%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
calendario_base
2020-02-21T16:55:09+01:00
2020-02-21T16:55:09+01:00
2020-02-21T16:55:09+01:00
Adobe Illustrator CC 22.1 (Macintosh)
152
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACYAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4qx7z55vtPKnlyfVJ9
5TWGzXizK1wyM0Svx6KSm5y/T4DknQYZJ8It8x2fmrX/ADB580bUtWvHuLsXtsiPsgRRMvwoqBQo
37Z0BwxhjIiNqLgCZlIEvoeXTYp/MN/a2DpaawZZbldTgKRSxBYYGRZ4UUC5jZ5qUl7V35UOcw7J
lGhajJqOlW93LGIbhgUuoVPIRzxMY5kB78JEZcVR2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2
Kvnf/nIjzFfTeZYNBW8H6MghimmtVBos7Fzyfbc+mwpQ9M3nZmICHFW7hamRuujCPLdrbHX9HZXg
DJd2jxugmVnjW4EZqGBXkWpmZlJ4T7j9zXECw+k/MOqWLX90J47kfoy29IrBMInlmv5I0toojHID
zkaOgD0G4zl3Ypz5Z0ubS9DtrOdudyA8t0wZnBnndppiGb4mHqSNQnfFUzxV2KvFPzt1PztZebdL
XQPOVj5egls2rY3cjBpJSZYlcxrFJRXkmiQOWFG3H2cIVi135g8/xG0uT+YWnxi5rfw3D39LeS3D
SSQzLB9QB9JLe0nieHnWSQc+X7JVY/deZfzCn0z0JvzX0631CyRA8qT3EIArb28hlpbHnwk9ReQO
5+LucKp/qPnXzlb+WtPD/mLpaawmqvcXcvrMymDaNEf0rY8ljltbnlEFUNsa0oCqgodU/N1tCis5
PzC01pLTTbrWZrtbmcTS2d0ixwSFhaEhLecVHL4jU/s8aKoWTzD52uopjb/mnZppSTzx2tybyZZ5
IrZbm5LOfqgIZFuIEk/1R7DFUx1/WvOg02yt7f8ANTT7XUbDS7tLtRcs/wBau4r2cMzyCIcOEC7P
xqSlAONWxVH6fr3may0rWNM8y/mRZQalaa9ZyCS3vC7wWpmdbq1LGBWkpCpPEVVWX4itGwKl+l3/
AJ2ePUm1b8y4ln0ZI01VbS9lMcCW95Y2jyMfqo+KQRXfSp5sniTir1DyT+Z/lbTPKWlWXmjzfp9/
rsVu5vryKb1UkaOEXTNz4rWkEqb03Owq2Kp9D+bn5bSxNInmC1Cr6vIOzIw9F445PhYBvheZR08f
A0aVkel6vpmq273OnXKXUCTS27yRmoEtvI0UqfNXQjAqLxV4P/zkP5Uum1Ox12y01pYWicandwh2
NYqFfVpUIojBo1PmembnszMOExJ9ziamHI08w8s3kT+Z9JVEccry1jXlJzCoLhGCj4Qe3jmxyj0H
3H7miEvUH0zbyeYNV8z2w1GK1j0eynvLnTzA8jzSSWrGzAnV1VF/vy448twOmcq7Jl2KuxV2KvPv
zI8sflJq2qWU/naeCHUIoHjsWlvJLUqjOCHUJJGOQcfAx7/LYqk+sfl9/wA4/wB8DpOpS2PLy9Yw
2csD35jNrbRmdIzL+9AVw9zIeT/FyoT2xVQ1P8vP+cd9Vvl+t3FnPc3vO2WJNSerGe6e/ZeKTVBM
xc/h4Yquf8rP+ce7W/DvLZwXfqx3Lr+k2Rmc+tIrOPWBIdZ369VAHQYqmbab+SMF819+lbETTaQv
lx1TUeQbT/hQRFVlO/xKOfX3xVL7T8sfyClju0srq3aLUJWju1g1aXhK2pKCsD8J6P6hhDxoa/Et
R0xVY35bf849uDpi3NnGhMsH1GPVXjQyvJMn90swVpImu5YkqCUDccVU7vyF/wA47SxmK71O0laQ
c45JdaleRUfm8ixMbgsqzmeV5FX7Zdicd1Rtj+W/5FEavDYXFqR5gK298kGpE83luGu40jCy/Axl
jYoF7KQNq4qgP+VWf84430czxzWLwJGZrn0tUb0/TWNLP1ZeM1PhIFHb9sk1qTiqhJ5F/wCcZ9QW
SY6hZD6uZovUOrSxmOsjyyhOU429S6rttWmO6vRvIcPkqz0l9P8AKd7DeWSSSXUpiuvrjc7uV5Gd
5C8jfG/Pqe2BUv8Azi876l5J8g3vmHTYoJry3lto0S6BMVJ7hImLBXh6K5p8YFeuKvJbr/nIvzPJ
Y+YIprXRJvqdnaTQIZEeCSK5eKOcyv8AW+DORI5W2JRqfttQ1kNlYJefmtb2U8mo6d5W0QXOn3Fm
bJPq9wspWa1N2ZWgW9DEq60+JOK9ORzIOqyEEcRYeFHues/ld+ad5rnmPzWbu3062Gk2JvYjFNLO
B6qR3EpD+vcH0TI/xGG3AbYjkdsxqZoWw/5yMv5/I7XssmkR+YjqosBLWc6fFZF4lbUJFVnf0lM6
