY1ry
3wso5byC0vJbfTLqcBHeyFAjvVmpwaq7E0pQdM05wE6kxhyMbPvuvtcXVyjDc7PSPL/lXW9N1i2m
ido7MMTdRPRg4KUrsfhaoG+bbHpamJdzqZ6gGJHezvNg4aG1Sv6Nu6dfRkp/wByUeYViw07StK1D
6/plvaSXTLIzSwsqUaRwWHGS5VatyJrTth4fIqmVvrt/JdmGT0IYASPrLtCVNB1Cpcs256bY8PkV
Qn1peZb6zbc/VH+kUHGn12vCnr1/yvs9O+TrfkeX6EKtvN/pFwo+rRerdwMXQqxuD6yjkoEzldgO
q5EDySjfMNlZXrRWt80ItZYpVkWevFqPEQAQ8ZB28cERsrFYtJ0i3lt7uLRrcXNsySQ8ZIeSMDUU
reBTw9/ox4fIqnw1q8uoW+sNBZhJoOAkMTl/3wqR6VxJSgArXDGPkUIWQ289jcQP9WkhMER+oSUD
MVlkcLy9citfi+1jw7ciqc6JwWR4o3iaOK3t0SOHpGAZPgJ5yVp88Ehsli+uWsM+qBpNLiviHeNr
n144Wjj9eVijK1zCzU5V+zuGP0kjyVk1k9vZWsdrbahaLBEOKKeTkDr9pp2Y/ScHD5FUDe6iyapG
wkt7sVgHqRhAISWlX1GDXCEhQ5rxqfbDw7cihTtrtzc6YS1s6R26/wCnclCxEoQVaMzqzeFeJ6/P
GUd+RVkOl1/RtpXr6Mdf+AGRlzKXzX5d/wCcYPNl7GkutX9vpKtuYUBuph/rBSkf3Oc2+TtGA+kW
4MdKepZ1pv8Azi95IgUG/v7+9kHXi0cMZ/2IRm/4fMaXaMzyADcNNFkll+Q/5V2oFNEEzj9uae4k
r/sTJx/DKTrcp6sxggOid2n5a/l9agCHy5p1VpRntYpGFNvtOrNlZ1GQ/wARZDHHuTS38vaBbU+r
aZaQUHEenBGm3WnwqMgckj1LKkeqqqhVACgUAGwAGQS3irsVdirsVYZ+bflrRNY8k6pc6jbiabSr
O5vLKUHi6SRQl/hbsG4Co75E4BklEXW7fg1c8Fyi+S7KbRWuYZWmEaLIHlt7xZPTKA14erbh3ao2
J4L7ZZl7JzR+mpD5H7f1u0w+0WOQqYMT80+e+8uNpstsj6NEZC/p3XHUGmTkdlFYWNF/ZJFffMX8
jqP9TPzj/wAU2/yzp7vjl8lPyjpnlTUPMulaVc3E989/cxW7rAnoQL6jhSfVc+q49giH/KGWS7K1
BiTcYbf1j8th/sj7mrL7QwJ4YAvr7RdE07RrCOxsIlhgiUKqqABRdhsMq02ljhBreR5k8z+O51Wb
NLIbKPzJaXYq4kAVPTFUGNZ0dkikW+tyk5UQuJUo5f7IU1+KvamS4D3LbX6b0bnwF9bl+SrwEqFu
TP6aigNd3+H57Y8B7ltedV0sXDWxvIBcIAXhMicwGAIJWtdwdseE9ytQ6vpU5Ahu4ZCUMlFdT8AC
sSaHaiup+nEwI6KqWt/Y3XL6rcRz8aV9Nw3VVcdD3V1P04DEjmqvgV2KoS61bS7ST0rq7hhlojem
7qr0kbgh4k1ozbA5IRJ5BbdHrGkyFxHe27mNikgWVDxZeqtQ7EVx4D3KubVNMW2a6a7hFqqCVpzI
gjEZFQ5atOPvjwm6pWm1bSkbi95CrUQgGRR/esVTqf2mUgfLHgPcqKBBFR0yKuxV2KuxV5PpvmDz
FdeWtZl1e/u9NaDVkjgu4oJPUQmUc4gsjLyjU0BodhUUyrBm4bMhbstVpYmUY4/5ttN5i1j60rye
Zry4KFTLBDYW0atHFV5BT1xw5GM/aPL9ns2X/msf837XHGhyd4Zmn5heXpLM3kZka3Fu12XoigRr
