%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Il-nostro-campus
2021-05-12T08:40:42+02:00
2021-05-12T08:40:42+02:00
2021-05-12T08:40:41+02:00
Adobe Illustrator CC 22.0 (Macintosh)
256
176
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAsAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4qsmnggQPNIsaFlQM5
ABaRgiLv3ZmCgdzthAJ5IJA5oKx13Trx+EfrQuWCRrd289oXYqz8YxcJF6hCxsxC1oBvk5YiP2EH
7mEcsT+0EfemGVtjsVdiqyKeGZS0MiyKrFGKEMAymjKadweuEikCQPJC6lqkdl6cawyXd5PyMFlB
w9VwlObfvGjRVSoqzsBUha8mUGUIX5DvYzycPme5CT+adOgtJZZI5xeQhQdLERa8aR0Z1jijFRLX
g9HRjH8LHlRWIkMJJ8u/p+Pt5d7A5wB593X8fZsd9iiNI1qHUllX0JrO7t2K3FldKEmQcmVXopdX
jfgeDoxVqGhqCAMmMx8x3hljyiXQgjofx9qOlljiieWRgscalnY9AAKk5AC2ZNJR/jLyt6PrHU4B
FUAsWpQnlQHw2Rjv2FemW/l53VNX5jHV2FV/NPl1JXifUIFeN/Skq4AV+XDiW6fa2+eDwZ9yfHh3
hFxanYTTi3jnRpz6tIwfi/cMEk2/yWYA5AwIFsxME1aJyLJ2KoDWrm6gtovqrrHLNPFDzZeYAkcK
TxquWYwCd2vISBt3oOea8t3CXGuWsLkVCyRIppUjoZR3ByEs2Ic9vi2w02aQuIJ/zVNr+RWCt5hs
lZqcVKRgmvSn73B+Yw+X+mZDR6g9Jf6Ur2uLpfta9aL1G8SDoaH/AHb47ZZxR7vtaOGXf9jS3Vww
BXX7RgaAERxkb9P9248Ue77V4Zd/2L1lvWbiuuWrN/KIkJ/5O48Ue77V4Zd/2LIrueVQ0XmCzkUi
oKxxkUNN9pfcY8Ue77V4Zd/2LzLegAnXLUBtl/dJvTbb97jxR7vtXhl3/Y4S3rcaa5ann9mkSb/L
97jxR7vtXhl3/Y0ZrwKGOu2oViVU+klCQaED971Bx4o932rwy7/saFxdEVGvWhFSv90n2lBJH971
AU48Ue77V4Zd/wBi+B7+eQxwa3bSyAciiQozUFN6CT3GPFHu+1eGXf8AYr/U9d/6uUf/AEjD/qpj
xR7vtXhl3/Y76nrv/Vyj/wCkYf8AVTHij3favDLv+x31PXf+rlH/ANIw/wCqmPFHu+1eGXf9ikz6
vaX1gk93HcQ3UzQugh9MikEsoIbm3eMYfSQaHL9bEmQIs8/1FN8qbmK/mNpsupaIljbySW19cPLD
p2pR3M1oLO8ktZktp2lgIehlKxca0bnSjbKbcYJEq7vnuP7fg1ZCAY33/LY/2fFi2m2fmPyvHcaR
pemaXpWkRywXNkNN0/VriVrVZvSBuXiWIS3JiVWkrIWPAhgyy8kccBI/fuB965Jkf2E/d+xOtXvL
+fylp+sanZrbeaIJ4xpKRMYfUuZpgkcaiR0lEVwvH1YpOLcK8gGXa7B9Zj/BvfXYdfh0LTqPoEv4
9q6bnp8eoTPztqN7YHR5LQSOzXyB7eJuLSrxb937198hgiDd9zXrssocBjf1cu9gus+Y9Ze/uwTL
aiWSXmJHbnbf3Y4fCaBDRK+PTxrkwhuBViuf4+Lrs2YmMjxGM+KuHfYVzvkN+HbrfvZDZC90PzNp
ljbal9ft9QUtcx0QAEUHP4Ox7d9vDK5VOBJFU3w4sWWMRLiEuabXd7rUPnS8Fratf6emnWTT2sUi
x3Ala4uvTeL1HiiK0QiQMwJ+HrShrEYnGL2PEd/gPj7nPM5DKa3HCNvieXT3sX1jTFj1D9PT6ZqU
t2vC3tYJp7xZYliEsYBubORwjzNOI09NZahauQ0rsuVjl6eAGNf5vl0Pu619gvCzUJcZEr2H8XmO
ce+6FcX+yNH/AJCdb66vNUiF/DavGkNraXlzeXKALLJzkLXLFPVbiquqcgnHZzyYZRqdgI7e8CP6
OnyvucjRyEyZDirlR4vP+d16Grque6I8y+bYbOe902S3R40gUSl7hYZG+sAqPTRlbki/tv0UV60O
Rw4CQJX9nc2ZtQIkxrp397DJ7zya1s9u9lcwyokZD2svrrJLBNNEzC4KN9lAX9Tb4BtTjmYI5Lux
8fcOjhGWKqo/DfkT1/T3Im7vPLNx6ME1teXNiOFxJbRSLMlrI7yzSQmPgWopt6yAmoU9NsjGMxuC
Afv5D9LOUoHYgkfdzNfZu7R9T8kWutWk9ss0FzBJCsTyXP7qKO7SSSZByHFkjaTi/LetN9sckMpi
QeXu7lxzxCQI5jz7+bOfLPmdNd+vFIPRSynaANz58+JI5bBaVp75g5sPBXmHOwZ/EvbkU7ylvS3X
f7qz/wCYy3/5ODLMfX3Fry9PeHj/AJw1Mza9c8WQNG91A/KPT3dgl1Koq09jcTUAOwDffuxxpYIE
2Yg/BzseuzwjwxnOMe4SIScXcFzewxxRW6ahei1hsykemtIGuIiVAC6ayFG+FgWP7NBStCPy2P8A
mx+QbP5U1VV4uSv68v1qF2tsutwW8otr6eUl78S2mkirrJJ6kcrDSzVvTUkkEVY075c4K22t9LZn
uCtoqq0qRasbXSmNwLRU9N0KaXwSjNSuzDxPFcVX6Bd+WptRijvZLa1s1Rlmmt7bSrihk9Roy0ce
mKrmoGynsp3qeSrL7LTvyytbppBrcL2ECu1xpp0qySJgYhAWJjs0lb94A4+Ig9NwBiqWroH5Yuqy
jzHG7mArAz6Lp/FFQkcvTFiqrQoegHftiqNvdL/LloIJp9eUPbxSCWQaNZOzF4kAkMbWMnDjHCKU
HEqADUKMVRWiH8mNPs5YtRubLWCo5vPd6VAhQLwgaohtYlA3Rdx0HguyqYtqH5BwWbXB07SUt44w
7KNLFQjFUH7sQcq1ZRSlcVZL5Ll8galBJq/lO0tEUk28lzb2gtZDsrFTyjicqfhPgcVZNirsVdiq
Xar/AL3aN/zGP/1B3GWQ5S936Q1ZOcff+gpjlbasmghmQJNGsiBlcK4DAPGwdGoe6soYHscIJHJB
APNBrBrczP611DbQywBRFbxl5oZiByZbiUmORVNePK3Havhk7iOQv8d37WFSPM1t+N/2IWw8q2Vv
qQ1S7uLnVNTTmLe6vHVvRWRVR1hijWKCPkI92WMMamp3yUs5MeEARj5fp6sY4AJcRJlLz/R0UfNn
lP8AxCLMfpG4082btIklq3F+ZAAYGtAVptseuYWbFKfKRj7urs9FqseE3PHDLyrjF0k2lflhFaa1
Nf3uq3OpW88bie1uGejyyMp5sVcCiqnEKQe+DBjyY5WZykO4tuv1Wn1GLgGDHCVj1RFGh0O1m733
6AMk0/yv5f066F1ZWUcE4BAda7VFDQE06ZmSzSkKJdLj0mOBuMaKG1vyodV1BL0azqmn8ITAbayu
BFCwPKrlCj/HR/tdRQU3GTx5uGNcMT7wnJg4pXxSG3Q7IKfyfdyQvM2oahJdzzPdPbjVLiGGJ3o5
gieKNWMPJBGKpVUZmWjUyQzgHkK5fSPn7/iwOnJHOV3f1H5bdPgyC109be7vLr155XvGRjHLIzRx
hECBYY/sIDQs1BUk7npSgysAdzfGFEnff8bMf8xjzpJqrfom2j+oi3aBZWaL1PUk+NpFD12UIEo3
c1oQMyMXh8PqO9uPm8Xi9I2pKXsPP/1j0rRJI7RoH9I3MloeIERVIpRFHQyer0ZW4hKA/tZbxYq3
5/Fq4c17cq61+Lv7FeSL8xZbyRoIFtLaV5XXm0DSRtKAIq8SwIiMQ571KuQKkZEHCBvufj+P7GRG
