%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Pieghevole A4 bordaux CONFERENZA 2017 26 maggio
2017-05-22T17:04:42+02:00
2017-05-22T17:04:42+02:00
2017-05-22T17:04:42+02:00
Adobe Illustrator CS6 (Windows)
176
256
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACwAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYqsmlCL1+LqBQsSKgGgG/fCAqFt2ke5NEHGJpFkcgoak1HEVIOSPJC
NyCXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqsmnhgjMs0ixRLTk7kKoqaCpO3XCATyVSi1CwllEM
dxG0zBisYYciEIDkL1IUsKnCYEdEWiMil2KuxV2Koa8ZlUmuyqSN6L0NQ58PDJRQvskVLSJV6cQd
iSN99icZHdKtkVdirqnlSm1OuKuxV2KuxVIfONkLmwtiTdAQXAk/0OL1pK+nIikp14qzhtgTtt4i
3CaPRryCwwp4NcjvJmsNT1uP1WSNWl024KxrGsrAljy5LzkJP7sliACQrVzJuNbiPzaN72J+S2eL
U31Ca5sL/XrSe6DSJDNYTusasU/dkpz4FvT482Rv2iorTCCKoiPzU3exl8k3t1nbXNPunv8AVwUe
1jkieyuY4JWWN4meVn/dLzaTkdhTbblQis/SRUevVmOY3PyZ9mI5DsVdirTukaNJIwREBZ3Y0AA3
JJOAmkgEmg8+1NtX1vV7jhctpljp0Imu78rzeAHi7RQAwRUk+EuWLyAcV+E8hk9Hqo1KxZvl05fj
bz5t+s0pgIkEUQffsedWfn5VSWR2/kqERtZ+Zp1tU9L61BPbJLGYJA9uiqogj9IH1+EdaoBtxzK/
N3zA+1w/DZzH5x8uKY4XvHD80g5SwzJWV6BVYmNVDNyBpt49Mwy2LpvOXlqFmWa+SN0kaF1IYkOk
4tiDQGn711A+YPTFWk86eWX4cb4HnQqOElaMzKD9npWNt/6jFU1s7y2vLWK7tnEtvOgkikFQCrCo
O++KuuIwQW4np8fGlWABAUgjcbnHipIFqdq5hUW8zfEuyu1Bz77AdKYDOz3MuDaxuisLBb6sfpmQ
NyQd13/VjaLaj5bliSenSg2JpQYFC/Cl2KuxV2KuBBFRuD0OKuxV2KuxV2KuxVTuY3ktpY0dondG
VZECllJFAyhwyEjtyFPHBIWGUJUQavyYZ5XeC01LU9IvSbZ9UKvavUxvIyQ/V5o1k48meM25IPqy
MR8VcxMMKuJ6/j8buTqu1MeSWMCxOIO0ht9UjtvR8wAAnMumaFEotn1GWL0oZrcxm8ZWCzgciaty
5jqrdR2y0YB3n596/nZXdR5g/SOn6O8dUPqI0O1tRItxc3IkmtpGFpcAycrcAK7EOh4sEUSb0PfD
4A7z0+xfzkr5R5SHL+d+q9u5C6Za6BfyXFwL3ULTnLITbTXTQLzl/fMY0Vv2Wm7fqy5xFW08saHA
Vjt9bvCASiQm95qKrHFxVG5AU4bDxY+1FWS2dstraQ2yu8qwoqCSVi8jBRSrud2Y9yeuKqxAIoRU
HqDitqElurV+EFSTVQBWjCh3P35AxbIzUhaAUqpIWhKhjQcR8PGuIjTHJLiV44AooaAU/Yqu5NTt
XJUwAVcKXYq7FXYq06q6lGFVYEMPEHFXm3nPzP8Alp5Ska2vtPnuJHYJcJZqW4OQkqrIzSRqGK8W
Ar0zHy6mMDRdroOx82qFxoDzP3c0v8uecfyV127Wxht2srq6ZY44bpZI/UY7BeaO6bk923yMNXCR
rk26rsDVYYmRAlEdx/Bel6domkWMn1ixgWNnQJzVmIKdQNyRmU6Uo/FXYq7FXYql15osc1wLu3cW
14KATKgalFlUNTYEj6wxHKor2yJi1TxAmxsf7f1qK6Gksskt5bWUsztG/qmBXcUoJFJIXlVV+F/f
ptui2QEuqJ/QOh+mI/0da+moKqnox8QG6gCnfJM1zaNo7OztY25dqlmMSEktStTTvxH3Yq5NF0dJ
BKlhbrKG9QOIkDB+XLlUCteW9fHFUrfzPqiSUby7fiIqX9TlbfCFjLnn+9oCWoooT70y7wh/OH2s
eI9yBT8x7ErGxsZuM5HoutxYsprWoYi46pxJcLWg7nJflz3/AH/qRxpU3n4Wl3qFx6d19Wn4yPbz
S2DNDI0UUatBI15xSKkTH02j+KQseQGWeBYHL7f1fgMOOif2frTjRtW1C60dWklupZHcWxupTZoT
KIYo+X+jeokaSuzSg8mIbYVBVM12vJjQjtfd3nYA37+fkOZNHL0sQdz07/t5fd59OYPdLnmkWRHD
ssRCGVypBkSqOqlQvIDhy5eLEbU4ivTTJsG9tr25jY8vdd+dbVQlmiBVdf7R+PLrzI7MlodirsVd
irsVfPWteXrh/wA1/M4nvZYbZlWV44QJZJVmiWSIC3dHjnVX+Ext17djmmzR/ekF7nTaoDQ4qiCf
PYCjv6ucdt7eged9H0qw8hWZ1OaO4u7WW2hj1RoY4pA0rrDKyooHE+mzfD4jfpXMnUY4jEL597pO
z8856qXAKjISPDZI2Fj7a3UvyMXVbXRNU0e8uhe2+k3ptrS4TnwA9NXeJeYVhwZt1I2JIyeiJojo
GXtCYSyQyRHCZxsj489u/wC16Vma8+7FXYqxHz95v1Ly6bBbGCKZrv1eXrcqAxmMADiV6+oTv4Zr