P9XIJZlAPPx7b5R4oU6OYNdbr7LQMP5t+UpI4nkF3b+sqsiywMCeaqwApyqaONhX7iKjx4th7Pye
R+LKdI1S31TTob+3BEM3LiGKMfhYqfijZ0O69VYg5bE2LcTJAwlRReFg7FXYq7FUFrelQ6vo1/pU
7MkGoW01rK6U5KkyGNitaioDbZKEuEg9yCLFMNb8uPNjHk3ne85cxJy+p2QJZRQEkJv8syPzEf5g
+ZYcB7/uUbf8rfMluZDH50u6yyCWUvZ2blnVUUMS6NWgjX7sJ1MT/CPmV4D3/cjLT8udZGpQXeo+
aLi/gjuY7ue1+qWcAmlhZXjLvFGG2aNfoFMidQKoRr4lIge9nOYzN2KuxVBa5eCy0XULwxrMLa2m
m9F/sv6cZbifY0pkoC5AIL5yH5g6ZNEk3+FfLLrcRhm9S8QPSYDksiyUfktKNUdtvfb+Af50vk43
iA9B80tuPzl0u3uJYW8laM7BgHaNjIjcQAKMoKsPhGTGkJ/ikwOoropyfnZpMlfU8j6S9QqsW5El
UT01BNOiqKDH8of55R+YHc2/5uaHcW6pJ5J0hEuWeFmq8fEH7Tc0HJf75t13GP5WQ/iKfHHcyWw/
NP8ARV+s2naH5agufTkpcw3yqeDNGXXlsfiYj4e/E06ZTLTcQ3Mvk2eLv0+bI/Iv57az5i892Xli
602zjjufV53drO0wHp27zDgR8JrwocqzaIQgZAlMM9yqns+a5yHkf5t+cLXSvNNlp0uj6TfO1ol0
t3qkohK/vZYuKsRuFBZqe5zP0uIyiTZG/RpyTo9GAD8wNNktg7+VfLSLxUrC14gb4fiA4g7EEd/H
55leAf50vk1+J5D5pdB+emn2784fJWko9COQ5VIYEMCeO9QTkzoyf4iw/M+Sx/zj0WMRyDyNo9Zk
JNFI/wB2MPDxrj+VP8+SnUDuTuH/AJyk1mCGOGHy/ZxwxKEjjSSQKqqKBQANgBlZ7OB6lP5ryX/9
DVa9/wBWK1/5Gyf0wfybHvK/mvJ9C6NfNqGj2N+yCNru3inZAahTKgegPtXNVONEhywjMilakcaA
hFChiWNBSpO5O3c4qSuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVC6qAdLvAV5AwSAr4jgdt
8lHmFYxpNr5alvru3Wzgv5uTOtt9XsVMEanjx+DixFT1bJccv533opN/0Lon/UvQ/wDIm0/5qx45
fzvvWnfoXRP+peh/5E2n/NWPHL+d960l97pWiRteO2jw2sccEbmb0LM+mA0nJqMxXoMlxmvq+9aW
nTdA4QTDSYDCbOWT640NkFK/uyJj8QSlN/DHjNfV960p+XbXShcW0ttHBcSJcsou4obWJo/9Gf4G
9Fianr074OIkHdaZhlSWI+bdP0O41ISalBbFxDGiXFxBazbVlJQG5I4+O2WxmQNjSCAlmn6X5HVj
LLbaZdQr9pTbaWg3AA3DV6/jth8SX8770cI7k3tdC8kXfI23lqymVKcmS2siu4qKMDQ/Rj4kv533
rwjuU/8ACfluZb+JPLdtFJyKQyi1sWMRMKUKq5K7MeVKUwnJLb1fevCO5Kbry75VtZ1t7u3sLecK
5KvZaWhPMKEPxGlVO48a5HxJfzvvTwjuTTTvJugIFkl0S0vYmjHBvqWnLUklufKMgEFSAKDt74fE
l/OP2o4R3Mm0lVXSrJVUIqwRBUFAAAg22yuXMskVkVdirsVdirsVdirsVdirGvOkFk62c1wJhJEZ
PRkgu1s2QsBVizMlRtv1+Rrk4ZDFBDFY9D0eQw3ZkvvQMTM1z+mY9j6jKillfkalGTrTcjf4qWfm