YnYUPh+Nv0tnSPPTxIzSoHZ0M0QWAqkc3xziGv7cLAInLr1OPiYvxfwv3r4eWv7PjXuT3ymuvpZz
rrdvHBcmZpIzEUKmOT41T4e8ZYpv2A65Rn4L9J2b8HHR4xvf4+Sd5S3pbrv91Z/8xlv/AMnBlmPr
7i15envDx/zXdxQ65qYlvG9D17iIpC8cUnN5GIHJdZtm2rxWqp3qorlbYlc0z20IWO49UMl1Sd2c
wn02UcKjXkUfDV2JPL4q+OKoiDVIBbMRcembV4pZElKM1FYNGx5a+yqCR9pj16b0xVTe6iuEZLi8
SaCYCQsCvpMeQanA68dgCdtzXflsFCqhZ22iQPHGUgmsfX/dzoicC8D1Dhm12Svp+uHbiK0bpvQq
oOOHSjaelCE+qurfWbApHUemIpFZmHmAmNqKrbk7A1XxVX+hoNvcQxqiyXVlWQNAYlbjLGTOrI2v
N0Sgc/DxZSQabYqvify/p7R3wihnnt5PrH1mH0pVB+3I/Fte5t8Sj+YGnTtirL3/ADN8zJbyytfw
Wywu8bG5srEt6lQ3D4NajA4A0IND4+OKtH80PMlxKgtb624OGYqlvp7ulJaLGf8AcwQzlV7bb/cq
oH82PMaPHHbX9tcrM80aXFxb2C1kX0kRI1TVYuSg83rXfko98VVofzK80SWjhtVtBNcCNYpI7axf
0riShES11ZQ/qKrsgO+43ahxVGab56886ksr6XTUEt5B6j21lZXAaP4tgItXXgW47Mzb/wAvcqsm
0ZPzHvIHe61K1szFKECT6UUkkRDVnHp6jOlHBCg7bgmm4oqn+q/73aN/zGP/ANQdxlkOUvd+kNWT
nH3/AKCwTzr+cTeWvMk2jGyhlK8BC7zem0heNZCAvE1I5dszcGhE4CV1bhajXSxzMRG6YzH/AM5M
28ljJfjTI1tYmVJJGlcULcaf7r/yxln8nRq+L7GB18xLh4d/eoS/85TWEfMtpqFULKXV5WTktfhD
iMrUhSRv03wfyfH+d9jMazIf4PtWn/nKiyWRUfSfT58KM7SqKSDkp3j6UOP8nx/nfYv5zJ/NHzV0
/wCcnLd4DMmkhgGVVTlNzYyCqcEMXJgw3BAw/wAnR/nfYxOvndcI+a4/85NWiuyPYQoyv6TB52Wj
+n6lGrGKfD499uuP8nR/nfYj8/k/mfaoW/8AzlNYXEnpxaarNxLj45ACoQyEgmP+VcA7Pj/O+xnL
WZBzh9raf85RW0ltLcxaR6kUMiwyFWlNGY0H+6/HbD/J8f532IOtyA0Yj5r7X/nJ60uXSOPTYxLJ
IYkjeV1JYKX7x9OI64js6J/i+xEtdkjzh9rU3/OUNlESp06J5AzqY0mdn5RyCNhxCV+023jj/J8f
532JGuyH+D7Wk/5ygt3jhcaQAJ5lt4wXkBLuiyLsY+hVwa4/yfH+d9inXT39I2F8191/zk3b2pi9
fS0QSmYKfVcj/R24yVpH2OJ7OiP4vsRHXzlyj3de9R/6Gn07ip/RyCqsxBkkBXjy2b938JPBqA9c
H8nx/nfYy/OZP5n2tD/nKjTmRWXTULMQoiEkhk+JC4+D06kEL2x/k+P877F/OZP5n2q9r/zk9Z3P
rmPT4RHbhGllknaNAJACvxMg8cI7Oif4vsYy12SNXDn5vWPJfmOTzF5fh1WSAW7StIvpKxYDg5Xq
QPDMHUYvDnwubps3iQEqpFa7/dWf/MZb/wDJwZDH19xZ5envDxvzPp97/ivVLkxuI5JZ4kZI9RdQ
eZYEFNLlXmdvjEjKoPw8qb1tiD+ozcoQpu0RvUlEqRasW9VKxMrI2lAenKoB+yW/l+A1xVCx2WpP
BGY4roXVzHLc+nw1KOBI4xVo/h0l+PIxkgb/AGF33FVVa7srxVDrHcG4t4jDdWvDVVjYtO7siMuk
srhV4gEVViSNgFJVU7GGWeJY7r6zHqIMjM8g1MtIypEm0q6SKpyYK9KUoDQjFWW2/wCV/nCLVILk
NAsaUaULfkq1CAftafyrxLdSR2+GuyqzSfyq84W8sTXDWxhqrTJ9fkkY7DmCTYIrLtxpxBI6t4Ku
k/LLz36b+kbRJm9Mll1AopCoysn/ABzGIVuRLePWvXFV11+WPnIuBCLaQLzMUjX7RkNzEiySFdPN
XYihNOlB74qstvyo83WUbfVXid3JUxyak/p8OBHIn9HMa1oAKdO/TFVzflT5u+rrCstv+6blCTfN
1faTmPqFCtFXitP5t+mKuP5XeceESotrAVeJ2aHU5UofTCSHbTviMZXlH05FmLUrTFXW35c/mJY/
Wns7iOOScFfUj1aZZHqrAFiNPT7DMKb126jcFVkXlzyj53i1aG61vVZWtoxG3pQajLMOcW3Fo2tY
EdZQPj6H9eKss1X/AHu0b/mMf/qDuMshyl7v0hqyc4+/9BYB5n/KiHzb5p1LVJL9bZ7eaKKNGtxM
QVtYjzVjIlK86dMzsWs8OERV/wBpcHNojlnI8VdPsHmklv8A84y6Xb8hDq/BWKMy/V3K1jKlDxNw
RUFBkh2kP5v2/sRLs+R5z/2P7Vh/5xe0Mkn9IxrsRRbQqBWu4AnFDv164/yiP5v2/sT+Rn/P+z9r
m/5xf0RhGDqa/uuHp/6Kw4+mAFI/f9RTH+UR/N+39i/kJ/z/ALP2r1/5xk0hbZrZdUUQuwcqLVq8
l2UhvX5Dj2odsf5RH837f2L/ACfO74/s/ap/9CuaCXLnUY2ZiWYtaE8iWLVas/xGp6nH+UR/N+39
ifyOT/VPs/a2P+cX9EFubcakgiLByPqhqSoKirevy6Ejr0x/lEfzft/Yj8hO74/s/aqx/wDONGlx
rMserKouHWWYC1PxMjclP9/tQ70G2P8AKQ/m/b+xB7Oka9fLy/apJ/zi9oiOHXU1Dq/qIfqrfC9V
PNf3/wALHgKkdcf5RH837f2JOgmf4/s/a3/0LBovqer+kkEnLmXFoQS3LluRPvv44/yiP5v2/sX8
hOq4/s/avH/OM+mARhdX4+k6yR8bdwQyRrEpqLj+RAMf5SH837f2I/k+X8//AGPx71j/APOMOkPK
0r6uWdzIWBgkKn1TWQcfrHGjHqKUx/lEfzft/YkaCdVx/wCx7lp/5xc0IqqnUUIQMqk2pJo1a1Pr
1J+I7npj/KI/m/b+xP5Gf8/7P2tn/nF7RWQI2qBqGoZrZy4PHhs5uOX2duuP8oj+b9v7F/Iz/n/Z
+1Vh/wCcaNLhWVI9VX0pgokiNoWjPAAL8DTlRSg6DH+Uh/N+39jE9nSP8fLy/a9G8g6R+h/L/wCi
/V9f6pcXEfrceHKkh341an35h6rJxz4u8By9Jj4IcPcSmOu/3Vn/AMxlv/ycGV4+vuLbl6e8PNfN
P5m3Vtrd/aW+rx2Qs3eH6sbrSgzNE71akpaVOQ+GjLX4elcw54shO06HuDs8GpwxjUsQnLv4pD7j
+LQTfmXrBunEmtG2jiZU4rLpEvMrGzMAQftF0ZT+zUGh6ZE4cv8AP/2IbY6zTAb4AT/Xn+vooxfm
j5gk9OCPXLVbkTTGVZZ9KaQxJDzoEWSMfAat8JbZSO9VtxQlH6pcXwpxdVmxzIOOHh/En71Oz/Nv
X2sXuH1e0nMYZVliuNLMcjLIQeIEu54OmyuQG79Rlriq0P5m+ZVeOObWbb6zcMFtLZ59LUuSSQCR
J9kjiCRutemKtyfmpqUUls7eY7Zre5geTmsmmcRJydIgv7yvBzHszftVFPBVZ/ytPWIplMvmK0dE
p6wSfSCilSSwdvVBHJKfI9C3dVFWH5l+YNSZrG21a3M+yJdQS6bOxYsrFhGJApHEEbHqd+wxVDQ/
mnrk0UrRa9aO6cJkX1tMAaGnI1IlbgCob4iSNqgnuqp2f5n+Ybm9trYeY7VXP94rPpTNMfUdQigS
r6TlaU5chsQaE7Ktwfmlqrx8m81Wqn0CyENpbVPps3MgyJWhirtQcWBO3RVu2/NLzVLdvTUYZIy8
xtYll0yk6MpaIq4d6hSKBu5DCjUJCrdv+ZXmRyiL5itJmlEAiHqaSlXnU9/WZfgkUgjqaim5piqd
