%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>
endobj
4 0 obj
<>stream
application/pdf
MINIVES fronte
2017-09-11T12:16:02+02:00
2017-09-08T19:50:54+02:00
Adobe Illustrator CC 2017 (Windows)
192
256
JPEG
/9j/4AAQSkZJRgABAgEAlgCWAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAlgAAAAEA
AQCWAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q+b/O/wDyl+sf8xUv
/Ejk48nzbtX/ABmf9ZJMLgOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV9Q6T/xyrP8A
4wRf8QGVh9UxfQPcEVi2OxV2KuxV2KobUtT07S7GW/1K5is7KAAzXM7iONeRCirNQbsQBirGp/zY
/L5NodesLliDT07u3pXwNXB+4Yqh0/Njyy5AS8smJ7LexH9WKphb+ftHnICFXJ6COVH/AIjFUX/i
7Tu8U33L/wA1Yq0fOGmD/dU//Ap/zViqHTz9oL38FgPV+szyJEicVNGdgo5UY064qyTFWJ+YvzN8
s6JctaO73d2hpJFbAMEPgzMVWvsKnCA6nWdtYMEuEkyl3BQ0P81/K2qXK2zmSxmc0jNyFCMT0HNS
wH+ypiQw0vbunyy4d4nzZngdy7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXkX/ORukXV/oGkOL6G1
tIrtleGcyBZJ5E/dEcEdQUVJN3IG/XfFXzJoGkW8vmq4utRubaLS7O8hivvVd3Lx+qElMcUTLNIq
qSx4EfD0IONrTOPPzeQjEg0HUY5ysLVSOC/QGUyx/D/ps8xQ8AxqNtqeGEjkyjMgEd/6wfhySHTd
S8traxpdWoaUKwkej1J3A6LTw6HNpiOExF1bhTE72tDzzadNpd79WSGNFu7cQq61uCvpTFuDsQ3p
8iOXwnfjuKb4Wp4eP08qb8d1ulZf92R8PFT7V3/HtlLN7f5V1B5PM+jJDG8caapFbyO6ij8S/Lh7
BkG+QS9v88atPpPlTUb63JWeOMJE46q0rrGGH+rzrkg4PaWoOHTzmOYH37PHL/QtLXS57ONH/wAQ
WFvHf307OSHWWhkhCdAYVkQk1qfiwgvHZtJj8MxA/fQiJyN875j/ADbG/XdZoOh6RNp1rFfoxv8A
XJJYdMmEnBYDF8KOy9H9WY8KHsD3xJRpNJiMIif15SRE39Nffctnq35a6vc3vlGJ75iJrJpLaWR+
tItwWr4KaH5YC9Z2Nnlk044vqjt8kr/5Xn5EMYlX9IvE0DXiSLp12VazRuDXan0/7lW2LYHaIub8
0NGs9Q1CC6f10ju7Sz0y3sYbie6me7s1u1UxhAK8WLAqSoXqQdsVcn5jwak1s+hCOdLi11KUW1yk
8N0LnTXiSSExlKLxaWjcmBrSlRUhas0pRgTEWQOSpffmAIrTT7m0tluBc2E2o3SciDGkSfCtad5f
gxdbl7UqMZRF3AzPkAP17ISPz/qf6FudRC6fePEkT+hZzSyPEsjUZp14VVUHXjXFqHak/CM/RKq2
jImr/nbdGT+W9SvNR04XVzJZzcm/dyWEjyxFaDqXVSGrXbF2WkzSyQ4pcJ/qmx9wTXFynYq7FXYq
7FXYq7FWAfnwB/yqrW2rxZPqxR+6sbqIVHvQ0xV8jRwooLf7sclmFOp7mv04ULqb4quVmX7JI+Rx
VzlnoHJYDcV3wqsMa/yjFX0H5cRf0/pRKglLqEoSK0JcCo+g0yCXtOr6bbanp8tlcxiaGTixiY0D
GNg6gmh25KK4WrPhjkgYyFj8F8/S6lqmmebLm71e3b6xJJKuoWrVXnHOCsiD/JKN8J6dMnWz59LP
kxakyyjck8Q7weY91clHUtSl1TV7VdJgkjjtVjt9Ltx+8lCxmqk06uzksadzjTDNnOXLHwgRw0Ij
mdv09Xvuk6SIdHkheJba5vw816iHkq3E6/vePtyyD6DpsXBDlRO5955sW0/8qUtLKytv0mXNn5bn
8tc/RoGE5jY3FOZpT0vsV7/axch1n+VKW3mO31oamWNve2t76HoU5fVdL/RvDl6m3L+8rTb7NO+K
o3Qfy7TSdfTVxfmYpc6zc+j6XGv6ZuIbgry5t/c+hx6fFWu2Kqun/l1ptnDqkP1iWSPUYXtoQQB9
XgdmcpH/ALNy2NuqxdkwgJizUxX9UGzQ+JROm+XNesbGS1XWkNESO1kFnEpjVKfa+I86rtvi3YdL
lhEx4/d6Rt9u6poGh2/lu0vri6vVka5l+sXU5RLeIGgX4Y1+Ffv3w1bLR6TwBKzZkbO1D5PNvzE/
PK6tdPt73yhFHe6Ys5j1G8k5oxRaDjHUD0uRPHm42JU8aMpORHB1LOeo6B5Vq8c135gsvNOj3Swr
qL8Jru5AAS6oFdLtQv2Zf7qZa05Hn0ZK313OMZd7NdK/MDzjpGu2d1aLMNGYrY6zoV64l+o3bj/R
k9VjzVLhnASevp0Za1pkJQjLm2QnKPLk9gsPzH8rXN1b2c90LC7uuS28V2PRDypQSQqX4/vFqPga
