%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
locandina-preturo-tutto-sinizzo-così-STAMPA
2023-04-22T00:05:40+02:00
2023-04-22T00:05:40+02:00
2023-04-22T00:05:40+02:00
Adobe Illustrator CS6 (Windows)
184
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC4AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A71lrs2mZVUsxCqoqzHYA
DucVQo1bSmIAvICTsAJUqT9+NraJkkjjUNIwRSVUFiAOTEKo37kmgxVdiqFi1XS5VLRXkEiiX0CV
kRgJj/uvY/b/AMnrja2isVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqYaH/AL2n/UP6xgly
adR9KX4W5Danp9tqWm3enXQJtryGS3nCmhKSqUah7bHFSHzV5M/KHydf/nb5l0V0nj0rQBFcWNss
p5FyIz8ch+MhWYnr88rEd3HjjHEXt/5rahq1l5Muzp2lLrDXBFvdWskcs6C3lBEjvFCVlZR0PE7V
5dsnLk3TOzEtG8yeY/Jn5BPqvmEzLq9nDNFYLdhhc1kmaKzEyPVgw5KeO9FHzyINBgCRHdh35Z/l
jbW3mCfyd5oeZ5LizsfNNoI3MTJL8UNzEx+ImkjhSRRvhwCPRjCG9H3vo3LG92KuxV2KuxV2KuxV
oMDSh67j5Yqpz3CRW0lxRpEjQycYlMjsFFaIq1LE9gOuKoPXdf0zQ9Mn1LUJeFvBQMF3Ysfsoq92
Ncry5YwjZcnSaSeoyDHAXIsa0/8AMqSa4s/rugX9jYagVFnfsnqRtyj9ZS3HpWL49qmm/TMOPaAv
1RIHe7XN2HwxlwZYSnDnHkedfft72ah0bowPbY+1f1ZsHQqN7e21lZT3lw/G3t0aSVutFQEnYdTt
iqiur2J0x9TkcwWUaSSySTK0dIoq8pCGFeNF5A9xvja2jaitO/hirsVTDQ/97T/qH9YwS5NOo+lL
8Lc7FXhf5XXNrf8A/OQvn+9tpQ8SQ+gCOhaOSKN6H2aIjIR5tMPrLPLj807GP81bb8vksne5mtzP
Lf8AMBEYRPME9OhJ+BRvUdclxb0z4/VTGPzdhHnHzz5W/LhWJsXdtY18ISKW0AKxoWXcczzX5lTg
luaYz3IDFbzypoX5WfnZ5NfSPXTSdbWayljmkMgV5T6SqrMNlV5Y2IORqix4RGQfROWN7sVdirsV
dirsVQ2p2SX2m3dk4UpdQyQsH5caSKVNeDI1N/2WB8CMSpeY6X+VOtRzXkMk1jC8JBtNTFjGZGrb
uixqqsq+iDLxlVl/eUNd3qICLWIOi/J3VhbGznu9NltUhvo7T/RGWSCS/EnJ1KvQ+n6rcAAFHJjx
qRR4F4EJ57/KvVzpc15YvFdS20sspjt4GS6u0mkMjPdPzf15Yq0SgG3L+biMTW4jKG3QvQezephg
1NzNCUTG/iDv8l3l7zRp2qy2WhxWUgntFslkWKFmN08ekmykF0G2X6vOBwaoXj2rvms4uOogWdvu
r7P1u71miniEspkKlx8z9N5eMcP9aPMc7+SXafH5b0u4azk0XUm1LS5C899FprESz2d6boyRSBjy
Z41MaydKEAmnw5u4CgB3PDZJAyJrqkTQaNY6VqFnb6feXE1rGUmt5NHvZluTNA0Qu+M900X1njGS
rrx/aG9fhLVsib/S9Mu0heT62kZtbtisug3DShNQkvftOtGLRtOjBWagKgqKnFJH4plXkqayuvOl
vNHa3NtLzkmaf9Ez2hq1r6f1R7mRqfVkVQ8acOoQVqvxGPNlHm9byxsTDQ/97T/qH9YwS5NOo+lL
8LckfniylvvKep2kVrPfSTRcRaWs/wBVmk+IErHMQeBp/TBLkiXJ4BD+Sdt9YndfJeu2qhW4+lq9
nVyrKOI5RftA8vibsfbK+HyaPD8ky8kfl9eeT/MVvrlj5I1eTUbf1UjaXUrV4WEsLgsVEQYdafEw
396AkCuiYwo3SbL5c80L5wuPN8HlDV4tbkuas7a3Fwkt1kDmF0VP7k+mFWLkV+zWmO9po3dKfnLy
df8Am/WBrOreTdblvEDpFbDVreOC39GgQwCjcfV4hm49/E4kWso3vT2Lyt9c/wAPWAvIbi3ulhCy
w3kouJ1K7fvJhT1DtXl3yY5No5JrhS7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqmGh/wC9p/1D
+sYJcmnUfSl+FudirsVdirsVdiqncyeikZI3kJ4j2X7TH2Fc0nbfa/5OA4RxTly7tm3Dj4yfJBSa
qFHwjkP59lX72O/0Zx0/aXWy5SEfdEfptzI6QIRtZoalt/BeTfr4DKD23rT/AJQ/YP0Nw0g7vx9q
3/EDgUCcvcmn/NWD+WNZ/qsvsT+SisPmC7/ZRB8wTkh2zrB/lJfZ+pP5KC06/qB7oP8AYjJ/y5rP
9UPyj+pP5LH3NDX9THR0/wCRaH9Ywjt3WD/KH5R/Uv5LF3faV3+IdS6Exn/nmo/UBhPb+tP+U/2M
f+JR+Rx932lUi16Qmknwe4AI+kHf8clj9otbA/UJeRA/RTGWij0Tm2n9aIPT6R9k+4Odv2T2nHWY
uICpDYh1uXHwGlXNo1OxV2KuxV2KuxVMND/3tP8AqH9YwS5NOo+lL8Lc7FXYq7FXYq7FUL5rZreK
Dh1ICGo6ACu305wftYby4x/RP3uZ2aOK7YP5g0tdb0q6064uJoUu14PPA3GZRUGqMQ1Dt4Zzulzn
DkEwAa7+TtMmISiY8reD+VPJY1T8x9c8tT61qgsNFVpLNhc1csJEH7yqlSDy34gZ2es7QOLSwzCM
OKdXt5F0mHT8WaUCZVHzd5V1eX/Cn5mwXd431iIN6Mc0h5LUzJRQx/moNsOsxXn05iNvL4Lgn+7y
gn8bpZJ5bnh/Jyz84rql9BqMbelBDFOUh4G8kTkwpz5fFsQ3hlw1nFrTg4Y8NWdt/pDWcNacZLN/
tT3/AJVvbf8AKsv8W/pvVv0h+jfrvo/WR6Xq8OdPscuPtyr75ifyrL834HDDh4q5b03/AJQeD4nF
