%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
13_09_20-fcs
2013-09-16T15:39:02+02:00
2013-09-16T15:39:02+02:00
2013-09-16T15:39:02+02:00
Adobe Illustrator CS6 (Macintosh)
256
252
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA/AEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYqk/nP/lD9d/7Z91/yYfK830H3Fzezv8Zx/wBeP+6D508peSdZ80yXMemNCGtQjS+sxTZyQKUV
v5c0+LDKfJ9H1/aeLSgHJfq7mR/8qM86/wA9n/yNf/mjLvyU/J1v+ijS90/l+13/ACozzr/PZ/8A
I1/+aMfyU/Jf9FGl7p/L9rv+VGedf57P/ka//NGP5Kfkv+ijS90/l+13/KjPOv8APZ/8jX/5ox/J
T8l/0UaXun8v2u/5UZ51/ns/+Rr/APNGP5Kfkv8Aoo0vdP5ftd/yozzr/PZ/8jX/AOaMfyU/Jf8A
RRpe6fy/a7/lRnnX+ez/AORr/wDNGP5Kfkv+ijS90/l+13/KjPOv89n/AMjX/wCaMfyU/Jf9FGl7
p/L9rv8AlRnnX+ez/wCRr/8ANGP5Kfkv+ijS90/l+13/ACozzr/PZ/8AI1/+aMfyU/Jf9FGl7p/L
9rv+VGedf57P/ka//NGP5Kfkv+ijS90/l+13/KjPOv8APZ/8jX/5ox/JT8l/0UaXun8v2u/5UZ51
/ns/+Rr/APNGP5Kfkv8Aoo0vdP5ftd/yozzr/PZ/8jX/AOaMfyU/Jf8ARRpe6fy/a7/lRnnX+ez/
AORr/wDNGP5Kfkv+ijS90/l+13/KjPOv89n/AMjX/wCaMfyU/Jf9FGl7p/L9rv8AlRnnX+ez/wCR
r/8ANGP5Kfkv+ijS90/l+13/ACozzr/PZ/8AI1/+aMfyU/Jf9FGl7p/L9rv+VGedf57P/ka//NGP
5Kfkv+ijS90/l+13/KjPOv8APZ/8jX/5ox/JT8l/0UaXun8v2sT80eV9S8t6kNO1Exm4MaygxMWX
ixIG5C/y5j5cRgaLt9DroamHHC6ut31Zm+fJnYq7FXYq7FXYq7FXYq7FUn85/wDKH67/ANs+6/5M
Pleb6D7i5vZ3+M4/68f90HmH/OPv+9mtf8Y4P+JPmDoOZeo9rfpx++X6E+8k+b/MWpfmRr2jXt36
um2X1v6tB6cS8fSukjT4lVXNEYjc5bhyylklEnYX97gdpdn4cWixZYxqcuGzZ6xJPWub0nM15l41
5/8AzE832nmbUrfQrsQ6dpSRC4HpQuC7FQxq6M32pOPXtmtz6iYkRE7B7TsnsjTTwQlljc8l1uf0
HytmvnPXdYHkD9P6DcfV5xFBdhgiSVikpzWkiuNg9enbMrNM+HxRdJ2bpcf5zwcwsWY9RuPcrfl1
5nn1rydBqeoTB7qIypey0VRWNia8UAA/dlTsMOnycULLDtjRDBqTjgPSar4/tY7+VXm3zR5j1HVr
zU7zlpNstIYDHCgVpGLD41VWPBFpue+U6XLKZJJ2dj27oMGmhCOOP7yXM2enlfUqFt5w88+c9WvI
vKUsOmaTZEKb2dA7OTXj9pZBVqV4hdh1OAZsmQng2AbJ9naTRY4nUAzyS6A8vtCM8p+evMVv5sfy
l5sETXx2tbyJQoc8ea1pxWjr9k8RvsclizyE+CfNp1/ZeGWnGp098PUHp/YgNe80ed7r8z5fKuj6
olhbnj6LNBFIBS0E7VLozGpByE8szl4Aa/scjS6HSx0A1GSHGeu5H8fD3q9h5184aD51tPLPmiSG
+ivjGtveQoI2/fMUjaihRQuOLDjhjmnCYjPe2vL2bps+llnwAxMbsE3y3P2Izzd5616TzPF5S8qJ
GdTNDdXkw5JHVedB1HwruxIPhSuSy55cXBDm09n9l4RgOo1BPB0A69P7Pmll/wCbvP8A5K1WyXzT
PBquk3hINzDGqMlCOVOCxfEta0I3H4QllyYyOPcFysXZ+j1uOX5cHHkj0J/aXqkciSRrIjBkcBlY
dCDuCMz3kyCDRYF5p/Nb9Ba7daV+i/rP1bh++9fhy5xrJ9n02pTlTrihKW/PUKpY6LQAVJ+tf9ec
VWj8+IyqsNHHFjRT9b6nw/ucVXf8r1Xlx/Qo5eH1rft/xT74q0Pz2RgCujAhtlIu+vy/c4qu/wCV
5/8Aak/6ev8ArzirKvIvnr/FX13/AEL6n9T9L/dvq8vV5/5CUpwxV5T+ef8Aymqf8wcX/E3zU636
/g+hey/+Kn+uf0PoDNs+euxV2KuxV2KuxV2KuxV2KpP5z/5Q/Xf+2fdf8mHyvN9B9xc3s7/Gcf8A
Xj/ug8w/5x9/3s1r/jHB/wASfMHQcy9R7W/Tj98v0K35b/8Ak4PNP/R//wBRseHT/wB9L4/ew7Z/