oaSfaIrQ1UNK9d8heYrzzL5M0bXry0+o3OpWsdxLbfFRS4rVeYDcW+0texwKn2KvEP8AnICfSI9V
sItQ8j6j5pheBJp5bKa5hjPoyyCFP3CuGeJpWb4iKB+/I0IVh2syaBda3r+rz/ljr0+qLqbJO9vc
XsTTRpdF4J4kEYTeZRLxB2I68aYqgtNuvLsdzfa1H+VWqWa6bbxapFHczX8cs15LLHB6YKxMlAl1
Iw+E1WhPHcKVRPmM+UNN1bUBP+Uut6mkF7Isdz6968c6oRCWClCvARwqqrUigG9d8VbsB5XtbWYR
/ldrEMumwXNzHDbXV66PMJVt2UkwxilI+X2fA8T9pVVWWTQNKgs9Msvyp1yaGa9s7iORJ7mn1mOJ
rmBpCsbBeJ1BwwA68u6jFUk1zUNPvNKmms/yr8wQNZOtvHbyXF6FniuFdDCyxxM7wrFGQVV12p8X
Q4qnd3pHlceaNc05fy31i6gs/wBIJLqEd9etFei1QcwyNEKi4ZxU1O/Epy34qpRqnm/yJollpsuq
/ldq0EU0q3wa7ubkD6yxaEIzSxir+lbKyjbpTsTiqZadqPlO1tL/AFmx/LnU5pL/AE1Lxb6G7vnF
wHu7edf34hY8vVhjfmAaUHwhSxCqB0mPyreavp2nL+Vms20U1yEZzd36mFbs/V5S3K3TYRgq49Tj
XkC2ysVX0b5O/Lzyl5OW5Xy9ZG0F2kEc9ZZZeS2qskI/es9OKuenXvkVZFJHHIhSRQ6HqrAEGm/Q
4qptZWbrKrwRsswAmBRSHCiihtt6dq4quNvbl2cxIXanJioqabCpxVuOCCNi0caoxAUlVANAKAbe
GKrfqlp6fpejH6VGXhxHGjGrClKbnriqrirsVdirsVdirsVdirsVdirsVdirsVdirsVdirzL8wPP
nm/y/wCZ7K306xkvdHeOZ770LWWeZSiAoqNGCqkk1+LqOm+aeeeRnkj4nAQRX09w7xbaBsNmNTfm
j+a0enws2lEaitrfG6t0sZnH1mGOSS2KMCE9N+KCgZmLHiB3EfzG5/e7XGvo5bX05814fJ6x5M1H
U9R8tWN5qZBv5ola5CxNAA5ALARvVloex3zP0eQziSTfqPd+jZhIUnWZbF2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KvNPzI8vedL7zAdU8u+Z4dFXStKllNnK4Mck7FwstxE9YhEqg0kdWFV7dc
iccTzATaU3Xlf89rzyloUEHmKzbWZJppNbvoxbxRmI3ETWptzHaGqLbo/JaVZ23LJ8ODwodw+S2U
NqWj/wDORFloWmw2XmPTLbUpFuUu3mMREl5PqEksIiM1u9aWrKiotBsfBazjEDkEKmqW/wDzkTd6
7qMGma1Yacgdf0da3ItX5RLFH6s6qIJJTCJGZd25cyv2VBViqUXGhf8AOSemXMV1L5v0u2W6laOG
O/njZfUmndxCK2qI7eki/ZWo+MIAPhxVXstA/wCcnXe+aHzZprSLwDRAwTBbj04hIrg2jek3El+C
kKDQ71+J2VPYX/OP67dWj+Z9Ia5j0mO0FkDB66axJSZGf91tI0CsRVPTP2hHTFUhTyj/AM5TBbG3
HmrT/qsMlq03MDmREYncPKIWlkDcWD/EOZ5DZCBjsqpaeWP+co4rK/UeZ7QSvK0unrKLWVkSWR2Z
JJDZ0YqHFAAqjiFWi7Y7KnGseXv+cgJNUnvtL160hEkVtDb2sjR+hGVtE+sO0ZtpORa79Q9eXHiA
VFRiqWyaL/zk1FJbvdebtLtrM+nC7mC2EjSShUXkWg4B2kfgoWo58diCRjsr0P8ALdPOkWgywecd
UtdV1yG6kSWezVFVE4qVjdY1QBhWo2rxK13wFWTSXVtHNFBJKiTz8vQiZgHfgKtwU7txG5piqpir
sVdirsVdirsVec/mR+R3lzz9q41TVL68tplsP0ckdsYggT1TKZPjRzzo7L16HDasem/5xX8iz3Vx
c3F/fTSTvEw5/V24LDL6nFaxH+86Sn9s1Y7k42rdt/zjD5XgmvH/AEveyR3TXLrG6W7cGuinPcxk
sv7pfhbbwpU1bVdB/wA40eXbDQrnTNN1W5V7sRpPNcxwTBkXULa+esYSNWYi0EY5VFDuCNsbVCz/
APOJ/kiW8gnOraoIoHDrF6kXI0kd95eHPl+9b4/tV3rjaplo/wDzjZ5S0zXrDXE1K/kvbC5tbtBW
GKMtaD4V9OGONeOwUDslV7k42rl/5xu8rLY6nZjVL709UvIL2V6Qc1a2hmt14n0/tlLksZD8XMB6
1xtUFZf84s+Uba50m4Os6pJJpDKbYepGgPG4e434oCDzkNCDtjaoi3/5xr8uSahZ6hqmpXF3cWmq
z6sYVSJLeX1rhJhDLEyvyUrEFkqSW8aAUbVvzD/zjT5X1y+vby51fUI5Ly6vLorGYaL9fl9aWMVj
NU5FgP2qHrjatx/84z+Ul0rW7D9Kah/uet7eC9nVoUasFxHcmRVWMRgvJCD9n9p/5tm1Qt5/zir5
Hu7ieWTUdQAmRI1jVogiLGI1VQgTiRSLoR/L04jG1Tbyp/zj55a8reZE1/StSvReRziVFlEEiiLi
