%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
monte ricco, dal forte la sfida culturale al futuro
2017-05-25T23:56:14+02:00
2017-05-25T23:56:14+02:00
2017-05-25T23:56:13+02:00
Adobe Illustrator CC 2014 (Windows)
180
256
JPEG
/9j/4AAQSkZJRgABAgEAtAC0AAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAtAAAAAEA
AQC0AAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC0AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FUPqF
rPdWckEF5NYSvTjd24haVKMCeInjmj3AoeSHb33xV5H5c8y+bp/ydHn++80zLqEMFzcm0uINPWxl
e2uJI44GCW8U37/01j+GYNybbwxV6NBqOtXPkOPUriGSz1ubSxczQQwsZIrprfmyJA4lbkkhoEYM
a7EHJQ5hjPkWLeS/MnmIXsA1uTW7w3FlYIbebSmgijv7h2F5WVLS3Cx24CGrSU4lvtmlMjLCNbcP
M9enTq4eDLK/VxHYfw9evQclPTvNnnSW2Gl3FpqMWtXzQiXUpdPk+qWUs04jmhhEcPB0giDPHLJJ
Ip+Es1CQGWOF3tXv5pjlnVG+I+Ww923Tv396E1Hzf5zvl0Noodd0WW4sg+sNBpP1iCK45NDRIZLe
eYkSn1WDSr+4X4ayOMlHHAX9J323/b+CwlmmeH6o7b+n9nx93mUB/iD8wjbQcNR1363Pcl5Fl0b0
4bezkjmMaO6abM8lxE8cXqlE4Nz4psDIsuCHdH/Tf8e5MPEyd8uf83pv/R58vL7040g+d7mZ4bzz
JrEIgsbTUJJ20WCPkZHkkubZU+rSr6yQGFQqSOeZbZqFVhLgHKI519X7WyHiHnKXIH6fmOXOq+KX
LrX5oxaHoV1LcanLdX1pqk2oRjTY/UguIbdRaQui21VBnVilVHKvcZLhx2RtzHX59UCeXhibluDe
3WtuixNc/NFfMFpDe3OrJoEa+nqWo2mlRc3cxSvbS28DW9xMomRYzOGQ+nKWQ8BxGHgx8O1X7/2/
LyY8eXiFmXD1PD8q2Px7i9W0eTUpdJspdUiSDU5LeJr6CM1RJygMqKQz7K9QPiPzOYcqs1ydhAnh
F80XkWTsVdirsVdirsVdirsVdirsVdirsVQ+oX8FhZyXc6zPFHTktvDNcynkwUcYoEkkbc78V2G/
TFXiPk3TbW3/AChg0W48u3sfnaOC8GnySaRdpLDfSyzG0lW9eBYoWT1EYS+qOHiKYqt/L3R/NOn3
yjzfB9adL9TqHraLd3k8qHTwg9O9jhliIS6K+owX42V5PVYN8aqf3V9DD+XWu6Jb6JqbX+oya2bS
KLSrxQnOa5ksZGYwqB8AgWOlWX4dgFJVVFa0lpc+fPJt/pmk3a6PpT3dvqVNMu4URriEtZH02hQu
iTI55qCsTEFivIVVRdl5bePSgmlW0enea0u73UtHvZrKf0BBLeTtBb3MiIgVJLST0jE7c4wQQodF
oq620zWho+tSvo8Vh5kjV5/KcUUEcq2Ml5psKGKGdVaJaXccqymoDfaYBHWqr0TFXYqpPaWz3Md0
0am4iR4o5SPiVJSpdQfBjGpPyGKquKuxV2KuxV2KuxV2KuxV2KvPrjzX+Y0Pma5s20VP0NCk1xb3
KW9xLJcRwXDKYQyP6cc0kCM0fKoY8enOi5Ix4+G73cQ5MvHVen8foZHFq+unWZLP6mJbR1Rra6aO
a3X4bqaO6DsRMKxwrCY68fWJJU8a8McuUEn0nzh52uJoI7vyu0KXEgt4pzK6KrKlyXlnUxM0SM9v
Hx+0OLg8q0UhkmFz5p1pbO/vLfRmaC0lWO39f64ks6SR28iSLBDZ3E4H7+RXHAlGSh/a4KFDWPN3
mS2e8hsPLkt1NC6xWnNpVWUvLBGGLxwSxqqidpGPOnAChLCZYVVa2806/cag9mmgugP1z0JZHuI1
/wBGlkiheV3tliRJ/SUjjI8g5qRGyVcKrtf1/wAzafqFtHa6QtxZSmZ2uUM8xEcNnJLxlSGF2iZ7
gIicBLyFaLyoMVV7zXNcimsYU0lw1zdelcS1aWOKHmhDH01+20TmtaRqysObEIJFUk0X8wfMWpTW
aSeUr2xSYwpeS3InQW8kssiMKfV6yKqIrc1+GrgMUAdlVTLy/wCbdY1XTVnuNCn0u/mjH1eyuxOo
9es44yyrbssUVLcHmfi+IVQco/UVY9/ysbz1d6Nc3Vh5NuIdRijt5Lexuhcq0jvcQxSxcnghjWkc
juH9TYUJXaRUVRGqfmF5v0+aSK28o3esW9tb28zahCs1r9YaVYvUENrJFK6MrTV9N3qArVNVIxSq
3PnrzdZXWrwy+WJ7qGwtIbuzuYlnRbh5EgD2qKkVyzS85JaU2HEBuIq+KENZ/mR5vu0tZf8AB15a
cpilxbTrcmVkEUZrGwgES1kl4qZGUbfFxHNolKZW/njzFI1/FJ5Vu45rG4ktwauYp1jtJphLBIYl
5o80AiU8R9tD9o8MUKUvnHzjcRxW1n5els72UqHvLiOWe1j/ANyMFqfgAtpHrazG53KUA47lZOCq
DvPzF86xBGg8mXE44cyFe4rJVmjCpytU4fFxesgU8eqg1oppkWg+Yda1OWJZ9KFpGUEk8jtdpQFp
V/drcWlszHlGnwtwbdmpx9NpVDIcVdirsVdirsVfNX5qm6ki/OS2lvrye1006B+j7We7uZYIPr8s
U1x6cMkjRrycbfD8I+FaLtgV6vqupXuqfm9D5RnuZYdGt9B/TPpWs01rNJdG9+rqXmgeNzGiA/u6
8SWqwai0Koi+8wL5MurPSDHdXljd3lpDDe392XZTqNx9XW3t5J2muLuWJ6yujfYi35bKpVeZ+cPz
M0CTz15A8/vCsflmKLzB9UvlJ+uXS21u0HBoXSMR8phSAGU15/EIzUYFZvqv5yXGnXlzoh0BrvzR
aX9npsun210n1ZpdRtpLq2Md1OkBIZISG5RLxbxFCSqc+SfzEfzRfPDHpU0FmI5mTUFE0lsZbWYW
88f1hoYrd+UlTCYZZOaKxcRsOOKoDy7+bI8y6ZFcaBYQahfXcV3d2dhHeBXEFk1ujxXLPCvoXZN2
tIiDH39biQ2KoeT87dJjS11E6fLP5d1OHVZtK1K2cPLJ+hUkkuPVgkWJYhKsDmCkrFtuQTeiqha/
nXK+lz6ndaILa1tE0K6um+t86WevKAssYEILPBKeDI3HkByDdsVRHmL84m0q5gig0Zrpb2LW/qRa
4ETNc+XpJBcxyKI5AkciQsY3DMS1FZFHxYqgdY/PuG2s5NQ0ryzqeqadb2kN3d3CRSARfWrAX8Id
4454FREkjE7NKCnKqrIK4qo2v53ajDc6f+mNLtoLKXyvH5mvJbeeSSVvrEscMEEEbRoPUeRuIRm3
LD4/h+JVO7r81riy8oNruo6DcWE6alHpbx3fr21opldVS8e4nt4po7SjgGV7cHn8PHuVVGX83HW0
0x59IjJ1PWtP0GRIb1JkRtTtILxJkljjKSosVwQeJoSPhJBqFXnPl261C3/5x/8Ay9+qT3sbXHmC
KC4i065e0uLiGfULlJLdZVkgp6ganxSKK0NRSuBWcWXn+18ty32mw6bq7Tw2d15k1Ky1y8eWa006