jEbgEZjTxGLlQyiTKMrbXYq7FXh3/OUeutY6NpWmy24uLXUXeSNqHlBcWzxUlqCNjFNIlD44q+eG
mFEkHxITxLAjbl0Jqem1NsKHKeTbdMVVANsVbxVo4VfQPlsD/EOmMacjdQAnxpIMgl7nhVjdhe+R
fPNnLc2ZttZtrOd7R7jgSFljAZlR2AJFGB5KeJ7E4tGbTY8v1xEvememeXNB0ti+n2ENtI2xkRAH
I8OXWmKMOkxYvoiI+4Jji5DsVdirsVdiqnNcwxKzO2yU5U3Ir0qBvhAtBNPEvza88Xt9qMmjaTyM
3l9/rV7Ea+jdb8OHFdz6PMNuw+KhX4guZeHHQtws+SzXc8fvtUgspfUHKbydrlVvIxxP1O4cj1DG
qUUSQcdv3alk2WmzZcS0AJvpmnQxaFqMMFyx05CBdyBqxmJkF1b6jFEOLrcw2/GRhQeoiMlBIKmL
JX1m6t9U8nPrfrCwl4SWWoW5YyQmSJy3oy1ZSz29DPZvz2P7s16lO6jZLNS8x/4u8r3Wq63OYdS0
l/8ASdORBHBLLDGBbTSrIH5yvLVGWlGVQvwkVKBYUmj5vSv+cc/MuunUb/y1eavcapbWEt1DGtyO
XBbYxxo8bt+8VW3+AsQO1O9GXGBG+tuRhykyrpT3zMZy3Yq83/5yD0u0vvyyvZJwedjPbXFswP2Z
DMsNSOh+CZtjir5L+qOWKsFWOob4SeorTamFCIWMLsBiq7CrsVWkYFfQHlsj/EGl/wDMXB/ycXIp
e1alCLi2+q/WHtjcMqc4yVcqDzkRGUhkLRqw5KQy9QQQMKrNJ0TRtHtmtdIsLbTrZ3MjQWkMcEZc
gAsVjCjkQoFfbFUbirsVdirsVaZlVSzGigVJPYDFUJPfoqgqaAioc7ih6Nt+yfHJCLAyYl5982N5
e0b1Lb05NVmY29jDMWYGVt2WQhkqvHddxUgDqdrscOItOSfCPN82Xmr6ncenNFMzXrq0mm6gzMZX
ZyPXtpnLbsPUYAtT5FZFplEuEAlumRyX893Jp0cXpXCLeXGjOpaL6xFMvIRgr2qCOFWEblK/aYRq
2d0nz3sOjXthrdiphtbuIWl9p/L0o7MM3FlDnZOFwBIjcTR+T/EahZct2PPZFxwNo/nS7t4biOK0
vrJbh5UjltqFAAYobcvK0YClSVIrzX4CABgjz3TI7WFvlWFo7zUdDN6rKRa3kkkcRhcmVAnGhYjf
0lJNf2qb5OG1hrnvRZp+R9vPa/mGVt4aWl9osdxdTtvWW3f0QFpQfYaOvXKNQKDk6U2X0HmE57sV
YD+exp+V+rjxa2H/AE8xnFXyacKGsKuwK1irRxV7r5buB/iPSR43luPvlXIpew+Y2ddY8rBSaNqk
genh+jL07/SBhVPcVdirsVdiqlNcxRbE1cioXucICDKkit7+4vZ5mkb9wJVESClAqijU/mq3j16D
LjEBoEiSrvKtTKx/doCWk68f52qO9KAGvfuN8iyt8xfmP53PmbXJ2r6umwSFLOE8lX0DStOS7O/A
OO604tyA45lxjQpwpy4jaBs/LV7OJLyRPU1R2BjtZHp6zRsBPBKW39SRG5ICdzU1Fd5UxVNXvrC0
Elvosga5toW1DTrsPG3KydCHjcvWT1E9aTijAMqgGrUBDa0i+Nzd6Hzt25XqWomi51KFgoZjIQQe
PGv05kSkREFxoxBkQlPmG50qyisVXUbaK+miWa7s7q5jhkhEojeNWR2RgSkvPcbgbZQcwckac9yA
utV8l/WInGrRizJJmVbmB5uPpRugWlBX1C6kkbbGnjE5R3shgl3PU/yJ0lIvOVvqNrN61lPYyUeq
kEypHIvGgG2zZHU/QCy0v1kdz6JzAdi7FXn359Ej8sdTp3ktgf8ApITFXygThQ1XFWq4q1irRxV7
R+VsNzr/AJr08RKxgsXW8u5hSiLEeSA1/ncBaDfqexyKXsfmjzd5S0vVtOg1W9EN1azG4VFjkl4l
4JYhy9NW41EpphW1sn5p+QoyQ2qrtuSIZyB9IjpjSLZRBMk0McyBgkqh1Dq0bgMKjkjhWU+IYVGK
VzMqirEAeJxVIdc1i7CPDZ/uSNmmNOX+xr0y6EB1aMmQ8g3YIRpwmY1ZY2JJNTXc174y5rEbWusL
P0LZQwAk7d/iJr92+MpWVjGg82/OjzXPYWSaBprf6Teq7XbLQ0hYFePxbfF1J6im/XLsML3aM062
eHWNvHZBLuV2Vj/cycC4XkWHPp8Qqm9ewc9Slb+Tj81GXVLy+uobHTlEUzuphdGqwaEUtyDUjnHQ
xlzsVNWG1cjdsqpXttOtY7F7m4UFrWWX1SQhhiW8s2m9OJWBLFZNt6gE7dzjVLdqF7q8sFhpkUEp
R53t7VgAfsyrQ1oV8OmWylsGmMdykv5t6Xpt158vrhouTPFZitWWvGzhUbA7dMxTjDljLIcmGnRd
L/3x/wAM/wDzVg8OKfGl3vq/8hPIFzpLaBr63jTwXulBjbFSFiR0TiAxY1PQdMjll6aZ4Y+q3vOY
zluxVQvrCx1C1e0v7aK7tJaerbzoskbcSGHJHBU0IBxViF9+S35YX1wZ59CiV22KwSzwR/8AIuGS
NPwxVBXf5A/lfNA0UOmSWjsNpobmcute4EryJ964qkNx/wA4xeTTCwtdU1KOc/YkleCVR81WKMn/
AILFUguf+cWrsQsbbzKkk4HwI9mY1J92E0pH/A4qkj/84y/mBxPG+0kt+zWa5AP/AE77Yoe8eVPJ