6PAOUfwoyScfhoQOnajavU8CuxV2KuxV2KuxVSlurWJuMsyRsRUKzBTT6Tiq39IWH/LTF/wa/wBc
Vd+kLD/lpi/4Nf64q79IWH/LTF/wa/1xV36QsP8Alpi/4Nf64q0dR08Cpuoqf66/1xVWlliiQySu
sca9XYgAV26nEmlQ/wCldM/5bIP+Rif1yPHHvWnfpXTP+WyD/kYn9ceOPetO/Sumf8tkH/IxP648
ce9ad+ldM/5bIP8AkYn9ceOPetO/Sumf8tkH/IxP648ce9ad+ldM/wCWyD/kYn9ceOPetO/Sumf8
tkH/ACMT+uPHHvWnfpXTP+WyD/kYn9ceOPetO/Sumf8ALZB/yMT+uPHHvWkRHLHKgkjcOjfZZSCD
8iMINquwq7FUBNfQ22oyiRZWLQxEelDLKPtSdTGrU+nFW/0zZ/77uv8ApEuf+qeKvOvNOn+ebzXt
Ru9Evbq0gnRo7WRn1EIqzWq25UWggaFWil5XCyD4uQA6McVSi88tfmVNpjW9vrN5b6jJa2ds1/6u
qsqvZy3TvOsRj48rhVs1k2Ff3le/JV6vaa0rWsLXUM6XRRTOkdrdMgkoOQUmIEgHpiq3UNYtDYXI
9O53if8A49bn+U/8V4qv8xV/REtFZjzi+FFLMf3qdFUEnMXW45TwyjHckMoGixrlN/yy3X/SLcf8
0Zx/8kan+Z9o/W5Xix73cpv+WW6/6Rbj/mjH+SNT/M+0frXxY97uU3/LLdf9Itx/zRj/ACRqf5n2
j9a+LHveeah5H843uoyN61xFbNPNJNKRqDm4SSXnCGgEaJF9XT92oR/irU06Zv8ABinjiP3Z5Ch6
Nu/e7PEd2gkHqsj8m/mHPG0N/dymG5WzEoEV87RGzCK3E+lH6nrDm7/Z+KnXsRh4DccRscVfT/Fv
39OXuW76u0ryX58t49OW7nuJ5YPS5z8tQrAySh5ZFX0aXBmj/dlZKAfSccuEyusZruqHq22HPajv
ag+b0blN/wAst1/0i3H/ADRnP/yRqf5n2j9bf4se93Kb/lluv+kW4/5ox/kjU/zPtH618WPe7lN/
yy3X/SLcf80Y/wAkan+Z9o/Wvix72S+XSTpEVVZDzmqrqyMP3z9VYAjOw0WOUMMYy2IDizNlMsym
LsVY35tiS4tL61mM0Fu0FvI9/C8EfomKZpFblNJGBQqPbFWF2Pkm4mt3Np5h1m4s5YUWx9O7tmSJ
/hK3CFLoKzsKmvTevXfFVZvL9pbxXsOpatd3Vy2mNHcyX1xaO4tGeNjPIHu9o6xFeQ4ruf2qsVUw
vNAvryS4ubHV9Yt3uobYRmO8heJEiRR6kcQuljUzABmZQK/Saqq+haHqVhqVtP8ApDVr9LXZ7aa6
jlEn+jrCBIGu3U7qZd1ry6Eb1VZNqGoXf1C5/wBxlyP3T78rb+U/8XYqi9TdkteSo0jLJCRGvEMf
3q7DkVH3nFVP9I3n/Vruf+Ctv+q2Ku/SN5/1a7n/AIK2/wCq2Ku/SN5/1a7n/grb/qtirzaHQNFj
vLudNWuHZbR4rmB7iwaIRJMC8k6C5HIc4+MnLZmMhO7bKoq00HS4NEnsxqd88Mt0QLv61YhluOFa
cxPvPw71rTtiqFm0PQpru2mbU3Q/VgkEcc9iqtFK6hWjX60VCLJ/ccBRH4kVPVV6T+kbz/q13P8A
wVt/1WxV36RvP+rXc/8ABW3/AFWxV36RvP8Aq13P/BW3/VbFVTTHZ7Tm0bRMZZqxvxLD963XiWX7
jiqKxV2Ksc81zRRQXTXaR/UAloZZ2lkjaOT6wfSccIpfsycWqdh32xV56E/Ky5tYp5ZrKSOOJOJf
UJw6REbSPxtwyoy0+Nvhp4VxVGaNpHkWC4vrnS0tp/rGlcLiWC7knjayjZSzKI7Vg5Dca0B60pTb
FXav5e/L/U7OUahHbRxJOlrLcSXtxDLytLeKIIZXt1do/SEbE14tXlU1xVV0638hWWsRa5bzaebu
N+MUv15ivqLH6BUcbYVY+nXjWvKp/aNVWe3lzrEmmzultatG8LlXW6cggqSCP3G+Ko3UzKLWsSq8
gkh4KzFVJ9VerANT7sVU/W1z/lktv+kmT/qhirvW1z/lktv+kmT/AKoYq71tc/5ZLb/pJk/6oYq8
zth5AbU7gwRxHUksk5cbm9MgtQ8YhaL/AEbfpB6fHcrwIqDUqqtkfy/Ty7cJBb27aO81JedzfGnw
1qOdvzEVP2/s9gammKtX48lC7tpr+D/SGtpzG0s18GaJmC3nM/VK8iP78HdV3NABRV6R62uf8slt
/wBJMn/VDFXetrn/ACyW3/STJ/1QxV3ra5/yyW3/AEkyf9UMVVNMMxtKzKqS+rNyVGLqD6rdGISv
3YqisVdirGfOMlrb2V9dXzSvp8cVstzaxpC4ZHnZSxWWOSvDlyp7Yq890zWfynvJbpEtZYbqW3T9
IRvY2SD6szLwErvAqleRX4fHamKohPN35c6Rp93d2X1iGNLaZVWG2s40khUIGj5+iI1DsoFK9vli
rJY7TR7praykt5+GpRRXcoEVgYq31S5f90GY8oQGPHfb3oqxyKf8rIZ7eyjt5Y5XaZLOAWVkAxID