4zcP+Z/uC9cvLqK0tJ7qY0ht42lkPgqKWP4DNgTQt5DHAzkIjmTTwHQLzR7/AMsecrrVL2CHVNVP
qW8ErgOzRMbiig9eTkAfLNTjIMZkncvoOrx5MefBHHEnHj5kDv8AT9gehflVcw67+XJ0y4PJYfXs
Jx34OOQ/4SWn0ZmaU8WOj7nnO3YHBrfEj1qQ/HvDBPKmtTaJ5M86aPO3p3FvREHfnM31WWny+HMT
FPhhOP47nf6/TDPqdPlG4P3D1D9LMvI+jz6b+UV9LGvG9v7S7u1p1q0TLFv/AKqqfpzJww4cJ7yC
6XtPUDL2jEH6YSjH7d1n5B+j/ha/pT1vrzc/Hj6MfH8eWOh+g+9l7V3+Yj3cH6Slfn0V/OXy59X/
ALz/AEMzU9rl+Vf+eeV5/wC+jXl97ldlf8ZmXi5ev/cj9KB1u51S2/PSafSrMX9+nH0bRpFiD108
BvjbYUUk5GZIz7Cz+xv00McuygMkuCHU1f8AlO5E+XGl8zfmibjzOfqOraYFNnpQU8f3PxqOZJ+z
y9T36jbDj9eW5bEdGvWAabQcOD1Y585e/bl9nkreQyT+c3mL61/e0vPQr1/3oTjT/nlhwf30r82H
an/GZi4eXov/AEp/Smn5+el/haxrT1fry8PHj6MnL8aZZrvoHvcT2Uv8xLu4P0hnHlQSjyvo4m/v
hY2wkr/N6K1/HMnF9A9zo9fXj5K5ccvvYj5q8h+YdU1jULqyXTPQvF4pLcq7XChooEah9N1BX6ue
BG68mpudrHEQNx+XXmmW6FwtpoEPxo7QxxzemwT1Ay8WRqBxN8XGn2V40K1xVJB+WvnGJPg0XTJ5
fU+piSZ2+FeLD68FVwlPjH7PPavDlViqraT+XHnK0haQ6XpU0nrRPwuyzuyyQ+mytwb0+EXqlmpR
uSVXnRaqqep/l357mtmsI9N0wJbFTHd2ywwPMRHNJsVEZpyZYzyUb8T05PiqUSflT+YKpIVsYmKx
q6KJoqs7COqbuACvN61NPhNCfh5KvRPyx8oa75butYi1NYjDOLY21xC/JZOPqlxQ0cceaj4lHtir
zv8APP8A5TVP+YOL/ib5qdb9fwfQvZf/ABU/1z+h9AZtnz12KuxV2KuxV2KuxV2KuxVJ/Of/ACh+
u/8AbPuv+TD5Xm+g+4ub2d/jOP8Arx/3QeYf84+/72a1/wAY4P8AiT5g6DmXqPa36cfvl+hEaf5d
/MTQfPOt67p2iJew30t0sPqXMCAxzXAlV6eoGGyjYjDHHkhkMgLu2vNrNHn0mPFPJwmIjfplzEa7
mQazJ+YuteT9Wsp9DSz1C49OG2ijuIW5ROf3zFjJxFFFKV75dPxJQIqi67TDRYNTCQyGUBZPpPPp
0RPkn8u9GsfLFpbazpNpPqZDNdvNFDM4Z2JC+pRvsrQbHJYdPERAkBbX2l2vlyZ5SxTkIdKJH2Jf
+VflTzJ5a1LWLS+timlzsGtLj1InDGJ2UHirFhzRq7r2yGlxSgSDycjt3X4NTDHKB/eDmKPX4dCx
7zz+Wfmu+83X1xo9sG0zUzG1xL6kShSSpkqjurGjpy2GU59NMzJjyLsey+2tPDTRjlPrhdbH4dO7
Z7Bb2Vvb2MVlGg+rRRLCiHccFXiAfozYgACnjp5JSkZn6ibeYWflDz95L1e8k8qwQappN6Q31WZ1
RkpXjXm8e61pUHcdR4YIxZMZPBuC9Rk7Q0mtxxGoJhkj1A/Yef2Jh5T8i+YZ/Ncnm3zW0YvxX6rZ
RHkqErwBJBKgIuyip8Sa5PFgkZ8c+bj6/tTDHTjTae+DqT1/t6/JZ/hDzF/yuX/Ef1T/AHDf8tXq
Rf8ALD6P2OXqf3m32fwweFLxuKtv2Mv5Qw/yZ4HF+87qP8++dVy82/NXlHzF/wArI0vzNo9p9Zt0
9IXxEkUbDiTG+zshNYj2xy4peKJRCND2hh/JTwZZUd+HYnzHId67zf5F8ww+aY/NvlNozqH/AB82
cpCq548CdyqkOuzAkeNa4cuCQnxw5o7P7Uwy050+ovg6EdP7P2IC+8oeffOmq2b+aoYNL0mzJJtY
JA7PUjlTg8nxNSlS2w6DISxZMhHHsA5GLtDSaLHIacnJkl1I/YP2vSNQ1bSNHt43v7iKyt/sRtIQ
ibDZQenTM2UxEb7PNYdPkzEiAMiibe4guYI7i3kWWCVQ8cqEMrKdwQR1GEG2qcDEkEUQqYWLsVdi
qB1fXdI0eGKbU7pLSKaVII3kqAZJDxUVHSrECp70xVbfa7Y2kptxyuLsca20IDOC/wBkNUhVLdVB
NSASK0OKpgCSASKHuMVfP/55/wDKap/zBxf8TfNTrfr+D6F7L/4qf65/Q+gM2z567FXYq7FXYq7F
XYq7FXYqk/nP/lD9d/7Z91/yYfK830H3Fzezv8Zx/wBeP+6DzD/nH3/ezWv+McH/ABJ8wdBzL1Ht
b9OP3y/Qn3knzf5i1L8yNe0a9u/V02y+t/VoPTiXj6V0kafEqq5ojEbnLcOWUskok7C/vcDtLs/D