yl+pTJbSu160ru1sZoozJ6bcywlUEDCqKvPziu20+91TSPL73ekWctpCuoXF1HbrIdQ+otalYlWa
X95HqHqfEooq0PxNxVVOtC/MC41XzIdIGjXK2q/WIZNVijuntUu7J/SuImlkt4ISnqK6Rukjcip5
Km1VWY4q7FXYq7FXYq8+1j8ofKfmG88w3FxqV9IdfeGLXIIJ4RG5syjW8bKIjwMPBeNKNT7RPI1V
T/XPI+matfWeq/WLmw1+wj9G31uyaOO6MRIZopAyPDLGzCvCSNlBJKgE4qkOpfkp5X1G6e/nv9UT
V50jW71WC7MFxPJDdJdRTS+kqRl43jCx0QKi0CgcE4qqEv5G/lvJqFvHP9ZeCH6/LZ6IbyRbWOK+
CJcrBApUxRhjX92Ru/xV+EKqmE/5SeX5xayy3t82pW95b6jJqxeA3dxdWUQgtJLiQw0f0Iqoq8Qp
qzMGZixVTDRPKPl/yzrN1e2t9dQrrEzLa6TPeSGxjmlLXEws7VmCK8rK8rbEj4uPFajFUkg/Kjyb
Pdw3MOrahJrcZju7rV7a+MF/c2ssaQxxXMtqImeCRbRaHZmZC3LkXLKr738r/IguX06W8ltv0mt+
NL0ozx8YBeoBqX6PikVmUSoTzAqIw7cOHI1Van/JXyvNp13ppvdQWxvrawsrqBZYqNDpQAs1DGIs
vpleVVI5HrXFVW5/KHy9dzQPdahfzy2v6SaAmSBSja0HW+YcIV/vTIzDsp+zTFWrL8l/KFpcmUS3
0kEunrpV9Ym5KW13bxQm2gNzHEI/UeGBvTjbts32/ixVCxfkP5IWO1imn1K6Nrps2jubi8eT1rKU
kxxSqfg427HlCqKqqwBoSqkKshXyLaDy1BoUmqajcrCzMdQu51u7mX1FeORZ/rKSwzI8crIUeMrT
cAMAQqkd3+SHk+e6hniuNStIrWWyuLKzgvJBbwTada/U7eVI35j1FjWP42q1UXehcMqun/KfybD5
W0Tyg1/d21jp98bzRlW5SK4+tKJZ6RuEDPw5ySADcUr0GKp3r/kTQNfu1urtpFvFtZNMvp4GRJLm
wnAaazuDxP7tzRvg4up3Rlqaqpdc/lN5cnsNbsBc3sFnrrW7zQW8kcSW72Zj+qtaBIx6XorBGigb
cVFQaYqmHl3yBovl/WL7U9PnvT9eClrKa5kltUlCqslwsTH4p5uAMszlnY13+JqqslxV2KuxV2Ku
xVJ7Dy/dWV1PKutX89tNJPKLKb6s8UZuJGkIR/QE/FGc8A0hoNugGKqD+W9RvdLkttQ1i8hmnto7
aV7CVYQjxHe4gfh6yPJ+0GdgOm9K4qgNJ8t6U9npTQeaNS1K2ge5WOY6gH+utLGVKSyQhDJ6IjLJ
wIKkE+OSMCNiGEckZAEEEFHz6baTwS2VzrtxJc3UX1OG4WS2guo2MZVzBJBFEyyO1u0rDpyU0AVe
IHCU8Y5Whbny7pV9AfT168hEcyQ3c9ncxQPLcIVjCzyRIpMpASI13IoPDHhKice8dyYzSWNlcyXN
7rhSKFOTw3D2iRxBnfjJX00ddp1QEtSir1JYsRAnkESyRjzICw+WHjThZ6te2K+sZx6ItSQCFURH
1YJOUahSFDVI5UBoqcYs1DV/JVrqVilmNQvLFYW5Wc1oYI57apk5C2mMLSRApL6fwn7ChRsW5Kq+
oeVYL62khmv70NLJDLLKsq1rbtzi4IVMUXFqHlEisSASajFVuq+VP0nZw28+sanDNAWK3lrcC2lY
MnAhxCiRt/MKpsemKoJvJ8NhpEEcuu6pLDYC4ae5u79o2eKeIxSNPMqivoRkvEduLAGtd8QL2QZA
CzyRVvZaBaE3VvqrR+raJN9YkuUndrS3qVmM0/qyPEiyndmKDkW+2xYy4D3MfFjV2OV/Dv8Acg5t
P0O080z6gPM0theSFJb7SxNZJFKIYtjLG8Rk/uRuwYHjTeirRGORFgFEs0AaJF+9AR+XNLso7lIP
NU8sV7JHPfTX93FdPDHbxSTpJa+srRxSA+m5dkb4EqKEBg8B7knLEdQy2y0o2loltFeXLqjBhLM6
zSGkpkYF5FYkODwPgv2aHfIs0o0vyZd6bIph8zazNEq8DDdS21ypHxmpaa3eStZK159gPsimKqdx
5At3gskttc1i0uLKQyrepetNNIW9PkspuluFMZ9FSYwoTr8O5xVEyeUGOqrqUWuapA6iYG2WaJ4G
MrTMpZJYpK+kbg+mOg4oCCFpirIMVdirsVdirsVdiqje2dtfWVxZXSepbXUbwzx1K8o5FKsKqQRU
HscMZEGwxnASBB5FisHl/SvIvleulafeasLG4+uGCImW7keUejI6IgVXZYWICUANPHfLcueUzZaN
NpIYY8Me+/ii7rVYoork2OjXkslnLp1sI4KxLJG1wo/cPGxQrbc39VTRfhKv8G+VcRb+AfjyVW1w
waBBq0+k6iZ/qv6Rk063WSa4Ejx8ntuNULyLzKqjClQKAUFG08K5prbV/LAv9Q027iN7pyzXuk0k
W44SwOWtWUenWQeoy8djyp02wxmRuGM8YkCDyKyXzNBp2nkx6FqQitJ0sY7O2tObBRAsvONY2KmF
AfT5KacgVWu1QTbKMQBQ5IrSdfm1KOORdLvLEGZYpEv4zDIFa1FwJFCeqCAziM8mWjBh1ADBKb4q
7FUv8waFYa9o91pOoBjaXahX4NxcFWDKynxVlBFdvEEZPHkMJCQ5hqz4Y5YGEuRSiy0iw8v6e2n2
Vhcy22h2Ims5Y5JTNO8krzSxDgFDO0lsjMoO/LjxCmhM8spEk9WOLTQxxERyj/b9/wCKS/RPNVrq
XmKCI+Vtd0+a7VLgXt5amK3jdYHWsxWRkWT029OpqxNAdkHGPGaps8MXfX8D8fsCK0fWdMuoQIdB
1a052UV2EubaWJmFrM0ccLFnp9YHphuLnkyFa1GwTIqMYH47kda+bhN5cGtyaRqcBKI/6Me1c3oE
kpiRTCP2tuTivwruTTfIs2vMPmi+0q3sJrbRbvU/rWpJYXMVskheCFy4N0RwNY14qSTRd/teKqca
dei+sYLwQzWwnQP6FyhimSv7LofssMVRGKuxV2KuxV2KuxV2KuxVJfNenR39jbxPqd5pfp3CSrLp
8ixSyMisREQVcyKevBRViB1FRirHLu68rX0n6WtdV1BJ7C01S7kt4JHWZoX4xXCvHdcpouEkStEg
Ma8hUDbFW/Lz6Jd6dP6OtandQX0sdpEZLieS6guULI6pJA7IVBXmeKleNXLNCyUUo5pdKlmTUJhq
b+hc3tnVGdnC8hG8nC1czCEPaCNKDc/E6ljzxVTubjQtd06LVdP1fU9Li/0gq1uslvJcl41ncCO7
hYysIo6xlV2XkENAaKq3lHV9En07TUt768vngmuNMt7m+kDXEhh5nlOIyobnHbFkaRORWjHdiSoZ
ZirsVdirD9csuXn7Sr7/AHORvHbNbRz2YgfTAJzJzFwrB5Q3JELHjx2j8DRVK3tNK0vzPZ3NtZeY
LuSVnuPrENuv1WFrq6nuWEodI3Hw38qMoB+CnL96iMFVd9DuLG6MdtqPmSe0vZ5JjctN6gtPRImK
RpLE8rITYLEBICGEp4lubHFWtEt4Of6SQ+ZYr3Up2lu4bpOJUxSW5/eRKn1dVMVtReG5RnQfHxUK
V8elRC9sfNhk8wfXmDO+mNSZY4iyRvGYJkZYwqhf7rjLIKt8bAnFWYaVI0likrrcRvI0jvDdhRNG