eW/zgshd11vU7RbK6PKGSW5skMUUYnLyBIXd3XkiIagUJPgcVZ02p6fqn6Bv9PnS6s57uQxTxmqt
S1uVNPkQRlkOUvd+kNWTnH3/AKCgNXuLe3s9ckuNQuNLj/SFuovbWMyyKzQWoUcQkuzNQGq0p12r
jPlH3fpK4+cvf+gMaTVICwlk8/as0PP1okGnQqOCKQ4r9SJcFqnf4RtQCgyttb/SFrBOJD591kJb
8pHtmsImUrGokkWrWRkaoFRVmO9F8MVQ1veafZ2zwP8AmPrHO4ZP9ImtYSVWdR6S1ls2WP7Wx2Ne
pxVHXupW00zOvn3VLZSomEa2NuEVXYKtC1lyr+9UcS3vStTiqhJrMF1xeLz9rK+o0piSHS4Kr6QL
t8P6PLVCMPt1Ddhiqlc+Z9ImhGpRefNbtrdnfgRpi/tqCFEb6ea8EQ0qviTvviqweadGvb2K1tvP
WurLcF/RRNLaleIckubDiAOFfi2HTbFWVWH5i+TYbeCzOqzXM8KJE80ltc+o7Igq0lIgAzdTiqOP
n7yqI+f1uShp8Itrkt8RZQOIj5Vqh2piqlB+Y/k2eURRX7M5BI/0e4A+EEncx0rRTtiq4/mH5TE6
QG5mEsjBFH1S7pUmgqfSoK++Kuj/ADD8oyKGS8cg86H6tc/7rAZv919gcVXT+f8AylAaS3rAnnRR
BOxPpkhuIWMk7oenXFU8tLuC7tYrqAloZlDxllZDQ+KuFYfIjFUFoX91ef8AMZcf8nDlmTp7g14u
vvLtd/urP/mMt/8Ak4McfX3FcvT3h5T5xvby28wT2dkNVRLi5oSsuoRRBppnEkiiO9iX0V61VR7D
tmBlyTBoSh8f7XcaXDglG5wyn+rVcv6v4CSPfauWdlvdRaWSQdZ9UZlSNI22ja9qm8nHkQP2hSu+
VeNk/nY/t/W5X5XS8/D1Ff5v/EomLV9TuLUPbS6qLiNzL+9l1dEMTFUZB/pZPPaqrUD7XhTMrDKR
FyMT7nV6uGOMqgJx23E6v7AEAp8xSLzVtQtTNJyWUyaxGoAZV5S8bvuZOb+O598ucVMJ9U190kls
f0iycgEIudVGz8irErdMrL8Qqe56eOKoBdQ1+Thc/WNRF3PEUhH1jWIoTzWIqQv1s7+kS/j36A4q
2+qa7c3FtE41COa7ZuEvqav9WIGzSckuyvD1GT49/hJI2xVUk17WDdpKt5qCwXS8TH6msGThC6QB
eX1wCOR/tdO++7bqocrrcbujyXcD26XBgrNrK8EijZ3pS8PCOihQqt1+YxVkOl/mL5rsU/RdosV1
ZW1xPbi9vIbyZ1QShUaeUyu7BatzkI7DxJxVExfmV54WSG2h06zWxEaRN/oF2iRSMqosX97x4q7A
PxHwqOngqv1P81POtpB6n1W1ULUtI1jdlQv7O3rKa03Pbt1Iqquj/MvzrGY4JNPt4+SuiQiwuVIE
cIIZk+sVSP1GUdPEV+yWVTPyZ+ZWu6pqf1bUtPlkt3AEctpp91GFZmADSNJJIAgFa9/1YqzjVf8A
e7Rv+Yx/+oO4yyHKXu/SGrJzj7/0FivnaSBNA8wmcsImv4FPEoDVra2C7vcWYFGof70Yz5R936Su
PnL3/oDyy11PS7a3aeOQo9s0aMWW3Uq7zIVRimt8QRVyzgUZfi3p8Vbapy3UMWoAvNayW9wgRm/c
I/JqK+za9x4mvIEEHj40qVVMqDGn12YQSKXDQstvGZePJZD6a6+UDfaTZjR/CvEKpvpXmW58vWVw
2iXUdit0Y2mla3sJf3xDUDLLrR6hSAFpT/KHRVOIPzW8wpOzz38E0SSKFhit9OBkWv7PLV6lWHRq
jdl28VW738yvM0J5vqYj9ONRcQJaaUpjbkIj6nq6xVW5oSaHjRgOuKut/wAxvO+oXtnb6XexXDXj
A8UtNNcxqZGTjQaxyZlPEtTbj0PLYqp6da/M8JL/AKLeh5EZbcHTLEhJEZPiemq7hlZqCq9DuNgy
qEvvMX5q29r6xtb+T/JttHtHfdgN4zqh6CvfwPtiqvZ6x+asjyJOlxFGkBeOR9Jtw8ktKCOianIg
NaNuQOoJHXFVNPMf5r+giNp16ZuXJ5RpNkF4ipKhTrI4lqqBuaEfcqrWut/mgzIklvduDI5eX9FW
sI9NVY0QNqjEElVC8vH7lWrDXfzV5Mby0uXjj4lvT0q1id6PyPp8tVlpVFK0YVFQanFXo9nO9xaQ
TyQvbSTRrI9vLx5xllBKPxLLyXoaEjFUFoX91ef8xlx/ycOWZOnuDXi6+8u13+6s/wDmMt/+Tgxx
9fcVy9PeHlHmiT655m1EDWFmt4WeNo5bG3IhKzOJoFnbTZGIEdW/vWatRXflmBlxky+iJ/Hudzpd
TGEK8bLA3yjy5f1h1292/kkNtHcGtoby3e66hPq9mqSSkjqZdI+FTSqIGA245T4Uv9Th9n6nO/N4
rH+E5/kf+qnepXixTWkU91LC0S8xb+tZwANH8QKUbSSTuAST8W3zyyMssRQhED3/ALHFnDSTlc82
SR7+C/8Afrp9E0G6iSyggtJbaBgkPK1iRvUeFYxSP9FhW4socMVbfYniOIkZ5/5o+bVDDo63yTv+
oP8AikXpWpeW4bu7u4tK03WYdRZUhaayVIWjmkMnqu9tpUYblxH2mYH5jfLdWU0vvM/lRTLJL5A0
u5upFVVi9JecoB9MAPJZqrKFp32HbY0VXDzb5IkWBR5S0V44W4OwglZUcsBMIwNPIPFwCaHentiq
5vMHkiZwreT9DmjtZjbqEt5JTFM4KOi0sCP91EEr7A7kYquh8x+S7y9hhHknSQZwFa4mt2SP1biN
laMu1gKKxJUu9FK9e6hVyeZvJaSR2reTdHS3aNC6LbymgqnEBF0/ovIbH+GKq6+bPLgSGQ+UdLDk
CS15JNRRzMW7fo8lD8BoOPQfLFUd5aTS9XgumsPJWiLx5t6aEQlll5x/EJLOJ1Z2io1V6fIVVR1p
5fku1Se8/LnRraRmJaOWS1kkX4UA3jt3Uk+mB9roq/QqjdP07XNOl9bT/J+jWM8cfowywXCxsEkd
DMtUtVIQ8Fbj3KivbFU7lkvpJdFe+hS3uTfTcoo3MihRbXIQ8yqVJShO3XLIcpe79IasnOPv/QUr
17SrvVbDXbC1eOOWbULeryStB8K29sxCuqSmppSnEg9D1xnyj7v0lcfOXv8A0BhP/KrfOtxBwdra
3PIM5TUHcSHioDk/UFJK8aKNqcmptTK21Xl/K7zXNbegTZijpVReuTEsSkL6TGx+06sobmDso+eK
um/LTzvPbTgT2TTF3+r/AOnXBWIlq1DfVC3c817neo6Yqhp/yl88SJJGl5bRIQBbVvZpOJ4sp5K1
nwZfiZgvEU5H2xVVi/KnzbDABI9tO4T7Jv3ROQcssYAsPs/FWvXkBiro/wApvN0l/JPd3kM0c00U
txCL6QMAoYMisLJRueMnxLUtt0AxVcv5V+bor6S6tnt4mQsbOaG/eN/h4JEz0sDxYxrVyrGre3RV
Gy+T/wAyZ5Gb9OtBIkccaxRatMVqGVeTcrGvJuD7mtTUU3qqqsfKf5kPbSK2phWPIRSJq9wK7rwB
P1L4SeAqRWnI9e6qn/hD8z5dO+rrqyrIkqlJxqty78FDpIpZbSPf4hsQd13xVq88sfmNW2jt9YQ1
25Pq88fNwGVgFFk7NSi7cvmfFVM/L3lXzcbiSXWdbkjtAm62WoS3B9VOFSWmgjCqaMSo/UaBVNE8
ghIJIl8xa5WUANKb0s42APEshC1A7D8cVTLRPLZ0qVpP0rqF+GTgY76cTLXlXmPhWjdttqdsVVtC
/urz/mMuP+ThyzJ09wa8XX3l2u/3Vn/zGW//ACcGOPr7iuXp7w8X85ajZWuvXhDFJ7a+mlAjW2JL
B3Zq89atjuHWvJFP+Stdq2xJQdJa0kmb4hGiQW/M2agyiIhnYxa8ahTGhkA41Hw1oxIVVJdUtLGx