i0WLLGNTlw2bPWJJ61zZv5mvLiy8t6teWz+nc21ncTQSUDcXjiZlNGBBoR3zKyEiJI7nRaLHGeeE
ZfTKcQfiXmPk3UPza81aXLqFn5hggiina3KTW8PIsqK9fhhbb48wcMs2QWJfj5PU9o4uztJkEJYp
EkXtI+f9LyejnUptA8r/AF7zFcrPPZw8ry4jUASPWgCKAgqxIAFBvmbxcELl0ea8EajPwYRQkdge
n3sF0rzF+aXnL1L3QzbaJpAYrDNMokZ+J3oXSTkR0JCgfTmJHJlybx9Id9n0eg0dRy8WXJ1rb9Ir
5ks78rWvme2sJI/Md5DfXvqn05oFCL6XFaVAWP4uVe2ZeISA9Rsuh108Epg4ImMa5Hv+ZeZef/zE
832nmbUrfQrsQ6dpSRC4HpQuC7FQxq6M32pOPXtmDn1ExIiJ2D0/ZPZGmnghLLG55Lrc/oPlb1zS
76PUNNtL6L+7uoY5kp4SKG/jmwjKwC8hnxHHOUDziSPk8/8Ayc83+YvMX6X/AEzd/Wvqv1f0P3cU
fH1PV5f3apWvAdcxNHllO+IvQ+0XZ+HTcHhR4eLivcnlw95ZL+Y2r6jo/kzUNR06X0LyD0fSl4q9
Oc8aN8Lhl+yxG4y/UTMYEjm6zsfTwzamMJi4m/8Ack9Eq8vX3nHzD+XFheWWoxwa7cPIXvZY4+JS
O4kSnARsn2VA+zleOU54wQfU5esxabT62UZQJxCvSCesR1u/tYd+n/zV/wAb/wCEf09D9d/5aPq8
Hpf7z/WP988vs7dOuY3iZePg4t3c/lOz/wAr+Z8I8PdxSv6uH+cyzzJd+YNB/LjUn8xXcGpalKfS
gkEUfpkSlVUGMoqNx+Jt1zIyGUcZ4jZdRo8eHPrYeDEwgNzub287vflzSL8ktU1C3vdQ8u3zn4IY
7y1hJ2QPRnCjsD6qmgyrRSIJiXP9psEJRjmgOpiT3933F63mweQdiqTebPMP6C0sXKRrNdTSrBaw
u4jVpGBY1Y9ljRn96UxVgeu6hrSmyj1u+086rcuDbQyrEYbaKRR66qhZS8wjoy1r1psDyVVmvlmw
s0MwSOQfo2VraMTHm5kKK0txI2/OaUv8Tknb5tVVkGKvn/8APP8A5TVP+YOL/ib5qdb9fwfQvZf/
ABU/1z+h9AZtnz12KuxV2KuxV2KuxV2KuxVJ/Of/ACh+u/8AbPuv+TD5Xm+g+4ub2d/jOP8Arx/3
QeYf84+/72a1/wAY4P8AiT5g6DmXqPa36cfvl+hW/Lf/AMnB5p/6P/8AqNjw6f8AvpfH72HbP/Gb
h/zP9wXpPnP/AJQ/Xf8Atn3X/Jh8zc30H3F5rs7/ABnH/Xj/ALoPKfyqt/zCl8vXDeXLrT4LEXbi
RLwSGQy+lHUjijjjx498wNKMnD6aq3rO3Z6MZh44mZcP8NVVnz97I/zlOpx/l5Ypdsj3bXFuuoPF
X0y4icuVrQ8fUAptl2svwxbrfZzwzrJGP08MuG+fMV9ic6PcaxY/l3ob+XLCPUbo21vzt2kWJfjj
5StyYqKiTLIEjGOEW4Wohjya3IM8jCPFLer67fYo+QvzGl8xabqt/fW0dpFpgV29Ni1V4s7E8vAJ
gwajjBJ6M+1exxppwhAmRn+x5poF5o9/5Y85XWqXsEOqaqfUt4JXAdmiY3FFB68nIA+WYWMgxmSd
y9Pq8eTHnwRxxJx4+ZA7/T9gelfk1q31/wAkW8LGslhJJbP40B9RP+FkA+jM3RzuHueY9o8Hh6on
pMA/o/Qxf/nHr/pf/wDRp/zPyjQfxfD9Ltfa7/Jf53+9Zj+b3/ku9W/6N/8AqJizJ1f92fx1dN7P
/wCOw/zv9yXflD/5LvSf+jj/AKiZcdJ/dj8dV9oP8dn/AJv+5DDv/Xh/8/8Aq2Zjf8iPx3O5/wCd
N+P9URH55alHLPomgtMIY55frF1IxoEWvpIx9hyc5LWy5Ra/ZjCQMmarIFD7z+hL7nWtFs/zi0zU
NKuobiwvY4baZoWDKpdTbBWI6ceKNkDOIzAg7H+xyIabLPs2cMkSJxJO/wDpv1vac2TxLsVYX+Z+
mpcWFldTyyRWlvK0dy0RdSBOvBC3DdlMgVSvTcHtirBPzXj/ADYu5YbvyDyn0i4WK4ulV4IeUgIr
HIWWCXgqDi6TV7ClKqFWYfk5qnnjVtCn1HzlZGx1SZlEaAAI0ILNG6ULV5KwJP0UAAAVZ/ir5/8A
zz/5TVP+YOL/AIm+anW/X8H0L2X/AMVP9c/ofQGbZ89dirsVdirsVdirsVdirsVSfzn/AMofrv8A
2z7r/kw+V5voPuLm9nf4zj/rx/3QeYf84+/72a1/xjg/4k+YOg5l6j2t+nH75foRGn+XfzE0Hzzr
eu6doiXsN9LdLD6lzAgMc1wJVenqBhso2Iwxx5IZDIC7trzazR59JjxTycJiI36ZcxGu5mKyec9Z
8sa9aavpEen3k1pNDYQxzRyeq0sTruwcqvxUG5GZPrlGQIo06YjTYc+OWOZnESBkaIqiPJhvk3T/
AM2vKuly6fZ+XoJ4pZ2uC81xDyDMipT4Zl2+DMbDHNjFCP4+buu0cvZ2ryCcssgQK2ifP+j5s8l0