yemPSp8ZjX6aYqyjRvMmleYLK9h0rVbtvq9uWZOFpwCFSF4lImUqRQqQaEdCaGirLNTEptaRMqSG
SHgzKWUH1V6qCtfvxVSNprDGraginwjgAX/hnc/jirvqOqHZtSYL3KRRhvoLBx+GKt/o68/6ulz/
AMDbf9UcVeYJ5i8jS391a/VLlXFq8ssxttOWJojKAUaT0wq/E9XDfZKsG3Q4qjNN1zylJoVxd2ll
fRWS3JWe2SysBVxQliI4jGWJoOHLn/k03xVBS6/5FhvreP6lNLcNaB0eOLSpeMcbgLEpCnZq/uu0
hICcicVeofo68/6ulz/wNt/1RxV36OvP+rpc/wDA23/VHFXfo68/6ulz/wADbf8AVHFVTTEZLTg0
jSsJZqyPxDH963XiFX7hiqKxV2KpB5kFzDHd3tpbT3l3BFb8LSCaaIupmYOAImWrBCSK4qw6Dzb5
kb10l8n6ustrEk0xN1ehX5kAxwU5iSReW9GpsTXFUw03Vdf1B7hhoV9Zxx2Uk0MdzdX6MblPTIiL
HiDzWQleIPTejclRVF3s+u2VvLONJutQIuJ1jjgvbyN/q0JVVYqWlrI7FioqAVoajpiqVReatalh
jm/wpq0Ub8wyS3eorKvAgVKLE/wnkD1r9qgNN1WZXWk2zaZNIxukZoGYxtd3BKkoTQ/vCNsVR2px
rJa+mxYK0kIJVmRv71ejKQR9BxVT/Q1n/vy5/wCku5/6qYq79DWf+/Ln/pLuf+qmKu/Q1n/vy5/6
S7n/AKqYqwRNe8ytfXMD+XdQS2jgaWO6NxqBX1PUC+nxFWdkBaoUUbhVTR0qqibTU/M82kS3beXr
yO8jn4fU2vrtaxhf2WYgsxem/HhTvUUKqhPrfmVLqOKHQb2aMwGRpBcamtZA6iNPiVQvqg7bnhWr
04sMVZz+hrP/AH5df9Jdz/1UxV36Gs/9+XP/AEl3P/VTFXfoaz/35df9Jdz/ANVMVVNMiWK09NSx
VZZgC7M7f3rdWYlj9JxVFYq7FWNeafqX+k1+q/pD0IPQ+seh6nD1X9T0vX+Dlw5ceXw8qV2xViMd
55gWGBUsfL8kgjQztdNbAlyKN8UD0rXqAlPAmtFVdpNxrtze3janbaHYwfoz/Qo4vqboNQND8R9R
3cCtP2VH+V9rFVf1tWW0uPTi8vtc/XHEHri3cfVAvwHjHLDRq+LE+29AqhhqnmRnRjpPl6KMtIHj
H1aVgg9QowY3cQqf3fw068qlQahVljN5UbRS10mlR3ptqzpEYGRZTH8QQncgN0xVPdX+rfUW+tcP
q/qRer6tOHH1Vry5bUxVL/8AnR/+1Z/074q7/nR/+1Z/074q7/nR/wDtWf8ATvirBeevi8ueSaMb
I259LiLEyiYsK8Ksq9Ofpl6inDkK8yFURaHWTo8v1keXxqouCYqfV/TMQFAtB0U7EtXl1FOlFVCd
tZ9eIW40n0hCwYyrp4Pqc1MRcq7VNPhm4qopy4CoUsqzn/nR/wDtWf8ATvirv+dH/wC1Z/074q7/
AJ0f/tWf9O+Ko/Rvqn1AfVPT+repN6XpceFPVf7PHbFUbirsVY/5l+sTR3dpZ3E9neyRWzwXUMM8
oQxzM/xeip2PGhUncbdMVYbbaT+ZcEU0LebJ5IY4VFkzabO0guFILSTM0Jd0O54cvbpsFUbFYec2
jna+1y4ubiS1+rr6dpeW8YkMkT+oqwxJwIVZF5CrfF1p8IVRTQ+av0c8dt5guVumlkmjuTp0rjg6
x+nEweGQFUIfdeJNR74qgreD8ylt40ufMckkwZzJImmugKlgUHE2bfslgd+vE9mDKswutXgGlzLI
ty8ggYO4tLlQW4Gpp6e2Ko7U5FjtfUYMVWSEkKrO396vRVBJ+jFVP9M2f++7n/pEuf8Aqnirv0zZ
/wC+7n/pEuf+qeKu/TNn/vu5/wCkS5/6p4qwddK81pezzDX7xreWFoltTa3tOZcNz5+mWTkFb7FC
vOisFRQVVay0zzNDpcttN5hvJbtpvViuhY3lVFKCoYPtT9j7Nd8VUJdI80vPG8evX0MSQNEI/q98
4DFgyN8UYZ/S7M7Mz0o5IbZVnP6Zs/8Afdz/ANIlz/1TxV36Zs/993P/AEiXP/VPFXfpmz/33c/9
Ilz/ANU8VVNMlWW09RQwVpZiA6sjf3rdVYBh9IxVFYq7FWNeb47W4tLyzvVmjtJo7XleQvBGY5Bc
ExUaZ0+L1AtNuuKsK03yzotqFeDXtWNtMscFnC2oWgjVgwNYwJ1q70Pzr3xVbqHljSGsrmxude1Z
Ue3Y3nO+tDyimZE5vWehr8Kitf2R02KqZXXl3y9qV1pmohpjHpvoWtm0cmn8eVixBTmJviPLqprx
I2A+Kqq270DTpbqQjV9VhM7ySzQLqNsAQVdWCj6zVAvJvs9Po2VTfT9EvNJW8uv9yl2HtpkEU8ts
Yh6jGQtxE1Ph6LToCRirK9TdkteSo0jLJCRGvEMf3q7DkVH3nFVP9I3n/Vruf+Ctv+q2Ku/SN5/1
a7n/AIK2/wCq2Ku/SN5/1a7n/grb/qtirzOPQPJq6nfXK39y1wbV47uA3WnFFhEo5tJGJaGrpR+W