Jdw+SOFXFhoc8UUtw17EnE2xvRq6F19SWWUI8qzCrDm5Ucj8O3YYBnPl8l4UT5ZXTNIuI7m1gul+
sxNHHHc6pBMrBAjNSMzMpMaU3H2V+eCeUyG9JEaT1POCur+naCR0RnKpc2ppwALA/vARx7mm2VJX
p5thkEgjiiZ4qs6C7tSeCglnFHOwAqeVNsVWWHnK2vbmK3hSF3klMZCXdu7BdviChuTeNB23HUYq
yLFXYqhdUp+jLytaehJWla/YPhko8wqRtLqP1kKGAiaQ8QTqHNow2+3Tkq9ffww7+X2KsR9cImB9
PmKekAdSPGtNn2H4Ux38vsVG2Jlo/wBf9UHbh6H1+nflXn+GO/l9irJTb/Wbo25ufV9CL0zJ9c4c
uUn2qb0yW9dPsQ05T1ICPXa7+qy970RmWsffduHL8MG9dPsVZpRnM1qbsf6Qblijwm7MTL9Wb4m9
cUDVr47Ux3opZHlapDq73C6mfq/2zDECrG5UH45KAGAHfr1GTF0qGrrPOUFFMdB6HxaiDyDft/Cd
uNOnfHfy+xUXYmX4xfrKKU9MwG/NfHkHAp95x38vsVda/UfXvP8Aez++H/LX/vqPJG9uX2IUNTa+
UN+jVZjxHprctfrVw1WBKBtinQ9jkd/L7Eo//QP+Xz/p8x38vsVEaXT9GWdK09COla1+wPHBLmVR
WRV2KuxV2KuxV2KuxV2KpB5vWY2kBi51DmoR7hKgilD9XinY/SMVSWOe5giS0kEjs0scqDnfS+DA
GT6qABydeS/M9RiqyB9RkmuFQyMjIUZZWvloSeAdP9F4cqsNx0398VWWk168Ztj6zevwWKUtfnj8
an4WNonCqinLw64q1bXN3aiC4X6xKk0TgCV7/l8bGOhjFpxUjrU033G2Kr9Ftb6a5P1QSRSiNwYZ
pbxI2qwUsTJapuFJ40br28FUyt9B8xLqsFw5gjtUaMvEtzO9AnEHipiRTUCpr3377KsrxV2KoXVi
BpV4S3ACCWr7bfAd99slHmFYE0GhveTyyKhYcxHcevpBaQvJQn7FVDKeZ79qdMnwn+b96EXp9n5d
nSUXN5HYjagaXTHLVWhI9OM0p0x4T/N+9UfJYeVZVVZNciYICFq1h36/7q748J/m/eqne3OmkXka
64LtTbxILb1dPUSAtICtXi40Aw0a+n71WC600W8Ef6YCotnMgsEl06gUemBCp9NY9wKDemPCa+n7
1b8tSWAubdYbowzPdOXsDLZSCQi2b41+rqG4jp26dMBBo7V81ZnlSWI+bXtf0gyTuWDWy/uFlsom
oxlUkfWx+0CR8LZZEGuVoS3Thor38bvMLP0h8F202ktxMZIXiERmpsOJp92HhP8AN+9WQ/XtN/6m
j/kpY/8AVLHhP8371Q9tfad613/zs1P3oofUsd/3Ue/91kiDt6fvVB6pqsK3CcNRN/HBSaKZbjSw
VfcHiskankF/XkeE/wA371TNb/TioJ8z8SRuDLYbfdFjwn+b96ptpJB0qzIbmDBFR9t/gG+22Qlz
KUVkVdiqnPPFAnORuK9MhkyCAssowMjQQUmqAn93Tj2OxzBnre5yI6fvah1iISCKf4XYgKdh1NN6
4ceuF8Muaz0xqwmWbBxXYq7FUp8w6tq+mQrPYaTJqyBJGmjhkRJFKgFAqv8Ab5bjbfLMcQeZpBKV
p5l85m6VG8pzLAyAFjeWlRJV69JN0oq70r8XTJ+HCvq+wos9zIdOnvJ7KGW9txaXboGmtg4k9Nj+
zzXZvnlMgAdmSJwK7FXVH3dcVdirsVdiqG1Tl+jLziAW9CSgOwrwPffJR5hWJyXuoLPL6ltfhg7D