9dqzhqhz/Ygli0/5t+YFZhFY27AKKHhLs1KmvxgfjmAO1sl8gpKR/wDK6fzHFsty2j6cyu3piKMy
u4bmqfF+8AHVq+FMyj2itsP1f/nKvz9YanJpY0Kwa9TiDGVuCQ3GrigkHL2pmbjzcUeI8ksm0f8A
5yH8yX2gQao9jYguW9cIsxWMRqeQb94W3elP8zmFn7QlCfAALYkpPqH/ADk/5yt2QrpOnrG4rVxM
foBEortmRj1MpdzX4pTzyj+eH5keZi31HQLG7SF4hdpGXjpFKxX7ckvEHbwPy2yE9YYmtkxmTyCV
eefzp0/Sbn6lo2l6DqVsixs0b2coq+9XpURqNxxWpbrWh2yzFrssv1/g2mRj0Sr/AJX+kenuk3ln
RjqKEwpAtqwhWMfEwLFj0eh4jY7+xMjq817Hb4seMVyVNF/5yT8zx3MVlZ6DpMEUsg5RQRyxAk0B
Oz0rQdaYMuqnRJTHJu9ZsPzF1271KwsTFawzXEsfrxTRTKTE9z6TGF0eWNv3ZBQuV5dSq14jX4u1
JGUbFRlw7+cu7n8z/bdKr2L0bN2h2KuxV2KoXVL5bDT57soZTEtUiUgF3OyICdgWYgb5Cc+EW2Yc
fHIR5W8g/OW0816JBaebraS3/SB4Wd9c28B/cxq3qwhRK0qsPV/3YV5VC049M1+qhMVM83qewp4M
0jgIPBzAJ5nkeVdOl1z5oXQPzBgs9O0Tyhaw22u32pw3X6XitEDK1zO1YFD0jiHwkmdihApXfesY
ZqiIAXfP9H7W3U9mGU555GWOMDHh4u4c+8/1d3rnlTy+mg6Fb6d6puLheUt5dMSWmuZSXmlYneru
Sd82OLHwRp5fW6nxspnVDoO4DkPkm+WOK7FXYqwL80tPubt9JaFWYW5nkdgAQBRB8Ve1Cc03a8DL
hA8/0M4BiP8AhvX5FYrCwReQRWblUMAR8/bNP+Tn5s9iiJPKGtSrQW6RFwAXYmtAfAZfPBPuY8Fo
TUPy0a4Ec1/BbzPG6ujctwxHGvIUb8cshhyxR4fcx/z55J/RXli+n0W1SNXhP1yO3iqzSSTIQ8QU
VrXYnuMtOMmcTL+FlOOzxHT5Z722uLe/eR47RS8CuSTH8Y5KiE7As2/35mTiIEGIFy5+e36nCkyn
SNWu/L9hMlrJ9Xu7r0vSuPi9RGRgyBULBDybY8lanYjfMOYGSQJF8LOAIHvSnRl0xJZNU1eRpPq0
avHbr8LF+QC/D4DYbbV7+OXf8Ia5RpIeDyMONS5NKd+R7ADLbpij9AlSz1qzuJoWdYLiJvTSgJb1
AEG/+URXKNVEzxyiDVg/c2Yo3J7vrnmLQZPNHkix01fWeW/sTz5RtJDwuYfhmj4krWNtiD/HI6aE
fTw8gmW8vi+gc3Tc7FWH/mhL5qt/Li3Xlm6vINQiuIFMNhbQXUksUkyJNVZo5gBHCXfYD4gN+xIV
gt9rP5v22teZLCGfV7iztLcx6LqI0y1ZHmVbNfW4rAnqVmacBVJqm9AF5hVdPcfnLc6PpCail6uo
6gt/Df2sFvZvbW99BqMIsZDIIy6Wxt/VbmWNQqncn4q8sOKJAb9NkEMgMvp6+7qlus61+YU2geZ/
L09/NqvmSW4a10/S7uztyn1WCFLh51WC2R3Wdo5IEan7SMCtC2R44y9Mufc2+FkxVlhfDzEvxyPk
mdz5Q/w1BoWqeRtN1SxvtUacakv1aO5uIYms5Xiik+tI4hIvBClQVDKWLMQAwGLTwgbDbrO1dRqQ
I5JekdOSYPqn5wpOxu4547pZP31rZ28Etmtj+iObzQytG8j3I1KqLHzNRT4CvxZe65BaRr35ymz8
vvqEV8BcX+lLqUn1OD1vRe1J1RZY1i/dxR3XFY24hiCaFhQ4qirDVvzRTT9Ee8l1V9Tm1HTotfg+
oWnoQRsZvrywPHFyaAUj/ebmlOLmrBVXrWBUq13TheeiebJ6YevHoValQwPbbMTVYzKqLOBQ8SwI
FjQAsq0qB0GY0QBszS7UNQNu4jkbhHQkuVZhQCp3Xx6YN+TMBK31PTtQcWyaiiyMGKW9VJIWoJIL
k7AYKVjHnnzLNo/l+aWCybULgFYbaCE0JYVPP7LGihS3T+uY18Zrl5sZ2HhD3mj2mhJcTwh9Zlua
XVByYQSQyI55dP7x1bjXqoyQgZSIB9PT4OKY2FK70+61K0iRYKPcMvosFZieDBVBA9hufDBHKISJ
vksYmmQr+VNvpnl+41C8QTR/uoJCfUS805vWfk31egEwlqiJ13fpt8UDrzI+k+oc4777CjfQd55d
Nm0Yr5pekfliLTUltDOb5La61OKZl9GWRUlkhQJweb02heD1OAJLIT8QoBkp8d+quGxHvG/w/B2Z
RxQMa61aL8z+e4Li3stEgtf0ldXEOnytK0PGaO4E8UiqFFTKZIqK1ftVFAtCC4tGBc+XMfj9fv8A
JAnvSbeQ/McEnmvQLK5t29ePULODgGKyRusyBeSmoopbjx4jiB17ZHDpeHICDzlflz/T9+7QYi93
1nnQtjsVdirsVdiqQa/5C8qeYLuS71ax+s3E1odPlcTTR8rVpBKYmEboCOYDfMDFUDL+VHkGW7ku
5NNZriWOSCR/rN1vFLAltIlPVpRoIUjO32VAw2rKLW2htbeO3gBWGIcY1LM1FHQVYk7YFVcVdirs
VS/VxIUjVGK1qKhihrUGgpmNqL2ZwQD2zzyGIrzIUNJyFAy0PTYhvs9Mx+Aks7Y7rOgatJEkNmBc
ekzu0d268CzMHFGEZYeFAOmREWQkoWGnanBT69Hb+uygRISAeS0JHPjVlr2412yJZIjUrlCJmuYI