K6tIWl1bQPyvsPOFjquoNq/mB5tPupJJucUUYnc8ovh5rIwtgOXLu1MygY5tXLBKMeDHUhtz26+X
q7u5o9UMIyAnilt9v7EV5v0qbyJbeWNc8v65d3Or6kFluVeb1EuPhR+QQUrGzNxo1evjkdJm/NnL
jywjwQNDb3/b7mWeHgiEoSPEX0fnBPQss8qTQz2b2bkVU1AqOQJJIYePhnZ+ymQCM43vYP2Om7Sg
RISR9xaywH4hVT0btnYguFGYKjiydirsVdirsVTDQ/8Ae0/6h/WMEuTTqPpS/C3OxV2KuxV2Kr4h
8YPcAsPmBXFBQfmmj2UT+CA/TVV/rnB+1g/fY/6pc3s7aRYnnLu4SPTPJmgab5gv/MFpCyanqQK3
cpdmVgSGNFJ4jdR0zMza/LkxRxSPojyaYaeEZmY5lI9c/JjyDrWry6reWci3Nw/qXKxSvGkjnqzK
DsW78aePXMvT9uanFjEARQ5WOTRk7PxTlxEJ9qvk7y9qfl1fLtza8dIQRqltEzRhREQUAKkHamYe
HX5ceXxQfWep82+enhKHAR6VX/C+j/4a/wAN+k36J+r/AFT0ebcvSpxpzry6d8H5zJ43jfx3afBj
wcH8NUhI/IflZPKqeVmshLoicuFvIzsQWkaUkSV5g82JBByZ7RzeN4wNTP6q5MRpocHBXpSjQfya
8h6LqUWo21nJNdW5DWxuJWlWJlNQyKaCoPStaZlajtzU5YGBIAPOhzacXZ+KBsDdm+ahzVWOCQgS
VEa12cmm48Kbn6MAlR25sTIcmT6cdTitzHPM8iPSiS9QBvUVqw+nO27Cj2gZAzP7n+lz+HX9Dp9T
4ROw38kTnXuK7FXYq7FXYqmGh/72n/UP6xglyadR9KX4W52KuxV2KuxVdEwWRWPQHce3fFBGyC8x
EjTvTPWNip+XJTnD+1314vdL9Dm6D67fKGlX+raT+dFunm95tRvri59PS7i2ueUUIuC0SkQitI6O
QVPEr75m58cMmgPgARjw2QR3b/Pz3aISlHUDxNze2/ep6HfXEeifm05mYFJEWNmY/DznuV+GvTrh
1EAc2lHkf9zFGOVQzfjqUj8xefvOr+RrfQvMUMri8EF5pWsEkNJCN+LsNpNm615D9quZem7PwR1B
yYjyuMo+f6PxTTl1OQ4xCfXcFnhaaL8+fKtsJXMS6UoKkmhpZ3G5H0ZqMm/Z2U/0z/uw5w21MB/R
/QWJaj5N8q3P5ojy7od7La6bbsZNdvZrhVXkrcnjjai7ivAdfiJ7DNli1uYaTxZxuZ+kAfK/v9zi
T0+M5uCJqPU2mv53eX/K8Gvaemjs6+ZtYMCKqzBLeK2jRbeNjt8IYIADypQE5i9g6nNLHLxP7uF9
PUTdn8U29o4oCQ4fql8q5LvP1dFsPKHkrT9WaHQ756avqsMlRK7SokrNID9mPmW416Ur0GHQXlll
1E4fvI/TEjkK2+ff711PoEMYPpPMr4tNtvJf5yaJo3lO9mlsr1YxqViZfVUcy4fnTbaNRJvuOvTI
nKdVoZzzxAMb4TVe6vjskQGHURjjOx5/j7X05ohiDwycayiFhGSNkKvuw9zyzVey0Iy1UrANRsfO
Ll626I6X+hNSSTU9c9Eda7FXYq7FXYq7FUw0P/e0/wCof1jBLk06j6UvwtzsVdirsVdirsVU9ZgE
1iH7yLx/2S0H6xnFe18f7qXnL9DkaKVSp5bpP5feUNJ1m41qy05E1S6kklkumLOwaYln9MMSqV5H
7IG2c9m7Sz5MYxyl6ABt7u/vdrDS44y4gPUpL+XPkqG11eAaeFt9cZZNWUzT0lZHaRTUyVSjuT8F
Mke09QZQPFvD6dhte3d96PymMAitpc+avfeTvKs3lmLy/f2scmj20axQpMxrGFFFKyE8lYfzA1yO
PXZxmOWJ9Z7uvwTLT4+DgI9IVpvKPlu58xW/mZ7XnrMEZit7wSyikbIyUCK4jPwyNvxysa3LHEcN
+i+VD9VsjggZ8depg3mf8q/yq0yzfUp9GvJ0WUJc/Upbq5kXmatJIpkduKjdjm50fa2syS4BON1t
xAD4DZwc2jwRF8J+FlPdT/KD8vtYlF3eafJJcOka+ubi5DcI0CIvEycRRVApxzDx9t6rHsJCt9qj
+pvloMUtyPtKLb8r/JD+XYfL0unCXTLd3lgV3cyI8hqzLKCHFfnlX8r6jxTlEqkdvL5MvyWPg4K2
VPK35b+TfK9w9zo+niK7dSjXMjvLIFPVVLluI/1cjq+1M+oHDOXp7uTLDpMeM3EbvSNHAMcZp9mM
gf7Iiv4rmx9k/wDG5f1D/uouHrP0pnnobr3Yq7FXYq7FXYqmGh/72n/UP6xglyadR9KX4W52KuxV
2KuxV2KoXU5ZPqhjXsGdCOvIAdPuzjvbCJ4MZ/hs39lfpcrSAcVsbnQOPrEY+BvtqP2WP8D2zige
jt4mti+c472Hz95/1W28268+i6ZpMzLp+mGVLepjkK7NJ8HNeFXJBbfbYbd0cZ0emicEPEnLnKr+
7eu7o6PiGfKRklwgcgiZItM85fnDrOnecLwppWmxy/o6yaYwRERlQpVqr9pGMhpuf9UZAGel0MJY
I3OVXtZ3/bsyIjl1EhkPpHL8faknlYeZ59D856L5Y1cx6NZzobK6mmEKtF6rqEjmYqsZmjUE70NK
bVzL1XhDJiyZYfvCOQF9B068J+9pw8ZjOMD6R+PtULHVLG4/JPzBY29k9tcWl5Zve3PqtLHcSyyB
ea12U0iHIA06HvksmKQ10JE2DGVCuVf2ojMHTyAHIh735GvbOLyX5bgknjSZtJs3WJnUMVFulWCk
1oKdc4zX4pHPkIBrxJf7p3mnkBjiL/hH3J3FqWnSmERXUMhuORgCyKfU4fa4UPxcab0zElhmLuJ2
57cve3CcT15ojK2TINH5CKCnVgQ3yBY/xGbz2Yv87t/NN/Z+l1us6/juTXPSHWuxV2KuxV2KuxVM
ND/3tP8AqH9YwS5NOo+lL8Lc7FXYq7FXYq7FVOeIyIKfaUhlJ8R/UbZru1dB+awSx9envDZinwlK
rvSrlHM9uhQt1FKo1e1RUD5HPOcvZGrx7SxyPu3+52WPUxIolhXmH8oPJXmC9a91by+frr7yTxet
GHPixhZCfma5kafW67DHggZUOnDf3hjkw4ZmzR+NLNf/ACd8qayI7jVNEW4NtEqC4DTQv6ca0Xm6