4ZdQZNqj4fTtCvHwOGo95+X7VRVvpusXdqsqG4iBLCkl/cxyAqSpqr2w79NqHruKY1HvPy/aqY2V
trtoXIjSbnTae+lkApX7NbfbrjUe8/L9qoHV5tX+suZbcxjjD/vFcXLOd5dm9G1duPzFMNRrmfl+
1CHE+pmF6W0xjCzB2ae8FyPjhJ9PlaiUqO3EHvjUa5n8fFURpM9++pKskMqJ9ZYyi4mncqTFNT0l
lgiUqfZulPpFCjSsoyCWM+Yp7iLUh6cczI0UYD28lwhDc5NmEEM+x7FqffkxVbqpWOuapbvLF+jr
hg7lzJcNeOATX4VJtSafDsBtvtjUe8/L9qpnYaprd5CZU06KIBivGeWeF9gDXi9sDTfGo95+X7Vd
aza7695Sztf74V/0qT/fMf8Ay74SI7b/AI+aEDq1vrE11E0kUkbTUiX6pe3PpqQahnVLYqu/7TDB
Ue8/L9qU2WXXgoH1O1NBSpupCf8AqHxqPefl+1VfS+X6Ms+QAb0I6gbivAd9sEuZVE5FXYqwX82d
cv8ARtBkvbJo0khWvOT7IqwG+avX2ZRiOvzcvTmoksV8sefbLVJG9KVHuFUGSNK8Sw2crUAMB4iv
45rTCUZbj8ebmwnGQ2T+9vHmHEDlXfbxyqQMm6IAZtoEkkmkWzSbtxI38FYgfgM6LSE+ELdPqABM
0j8yWl2KsS/MLSNK1C3s3vrdLh7dpGiDkCisBzNTcWtBsK7n5ZGUBLm3Ys88d8Jq2NaZodjYWIgs
LWKATsJJZSkbx0CleZres3FfVXw/EUYwEeS5c88n1G0xkitQo9V4I+LIGndY0QkkrH0vTUjmxAPv
3GSaVJVAozxAsIaM3pQhS00fJCpN2vwxhlHU1ofY4q1NGv1iGGeCFlVI7mVXhhKkRoSeL/W14OWJ
jHwheQPWmKqYvbBbdw3pnnI5iYehxZwo4tteU+D1eleR+WKpp5bgmttatoGWMxorKHCKrhvTNVY/
Wp35INm+Gn37Ks3xV2KtMqupVgGVhRlO4IPY4qhYrLSJU5xW9vIhJAZURhVTQioHYimHjPepFLv0
Zpv/ACyQ/wDItf6YeI96u/Rmm/8ALJD/AMi1/pjxHvV36L0ytfqkNTsT6advox4j3q79F6ZWv1SG
o2B9NO/0Y8R71XR2FjHIskdtEki7q6ooIqKbEDwODiKq+BVGazs5n5zQRyPSnJ0VjQb0qR74QSFW
fozTf+WSH/kWv9MPEe9XfozTf+WSH/kWv9MeI96uGl6YKkWkIJ3P7tN+3hjxHvV36M03/lkh/wCR
a/0x4j3q79Gab/yyQ/8AItf6Y8R71RCqqKFUBVUUVRsAB2GRVvFXYqxTzfoGp306zWZikgZPTura
ZmCsATuAA4rv7Zr9XozklxA7ubp9RGMeGQeUy6FZ6HdMstndaeiXBmVkiZkYbjj6kfMcd9g3ag6Z
hZdNM/U5GMxB9JZZpFvqWoNC9uqfU2YM7OSDTaqgAf8AG2WYNLImzyTmzRGw5vStNWRIEjIARFoo
HYDNvEUKdXI2bReSYuxVhP5na/YaRb6f9dhaSGeSQLKktlGUdVHD/ewFSGZvi49BUmvTGpH6QT7m
7FjjK+KQj72IT+d/KaW4kjW8dXkYFWm0FOACllApIRTlQDvtXqBW7Fp5T5gx94LXmAhykJe79tNW
/nXysLZ7iSK7NmWZY2WXy+Q5iROQZOUYqhcUC8utTToLfycuV/Yf1NPiD8UyfSvMKyaVHInky9uA
IVaKdVsJUnjFN0kSUBiy8mX4QD9IyBwAGuIfani8kbca2yQRkeRr+SR05emI7DivF2BVm9f5sNu/