e+80eTjYeZbZbG+ug3rRQsriJ0kJidSGcHYKT8XtmWYGcKlsXQR1ENLqePAeKEeV9dt+5img6b+a
/lK1bTLSztdb06NibUmYRsgY1oObR7VNaGvscx4Ry4xQAkHbarN2fq5eJKUsUzz2v7rSvRPIXnbS
fI+v6clmr6hqrQRxRJNFtGCwlLMzKv2TTr3yEME4wkK3LlantXS5tVimZejHfQ8+jLfJP5d6NY+W
LS21nSbSfUyGa7eaKGZwzsSF9SjfZWg2OZGHTxEQJAW6jtLtfLkzylinIQ6USPsS/wDKvyp5k8ta
lrFpfWxTS52DWlx6kThjE7KDxViw5o1d17ZDS4pQJB5OR27r8GphjlA/vBzFHr8OhY95E0H8z/KP
176v5ejuvr3pcvUurdePpc6UpJ39TKcEMuO6jz83Y9qarQazh4spjw3/AAy615eTLvMdn5w8x/l5
qVnd6WlrrM8kaw2STRsGSOaJ+XqF+A2Vup7ZkZBOeMgj1Oo0eTTabWQlGfFjANyo8yCOVX3Jr+XO
kajo/kzT9O1GL0LyD1vVi5K9Oc8jr8SFl+ywOxyzTwMYAHm4nbGohm1MpwNxNf7kDqxr/CHmL/lc
v+I/qn+4b/lq9SL/AJYfR+xy9T+82+z+GUeFLxuKtv2Oz/lDD/JngcX7zuo/z751XLzWXnknWta/
NI6tq+nq/l63XhB6rQyLIqR0UGPkzUMjFt1xOGUstkelOPtPFh0Hh45fvjzqxVnv923Nb+Zn5byX
kOnXPlPS4Ib22lb1kthBbVVgCrmvpqeLJt88Gp090YDdPYvbIgZx1EyYyHXil+vm9JtHne0he4j9
K4aNWmiqDxcgFlqpI2O2xzNHLd5rIAJERNi9lXCweBfm7+Y/5p6J5l1Wy0e3WXQUltbVS1g14Fin
t1e5lZU+KQJzO3TtirBfy/8AOP5kz6nq8s/keaaWDT7u90/T1W4ih+v2xRE5RSzBWVOUo9NRyatF
3riqf6V+en5qLqdvFqdu7aWmoaat7fDSpogLCZ1Fw9Ku/J4+T8QlU6VJxV9MYq+f/wA8/wDlNU/5
g4v+Jvmp1v1/B9C9l/8AFT/XP6H0Bm2fPXYq7FXYq7FXYq7FXYq7FUn85/8AKH67/wBs+6/5MPle
b6D7i5vZ3+M4/wCvH/dB5h/zj7/vZrX/ABjg/wCJPmDoOZeo9rfpx++X6FWz8x/mRrvnfWtC0rWo
7SOxmumiE0EJURQ3AiVa+k7E/EOuEZMspmIPK2OTR6LBpceXJjMjIR5E8zG/5z0XynY+bbS3nXzJ
qMWozs4MEkKLGFSm4IVI++ZmKMwPUbeb1+XTzkPAgYDrZv8ASWJ/k55v8xeYv0v+mbv619V+r+h+
7ij4+p6vL+7VK14DrmPo8sp3xF2/tF2fh03B4UeHi4r3J5cPeXf4v8xf8rl/w59b/wBw3/LL6cX/
ACw+t9vj6n95v9r8MfFl43De37F/k/D/ACZ4/D+877P8+uV1y8kFr3mjzvdfmfL5V0fVEsLc8fRZ
oIpAKWgnapdGY1IORnlmcvADX9jfpdDpY6AajJDjPXcj+Ph71ew86+cNB862nlnzRJDfRXxjW3vI
UEbfvmKRtRQooXHFhxwxzThMRnvbXl7N02fSyz4AYmN2Cb5bn7E1/MHz5f6Tf2egaFCtxruoceBc
VWNXbiu23xEg9dgNzlmozmJEY/UXE7J7KhmhLNmNYofakWt69+ank5bbU9ZurXVtNlkEc8Ucap6Z
Irx5KkTb70bceOVTnlx7yohz9NpdBrLx4hLHMDazz+0px+Yvne+sfJWna55fuBEb+eJUlZEc+nJD
I9OLhgGBUZZqMxEBKPVw+x+zIT1UsWYXwA/MEBI7zXPzT0Xy1Z+aZtTttT0+eKCea2eBI2jW4Cla
+msdd3CkhsqM8sYid2HOx6XQZs8tOIShMGQBsm695LJNa8/f8g0Pmey/0e5uYlS3U0fhOz+kwHIU
bgwY7jemXTz/ALriDrNN2V/h3gT3jE7+6r+3ZK/ys85eZNT1jUNJ8w3InuUt4rm3+COMqrAFh+7V
K1EqZDS5pSkRJy+3ezsGLHHJhFR4iDuT95PcXpeZrzDsVdirsVdirsVdirsVfP8A+ef/ACmqf8wc
X/E3zU636/g+hey/+Kn+uf0PoDNs+euxV2KuxV2KuxV2KuxV2KpP5z/5Q/Xf+2fdf8mHyvN9B9xc
3s7/ABnH/Xj/ALoPMP8AnH3/AHs1r/jHB/xJ8wdBzL1Htb9OP3y/Ql3l2LzPL+aPmVfLk1tBfCW9
Mj3gYxmL62tQOKueXLj2yGMS8WXDz3+9ydZLANBh8cSMah9PO+D+17F5Zi8zxWEi+Y5rae+MpMb2
YYRiLitAeSoeXLl2zY4xKvVzeN1ssBmPAEhGv4ud/inmn/OPX/S//wCjT/mfmFoP4vh+l6b2u/yX
+d/vXf8Arw/+f/Vsx/5EfjuX/nTfj/VEDrdzqlt+ek0+lWYv79OPo2jSLEHrp4DfG2wopJyMyRn2