tG7BVH7VcswarX474BMWb+i+fw+5OSGnn9VfP9Sjc+SfJlr5Xt9Dm06K38v6rPDFbRAuiXNxIweE
JKpDSO7IONGq1KdMR+fOXxeHJxjrw/oqmX+DiHBceH3rrXyf5O1GxvfJ9npkc1rYPGdQ023Vx6ch
PJPVKUbntU1NfHDw9oCfjcOTj7+G/srb5IvT8PBceH3pffaf5Ks76/E2mSG+8o2VrYSRqsnOO2v0
MdvDGCwD+oG47779cvx6TtAihYGSXEbHI3zltswll04PnEV8PJA2I8kWNv8AWdM0eSO88padqN/b
WrsY5LdYnkS8gIZ2Ik5k15A7MCtRl0+z9fMmMz6ckgJculVLkNh8Dtuwjn08QDEbxBr9Sd2vmjVJ
dSuLabSPQgt9Q03TnnNwjGurMggk4qpHHjKNgxNdjTrkf9DOWtjvXd17ufX3JPacQeScea/Psvlj
zPc6BDbRXBg8u3esW0tW+O5tixW37DgyQsSetRnQdi9kfk4kyN5Jc/1BwM2pMj9qQa5+c+pP5T07
VtLigs5r2zvmvUuP3jWt5ZTW0TIAGUOAs0rUI+IBTUDN4Z7NBns9U0iZ5tLtJnu4b95IkZr22XhD
MSP7yNQ8tFbqPjPzyYbQi8VdirsVdiqYaH/vaf8AUP6xglyadR9KX4W52KuxV2KuxVgHnfzR5j0/
U9bt9PuorVdO8uzarp8DxCRrq5RpPUPJjsIBHH8I6+pvkSWEifsYZJ5x85a3qd1Da6xLZtYjW7zT
2tVgeOZ7SOzntbaYcCHiWK73/aavWvSNlhxEpLe/nN5iuJLTTXu2hh1C4inVoyVnQNfWmowL6kdK
obGZogv7QG+DiYmdsv125urL8zNaumleW1lutDttQ095X+qy6fqyyabKrQcvSAWYJJXiN6/zbkjd
Mo7oOaz07T/+cftZ0u0to7T0dXntb8RhYwyx66IHEhUKHP1VVjLVPwilca2Rw7L/AM5PN/l648uW
FtozSabP5b1gzm2niayEcmm6fNeQpGspT7bGLhxG4O3UVZLJOfy38522m3l9Zi1nuLXXvNerRx6j
G8YiSWUNdwrIjyJIS9ulQQpHQV6DEKAwXzvrlnD578233GVo7y4iSSqSLHXQpdJuFAldTGSFjuWY
KWIHXqMBYkbpn5m1Gx0fzP5zuGljjtdSi1/T+cjIiLPNpOl3aouyrzLJKPEnCQyMaUtd1600yLzB
bajqCQXjWXlPUzAZFE7GzuE9c8K8i8awKW70IPTfHkkgD7F/neafzB5xutV0RIdR0uL9G6U2oW8h
kVor+3v7dlj9NWjkTnqSmRvU+HiPoTumW5S7VfIvmC5sLB7PT7k22reWLq4miELgw6r+jY4JY5Fp
8LXBihABpVlalceFBifse6+XNSGo6NbXX1OawLLxa1uIWtnRl2P7p9wtfs+2WBuBTLFLsVdirsVT
DQ/97T/qH9YwS5NOo+lL8Lc7FXYq7FXYqwL809Gu9abR7DTrKWXUTLOProjPow2s1tJBcpLNsq+q
sgAWtSaGnw5GQYTFsI0X8vfPGiyxaxZ6NG8sNvbg6THNbweo15o8VpfgPy4B47u1jdq0D7kGuR4S
wESEO/5E+Ykv7K/jMUlxaafoKcWkAU3dhJDFdDp9lbeDZu/THhXwz9zP/Mv5dajrPnuDWFu4YNEk
gsk1S14sZppNOu3vIQKUTizlQxJrQUA7iRjuzMbKIsPy4Y6R5m0bWtRF/pnmO5uLn0YIPqz27XTs
8nFzJPzIJUqSNiOhrh4V4eYULD8o9LFy17rWo3OtX0rTtcTXCwqJPXtYrIckRAKpBCACN6kk+GDh
UQRmj/lV5U0rUbDULcXLT6ekIRZJ3MMk8Ft9US6lhHGIz+h8JcKPGlcIiEiACaN5I8qOxMmmxS1u
Lq8YScpAZr6NobksGJBEscjKVPw07dMaCeEJV5a8g2dlpuoaNrFjZajpJ1GW+0xZgbl+EjcoxMJ0
P7yEfu1bkx4ADtiIoEWVyWVnI7PJBG7uvB2ZFJK+BJHTCyVI444kEcaBI12VFAAA9gMVXYq7FXYq
7FXYq7FUw0P/AHtP+of1jBLk06j6UvwtzsVdirsVY82p699cMaRFoRMAzGF9oy4UkEU5dWHyFcLs
hgw8Nk713jnX4+dOkv8AzD9fuUSFvqompCxjp8CpuAd6hmRjU+I9sVGLDwAk+qt9/P8AaELJrfmU
CVltXZYyphYQtSRGH7QIqp+Ek9OoxbhpcG3qG/PfkrnU9cW7mg4ScFuGCP6LMfR5EV5BePVhTbp4
9cWsYMRiDt9Pf1R9zeX0dnbSsknJigYRKWkJeJvtoV+AB6f57YuPDHAykNuvPlz6G99vx1Sx9W8x
nmscRDKV4F4mAYBwH/Z7rWn9Oq5Q0+Daz9vlsq3d/wCYILVZI19a6/eRmJYyYuYkZQ32QwFBX/bx
YY8OGUqO0djz3qkRo+o6td8nngMTky8bdwUVQrIFDOFbehPzxa9Thxw2Bvlv8+lqEuq6xEbkelI5
ikm9ICJjyHqFYxUDccan6PfFsjp8RrcbgdfLf8eaheax5hgvJIreF505ScD6TEUEyEbgD/dTPT/V
xbMemwyiDI1y6+R/TXzTHSbzWJ7aVrqAxzqxUowKAUBFY/hPOrDbfpi4uox4oyHCbH459yWW2q+a
DbObi3kSaIAcFjDc3aVq0JH2Vj4fji5c8Gn4vSRR8/IfptFRahrbzR1SXgJvTakXwtFzQM5JXqOR
A8QCcWmWHEAeXLv60dlD9L6+IYSkLsOJS4LxMXVwqkvQD7NeYAHti2fl8NmyPLf37fcmOh32rXM9
wL6EwxqqCIFOPxqzq+/cEBWHzxcbVYscQOA2f7K/Sm+BwnYq7FUw0P8A3tP+of1jBLk06j6Uvwtz
sVcSAKnYDqcVSK/8120LGO1T12GxcmifR3Oa3N2lGO0RbYMfeg4/OFyGHqW6Fe4UkH8a5RHtSV7g
MvCTzT9Ysb8UhkpKBVoW2cU67d+vbNlh1MMnJrlEhG5exdirsVdirsVdirsVeVebvzZ1VtTn0nyh
BDMbSQxXuqXCmSISL1SFFZOXE7MzNTwByjLnEEQjKZ9PLvYnL+bH5paIwuL42mpwA1e2aAQlkH2v
Tkic0b/WByvHqhIpyYZwHEDxPX/IfnjS/Ofl+PV7BWi+IxXNs5BeKVaEoSOuxBB7g/RmUDbCExIW