zSMTE3CqERk8FKllKgEMw+IqEXirsVdirsVdirsVdirsVY/521dNI0uC+l1WPSLeK5j9eeW3kulk
SjfuuMTxuvJqEtXoCD1xVhlydT826lcX2h+eJtLt9Utzp9ppYtGd7V3VmZw8c6J6pFpMyuw5KDs3
2cUsqs/MiXUrsmtW4h0+2tHvw9o8XNrspLFKGeQcfViDIsdCwZqmuylQlesebpJ9du7PTdfFlLod
hJqt9ZmxWRJ4CwortLLG6vB6Lq4DJvIN6owxVH3d1cXFtazWvmBwml6lbvfS/V1aSSCWBHNrOqNE
jGRbpSHRPhqvwll5YqidH1OW5806raLr8F76BiZ9HFt6bWsbRB04y8+TlxKjOzch0ACVxVkuKuxV
2KsM1c/VfP8Ab3kNtrUr3FvaWt2bSOM6c0Za9ETSOU9XnC8rFwHUKGRjiqWS/ltpLeT9T0a51DX7
2wikacGV43umj9KOX6vafugwhqqgRUHxr7Yqj7QzWNra3xPmW+udPMsl1YzLE0k7OsjlZQBHbv6L
XZRBbuAxVac1jBCq6y0Y3UE1lHea5pcOlXLTM6R21stxIrEckWCCkiM0XrFEXi/qfGCSUVVEeWnk
sNIaaObXr9bSMKun6lEhuZpZaOKSSRxszc2K1MwjTf7KAEKpl5KtktfLFlbIL8RwCSOMaqEF2FWV
gocRhUC0HwUH2OOKp3irsVdirsVdirsVdirsVSzzFPNDYq0N1PaS8/hltrR70miMxV4o0kbjQGh2
+LiK78WVYZqupn66lpa+bbzTrq2ubiKeL9Gzzu7X9zDcwoomR1PoQP6CtxZVMiVAPFGVQ8+qX97p
31y185yz6brEk02i3Q0eKcQ/VElT0gnENLIsxS4HwcqQuRRORVVNPLmvp+hnsZvMtxqepPLPG16u
nSQzwyQxx+sr27I4jKyTK6rIvRwig/DiqdM9xca4lo2oTiXR3h1G6jSIpHNBcWlxarB8DVcesjTd
GowUDcVVV3lvU/WhtEkvr+/kmFxxmutOls6hZar61YIVjdEYIOXHnQkLWtFWQYq7FXYqwjzIjSee
9PiWfzLatLboiz6aqyaQCxnH+kBkmVZBXditPsb7bKpanmFJtabzDDpXmmK7ItLS502Kz42077hA
PraRv6aG7l5vySMcCxoSnNVMfrN5ai8vYV8xfXZrF9RW1nWOWM+lFC6WihY7mKKY7xcEXmx9RjyP
Biqhtd8uaT5st30a+u/MSWstpZRTShJbeKRVaYBmV4QvrM7q0/wAikZ2VWxVC+WrQWvnPU4xJ5oc
aalXvb1Glsr5IFc8RJJbrK7CW8lCRREoeIZNqAKs+0W/+v6VbXfpXMPqpvHexehcAj4T6sdF4saV
6U8MVRuKuxV2KuxV2KuxV2KuxVKPMiXht7N7WGxmMV3E0h1BzEqqarWJvTnpKzMqLt0Y71pirE76
awDxSWS+VbXQ7SaObW5ppkk4WjK31GRVEUSJI0RVkLvxALBeQocVW3aeZNcbW9KWbS4Lqwj0yy5x
wtOLW6naK6vSEubRkdZUkQxjkw+BC3Bq8VUTqNj5pEGlulj5XntdMbnqV3cetEkahwbn6rH6coty
pjYcmkbcVIFKYqi9Yubqexa506HQWu7xreC5N5c8raaR19RUZ1t+crCJkMO4qHJpsOSlHeWhqFxF
aT6gul3F4Ve4vLyxJl5vVoLZ42KJUmEMrv7UVeJ2UMjxV2KuxVh/mi1stR1W/wBFvRraW2raWsEl
3aI72EarJKXROCyhbiVSQ5ZCCgVagkBlVP1v0PfaEqnzFq8NysMKuYVkih9RRCkt7zjhlVjyZ5D1
Wh58fhBVY3qSWvmSfU4ru0856bF5gittJubQQottGk0pjedQBPGnFYeM8jE/u36GuyrKY/NVhomj
Q+npGt3LJHCrRx6fNLcuRZrIrSlFVWfiqxMa7SfDtQ0VQHl2/s9MFxqC2nmX0VWytE026t5ZI0jf
hbJJDbxqVUIkHrTcd1Dmo5ngFWb2M/1iygnCyoJY1cLOnpygMK/vEIHFvFaCmKq+KuxV2KuxV2Ku
xV2KuxVKvMbOLAcJrOI1c8dQA9BwInYhq7/AB6hp2UjYVIVYdpnlbUodNsYL2DyzOkwmfXyLZBE4
T49OljVUjWT0EUkhuPw/ZIpyxSrLP5ojabVbe78tG0lv4p76TkyGaHgiBJbpVK+rbsY1icx/GOFe
HRlU71eWVY41n1TTFWZltdSFxEojdZVuIYk9NpHZ/UuCiemzioVwDU4oSjUktbSawXULry2NGPEG
3kjNqZ7yCFrW59P99LHxjgUgIyOQBwJFAwUsh0G0sbRoorKayZHto5TBZxRQpxYkrJAsZJWF3MjA
Mz7saN4qE7xV2KuxVg/nm6toby7iay8xcp7CNp7/AEKN3BEM7vDDGyFnWfmXB4KAVf8AeHjx4qoi
6vom0WCxiOv308PCNLlLRoLt2WSIeo0s8NtEp4yEM3whk59SMVQ+piPS7S6t/U8xXltGySiCxgHN
3uJZHIiliiil/cmEs1ZAvEqvxcghUovU9Yjs1upWs9euLbVbc3qtawvIYXiiVPq0Ua0uIJZFQHiy
hOVTyDE4oR8PlJIZVmTV9UMii3UF7t5F/wBGUrvG4aMmXlWQlfiPhTFU2sLRrS1WB7iW7YF2a4uC
pkYuxc14KigDlQAKABsMVRGKuxV2KuxV2KuxV2KuxVZNBBOgSaNZEDK4VwGAdGDowr3VlBB7HFVK
303TreGCG3tYYYbVi9tHHGqrGzBgWQAAKSHYbeJ8cVbl0+xliMUtvG8RkWcoVFPVRxKklP51kUOG
6hhXriqm2kaU9uLdrKBrdX9RYTGhQOJRPzC0py9VQ9f5hXriqjfeW/L2oK63+mWl2kkwuZFngjlD
TiMQiVg6kGQRKEDHcLt0xVFWdjZWUXpWkCW8VFHCNQo+BQi7DwRVUewA7Yqr4q7FXYq7FXYq7FXY
q7FXYq7FXYq7FXYql+spIY4GSD6yI3ctDSoYG3lUK2zbMzAdO+KsQuNB8wiyu7CB+cF1bXkNxK6y
cppHWf0ZGASgaVrqsvYFPhABAxSzn63F/LJ/yKk/5pxQ763F/LJ/yKk/5pxVZb3c0t1NE0DJCgUw
zHkOdftAqyrxofffFXnoufzi07SY7ezt7TU9V4ytdXt76/oyTG5JT040MRjj+rsNvEUp3ZSraHc/
mxaTQWtzBaS2DalftPdTrcTXCafK/qWQFHUM8ZZ1cdOASm9cVZJBdeYTbLLPGDfFwwURzRwrFU1R
kDS8np35UrQ7UpihfJqHmXigjghLhB6jGKfiZPj5ce/H7FK++KqFtL5lhu7pjxkhlesfqJO3H4Hp
xX9lefGo60r7YqnVreyNbobmNlnI+NVjk4g+2xxVV+txfyyf8ipP+acVd9bi/lk/5FSf804q763F
/LJ/yKk/5pxV31uL+WT/AJFSf804q763F/LJ/wAipP8AmnFXfW4v5ZP+RUn/ADTiq4ToULgPQdQU
cH6ARU4qw/UvLHoaXLb6XJeTNPcrcSRMxgoQSx4OsBpVgvY9PnVSlMXlK5F2JBps0AVPTjZbjmsa
heChUNqpoq1pvXdt/iYlVUuvKzy3dpENIkSGBJYzcwSIlVlHxc0NtUnoq9aAfeqnfk7QP0VdTFIG
gheIIkRDcVCOWABYd+ZP2j922KsrxQl2u6lfafZpNY6fJqc7yLGLaJlRqNX4izfCAO5JAyUIgnc0
xlIgbC2Nf4+8xC3sZW8o35a7lSOWJOReJWWIu7colFF9ag5calW6Urlvgx39QafGlQ9JTu88wahD