sHljyt+htLn4XbI7yX7oG5XLrT1THUAqpA4rX7IAJrvil5BrX5QfmP8AWJL10h1S5nbnL9VuVUlu
RYsfrSRLUljUjJWGNLNI/J7zxqmp29vq1odI0lWEl9cPPbzSuikfu4RA0nxt4soA67/ZIJUB7brf
mrS9JIjlJmnJAMUQ5FQe7/yjLIYjJhkzCK+3invv9JuHIhIJhiXkhoajkSD36rTf37YCQNgoBluU
xjijhQpEgVVGyj6chdtgFKEktldEwSAP8ZiYVUlZOHMp8JqG47/LCARuxJB2Qmu3h0vTbi9KNKkE
bOqqpJ5AE/FQbL2r9+SgOI0xyHhFvmHU7q5vr+a8uXEs0zPJO7hVWvLlWrfDSpFARTtmyIp1YN7l
I7ux1C+mmubYGSCBXlu7t3DRFqcVReI4h3I40XtSlMrLYFlxbfoPT9OuKIYdTluYLR/hLl7T0DNy
qVIVlaQKErWu9NjgujSasWhriWe+0iaK2/d2ZtGRYurEWlJUdtzQ8KVyXRj1UfL9leak/o2dtLdX
UEdtLDDAjSvVZogSEUMTRSTgtQNyl/5y6rYWf5h6lbXbSLPGlsJEVAeJ+rR7NVgQfEZR4gDk+FI7
hg/+ItFr1uAP+MSf9VcHixT4EvJ9v/k7NJ/hjyogD+hLocMkZYeKRlSaMQPhJ2yOTeNs8diVPS8x
3Jdirz/88dT1TTfI/wBZ027msrn63CvrW8jRPxIao5IQaHEc0Hk8O0nzB551JHCeadQhnUkASXV0
UI+H9qMyNX4j+x265lY9OZixyceeYR2PNNeXn30HDecL766rlEhWa99MtVRxLHjIG3bb0iNhvv8A
DZ+TlVtf5kXSU6nrfnzT4ZTdeadRE4p6UUVzd0O4rzMhhK7GoorV9shPTGItnHNZpnn5Kar5pf8A
MjWdI1fV76/gsrS4jWG8maSkkN1FHyKepMgehI+Fm9jmMeTfHm92yLN2KuJAFTirGvNHmOOztY19
RoYrkvGJYyBJVNiFLFQtexrl+LHZcfLloJF5atLS51BDPN9Y9NfXjMw4NXkoWrB2DVZgOm/3ZblJ
AacQBKf+a9Z1LTtBuZtPtjPeGP0bcJVisjDir04NUKWruKbZTjgDLdvyzMY7KU3nnRLPTZn1m/sb
LUYbcSXOnm7jEqsY+fHi/ptVuXw7b4PDN7ck+KK35pBo3mjSnudYuopILwJqpli9KZWXayjDMCDQ
0Pw/PLjjJoeX6WgZACT5/oZTpfmJNY0+CSG3WRbn1FlRnHFVQ8aNQH7VdvbKp4+Et0MvGHg35g6B
b6brstpPLJCjj1ogIxxZWJoVJaOo2O3HxpmdCXELcCceGVMK1Ya/qcU2n+XoeUltbtdNEBxEnoqA
XIAYeo3LpX8cEtuSx35sY0HUdc1k6Ho2u2DBIrueZJJE5Sc5YowgWM8TUNCtN+/tkI2T6mydAVEv
Q7uy0vQ4301rSaS49KVDIK7q1r9WkqtdwwUEEHLjEEbNAnR3Sz8mtbtdH8wX814WaBLBRJElKuA8
f7JKg0+1QnKuEnZtExHcpR5y/LPUfPP51eZI7W4+padbm0a5u2AIXlZQlVVSyBnanSuY8YWS5csn
CAifMf8Azjvo3lzSpb9tYS9jjQs8dyjRciOgVo3anX6cthjBacmaXR79+RFxDqHk3y/cJEyiy0y3
tkd6dFiQfDQ9Nu+VZRQbcJuR8nqeYzlOxV5t/wA5AEDyAa/8tkH6mxHMIlyfPOj6kIHkBl9BTuJA
ep+Ham+bLS5oxFE04GfHKR2TkeZB9XMX1sc+XL1eKj4aUp08cyvzWPv+xo/Lz7kl1W/ebj++E6/F
zbkpoDSnw/0GY+fPGUaBbsOIg2Q9O/Id4ZPzM1qWAq0L2d0YnjACMpuoSONI4BSh7Rp/qr0zWnk5
0eb6CyLNj/mfzjY6JbycF+t3qqStsh6f67fs/ry7FhMj5NGbOIDvLyZ/M/nGY3PmS51YWt5AZRZ6
eUUQeiQBwAYn9pa1IJ265m+FEemnAOeR9V/BNtJ/MzR9Tksjq1hFeMoYQalGfQZaRmRndWosYKV6
SbN26kVHER9J5t0cwP1Dky2w8w+Tkvii3ToboBhFK7FQBXequ1F26nvlUoTr3NsZwv3sU/MzX7O2
d9J0i1WL6/aMP8QxtJcCGdmdBGsSMqu6ceZDP8xluCEj1atROMei2x8r2V15LvrcXMwuptKWfUda
pKizTqnoy8rZpWQNJFD0DDjXYYJSIO/emERKO22zz/8AKXSbnVNZv9NtZDHbPKZJLkqxQkxKzL2p
XjUfqy+WQRBLjRxGRA5PedN07T7ezbT5GM1nwIljelCpFD/TMOUiTfVzoRAFdGKX/wCSH5aTarFf
TWqLZRRhfqSSNR5eZJZ+LV6bU5YRklVdVOKN30Z3Fptj+jRZabaRWluFCJGqBAFGwFFGV8RBsls4
QRQDAvLH5aXfl3XNRnIjksb2kayF+EkaVZzxop5fFxUb9PuzInmEh5uNDAYk3yV77yPpBl+siJbm
UFkMLkjmhBQqTWvI1rsBvkhmPJgcAu3jXkfyrqM35j61Y3sKaOdNsxetZywMJJ4YnSkUbFoShcdJ
eLb78T0xMyDsoxiQ32ZzaeT7Of8AMLzpq80El6l5qFrY/V43MRgaysIpEuOanfkLjj6bL+zWprQQ
xEje6bcwBoEWzDWLXyPf6bNomr26TqIwJoneRTxb/KUp+BwgT5hiTAbHmm/5c6NpGi6fHZaUghsm