Fn9jfpoY5dlAZJcEOpq/8p3Iny40vmb80TceZz9R1bTAps9KCnj+5+NRzJP2eXqe/UbYcfry3LYj
o16wDTaDhwerHPnL37cvs8la8J/6GBg+s/3QC+hy6f7xHjT/AJ64T/jG/wCNmGP/AIxzw8+v+n/U
yz84vS/5V9qPOnLlb+l/reun/GtcyNX/AHZdR7O3+chX9L/cl575kEo/I/y56v2vrxIr/KfrXH/h
aZh5P7iPv/W9Fo6/lXLX8z/iE2TS/wAyfNPlLStDFnbaboZtrat48qu80MaKY2KozsK0DceI37jL
OHLOAjVR2cQ59FpdRPLxSnl4pbVyJJv9VoX80bay0nTPLPkuCfhaxt6tzO5C0BbgJG7CrPI2DUgR
EYNvYc5ZsmbVEerkB9tfYG7nWtFs/wA4tM1DSrqG4sL2OG2maFgyqXU2wViOnHijYmcRmBB2P9iI
abLPs2cMkSJxJO/+m/W9pzZPEuxVp3REZ3YKiglmJoABuSScVSO28/eRbmW1itvMelzy30jQWUcd
7bu08qkBo4grkuwLAFV33xVWfzj5Qjitpn1zT1ivXeKzka6hCzSRSiCRIiWo7JK6xsF6MQOuKr/8
V+V/Tkk/TFj6cMc88z/WYeKRWjiO5kY8tlhkIWRjsp2NDiqnJ5y8oRX8Onya5p6X9zEs9vaNdQCa
SFxyWRIy3JkYCoYCmKq1p5m8t3l3BZ2mrWdzeXNut5bW0VxE8kls4DLOiKxZo2BBDjbFXiP55/8A
Kap/zBxf8TfNTrfr+D6F7L/4qf65/Q+gM2z567FXYq7FXYq7FXYq7FXYqk/nP/lD9d/7Z91/yYfK
830H3Fzezv8AGcf9eP8Aug8w/wCcff8AezWv+McH/EnzB0HMvUe1v04/fL9CrZ+XPzI0LzvrWu6V
osd3HfTXSxGaeEKYprgSq1PVRgfhHXCMeWMzIDnbHJrNFn0uPFkyGJiI8geYjX816D5S1Dznd/W/
8S6ZDpvD0/qnoyLJzry9SvGSSnGi+HXMvFKZviFPO9oYtNDh8CZnzuxVcq6DzYTb+TvPfk7zBf3n
la2t9T02/Nfq0rrGyipZQeTx7pUgEE1HbMYYcmORMNwXeT7R0mswxjqDKE4dQL/QeaZ+SfI/mBPN
N35t8zGNNSnDCG1iPIJyAWpIJFFQcVFTk8OGXGZy5uL2n2nhOCOnwXwDmT1/B3Kl/hDzF/yuX/Ef
1T/cN/y1epF/yw+j9jl6n95t9n8MHhS8birb9jP+UMP8meBxfvO6j/PvnVcvNvzV5R8xf8rI0vzN
o9p9Zt09IXxEkUbDiTG+zshNYj2xy4peKJRCND2hh/JTwZZUd+HYnzHId6L/ADD8h6nquo2XmHQJ
Vh1uwK0VzxEgRuSHl05KSeuxGS1GAyIlH6g1dkdqwxQlhzC8U/s/H2JNrGgfml5yW103W7a10fTY
nElxJG6uXIFOXFZJSab8V2Hjlc8eXJtKgHN0+r0GiueIyyTI2scvsCbfmT5L1C98labofl619c2N
xDxiLxoRFHDInItIyAmrCvfLNRhJgIxHJw+xu0oQ1U8uY1xRPQ8yQejLvLNncWXlvSbO5T07m2s7
eGeOobi8cSqwqpINCO2ZGMERAPc6fW5IzzzlH6ZTkR8SwW88k61rX5pHVtX09X8vW68IPVaGRZFS
Oigx8mahkYtuuYpwyllsj0u+x9p4sOg8PHL98edWKs9/u25rfzM/LeS8h0658p6XBDe20reslsIL
aqsAVc19NTxZNvng1OnujAbp7F7ZEDOOomTGQ68Uv183pNo872kL3EfpXDRq00VQeLkAstVJGx22
OZo5bvNZABIiJsXsq4WCX+YbKC/0DU7G4tHv4Lu0ngmsY3WN50kjZWiV2aNVLg8QSwA8Rirxvyr5
P/M7T/Ofl/U76yvv0VZR3WnROkmjtdxWMtxavBHqXJvTcKkL83tayUVaGpNVWBn8iPzYD6NK1j6s
NpfWcyWf1m3rbx3Ekd5qTOTLxbjcwigQn2B64qnMf5MfmZFq1/HFbKdM8wDUI7xp5YZUtPr2v28s
xaJZ43kil020R+EbA8iwPFjiqvb/AJRfmY8Vu13as/1FNBtDZGa09K7TS3vLc3DNzaVWt45IZ0Hq
DlyKsrtsqqb/AJfflf520m/8s2+o6YsK6ddWOq3et+vAzokHl9NMk03ijNISLhTutYym/Ku2KqH5
5/8AKap/zBxf8TfNTrfr+D6F7L/4qf65/Q+gM2z567FXYq7FXYq7FXYq7FXYqk/nP/lD9d/7Z91/
yYfK830H3Fzezv8AGcf9eP8Aug8w/wCcff8AezWv+McH/EnzB0HMvUe1v04/fL9DI7v82ri11aWw
k0NuAMpt5xcA+qkNy1ty4iOqlnjYKp6tQdDXLjqqNV+Lp1uPsATxiYyd1jh5Ex4u/oCLPdZ6UgZP
zyhSGSb9EF40IUMk7fa4circoUoVZlRqVAPtxLR/O+X4+TePZgkgce/u8/63xHl53Stj+d9pdR30