JqSRaTPMLG1+swMA49eThyEKURhy7fCW+WQEBtu2mZF7IK384apLeiA6DdLAZRH9ZKXAHH4eUnF4
ENNzSvUDx2BOMVzYjIb5LdL84a3ePSby5dWi/VJLjlJz/vo44nENDGv2/WKg9eSsOOM8YA2NrDIS
eVfgLD501qPn6/l6eERxNI87NIIFZSahpDCCFC8WLcfH+XKm6lOTzxrpjtJbPy5Pdx3CCR5Y5H4K
DIEBRhCeYKnn2+HFaXr5x8yyXBgh8r3BbmoWWSRoojEyB/ULtFUEct048q1HUUxWlS68361CLfho
MrNcKhUO8iUd7f1+DUhfdSrIffj4niqvsvNHmOeaCGby7LavKHDs8rNHGRE8kRZ1iI4uY+JpupIq
vSqqDtPPWv3AdD5ZuIbhdhFI0o7MeVfQ5cP3bANx3PHbc8VaTJ/M2qrLOo0S4aOGOZ1cc6u8XqlE
UenQ+oIetf2l2NcVQd75z1m21i305dAlkW7meG3uecgT4JZI+Un7luIpF6mxPwHliqpqfmrzJbXd
3DZ+WpryK3DMlx6vpq/EEgAGNmJbg32Q3buwGKtt5t1sSXUS+X7hntp/QV6yiOQcJm9SNjDUryhV
a8f2xSu1VWR28/q2sdw6NDzRZGjk2ZKipDeBHfFCGGu6K0zQLf25nUcmiEqcwNtyta98VWXmvaZb
2ctwtzDKUQtHGJFHNv2UU77saAYq8xb89PMwhglXyFfESxlpEMzh435yqFKfV+RqIgxIG3IeK8lV
H/lfnmX6vJM3kK9jEUSycZJZkLO8qRrElbX4n/eA0+eKs20nz9Ne6Za3k+lvZzTxrJJaySHnGzCp
Rqxqaj3AxVOdI179I3Dw+h6XFOfLny7gU6DxxVNsVQ2pG+FhO1g8KXioTC1wrNFUb/GEKtT5Hb36
Yqw28/NCP/lU9x56sbNppoLZ3bT3IVkuI39KWOTcbRSA8u/EbYqy7TrqcW1rFqU9udTmj5vHBVFY
jdvTR2Zyq1Ar9O3TFW5dZ0iK1uLt7yH6taxPcXModSEij5c3ahNFHptv7HFVeO8tJDGI543MoYxB
WU8ghoxWh34nrirE73X/ADfaXWo3BGny6Zp2oQ2r24SZLmSCdYXrG/NkMw+sBVTjR2HVa4pZP+kI
o/rb3UkMEFtIE9UyilDGj1kqFEZq9OJJ2oe9MUKsl5aRu8ck8aSRx+tIjMoKx7jmwJ2XY79MVbt7
m3uYUntpUngkFUljYOjDpsy1BxVid95h1CP80dO0aLUIv0VJpV3dXtiFjLpNBLCEkd93UMk+w2G3
fFV6eYNQm/Mu00uC7im0G50Oe+SONVas8d3DEJBKCarwkIoNvnirHPI35nec/Nc96sOjafDFpeqr
pd9W8l9Rgrj1pIFMKq/CPk4VmBNMUvRv0rpf1ee4+uQfV7Ulbmb1E4RMv2hI1aKR3rihC23mry1d
XU9rbapazT20SzzokyNwifnRiQaU/dMfam+Ko+1u7W7t0ubSaO4t5BWOaJg6MAafCykg74q68/3k
n/4xt/xE4q8cu/L95Lq91fo8QWV7BokbeotpeUxcFDv6ZIj3677EAgqvXTteQC3WS3FgolSKCv2E
Dw/Vh/db8ESQGp7jr2Vdb6RrcLwy/Woi0dg1usYQKqT8YgpSg48OSMT8I7ChAFFUvvNA83XlrEl1
dWk8yK/JnRSORuC6U/c9PSCKw7kb164FRtpY+boreVJL23ZqRi3CqAq8bqRn2EQ62zRx/NfpwqzX
yFDLAUhmKmaK1VJDGAE5LxB4gBQBXpsMCszxVKfNjamPLepLpdm99qMltLHaW0bRIWldCqVaZ4kC
gmp+Lp0rirAfPX5eane6D5q/Q1i0smsw/XLPS/UhjYaneRra3buzOIh6cEKEfH1eXdqqApQ+peVf
OGt6PrGkzaIbCXX7vTL1dTaa2Y2ZtYbWKf1AkruZIzZFovT5A8xUr8WKpGPI3nweVvL2nL5elS7s
tF8wWF6PrFiFE2pIRbJyFx8SlxUkdK/PArKtK0TX7rzzd6nq3lJhZahdWuo2V3cXsPOxmt7dLZ1m
hhmmR2Hol4mjDfboxXfiVVtd8oXmsahq+rLokltr2k30ep+WdQd7UfWntraONbZ3jleRYZpI2Vlf
j8LV2OKusX88Wmv3mvDyxeNBeXTGfShdaeJOE9hYxeup+sekxglsHjoWUlZKjuMUJbpflXzuug2+
h3+mEXGh6uuqJrEVxbsNShj1BL5o1VmEqyzb8hJwTkqktTopZdoB1q2826kk9m8Wn6yZdSrKQz2z
28VpZRwt6XqQ/vhFJMP3lf8AJBDYoYPpWj+fbe/8rXVx5PYHQdJbS7pI7qyZJHjuLV0khrcIeJjt
mZOdKOaNt8RUpx5L0LzZB5/bUNR0eWx02K01eJLqSa1cO9/q/wBeiASGV3H7pqNVR8QPscUMN8k/
k5rs2ledX1/Q49N17Upb+bQL6WW2kYfpG0uLZo3kt3mcIvrVZTtUgitMCWPeb/yi/MrXNOt7iHy2
tveWmh6doZtPrNmWlmtJhI90rerwEYjiCCrc/iG1KnFWZa9+X/nK38xeZpPLmhxx6VqP6EvbBILq
GxSujn1JLKkTCSN5X2V0oo68sVeoeSbOa28vxCfSn0W4mkmnn0+W6+vSpJJIzMz3POT1GkPx15d6
YUJxef7yT/8AGNv+InFXhc9rqWoa7q1tbalJaSrOvpLW4ZTEttbeqo4yLGnxSgrT4uVe3IYqjW8s
an+jrG3TVZ47q1hZJLr1Z2LzEx/virSHl8MbfA9V+LCqEvtA1OARXd3rEkMEcjCZIpL3i5uUECL/
AH7sAkrcx8+wFcVUtO8s+YXmieXWriSCOCFkuBJKBcFp55XjdGkJUem8al6cqAcWFCMVRVx5U11v
q/oa5NG0cXp3Ls0zeu1FUvx9UCM8Vr8H7X04q9F8nAreyAnkRDQnx+JcCstxVi35pXF5a/lz5jur
K5ls7u2sJ54LmBuEiPEhccWHSvGh9sVTu013RrzUbnTbW8imvrMK11bowLoGZlBIH+UjKfAimKsU
8z+fPJ0htbKTzBHa2zXjwai0MzwSGNIJSRHNGVkUesI6vG3iteuKaXz+YbCPyz5etLvVn/SV6ulF
bq1adhK00sSgmXhUJcEMB6nHkK98VZNp/mDRdRvr6wsb2K4vNNZUvoY2q0TODx5f8CRt3BHUHFCX
j8wPJhvEsxq9ubmUn0YwSTIAjPyjIFHXijUZdjQ06YrTCbj8z/Len+f31S41538sX2l2sdmoZ2tv
rkl/PbOyIBQUFs3Jj2U4pZkPzI8imCO4OtWywSTtaJKzFU9dFV3jLEAAqrgmvQYopuy/MfyLffVv
qmtW0v1udLS2o325pI1lRFqB1WRfpIX7RpiqRflf5st/8C6ANa1KS41S8X45py8shae6kihMrgME
9Rxwj5kAkcV6YpLJdc1rTjFqGkRX3o6r9TnkVYmpLHxjryDUIVxzDAHem9KYoSL8w/Nlhog0DR77
UG06HXJ5Ibu/EjRyJbW9u0spSVTzR3f04+a7jlUEGhxVofmX+XnlzQ7OG48xG7SO0hkgnndp7m4h
dkjSZnoOZYyCrfM9jiqaw/mR5Gmiili1m3aOa4js43qQDPKFMce42LCRTviqy1/M3yLeW1zc2erR
3cFowW5kt0lmCVUvyPpo3wcVJL/ZA6nFaTnVb+3trNjITSZWSMqK1JU0xV5Zd6BPMb/07tYxfTic
ExcmjItlt/hPMfECgdW7HCqD0Hy9qdtaWbXU0PrLaxwXdu8PNeUaceakSkc2qRI+/Mcdlpiqtd+W