yLCzdirsVdirsVdiqYaH/vaf9Q/rGCXJp1H0pfhbnYqw780dU1zTfLy3OlW4uSJOM0fPgaFTxqTt
w/m+jMXVxuNE0OrKJO9bl4Ve/m/Naq6F0vLg0qltVYk3IYCdgOR7grHT3zDGhiWs6yuloCf80vNU
KJcrahbWcj0A0xlNTuBVafdTLPyuM7MDqJxANbFnn5T+bNd1/wA2QwzWpsTEC8nqN8TIFq4VWRW3
qvj1w49MIyBiW2GcyFEU95zYqtkkjijaSRgkaAs7sQFVQKkknoBirz5Pz9/K1p1iOqshYkFzbz8F
INN2CEb+I2wcQafHizbSNb0jWbT65pV5FfWvIp68Dh05AAlajuK4bbRIHkjcUuxVh35t+a73yv5E
1DVLCgvvggtpCKhHmYJzoe6qSR74JGg15ZVF8+XOm+bLDQNOt9FZwBEHuPRKc2lcl2+Nkk2q1On0
5rTKBkeJvhjmMY4UVda9dJoqWmoAS3yBWuJX4w0qx4gf7rL7cSOQyMcQMrGwbZZTjiL3Py53+pln
/OMF28mpeaI4QVsnNvMkewCEvKFAUbCq+HhmxxuuwHcvfsscl2KuxV2KuxV2Kphof+9p/wBQ/rGC
XJp1H0pfhbnYqg9YtHvNJvbWMAyTwSRx8unJlIWtffIzFghI57vkKXybYx3zmdmRIwEa1O1GUBfi
aobtvRcwjmNLHQAm72ZDbeR9GbQ1YxtyLmVQSSeNTQUqK05fD/XKTqJW2x0kBsQ9N/KTT4dP10wR
gOTZynnsCtJIR8I/l6DLdLMmZZZYgRHk9YmmihieaZ1jijUvJI5CqqqKkknoAM2Djvm7zv5wvvPn
mHUIYdRktvJOmH0VWBvTF03QuzHZgx3Fei02qa5jZs3DyaYQOWR39IQNp5c8l3ulEW1tF6T0Ecwc
s5LbrRyeW/bMKWaYk5o0mPh2HxX/AJL+dP8ACPnRvLc0pn0nWZo4AAKtDds3pxk7qB9ri9PY9qZs
ccu910SIToGw+n8tcp2KvE/+cpNQli8t6Np6g+nc3bzOw6fuI+IU/P1q/RkZuPqDsHiFh5u1+WK1
0xb5LS3Q8TcMBXj1+MmtcxpYo86Yw1E9hdJjD5pIvby31+RLyL6qEt5YQCpZVLr4V5hzWvfInFsO
HZsjqCJHj9W1eT2T/nGTQLuz8tajrMwjEOrzILfj9vjbGRG5ClAOTHjT3zLgx042JZR+ZPmHVI2j
0jSL5rCVl53t1CqtKqtskaFgwQn7TGlaUp1rlGo1HBt1ckYzPYGnkeo23nDSoJNT07zXqpubcGQi
5uXlQ0G/JWPE/wCyzHx6ok0WOTScIJEjs9P/ACS/NC5856VcWuqBRrem8PWkQcVnieoWXiNlaoow
G3QjrQZ8TbVhycXPm9LyTc7FXYqmGh/72n/UP6xglyadR9KX4W52KuxV86/m7YW2ledXht5Fc6kh
nRa8hHLQsySUI41pVR4Zg5cYBbsecj09/L3sd0vTLy31eNb1buSRyr2685XgTj0ciNYox03VjkJT
BjtyaRjkJi+Z/Hk9H/Ki8hi88T6dPcIblNPKwxAcS4V0LFRViBTtX76ZLSDe2/NkG0erOfzVmMfk
DV4wxT62kVkXAqQLydLYmlV7S5nS5OJl+l5Do2i2Wh6WbSENJEpaR2YAuxPiAN80uTIZm3Pw4hAU
GO6lqavqNvYgxw2NxcLHRUFYpCpVOdKfabb5kZbGG19WUsnCR1HL3JDZWt3H+ZWhW0kiEx39qsMz
H4eAua1Yk78TUV6kDM3EQQC6jPEjJRL7G+s21K+qlB1PIZk25PEO9epDAMpBB6EbjFLyn889Ig8x
2MGkxJW+tOU0U/xUR3Aohp2YddvDMXNmqQFe9MtOZxvr0fMGoafeafdyWd5E0NxEaPGwofmPEHsc
mDbrZRINFbZWV3fXcNnZxNPdXDiOGFBVmdjQAAYWL7a8ieXB5b8oaVom3qWcCicqaqZnJkmI9jI7
Uy4B2MI0KeR+bVvJPzN1lnuWW3YIBEGenwwRrsC3AH/VWvvmu1ZF+bkaaJ3l0/HwQcGkQxib15Gm
STmCkjEoEaooQevw9a5iGfKnIIsEHe2/+cd/L0+neabrU5JKWt9aSw2UQqzMhlSRZHOwA4x/D417
d9pDKOPh6uqwYSBxdH0LmQ3uxV2Kphof+9p/1D+sYJcmnUfSl+FudirBvzi8+SeTvKEl1aEDVb1/
qunkgHg7AlpSD14KKj/KpXbBI01ZZ8IfJF5qd1fO13e3c8+ocuSyOeVenxFy3IN3rTfKXDJvmnKf
mN5lWBYjJG3EAcypDGgpvxZcpOnhbkjWZAFFvMl7b6la6lpVxINVjDS3F2nJSxorcadeKBP49d8s
Edq6Nc8m4I+rr+O56NJrn5u+bPKerWEdlcXGlwQJez6jcL9X9M2zrcERvIELt+7+yGb+OSF9Syy5
+IVSb38t9FZmS0RJpkHIo+wYAdjUUOakUT5O4jsN+bAbq5eWR72XTl02a5blIFKM0pTYSVXt4Vzc
aXTRIuRsDk7XsvSQkJTyxoDp3qUGq31vzFtPLCJf7wRyMvLanxcSK5m1Ecoh2E8enJvwofEA/oWw
ajcwNyh4I9eRcInMnxLUqciRHuaJaXATfhw+X6kytvO3mm1r9W1CSGpqeFF3+gYOEdzH8phHKEfk
suPN/mO4kaSe9eSRjVpGClifdqVOQOGBNkBkNPiH8IU5tev76D6tfMt3B1EM6q6gjoQachT55Mab
GeQpvHZ+mzbGNH5/J63+RPljyxp0V1K1tEfMfIXUUsgDSLY3KAwmGvRd2RyP2gQTSmUCNGnipYY4
8s4fzZEPV9Q1Cy06ymvr6dLa0t1LzTyEKqqOpJOSSTT5q178yvLGseddRu7cSfUJiv1d5wEVmWNU
d1U/Z5cPh5b79umYOoxmRsJ0+qiCQdkJe615iubMwaZomqSxMGSCf6rJIsrfs/EACR07VyEdNRsr
k1wIIA3e4/lL5dbTfLkZniJvov8ARi5UqVijChFodqkAE0zI03AblFPqiBGTN8yUOxV2Kphof+9p
/wBQ/rGCXJp1H0pfhbmN+YvO9jo9y1osLXN0oHNQeKgkVpWjEmnXb6ckI27XR9lTzR4ieGLzHzrq
WlebZ7Z9a0+O4jsg4toRJMoUyceRPpSR1J4Dvh8MF2Y9ncUvqMj9iRwaf5etQFtdEsFVRT99Alye