zMWLVLYqitL0TynHodxbW97eXFpcXfxXS3mn1E7CvFGjlVfUCjY05AewxVBXWheSpbuKSbUZkdbX
04okuNMQCKaUHkqiSirz/uqCkZpw40NVXp/6RvP+rXc/8Fbf9VsVd+kbz/q13P8AwVt/1WxV36Rv
P+rXc/8ABW3/AFWxVU0x2e05tG0TGWasb8Sw/et14ll+44qisVdirFvO31UadqDai6DSPRtlvEMT
yNRp2AaqSwkKpIJ9sVea6XYfk7dSXX1aeJprq0SO7tvqmouRbAqUqqTOqigH2T0NDiqM+uflppul
3rQXgW3FnPA1rFaagHe3qjyRohnUqHaMCjcQfi/YrirIL+w8vXGjenqjRQadHZrqDerbTn0475gK
VjuZG58kAPGtOxxVjEFj+VMaCG2vuUFo8hlAttSCxtIOZdmedSxPo8kIJPXjsTir1BHvrny+tzY3
tq9jNaCS1ZbWVQYnj5IQGnqKqR1GKppqYlNrSJlSQyQ8GZSyg+qvVQVr9+Kqfo65/wAtdt/0jSf9
V8Vd6Ouf8tdt/wBI0n/VfFXejrn/AC123/SNJ/1XxV5pbx+QP01eiO4jGrG1pKWt771TB6kZj9Ll
c1/ai9Pj0XgBtiqtpj+QH0K7FncWr6WZSboPa3pahYBnPqXHqejz2P7PL3IqqpalD5HE8Z1C4PrL
BcAh4NRJCrL/AKYGpckFyyn1yPtAHkTir0r0dc/5a7b/AKRpP+q+Ku9HXP8Alrtv+kaT/qvirvR1
z/lrtv8ApGk/6r4qqaYJhaUmZXl9WbkyKUUn1W6KS9PvxVFYq7FWO+aJrq1gvL2Bbi59GK35WNus
TNIpmYMQHimJZVJYAdafTirBofOyu1wH8u6wlzbxRz3yC0sj8BZSqIzQL6kikr8NOvfviqNtdXl1
G3uBZaJd+nDYyXUUN3FZxc5UaIm3pHaTqpk5hl68qVpTfFUVqXmhYNVvNCms9Uurm2hiEixQWTwz
covV9OBpIU9RYyQG+EAVrirXkSeDWYJbN9KvdFeNDLNDPb2fpEySOKKzW6M1QSd0A3YdsVZde6Zc
pp06rqVwEWFwqBLYAAKdtocVRupoz2vFXaNmkhAkXiWH71dxyDD7xiqn+jrz/q6XX/A23/VHFXfo
68/6ulz/AMDbf9UcVd+jrz/q6XX/AANt/wBUcVebR695ba/1CzOmTo0do8k8zW2niKSNpQHjkk9D
jTnITKD0YPseJxVH6PrmlTaFe3NrY39tbRzg3FktpZLzbkg9RgsHAycitFJ5UoenRVK5tc8rxXEQ
/RLyuLf1Ekhg0uT4YZF4JGVgrxbgrQ148jw4jcHFXp36OvP+rpc/8Dbf9UcVd+jrz/q6XP8AwNt/
1RxV36OvP+rpc/8AA23/AFRxVU0xGS04NI0rCWasj8Qx/et14hV+4YqisVdiqReYLa9kW7l09ZJL
5IYBEizSxjiZX5txSSIOypUqCRU7VGKsYhuPPyQwB/L01zKY0M7fpOWACQj4gB60n7Xbt44qpWU3
5iXFzem40SSyhj04S2im+nl53vIVQlZwSOBJpQeFcVb1PUPPFpcwwQeWLm8ZoYOcyajOsfrNFzuV
Deq3FUb4VLdSO+2KpzocPmKbWZ7TVdOng05IfUi1FL+c8pfU4+l6Xqlvsb8sVTm/0a0Fjcn1Ln+6
f/j7uf5T/wAWYqjNTjWS19NiwVpIQSrMjf3q9GUgj6MVU/0NZ/78uf8ApLuf+qmKu/Q1n/vy5/6S
7n/qpirv0NZ/78uf+ku5/wCqmKsGj1DzmdRvIZdEuUsooGkguvrN6T6ocDjwWZmk4AtstOfHkCAy
jFUZp0/mufSbi5uNGuIb6KYCO1a9uVDx7Cgb1mq2/LlTiBUdRuqhLu/85I8IttHuJkaF2ZvXv1LO
JQIvhaZfT9VKVViTHyqxIVhirOP0NZ/78uf+ku5/6qYq79DWf+/Lr/pLuf8Aqpirv0NZ/wC/Lr/p
Luf+qmKqmmRLFaempYqsswBdmdv71urMSx+k4qisVdirF/N1ta3K3MST2Vtqpht2tJr306AJMzMD
yDHiwUqaDvirB7bRvOaJLFNrXll1jhRrWYLHze5DDmJgYTSIipop5dq0xVNNN0q/Mk8mq6noQd7G
SGL6oYQq3RKGKUJJFQAfGG6/wVV2sWurRWcraVd+X7i5+sTSqsggjrAyKIYlqjqCj8qknw8SMVUL
PS9eS/sbm41Py40XOManbgIyGIS1cQj00+MxdGNPi9sVZhf/AOCfqNxx/RtfSelPQrXicVTfV/q3
1FvrXD6v6kXq+rThx9Va8uW1MVS//nR/+1Z/074q7/nR/wDtWf8ATvirv+dH/wC1Z/074qweG110
Xt2013on1JoXFtGosjIJTIN1PpqPs8uHKoA48gzcjiqK0+11AaTcLfXmhnVBMGt3QWrRFKgcTSNK
JxqT+1XoaUGKoS7tNcLQ/VLzRlRYXWT1RY1aQygxMxWIiqptLxUBvi4hSFqqzn/nR/8AtWf9O+Ku
/wCdH/7Vn/Tvirv+dH/7Vn/TviqP0b6p9QH1T0/q3qTel6XHhT1X+zx2xVG4q7FWPeZ3t3iu7SWe