zyIxD+cPt/UniPcoT6zIipHZeQbyQGN3AkjsYVWRCFCmkr0qAd6dhQEGoIwx6yH2rxHuR+h6u1zq
cUf+EbzShIZWa+njtFVG3ILelK7/ABitTT7RA3BrkZYwBfECoke5lWVMnYqpXkcklpPHESsrxsqM
GKEMVIB5DcfPAeSYmi8w0jyl5lT8uobG/sJbzVYNQa5toEujbvH1T1FkcnjuWbrvXn12yGCc8Y2G
7n6o4suXnUa51+Pxsnnkry/fWWqvPdadPZq0bOJJbw3NZCQlCtSKlBWv9mXHPOWxFOLkx44j0yss
4yLS7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqtMaHqoOKuEUY6KMVXAAdMVdirsVYR+Z3la+8w
RadHa2D3v1V5ZiUvIrPixVUUVkt7otyDMdqdN+wzJ0+QRuzXwv8ASGExbCT+UvmRkg9Sy5lXcSIb
6x4BBQxkf7ixVq9yppSoALVXJ/NR7/sP/FMOA/j+xbB+VPmS5aKa40xrNgFRYl1CydY0YBWLodOd
ZZBxBc8vjPfYYnUxHX7D/wAUvAfx/YjtP8o/mrp9vHbW8l0toqqwgi1e3RllJ+P4m05wEp+yB1qS
SWyMsuI77f6X/jy8Mvx/Yy7TvJvmGfTrc6n5m1e3veP7+KCa0dQwPZ/qq8hsD0zHlliDtEV8f1s+
E96N/wAF33pOh8060S7BufqWnJaBlIWlt0PL8BkfGH82P2/rTw+atpPlGbT76G7bX9WvvR5g293P
E8Lq6hQHRYkrwpyU9a9ScEstiqAUR82QZUydiqA8wNdLoOpNaErdrazm3ZTRhII24EHx5ZPHXEL7
0F8+27fmwkAW9n14XXHg3p6pYhfWjDCSgbeganw9R0r3zZHJgvnD5NIx5a5S+xJmj/5yJX7V9fj5
30A6Gn+/fHLPE0v9Fr8PP3FVgsv+ckrgM1vc6jMqnixjvIWAI7GkmInpj/NQYZhzVP0R/wA5N/78
1X/pKi/6qYeLTeSKy/infoj/AJyb/wB+ar/0lRf9VMeLTeS1l/FO/RH/ADk3/vzVf+kqL/qpjxab
yWsv4pNNP0/87+Aj1FteacIAfql7brSUM7FXWUtWqNGQVO2/Wu0JSw9OH5MwJ9b+xS1fT/z3d4l0
V9eUryW5W7vLdm5bMtODJ+yd/oxjLB14fkshk6X9iAbTv+ck3YelNqhFACPrUf2lFH6ydmByfFp/
JiRle9flovmFfJGmr5iaVtaUTLemdg8nJZ5AOTAkGi0zV6jh4zw8nJhdb82T5SzdirsVdirsVdir
sVdirsVdirsVdiqQ+a77WbWO0GmXen2ZeWs8moyNGGRafBFQMORruT/Goshw/wAVoNpNp3mHzlcz
I9xdaDHYpcKbmWK4lZzbKgkfgGFOVA+702FadxM+HW1o3ZO/mHQUEZbUbb99/dUlQ896fDQ777ZQ
ybTzBoLsVTUbZmAZiqzISAgq1QD2AqcVaPmHQgFY6hbhWHIN6qU4kkAk1oNwR88VbGv6EZFiGo2x
kenBBMhJ5AFe/fkKYqui1zRZrpLSG/t5bqQkJBHKjueILN8KknYDFUbirsVQ2pgnTbsDqYZAKdfs
nJR5hXnV1psU95etJoEMtZ55BcvqFkDcD1Dwcj0ywMg+JVbZPbKTA39DsI5QAP3nQdOX4+1RGmxw
Qelb+WojCfiMH6QsAKmv7PAp8P4dsHAf5ifFBO+X7CyfylDaWlhOCF0R5Z2ka1S4tZw5KqPVLIlK
mlKe2WwiQPppxdROyPVxbe5O/rFr/wBXf/h7f/mjJ0e5od9Ytf8Aq7/8Pb/80Y0e5XfWLX/q7/8A