lKk3AkOHwg5MPZ7SjnG/if1oyC+e2blZwWtka1rZ2tvbb7b/ALlE8Bh8OLkR7G0o/gH2ouXzN5nK
hJNVvSlAVRp5eNDuKAtSmSEQ5ENDpxyhD/ShNvJ/mbVU1m2s57hprO8cQXMMzFo2jlPF+QJp0J3y
E4Ahwe1Oz8U8MjwgSiLFeSFv9In0zVJtImNZrWT0GYilenFvkykMPnnPygRKnmccuIA97zrzpcJP
rcjRqEiCosajoFCj+ub3T/R8f0B6HT7Yq8/0D9aEukLw8IlHxmJiFHQy82psP8oDL3NmLG3l9tol
lt1lkYRhoitE2FCZPT3FR+yTi2ECztt/YoIzcyONCCQEKitfWTtTwOLAH8fEKqW9uYAtxRWcSB2P
VGZ1ZSfoGLIQFb+alqSwiISxoEXmvpgAdGMhYbeHw4bpEyI1Id/62Q655g1Dyy3l7X9PblfaVbWb
TofhE1lfI6+g/X4ENpsexeozEybSPvfP+0Tw6rJX8+X3pJ58/M7U/wAzNW0nR4oP0VYG5EMcIlaX
m87qiySgBFPD9kU2qd8o1GYQgZnlEE/JxrOWQj3mnq+nGHyxaLo/l9BY29uOD3EYCXMr/tPJOvGQ
sT707Cg2zz+XbuqmeIS4R3ADb7HrtP2Ng4BxCyqNr2qyPznuZZ2pQ+rLK9R03q+VT7W1MvqnfwH6
nJj2XgjyjSMsPN+qWLFoEjoa/AfUCVam/FXVSfh2JGZGn7c1GIUKPvDDJ2RikbPF803h/MzUKUnt
Im905fqYn9eZcfafUdYw+39bjy7Dh0kUXH+YEUh5NZqI/wBpkc1X3YcdvuPzy6PtXMH1Yx8/2NMu
x65S39yeadq9tfM6Rgq6BXKtTdW6MpBIPTOh7M7WxasHhsGPMF12o0ssXPkU+0P/AHtP+of1jNnL
k4Go+lAL9ofPC3PFvP7uPNeoR8vhDr9NY1P8cuhye67JA/LwP45pJp10tpqFrdPGJUt5UlaJujBG
DFT86UyRGznZoccDEGrBD07Q9Bhe7ur2eMX5m1KyubS/mjEjPBcsiAOWBG4u1LLXqp8MoJeX1WqI
jGIPBWOYMQa3jfL/AEho+fmr2+lfUAfqUf1YTazcxQPGeINvfI0MS/DuFVkiKg9D74Cb+TXPP4n1
HirFEm/50KJ/3zGfPJa50q2u35FY5ols2PQW89lBKI0P8qMpoOxJ6ZZDm7Tsv05DEdxv+sJyF+8s
MgmkgmjmjNJI2DofAqajLHdTiJAg8i9MtvNGg+b9UsW1LSpoNUMsMSy2zgxyASAUeoDgAE+PzHUY
eXTg79zx+p7JnpoEwmDEWd+Y/Q8u/PTTNP03z29rYQJbW6WtvSNBQVKdfntl+IVH4t/ZBMtNZ58c
v0MEsYopZ+EpohVtx2NNj9Byx2mOIJoo9dMhPKMoRLxUDc7OS60/4ILhpv8ABHL8dV7abZiR0A5A
R8gwLVJAjFfClWONJ8GN1+OiGkt7dULCMHZmIJb4arVab/5LYsDAVyS/A47K/wAwgx0i2lO8UnlW
yVVHZ4NTiHKtP5ZSMxcv1H3vD9pG9Tk/ry+9gXkGH1vO2hrWnG9gk2Ff7tw9Pp45r+0v8Wyf1Jfc
WrSj97H+sPve+3ZBupiNxzah+k55lHk+iQ+kKWSZvMdS1W8g1R/QvXRIbua4uuLvTlFNeKqEA03S
OJCp7UNM7DTaeM8Y4og+mIGw5GMP0mR+by+fPKOQ8MiKkSfgZ/oER8noWkQzQaXaxTMzTLEvqs7v
KxalWq7/ABNv45y2qkJZZGPK+6vuei08SMcQede/70ajsjBlNGHQ5jkNpFs48lQhphcIaL6Tjh4B
nTb6GBpnQ+yt/mZd3B+kOh7Vl6aPePuLP9D/AN7T/qH9YzvZcnnNR9KWJcWxb4ZoyQCaB1OwFT3w
0j81i/nR+byX80LX0fNcslKC4iilB7H4eNf+Fy3GdnuuwsonphRuiWP6NYRX16tu8widh+5DKXDy
VFENCKA9zkpGnY6nKccOIC+/yHezGTVNdj1/RrWzvBaQTxq8JjhRY4kPGNuAf1OShbZXUknrXqcr
AFOljhxHDklKPEQe82eu9V/OIKjcab5okhmvJ9YPKOGeZggIYG1n9UrtxoefxKR0O2wxBHczhnwA
iIx8zEf6aNfdsfmgptHe4ls7KTUbq7s0cpDEw+z6lutwPTQu6gvyphtvjqeESkIRjKvulw7mhyYw
EUXIRgQoehDbGlab5Y7a/Tb2r8utM0HTdJtr554W1K5XlPK7oGUE7RqCfhAH35jzJJfOu3e0jPMc
ZIEYnlf2l4v/AM5BuG/MW4oQQLe3FQQeie2WYvp+LuuxT/go/rH9DzVWYH4TQkU+g5N2YKdXFnMn
PnesyjkWNB15pXv4vU4XMlAj+L8bKBinEb8ZXDKpFCANlD8lJHgsWLAg1z/G/wCpRu3nRVcTM3q/
aqKdUQ9vZ6YsJkje+f6ggcDS9I82+UPMN35B06a0sZLppdPW1hWMVPGeWzvUbr0pHIMxpi5F4PtL
JEajJZH1y+8si0f8sLHyXbxX9pp8t1LJErnV5CHIVwOSjiCIR+yRRW6gsRnF9tZdbUoyAGL+jvt5
9fsAd12Tj0siCJevz/R0+9azFmLHqxJP05yz1YFJbrxkFihjkeJzc2qh0YqaPcxow26gqxFMy9FX
HuARwy5+USXH1V8Gxr1R/wB0Axpbm7m8rPKTHPLdXcsX1x0WQqDd+mp9ORCrD01qK7AU7ZuvDiNT
w7xEYj0ix/DfMHvP3uq45HBe0jKR32P8VciO5PPKs8sthKGVUhjkC20SKqKkRhjcIoQKKKzED2zW
dp4xDIK5kb+Zsi9/c7DQTMoG+V7e6gnWa5zmdeQk4wtK7qqenItWIHVg3f8A4xnOk9lf7+f9Ufe8
723ljECzW/6Gd6DPA98VSVHbgdldWPUdgc7mXJ5nJnhIVGQJ97xiwuRbXkM5HJI3BdB+0v7S/Su2
Z8hYp81w5OCYl3N/mQkgm0kvv6NobQv/ADG2mkQN9KcTmNHq+5exU70hiecZV+j9CQeXQg1IStNH
AYY5JI3lbgvqBCI9/wDXIOSlyem1l+HVE2Ry7uv2I/SrqJfqD8HuWs4L31YYwzHiyvwrxB4qWfc9
uuRLj6jGTxD6eKUNz8L+5kL30t5qZjitr2WCWwna6tRE/NYrmcSNKqtxqDzpy9hkejrRhEMdkwBE