2DxkED40IYUKgMN6jMTLkq2EjTxrzf5I0W51q21FjHFbXF3HDPYQIsSFSGJJKmvxN4ZTh1W5j+P1
NcQJGyjtfsbfy/5I+p23FBJdrcX6s7KrEOw9KMgqy8PTHEMfxOREiZcPl+P2s80tyEjh85NpoT9H
262dvEOZX1TJV+B9VmZ2eRnMhVw1aDj8IrvlOTTeJz+ryH4rZrEq5MN8xecLLVdcOo3Ugub+69MS
RojRgEgjksinmOR6gfOu5zY4tNMQr7T1945fFByHmGJazdSLLJIbh45YJitqpJaT01eoIYcalTvX
r75n4xYquY3QO96b+WtlMvmny7qqNDILjUrSCVAsczJSdDzdWLmEvQ8G2agPbMaJqcR5pEK3fYub
dDsVSjUvMkdhfrZtp2oXDO9nHHPbWzzQlr2aSKpkXZFtxCZJ2egRCu5ZguKpZqHnm7spLgL5c1PU
Ej1CLTIFsY45ZXkkRnaaRJHhWGBaL+9d+NGU7b0xNPqTknMcJiIGrPXv27uVd4LlZ9OMcYHiEjMX
Q6fH533EJnp/mGS71afTZNJ1CzaB7hBd3ESC2kW3FuVdJY3kBWYXVYu/wSBgrIRmW4qSeafOGoaT
5mhsI5LSKzWwlvZjcuyklZBGoJVW4LU9aePhmw02ljPGZG74q2dTq9bPHm4Rw8PAZb++vh+O5Kh+
ad60fqRxWMiem0pZJL0gKiSSEH/ROoWCQ/7HMg9mxH87/Y+X9LzDhw7ZnIWOCufOfn/tf9E/J6JH
IGhWRiACoYkHbpXqabZppkRBJ2AeiG7z/wAr/mJY+afMsU+j8hpzB4neT4ZHjjaaON3iBb00eaJv
T9QLJXkrKtCDjjOAbkQIkgR3+o/jl3uTlw8AAP19R/N9/n3jp13sCX6f5q8r6lJHFp2sWN7JNCbq
JLe5hlZ4FlMBlUIxqglBj5Dblt1y6eSMBciAPNxwCmmTQgNUBJi4gciStdq0JFQK+OY+o6M4PPvP
2h+edSkjt9KuE+pSERkFis0Wx/fK1Y2DLUgcTlIA67tgLH9e8u/mXpdpHa6dPNeKFdDqizK1yEbe
knqiPofssGqoJ37Y0LshbRPkfyvrv+9XmSKOUsvOEGQzSqPh/arM3w9d3+jvlUyCduTO6CnrPmCK
e8lisSkqxuUV1o6MgUAVA3HxU/tzW6ktOUhKptIujay6zcW0txp9k0TTTKCQqhwvMV+0UDGtOg65
jY8MyDIDYOPHvS7zTcXI8u87lDDFdCP6q7RyNWYSr6lDQKeI6mo7jrkiPWLBHp+fucjIPVs8j1zT
phHeXklwHDhm9JV3CrGQG+E9DXc0IpTNhgygkRA/FsDCko0DTWmuJAsyyQ3Kosc6h+XMADgGbltQ
UJ+jamZGoy0OXJHDaX6nY28GtJ9VeKeOW7KxXSsWV+L05KWKtxYEN8S98ycZPDv3NkI7vpT8ufK0
1pP5fdXOq/W0sdSvLqUFWgkV1CxCQfaCl24I1aBeq/DWkcJkCR1bTyL6AzYuM7FUBrWu6Volj9f1
W4W0sxJFC08leCvPIsSciAeK8nFWOyjckAE4qira6t7q2iurWRJ7adFlgniYOjo45K6MtQysDUEY
qqjFUt1Ly15f1SYz6jp8F3M0Jty8qBj6Rbnw37ctx4HLYZ5wFRJHVoyabHM3KIJqvghYfI/lCH1f
R0i2iE3L1FjjCgh43iYUFAAUldaDxyZ1eU85FhHQ4RdQAvy8q+4ld5k8zeVPLenKddvYLK1lUxRQ
SfE0qiisscKhnk4hhyCqaDc7ZiZZxo8fI83Z6TR5c0hHFGz8uhPM7cgfkwW1/wCcfPy6uIbe5hu7
64toVjk8vzQ3KJ9RjDtNF9TngRJGAMgKvK8jbL8W1chDEBISiTXOuhv7f9KQwzymSRPaQ9PLccO3
2V1DKdE/LHylo5L29tzkf1fUZhHGrCcqZQYoUiio/pJyonxcRWtMjPTQJ5Dh22IjL6eXqkJTNecv
c0RsdST7/wBAofYyvMhKUeYbW8nSD6pcyWsyk/vYxGSAaVr6iSj8Mx9Re1NkCOqC0+0vY4lgur2W
4IB5TN6alvcmONKfhmOLJpkaQ2o6VqbTM8es38ULED6oi2vEKdvhdoWkp/s65KZoUoSXU9Deaw9K
W3uLr6wpjaaSeUOKDr+6MapUD9kDMaZlWwST3MX1gWljZSSwPyvgo9KILyc+meND3p8Vasa5hZ4i
vNryxHxTvTPNVlceU4mux6yQlVnsXAT1K1kgdPsMPiQEfxOXQz/u6l02r7mMWM+ftW9T8tI4ZbQy
OlzDIZBJ9XBdiCHPwTGjEgkACh37YDmEgI8v7G2Yovn7Xhc+u1uBxtWYpFGrh6yO/wAS8XU0Z+oq
dt998v09VfX8fcwKJuIb/StKj1W2gWw1YcvRlgdPUAjoWPp/EVJVlYPTtTtjCQlOruP6ejGmIQoo
CCQEekw4jwJ3JHj9OZ58kA7vsD8jIbxfJ2lvd23otLKJbaPjX9zI3JZPiPIct3+0RQilBQZjDee/
Qhvs8L2HNk0JL5z1OTTfKmrXcN0LG6S1m+qXZjeYRTmNvScxpHOzBXoaCNvkemKvLvImuWl7+eGt
XEV1JdRapYWs9kRE7Ba2yRXbFK8rMPJYxhxLGCWRBy3QMVQH5d6pe+V/MkOk3urpZaXeXjX1zbyI
qhhLYOhW8nuPWkS4E9ukr/6QeXqRkURwgVTz84NW8+Wv5k/lxp/k68hhvtQ/TXOzv5bhNOn9G1ic
fWktjyf01LtHsaPTAqafltqAn8l2Njo2uXHmhba2iu5dduJjcz3rtKk80aH6xFJATV4I47loyhHx
CRVfK+K5U3mPDESBBu9q5e+xR+F15FlPlbVLW8nube31SHU30+C2tb9rdLjhHex+os6NJLNcKsnw