tRf3cEEYrczurWdWqUi4q8+t/CrNuKbU71HxKqFtcaVJplpbpqkHqQyRRWZuHt5HWMBw60/T7/EX
+Pn8RAIG9SAqry39ozfvrhSDGhms5fqqSF0UI4o+ukkq0fToKU5kblVfBd6ZBewi8uEiaVqBma2Q
oyzI3wltdc/CVMbCjfHyoabFVR07UtMt0DhH/wBJUtHK31WMekSVINdfdiaCRKgfaOwFMVXfVEvn
c3d+mnT3a+j68sVoFJmRTI/FtdlPEo+4AG1KD7OKtXcmntc+uJRLDEkkSQqIZEf1JXPEMmuR8ggk
DMzqfhjZqioAVVIbiwSO8gtriJHliD27E2/BpK8FDCPXQzH0pKbUpWtagVVVdPuLZb8Q/WFMUk0M
oRI4EHKCRWDs5134uEbOWogNPipQUKqDnGlNCkwnEc6Ly9FpbfgSGZXqn6dj+PiP5qUPX4qBVGXM
trdxWyeqI7i19RWnlNu9vxEax8Dx1tpKv9WpGSTSu4HxHFUZ5X0rSdR19bO5t7vV4UhVGgs3SIxM
s4b12aPWbkiPlI3IGI8vH4cVewnTLPTDodlZqyW8d7KUV3aQj1La5dvicsx+Jj1OWQ5S936Q1ZOc
ff8AoKTebdKv9U0XzDaWFst3eNf27Qwutu4qsFqS1LoNF8IqakV8N8Z8o+79JXHzl7/0B5/L+Wvn
GW6M0WkpBczKITPKmmSQpESqyAxoq/aj5AEA0/Bq21Ub8ufNn6PIGhoLqaWV5isek8igT9yGrRPF
eneh+HfFVe38j+a7S3R18txz3HCNE+DSkaCUb+vFQqh4tU8Wr1+5VST8uPNhihil0hRzYxykR6Sy
xxiT4XoVXl8HYCvvtiqHn/LTzYU5y6FHL6a8Ugt00qPlxev95RHQHkzfCd+lFxVWf8uvNclpNCdB
RVYBoYjHpDiMgs4C7LRh6xXkS3T/ACq4qoSeQPPCESny+HFurmKOFNGMrEyGSiu6xqvxGv2fH5FV
Vl/LLX5hDXy3GiwPILdDHox9JZEBJDFGLVbamwFD9qtcVWn8t/MnqwIPLVYbdSikJog2E0ki8aq1
DR9qinelSaKq0X5c+a7e5jpoi3loIDG8cy6UpAEg4QooU0QCJXqGHX7NRiqmfy380mzS2TQY0Kly
ZDHo9eXpAlh8LL+9b92fh+H3G+KonTfyy1+SWCxvtIjis5BIJb9otMZoZXCkTCFFIavp8G+L7J6V
xVn9l5T8y2UaW9r5laCwhRYrazjsbRUiRKBQnwk7KKb4qmuj6ZrtpcSvqOtNqULLSOFreGHga1ry
jAJ22xVU0L+6vP8AmMuP+ThyzJ09wa8XX3l2u/3Vn/zGW/8AycGOPr7iuXp7w851i38tN5gv/Vi8
1NOHuXaW3s5pbX1Fk9QrDIIZF5Epxi36Gi7HK2xLWtvKZtnQ6b5v4NGIip0xg4AYSllY24Ib4OJI
PRuI9lV1xYeU3dZHsfN8qsjqhWwkCojkMoU+gvHjX4OP2fvxVG6H5Y8sa/evbxJ5l0+Up6hub60W
0Tao9JZJbcBm/eE0FagdaYqnn/KnvLcl3HdDUr9pIWJVfUtytRsysPR+IE15Bq9TiqJm/Kzy7Pef
WXv71mPJDF6sRQsWZzt6dQ1XY7HFVtv+U+hW4Ah1PUFSLbh6kBUfE8m4MPUNNyBO9d/Gqq24/Kby
9NFDbvqV+ot6FD6sJepCojFmiZq/uxT5fRiqpF+VGgwVpqF+FaUylfUhVeT8gFosSin7w0H0dMVW
f8qn0M/EmrakplYurLPEficDlxrER8XGpxVa/wCUeieusq6tqcTGoZVlgCvUdwYf5ajam1cVXXf5
T+XZyUbUL2KaXkVZJIA1AajiDCR8GwG2wAxVWH5YaIZIpZdRvp445xP6UskLRO1T8Dr6VGVuRBU9
cVZVbafpttITbW0MEnHiTGio3AsWp8IG3Kp+eKofVf8Ae7Rv+Yx/+oO4yyHKXu/SGrJzj7/0Fivn
e7ktfL3mKaF5o7kahbJam3aRZDLJBaoqj0pIXNeXQMMZ8o+79JXHzl7/ANAec3Go68kF7MH1OVXj
V4GN1qYoI+Ulai9ooqgNeXiDUMK1tqhdJrkF5aW313UX5BpZ52vNbYrR2CLyN7yDMwKop2of8qmK
uFzrEbTSXx1XmViBcXWsrBLIi8I6UvuKyNIIt+vh8X2VVJ5b/wBSSe4vLv4yljxkuNSADRoj8pna
9bhVSGZzU7NXqcVRL22qQgz872CONuV8ZX1OnJA7Ax8r74Qqpvt9o9DUYqi2m1yW2ENo+oLCYFcU
k1WtYqyFPgu9/wB03GtKsQPoVS+abXJITwutUaWNojHxvNWI5emnNlC33MpxLkcP2SD0xVE/XvMM
ssrXEeqehQRSBpdXkX0YmUFkV7ynqlVX4wteRNa91Vfy/omr61G9suofUbaGNSZLq51e1kkSQksE
b63yfiZPtVWnwjxoqn175F8yfUPqDa7aJbTAFFfUtWVjEy1JVvrXL+8QMpB8fHFUE35b6oiG3k16
0ikkkX0iNU1dS0Mf2jxF2r8qFa0b9eKoqHyZqzytepr9h9cYSR3PpalqZjWVjKDwBuWCnjIvRQVO
4xVbL5J8xC0WWPzRAjxMSZBq2qrGoURqzEm5erGjl+lSfEk4qzfyhZa5Zf6JPqNrfW8TytclJrm5
n5Nx9P47iWZlH2qrXbanU4qm+hf3V5/zGXH/ACcOWZOnuDXi6+8u13+6s/8AmMt/+Tgxx9fcVy9P
eHkfmax/LL/Eep3WqeZtOtroS3AvI59Nt39MMzKyPK6GpXiVLct/nvlbYlc1h+V0lnbQWnnHSYI7
aSgI0i2cM80oeRuPEKC6BI6qAvw1IJrirK/L/wCWXlzVbM6pour2l3ZXXKNJ49MsuLBJlZ1YiNS3
xRFTXx+WKouP8k7NAAL63oCNxplkGoKUUELsKAj5da4qqf8AKltMEZRJ7ReLB4P9xlpSM8WUsBT7
XxAg+I6GpxVofkrpoljkN1bsylSwOm2VGYAcifgrVm5N9NO2KoZfyKs2vRdXV/bTkpDFMh0u0Aki
h2CtXlQlagsnHt4AYqrS/krbtcxTJf23HjGl0r6XZsZUjVAEDALxX90vY+1MVU2/IvTXQhry29Qr
/fDS7HmXoF5klD2GKrrf8kLKJHU31ueUkc3NdLskcTRPVZKqtOXAsvTatRTFWh+R9oeAkv7aVAQ0
iNpVlxJU7AUX4RxqPxriqZaP+UWiW5lXWRa6xE8XoRB7G3tniQHZUeAIeIG3j74qmUn5Vfl5JcQ3
D6FbGW3ZniNG48nrUsteLfaP2gcVTPSfJ3lXSLr63pelW1lc8TGJYY1RuDEErUdthtiqvqv+92jf
8xj/APUHcZZDlL3fpDVk5x9/6CxPz3II/LfmViKj6/bqRVRs8FqpFWtr8CvKlfRPzHXGfKPu/SVx
85e/9AeZRR2890J3P1m+FvKksrNGnKocgLLFoiU2jB708G3rW2rIbyytAxaQ3McnqtOQYjHIZOS8
D6eglX+EJSh3PagxVkOg/ltroltdRh02Fre4aG65vdWFApPMUhbRYmpxP2WKkV7FRRVb/wAqq8x2
9zbXEGiwy3MIKxXP13S1eMq3qqQw0UNu0aivvypy3xVHXP5febmtpJJtNjvZuaMkH1rTQGJH7xiW
0pftbBt+RUfar1Vcfy684PJ6k9lFctQmN5LywWWJiR0kTSF/Z5ClKU61xVbF+XPm1HhH6Ng9NwjX
BN1prGMryi4IP0MAyiLiwqPbrviqlcflv5w9Ge3GnJLbu5W3jS60lFROAA5BtGI4hkqNielRtXFW
4Pyw8zpqDOumWsNvI6PdMJ9OLyqoWkZ46StVVy7Hlua9QaYq1Y/l555a1tvrmnQNcxwIhkludNlM
bRfGqxKdKZVHPYb0Wp2YbBVD3P5YeeLm6SOWzgaxiNWJuNM9Vm4j4o2Gkin2VFGFRTY7LiqNm/K7