40b6xjVfZyS261K00q7itr63uor2zNo0kTogB9K3ELCnM7PFxIOGrcnHglliZQMTGXF39ZX3dDbE
nMIuCYuXo8vg505ca7VptXLHci+HfmySFXEEbN+2Cy/LkR/DLcZ2fA/bLHw9pZPPhP8AsQPvDHfz
gtJL2bTdfjBdZ7dba9I343EBP2vDmhBHyOVCNWHvPYzVRz6SUQfXGVkdeVH7nmuB6hGNqMzRvGyK
ySFiQeW3Jg5pQjuowtpyGuTR1GXi6hEAetSK7FgVJ6/ysRgtfFKnNdGWJUKKOFKMOVdlC9yR0UYs
ZTsUpIju4RFLOxoqgVJJxYgE8nv2pXFzFpej6NMODaXZW0FwoNf36wIslf8AVpxyeKPXvfEPaHVj
LqZiP0iRPzK/R9cms4Z7KUl7C6Qq8ZqeDEU5r+o+IzA7W0Jz4ZCH95W36mHYfan5XNEzP7u9/LzH
6fJLn0u9ALxxGaIf7tiHNfvHT6c8ty6XLjNTjKJ8w+3abtHBmjxQnGQ94S2+sIbuMQXAcKkkctFZ
kPOJxItSpB+0oyOLLLGbHOiN/PZyMmOOQUeWx+W6Vr5Q0pdI/RaNMkPwj1RIfUAR+YANKd6dOmZp
7Vy+J4m191bfr+1xf5Ox+Hwb1790w0/T0shOEkZ1mlMoVgoCVAUKtANgFHXMXUag5aJHIV73Jw4R
jujzNo1IpX+wjN4kAnMa20yAZFBIbPy3KJVHruyxRKd6CQScm+hCfvGdV7IYjLNOXQAfj7Hz/wBu
NRGOKI6yO3yo/Ymn5Vf8pO3/ADDSf8SXO91H0vB9hf35/qn7ww7Mh0yZ+dZYb7ynoVwlPXhae3nF
d+Uax8fvjWvzzFqpF9i9gdSJ4pD3X8Nv1MCyT6InXk6e4h8wW0kUrRRpWW6KkgNBAPWkVvFSseRn
ycHtGIlhIIs8h7zsPvZnePOZNO1gVEEMNxOzDasTWENwE22p9Zd1/wBY5WO50uMCp4+pMR8fElG/
9KAfcxDzMPWtNEvxGYlnsVh9M772rtDyBIBIZVDfMkdssj1dzotpZIXdTv8A0wv7OSQ5Jz2S2rs9
snJq8SVUeAoG/WxyeN8U/wCCBCI1kCOZxi/9NL8fBERTTREmNynIUahpUeB8RlhAPN4jFmnjPFAm
J8tlA2unEljp9kWJqSbS2JJ+ZjwcAdxH2m7RjyzT+aobXQZrZ7W70WxkikBDSRQR28617pLEqlSP
kR7ZEw8y5OD2u18JiUskp13k/wBn2JNoX5ceV4dTkvNSv2mso2rbWDxMHffb1WSq0XwFOX+TkJRl
3PT6z22x5cIGMHHkP1f8dr8fokOop5caYLp2iWFtbIOK8rS3d3/ymLo+Shjrm8nm9pNZxfu8uSI/
rG1OGWC3kSa2srK2uE+xPBaW8Ug+TJGpB9xvkuANGX2i1+SPDLNMg+axmZmLMSWJqSdyScm6Ym0z
0by/d6kxk/uLJP726cUQey/zN7DKMuojDbnI9HYaDs6eomByhfP9XeUFe6zpVhNGEtVCM3BLiR5O
VexPB4wOXsMJvqXvsPszpQNokkdeKV/YVVfOsRRVMsZG4UtcXI8K0rMB1cZRPS45cwPlH9TkjsOA
5HIPdOX61eHzTpjjk0asBQlopIm2bZf72Ob9eYk+x9NLnCH+l/VTb+RzR+nLlj8b/wB0Ci01LRZx
yE8sJH80ULIfn6QjY5iT9m9JL/Jj4GQ/31IOPWR5Z5f50YH9AP2ou3ht5gTBcWrSDdWkicU92ZXf
gPnlB9mNH/Nl/pi15MvaQHpyQPvjX6Sk2s2uowT8bshgCeDRmqVNGNPoI675u+z9Fg08OHFHhH2v
Cdu/nDkEtSb/AJtfT8P27sh/Kr/lJ2/5hpP+JLl+o+lh2F/fn+qfvDDsyHTNzxvc6dPbBqFCLiLu
eSbMB4fC3I/6uVZB1e59g+0Rh1ZxS+nKPtH7LY3JF8VD+7k7qdlPuDkH2qMviFfTr/U9LuGuLM+n
IyNGzNGkilG+0KOrrvgIBa82LHlHDLlz519yM0/UfN7LEmnTXpWFHihFv6nwJIwd1Xh9kFlBNPDA
QGjNj0wJ4xDfc3XT3qbaT5hvHjinWRniQRwx3EnFljX7KoshBCjsBhcPJ232fhJHi4wTvQIv7E30
v8t9buomurt4tPsozWWe55otK/snjR/biciZ9HBze1ujjEmJkQOvCYj/AGVfY3OsCSGO3YvBH8Mb
sKFgP2iO3I707dMyIRoPi/bfaktdqZZTsOQHcBy/X8VPJupTby88UI1G7eOOSS1tDJAJUEirI08U
YbiwINPUNKjK8m9DzczRkR45EA8Mdr33sD9LI9BtLW9j0qa8t4FtJBqD3jrHGrM3ByOgDAKpqoGw
plMzV15Oz0uMZBCUgOE8d7DzU3hWziewktrd5ILGPlI8MbuHGoCB6MwJFVdhhBvfz/QiUeD0ERNQ
HQf6pw/pTXVLXS7fW5LVLSFRfXsNldKI14gSwE0jqKrvIrVXuMhEkj3Bys0McclAD1TETt3x/aC8
1zMeXcKV33GKhlN7qWoazZ/6NdPHEE4SWK0WNeKk8aLQhWC/DWvgTmFDBDHLlv3vpnZWs0+ojcBU
o9O79DCdVsI7yHjNL6cCAmSoFKAg1rUUpxzJkLeixz4TtzSuDy4yPC6XK3EEXILGwKji7K5FVLd1
7DI8Lcc/PaiqxaLfxS8+aOAEAFTU8ZldqkjowDH5n6ceEsTliR+O5Lm8vaujF40VZD6ZUoy8QUWM
Md6EVaOu2DhLd48Px8WS6WJ4bdVYPHJGzFKkFlUsWQVBP2VIX6MmOTh5CCWYTRST+Tmmn+KcSIys
ftcVL0G3X4WZicxzKsoHveV9qIXg9xtE/lV/yk7f8w0n/ElyzUfS8t2F/fn+qfvDDsyHTNqzIwdC
VZSCrA0II6EHFMZEGxsQmdtq2min1zSbeZu8kSpEW/1lKSR/8CoOUnD3F6XB7WayAozkf879d/ZS
cQeZPLcRHoWL2I3r9VRVO+32lkjNffK/Bkyy+0Usv1yyfM/8UqDzbpcZ5K19Mak/vJZ1+XS5YfeM
PhS8vx8HC/lHEN/WfjL/AItZP+YmohClmjRqTsZZC5Hy4CKv+z5YRpx1Yz7ZnyiK95/VX22xzUNT
v9Rn9e9naeToCx2UeCqNlHsBl0YgcnV5s88huZstQabfzwieG3eSEyLCHVSQZGpRB7moxMgFhgnI