5vFFUsQDQ9WJJ+nKszbp/vZrmO5TsVY1+YVuJ/L/AKZtLa8JmSkN2gkjrvvxZ4qt4fEMIFkDkwmS
ASHn1v5bs7nUtQjTyxp8FpYxKkLS2iA3VzRmYxsJiBFw4UJFakj9kjLZxrkbaozJvaq7+qxtG0pH
miuPLemCWAjkqWjuTyBI4hal/wDY1pX50p9Xkw4p8vS3e6f5YjklgsNG0O6ngt5Z5o1iDMpt2Ecw
opH2HNGHUdDkt7Z3K+nmivI7HSfPerXU2iWGj+XI7D/RtWhrG0kjtCTEU9VhuUfYRA/CPplwkmg2
cQAspjqv5l3Oo3MllpUTW9nQj62TSV/dQv2B+PyzKhphEWebhT1ZkajyY3KX9cepI3F1KnkxNST7
5eOTjHmi9T8tS6ppt3aG5W2s2tVSKQhmCOCCWCr8XxVNe5yvjr3tvBfueURebtB8vSan5f1a8UGP
nDasIi78Y7WWImMSmAIriZSasCWG3jjI7phGwiR+YB8y6LdT6XDLJfaFTiJo4xJdq0U8yn4Gm3QW
9GapPxVO+MTzTIbi040TQk17StG1FNTc27x2011A0c8JEgjX1o19QRjjyqA1D4jrk4zNNUsYt6H5
r0FU8gzt5avrm1uWEMTRRM9wCjSqkqlG5gjgzfs5RxEyouSIARuLGfJVh5g02yveEKRXjSssjNJW
QMsSqxZgrdjx+jLjw7W0Ay3pO7e4111jiiDLcIf3lWpyWu9CK4CIoBk78u/MN9qnmrWY7yJwllcv
bW6yg8RH6lQy1pvsPi8MhlHpbcJ9b15FAWq7V3r88wXYBh/nDXpLK4s0jfnVmWROW52qNthmVhx2
C4mfJRDCrfUNdu/NSzpd1sfUFbcUAFCN69TvmQYxEXFE5GaE866hE35okWOqzQa0fL8MFzbx+gsQ
ga5kerzSzw0Ziw+Dj3G5rTKMQHdblZia50zfRV01n1G4jSV5L66F1JKyFA0noxxqQB9kcY12Jr+o
RIISCDbxD82vzh8yaD5oXQreztLuSZU4q8cXNeX+VRmr9OW2I1TSImV2dh5Pafyv+uzQ2d1exejc
SW3No+nEsqVFB798hqDs2aUbvRcw3OdiqT+a9LsNU0k2l+zLatIjPxaRa8akAtFR6eO/sdqjBx8J
B/aiWMTBB/V9rC9fbyFc6PaQSa5ZWFv64S09P0yC6kgokTowr16LtkuMyOwO/v8A1MMmIAbnhEfh
VJK1z+TsarDL5ttw8KmJXj1GaIKQOqiJ0jDIWqvw/DtSgVaQ4h3H7UxwgbqsZ/KzSzqmo6JeWz32
txyNdXMc8syyGQs/KkjFBV5CfgyUZC7/AF/qRKIBtjupeaJ9WsxZmC0toEcOrpd83LgFQtHihHRi
euZumI4ufTz/AFOHqiTHl18l+l2NytS9YnHR1FVO3safjmXKQcKESh77VLy1lEbkPSvU0+7kMIiC
iUiGaaHrllcaQHejbcSCaL07145jTgQXKx5AYvnD88NL0+LzKL+0eN2uVcSRxlSAyKu4pXDkGwK4
pbkMh/5x08saxrkGuw2d6dNhZrVZ7pIFknKFJ0dbeWQmKJ6PuzRv16A75STQb4iy9q0/ypcaLHe6
fZzfWoLZCsAmrKyhlUotWLV4A069smJggNZgQTSN8upNaWZS6mhVmNWSnp9a/s1xybnZcWw3Su8W
40pbmS2jVVuZjIzSFqKGoNqEbACuWR9XNrlceST6f5hnudRW1sGimnd1RmdmAo1KmlajLJQAG7VH
ISaDM7fQoLO7k1QylZeCvdIvQuFBYjYVqRmMZ2KcoY6PE8182/8AOUN5p9w+l6LpK/XEYh7i9Z+A
A6fulEZNf9fAcIBZDUEhhvl78wvOfmHUdT1PVFFxBF6Yit4eaRI712AcynfjXMjCOji5jyL2WDzP
+X0ejQ3So36St15PEY2SQsPtVNOB+/K/DyX5NoyYgPN8/wCr/mBa6j+at5r1ultA1zZxWoKz+sHn
idSvBQIyGIVV4/Fv3qaCMQBJnImULp79e+cfKvknyuLzWrv0rieMz0Yux5MooiAcjXcCnjkSCd+j
KNDYc3x75289T6551/S8cj3kMRQWqSPI/wAIPIqnqfEtSfDIzyDi2bMeE8FS5vsX8p9XvtVvbC5n
UQILN19Ban+Tck03y3UCotGllc/g9azAdi7FWO+fdWtNJ8vS312XFvCwL+mpdjsaAAdydhkTzHv/
AEFTyLye+8oeXvOGmtFBbHSb+AHgvpqsLuSKvRQokXkCAwoe5HQZeDvfVr3MRG/SOnT5JVp2l2nk
2ylttb02a1ghV+eoxuZluQfUYBWiCcmKqwKsqsIwDzFeArGSvq2bDhB+jf70j1fylpMk73flt2sZ
CBNPGgMdmQSiuxtxGQN9lVAjHuRuRI0Rsxjz9XL7UPpOk6s9zNYa5YLE8LAM4bnE7IKPStGUgv0P
0E5fpvr37j+hxNX9G3f+tmGneWtJ+rUUz26Cu1tPJCv3IRmXIuFEMc17Rb1nZdOurucr1SVll/Ej
l+OWDk1nmxTT9e1m48223lFEvbiERtc6i1qWSdFVSAErFLT4uO/Gm+VSyHi4W+GIcPEfkncf5Sza
p5gml1BLuawiJWxsCZI24MONZZ5k2oAK8FJY/wAuRIvmWV1yD2zyZ5RGjKWjYW8bRektpap6ECKS
pPFBXf4BVjue+U5JiqAbscDdksE/MN/zK0jWtYu9DZZdPZYXhhmdGqPRCN8IcSIA69dtz88sxmx5