zKCj2tvDA8VuOBRtJQtMWKyI9NII/eREhmXiN6cKYqqx/l75oklhgm06I28bqsssk+mkETQgXLxx
DS3+FWdlUMwLcRWgoAq9B8t+UNO0F7iSCQ3E9yatPLDaRSBa1KA2sFvVS3xUau+KorQv7q8/5jLj
/k4csydPcGvF195drv8AdWf/ADGW/wDycGOPr7iuXp7w8x/Mk3w1dkEtxJbzrHA9qs2oCMrJduXP
pQ3gj5cUHE+ny8B0XK2xjFxN5gaJbf67qLIwSRiLzVyxISsyPJFf7cZAy8D8t6Yqsnk1G4kTTI57
hxEjFoZb2/jKrRBwTnqFOAiTmQdjxYdcVZJ5futD/R9vBqB8x3WpOvCWaK9vXR3l5R8UWW6duQFK
7bMKjdfhVZZofljRdWtRxj8w6fFCG+C8vb23Mnr1LK6et+841/aG1dsVTzS/Jek6bqEV9BPfSTRC
QKtze3NxH++3c+nM7rUnfkBXrvuaqp9irsVdirsVdirsVdirsVS7Vf8Ae7Rv+Yx/+oO4yyHKXu/S
GrJzj7/0FIPMWsXGkafrl5bStFMNRt0VkSCRjztrYcQtxNbR79KmQZDPGRjHhNGvf1LfpJ445JGc
eON8rr+EdaLDl/MvWW5Kmqs0pVZGjEejfulXf42/SXH956qjatOPuK4fhZv5/wDsXZ/mtJ/qJ6/5
Q+X9Hpv82oPzWvzdWvq38kcA2nLxaPwehqW5LqXNFUMAQV5bVyQxZbHr/wBi1y1GlMZAYiCeR4+X
w4d0JH+ZHnm4j5Qapang8odobTT51CwAVZ/9y0YHNm+Ecq8QWPHpmS65yfml5qngQJqlukryDdbf
TeaoTIvApJqqLz+AMxDFR2LVPFVEt+Z3mdRAGvFSWczc43tdMVohGyAD/jsMlQ3KOhbc1O3GjKqN
p+Z3mqYQyNqaFPW9KcRWulspZArlVkbVl2ZTwI4luRr9niSqiF/MnzCxipq0ZVCEkjW30wyyFPTR
uupqgMjMxXjyoNuvw4qhF/M3zOLeS6n1xFgjkKOUstMoRGi8ytdWam5I6t8VP9XFV2n/AJoearl/
Rk1SFZ1dAEW10wPICQrfu/0wxUruxAYmgP7Xw4qnsusfmwIHVILoMKKJTplmXFHSshVdTZWovLYb
sTtx4/Eq1Jrv5qNxkjsr70lBleP9HWKzMA6hYk5akU5MrGpYr07dAqpyax+bzwM0UN2knMoEfSrF
TVdy1RqsvwMGomx3XfbFXR61+bYE4e1v3YMvpuNN04L8NQeIOqVbmT0PHj/MafEq9E0W31iC3l/S
l4t7NJKzwlYFt/TiIASJgryhmWh5ODuTsANsVWaF/dXn/MZcf8nDlmTp7g14uvvLtd/urP8A5jLf
/k4McfX3FcvT3hgPmM+RdQ8y3ME+sajbarFFIjRQaVFMF9KV5iUkl0645tyUhF5ty2KgsQcrbEl0
mx/LC+aESeYbyS5eH0UuLjS7ezjUsefqK02nIqUZSQGbiK0PbFWWx/k7oaCdRqFzxuAysv1bSgFD
IUPHjYj9kn78VdZflDp1qxP6XumKS+rbSLbaZHLGeO37xLNSWWT41YUNQvWhqqmw8m6mFRF82ayF
jUKDWyLGnL7TNatX7QPjtvUVGKrofJ+pJGyN5s1mUsCvNzYBgNunG0UVFDvTufaircnlDU2dnXzX
rEZJBAU2BAFDVQGtGFDUbnfbYjeqqyXydq0rycvNmrpESGiSL6mpU8uZqxtmLb7U6cdqYqvl8oal
IVP+KdXTiCPhNkCahQP+PWnVK9K1J3ptiqy38m6lE7M3m3WpgXMiLIbCik12HG0UlRy2DV/AYqqW
3lHUbe6iuB5n1afhKsjwTtaNE6hwzRsFt0biQOPwsDirI8VdirsVS7Vf97tG/wCYx/8AqDuMshyl
7v0hqyc4+/8AQUo1O6ubeDW2toI7mWTUIIvRljeZCJLa2Q1SOrHrlOrnKMImIs/tPc5fZ+LHPLIZ
DUfeB/CO/ZiM3mbXrdY4o/KsKQsg+BNMu5DtTkoREXoQNvb2zVnV5/5n2Selx9j6M3+9F/8ADMY/
SirfzFq8RuXvvLkAjESySiLTrxWMkiIy1Zoyr8eZVh49+pyQ1WbrH7JNOTsrS0ODJ16zx8gT57XW
33KbeZPMXqlR5bhS2DhRG2mXpd1lDNIVAj47qvxVPUgHB+bz/wA3/YybP5J0df3nqo/5THX39/2L
7zzD5oSSMp5ftpfrC8omOn3hZVMjIyyAKSG9vevRsZarOP4fskxx9l6I3eSq/p4+7p5f2cwm8Nj5
mvYIrldN0IXhQSencwzJLGHZhVlKl15LyHzrmRGWoIv0/a4E8ehhMxJykDu4CqXGjeY3h4PYeXSF
OySRSlQ4ClP2fbw8Ml/hH9D7Wsfkb38X/Yq31DzMkwU22gqPVTgOEof0hStBT7ey8e2H9/8A0PtR
/gVf5W6/o8+nwUX0jziZFY2Xl4yhOAJin5cQ6sQNq05b08aZH/CP6H2s/wDW/wD27/YKkmk+cTLL
KtloBkMhMLNHPy4E0Bdqfa4gVphP5j+h9qB+Q2vxuW/0c/LyTDn57MppDpgiDPQGS45Fanh0QgbU
rhvP/Q+1hWirnlvbpH49Vsr+f6p6UWlAcf3gaS5PxVPQhOlKYnx/6H2piNFvZy/KP62+fn70h+60
r1ankfUueJG1KDhXffH9/wD0PtWtFfPLXuj+tuZvPfqVhj0sR8jRXe4J49twg379P64nx+nB9qIj
R1uct+6P60TpTeajc01aOxW34N8Vo0rP6lV47SKoC05V+jJ4/Fv18NeVtWoGm4f3RnxX/FXLfu+C
/Qv7q8/5jLj/AJOHMvJ09wddi6+8u13+6s/+Yy3/AOTgxx9fcVy9PeHlfmPTvJ9xrt7E3nnTLOaS
7la50+cczG4MyPGwF1DxYfWJBVh1P0ZW2N6N/wAqZ0+2mn1rzRol6HkQwzwzGyCggfCwW5kDl2Xk
TtU1riqbfpT8gLJ7YNq2lxvJE0UEcl8TzjVTAyFGkPIUi40YfjirUn/KgJB9XfUNO6j4TfOG2qNj
6oNNz7Yqr2sP5GXE9La+sJpYVS34pfO3HcBVp6pHKrL79D4YqpWMP5DGHlaX1g8LI1WF9K4MdBEx
qZT8Pxha4qiNI0v8ltR1hE0y6trnUxyiiijv52YdJHWNPVpX4eR4jtXFWQD8tvJQg9BdO4w7/As9
woPIoTWknjEp+jFVL/lVnkPny/RhqWDMPrFzQkb7j1KH6cVdD+VfkOB1eHTDGyHkhW4uRQ0pUUk2
xVU/5Vp5K4Mn6PPBzGzL69xQmJQiH+86qopXFVx/LjyUZUlOmrzRxIp9WanIAAVHOh2HQ4qtP5Z+
SCjodO+F3SRh69x9qMMFP95ttI334qm2jeXdG0VHTTbf0FkCq45u9QhYr9tm6FzirtV/3u0b/mMf
/qDuMshyl7v0hqyc4+/9BYx5yvNHs9A8xz6xYW+p2Av7dZbK7dI4n5wWqD4nDCqlqgU3xnyj7v0l
cfOXv/QGCWvmr8u5hbQxeTtLrdXQV41u7M0JaOMTbCr149uyivw7ittW6d5i/La9igjHkzS4oEaM
WytdWpULdMIRIiqrbEtxagqKb9MVWNrf5ayyRWr+StGL3IIWI3lmFLkfCg+GhqQFqvQ4q6bzT+XU
ItRB5K0mWGL1KH63aFYRNbotwFVFk3KL6ZXblx26jFVZNc/LSG1juZvJ+kW5uTzu2+vWHCJaF43k
eq1rE/L4QaVp74q3aeY/y3Z5bS38paR692yRNareWjtKxV1ZWVFc/AJaUp0bFUNDr35ayKzr5K0d
IY1Us5v7Fab8YwR7u3EV74qmeied/JeiTtdeX/LunwllWCS5ttRthVnmCLGWP2tmVz4VGKsl0j82
ZdZ9OHS9Iju9QkVpFsU1C29T01UHkQaU+Lku4pt1IIxVOG8yed1iRv8ACEjyPIFMa39p8KcWJdix
XuoFFqfi+eKqlv5g85uoM3lR4iQDT69bNQnYhqeHtXb7sVU28x+eqqF8oMQVJJOoWwo1SOPQ+xri