n6JkjSyj9beUEuhmijWg4bHhKzkdgvetQx1oN7cmOX2ZlAxHGPUa5dake/vAHxem5nPLuxV2KuxV
2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kvn/88/8AlNU/5g4v+Jvmp1v1/B9C9l/8VP8AXP6H0Bm2
fPXYq7FXYq7FXYq7FXYq7FUn85/8ofrv/bPuv+TD5Xm+g+4ub2d/jOP+vH/dB5h/zj7/AL2a1/xj
g/4k+YOg5l6j2t+nH75foXalpf8AzkNquq3lz5X87aEdGj1CSNYBHHK8ccVxOJLeSRbWYCRIzGjK
fiBFOVQWk2TxSEsbH/nJPRr2GbX/ADn5dltuccj290UiDQRgic8ksbZj8Tx9CKdKjrkTIDmW3Hgy
ZPoiZe4W9dm80eWYf77V7KLp9u4iXqSB1b/JP3YDliOobY6HPLlCZ/zSiINY0i4uI7a3vrea4lje
eKGOVGd4o3EbyKoJJRXYKzDYHbJAg8nHnCUTUhR82o9a0eS5itY7+3e5mMywwLKhdzbOY5wqg1Ji
cFXp9k7HCxav9c0XTm4ahqFtZv6bT8biaOI+kjKjSUcj4QzqC3SpHjiqNxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2Kvn/8APP8A5TVP+YOL/ib5qdb9fwfQvZf/ABU/1z+h9AZtnz12KuxV2KuxV2Ku
xV2KuxVJ/Of/ACh+u/8AbPuv+TD5Xm+g+4ub2d/jOP8Arx/3QeYf84+/72a1/wAY4P8AiT5g6DmX
qPa36cfvl+hiPmPRvy//AMUaxd6n+T3mTUb6e7vjPqNgdSniuXiuecEq/vIFEdwUL/CPgoAoZWBz
ZPFJmlz5M076ppFl+VHmVdANuNRkl9C/M0cxthF6PpK0vKbhaQR0MoFSSxFCWryYoz+oOZpO0M2n
vwpcN89gfvCKs/MPk6UXWlyflZ5ui076wjW8hsroiQRxvSVg0ytHRmkAWpqCp6mgh+Wx1VOT/Ler
4uPj9VVyj1ry8gidc8r+UNae5s9b/Lq+ube34G2dJtSbkRIylEKInp0W5kd+LcWIH2qIRVDKY2BE
18f1Odn0Mc3DOWeBkdj9IrY90t+7v7+VJcPJH5eqLma//LLV0ivI7me4+qz6ncStLHFFeEJGGi4S
zyW6oGqvJwFJ3NLceWUjRjThazs/DigZRyxme4e8+Z7vt91o+X7/AMj2FvaaXp/5UecdP070GW4R
YL9B6vIXMcLcp19dDKZB6krAIwUU4tVb3Us6u/zX1ixWJLDyNr9zZQRWhmaeC5+s8JrX60yoojuP
WljQekeUv9/8DsgIcqoWy/PbUZI4/rX5a+cIZjCHlSLTRIqyAN6qB3kh5KCvwGgL/wAo2qq9WHTw
9sVdirsVdirsVdirsVdirsVdirsVdir5/wDzz/5TVP8AmDi/4m+anW/X8H0L2X/xU/1z+h9AZtnz
12KuxV2KuxV2KuxV2KuxVJ/Of/KH67/2z7r/AJMPleb6D7i5vZ3+M4/68f8AdB5h/wA4+/72a1/x
jg/4k+YOg5l6j2t+nH75foY9qei29/5guL6P89ptKhtNWvhPpctw1uEaCcSTWgWa7i5JAvw8ijLQ
1Hw7ZsnikGvl8pPeRj86b5hNbz20axLq0kCSmbkJklbUJizRceCcJQDQcuYLiSmWeETRO7scHZOp
ywE4QuJ8x+u3sWn/AJheU9N0m1ttR1w3lzawpDc6gbadRPLEFSSQAI61LMGKhjSv04DqYDq2R7F1
UuUPtj+tHz/mN5Etry7srvXbOzuLLibhbqVbcUaGO4qjS8FkAinjZihPHkK0rl7qihbT82vy1urk
20fmOxSYEpSaUQD1FRHaLlLwX1EWRecdeS7hgCDRVHWPn3yjfzww6fqSXv1i6Wxt5rZZJ4JLh7Vr
wIk8atE1LdC5IagHUgkYqn+KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV8//AJ5/8pqn/MHF/wAT
fNTrfr+D6F7L/wCKn+uf0PoDNs+euxV2KuxV2KuxV2KuxV2KpP5z/wCUP13/ALZ91/yYfK830H3F
zezv8Zx/14/7oPMP+cff97Na/wCMcH/EnzB0HMvUe1v04/fL9CQebPLf5sS6pfz6f+VPlHUklvbx
47i6tLKSaZHkJjuJWku4v3kwH7yu/wC11+HNk8Use2/P209eGw/KzyqLNGKWsSR2ifuS3MVAvFU+
DCigNQjlvkDjidyA5OPWZoARjOQA6CRCb+VLf85JvMFhB5j/AC28u2uhTSlNQuLdbUSpASeLUFzP
8SMA5VUfl0qp3weFDuHyZ/yhqP8AVJ/6Y/rep3P5feQrlla58taVOyIIkMllbuVjEQgCDkhooiRY
6fygDpljhqMf5Y/lrHx9PynoycH9ROOn2oo4p8QpHs2w3xVF23kjyXayxzWugabBLE0TxSRWkCMr