S1M0dtxmWCWaOonYqjiOlVkI4MvIFgad8VYtb6Bq31W3Nv5i1NIljSJZYIVCO6jhXiZXj6jYAVr1
JoAFWrPQruyvtQn1LWb679bSfqTpIwtmhjJp9Z5TXfIGtRyWnuxbfFV8nlvzRLptzFpOr36Sy6hL
eC4rbvRShT6sWW7HwoaU8AAOO2KqieXtdF/aenq+o/XrZoZbuEvA5lhRt4+DXjOkbUA6nf7XKrVV
ZfqGoXf1C5/3GXI/dPvytv5T/wAXYqi9TkWO19RgxVZISQqs7f3q9FUEn6Biqn+mbP8A33c/9Ilz
/wBU8Vd+mbP/AH3c/wDSJc/9U8Vd+mbP/fdz/wBIlz/1TxVgaaDrq395cjzTqLxTwNEtoba/4I3q
KTIDyLLsrBuHEjl8JUADFUZpuk65b6Xc2s2taleTSShoL70ZEZPiWnwySsfs1Xjsu9Std8VQVxoH
muea39DW7+NVt2jEQ9Qci8vJX5SXcfL0uQVCTyb9ssDsqz39I3n/AFa7n/grb/qtirv0jef9Wu5/
4K2/6rYq79I3n/Vruf8Agrb/AKrYqqaY7Pac2jaJjLNWN+JYfvW68Sy/ccVRWKuxVjPnCKCexv7e
+jQ6bJDbid/VkSUN6zemI1jhnZmL8QvHevTFXndv5F/Ll0kkF7Ai3ttHHBHcaoYnijovF4VmtVkR
ykfEt9qlcVRum6H5Mga70rTL6Ka4i00PIbe9NxJHaGWIiQSJZycn9SBeNeTAbKAvEBVV1Gw8n695
cjiXULOz063upvTuDeLAn1i6iLsvGa0WNg0blgAtKHwxVTsvK/kOHUdLNveWhubGeK5tSmqcUkm9
T1IlkZLdVdmMoolalabUxV6PqE2t/ULmtpbU9J6/6TJ/Kf8AijFUXqZlFrWJVeQSQ8FZiqk+qvVg
Gp92Kqfra5/yyW3/AEkyf9UMVd62uf8ALJbf9JMn/VDFXetrn/LJbf8ASTJ/1QxV5gnlnyd+ktRn
TU4PrssBjuk/SEZCJ6oYN6ZsyrMSigcw3IePIkqpho2g+WbbRLiC0u7eaxnuFX6ydRJCzfC4CFbZ
ULfCfjILharyCigVS688ueTZZIJJ9St1YW0iIBewoDE83KUsosQPtt9mlI/2AlNlXqHra5/yyW3/
AEkyf9UMVd62uf8ALJbf9JMn/VDFXetrn/LJbf8ASTJ/1QxVU0wzG0rMqpL6s3JUYuoPqt0YhK/d
iqKxV2Ksa833MdpZ311dlG06OK2+sxmFpX+KdlV1KzQ04EhttxSo3xV53F5r/LCWFgYbdvqsCST2
76ZO5htzQCRl+sMtOgPGrdBSopiqKtNU8hNb3smm2tvPayaYRM0dlJF6tsJYo2t1E11EeTPKu23I
13J6qrp9W8h3OhSC+WK1tBfzxLHNZT+s1zbxLylXhcyMfgkXiSd69MVVIfMHkC8vtJtyLZ2mnhGk
3E2nXBU3BmKR0LTlw3q8hycUr1O+KvRNQh1v6hc1u7anpPX/AEaT+U/8X4qi9TEptaRMqyGSHgzK
WUH1V6qCtfvxVT9HXP8Alrtv+kaT/qvirvR1z/lrtv8ApGk/6r4q70dc/wCWu2/6RpP+q+KvM4Ln
yM+rXyQKn6T+rEysltdiR4TIpRYmF3Valk4kceI4glaAYqjdIu/JjaJdGwa1GnysoniNnOWMZkAL
BWuS6xCUb0oOXarbqoO9uPJqG2F4jckhuFQyW96Snpyk3SsTefG5dXMjjlzo4LNUgqvS/R1z/lrt
v+kaT/qvirvR1z/lrtv+kaT/AKr4q70dc/5a7b/pGk/6r4qqaYJRaUmZXk9WbkyKUUn1W6KS9Pvx
VFYq7FUh8xyXsEd3dWhmeSKKAfV4VjbkGlZS7BopmIjUlyFFSB44qxOPzLrPpRtNoervLNCkk4ht
rc8eQB4sJLZGPxbD5bgUxVqx8ya5dXN9F+h9Stbe201bwSTwQgST1UfVgUtHRvhoRQnYbgYqoz+Z
r7/DjXmraHqaxvdNBJp628MhVPTLtNIHs49jx60pv164qjV8w6yLqwro+q/V7mWKOOZIbWsRkNDK
3K3UIigt3r7b4qy/UNPu/qFz/uTuT+6fbjbfyn/inFUXqaM9rxV2jZpIQJF4lh+9Xccgw+8Yqp/o
68/6ulz/AMDbf9UcVd+jrz/q6XX/AANt/wBUcVd+jrz/AKul1/wNt/1RxV5yNft3vr61l0a6VY4Z
JGneCz9OQtNurk2g/aesn2vi5UD0JxVMdH1qW50m7uY9Pv7YJMhmtPQtlLmqJVgbVQZAeJC7/DQ1
7BVKpNctI2jEeiTORCSWSKxI/cyIEWPjaFmRxGpiJVanhsoKnFXpX6OvP+rpc/8AA23/AFRxV36O
vP8Aq6XP/A23/VHFXfo68/6ulz/wNt/1RxVU0xGS04NI0rCWasj8Qx/et14hV+4YqisVdirH/M1r
qcsN3LpSvLqUUVubeETyQI49Zi6sVeNd0qKnpirCoW/OL0pUk0JPVghWWOQ6jIRcSkqGgWl2vp0q