D2//ADRjR7lSDVYrKe5kMgXUgJJKOZbRGjDQRj4eaCvqU4mnhhIO2yG9SisZnl9QJqADsBWSzUoD
BGKIXQfapQ08MSDtsq27is5QpdEv6NcDmZbNWWsrfCPUQGjfPGQPclk2kU+oij+oPUmIfbcGZ9/h
Cj7hkZc1RmRV2KuxV2KuxV2KuxV2KuxV2KuxV2KoLVILWWNBcXTWoBPF1dYyfarA4QLVK/0bpXBk
/Tc/FlKj/SItq9x8PX54eE9ytx6dpKRlP0zK1SG5NPCWBFehK7A16DBwnuVz6bpLen/uZlHDlXjc
RDkGCg8qLv8AY/E+OPCe5VkelaOkkL/pmZxCa8HuIir/ABcqOOO43OPCe5VddDsLssYtTuHKgBvS
mTbYD9ldq8f6YkEKnKwQqQwReY/boAfwGBV+KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2
KuxV2KuxV2KuxV2KuxV2KsM/MOxtJLnQ7+a1v7ubTp5pLeOwtFvF5PCVPro3RafZP82TjnMARV22
Y8HiHmBXeaedaZ5S8uxSQ2A0XW5EkkJW5vPL9lIqNcMHbnJJEWCoTTfYDpsBlp7QkTyP2/rZns4C
JPFA8+oTofl15VZFmMcw9VlBiGgWhoY6j4o0tCor6nhv8htP85L8E/rcTwh+KRcv5d+WuJKW5RXC
KyJoVmVB+IcqPbEAuUq1P8noKYPzcvP5lfCCAj/Kny2kH1Q3F7bRTskQB0u0UsRbiEtyW3LDZ6s3
845dRXJ/nTd19pQMQ/FJ3+WXkny95HnvodMk1K7OqG2Ej3Ns4RDHzCjksahaet8fLp9+VajUnLVj
knHiEOT0fMdsdirsVdirsVdirsVdirsVUrx7hLSZ7dPUnVGMUew5MBsN9t8ry8XCeD6ulsoVYvk8
Pj86aprus/uvMWpWk6IPrvl+CykWWEtEAxElN2jlbaq0bYcfHW4sZ4fVOUj8R9xp3ssMYR+iNHlK
09/K/wA5apqOstYR61P5hsyHad7iya3ktiOPFWmrwc7nbjXr2yUZmGSIiTLi5g77d++4r5fGmnW6
aMY2YiB8jdvWM2jpnYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqk3mjUdIsLWCTVbOS6tZJfSBihNx
wd1IBZFq9G+zUKad6DfJwgZckE0x6z1/8vX5+npMsTRpLs2nTAlUhaeQbIf2FIo3U7CtRlh08h3f
NHEEKut/lo1K6JMw+IknTpnb4KruODMa7j9eP5eXl814kbPrnkZHu4LjSJ1jtp4rZmOnzMHco0qc
VCFuK826jvtg8CXl814ljeZvy9RRP+jJyE5LyGm3G3xEEGsfQ779MP5eXl8wvEEb5a1/ycb5bTSL
GWyuL01J+pSwo5CNL8UnDh9la1Ld6dcjLDKIvZPEy3KkuxV2KuxV2KuxV2KuxVL9W17S9J9L69K0
frcvT4RSy1405f3avSnIdcnGBlyQSl3/ACsDyiYklF/WN2KKwimI5Lxqpomx+MGh7b9jkvAn3LxB
gut6N+XsmrXd5PqUUU17O0kjtBfnk7OKrzinjjJHT4VGw+eW+GZAXEGv6v6QomY8iR8078tXHkfy
pe3sKanG1zdKnqJHHdOP3EkkVOUj3JL82K8eXbpkTiJAqNAe79i8W+5ZDJ588pxlRJqAQtUryjlF
QoBJFU6UPXpkPAn3LYT5WVlDKaqwqCO4OVJbxV2KuxVbLLFDE8srrHFGpeSRyFVVUVJJOwAGJKrs