rZ8xedw0wHlJiIy4jYahbUk4kcStenIGvxUpirJrd5XgjeWP0ZWVWkiqG4MRUryGxodq4qgNC/ur
z/mMuP8Ak4csydPcGvF195drv91Z/wDMZb/8nBjj6+4rl6e8PMPzCttd/Tl5+j7C74yW49K6tk1J
ucnry81f6tbyKvwHYhq9O2VtiRW0PmeMH/QtQWFuLQq9rrLMDX1FG1vyUFoipJAop+IDlQqs08me
TdSuViu7+W5h0wxubSGWe8S8VzKD++iuUTjsrV/mrXocVT9vy40pnd2v9RLyGrn6xSvQ9AoA3qdh
3OKrm/L3T/h9PU9TiKqErHc8agNzB+zTlyAPIb4qyAaXpgNRaQg0pURp0qD4e2Kro7CxjcSR20SS
KSQ6ooIJ67gYqr4q7FXYq7FXYq7FXYql2q/73aN/zGP/ANQdxlkOUvd+kNWTnH3/AKCkHmPXLzRN
M1/ULNo0njv4Aplj9VaNbWwaqerb128H+/GfKPu/SVx85e/9AYld/mh5sjBeE2wVIzM6SWisxUID
RVjvwzMzA8QPELWuVtrj+aPmpbmLm1sYJ4+UfCzXYMWVGblqHL7S9tqA98Vbj/M3zd61y81pBJDa
LyhK2f7+X1AOCqpvvgJ5cvdATttiqkPzU8zrcskZhlUKCUGn8B6rry4gtqCknnVfnUbkVxVen5p+
ZRKDc/V47aFY2kuDZLwFYfUkq51D4X+0F+GgOxqPixVq5/NbzRBxEvo20hLqBPYjjVaGrkagAvwy
IQOW9H+hVZH+ZfnX6jdCb6mdQX0/Rge04NQy8S2958TKg58eIHI0r4Kqn/KzPOf1f1ka2eJ5F9KR
rJd1ejBajUQu1GVm6VqRtviqo/5o+bGjCR2oVolX63MbKoVtg3E/XlVjyrUV2+HY8sVZLJ5h1tYp
HPmPy6OCKTUOq8wBy5MbluKkq3YkfRirQ13zEJEeXzL5cWABWdVjkBILkfba7IoQCBt9oYq0uu+Z
FLLN5l8uLwAq3CStCm7EfWl40l6dfh98VWx695mFGn8zeWlBZeSoklAjMKUZrv7TCtO3TbFUz0fU
9Zk1VLe71rSLtCWraWqMtx8KUIWs7/ZcVPw9MVTTQv7q8/5jLj/k4csydPcGvF195drv91Z/8xlv
/wAnBjj6+4rl6e8PLvNXnXzBZ313FZeZGiYy36wwP+jI1je3d44og80ZYry4j4lr7nc5W2JLbfmB
5yN1A48zm5R3g/0T1dGRmR3VSKCDmC29dxQnsOirJPqP52GIRSXl/JQCsyvosZbenRYNj329/lir
U1l+egEhjv7ol2LRj/cP8C1NEIMHh3qcVZPpurfmLZ2EVteaA2qXUSUe/a8tIDM9WqWjjUKm1KUG
/cDFUWnmHzu0LOfKZVxTjEdQt6mq8juAV2Pw9ete1CVU80m61C6sxLf2J0+5LMptjIk1FViFbnH8
PxDfFUZirsVdirsVdirsVdiqXar/AL3aN/zGP/1B3GWQ5S936Q1ZOcff+gsd80robaL5kXW5pbfT
zeRGSaCEXMistrbMpWJorlWPIftRkYz5R936SuPnL3/oCS2PkvyfrGoyWttquoTSW/71opLO0SIB
QYaAy2KqTRuxrQDtWtbay/T/ACL5VtLGC1bTbW7MCkfWLi3t2lcnlydysaLybm1SAOp8cVRbeVvL
DemG0iyPpcfSrbxHjwFF4/DtxGwxVTHk/wApAkjRLCp3P+iw9/8AY++Ku/wd5Row/Qen0ahYfVYd
+P2a/D27Yq6Xyf5SlYtLolhIxJJLWsJJJ6ndcVVJPLHlqSMRSaTZPGDUI1vEVqO9CuKtDyp5WAYD
R7EB1COBbQ0KjlRT8PT4229z44qvk8teXJElSTSrN0nr6ytbxEPyILcgV+KpAJriqk/lDym9A+iW
DAKIxW1hNEHRd16DwxVzeUfKjABtFsCAvAA20Oy7/D9np8RxVw8o+UwCo0Ww4sOLD6rDQgkNQ/D0
qoOKtf4O8o/F/uE0/wCMFX/0WHdSQxB+HcFgDiqtB5b8uwXSXkGlWcV3EzPHcJBEsis4IZlcLyBY
MQfnirWhf3V5/wAxlx/ycOWZOnuDXi6+8u13+6s/+Yy3/wCTgxx9fcVy9PeHlXmXUbmy1S6dHvY4
Yp9QuKwyXyIWjd6KywanAGDO1F+ChJFAp2WtsSzRvMV/9bjvXnuFkt0QB5Z9UdCyU9NZYxqs6PxL
KzK6nmOW9WxVkMP5kedbqNVtYopr16kWVvYes4ROLFzx1Aqyty4gh+zVptVVMj5v/MRg9yulSpCj
bWbaXIZnTmTUML3hvGKbkUbqKYqidA1X81NYkuTPBZ6RDAQbdrqynDThuYHw/WSVpwBYddx0xVOU
t/zI9FFe+0gyKy8pBa3PxqCeW3r/AAk7Dv38fhVT+yW9W0hF88cl4EAnkgVo42em5RGaRlHsWPzx
VWxV2KuxV2KuxV2KuxVLtV/3u0b/AJjH/wCoO4yyHKXu/SGrJzj7/wBBSbWtP0a/07zDBrFqLywF
7C727SCEFltrYofULxcaNQ/a+/pkNRPhgD5fpLdpMJyZDEdT5n+Ed1l51aW35VPD6S+VoCyS+pax
tqdvI7ySs1W5G5JqzD33PtXNWO0Qen+yD0c/Zyca9W3X93k2/wBius4fyrexSH/DNpDpgiaCSUar
auFgb4HBMdyxZQZVrvtyrmVHLkJ3hQ94dbl0mnjEmOaMj3cM9/nFDWdt+UqwXzDypBHMsfC5Vdas
ZQy7SMOSXzuvwR8qlV2U1oMyXWtQyfkfEnKPy7b2oWQJdOdW06L0hHIE5MV1DlyQqDTrWlK4qyTy
1+YPk7QtLNnpOimztuRuHiTUtJlSshKlhK9+QxJiboe29MVR835z6VAtZLAGqq6BNU0UmkgRlBre
r8RD9qjwJGKsmPn7yKqBpPMWmICSPivbcfEtOQ+3Sorvircnn3yNFT1PMWmJXj1vIBsy81P2+67j
FW189eSWDFfMGnMFJDEXcBAK7NUh+1d8Vabz75HV0Q+YdN5yI0kai7gPJEryYUboODfcfA4q0fP/
AJFCxMfMOmhZjxiJu4BVqA0+17j7x44q5fP3kZi4XzDppMRAk/0uD4a0A5fFsCSAD47YqrWHnLyl
qFxBb6frVjeT3Vfq8VvcRSs4VeZKhGbbjvXFU4xVLdC/urz/AJjLj/k4csydPcGvF195drv91Z/8
xlv/AMnBjj6+4rl6e8PNfM1j+X36W1BdQ1bVY3kuWkurSLT45oefOrIGNhK3HlvXnv1BPXK2xCrp
H5XXBWGLWNSQmEeoBpka+oIi0rSvz06jPQ8W9lpSoxVU01Py80u+Fxaa9rKXVvyR3j0tvUYv6lXd
003kR8R+IGnTx3VTRtS0DjbQyec/MRNyYpYZ/qzKWFKULLYrGEf1RyqBuOoocVcNR8tRxThPN/mI
iSJZCxilJjRm4ijSWdFYk9/ixVDS6v5btxIjecvNKuIiW5WcpaikciOen8eW4HjuO5xVETajoEWl
i7bzh5iCT+oFkEVZQZFYCkf1M0K8Tw+HqO9DiqCuJvLcpNfPvmuFrdneXjC0fP0w3JaNp9CBwP2K
b/RirKdA86+VrOxSxGrajqjxCST65eWd00roZN/jjtokYJypsNl3PjiqrD+a3kiWQotzdAjlXnp9
/GAV3K/HAu/tiqrB+ZnlC44+jPcmocktY3sYAiXk/IvCtKDff9WKtxfmX5RllESTXXqMyooNjerV
noRQtCAdjWo69sVW/wDKzvJpXktzcMDGsoIsb2hV6cfi9HjXfpWo3r0OKprpnmjRNTvJLKznZ7qJ
WeSJ4Zoiqo/Ak+oidT9n+YfEKjfFVTVf97tG/wCYx/8AqDuMshyl7v0hqyc4+/8AQWN+bNTutO0P
zHcWo5TtfQRIKXH+7Le1Xb6qrzV324jrkc0eKIHl+ktmnyGEzIVtLqL6B5e+oa5Crh2vBPcQ1MCL