TzZeg6VxVHWsP5kSxSy3WmPbSizqttFfPIv1oSRbI7XQqGjaTduIBFN+rqtalD+Zlvqd61jpZu9O
jMTWcZ1CRXk9SKD1E5NcR09KRZ/iI35LQHjuql1trH5k3/1c2vl27hcVe6S4uLmBeH7xFCma6j5E
sAxAoQoB/a4qq9DvtHtf0fcEvchvSckC7uSK8T/xZiqM1ONZLX02LBWkhBKsyN/er0ZSCPoxVT/Q
1n/vy5/6S7n/AKqYq79DWf8Avy5/6S7n/qpirv0NZ/78uf8ApLuf+qmKsGSb8wvr95HJpDiyjiZr
acXV0WMnqUC8RdnmFWv8vOlfhqBiqJsx56k0iSefSmi1JJ4gLX67c8WiaRVlCt9ZIJCHmHrT9nia
VKqEln/MENCIdIdgYpDKWuLoEuJFERA+uUX1EryUt8BNeTUYYqzv9DWf+/Ln/pLuf+qmKu/Q1n/v
y6/6S7n/AKqYq79DWf8Avy5/6S7n/qpiq/S4lhtPTQsVWWYAuzO3963VnLMfpOKovFXYqxnzZZQ3
i3MAi5XjwwejKYJZaKJWLp6kUcrRc1BXkNxWo6YqxKHy95nighjjuLVGSJBIz6XPOGcCjfbtw/vy
57/yjcsq3pnlrWxqF3datJFcxSaaba2t47G5ijW85BxMVitoafylgeR7cemKqfmDyr5gNykvly8j
hjhRFiivtNnkDMsIiZ5eNuQxY1YilK74qgk03z7dapHztYbOxhSVyzWIJeUlkRVEdo23El15hgo4
1DMtcVZ5cQ+Xl0qRZdNDziBhJIumyqC4TdgPS23xVO9XEBsWE6erD6kXqR8DJyHqrtwAYt8qYql/
p+WP+rV/3Lpf+qOKu9Pyx/1av+5dL/1RxV3p+WP+rV/3Lpf+qOKsHj0fzUt7ePILeSzkidLWEacw
dZC4o4f6l8Pw1pXlx2+1iqvaaP5jGjyx3Ztm1UTQNFLHpcnpsiyJ6oYm1Xipj5fCEry35AHiFUNL
pHm9lgWNbdGSKRZmewJ5O0gaJtrAbxrs5pR96KnUqs69Pyx/1av+5dL/ANUcVd6flj/q1f8Acul/
6o4q70/LH/Vq/wC5dL/1RxVH6MLcWAFvH6UPqTcI+BioPWf9ghSv3YqjcVdirHPNsUdxZ31tMZoI
Hhgke+heGP0TFM0itymkjA3Ue2KsKsfJNxNbubTzDrNxZywItj6d3bNHG+xE6FLrizkVNem9eu+K
o2y0S1sZbtNR1K+v7o6XJFO11dWvqrauUP1huV0SqK0Zowou5rVuTFVQ1nQ9KuLSdLjVLiwpeXlz
czQz2MNWntVlkilDXJX93bASmlPh+Nu7FVDXHk3ziJoOfmDU2sbd1ad5boK7xCSsiuq3ixnifgWv
iQ1QAMVZnprXtnoFzGVvdTWRZJEupZbaQ8WTajeu9R+1saVPwgLRQqn2puyWvJUaRlkhIjXiGP71
dhyKj7ziqn+kbz/q13P/AAVt/wBVsVd+kbz/AKtdz/wVt/1WxV36RvP+rXc/8Fbf9VsVYCvlvXPr
9/crrV+3rQSxm1MkRij/AHm8jKL8EFePF+BTcn7OwCqvYeXdai0mW0bWNUuG9eEpdCW2qrLJHIA7
G6Z2d1+AUcJRgeBYVKqEm8ua5IIFXXLyNTC3Di8dXWWVWDKTqJ+FGPGOn+TyL0oVXoX6RvP+rXdf
8Fbf9VsVd+kbz/q13P8AwVt/1WxV36RvP+rXc/8ABW3/AFWxVU0x2e05tG0TGWasb8Sw/et14ll+
44qisVdirHPNc0MVvdNdon1AJamWZpXiaN/rB9J14RS/Zk4tU7Dvtirz0J+VlzaxTyzWUkccScS+
oTh0iI2kfjbhlRlp8bfDTwriqO0HTPI9nd313pKW1wbjSGjuZYbuWaNrFSodk9K2PIgkV41pWmw2
xVB6zB+WslhdpfJD9VfVLiW4X67ef8dCCBFnQBoNucJFVXZ1YjcbYqg7ryp+X8morqMWqW8fISxi
FL8SCRnuOcwDPasxYv8ADSu1a9SDirPtAsrfT/L19FoMFpJZyNLJK63kklZDEqk19D+RVp4jfvXF
WT6mZRa1iVWkEkPBWYqpPqr1YBqfdiqn62uf8slt/wBJMn/VDFXetrn/ACyW3/STJ/1QxV3ra5/y
yW3/AEkyf9UMVeYro/kv9LahNHdRLfmBluU+tlgsYccCsb2TIzDiBHsSw3HKpJVROn6P5Oj0GVYZ
oZdKe4gjEr383prJ6qPGFpbKjVkUgyEFhVl5AVAVQUmj+SXSH1LyIgxTsKXHEkNIv1oy8LEUfk3x
BqFAagKFUqq9S9bXP+WS2/6SZP8AqhirvW1z/lktv+kmT/qhirvW1z/lktv+kmT/AKoYqqaYZTaV
mVUk9WbkqMXUH1W6MQlfuxVFYq7FWN+bZ1t7O+nuFglsVhgFxBPD6qtzmZVLEyRKqKTVmboN+2Ks
Ag1z8ujCbltOsE/SVtH6xTSnk5wPxZEkCzV41p9oca/Tiqvo3nHykLu/t9HtbGGGz0g3lzKtmsA9
B2RGgKG4WlaKTWgPauKrtd8y6Ha6ILy/0a3kge6dTatYI7/WriyS8QnjcuvKcyRwg1+0RXbFUmnv