teQUeeyTfkz5f813L3fmTzTPze9uA1vArvIFUMY2C8i/FQw2FcPEQCDzKOGJII5B6P8Amfd22naI
7L8c0i8YIDX42NNvu3yOCyWWpoB595bkmt9asKRKk7OszU/aUNxoD9+Zc+RcLHtIPdL2CKS1klQG
jpQqN+leuayJ3dtICnxr+cum6xYeYzqMumTW1hLMUW8eMpEzFahQT3NCcycp3cXDHY29A0Ly7f2W
kWvo2yQre8LiSRDQSlo/hIUk8aA5kwoOLkssgtNFvUS4rEeSI4RZOJYtx5L0PfCZhAgXyx5pjGm+
YL22ilZrm0vbpeQZh6XpzsqrTipEgKc+SuRQgdQc1czUtncYxcRfc9S1K08y/mL5Q0rVNTvw8qpK
JUCCPlxlNCFDBaBV7DtmXGHHAODLJwTLN9B/LDQLrQ/LtrcJb+tDGW9R4I5ZJHDbgP8ACRvk+EAc
rpr4iTzq3rX5caMbHzNJuVjjjlWOIfZCkrT2HTKtTO4N2lhU3qWYDsnYqxTz95lj0zR5ZLeOO8uY
GVjal+LNvQJH8EnKZ2IWNKbsQKjBIVR8/wBBQJDcdUktrHTZrGF0sxaK8VYlWNYJYhL8bLxUfCeR
qy9OXXLmt0pu7a0eO/SPUdNZSsxK1+Cg5epG3KoNT47dcBDIFJrzy7LEV1Hy1drGbcArpEqJ6D8K
UUSoI542PxVbma1APwimRI3sMhLaixbVtTj5Cxnt2tL5OLfV5gpd0SSaJpEdKKyM6V2RNivw98u0
cicm4rY/eHF18Yxhsb3/AFqS661hbPGYzMtKhV67/MjNiYXu6wTrZU8hTHW9QvJY7WWExMAwlA4n
vsVJyGSWzZihZTGD8rtRt/zHi83abfCydLX6pLbGL1UeMszMG+KM71FPCnfMaRB3cuAIFdHqiRft
FRX5ZVbcArA0XpkUsV8xPBdx31tAed0sEpZB1qI6gf8ADDMjHtRcbLvYCv5Y0WSPylplu6iGcWyM
5FOQeQc2H/BNkJz9RZwh6Q88/NKeeXSr8lmmm0Zau6n9h/TPbfYNU+3TMiBoX3uNkBka7kt/KXQk
83eU5fMomlt7+3uHs4oo34xKsKJIooQzCrSEt8WR8fdn+X29z0LTfMt8TLC8YSNUUxSsa8lYVB2J
8DgljCYZS8f/AOcntSvD5e8v6fMS0t7eSXKKdwFt4irf8nxkJV0bcd8z3PbZvK1odFjsSwhW3gVI
ZSQOBjAINe32d8Rko2xliBFMemlK6taxspaC6014pCKcZJo0kBArTwXrlw5H3tB5jzD5l88/llqK
ajf3zMfrE1w5igiidk4s+xZ1HEfD1yvJgvduxamvS9n/ACuie1/LPS7K+h538LTo0aUZuD3DsDuR
+y2ThGQ5teWUSdmW6PosdjqDQfGkUUJa35U6SSOxA+VRkpSsMIwos08nW7x6wGZiT6TVBPypmNmP
pcvTj1M6zEc1IL/Vb59QurJVEVvBxX1FJLvyRXJ/yQOVMujAUC485myGD+do1h0l+NCpdKA/PwOO
U8vf+gscYon3JTpfnS8it6ThLshxyDOInWIFVYiqkSNvVVrUmtSBvgbgq61+aXkzSRFbTag19rDo
pk03Q/8ATpEkJ4lRKVSKqsD8L8WOxK0NDAgy5fj8c1JA5sWg/MvWtYvX1GDQxaWTuIYFtJHmlln5
n1C0pQQycVUnhH8XxhiSAcmBtzHu693Lp8aYeIOKv7O/n1+H6CnfmKLT54o9ReLldiFIWl7gB3b0
zXpQsajLdN/efA/oadX/AHfxH6Uh0IaXcTz/AKR1ePThG7qiNZzXTcVWMoeSOo+Mu49uO/UZlZcp
BoBxMOGMhZLP9Lubyw08rYBJ3dVaGL9H3UbSMfTU7lqV5FxXf7PvthzyEndz8eIAbJomqXyaYl7e
TrayGgmjbTbwpGeXFqylwvw96fLIcTPgb0HzBPqV+9t6sU0awmQvHFJEVf1SgU82avwUbbxp2wgo
ITuVW4kAkV7jJBgWMar5fhuJGMw9ZSalXVSDsRv8OXRm0SgjrdLm10tbaz4RiNOESglVUe3Hp9GR
NE7shYFB5V5t8q+f9Rg1HThd2ljp0yglIovUM1W5FXrSm5LEht/Dvl9g8mjcc07/AC20/W/K35ft
oxeO91AXErxF+UUYV1UKPh5dOPtlZhvzbBk9PJNvJ/kyW0twb9XllaT1mVpSyhjTYe2SyZe5jiw9
7BP+cldAku7zyf8AVoy7wSXnGFVLFgfq9QKV8MqgLLdOXCK73rmraZbyg8raOVWNRzHID3HLDGTG
cfJSihneKC3EFl6cX2CYX9Ra1DcW9Vt6H+zHzspHKqCsNAgfd4o2+gfxx40eGEp1byuXU+hxiehA
YKp/Bgy/hk45GEsXcxBfL2saF9bltLp55bsKGknYN6SoCOMKKEVAa/FQb/RlkOEtU+IPQPy01i4u
bhbd4oa+kxkmV3eQ0p1BUAfKuY+phTlaWd7PRcw3OeaeafzR8o6N5gvtPvHmF3CyiUJEWFfTUih+
WWxOzTKO7DfMH5peSNRtzGz3DJWtPSYbjp0OT2PNqIkNw8W82/mPcWV6X0u6ItCePB4dxttuw+eT
ljj0JYwyTOxAQfkbzx5Ziu4oNYs1ntObSIGR3o7lQzUZ6f7rA/DI+DE9SmWXIOge66f+Yv5Vegk7
xXBuk+OOUrIzBj1+JmJ75jjCI7An7P1OSc0pbmt/xyY95n/NXy3dsLaOSX6uGD09IglgKVP35mYB