ry7sobea+RpIZhKr+hRCBKkoPpiQD1A0dA47M22+KoWHyXcx2DWjakX9R4mlmMTGSkZjqqO0rMok
EfxCpG+wHdW10vlLUXuLe6TUIFuoII4hK1pzPOJJ1Eo5THcm45Gtd1GKs+8jwmGcwkqfTg4AovFa
KygUUlqbe+BWY4qx78wdE1XXfJmraJpfoLealbvarJcu8caLKvFmJRJWJAOwpirHvLnlf8w7fz+/
mHXJtNms5bSbT/TtnlVooFnM1v6UZhQftBXDOeleRqFClvy15V87aJIoji002JvXvBpkdzOkNsZL
dkm+rFreRgk1xK8vptsnQE12VUtB8qefdD08WMEWmXMU66fPcNJdXCmO5sYbe1dIwLYh4pYrKNgT
xKMzbOAKqq3lfyl54h82X2s+Y7qyljvtNNgfqLSK0JiupJIBEjxqAnozb1YkMO9a4qpXHlv8yb+0
0C41D9D/AKU8v6lFcRRQPcrBPbiCW3kZnZGaNys4KoFIHH7R5UVViVr+Tv5hW09rdrNpTz6YYJrV
PWuAs0sGrT6jxk/c/ulZbpl2LUKjrXYKn1/+XPnQ3UptX02WA+Y18xK0ss8TsTaiJ4SqxShOMgqD
VuQP7NNyqGuPy6/Mr/B/l/y9b3eliHR7e0NxCXnAnurC8jmiBl9Hl6TQx9OI4v8AzbEKo7yP5K/M
Dy7FpFhc2+hXlhaoiXc7SXD3MbLMzmS2YwKKGNhRGpR6nlvTFUx806F+ZN/rUs1hJp0ulxTV063u
Z5IeMcthJbzNII7aRjIJZWKn1COO1B1xVHeYfLnmPVda8pakiWcf6JkuX1WIzy9Lm2a2P1dvR+Pj
6jN8YStAO9QoYIfyh8+SaNZWck+lrNpWkRaXZssk5WR7XUra9ieSsY4rIlpxYD7JPfspTrUPy+87
z6zdXUbaa1td6zpOvScpZ0f1bGKJJ4BSJwFLQAo+/WhHcKq/lD8vvMvlu30i/H1S81uws73TJ7b6
zLHaGC8vPriSpIbdpOaMioy8Nwa12oVU7vNFg0Lypo2iwSPNDpsUVpHLJTmywxBAWptU0xQ8/wBT
sDNqtxInpMfUj5K0Nw7GiKaEoQG2Xbj7++FXXFmovZowv+iv6COxjm58fgVV2pUkx9aU7dcVWy6G
gijaCvIyuXeSK4fo4dCV+E9hy8T/ALLFVe6s7iS/F5QLcRlesNwy1QFSaKePEkVWnbFVGHQTBqCi
FjHBFIkigCerJUCpKtwrtSpHT2xVnX5eoyMwLcyY5Dy+LcNLUH4yW798VZtgVL9c1DUbGyE+n6c+
pzlwpto5EibiQTy5PtsQMVSQeavNhRifKVwHEhVV+swbx1ID1/hilEWPmXzBNdRRXPlu5tYHIElw
ZYXCA034qeRp7Yqmg17RynMXSFKkct6VUVP3YoX2WsaXeyGO0uo53C8yqGp47Gv/AAwxVu6vXW2m
a2jd7gIxhRo5ArOB8IJ47AnFWFTeZPzXaK0aDy7axuxcXiPI8hUDjwZaFB8VTUVNPwKlRu/MP50R
l1ttA0yf+99OQyToPgkIjqprXnGK9RQnfpiqK0rXvzWm1e3hv9DsodLe5CT3CNJ6qwEH4xGWK1rS
vx7eB7qskuvMcduuoVjQyWS8lj9eHk/bcciyfEQNx3HfbFCEXzihEhe3hTipK1vbX4mBAC7PtsS1
fbFLm813YiueOnobmBY5Et2vbUFopBX1CQ54KNuo3qKYqsk85si2pNnHS5R6Ob21EayxGjR8+fxH
jRvh7Hp1xWmSRPzjR+nIBqAgjcV6jrihdiqQ+b/95IP+Mh/4icVeXX/rza/JDKLWa3JWOKOYwM6G
RFBYK550BNeO1cKoOGae5jhjnjt2ktI6zqWtiJo+Yb014vRUiG/ht2xVZNJc/WZvqcdnLYxSMzAC
zCNEHpxb46gdASe4H0KrJXmVp3j+pxQycGjt2WzcmsbuybP8XA/APnUbYqq2X1wSxiSG1MUyssTx
paD7TcQQA5L8G7Dr8zsq9D/LeNog0TNGxRZlLRBVQ0nIqFQlV+XbvvgVnOKpfrmqDTLBrn4eRIRO
QcqGboSI1dqDqcVSa484TW90YJ0tkKcfVCm7cryCMBVLYqTwkB+13xTS9vMuptDHPDHa+m4mZQ7X
SlhB8T/7oqo4DwNT0GKqLearaMDjFbNNsWUJdBQWjVmo4tm5fEX3oNqd64qj9C1K4u7kFoLaOBkl
4ND63PnGYw4/exQ/Dyf6dvfFDE7m1tLDUU0q21XUhdWsoj/dtBzaMRW0cUZ/eRMftxKGZaE1LbAn
FKlYeaLOYSX0d7rM8NndL6jSKqoyxR+rIq8Zo4yGWGpDAkBtlrUhVCW+paNBBJaR6pqNsdIHqXPo
LCiRmNjbMVUyyR/EZB9ipZiSeW3FVOdE1C1lvYESTV5y0lqTLOgmQc445RykDycVcMrkfs8jsKGi
qYXurGDXZoI4wZTMgEJ9cLIHAHJvTt3A3XoSa9a0pVVDXWsmwWSzkSCIwytLI6PdM32yZKlbQq27
kgD2AxVuTXjbT3dnzWe1YiBJH+trOsdCGbmsDA02oQffwxVvUNXHpRMrA2QVzHNyuo3ZZXbiXjjt
iQymArTsPY4qzWKvpJyFDxFQKkA09wv6sULsVSHzf/vJB/xkP/ETirzXUryRL+UIR8EkSci0oo0i
1ChUhk/lrWtPfthVQj1aMzzekd23hQ/WADGoYsWrC4DbV2rX7sVUF1kJZyNDTjEwEYBnZSW3ClTA
vwfuyop0+WKr5NSEE1zA5QoHaMlfXWgaoWvGBviqNyp98VbbUZJGe4Vl+AiIb3AKlqvQfuOnwHem
Ks+8gyGR/UP7cJYfaGxcEfaVG6eK4qzTAqS+bJoItMX17IX6SSBPRL+nSqNVgwBNaVG2AmmURaTa
PHY3wjlg0eGL6pL9YgLXUu0rKq89ozXZAN8h4gTKJCQ32q+XdK1fT9HOgLJJeP6cUwupSgYSemCx
KVPj8suEbFtJyAJrp2m6LfWa+j5fjMHHgC08pNDvU0jJBPL54DGkido1rzSvLEb3hsYLL6yyoztL
cVdguygvB1ovT2xpJkAqR65eyrE8M8ksMzFVmSpT4QSSW+pUp8ONLYRUd3qcsEU8F4k8U9PSeO4i
YMGYLUEWm4BYYrYRPoeYP9/f8lo/+yTAlL7rWtRsNT0mC4cy2+pXBt1uEmiaNZFUuEelshq4VqUP
amKpXrkfl9tS1AXFm8kzMVaYQSMys6ULj98vNQAAaIB74pbtpNINnpcnAPDYo7xxG2kqB9YXmi/6
QVDj4GoeXw70oaYqo2s+io1xNbWRtynC1a2ktphM0Uo4yHedaKAGJ2+HFVupXFhPqKm4thPcXLRt
dGOzlJLqiqsZP1kAMnLiwG4YdMVegxlTGpX7JAK0FBSnhihA3nmLy/YuyXup2lq6P6brNPHGQ/BZ
OJDMKHg6tTwIOKpX5jvbO90u1ubOeO5tpJD6c8LrIjUBBoykg0IpirzTVJoE1O8YwySsiESlbd5O
KtCB8LLIvZjXbCqBuk0q0eNJbQs9Fd1jhkDheKOw+ObuDT6O/ZVWt7izeS5maEtMFLXBFtKHb1Kn
mAJzQKR8VPwrsq3HbaZF9SuYUiR2lAhX0ZOSsXoSR69AqEVb6MVQ0n6H+Bvqo9J6SJxglIIqKUPr
qGI/aoKYq9J/LxkIBRgyeiwWileIDgBKFn+z9nr2wKzbFUl82Ij6fCGDEetsU6g+m9DlWU0G3CLK