WBYuviqjQdZN1LaLZTNcQDlNGqFiq0qCadiOh74OMVds/wApl4jHhNhH6HZvBO1pqME0EOsWxit5
BEzsSXSSN1QfEw5RjpkZnqOjkaXEYnhmCBkjQ28wQa+CZ2kNp6dpb27z3LQ29+EVbdg0kNxFJGsw
ALUXltvkCTufc5eOEajEEmoz/h5iQItqbXrW+nkuzHI5GmRR3PBCQs63SSOzeC13r448BArzQdXG
cuKr/di9uvECnn1231HUJJGiuPrFtfeukaxMS00DztDER2Z4ePXYcN8qqh8HP8SOSW4NxnfLqOKh
8Y18mAT6PqtvJDFPZzRy3J426MjBnNafCCKnc5liYPV5yWmyRIBiQZclkemahIyqlvIzOjyoOJ3S
Kocj/V4muPEER08zyB6n5c0y07TruybUTdxvbSw2rgxuCjVlQlag+wrlc5A1T1HsvppR1EzIURH7
yD+hj93G0trNEqhjIjLxJ4g8hTrvky99E0QUjuNI1BoQvpq8tZG9RSB8byFg+9N/sn/Y5AxLkxyx
tDrYa5FDxYStJQ0kV68aJVKUbc8qg/IYKLLjgT0RIudSJgcRXEbNIiyxkOwRPVBNWbY/AtCffDZY
8Md+X4DIMscRk+rXDwaLbwsOJECQgf8AFjqjuf8AYIAv+yzGjG5/b+Px0eN9qMpjQ7x953+QFf5y
K/Kr/lJ2/wCYaT/iS5PUfS6HsL+/P9U/eGHZkOmdirsVdirsVdirsVZj5R43kVhxr62kXfMqNuUd
1RQ23dJVX6DmPl2vzd32d6xHvxy+yX7VPUpnbyNaSV/eSm3jlI6sscl6qA/8APuwxHrP47mGeZOk
iep4R8jP9SM0BOOs6PeenX6tpYmAG9SZngDfQXrkJ/Sfe36Qfvccv5uK/tI/S68SH680DSGKFNKu
4XenKgjvJl6A77riOXxH3JyUZkXQ8KQ+U5IPytb08s61IU5fWY3iDUrQW8LzH5b8clkPqDj6CH+D
5D3gj5AlkGswx3WpxSxgCO51iH1/ZrQzxP8A8k4w305VE0Pg7HURE5gjrlF/5vED9gS3TpRc69pe
rKjMIrCe54kVJcXE8Y2FejMDk5CokebjYZceaGTugT/spBHXcUS6dPEqgTafBqQ9/TuJbuM9P5Wh
X78iOY86/Q3zA8OQ6xGT5SMx/vUju4Wn1nV9PU0uLmKJ4F2+JljVqfMg5LiAiCeTn9jamGPVZIS2
M+GvgP2sB1Ww8wW985NpPHHGzvuONQICirQ0/wB2MTT2rlnFfJ7rHKBHP8WkiJ5jtxIiSXErwtxV
nDMrrxIZhWvdAR33wbt5OM9yv+mNQggWWZpTT0y6FADT4hJ+z15jiP8AM48RY+FEmgtPmG/tpOEj
x3HHkZTShCxMwlI4+CoSMeIp8CJ8vxsyzy5BdXkFvcXcQ5ykmK3UGslGIWgqx49y3h74eLZxMoAN
BM/M+prfahSL+4hBVP8AKPd/pAH0AY4oUL6l809pc/HqeHpAAfHmnP5Vf8pO3/MNJ/xJcjqPpaOw
v78/1T94YdmQ6Z2KuxV2KuxVokAEk0A3JwE0yhEyIA5lAw6t6kds72k8LXcvpwxv6XKnAyeoeLsA
vFT1PKu1Mr8Ty5uadCAZXMVAeo0djdUnWm+cbXTWuLG1hI1GEW1zc3JbkDH6zPGgTah5w1bfpTIZ
CLN9HL0eOYxxMQAZy53/ADfVy+Cbv5rtpJJIpNMjfTXjREsjI4CtG7yKwdaH7Ur7eByQx+e7RLXi
yDD00Bw33En9JS+789TWUVpZWViwu2i9MfVnPqGGCYTM1ZpECqJJQD8RPxCm2RlGj323afOZQJFY
xAAE+rvsDr1tXl8+6ZJcE3FpDLcO01pKqyuC31qWS49IKtacS7GvgDXYHBQ5Wz48hHEcfOMt+KvS
Txfp96DtPOiWNhxjkjWwhe5gmXkwR5LpRblZaH4ip4hckeE7204hngRjEekjXeJCt/cmMP5gKbp4
ngWcXMst9Cis/ELLEYGKuARSj7GvX55HgF0D0bvzOURlOUPTxHryNcNd6Aj8+obBbGC2/RksPKxj
maSkrqZ/WVkKu1A8ikdiTtQdMETEmy26jFlx4xHHHYR+oE2BfEiZ/wAwlmuZSEjAu1urGSNC5QyT
StKykjoysfp3xqI69WMpaiVng2MZbX0kbvn+Pileq+adPvbuPUUeO0DwwujJIxUrw4pIrsehVPHo
K5MSiBRLiZcGbLMzjDhI2O/UfgI+w89XgupIHmivpYvhdbhA0gAAJ4ybOaBhWjGld8pOmxyNR9J8
vxTbHWarDETkOKJ5E8/nz+acjzhpkycLrTgv+WAkx+6QBcrOjyDlL9Dm4/aIgbiQ9xv71E6t5TaQ
O9nK25qvpQqKdto2jyXhZ+8fb+pvj7SUec/lFqTVfKDoVFjKpIILIiKSD2J51/HCMefvj+Pg3x9q
gOh+Q/4pAfpm0tYni0q0FsJKh5SQWIbrTbkpJP8AMcvjjP8AEfx+PJxtR7WZZfREDzP6v7UpJJNT
l7y+TJKcjKRuR5sx/Kr/AJSdv+YaT/iS5j6j6Xbdhf35/qn7ww7Mh0zsVdirsVdiqhfRNNZXESfb
kjdF+bKQMjP6S36Q1lgf6Q+9L9TljbQo9Utz6hso1v7Zl35qkZLBf+MkTMn+yyqX0A9zscIP5qUJ
fTMyiUpYG91i6jtVat4t0ZeVUDGzltbcqrb7fC46dTlJ3J83Z4zHHDGD/CY35GUZc/iU7sxfyaJY
m1kit5zDEWMsbTpTgKgBXhP01zJjfCKdFqDjjqJ8QMhxHy6/FqdW/wAR2Dn7P1S7Tl25NJbMAPch
CfoxJqQ+KIR4sMzEbcUf99+tQijmWCS45g/V7+SVE4nZCzRSLtUseLsV96ZTys90nZyqUoYq+vEB
+kfIj7VO+WZdFhEpFTqNoV4inwnUIytd+tMI2x/jvYZalrCBt6SD/pCraS07SweoBxH14QEUp6Iu
lENKbU9ILTHFzHu/SjtL6Jd/HH/cICe2LxWtzFcO1NYb1gvEFkS5kX0ht9lHHJvYNlXCKB83YRzz
MskAPpgK95imUHNLZZZDyK30pSg4lRJO8YB3Nac6ZbH6R/WcHKR42QD/AFL57ApBNaodCitJH4ra
adYi7kUbNBwnjuEU9iY1ce22US5D3frdrhNZJA9ZGvlBPNMQpNGkz1uRNfkLU19N7kuK1HZWTL4/