GJ4rNuBqDOQrot0vzT+WZXldrdNK+7squN/oOOSYJtlixkCmUWH5m/l/bymN7vVHhcIp5SXB+GP7
A+30Xt4ZTKi5EbBRd5+Y35bToYJLvUpbVjz9GRp2TkTWvEuR13yApmba0v8AMf8ALHS5nmszdJI6
8GJjdtq17n2yVsaKYt+dHkY/7tuP+RJ/rja8KhJ+cXkRv92T/wDIk/1w8THgaH5xeRAtA85Pb9yf
64eJeBA3f5seRpSf3k9D/wAUn+uSE2EsdqMP5qeSEG0k43/3y39cJyBiMRTGP86fJca0Es/y9E/1
yFhs4Sx/zX51/L7zZLYwXQvZzAzCGGEToWMlB0icFj8Ipk4TAa5wJej+XtD0uwsB9Qhnt0mVC0Nx
LNKw4KFX4ZXkC/CANvp6YDInmkRA5JitvxaoxtNIpE+EV65Fk1JGDipCVaholteDhJCJS23Gla/R
lkZ01yxgpr5V8pjSpzdtSNmQosIpsDTqfoyrLl4tm3Dh4TbJ8ocl8lfnDIF/MvXgSf72Ont+4jyw
cmqR3SjyffW8GruW086pM9rdR2dqsCXX+kNAwhcwuGVgj0Y7Gg3phpFsi81+dfJC2mo20HlloWSW
VhbzWFoYIrtYdThtGnt2Jj5x/W4ftKT8DdSo5SiCWMpAJRafmT5JTXYI7bR508uWsU722mssSKl5
Fq8+paeQgkZfTRZ/SkFfsu4WuxMuAgMfFBLMbP8AMG0vbOzvJF1S4stN0iOw1qSCKWqyukMfJbhb
zhb+rJC3xrGlejLJXao820cnht5CDPXc+w/sy+J2ceQ3R9nDRRXb2qf45XItkQjJba5No1wiuIYm
VGmAJQMwJVS1KVIQkD2OAMivtpA8IPcbH54CyidlWuBK9re4FutyYmFu7tGkxU8C6gFlDUpUBgSP
cYqpHFDsVXSWtysImaFxC1OMpUhTyLAUalN+DfcfDCqkF9sUMm8p/l5r/mZw9tH9XsAaSX0tQgp1
CDq5+X0kYQEEvavK35e6H5ciH1WL1bwikl7LvI1eoXso9h9NcmNms2WWxRmgwFICqUPSmBNNhexG
Kq0NlLOfh2Xux6YDKmQjaaW1lDbj4RV+7nrlZlbbGICvkWTsVfMP5reR/Nuo/mDrN7ZaReXFrNJG
YporeZ0YCFFNGVCDuMmJbNZjZSPQPKH5g6JqsWpW3l28lliDqIprS6MbCRCjB1RU5KQ26k8T0II2
w8SOAsvXzH+cqekE8r/BFePqKxnT70p68krylipJG3qMo8Nj9sBgLCaLVv5g/OWOeKV/LHqLCoSO
A6deCJQqxKvGNSqjiIDSmw9ST+bDxBeEpZBH+Z8HlC68rR+Wrgadd7yP9RuxIP3vrfDSkdeRpy4c
itATRVoOJPDsmQ8wfnQL6C6HlribYxGJU025QVhi9KhCBdnojMBtVEpQKBhsI4SiI/NP5wpcLP8A
4RXnGaxD6hf8I6vE5EcZfggrbR7KBuK/aZiRYTRXz+a/zhloP8KFFBB4ixv2AoZDsHduIrM1VWgK
/AQUqpFhNFLr7UfzevVvBJ5fuI5bz0+VxHYXXrJ6N1Jdx+m7BivB5eI8FAHauGwiiiIda/NiFFjT
yu6xIyGONdOuo1QIgT4BHx4Ekcua0dWLFGXkai00qan5g/NnULYWz+VGhhFpPYhY9OuzSK4WNGP7
wyfEqwqFP31xWkLZaj+a1nZWdnF5ZmMdl9W9ItYXZJ+qOJE5AELuVFaAftEULyFmwtJ3/jH80xpl
uo8rXD6lFeTTsz2N2YPSd0ljVV5faR1ZQSPhQKFP2quy7oS38y/nI/K2/wAMu6zOTEs1neLHE7yy
SVSrqiD98yGuxT4WquOy0U58l/kElsU1DzK0dxck8xp6H9yh60kIHx/IfD88PEGPCXqKaK0caRxi
OOONQqItQqqNgAANsPGEeGXfoef+ZPvP9MPGEeGV40qYCgZfnv8A0wcafDK8abNTqtfmf6Y8QTwF
Uh00BuUxDU6AdMBmkQ70aAAAAKAdAMgzdirsVdirsVQ2o3F3b2by2lo17cAqEtldIy1WAJ5yEKAo
NT+FTirE5/NX5lLbI8HkYSzsH5QtqtqgVlmREBbg2zRs0lQNuNOpxVVvvM/5hwxyta+SvrTpJxjT
9J20fNPS586su37z93Q/63TFVCTzd+ZCyTD/AAKRDHKVSZtVswGiBl/e0oeO0cfwn+f/ACTVVEWP
mfz5c2FvLL5P+rXziX63aPqEJWFlZPSAmVCsokRi1U2WnE79FWtM8zfmHchDe+SvqHJoQ4bU7aXi
JLho5T+7U19KELLt9qvEbjFVC382/mbJ6Hq+QjD6iKZq6taMY2M6xlfhU8qQky1Hhx64qiB5m/MH
0uR8mUcQGT0/0nbV9YRxsIgeNN3d05dPhr0IxVPdHvtaumuBqWl/o5Yygt29dJ/VDLVj8AHHidt+
uKplirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqX69aJd6ZJbvaPepI8Ya3jl9AkeopJLho/hX
7TCu4FKGtMVeJzfl5Zcm06b8okhsr9jIxi1wgNPaQy/VwRGyheY2ryG71NTviqbJ+Xkcuj3Fldfl
6nqoCJ7WLWbjjPH6ESoIp2ZPiY2scZDMKcan7W5VBXXk29qLmb8sCkMSyXJgTWknM1xLE5aCVWEg