rytyfVi2MrNzTJgNcpmXOvkB9zBPzSl1L9CeXr++WS5GgecYr/V3tozcG0062luJo5Zktg5RUs2i
Y1FaEV3OQiT17/x9jfqoxEgYD0mEe/c8IEuf9Pi8u5nnkPUo9S8tR3iKgZ7m9SYx2b6crTRXs0cz
m1kknkjZ5FZm5vyJJLBWJUWOKxHzh5+813GmI3lfStVs51HOYXGl3JmZiAUijrFNEtfi5Oa0oB3x
VP8Ayj5vW5TT9KuINYuL6WEPLql3ps9vA7FDIxaX0o4Ur0Ubdhiqh5g876L5aIOsTSCW5urlbOJE
ZyyRCMyeCgIrcjU/KuU5RyZxCg/5m+SotOjv49RguY5APThjlQyhipKq6MV9M0X9qgyoRI6JYzD+
dfl+5WO8kRLS2dHkDXEsZekZKugjid5A5ryFR0FRXciMscgeTKJB6oLSvzN8y+Y9XSXy7p8dx5dW
4aCe4eVYmPGMlqRkc+u4NDXptlUxQ3bAAl2uC3i1EskEolu42aSjrLEGNCyIxo4TmvxLxG/bfMHN
Gxs15AjJbSYzWs96UnLSLF6ESkujcgqdBTZNsrMN7KDE3bJLw6beaVcaHe28s0EkLpOApaUAr8DL
yViW6LTj9rJTmBz6N5hYfPfn/TdBS9/Q+krJMbdUja4cMsjOij1StR1VRuC1CelBtlmCdHjv0/Z+
LaMg3ruZb+VH5Y2UukX3mXVYYLsJFKdNtpysYEkSiQTyemOHEfCKMaEcjToTeZcQ/tTCHenfmD8p
/KNtDYytYxmS4vbGzrA5EIF7cpEfgZWdgAzOCz13pWgWluEne90SwgmwzP8AKfVY7jyvocFvGEey
eO0uoowfhKuV5stP2uFW364w3I97dkhT1rNk4iE1fTv0lptxYfWHtluF9N5o0hkYKftLwuI54mDL
8JDIdjiqWWPkXyhplxLd6Ro1hpV/KGH16ytLaGdWcEFw4j3b4v2qj2xVQf8ALryi2vW+uLplml/A
zSNItlZc5ZKqYpHmMBnDQ8BwKSL712oqyUbDFXYq7FVNoEaZZuTiREeNQHYJRypJKV4Mw4CjEVG9
OpqKZCW1fj58+vx+AVMLF2KuxV43+ePkm81pdMpHJJBC2oT+vCeUiPKIBFEqE1f1Cp2A7dQMhKfC
yjG3z/qGlwWkxso74TrCW+umSGSIwOr8PiDfGSCR274eI80GLItO8n3uqeXrWHTNFvbpWlB+upB6
aMVU1f1navpVajbKtKGtcoMvVzbQBXJ6Z+VvkZtNl1G01KzNvd28wMcLTJccogihm5wCLcMtQGqV
+nfHmTIs9gGda9Hpy2F5cPdRQm0VnmVmWNl/d1rISpK1XiQ3gcqnCwo5vM/Mvm7RYbSNbONZDNNF
AmoCKiSMsYcLV3RpF3HIip9u+UShszlseIo7yz+alteakmhNY0uJp6W7ku7FKoxqAZFX4ULMfs07
gCuNemqTsRxWw784LTzQ/mZ5b62+sQRwJDaMIpfSRnjYjdSCGErc0qxPbdchCIiTxbFx5WeT0/yt
YajYeVNCmljMghswssyllulaUrskNOB9IEChqW49K5dE7XWzbHlRSn81rCa90rSJQ88E8uq2Udnc
QuLaUs0qhVCzLRG9Q8hvsVX4qVy+Bo/gKQSCAa+1Kvyu/SNj55utEjimS0tLwm6v1mQkyrMImhZV
jVWErRlmG1OJKk9Mtx5I8XLf8eTDJjmYCztz/G76HzOaH5vz3E5mkJkavI/tHxzfEumiBSz15/8A
fjfecbZcId68/wDvxvvONrwhfE91LKkSOxeRgqgtQVJoNyQBja8IT9/IvnZPtWjCjcSPrEJIY1FD
STxUj5imR4wz8I9zcnkLzuiK7WbBXICn14d+VQKfvOh4tv02PgceML4J7lRvy+86ru0FIxx5SGeP
iA/IqxPLpwQv/q48YXwT3KSeRfOrsV+qlaIJWZ54VUIzcQWYyACp8f1Y8a+Ee5tPInnV5GjW1JKG
jn14qAVIDH4/smnXpjxhfCPcmmm+V5LfSbr9MaVdSXv74wXMd7FFGgji5UYfvPjDL37H3BAMj3sh
jFbhi+ky3jStxmcRChda1BNfhrU9t8jOJkQ0ymIjzZzoOgaXf6cHur82txc3PoQjkoj5NxdXlrvR
lWVa/wA3HtXITiAaAFMcVyFmRB5KulaVZ31os7ajJCZZJ4La3aZQ/OJFlVmr0QoeBPdiKd6HKK5D
b3LhAlzJs+auui6I0yTWuoXN3aXUiSwzLcxxvBZysyCS4HFvihaJg42Bqp2FOWOCb5OQYiuZQlvp
lhNoUN7Jc3FzfuWJsIZfjYD1lVFDRsFZvTqDyau441K1llNHkwwxsfVv70tHkryxJcIP0g8Qklkj
kEl1C4MtxCqxxJxi6pO8nqOG4lUanGozDOMOaJbbq2p+WfLthJHdwanP9bgjjj4xyq0UjEywSICY
1ZKSR8ujDiKcjyU5KQEfUOiMceMiF/VX2/bslNxJM49OSaSQJsKuSwp71PhmbwRlEddviP0utlKU
JkXyPw/U+nPyzvLeL8rdBeS4VeazepHIhJZzNIEABG5NFWn3b5z2trjNF3ukB4As/MeysbzS/Kt/
B9Ztr+31uwWz9aOZQkk13HyD27cC9O1fDY5VEDaue7kA81DydpN5/i3U5uDmZNajacxrHXjykclw
zRkL8dSV+Lf7JFcjjhUviGeSXpHue1ZtHCfm5N/fSf6x/Xm+PN08eQWYGTsVdir0ryD5e/Kq+8j6
pfeZtS+reYIZp1tbf6wISIUtRJFIkXBzKzT1SgP9tM5TEgANm6EYmO/Nhej2vl+4s511LU5bC49W