PylGoxcIbVLiA+tBFDaTRQhreY9ES6WP4ncE7fHsDU0XFXoHlu/i1Py5eS6G9pb2sZljmhjs3jAm
9NXYDjPQ7OB7dNqUxVlOpeo1oPRZVkMkPBmBZQfVXcgFa/fiqn6Ouf8ALXbf9I0n/VfFXejrn/LX
bf8ASNJ/1XxV3o65/wAtdt/0jSf9V8VeaRav5NOqajFHAi3yW8hnkW0lBki5r8COLz4eXJaV4hBQ
NxpTFVfTdZ8ntosk1tDbLYloOULWLs3Bp41jYL9ZYrGs/Gq7fF8XE1BKqFudZ8nrbWzS24khEc3F
TbyMqGKWk6mt9xZiebMwqJBzAZiWUqvTvR1z/lrtv+kaT/qvirvR1z/lrtv+kaT/AKr4q70dc/5a
7b/pGk/6r4qqaYJRaUmZXk9WbkyKUUn1W6KS9PvxVFYq7FUg8yy6rbxXd5pnrS3MEVuRZwCMtKpm
YPTnHJ8QSpHbxxVh0HnXz23rpL5f1dZbWJJpiViCvzIBjgpaOJJF5b0amxNcVRVt5m88XMVxONN1
G2SO09WOCWKMym45xL6f+8yK3JZWYcf5fiZTyCKrLjzL+YEen+vFpOoS3H1q5tzAqw7RxRhopvit
0Zkdzxrx37bYqkd95wNzf20l35fuP0tM0cCfXYbf6zGxmpACGsS1GJ5x/F1DfZADFV6NoT6rqVib
i5mvtPk5svoTJbhqChB+K3TxodqVB4lloxVRrIz6LaosjRsRbASLx5D403HIMv3jFVT9HXn/AFdL
n/gbb/qjirv0def9XS6/4G2/6o4q79HXn/V0uf8Agbb/AKo4q8/HmPVWv7+3k0S/EUMUsi3TRQFZ
SJPsMPqVaksS3HluDTl1KqKsPMGuXGky3R0jUoGWaDlaMlurHnLHHWjWikyR8g9OPHiK8gdgqgZv
MuqRLGY9CvZJPSZnVIovhMUirGq/7j6lXCgxmg6LyCghsVeifo68/wCrpc/8Dbf9UcVd+jrz/q6X
P/A23/VHFXfo68/6ulz/AMDbf9UcVVNMRktODSNKwlmrI/EMf3rdeIVfuGKorFXYqx7zLFI63Jtp
3ivRDD6IS4MDFfVf1OALpGX4V4c/h5UrtirE438+rDAqC2kkEaGdrrUZgS5FG+KC4pWvUBKeBNaK
qo2b+f5Zb6W+CwRjTAbK2ttR635YEj1JLiU/ZJFWAVfB+pVQ8kX5nHRS0NzCNUN3IoWa9KgWjwGO
OSiXEi8o5mEpXka8StaEHFVl9r/n+HUPqh0lZLdw1Jo7ueZPin9OLkTecfijNXBFEALGtQmKsw8s
26y6ex1+K2gvFkKxiKb7UYVaM3GWQVLculKjfivQKp3IsbaHbrIxWMi25sGKEDmlTyUgj51xVZ9W
0T/ltk/6Tp/+quKu+raJ/wAtsn/SdP8A9VcVd9W0T/ltk/6Tp/8AqrirB1vfPP1+9RraL6lHFIbS
Rb+Qu0ocBRxN6KilaV412O1aBVXsZ/OculNJdRQQaissH7g6hNRo2dRMq8bp1osZL8y9agqEOxxV
CS33n0RxejaoZDHJ6nqXrAc+Y9H7OoN9pf7zpx6rz6Yqzz6ton/LbJ/0nT/9VcVd9W0T/ltk/wCk
6f8A6q4q19R8td3jJ8TOSfpJfFUXpC262IW3IMIkmCFTyFPWfvviqMxV/9k=
uuid:5be2dd7f-4e4d-464c-9834-d75ef204305f
xmp.did:fa617c5f-5516-46b4-9d54-0dafec8afcb5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:eb6db43a-4da5-431e-8833-0baca1551004
xmp.did:eb6db43a-4da5-431e-8833-0baca1551004
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:eb6db43a-4da5-431e-8833-0baca1551004
2020-02-21T16:48:03+01:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:fa617c5f-5516-46b4-9d54-0dafec8afcb5
2020-02-21T16:55:08+01:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
False
1
210.000000
297.000000
Millimeters
Futura-Bold
Futura
Bold
TrueType
13.0d1e3
False
Futura.ttc
Helvetica
Helvetica
Regular
TrueType
15.0d1e3
False
Helvetica.ttc; HelveLTMM
Helvetica-Bold
Helvetica
Bold
TrueType
15.0d1e3
False
Helvetica.ttc
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 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HWR\Gݿ%,plx
/^T u_*(IFPx7+N;vοvzîJ)M%;E3Z5t&E4MQ%κ`\wt>vZeo\T(IWte
6@9U
&ut&Ϻ<&d\F_&"qM2~L+t*6
Sb