9N5b+ZOS9OPI0SmKphJ5QuILCMWP5arOt7bqLmIa9xCGVYYJI2YtRgsUCEMh347UJxVb5PtLnRtc
9LSvy3kstQtGNu1wNUeSH0B9VtjKjy8o2BgSvGvL92V+0TirK5vOH5kPcxw2PklZECR/W7iXU4EW
KVmUPGoEber6YYklWpsR9rbAqKj80efLhLZrfykvGWJXuJJNQiCxSiRVlhA4VkopYq6/C1PA1xVZ
H5n/ADJMLSP5KVJEE49AapbtzeOIvCUfiBxmkHp/EAVqGI6gKqtr5n8+vczR3Pkt4YVaAQzpqNpI
HEgBmZlqjKIfiHfkaU2JIVUU80/mQQhfyPxJ5cx+lLU8aWwlH7O9Z6w/8N0xVPdE1PzBeXM66nop
0u2REe3la5ineRmZwyMkQohRVQk8iCWoDtUqpvirsVdirsVdirsVdirsVdirsVdirsVSrzTbfWdD
uIf3FGKFvrU0tvCAsikl5IqPSg+z0bodjirxyy8meXriztZ5JvJ95NqEt2l5cx398yyJPA8Mn1V2
uZG9Ro4UD0boHwqlHl3yTaw3F5q9lfeVbeOL07jS4FvZzZmeRImeT4ZjIkP1u0j9ME1orDiK4qmc
mjeXrKcX0t/5NglvJp7eOf8ASF9wazjl+tii/WAvqpfDlKQQONRUVpiqO8ueR/y6F5ev5in8uNY3
avYaPFp2ozrwiuJZFe2HOVQS/Hbj8Qbkq/CBirKovKX5JMtnYxPp7m3X/RIRqDM5QQmP/f3Jx6Vz
3r9sHuDiqGl8qfkJPFc27SaZJHfL9fuYI9QY+rGzRN6/BJt0ZoEJYChPzNQqvL5Z/I+zc30kum23
oMJzKdQMaKYk+qciPWC0VZhF8yB1phVAWX5bfkIEt5YWs5I7e5a8s/8AcjIFilkaOM0CzLX47ZRR
6/ED74FZF5Vj/KryrazxeX7/AE+ytr2cvKBfCVXm9T0jQyyvQ+owSg70GKp5becfKN0rta63p86x
oJHaK6hcKhUuGPFjQcRWvhiq1/Onk5I/UfXdOWPiW5m7gA4qnqE159AnxfLfFVF/zA8hJy5+ZNKX
hGkz1vbcUik48JDV/stzWh6Go8cVRjeafLKxGZtXslhVmjMhuIgoeNuLrXlSqtsR2OKpnirsVdir
sVdirsVdirsVdirsVS3zHH6mkTD0rOahRuOomlsOLqeb/C32acl/yqbjrirziwm9Ww0lvX8h3Fbi
Y87cUhNUm3tPif8Aen9vfpzwqhbadZNKedp/IFwrpG5uacInrcSHnIPioD1UV+3y3xVBz6hcere2
g/5V4lnaxV9aUgwLHPHSeKQB6qWufS5VUAow6tQYqmty9K3L3HkVNMs3EgSQDikovG5ytKW4oy8H
p8P97Wp2xVCwjUIbkC0P5fTSxQzR2cu8Uv1zmY1qED8UEVsA6r8VU41AWoVXabElvctec/IMaus0
cU0Jaq2NvNFHHEtW4qqfEJAtFEhXataqtT6rD9fvIGvPy+SxgW5jvY5W/fLGyxqqyqWVQrXlVlrt
9nq22KopHumnAtZPI7RcpPrUPqOQEiuzKWRB8CuI1uGkbj/eKK1Cmiq/S9A8wXsMr6PZ+SL/AEsS
F7OK3gdo4qzxTQtziV1LNEWlOw+PhTb4sVTZfJ/maJrmODR/Ki2ssrRogs5ULWckgLLKBUF/TkmB
H2WY12BIxVCR+TfPRcGXSfJ3oxeikECWc9ApWNbk8yNvg9RY1C9OPI9RiqbaF5Dt2ubqbzF5e8tu
ziNIJbGyHqMsaxmkpmQ7LIlVAOwC9xgVOp/I/kycfvNCsOQ5FJFtokkRpORZkkVQ6MS7HkpBqa4q
nSIqKEQBVUAKoFAAOgAxVvFXYq7FXYq7FXYq7FXYq7FUt8xx+ppEw9KzmoUbjqJpbDi6nm/wt9mn
Jf8AKpuOuKvK4bq/N9bWM1z+X0clk8Uj2kfLmss4jST0wxHAu878SBU8kB+0cKqdpeXV7bX4WT8v
o3NvHcRopWXlGpZrh7kKxAgd2PBgTQNVt9sVXvpdrqU76dfp5E+om4kM8VnLJFc+hHMjdYzGRIsV
rNzFacox2VgFWc21t+Ut9w0+3j0G8N5WNLVBZzGY0+skcfiMhpL6p6/a5d64FTdPJ/lJHDpolgrh
i4YWsIIZi5LV49SZX3/yj4nFVo8leTREkI0HThFGhijj+qQcVjYgsijhQKSikj2GKtT+SPJdx6v1
jQNNm9faf1LSBuY9Qy/HVDy/eMX3/aNeuKqkXlLypFIJItFsI5AWYOttCGq/Pkahereq9f8AWbxO
KphZ2VnY2sVpZQR2tpAoSC3hRY40UdFRFAVQPAYqrYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FU
FrNpJd6e0EdtbXbM8ZEN6CYfhkVixAV/iUDku32gNx1xV58fJnn6W5s7ifR/JjtQHUK2dwzc1ljI
aFytf7uJPtdGRfoVWS+R/NsKTLZ+XPJqtcIlorixk4rbGdzIsy/uy8foLHRFO8lf2d8VUbbyp+Zx
tbeRNA8lWV+zXK6iz2k7KwLSLG8IjNSsiTycubA/G227DFV8flP80bOe2utM0TyPbXltGxinW3u0
dJmYRExuiBkVrREQ03qKfZpiqeXL/nWlzGYI/Lslsbwq6/6Z6gsiyhWqWVfUVeRbqOlBiqvD/wAr
hN2hm/w8LT1puYT66ZPQ4j6vQmi8+Vee1KdMVaaH831s1KXOgvfCN+QaK7WEysylDsxcIg5Clanx