W6enCVKoCDGh4p/KNhiqdYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXz/8Ann/ymqf8wcX/ABN8
1Ot+v4PoXsv/AIqf65/Q+gM2z567FXYq7FXYq7FXYq7FXYqk/nP/AJQ/Xf8Atn3X/Jh8rzfQfcXN
7O/xnH/Xj/ug8w/5x9/3s1r/AIxwf8SfMHQcy9R7W/Tj98v0MItR+U195m802lt5s856PqU2rajP
d6dbzRwQTXtqZrmZrZ4IXiXiUd4xNIrfCDStM2EpcIJ7nj8GE5ckYDnI182Q3k35ZXbtcXN35guX
m3Msv1UlxVhXnKo/3z1r38eVNZOWKRs8W/ue50+LXYoCERh9Ir+K+nOuu/42XPN+U+nzQ6jHdavb
mM/pAyxG09OArLwHNKFV4fbC8fsnvWmIGKxXF9iJy1xhITGLhA4TfHuOGzv9l3zCU+ade/I/VbWf
SNc80+YNDby7rUqw3UCgS/WtMjt7ItDJaW9zSNSkUiMwVubV9l2UICIoPFanUyzT4pfZ7yfvKN8u
ar+Vet2txFZ+dfNWuhkiMlhezvOeMc0UTyKJ4RHUTXqI45b0+EFRvXqADHe68nM7IyZI5v3YjxcJ
+q62F9OuyPS2/LE3bOh1gP6S3fAGyVFR2jnCV2ApzUBa/wCSPiIrhViv+L7HqTPXcNHwufD/AB+c
f0c/idkm1m8/JaGzubO91jXLHSr63S31XU4fq7JG156npW1wIo5Z/Uf6t6nwxlNl5n4qHK0+KI9U
b3ef7Y1+eROHKIjhIPpvu8z5oixtPIVvf2/1Xzt511O20mQym0lvAtsG06WRntpbe4it3IR4itCv
ZQGyeTPGJouPouycueHiRMa4q3vnt5eaY6WfyxuZl0xLrWbaO/nt7P8AetaKjTSK9rBUoGcfbI8C
SKgimYeMY5HhHFv7npNXk1uKPiyGH02f4u8Hrtzr9D1byr5NsfLRvVsrq6mhvXErQXDRsiSDlyaP
giNVwwDVJ+yKU3rn4sQgKDyeu109TISmAOEVsnzMqgsxAUdSdhljhLUmheMSpIrRkVDggqR41GKo
Vtc0VZfRbULYS9PTM0YavyrXFUYjo6hkYMp6EGoxVvFXYq7FXYq7FXYq+f8A88/+U1T/AJg4v+Jv
mp1v1/B9C9l/8VP9c/ofQGbZ89dirsVdirsVdirsVdirsVSfzn/yh+u/9s+6/wCTD5Xm+g+4ub2d
/jOP+vH/AHQeYf8AOPv+9mtf8Y4P+JPmDoOZeo9rfpx++X6E0uLv887N9SFrq3lK8tYtRnjhn1F7
qKWBLhgbK0mFuqJ6o9aJd/iII+0WrmyeKVDf/nXHdCPWNW8o6bpsfpfXrq2a7F1FSJDNwW55Q7TS
oF59UYdGIyGQ+nnTlaOIOUAxMxv6RzOx7t2vrf5iXNy9lZ+cNEkvfWl4QpJC0gQDZPSEDtVKGu5p
3rmJeQmhKN/jyd/waKMeOWDKI0N6Ne++LqqSj82r3Q5bvRfM2izLeCF9K1SqvbFvriEJRIGV454C
0dQ5YNTjueQyMUZi+I26fW5dNIR8GMonrfuHmet9yFsfM35wWutx2/mLV/I0NhHIFvUt572O8Ccw
W4pMxRX9LcBq7+2TOSI6hox6LNIAiEzHyiVVdS89EwyDzpobxVRXpNAAxWrSLX0GrVCOlPHbMTiy
fz4/j4PQHDpNx+XzX7pfD+LvTL9E/nORx/TWnKAJBz4ciSyjht9XQfCw/HocnwZu8fj4ON+Y7M/1
PJ0/b/H+PJnNmbw2cBvVjS8MaG5SFmaIS8RzEbMFYryrQkA07ZlvPKeq6rp2k6dPqWozrbWNqvOe
d/sqvTtv92Kvmj8xf+csNVOo3On+SIYBYJ+7TVLiN2mdgxq8SMVVVI6c0J+XZV4JrnmfzBrWoS6h
rF5JdXE1WkkkYknevwg7UFcVS43UhUiN/tdRUAEg+/tiqKs57oOtEikkY7RyAqTQA9fhH44qy/yz
5n1zy/ex6np8stldwEeoykhasCvFlPLbc9ag4q+o/wAmvzltvO8D2F+0UOuW6qQqAqJ1oeTKprRl
pVlr8tsVeo4q7FXYq7FXYq+f/wA8/wDlNU/5g4v+Jvmp1v1/B9C9l/8AFT/XP6H0Bm2fPXYq7FXY
q7FXYq7FXYq7FUn85/8AKH67/wBs+6/5MPleb6D7i5vZ3+M4/wCvH/dB5h/zj7/vZrX/ABjg/wCJ
PmDoOZeo9rfpx++X6GM6npv5cR+ZdU1LUPyk82yaxFq95IupaWl/Kszwzs63sci3NsF9ZpmdOAI/
lJAGbJ4pFeSfLX5bQ6jqlzof5eea9Jb9GPA1lqcF1BazLBcRygRSNLPL60jOOIDUKo2w35V5QDE2
LczQSlHNHhkIH+caofPZP4bq3e6S9P5ealBfWrpPayrNfKS8QLgFljGwKhApqCvw047ZhxlRvgN/
F6TNg4oeGdVAwPP6e8f0vifj3sK83+QvIcNzbOPyv12/iR51ureym1F1mktbaG3s0lLozemVut5I