rMkiBRU8XSJgG+NfiHcN14k5hY9HGJuyfeXaajtXJlhwGMI/1YgH5oXT9T1qO3luTLqwlimV1s3/
AEkLShBlIDNE7OqiBifUFeTIP5RmW6xTS71mK2CWx1CFTI0sr8NYCqVEoC1+rszEyV5DblXblX4l
UdJdX6tBEJb7jMCxJTWGZmBCS1/cqK8bfmFJPIEsAQQcVQkd3qL/AFqUy355ymF4rYa03xGrxOvG
IhVPp0c/s8qEiuyqJuNQvtPaT4ryUM31kB4dZbirhJE9ThA3JgtVKHp/stlVMHWY9PlM0+oNJcwR
+l+61kqCJjGVStseMpMa1CjlxLHpviq65inke4nka8hvnQC3uI01N2jXkYzGJWtZDyJWqqG712HV
Vc9zqrRXBgn1F1ijRgCusGZ6nnUgRPxcsT8P7Sry23GKrjc3pkuXMl6jCIzK8Q1vivIxkRovoUNQ
TzVSCPiHjiqCibV0ggW4l1CR5C80K3EWs1UrKx/3VbmMMvGoBBIXiTXkaqqqHWltHVmvZoEMkMRh
GuCVyEJja4CwbVZ+PIlum1TsVVSb9OW8yQ2jXCLFCsFtwGqERSrGI3MaxQ8o/gqVP2qjjsTTFXqX
lfy35mj1GDUr/VWuLVy83CG9uponDoojAjlATiKtUfI7HFWS6F/dXn/MZcf8nDlmTp7g14uvvLtd
/urP/mMt/wDk4McfX3FcvT3h5Preq/ltF5r1ODVPLtpzL3P1u8bV7BJJGq6mtq91FKPVZiv2dq79
DlbYlqX35dRGK0uvI9pZWlw7w3Bl1vSlCQxuQzuhvAW4upoBWhB6YqrW7/lr+modN/wfaQlmjtrm
f9NaeTBRwhWSNLtpWZOIqqgkmg74qyxNG/ISNplF1pPKZFllZtQBJQhSrBmm+y3EdDQ4qp2Oh/8A
OP8AFHI9neaRwn9MPImpBqiEMiUb1z9kMw2OKoixsPyN066ttWs7zTLaeKVZLe4W/Kj1JCQCR6vF
uRVuo3ox8cVZPH+YPkOSX0Y/MelvNSvpLeW5eniF51IxVo/mH5CDEN5i01eJ4ktdwqK79ywHbFU5
sb+x1C1S7sbiO7tZa+ncQuskbcSVPFlJBoQRiqvirsVdirsVdiqXar/vdo3/ADGP/wBQdxlkOUvd
+kNWTnH3/oLHfNGiWus6N5isrq+/RsP12GRrz0op+HC2tjX05lkQ+G65HNMRiCeVfpLZp8UpzMYi
yT+gPMx5D/LEQ0Ov28kShViP6Gtm4xAFTGQICpU8lI22IHbbMH8/h/nfYXb/AMhau64Ptj+tVuvy
8/Lz0eUHmeGzjkiYORpdnv8AFGWf44K8uUqVDV6nYb0vxZoZPpNuFqdJkwGsg4bZNZS/kSbGMXI0
u+liZRcXL2lC9wEYmV04EK7LKzE+DE9MtcZHGx/Iq3mjb6hpKyW4Kw0tlbisf7lgtEIooHE06L12
xVCm2/5x+09kkXT9LgaV2KCKzNXcBeR4pHvVZFPTcb9sVVIbT/nH+4UwpZaM6OGHptbrxIjB5LRl
pQBKcfamKub/AJUKlvLG1rpnpR0idPqxY0DMeKjgSwDciadK/wCVuqqC2/IeCFI1s9IWG3liRUW3
UrHJV2iqAtFpRiK9KYq16H5D2rc/qGlQySyiYn6oFkaYx1DH93y5GOau/ZsVTHQfJH5Rapp/qaRo
WmzWSMVotsFXkyqxqrKvUMGrT3xVMv8AlWP5ecOH+HdP482k/wB50+26hGbp1KqBXFVh/Kv8tjNL
N/hnTfUn4iZhbRjkFZXANB2ZFb5gHsMVXQflh+XUDiSDy3p0MgcSh47aNGDg8g1VANajFWQWGn2O
nWcVlYW8dpZwLxht4UEcaL1oqqABiqE0L+6vP+Yy4/5OHLMnT3BrxdfeXa7/AHVn/wAxlv8A8nBj
j6+4rl6e8Kz6Loz3pv3sLdr4rwN0YkMpQmvHnTlSvauVtio2naewo1tEwoRQop2Jqe3fFWPavr1l
pd9NCPLV9eGL03W4s7MSo5f4mKsKbrTf3zFyakxkRwyPuDtNL2YM0RLxcULvaUqI/tUrvX9MkjMc
3la/uE9RYGRrAMvpgAht+qgAfTtkTq/6E/kyj2Vf+Vxcr+v7FJfNGlM6N/hPVAVPpqx04VUMd+/2
fhGP5z+hP/Ssj2P/ALdh/wBOiZPMlnHbiZPLOoupWN1jWyAeskZlpwJFCn2W/wAo0wnVV/BP5MI9
l3Lh8XEOf8W2xrn58x5boaPzjZHjJ/hPVlYRhj/uP+IFSQEG46cf1ZH85/Qn8m09jUf77Bz/AJ/2
/jzVl8zaeyxv/hjUgCHIBsAGUxRCUClduVeC+LbZIav+hP5NZ7JrbxcPT+PvNfZzPlu6Lz1EiCOH
y1rUaoVAjFiUHxAH4fiptXfB+c/oT+TP+Rv9uwf6dWn89GOD1E8v6zIx50jFmwNUqN9/2qfDidZt
9E/kiHZFmjlwjl/H3/q6qafmAGLA+XdcWhYAmxbcKFNftd+W3yOP5z+hP5Mj2NX+Wwf6f3/qVLXz
0J5Y420DWYfUbjzksnCLWlCxrtsd/DfGOrv+CfyYZOyOEE+LhNd0wyCwuxeWUF2IpYBPGsghnQxy
pyFeMiHdWHcZlQlYB5OszY+CZjYNGrBsH3HqFfJNaXar/vdo3/MY/wD1B3GWQ5S936Q1ZOcff+gp
B5lu7y00fzHLaIZJfrsKFQrv8L29srbRzWr9D2kGQzgGA4uVe7qW3SmQyExFy4u6/wCEdHldxq09
kVc2tVf94VK3zuWD0KIo1Y8eoJ3O5NQM13g6bvH+mP63ffnNfL+H/pVH/iGnvpFnQIVVlozNMlwQ
hKlJU21leR5F3PKlBt83wtN3j/TftZDVdokfQd6/yUfh/ArWU9/c6hY3DLFbyyrE63aS38cQlX4K
8o9Zr6KLDGJE4NuD1rvkwy4ogASFe91mXS6mUyZQlxdfSevw2ZPZeQNfu44XsNa06eGiR3hhudZk
RAqH4YhHqSr3UDl7sdzlsZxlyNuNlwzxmpgxPmKRNz+VfmKVFC6lboyUCfv9d4gBifiUaooenLbl
tkmtVT8rdaWq/X7YRlCSFl1nkZiW+Ji2pNUcTX+bl8VcVal/Ljzg5a5Gp2ZuyFKp6msJHzMgaQuy
6hyYcS/Fafap0Faqqcn5Ua56ckcepQqrSKVX1tZCrGCxKhV1FQGBK0I8PiqaEKtr+WPmuKL04NVt
Uj9Nowvq60ahkCbltSb9X34qoR/ld5va6lkudSs2iYFF9O519WK+nQEqdTKKSx+LiPs7V8FUbD+W
vmKKNit9aGZVURVk1oqCnEpy5akxIDRg/wCZxVC/8qu82S1Fxqdovpllikgm1xGZCpIEldSap5t4
npUeyqo35WeYEg9G21O3iUkuR6usn42Uhjy/SPP7RJ+1v3xVNPK/kXX9F1dL031s8LmQXSK2qOWR
iGUIlzfXEKkGu5Q0GwpirKNC/urz/mMuP+ThyzJ09wa8XX3l2u/3Vn/zGW//ACcGOPr7iuXp7wmW
VtjsVdiqE1fSrPVtOn068Dm2uAFlEbtGxAIanJCD238emQyYxOJieRb9NqJ4cgyQ+qPlf3pNF+X3
luKVpUW4DNHJER9ZnoFlRo2oOdB8MhoR0zGGhxg9fm58u2tQRR4eYP0x6EHu8km1Tyz+WWmXCWup
3gtZTGZVtpr2RA0WwJMZfiV+Cm48coyabTwNSNfFztPr+0MsTLHHiF1YgOfvrnuth0r8rreYXEep
FDbn0gBfzhVLmRQtBIOvF9vb2wDHphvf2llLUdoyHCYXxb/3cenD5e75rF8u/lY1l/x0A9kIV4J9
dk9MRKFHLirgH/epDU13YY+Bp657e/8AHek63tIT+j18X8wXe/l/QO39EojT1/LjT7e4Wz1v0opo
f37/AF6RwI05jl8bMopyYVwwGniCBLn5tWb8/lkOPFZB2/djma7h7kd/yrPyo/F/9KYcQEP1uc/D