P0USAzRtHxcOzUZSGUlae3LLTbWAOqPutG8jorfV/Mk0zqxArp7qrqP2gTLUVPQEe5p0wAnuTUe9
Tk03yWGkRNZnekyLFN9WIUwsilmKVr8L8l67jenbGytR71z6R5JUNTzBM5Fu0iAWT7zh34wmrilU
Vat0BbvTGz3LUe9q50nyTwMlt5gnPJGdIJLFg6tvxjZ1k4n/AFht7dsQT3KRHvQGjSKgnZjQfDU9
u+S4+Fxc0DKqZfpvmLyfZ6bFDf2bS3zLzHJY1HIu60MnJ+SMjR1HEFSPhKk8sxZTN86B/HubscI8
PLiI/HvTKLXPIjSoX06VhHzZGVI1LAPSNGQyMpAichmO5ZVPdsmBKW17sDKEemyAttV8qR3Sy3lt
J6CwwoY4oLdVMyygyEhm4gSD6anaigLlVECmwSiZXv8AJFnWvJLlGk0uVpESNCR6Shn4yerIVTgu
54cVptVt/hXJGBIO7EZYA8tvx+xK5NR8nRTRtFYzwCS4iluYyqOroTzmVJWYuOJJRE+GqgFie1QH
Cd+rcZiYFdEwi1HyC6D1NJmALK7SqQ0gKRr4uA3xrSmwI367ZM4CQZAsBqIRIiQxy9kSe9lnt/ht
2duClVU0qeNVSiL2qAKZZwk7j8Fx5SFkfin0T+XImvfyptGEcZEIuIrSa6CuqTqJODQrGHJ4yNuG
Qn7QFQQBz2t9WSRPf+h6DR7Y4jyY/rHn+zmtJX1OEC88peYbGWQ27RTNJbreCQFdkVTxRtlYVP2q
ZViFU5EvJMvyj/MGfW/MF5e2lvGZtb1JZ5bKWQtJHbO1XdXUEVh5rsVAYV6UyVET95WQBgPIPoLM
9xEmPkryaSSdB04k7km0g/5oyzxZ95+bDw49wa/wT5M/6sOnf9IkH/NGPiz7z818OPcHf4J8mf8A
Vh07/pEg/wCaMfFn3n5r4ce4O/wT5M/6sOnf9IkH/NGPiz7z818OPcHf4J8mf9WHTv8ApEg/5ox8
Wfefmvhx7g7/AAT5M/6sOnf9IkH/ADRj4s+8/NfDj3B3+CfJn/Vh07/pEg/5ox8Wfefmvhx7g7/B
Pkz/AKsOnf8ASJB/zRj4s+8/NfDj3B3+CfJn/Vh07/pEg/5ox8Wfefmvhx7g7/BPkz/qw6d/0iQf
80Y+LPvPzXw49weS/n5oer6eugxeS/LnOO4e5/Sz6ZpaXLiNBGEDcIzxrzfjUitMhKRlzJPxZRiB
yDxTUvLX5malG7R+UNT09REsUkNvptzHG5DEl0iSILCWXirenQGm/U5WI02Eh715E8hQWPli3ZNL
bUNRiUgpqNj9XmWW4ZWkcSXcPOg/ao3QfzdcY8d3uz9Kb6/5OdrtE0/Q7OK0SOFJZJbCO55TcyI3
jUN8HpAbngQCVNaBiEmfmgCK/XtBNj5bt9Sn0T9IapbBfrNlpdqlZnMbRN+6ZDyQM/Ljy7chy2GE
yyd5+1RGPcHzz5n0z82dduCjeUr5LK2k9eCMaQ8MrkNSPnJFEDULQMEIHelanJiJ807eT02x1DzH
/wAq9kkXyJcjV1AsoIH02SOX134s1w6+iaxjc8uP+TUE8sqHi8iTSTGF2Keq6B5d0uXRoGm0eFZP
TDgXFpHFKWGzcowqhOVKhff23tjKddWqUY30QXljQdXh8lRafJE1vcQIrWsA5xP9Yiq/xueQ4mU0
3TiaVoVIGUQhIwo22yIEtnmH5g/ldrU/m2HW9KsAA11YnXLVLaedbmVp0d7lQIfSkjAkIlQ0+ySQ
d6zAPUcvx3JBHennlHS9bs/NU94NHvIDq+sh5Lv6nKh9GLhKJpi4iVFkUurEj7RqByyIEiRtW7I8
IHPo9vzOcV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV88f84+fmH50
8x/mNrem63qst9Y29nPLBBIECq6XUSKRxUdFYjNhqscYx2HVw8GSRlRPR9D5r3MdirsVdirsVdir
sVdirsVdirsVdirsVdirsVdirsVdirsVfPv54fmB5y0H83PLmkaRqstnpt3b2T3NqgXg7SXs0bk8
gTuigZnabHEwNhxc0yJCn0FmC5T5W/5xb/8AJr+Yf+YC5/6jIc2es+j4/rcDTfX8P1Pfr2x0m+8w
3tlNb6ms92ixS3SxyracEWOYBJaemB+7ofEllOYIJEb2c3qiP8B6N6Jh9W64Flb+9PL4KcRypyKr
xHFSaLTalTV8Up4VP/lXehc+YkuVY/a4S8Aeo+ygUdz0Hz7UfGKOFksUfpxJHyZ+ChebGrGgpUnx
ypkuxV2KuxV2KuxV2KvP9W1KzsvNNxfP9Qju7Zvgmka+VwnpiMl1RGhZvj47V6+IzIjEmNb/AGMC
d0x8v+dJ9T1eGxa505i/qExQG5MpWMGvESxRqPip1PStK5GeOhe6RJl+UsnYq7FXYq7FXYq7FXy7
/wA5Gf8Ak8/Kn/MLp/8A3UJ82Ok+g+9wtR9YfUWa5zXyt/zi3/5NfzD/AMwFz/1GQ5s9Z9Hx/W4G
m+v4fqfQNxb+TbvzRNbSPMdZegnhV7tIy3oqwb4SsNREo+IfLrmCDIR8nN2tMf8ACeicUURzBUrx
AubjYHalfUrTbI+IU06DyposFylxHHKJI2DpW4uCoKmo+EuV+8dNumJyFaTfIJdirsVdirsVdirs
VYd5gsfMs2ozNZwah9XLAq9rqEMKkBQPhjkRuPTx65dAxrevkxNozRpfMlnG9tJplzcRqWdLm7vI
JZDtQL8AHUjv0r1wS4T1+xRaIOs+ZwBTy8xJFf8AeuDY1O33YOGPemy79MeZuKH/AA+1WBLD63B8