WeU4Iree6WN2eM0pyINCCT0AFK8hlOOW7PMNmB/njqcHlwaJrzIzrb3CqEQgMzl2lAqdh0OZuKYE
Q4OSBMvgyPyZ+afl+58gweYrqKe0tlb6oFaP1JJJIYeXwiLl9riQvKlfpGRMw3RxyG1c2283+WPN
dzcafqViZdJto1vIrhhKvpEEROLgAKsbAyEqA5+EFjQDKfzEbpnkwkfUhtf86+XfLWhyaVpEsn1m
2hu1hmhVX9CZFPxkSlq8WY0BBrSmCWorYC2zHoyI3I0OfvY+/wCbGlabo/liE3SvqEtvGl2br0La
VHnSORZpY05JEoZfiLKB398TlMh6e9GPFC7kdqZy2r3PnPyyyabaT2qXRVXknrHG8ZUMwV0YPxNe
JIHjscfEMhsEnEIn1FAWXlDzT6OnRa7LZXVvYXtrcwRRM6+k8UylDGRFHuvh36dMjDHISslsy5MR
jURRRur2+mtrlw0l3Z2szt8frR6e0nFQtCeVZmXc7Nvv275LiqDQ6IsMNo8ttBLbyPI0ckOmRuTO
ACrRvTifh/ZAJAFa4qpvb6UlLhr+ykaYuZ53TSlZjRTVjxo2znv8+tcVVp2sYon46jZy3ZdGS4Zd
OBDsBIxfZBzLUbbYkDcV2VZfdW13cQxfUb42iBCAyRxuG5AcW+IUHH2xQx7U/JUF0xnu44NTuJZu
Usj2Fi8hBjERLNKFrQIoruaADcDFLepWEWn+XrCzigW3jidgIVjihValmNI4P3a1Jr8P68UMFvfq
y6rcqZ4oZJlVJKi15cGVQQ3P42HTY+2FUI8UN0pmlvIrlo3Bkd1sXZeYNamhH2Y6denyxV1hbWUh
cWtzCipE4lVIrIH0lIDoyha8GI3JoOmKrHi04xun1uBoeVEQpYFQz7ELQUqeO9fDFVQxaY9rGrzw
CJkaG3elrQsHLsqUPFTQ7/1xVnX5eII/3dACkLI9Ag+NZAH2jCp9qvQYFZviqRecPV/R8HpDk/ri
g33/AHb+GUag+lv0/wBSReVZGjvZAQoLg8lV+Y5DfYqSo+WYcJ7t+aPpeHf85S+cYJtQ03y9b3Ym
ktj9Zu7TiaRNR1QltgS6vWnYfPM3DjBAl1/a4UpEGk0bzLYnRLLTfNGn3knlbWbGC/g1OJW/dzKj
S0/dFviAgP8AwP2Su+a3No81CWOVSifp6Ho52o1MZyutq5/aklt540Py5bQWPluSUJeLI8utMON7
cBpZCLZjLHUBVdeUqBfiU0r1yzwpkmU/9L0Hn+OhYYcYkd/n3pJqPnW0TynqmmwPJEl9bG3CMis7
PA6yIxYBNqpTdTQE5fhMhKnI1kYmAI6bM9/Jv8otJhs7fzh5jaPU9euucsFlcPHPawpUem7Io+KX
iKgcqKD0qNsjLPgFB1+LHxc3tY1ia4t0b1QQ3wsyqVG/t8WYZyk9XKjgAPJ1jPOQkcxDH1oiD/z1
XDhluAjUQHMIbU7fX4NQu72K4eSIsBaW1LuRAUkiko6Row+IBwGXbtXrmwcNLra18z3CJbpdzD1C
WeST9IxFGo4pzeNRx3PU9eOKutdO12G+9eO8upBbp9YaKT66qySIEDrxMYVweLBV3J2xVDi08yFG
jjvblQ3PmQuorxJNQFHo9N9yvfFWfXV5FaWD3UjKEjTl8bCME0+EFpCAKnb4sUMTl8y2ThIl0+2t
3f8AuZUurBmUAjcKS21PAHbFKI1J+fl6wbapdq0MRFatWhh/d/digvO9fg1Vr6eS2nmMfwKsCC74
hqAn+7Up77H8cKrjBqzyXCT3EvCKOkbRC6FZEKiM7IQwb9vjXxxVCyWutrbJL9auAHBMhc3Z4uGJ
oFVeYXjTcjFVW4sb+VrZYLiZDKvNpP8ASlb1JCFcF1josf7sceZr3xVZdDWHPC2nleMrFSbheK9Y
1PdY+JBJPffauKvQfy+heF3id3kaNJV9SUszkCbapahO39m2BWbYqk/mhS1nBxYqwmBXiSpr6b+x
zH1P0t2D6mO6TDHFrS8FSOiEFRWrLxO4HQb5r4c3Mz/S+XPzl8qapf8A5larqV5Mmk6dLHZmz1K/
WSK1ncWcKtHFKEKs3IPWnShzYwycMBsT7nEGHjkRYj72Z6PrX5ev5V8taL5mv57+z05ZFSS2u3ht
Ll2lLFSoozeh6nBWVg1CenTMSeqzAnhhf3uQdJAAfvAx7z9YaFdeYpNX8u3qT6Q/AWgkuHuJiyxI
JCGnd5ZFVgQWqeJ26UwY8xkDceE9zmjTmMYSJvisjryNMDu79rHVXs7hlLXNV5sOdI5ahmbia9CR
UbnM2EBKi6/PlMCQer1L8ttZlsvL9xaGd5I0vp/qdyxeMPErBVeNW3UNTp88p1Z9TPRw9G3ezK38
63kBdIZqqRSSOtQCdvA7+GYwq6cs45EXTJ/KXnVrq+trS4A9Rp4YkkLVDh5UIND338fDL8cKkHDy
kGLJNYv4k1C6jeCGi3aH1z6D8wY6NDIHdCN99zmc4SGOt29rq1zHHHZz2SBmjgijtkLo0ZDIZOdP
hqATTp18MVWXmtGP0DGloiiGP6zP6NqS0nIgSrWai0ftvTx3xVausTR2VxOwtXWJDNVLe1LIXFHY
hZvi5sqj3LDFXoXCKaBVkCzIwBPIAq3Qg03HvihjGt2VidYLeog4opkU3aQiMkECkPpvsRQkk4pW
aioXy9YAU+21eMonFatWkgVOX3DFBeeazfelrDQrJApYoaPHAzA8R1LyI56+H04Vcb/0Y7qWOWG2
rKnooI4AzqjcWUfHRuHNN+304qp/pK5CQzxywPcTu0XprHByLGtFJ9X/AHZStOu2KqFlfzGS4DXd
tGFiI9QxWweRtxwqJFFd6Cop44q39cuLJElSa3dyvwh1hEkTM3KpbmSeadB4HFXov5euXd2LpL8E
o9SMKqtSalQFJH44FZtirHvO/wBZ/RluLYcpWuVCrULX92/c5j6o1ByNMPUkHl+zvBqEErzIyxh6
ou9KqQKPQfqzXxlu5efaLAfzqvfLVz5e03TdZ0ufWYLW9CRQWTOZw7JNQiNHiLUUU3zLxZJVV0HG
yQHPmwXyRD+Xvni4t/Knl7SpfTtFW5d7rkqQ2wnV52SQPNIXYnhTb7Qo2WESgeIlr4okUlOh2Xl7
XdG8x6TZs3DRZmn024q0brGk5gjZWU8qGO5NQetN65j5eKGS+kgHL1mo/wBb4mP1Yp18Jb/reJ3F
xPHeTSStzueZ9Rqg0YHtTb7s2Q5OtkSTu9j8i2zWnl3QtWnIjXXzcwI7sPjntZaRUWtRVfUB2psO
+YOrsjbo7Hs4gSo/xCmR3NvOsc00MnCVopEZaVq7A/EajtmvB3d6IUD7kX5GOor5w0f1XqH1C1Lq
KAEeqgJ6fLM3DlsgOp1On4YkvedR1DTYdTuIZLmGFPWDzKoUNVArMxrbMCwBHV+nU5sHUqX6W0uC
6lFxcxxzFFQUoTWULMpNLMU5LJv28RiqiuqxNLdvJc25gt6RzVkUxr6fIqK/Ut/jBr/HFVWLUNOj
0uQrqcZ9N1juo3VGjTkpPHmLVWLViLfEv8MVZpGAI1ANQAKHbcU9tsUJdeQa1zjjtZQ0NQ0s7yqk
vU1UKIJFp03qDiqXeZBcDTLb6wAJvUbmFf1B3pRisddv8kYqwi8sb6S7aWFYijgKxkK8uIp9kGF6
GtepP9CqkdN1BZVCenLbqNo5GSvOp3Legx+JePyxVGjTY+NA5BBBQhIarT+X93iqxdIt6MGPqK37
LRwUBrUHaMbg7jFWzpMJQoXY1XjyKx161BHwdh8I9sVZN5KhWG6kjU1CxHeir1cHooUfhgVl+KpH