GKsvh9b0Y/X4+txHq8K8eVPi413pXpiq/FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq8U8wfmd5w
s9e1Kzt7pFgtrqeGJTFGSEjkZVFSPAZLheJ1fbmohlnEEVGRHLuKX/8AK2fO/wDy1x/8iY/+acPC
4/8Aog1XePk7/lbPnf8A5a4/+RMf/NOPCv8Aog1XePk7/lbPnf8A5a4/+RMf/NOPCv8Aog1XePk7
/lbPnf8A5a4/+RMf/NOPCv8Aog1XePk7/lbPnf8A5a4/+RMf/NOPCv8Aog1XePk7/lbPnf8A5a4/
+RMf/NOPCv8Aog1XePk7/lbPnf8A5a4/+RMf/NOPCv8Aog1XePk7/lbPnf8A5a4/+RMf/NOPCv8A
og1XePk7/lbPnf8A5a4/+RMf/NOPCv8Aog1XePk7/lbPnf8A5a4/+RMf/NOPCv8Aog1XePk7/lbP
nf8A5a4/+RMf/NOPCv8Aog1XePk7/lbPnf8A5a4/+RMf/NOPCv8Aog1XePk7/lbPnf8A5a4/+RMf
/NOPCv8Aog1XePk7/lbPnf8A5a4/+RMf/NOPCv8Aog1XePk7/lbPnf8A5a4/+RMf/NOPCv8Aog1X
ePk7/lbPnf8A5a4/+RMf/NOPCv8Aog1XePk7/lbPnf8A5a4/+RMf/NOPCv8Aog1XePk7/lbPnf8A
5a4/+RMf/NOPCv8Aog1XePk97yD3zsVdirsVdirz7VPyd0zUNSu799QmR7uaSdkCIQpkcuQK+FcP
EXn83s9jyTlMyl6iT06oX/lR+lf9XOf/AIBMeItX+hnF/Ol9jv8AlR+lf9XOf/gEx4iv+hnF/Ol9
jv8AlR+lf9XOf/gEx4iv+hnF/Ol9jv8AlR+lf9XOf/gEx4iv+hnF/Ol9jv8AlR+lf9XOf/gEx4iv
+hnF/Ol9jv8AlR+lf9XOf/gEx4iv+hnF/Ol9jv8AlR+lf9XOf/gEx4iv+hnF/Ol9jv8AlR+lf9XO
f/gEx4iv+hnF/Ol9jv8AlR+lf9XOf/gEx4iv+hnF/Ol9jv8AlR+lf9XOf/gEx4iv+hnF/Ol9jv8A
lR+lf9XOf/gEx4iv+hnF/Ol9jv8AlR+lf9XOf/gEx4iv+hnF/Ol9jv8AlR+lf9XOf/gEx4iv+hnF
/Ol9jv8AlR+lf9XOf/gEx4iv+hnF/Ol9jv8AlR+lf9XOf/gEx4iv+hnF/Ol9jv8AlR+lf9XOf/gE
x4iv+hnF/Ol9jv8AlR+lf9XOf/gEx4iv+hnF/Ol9jv8AlR+lf9XOf/gEx4iv+hnF/Ol9j0vA9K7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX
Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXY
q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq
7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7
FX//2Q==
2017-09-11T14:53:54+02:00
uuid:444ef169-2cdc-4841-81c6-0d9a80f51728
xmp.did:6730ba30-263d-7d4f-878b-93f226c1ea84
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ae1a5185-d115-b74f-acf8-ec9e9469e877
xmp.did:ae1a5185-d115-b74f-acf8-ec9e9469e877
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:30e65cdc-f166-8e44-a866-915ae0660462
2017-09-06T19:28:52+02:00
Adobe Illustrator CC 2017 (Windows)
/
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:ae1a5185-d115-b74f-acf8-ec9e9469e877
2017-09-08T19:47:56+02:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:6730ba30-263d-7d4f-878b-93f226c1ea84
2017-09-08T19:50:45+02:00
Adobe Illustrator CC 2017 (Windows)
/
Print
True
True
1
210.001556
297.000083
Millimeters
Frutiger-Light
Frutiger
45 Light
Type 1
001.002
False
ftl____.PFB; ftl____.pfm
Frutiger-Bold
Frutiger
65 Bold
Type 1
001.002
False
ftb____.PFB; ftb____.pfm
Frutiger-BoldItalic
Frutiger
66 Bold Italic
Type 1
001.002
False
ftbi___.PFB; ftbi___.pfm
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
5 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Rotate 0/TrimBox[ 0 0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>
endobj
8 0 obj
<>stream
HSMk@ϯб9