JBIofnsdseGPetlda6v5kku44p9BaCBmAkuPrULhQSN+I+I0FcBjHvWyneQS7FXYq7FXy7/zkZ/5
PPyp/wAwun/91CfNjpPoPvcLUfWH1Fmuc18rf84t/wDk1/MP/MBc/wDUZDmz1n0fH9bgab6/h+p7
5rmm+YH1Weeygu5IW48PS1MwIf3YWohZGCUNduhO/fMKJFb/AHOaQUNBp/mwQNLLaXZuKFViOrbf
DxCn4YlXcVJPj88JMfwF3X2tn5rtpEn+p3c7RhXWGXVAylzxLK49MDiCzb+3Sh2SYn+xd04k1PzW
CwTQ4npTi311QDWlf91VFKnt2yHDHv8AsTZUxq3nAqK+X4lJWv8AvchoxIFP7sfPHhj3/YtldHqv
mwyIr6DGqEjm4vUPEdzT0xXHhj3/AGLZRmlXut3DMNR01bAKoKstws4Zu42VPvyMgByKhMcil2Ku
xVjE+oaunmKQKdRayhK8rZbOFoHVgFHCeoc/ESx8Kb9q2gDh6MerIbO5+swCX0ZIKkj05l4uKGm4
qeuVkUyVsCuxV2KuxV2KuxV2Kvl3/nIz/wAnn5U/5hdP/wC6hPmx0n0H3uFqPrD6izXOa+Vv+cW/
/Jr+Yf8AmAuf+oyHNnrPo+P63A031/D9T6Cu59ctfMU1wsOp3dgCDHbw/UzakGFQSvJkuK8q7Gvx
e2YIAMen2ubvaLl8yX6Cq+X9SdaBiQLXoRU0Hr1qPCmDgHeE35Nt5h1JRGf8P37BwC3E2tV+LjRg
06/Pau2PAO8Lfk6LzBqTylDoF9GKMQ7tbcTxFR9mZuu34/SOAd4W1snmPU1jDr5d1B225R1tAwqD
/wAX8TQgV374eAd4Rfkmun3M9zZxzz2z2kr15W8hUutCRuVJXeldjkCKLJEYFdirsVdirEdVHkBd
ZuhfW7HU3FbkpBdMWCx8usalWPDwy6PHW3JiaQyP+WbMtIS9ZBKitDdsnqMFFQpUr0Ubf1w/vPxS
7L7Bvy4E0dvaQkSRlDGPRu6Akjj8TLSn04njUUm6+R/Kyii2IVSvAqskoHEfs0DdPbIeLLvTwhUH
k3ywAB9QQqNgGLkda9C3jvg8SXetBbJ5K8ryNyksEY1rUs/tt9rp8I2w+LLvXhCb21vDbW8VtAoS
CFFjiQdFRBRRv4AZAm0qmBXYq+Xf+cjP/J5+VP8AmF0//uoT5sdJ9B97haj6w+os1zmvlb/nFv8A
8mv5h/5gLn/qMhzZ6z6Pj+twNN9fw/U+g7vVtVtPMM3qPdS6ajKRbxae7rw9GrcbpXNaOeX2a7ca
d8wREEefvc290bF5otpJRGLG/UkVVmtJQpAXlUNSnenzyPB5hNuXzREah9N1FGXqptJD9xQMp69j
jweYW1jebIVkZDpmp7EcWFnKytVeVQQDT+Xem+Hw/MLa5vNMAjZxp2okqKiMWc3I16UqKfj88HB5
hbTrIJdirsVdirsVef8AmDUnh1a8jhuH9eKUP6K6zHb/AA+mGIMMissY+EAL7k7d8iEdv2MCUCl4
CgT67MYgWVZF8whnqlTuCoJqfh7nJV+OFH45p1oOtarEHstPt49VALyNK+rx3MoAAA6pyC1p8q5C
cRzO3wZApqdW83qWH6AielQrLeoAaDY7x1HLIcMe/wCxNlP8rS7FXYq7FXYq+Xf+cjP/ACeflT/m
F0//ALqE+bHSfQfe4Wo+sPqLNc5r5W/5xb/8mv5h/wCYC5/6jIc2es+j4/rcDTfX8P1PoO781rYa
9cWt7dQR2UJX4Bb3RmCmEPvIA0TfEf2e23XMEY7Gzm2iW88eWlKg3MnxgFCLa5IYMKgqRHQjfqMH
hSTxBUm84eX4VZpJ5FVRyLfV7gilVG1I995F6f1weGVtRPnvyuFDC6kZT3W3uGGxoekZ6YfCkvEE
Q/m3QEtkumuGEEhZVkMM1OSfaH2Njg8Mraz/ABl5b/5a+5Wvpy9R1H2O2PhyWwmtrdQXVulxbvzh
kFUehFR070yJFJVcCuxV2KsP1o6wt9dSINQaBWIVYYdNaPgUAoHmIkoWNfi3+jLo1XT7WJU9P066
kulgmS6spA0jC4ktNPEZ4soryjDHcCnT9r22JP43UJtBoF9FNyttYaKPiiOkdtaBiyKAasI/2uNS
KdTtQUAgZjuTSKsdN1aG7Es+sS3duFI+rtDAgLGu5eNFO21KYCRXJaTTIJdirsVdirsVfLv/ADkZ
/wCTz8qf8wun/wDdQnzY6T6D73C1H1h9RZrnNfK3/OLf/k1/MP8AzAXP/UZDmz1n0fH9bgab6/h+
p9DXPm6C18wyadd3OnW1rEQHeW8Vbn4og61gZRTdv5um+YAx3Gxbm8W6Mfzj5TRuL6zZK22xuIga
EVB+10oevTB4cu4p4guPmzywFZzqtr6aCryesnBRVRVmrxG8ijfxGPhy7l4g2PNPlklwNWs+UVfV
X14+S02PIcqj6cfDl3LYWr5u8qtII11iyZ248QLiI15fZAo25Phj4cu4rxBpvOHlNVV31myRH+yz
XESg1pTcsOtdsfDl3FeIKtr5l8vXU6QW2p2s08gBjiSaNmatR8IB3PwnAYSHRbCZZFLsVdirHLy1
8p3GsvZ3WlmW9um/eStaStGxEZ3abiY6cWI6/jloMqu2OyMXyj5YXkF0u2AYUYemtDQU3HTpkfEl
3poKbeSfKbKVOlW4BZXNEANV6bjenanQjbHxZd68IRWn+XdC06cz2NjDbzFeBkRQG4mm1foGAzJ5
laTHIpdirsVdirsVfLv/ADkZ/wCTz8qf8wun/wDdQnzY6T6D73C1H1h9RZrnNfK3/OLf/k1/MP8A