VdirsVdirsVdirsVdiqFv7E3aoBcz2xQkhoGCk1FPiqGB64qhDoHwFF1K+VS4cfv6kEV2DMGbjv0
rTb54q59BkehOqXwI/lkVR27cPbFV36Ef0RH+kr2op+89ReRoCKfYp+14eGKphDGYoUjLtIUUL6j
0LNQUqxAG5xVfirsVdirsVdirsVdirsVS/UoNZldls5oEgeLiVmRmIeu5+ErVSu3XFUguvKGqy8A
txAFjVBGC97UMvxEgi42+Njx22G2KoXzHbWmkNBJfaiLaNx6dq7SagSXUhzyEcr16nvvX2ycMZly
QSkp8xaGbYQx6/Zi1bjUPHfjiYkVmoxkr1aoNehyf5efcjiCIl1XypJ/vLqtt9WhBjKNJqILeqS9
CqyDl8Vexp026YPAn3J4gyAeXdTmt4TBNbPEeLpIZb4jgVIqKT71U+OVEJVbDQNctZxciS1FwoMY
bldOvCgVapJKwJoPn2rirIbQXYt1+tmM3G/MxBgnU0oGJPTFVXFXYqlvmWwuNQ8uarYWwU3F5Z3E
EIc8VLyxMi8moaCp60xV/9k=
uuid:64d8797f-ef0b-5b41-9517-aa00977f0522
xmp.did:62e90254-484c-4a9c-87ff-9cbaddbce484
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b7bf5c83-73cd-43d9-93b4-abebd1a16ed2
xmp.did:b7bf5c83-73cd-43d9-93b4-abebd1a16ed2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1a7fae61-6770-4db7-9ce2-20be527b6e18
2018-05-10T11:46:48+02:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:62e90254-484c-4a9c-87ff-9cbaddbce484
2018-06-12T09:43:56+02:00
Adobe Illustrator CC 2014 (Macintosh)
/
EmbedByReference
/Users/GraficaLM/Desktop/Lavori/PRIMO PIATTO/SCHEDE TECNICHE/DEFINITIVI/Rustici/ritocco ricotta e spinaci.tif
adobe:docid:photoshop:bdc5b3f2-95c4-117b-aac1-d40884fdb464
xmp.iid:261979c2-ba0d-4c92-8595-0a539e89566e
EmbedByReference
/Users/GraficaLM/Desktop/Lavori/PRIMO PIATTO/Servizio Fotografico/Definitive/AMBIENTATE/_MG_0545.tif
adobe:docid:photoshop:1904842c-8f55-117b-8fb6-ee7fa2cd79d5
xmp.iid:92DFEBFE0E2068119A41A865BBB9E864
/Users/GraficaLM/Desktop/Lavori/PRIMO PIATTO/SCHEDE TECNICHE/DEFINITIVI/Rustici/ritocco ricotta e spinaci.tif
adobe:docid:photoshop:bdc5b3f2-95c4-117b-aac1-d40884fdb464
xmp.iid:261979c2-ba0d-4c92-8595-0a539e89566e
/Users/GraficaLM/Desktop/Lavori/PRIMO PIATTO/Servizio Fotografico/Definitive/AMBIENTATE/_MG_0545.tif
adobe:docid:photoshop:1904842c-8f55-117b-8fb6-ee7fa2cd79d5