UPeXU6gEYZX/ADMX6U4zJdE7FXYq7FXYqzH8qv8AlJ2/5hpP+JLmPqPpdz2F/fn+qfvDDsyHTKtv
aXNwSIYy9CAadi2wwGQHNtxYJ5PpFtLbXDSCMRtzZlQKQR8TfZG/jjYQMMyao3y+fJc1ndqATC9G
AYEAnY7jpg4gk6fIP4SsME4IUxsGNaChqaCpw2GJxSuqLTRSqvJkZV23IIG/T9WNoOOQFkFQPlu2
sy0H6PW35OsrxLHxDNU8CwXY79Ae/vlYhB2OTVauJqRldd3eiJNMkguBytgs8fJFYICRyIZ1DDxK
gt8t8kOFx8gzxkQeK7HzHL5LbWxZfRs7aHhRVSCFRxAWg4hRtQcemHYBp4Z5J1Vzl+ndSv8ASYbl
PRv7RZUjblwmTkFYVWvxDY9R94wERlzbMeTNgJMbiera6ZEeQW1BBdZWASo5r8SvSn2h1B+nBwRb
fzWoIq5cq5NT6VA8DW09qGglfk0LpVWeob7JHXlQ4iEapEtTn4xI3xDYbfsVJdEWG7jZ7JFu7dRF
E4jUvGrigRWAqoPTiMQI81yHURvHLi3O48ypvYQPEYnt1MTFnKFBxrLy5NSn7fNq+NThMI8mEdRm
iTIE2a+zkrxaXL6UxS2pGjerMONAGZuXKh7lt/xwARDaZ6iYJN+kUfcVCLS4IFk9O0WNZnaSakYA
aRjRmbbdieuPBFidTqNiTLYUuttJjFz6lvagXEhEJkVQGJPFQpbx+BR9A8BiIxG6JZc+UcBsgy+0
/wBvJWa2uFco0Th1JBXia1B4n8dsnYcc4Zg0Qb/A+9owTgMTG1F+0aHb542EeFLuOy1lZWKsCGBo
QdiCMLAgg0Ve20+9uQDBC0gPKhA68aV/4kMiZAN+LS5Mn0xJ/Z/aEPkmhmP5Vf8AKTt/zDSf8SXM
fUfS7nsL+/P9U/eGHZkOmTTQLqOCW6LsADbuyAmlZEo6/wDEcryC6dl2ZmEJTv8AmGveNwmmoTwr
YzTCdJJ1ninjUSBzSNUQbgnuzZXEb07LVZIjFKXEDLjjIb39IiP0lUvbtDOyQXSJCHnRR6gBA+ph
UagOw5A/TgiNuX4ts1GccREZgRuY5/7UAD7rv4o7TtQtHEM0kyKqoOXJxtIYlbuf5eQrkZRLmaXV
YzUjIcu/rwg/daAnlU6XNHLPG5jhAlUOrfF6fFRQHtJ2yQG7hZJ/uJCUgajvuOdUP9kt1e6rZSQW
8geVJYnZkcCnN5GHejUND7E4wG+6NdmvGYwNyEonY95kfj091uuGkMF1FBMkc0gd/REyVR5DbvIo
+LsRIPvwiuv45oyE8M4xIEjZriGxPhmXX+v9qjqEcQ12zvIWV7MSQRtMCONUbhQ7/wAqb4Yn0kNW
qiPzUMkaOPiiL6bGvuCZpfxXNvbzzSxhGTncx1A6JNzFK9OUiUGV8NWHYx1MckIykY1VyHwnf2yj
QQ9y6xSqUufUE01w87iUUUyQhUHwtv8A5J7ZIOPlPDIVK+KUzI8XK4UOR+XcpveRGwhkeYMkKwcw
WBb1P9GatK1Pwq+/zw1v+PNhLPE4okysREL/AK37r9Al9q+xRbRrznJGZri4DoBIhJjWRQWBBovw
zEjvglvTPTx8Izsx4pzvmPpBG/ltIrYp4I5LoPMphFpAI3Z6h1SMjYV2PLsO+JBNe9jDJGJnZHD4
cOvMCP6+nep8vXv3ImjcRXsE7sZUI9ILQsCWoaeAw8h8Gu+PKakDw5YS+ofTXPn0bvp5Dp0jGXjN
6qhwJA3GJZJGEnEH4vtUp7VxiN06nJLwibqXEP4rqIlI8VdedV5WrajcQG8iCzxkC9iacCRd/iPx
EV3ovGpwRG3wbdXkj4gqQ/vY3uO87/Km59UM2kRXSuqvs0iI3FlpKS1BWtKdBg4alTLJrOPAJg79
aNV6t/h5IxLuzjluCZ45PXjcD4ga8CEIO/7VdsjRcqOeETL1A8QPXu2+1j+vTWo1Csq/WGMVCVkF
AxdipJAavwUy7GDTou0pw8X1DiPD39bPv6UmmjvbHTLS2SaM3AeNigYVq06ynv19NMhO7JdloZQO
GEBIcdjr/TEv9yGJzsrTSMv2WYlfkTmQOTzGQgyJHK2XflV/yk7f8w0n/ElyjUfS7bsL+/P9U/eG
HZkOmdirsVdirsVdirsVdirqmlK7DcDFbdirsVdirsVdirsVdirsVdirsVdirasyMGUlWU1VhsQR
3GKQSDY5uZixLMak7knqTigm9yzD8qv+Unb/AJhpP+JLmPqPpdz2F/fn+qfvD//Z
uuid:4efbdd9c-342a-4965-b6a2-39e70f731f36
xmp.did:A20343708DE0ED11A7DCF5D4495E94CA
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:A10343708DE0ED11A7DCF5D4495E94CA
xmp.did:A10343708DE0ED11A7DCF5D4495E94CA
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6836F74D3AA6ED1186EE86365E5984A9
2023-02-06T17:38:38+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:A20343708DE0ED11A7DCF5D4495E94CA
2023-04-22T00:05:38+02:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
21.000165
29.699996
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
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
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
7 0 obj
<>/Resources<>/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
H\WIk
{wu( ,H??~UERN?^r^rٯϿ?r\)qV\;߿?QXzG
ukĽWsq!wENo;Z'u}$$0ިE\^j BV4cZ+i>X'6Q+a ! ,B[{CHHcR0GoۼڹIo4@]1}uM>~#Oь">7Yһ.-VrurV%?Oո;IA- Bx\|iOx_Hy;\=xxi?iw-ׯ˽NƄ}a, m<8Rq:(96i\:u{F3_{D;kK+@F~yi
.V>$˨짆FK>)1zjDȂRs^p