zAXP/UZDmz1n0fH9bgab6/h+p9G3eo/7l3tZdKSW3UoJL9praiqyglnjdhKKdPs75gAbXbnWjQ+h
FIyrWpSgEVDHSh+yF/hkd1VlTTZvgVYZKCvEBWoD3p4GmDdKp9UtORb0Y+TfaPEVPz2xsq19Ss6g
+hHUdDwXt9HtjZVsWtqAQIUodyOIpX7sbVtbe3QhliRSOhCgHG1VMCuxV2KsA1e8tl1vUI1uIeav
SWNtcuLUqGjUcmtkV1j+0N/kcyIjYfqYHn+1VsLjyhJGlzd6+Y7kOGuLWPV5poFfn4M4HAsw3Khd
8SJdB9iiu9kS+cPKzB2GqW3CMhXkMgCVYlQOR+E14noffplXhy7mXEEwsdS07UImmsLqG7iRuDSQ
SLKobiG4koSK8WB+RyJiRzUG0RgS7FXYq7FXYq+Xf+cjP/J5+VP+YXT/APuoT5sdJ9B97haj6w+o
s1zmvlb/AJxb/wDJr+Yf+YC5/wCoyHNnrPo+P63A031/D9T2zzLY+rrl45031yTHxuW0eK8opiRP
gm5qz0qftDbcdAMxIHbn9rmEIFdNs1EavoxalPTf9ARfCrD4lajU6+A+/JcXn/skUE/8uTafZR3D
x6PNHeCNnkmh0z6kZFQikY3+I/yjllcwT1+1kEcvm5C/D9EaoPtUJtWAqqF6VJ70oPfbI+H5hNuk
83Rxu6tpOqVjJ5cbRmGxIqCpIINNqY+H5hbXHzWgmki/ROp8o+fxC1YqeClvhYGnxfs+OPh+YW3N
5rVQh/ROpnnWgFq1RQkUO+1ad8fD8wtrJPOCJIyfofVWCniXW0cr1IqN6kbdhj4fmFtEw+YhLOkJ
02/jDmnqvbkIPipuQTTx+WAw8wtptkEsY1BdaXVJfRTV3heQMv1c6WYOKqvQ3HGZVqTtWvUjLRVd
PtYm0HFF5liiUCLXHIoCDJojHYChJYCtCOp3/Vkrj5f7JG/n9iJ0x9cjkW4ltdXuYjGa29ydKTch
eNFhaI7VOzEU8MjKvL7Ui01XV9RA/wCOFejrtzsuwqP+PnvSn9mR4R3/AH/qTaz9Nat6Tk6BeCRQ
xAMtmVJUGlCJy3xU2+HHhHf962jNOv7u65/WNOuLAqBT12t2DE9ePoSzdPemAgDqoKMyKXYq7FXy
7/zkZ/5PPyp/zC6f/wB1CfNjpPoPvcLUfWH1Fmuc18rf84t/+TX8w/8AMBc/9RkObPWfR8f1uBpv
r+H6ns/miXSU1u/+uC2Kco1k9W31FjyMUbAF4qxH4V+0vyO4NcSF0K/Q5hSpzpUkUixpYsrceCtb
6tusZBNaftAp8NOp98nv5/Yht59LkdmRrKiJzUC21YryZQXNFIWh9M07/fjR8/sVMtN80y2NnJb2
lxYxQRlzFS01N1qXU/EWX+Vux65GULO9/YkFV/x3qkYjWa+0/wBVzTiLLUQDsB4NT4jt4jB4Q7j9
i8S+4866zDIFa7sFoiM0bWWpBvj+JaEKditO3XEYh5/YvEvn88XYSIR31msqoz3Iex1CnwkmqAAH
7ArvgGLy+0LxKUXnzUG4yPe2Ag2JIs9RBYb8vtKKdDTrh8Ief2LxK1j55u3vbVLm5tBbzOI5EW01
BJKttRGdOJPKnXseviDi2/sXiZxlDNi91rOsQa3NEJJ3s4pFYxLpNzIDH8PJUuEkCsfiO/E08D3t
ERX7WN7ow+brSlRp+pkA0P8AoFztsTWhSp6dsHhnvHzTxNP5xsFdk+o6mzLuQun3R2rQH+7702x8
M94+aOJtvN1mEVvqGpMGANBY3PIVJHxLw5D7J6imPhnvHzTxNJ5xsHfgtlqRY0oRYXJUgmgPIJxo
fGtMfDPl80cSrbeaLO4vIrRLO/R5ieLy2VxHGAOpZ3RVUfPAYGunzTacZBLsVdir5d/5yM/8nn5U
/wCYXT/+6hPmx0n0H3uFqPrD6izXOa+Vv+cW/wDya/mH/mAuf+oyHNnrPo+P63A031/D9T6Hvh5c
m1p7STU57fU7krGbaK7mhJZY+Y4orBQeG/w/TmAOKrrZzdkSPK1pw4fXdQ41J/3snruAKV5Vp8OD
jPkml3+GbWqn65fnhWlbyc9QRU1b3x4/ctLI/KltHEsSX+ohVp/x+TEkKKAVLdPlj4nkFpuHyvbR
IU+vag/2gGe7mLAMQaA17UAH+3jx+QWmv8KWYK8b3UF4p6YpeT7ipO/xe+PiHyWlRvLVqzszXd8Q
3Vfrc/Gh7Acvox4/ctLbfyxawzpKL2/fgyuscl3M6VUht1ZjyBpvXEz9y0nGQS7FXn+uS2EWt3LS
SWUY+sL6hm1K/gYMEUgtEi+ly6kAGnTvmRG66/IMDzSqSfRFjaJLqxQsvKEPrGqqalalmqK0qMnR
8/kEbfgr7a8sTy4XGniWGTlEF1fU2AdSPUWTkn2QIm36e3XEg+fyCj8btxvpU0ccIlsE5tzWNdX1
JSQodS2w+Ecyo/tpjv5/IK1E+jH0PUuLBLeST4SNX1MyBaLXgCFPIKQeO3h747+fyCq2kHRbecNd
S2C24YG5e0v9RkdSFZIwsbChO9G3G2CV+fyCQy7y3c+VfVuLbRbv15W/eToZ5pyAp4V/fM/Gh22y
mYl1ZCk+ytLsVfLv/ORn/k8/Kn/MLp//AHUJ82Ok+g+9wtR9YfUWa5zXyt/zi3/5NfzD/wAwFz/1
GQ5s9Z9Hx/W4Gm+v4fqe96rbeZTrV3Narqn1ZGje29CbThEx9NVcRrcKzqPZ/wBqpBocwomNdPtc
w2hoz54IDtHrAZCvwPLovFgOVT8EddwBUV2rt0w+jy/2S7+f2J4da8w+lzHl6YvXeP6za1pxB686
faPHr75Dhj3srKZafc3Vxb+pc2j2UtSPRkaNzQd6xM67/PIEUlE4FdirsVdirsVdiqUSa3eJrH1P