Qjrz3Brlv8n4j3/Nx/5e1I29P+kj+pG6V5I0DS75L62SY3UfLhJLNJJTmgQ/aJ7DLMWjhCXEObj6
jtbPmgYSI4T3ADrfRP8AMp1rsVdiqXar/vdo3/MY/wD1B3GWQ5S936Q1ZOcff+gsS8+z6jD5a8yt
p7vHcm+t1BjV2YgwW1VokVy1G6E8OmDIAYxB7v0llikRKRGxv9AeTpBrMhje3intp3EplkkW5mTi
KBFEj6Yn2uBDAN8II3Nd8f8AL4/5o+Qc389nquOdf1iiOWrtEDALiNY4PWkaS2kHqSOwAWRjp1Ks
zkkHfiT1AJx8DH/NHyX89n/nz/0xUjFrEd47xxXKW8lZYYzbztEivMHonLTDHx4o1Vr7gldwPy+P
+bH5Bfz+e78Sf+mLPtAbytYanHDY6x5jpAsF1KjWrx2ky81RQ/C0jjJbkOQSh47++WRhGPIU05c0
8huZMj5m2Wad+Y/l/ULiCCCG/U3MghjeWxuo05lilGZ0AXcdTtkmtlOKuxV2KuxV2KuxV2KuxV2K
pboX91ef8xlx/wAnDlmTp7g14uvvLtd/urP/AJjLf/k4McfX3FcvT3hMsrbHYq7FXYq7FUHeaNo9
7MJryxt7mZV4LJNEkjBK14gsCaVPTK5YoSNkAt+LVZcYqEpRHkSFseg6HEjJHp1siNQsqwxgGlaV
AH+UfvwDBD+aPkmWszE2Zy+Zcmg6HGax6daoeISqwxj4VoAuw6Cg2x8CH80fJJ1mY85y/wBMVP8A
wx5aqD+ibOorQ/V4qivX9nB+Xx/zY/IMvz+o/wBUn/pj+tMY40jRY41CRoAqIooABsAAMtApxSST
Z5t4UOxV2KuxVLtV/wB7tG/5jH/6g7jLIcpe79IasnOPv/QVFDqdnfag0di1zFdTrNHIkka7CCKI
ghyDXlGcJ4SBvy/WUDiBO12f0BV/SOrf9WmT/kdD/wA1YOCPey45d33O/SOrf9WmT/kdD/zVjwR7
145d33O/SOrf9WmT/kdD/wA1Y8Ee9eOXd9zv0jq3/Vpk/wCR0P8AzVjwR7145d33O/SOrf8AVpk/
5HQ/81Y8Ee9eOXd9zv0jq3/Vpk/5HQ/81Y8Ee9eOXd9zv0jq3/Vpk/5HQ/8ANWPBHvXjl3fc79I6
t/1aZP8AkdD/AM1Y8Ee9eOXd9zv0jq3/AFaZP+R0P/NWPBHvXjl3fc79I6t/1aZP+R0P/NWPBHvX
jl3fc79I6t/1aZP+R0P/ADVjwR7145d33O/SOrf9WmT/AJHQ/wDNWPBHvXjl3fc79I6t/wBWmT/k
dD/zVjwR7145d33O/SOrf9WmT/kdD/zVjwR7145d33LtEguoraY3MXoyTXE03p8gxCu5IqVqOmOQ
gnbuXGCBv3u1uC6ltoTbRetJDcQzenyCkqjgmhag6Y4yAd+5cgJG3et/SOrf9WmT/kdD/wA1Y8Ee
9eOXd9zv0jq3/Vpk/wCR0P8AzVjwR7145d33O/SOrf8AVpk/5HQ/81Y8Ee9eOXd9zv0jq3/Vpk/5
HQ/81Y8Ee9eOXd9zv0jq3/Vpk/5HQ/8ANWPBHvXjl3fc79I6t/1aZP8AkdD/AM1Y8Ee9eOXd9zv0
jq3/AFaZP+R0P/NWPBHvXjl3fc79I6t/1aZP+R0P/NWPBHvXjl3fc79I6t/1aZP+R0P/ADVjwR71
45d33O/SOrf9WmT/AJHQ/wDNWPBHvXjl3fc79I6t/wBWmT/kdD/zVjwR7145d33O/SOrf9WmT/kd
D/zVjwR7145d33O/SOrf9WmT/kdD/wA1Y8Ee9eOXd9zv0jq3/Vpk/wCR0P8AzVjwR7145d33KTnU
7y+09pLFraK1naaSR5I22MEsQACEmvKQYRwgHfn+sMTxEjaqP6C//9k=
uuid:7aa79e9b-97ae-954b-b730-8c1e96c7a85c
xmp.did:2835bef1-3e65-482f-b4f8-89acbf8532ea
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:fec20bd8-d31e-43ce-89c7-0b760107b4ea
xmp.did:fec20bd8-d31e-43ce-89c7-0b760107b4ea
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8c0038c2-8e80-41e4-8855-569a8e137495
2019-01-23T17:53:58+01:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:2835bef1-3e65-482f-b4f8-89acbf8532ea
2021-05-12T08:40:39+02:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/Users/noemidigiovannantonio/Documents/Lavori grafica/lavori Vari/H2O/LOCANDINA:VOLANTINO/2020-2021/PRETUZIANA SPORT LOGO def.png
adobe:docid:photoshop:164de21b-7b4e-11e6-b35b-95e0e8132f13
xmp.iid:3d0c5a49-12d8-d449-b19d-a22b7c00965a
EmbedByReference
/Users/noemidigiovannantonio/Documents/Lavori grafica/lavori Vari/H2O/LOCANDINA:VOLANTINO/2020-2021/logo.png
adobe:docid:photoshop:36f5b1d1-ea00-117d-8900-c34e918c29b8
xmp.iid:cf2e2f7e-489e-451c-9acb-fb6af122302d
/Users/noemidigiovannantonio/Documents/Lavori grafica/lavori Vari/H2O/LOCANDINA:VOLANTINO/2020-2021/PRETUZIANA SPORT LOGO def.png
adobe:docid:photoshop:164de21b-7b4e-11e6-b35b-95e0e8132f13
xmp.iid:3d0c5a49-12d8-d449-b19d-a22b7c00965a
/Users/noemidigiovannantonio/Documents/Lavori grafica/lavori Vari/H2O/LOCANDINA:VOLANTINO/2020-2021/logo.png
adobe:docid:photoshop:36f5b1d1-ea00-117d-8900-c34e918c29b8
xmp.iid:cf2e2f7e-489e-451c-9acb-fb6af122302d
Print
False
True
1
29.700008
41.999958
Centimeters
Cyan
Magenta
Yellow
Black
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
C=79 M=25 Y=2 K=0 1
CMYK
PROCESS
79.415578
24.664682
2.221714
0.250248
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 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/Properties<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
17 0 obj
<>stream
HW˪%ܟzfm51BE>}`=\:_q{->?>W=jl7~mG:Ƭ[:rrT??ao[=~L6m\AqGs}I?y1/S?ft͎&z|zNٚjoV*yaCeF屽=P!d&(Í'7|NHPc-Ry.ˋNbkqc.Pܠl>9Xjl{?eVb-J`?ϧG_oqݟf-?) ܞ107h+QEu\1R1? !c6:Oox^]q| ]5qkG%HII7_K\o˴֏R E67y#o(*Վ:{3N߮9Z<3&5>2#ʫR&je^6q,iB^Tn?>@UIuLZSpcH,+k
}|26d+'3-umR4t]q#WFG-"UTm~ ӓZ#lBI<ȩ:-.Z6Q2օJr4szp00Z&H̔vi(3M Fmh#:JLH8K/2j.{`=
enǹ))OQ{5p
$yT)IQ)4[VՓ D~IP)~zWN