5vSN7C3VyFX6wNyKj+7ftmNqvocnS/WxnSbm2XU7eGNwRU0oCN+J/XmtHNzs30liPmbylYajo0uu
O3qTWZupApIC0j5RsDQGpom1CKZOczw0GOn4RlBl+Px3pf8AkR5T0nyKvmuC/uoo5m1QWcNzclYR
LaRW8c8LpyP+7FuixHI9szdRk5BwYYpWaB2fOdlPr2i6v5jm0iynurWSKexlu4kaRIkM6P6jPGGX
/dVOvfMiQjIC3HlGxIEbFjVp5Z1i9cpb20npAM7yyDgKJu3EtxDN4KNz2yZkEiJZBZeX4Eht/wBI
XptLa3HNVj+Kdirgldyqx8gSQ1WI/lORMu4JA6kvTrfV5r2wivoofQtXPp3N1O3CCJg26tKwC8qE
GnU5rvypunejtKPDfVryj51R/wAx9A0y0AubZ9Us41uhWMHlMnIhSCTSu24zJxaURNuDn7RlMcIF
B9MawthPdXtnc2U0lqzLLO3C5WNnUBQfURwKKG+IgU29synAQqapp5u7bVLmxuRctIymeOK5eN/T
i+H01VyD+z1SrUrxqNlVsljprWsYk0259G1ikt4QsV4GpLycqvGXmyllHb7tsVU5k8vi+EaWkwuL
aIC3DJfMwgLGQczzHIc5CTXxA8MVSX89PNo8u6JplgsRK6mk8JnNSESNY1ZW5VPxrJ9pjtTAchjs
Bza5Rt5j+Xn5ueXfK3lxNJuFuLyaOTmilQqKsgLyFZE9StZDspUdevYSjMgMeBnel/nT+X97RbuV
9Pkan960bJU1/aVq/eoyfio4Gc2b+X762+t2N9b3Vt19eGVJI9uvxKSMmMjHgCjJqvlyG4iga/tj
NKKxResnJhWlVFd98bXZZd+adAsKvNcw0AJP7wFR86Vp9ONJulM/mN5fEas13ZqGXkpeaNNqVr8R
GDgR4jH/ADV+dei6TarNbzxajPIeMdvaypJSg6uw5BR+PtjwgL4idflP5lk8ywSa3JCLd7sSfuQ3
PiI3WMfFRa7J4ZXLm3QNh6HkWSQedYryTS4haxSSus6lliUu3Hg4Ow+eUaiBlGg36eYjKywXT4fM
cOowONLuY41cNJIbd+gNaCqsQMwRgn3OZLNAirSfUbTzmLC+trbSLx7e85r6PotUCd/i34npyJP4
Htlv5c0dt6afGF80RrGn6pJpNvbyeXtWub36qsM72qBI5ZFQw8ZTIVZF9KNPiSjb+PUy08iB5Bvy
auHjS4f7uR4vnzCUz6b5it/KE9rpHlC+sLmWJ4o7WONjwMmzts1DXetevfKxppmdybp6nEMZ4Tv3
PJ7j8vfzakJI8tajU9aRUr333zZgB0xkSh4/yf8AzQkZZJfL94oXcK0JZq9BUHamLGltx+Vv5qyR
i1Xy1qbwqWkAdD6fqOAGahPU8R2xWinf5bflJ+Yln560HUNS0O6trWz1C1mldoyFVY5lYsWp0AFc
UgPorVrVV1y+ktbkRTyCaJ0DWSsWkhQ1b1W5EGoHalB9KlqKytjphsTIk6Xcv1qKUCyUFwvp/u09
VA/Kh3ZdulPBVz6daXGlnT5LhLtoyRE7ixLwK7CSTiiyCNlkANeTVFK0OKoKaw066ljP19ZJrZVh
dJBYBljVOC7lyprxPGn4dcVSj8+9OtZ9M0atZGghuhAVd0DfDD1EZAKniOx9sryHcJiNi8ok8uX9
6sImtbZkAciYTTRjYgsrKU5VPLvg4+iBDa0NY+U9H1OBxZ3MVw8Eg9RLd0cBa0I2C7HrXAZUojao
vkq9DSDTGSKDf9zJ6iFOIAb4hzG7b5CVHmngV49A1Iv680KOQnFJoZpQ6oNyP3kdduuETrkSjwge
iF1by/qTNykjuZkB3DFXoBsCS0i1+7JeLPvYHAEgvNMa3Km4WS2VqhS8TuDxp/vpX8csjnl1prOA
oZ7BXUOt3biJvs839M18ODhWr9GS8XyR4RfSH/OP8Bg8twxkg0SY1HQgzVH68Mm2A2esYGSSeb5r
yLSOVnK0Nx6q8WAcggVLBhGkjEFQRioYzFqeqpFqBluJX+uUNtIpuTwZZOYRG+r/AAKys21D2FcU
tadqnmGxdmnmMpVd47h7l1ooLsxf0aAqhPiOnXuqp/pvUBpn1e4vJUe4uFeCUvcrISOkYc2y0Wqc
qU337Yqm3kua9a/lS8vJp5BCzCNjMYiWcc2pJDGAQ3QczsfuVKK81XFlqWmz2Ud/fafJDMgkurIX
EEi8Wo4EqxSAjjXsRXFWNWp1aC1SFdVvrn1TIzTSy3LOGaQ1ClLf7KmoXpQbDscVejWnL6rDyJZv
TWrN1JoNzsP1YoVcVYB5gS9bVrnjeXESGT4BG9ypQkKm3pwkL9jbfvXcYpdbDU2dbgahdfWIpHmZ
XaZoGEcMhiQgwoxXkvxry37bnZVDrf6+LdlS6mlHBBJKHmSRFMwdiOcCBiGYIDtVD0GKrxPrMSMW
vp5vgdWV3uWU+vt1EAoyK/JetOmKpP8AnrB6unaG/J3MS3DoSKkvSLizVA/V9GVZOYZR5F5hrMT3
Xlq1gkmUiSRlmcAIGUFmApX2GYuaRAJcnTREpUXnP5M6eP8AFk1yrGhLMFXoV5GgPtvmVM7U49df
N6pJqV9D5jtdNjEZtbhLmSY8CGCxuoVQa7fE29Qchwghborr27vo9Y0q2ht1a3uGma4kdGdkKceH
EhqKTX9ob5CAu2UjRDdxHe3Wr3GnPbqunfVluFbcv65dlK8+RTYdgPpxra02SaWPLqFytonpofVu
HS6IBqsVJAjj4iASVWp6HwxoKCUVa2lzJZNFKipIkkyoATuoakR6n7SUJxV6X+TxnOmxG4QR3BgB
mRa0WQ8OYFSduWZMOTVLm9IyTFJvNt2tppBlZ3RQ68mRDI1ACSKCSHrSn2sVY7DqcMsclzJIkdrB
wb6u6Ojy20knpAowvHXijNRmK09u2KVG98yWlpeTQFl1C0knpMyKATHSiKJRc/EFQ0Pwb06b4qqz
6zPH6VyvxusbTep9Xkb00DrHyZTegcXaKteVNvHFU18tXofUI7WKNTAtnzFyhARzyX4Vj9eUrwqU
Ox3BAbtira+dNHulJENyWQVKIVDUIYsaJJvx4Gp7YrShN5q0p3mS1sru7NsOTyxSbemW4llZZC3G
g5V6HFaR8/nDS4bmS0VJJJIow6N8IV+UXqqAWblVhQbjriimrLznYXeopp8dtcC5csCCI6Jwbied
H5Cm9duxxVK9b1a3S5vJnAk+qzrbFXRm4syeqG4fWVDqRFTjRKnftilAHXHe1kNs/qrcAwz2rQsz
NyiZudPrjnigX4vAMPAYq5tXL3MsqLyjmnkhhFnDyD8xyJSRbhRK1RXp0PhSiqifMgDRzK6sLtE9
T0o25Ap8PJgt2Caqi713AGwruqlH58X9v9U0BHO14LjivBm5A+hsONaH4vHKsg3DKPIvH9e142lh
a2lrp81y0bEsqxSELSvalaHnscqlAS5tmPIYHZjflGa40q4JitWRjQcjG8VFFa7sE/XkpTj3tdl6
LpN8l5Qm5toJZBVhdT+kFJ7fYkG2VeNHvXYpyunXk8Ns1jeWFzcMybBmuSjymi8nrGK17dfwwiQ6
MqK678s+ekmMjwK4BqHgEXxe3F/WNMicnkz4Cg/0b5nSZXl0+9uGjPIVqBXsAIo0Vvprg8TyXgK/
zbq+p25t5YNMuLNlQidGj4KxJWhoAQehp3xlOlkCHoX5M3k15pouJhSV0kDjpusgXwHh4ZlYZXEF
oJsvSstQkfnCe3g0pZJ09RVkBVKwKCwRiATcK6Dp4fhXFWHy6xa+isaWYd4XaJ0J03i0JIlVCfQp