6pEbMMFe8+tRBl+DlvCfirUgU+nJ8Iq0Wjzfacx3uISUI/bU0YgU77EhvxyNFKpDcW868oZUlUd0
YMPwxIVfxXkGoOQBAPeh6/qwK2VB6itOlfuxV2KuxV2KuxV8u/8AORn/AJPPyp/zC6f/AN1CfNjp
PoPvcLUfWH1Fmuc18rf84t/+TX8w/wDMBc/9RkObPWfR8f1uBpvr+H6n0JqGpatba8eH1+WxiILW
0NnHJE4MQ2WfkG+117126ZgiII6Oajh5hYx8/wBFahQKW4mFeW1Nqc+u+R4PMJtZH5mLkD9E6ipP
81uBT5nlTHg8wtuPmVuKt+iNRIZuNPQWo3pUjn0x4PMLbdv5m9d4lGlajGswBDyW/EKCRTmC3Jet
dxt3xMPMLac5BLsVdirsVdiqQzR6Lca41pcaC0kzGrajJaRtCSI61Mxqfs/D+GWbgc0Iw+WfLZ41
0qzPEcVrbxGg8B8OR45d60ETZ6Zp1iGFlaw2oegf0Y1jrxrSvECtKnAZE800icCuxV2KuxV2KuxV
8u/85Gf+Tz8qf8wun/8AdQnzY6T6D73C1H1h9RZrnNfLH/OL0Uqfmt5iLoyj6jcipBG/1yHNnrPo
+P63A031/D9T6QvfKPly+uJ7i6sklmuiDcMWccyEEe4BA+woH0ZrxkkHO4Qp/wCCfKvBo/0dHwc1
ZatSvLlXrtuMPiy714QuTyb5YWGeEafGY7koZ1JY8jGxZOpNKFidsHiS714Q0/krys8fpNp0Ri48
PTPLjx5culafa3x8SXevCFn+BvKnqrL+j19RCpQ85NioAFByoOm/j364fFl3rwhE6d5X0HTbprqx
s1huGBBkBYmhoCNyf5RgMyeagJpkEuxV2KuxVKL7yl5fv703t3a+pckqS/qSqCVFAeKsF6e2TGQg
UigoyeSPLMlOdo3whgAJ51ADMWOwcd2OHxZLwhNrGxtbG3FvaoUhUswUszULEsd2JPU5Am0q+BXY
q7FXYq7FXYq+Xv8AnItWP55eVKAn/RdP/wC6hPmx0n0H3uFqPrD6hzXOa//Z
uuid:19e6e9ec-9b36-4187-a294-8fd7f05f33c5
xmp.did:3836737CFE3EE711A655AAED5BDE4CD0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:72b26309-48e3-48b2-831a-3828c3530063
xmp.did:A3D0C722703CE711B44FC0191BAE49B5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822A9D562ED1C041
2016-09-12T11:02:28+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:3836737CFE3EE711A655AAED5BDE4CD0
2017-05-22T17:04:32+02:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\Archivio\archivio\CLIENTI\bordeaux\brochure 2017 a5 orizzontale\Cartella bordeaux a5 orizzontale con loghi ultimi\Links\LOGO TENUTA DODICI_vettoriale.pdf
EmbedByReference
\\Archivio\archivio\CLIENTI\bordeaux\brochure 2017 a5 orizzontale\materiali\loghi\CHATEAU.png
EmbedByReference
\\Archivio\archivio\CLIENTI\bordeaux\brochure 2017 a5 orizzontale\materiali\loghi\Sponsor\HERA\hera.png
EmbedByReference
\\Archivio\archivio\CLIENTI\bordeaux\brochure 2017 a5 orizzontale\materiali\loghi\Sponsor\internetfly\marchio 2016 light.pdf
EmbedByReference
\\Archivio\archivio\CLIENTI\bordeaux\brochure 2017 a5 orizzontale\materiali\loghi\Sponsor\Edilmark\Logo_completo_chiaro2.JPG
EmbedByReference
\\Archivio\archivio\CLIENTI\bordeaux\brochure 2017 a5 orizzontale\materiali\loghi\Sponsor\GEOMAX\GeoMax logo 2.png
EmbedByReference
\\Archivio\archivio\CLIENTI\bordeaux\LOCANDINE\logo rotary.jpg
EmbedByReference
logo-bordeaux-BUONO-trasp.png
EmbedByReference
foto5
Print
False
True
1
29.700013
21.000165
Centimeters
Cyan
Magenta
Yellow
Black
PANTONE 8040 C
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
PANTONE 8040 C
SPOT
100.000000
LAB
57.647099
3
2
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
27 0 obj
<>stream
HWK%
)%NPT{ۃg*2S`Yy3w\[ooǿpQcG_n18>ɗrç_b0Ym=?7o?3_~y`s}>p3{i:g&Nb6xyѡ{2ε/wb͇ܢx ]3}=:2xJɻrk^',<=A0ky6!EJ,0