xmp.iid:92DFEBFE0E2068119A41A865BBB9E864
Print
True
True
1
21.000156
29.700008
Centimeters
Cyan
Magenta
Yellow
Black
2c 40m 100y 2k
PANTONE 7622 C
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
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 7622 C
SPOT
100.000000
LAB
34.901962
47
26
nero
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
2c 40m 100y 2k
SPOT
100.000000
CMYK
1.960800
40.000001
100.000000
1.960800
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 11.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
17 0 obj
<>stream
HWn$W(ru|0`?0c#
̪R=ZBC@/XdD<-o.auv鯟/oQf^[oyezrciL{La|8oio2/}̭κ=?.й۰Է_OZ/=SOX\y{JP
~9^^R]110u9KsԠN#pCCKh>GR{=1x佔_ g^c@\/
DͲ^r_6|x#m=n[ـC.bQM
R^nj:qA!cM}Mre9O'JuXdS*;xH9;%Tr`)0Th1fq)KCRa[~Vƽ%!sMN{2͢I3oy
eKPՠTrIߋb`yI:rݦJ;pZ@s%Xd斴%d[YAa $qP(bK!ҨfEWϺ<5I^izR/H{fpM+Ņ<~x/ ion`6T,>,qm \Qua1_Tk_zm渢{U<ڡUFIтrE/sOa0^DNf$$00'>B[InE>tdwdvsC)zۇ:!NIܚ j{
( 4
Q+GD(KJ(l"-Q2|0x*UΝ;jmwS
j^qY%Te*M }[ej$77 ʋnAж{453/Uᝋ;v}gϟ$,qB#-&ҔyزR'*7!d㊒P|΅q**&\x((2#M//8E(&R%Tv
h}k|`O%
ޞ
3덩n
ZRb_Jb[#v#3BːcGD/3isi0ḃ({ŹT!ZJɘ2:
G ?a)54h<2h1'2SfyBh?x?oB<H+^!ߗPk+ʴ@!I4ԩlZqAD?Ї$iMћcm@#\AHo)I1_g-F:PFcIXe#AE`J+t9c{Cܒ%a{ͥKe(. ]RUBǪ(ռDU2t/]
ow1zͲzin{K#j%t!i2Ɉ!=6QrêE$ݧ3Š7Z?YBФYH5951qct/~@^0YoRYUHKjH}T=yEHɳRGR1x6pMPҎ%b+zlBsH7&bӌh>Ak/RHt#:)Ƥmj&le
GXSeo<9TA-N -Hir
Bt@^졭iLɌB(>C s6[nBx\X0T('ɹ:hMeg;ӗB<Z]y¨RN;ơa5eP|6Y
uyC
1kM`HK̓Y /ъ% 4CX}rUD,fvL:SVvā阪R$ܮJ:)$%Mڣ8Hǔb=lFDa#"kYEN:'>a
3Fh@ԕS
YX*}Y3cԖ
dQ[$#\AʀHJK+F5hetV|][3rT.ntUg(v5Ҕ'=ݡ4l7@'R$Zo}N+(s&mfK>>*`D]a֭ϐ2"@huy5ZhPYT\S #R;vNylI!ٍ:\Ǭٜ!nM|8zrݚTސL={CQo
[4i|ɝ,Ψӹdr}vwpSzJ)'H_g;*̶cljo|_X
148^|E8`|zX|{y+U>8+h֕B
S6͜[/N>l$}=r#v#aޠ2Hy3JksQ{3F[Dͽ(ۈd˛:b3IY>(ڃj=Hfu+EIVlWRhv1`}Qdõ=
3 EꘕVɐ5Rh7T:*7j%HK/UY>E^ G00M#8!_4PNCvulogCa_eE!S+KYh<7Hg̼;4/(8br` =F:E:
5n}F8"AհrH,6jk3~H扰Tϧ6+ԘZRUja;RIJڨc>$[^^) Źϯ%;fgܸ?α\B֩v3n"is/MC88P?N
y S5{@l3ń0\~\d[6ԺXyDסj*TQ3.'˨Y7CLc@H1!_5Fkf-e&܊Ltj7u1݀@1MWLmjaٚe