xVwSAnepJr0Uoj6/pJSCSXTecDhjLcn9H1cxTRK5f04warzCUWlVOwJ3Cq6z8x2M/owQWHrOQOI9
SwrLDGpkeMqiAca1cinXcEHbFU08naxp2oXhWC2FtLFbViUG1YNE8lT/ALzgEBHqo7HfvvirH7bz
Fp/rW6ix5zcplaYfo9mdAPiST0otk4A1Khfh674qibO9glliTT7V/WmDq1rGdNQMygh0Lej8XFHO
3virX6V066uVZ7cxyReq7qxsQRDGnJHZZIQ3FY+S0AqFUVqcVRej6na3euwQSWRtr2KRzLcltPaV
2DbrKESux2BShIPfriqvdP62o6tEIWllhkV1hT9HfvGZljiB9SNmDfE1C59vDFUCt1pCPFPvbQlh
DezAabxhZzIgVv3JLFglDx7HFW7bWNOMdg88Z06BS/oFPqEitMrpzkXhC/xcJA/JKD4adcVU0urO
e4njtbD1VtFdpXT9GCkakkSsrQ1HNaNirHP+cgoXudP8vRWnH1WS5aEvRVVQsJ5EfZ68dqewyrJQ
q2UWC/UZY9Kt4J/QaO34s12pUPTcFUqqnhyarchWuYeSVluqgkOpzWsk7tE9IuxHwcvciuY8t2qV
FLLx1S5dUYRqD09qDfDOIEmkpt5b1i5tdStGjo7fWYzwYlVJVhQEioAr7ZbA7NkJbvoiCdpIFZkI
YgbHxOFzV5mYAjgajpuMVUnjtZhSZOQYcWDVZTXtSpGKq/k21gtdUvIIIxFEinii9BXgTT6Tmdh+
kOJl+pmGWNaWeYELWSj05ZB6gBELSq4BBXl+5SRjSvh79aDFUkFqsaCVlvBJKkiJGJL6UBinEs0f
oIfhLLRiPcbimKVQ2XGGKT07tkdRHAonvOVeKq3qIYQU+KvxP1pyxVoWgllWD07yJ6+nK5kvQAsB
IZkkWJVJkQVB5DlX6MVRmgwyxahP6iSgOlU9Q3LBaEFgDJGkVGLVFKH260VS0WtpDfQtGuoukaFm
ZhfFeQ+LiV9Eq4JoOnSu3iqiLS04wSpwu+NCDK0l4ZOXFWqOcKFRSGnwA7mlPixVCrb8XAUXs4qX
9ZzqETkbgK6i3dTUU5Up1O1BuqjbK0jjv4wVvTN6qMC0t60XHiCSWaJU8BxJod64qs1W1/3IPKDf
KDIXIglvArcFA48Y4JFAqaijbnFVAxxGBpXguzE5IaN3vyBRaksjW1afMEE4qtELCHhIt27+lKiy
Aajw5SRgMeBidtmpxblXaop0xVME0G4ch1eURsiLtdTwn4UCMGT0/i3BbkdzXfFUh/NPyx5l1m30
uLQ7ZJmtxN60kkqoU5CMJTn9qvE75RnxylVMoyp5hP8AlD+aMzMxtoqsamtxF4U7H+GYp002JkSg
Lv8AJz8wYAHuLFHVjxpHLGT08ATj+UkxUrj8rvPEkzvHp/AGhBLITUZOWmkTaUboP5W+Y4NRiuNQ
sWaGF0fgFSQsVIPwksnD7OSGnlTZAxHN6jHJqEahU0y6AG3RB/zMw+BJu8YOkn1WvwabdEe4jr/x
PHwJI8YNi51WgB0u527gR/8ANePgSXxgnPlGO7/SNzPPbvB6qEhXABFOA7VH7PjmRCNRponKzbK8
mxf/2Q==
uuid:f289f405-9da9-4b9b-97ca-d295e700fe99
xmp.did:27f2545a-49f5-004d-9a23-d8d65007a15c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:122a586e-3ff0-47ac-9305-c2e8012b4a7a
xmp.did:bbffabc7-60ed-8845-83b9-a23281aac743
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:27f2545a-49f5-004d-9a23-d8d65007a15c
2017-05-25T23:54:21+02:00
Adobe Illustrator CC 2014 (Windows)
/
EmbedByReference
C:\Users\User\Desktop\articolo 2.jpg
adobe:docid:photoshop:483f8473-4191-11e7-a4c8-c87e931a7555
xmp.iid:162710e4-8834-8342-9f6d-41581a3f6168
EmbedByReference
C:\Users\User\Desktop\par 2.jpg
adobe:docid:photoshop:80870840-4193-11e7-a796-8bcd26e7d102
xmp.iid:a66be5f5-b4b1-3f40-9824-0a547fdc323e
EmbedByReference
C:\Users\User\Desktop\par 1.jpg
adobe:docid:photoshop:6ef86021-4193-11e7-a796-8bcd26e7d102
xmp.iid:c2104c4e-00f0-844c-98fc-e5e779b8b036
EmbedByReference
C:\Users\User\Desktop\titolo.jpg
adobe:docid:photoshop:f29cb2e8-4084-11e7-8205-fbb1c6a3cec3
xmp.iid:66f4cd66-ae9e-a84d-ad23-20598551e6af
EmbedByReference
C:\Users\User\Desktop\testata.jpg
adobe:docid:photoshop:b3fb7744-4084-11e7-8205-fbb1c6a3cec3
xmp.iid:85e2fcaa-2a5d-b445-9433-be7e6bccbcbf
C:\Users\User\Desktop\articolo 2.jpg
adobe:docid:photoshop:483f8473-4191-11e7-a4c8-c87e931a7555
xmp.iid:162710e4-8834-8342-9f6d-41581a3f6168
C:\Users\User\Desktop\par 2.jpg
adobe:docid:photoshop:80870840-4193-11e7-a796-8bcd26e7d102
xmp.iid:a66be5f5-b4b1-3f40-9824-0a547fdc323e
C:\Users\User\Desktop\par 1.jpg
adobe:docid:photoshop:6ef86021-4193-11e7-a796-8bcd26e7d102
xmp.iid:c2104c4e-00f0-844c-98fc-e5e779b8b036
C:\Users\User\Desktop\titolo.jpg
adobe:docid:photoshop:f29cb2e8-4084-11e7-8205-fbb1c6a3cec3
xmp.iid:66f4cd66-ae9e-a84d-ad23-20598551e6af
C:\Users\User\Desktop\testata.jpg
adobe:docid:photoshop:b3fb7744-4084-11e7-8205-fbb1c6a3cec3
xmp.iid:85e2fcaa-2a5d-b445-9433-be7e6bccbcbf
Print
False
False
1
279.999722
408.693056
Millimeters
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
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
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 793.7 1158.5]/Type/Page>>
endobj
8 0 obj
<>stream
Hd=N1F'?q,B+8
!/d -I|v .;=||75E'T7sA4QFw
d_D~k^ UtXNJ茶!'I"}ME3^