nWhib+9Aoc2EiRuKeX1OGOOVRlxbc/xf450dmYabrHlbUNQ0hT+WXmi3WReME9/ayrBbGNm4LKhu
JOCs0ZLEp3BIPPISwQJsjdysHaeojHw4z4YnbkPdzq+Xm6zTT7VHuLP8ub+OZUljaKSa/FY5QIm4
VidSzIx5dKU65hihuMZ+16TIZyIjLVwrbpDmN99xyLJrXz35gsrWS1t/JuoG2sIUjteT3EkkgQrG
qlpIWdjxNSxZjsdzl/5iW/oP4+DqR2Pg9P7+G/u2/wBkmWgeeda1HWINPvvLF9psNx6nG9kWV4gU
UsocmFAnIKd3I3oOrDLMeaUjRiQ4ut7PxYYcUcschsChX/FF86/85Pfm/Pq+sTeTtLkX9D6c4W+Y
AhpbuJyHUk/sR0oNutTXpl7qXhdvcKFYOoVT+0Kk7in8cVVPTF0qpz5SigjbtxApTv8AqxVVk0iZ
IUPwvWoDKwB236d/oxVEadZO0qx1IqGr3YEDqPbxxVFXwVrcP6sivCeKbh02pUrQsU6dMVb8oebN
T8seZrDXLRl9aym9VSwYoVNQykAg0ZTQ4q+/fLHmnRPMmlQ6jpN5FdwyIjP6TBijOK8XHVT7HFU2
xV2KuxV2Kvn/APPP/lNU/wCYOL/ib5qdb9fwfQvZf/FT/XP6H0Bm2fPXYq7FXYq7FXYq7FXYq7FU
n85/8ofrv/bPuv8Akw+V5voPuLm9nf4zj/rx/wB0HmH/ADj7/vZrX/GOD/iT5g6DmXqPa36cfvl+
hjt35kubLzXfaZbfnTcRSjUbl4dEOhSX0kUjzTk2qysJHlCpG6RJuDRSi7oM2TxSLt/zN8japcw6
Sn5pztrN0trFJMLK+tke4jhWJpVAMUMKSszSuoIUGlTxQ1x54ZEmpEO30vaOLHGIlijPhvu3s3v6
T7h5X37dGi8i+bU1SO/Pm6dgLlp5bUxTGFo3I5QqhuiFULyCdeJNd6YxwyErMvx82WftLDLEcccM
YmgOLYnbr9I3PVKtH/Ln819Oh061P5nTz2dm4+siTS7aWeeILGChuLmS4kDFldubcj8VOijMh0yY
w+QfOv1G2gu/O1zcXUMRhnultzCZQJJijcI5gFZY5UTl9olAxNTlGTFKRsSp2mj12LFDhnijM3dm
vL+ie77WQ+W9A1DSPrC3OqzalFKsPorcF2aNo04ytzkklJ9V/ip+z0yWPGY8zbTrNXDNXDAQIu6r
eztsAOQ2807y1wWOfmNrr6D5E1zVo24S2tnI0Tmu0jDgh2/ymGKvznup5Z7mSaQ8nkdncnqSTUnF
VoPAVBoe+KujZ3+FaUO1SaYqmFo10hiUqBG2/Ib8q1Hav6sVZJYyCCaK7DLwjHpvFQggEU5EuKft
dF+7FUBqM9u8zujsefapp1qO3QdcVQHCaTmRXj1BPhWm+Ks2/JXzxdeT/Pdld+oV0+4JivYjyCuj
qwFePgxDDwxV912V5b3tpDd27c4Z0Do3sR+vFVbFXYq7FXz/APnn/wApqn/MHF/xN81Ot+v4PoXs
v/ip/rn9D6AzbPnrsVdirsVdirsVdirsVdiqT+c/+UP13/tn3X/Jh8rzfQfcXN7O/wAZx/14/wC6
DzD/AJx9/wB7Na/4xwf8SfMHQcy9R7W/Tj98v0Ie7g8/rrWsvdfkxo2tRm+uV03UVuNMtXns5JJ6
ST+sblzJIspL9Kl2qNyM2TxSr5d8v6/IJW1D8mtB0e4gUNbTRHTJw7iMgKqp6ZT99Gjci2yGlCy1
yGQyA9ItytJDFKVZZcMe/wCI8j0v4suOs/m+d10GyUGRRxaRSwjLPyO1xQkKE+/oe1HHm/mj8fF2
v5fs3/VJ8u7rt/R96lJ54/Mq21vSbC48hyPp17KlveavHfRMICBylmNvElwwj4qxj5SCpop4kjMm
N1vzdJlERMiJuNmvd0Qmm+evzg1e0Yw/l9+h3uYVewvr7UIJYo5JHiA+tWv+i3KBEeRnAHL4KKG5
YWt1h5y/O67t5o7v8vYdKmjtvUW8k1W2u1aYMqlEtYihY0JcK06CgpzrSqrJPy817zdr2jTal5l0
T/D8004On6cz85ha+hEeU5NCJDMZfhKLxFBQ/aZVj/8AzkX6n/KmPMvp/a9O3+763Dy/DFXwudLu
Joke0HqlQBKg+0HpUihxVw0LWREZ2s5RD3ficVQMkUoYBlIbpQg1xVOdC03U7qZEt45OTmitH9rY
e+KvU9N8j6q+kNBOhUvQlJFHqGtD49uvTFWMav5Mm0y7eFB6krPSKlB8NDyJPeg264qgoNNEen3h
Ycn4mKPqAXSSI06fy8sVUo9IkjuVYAsI1WWINQOy8eUn/AjFX1j/AM476zd3egX9hPulg0HBt61k
jKsu/h6QxV61irsVdir5/wDzz/5TVP8AmDi/4m+anW/X8H0L2X/xU/1z+h9AZtnz12KuxV2KuxV2
KuxV2KuxVJ/Of/KH67/2z7r/AJMPleb6D7i5vZ3+M4/68f8AdB5h/wA4+/72a1/xjg/4k+YOg5l6
j2t+nH75foez5sninYq7FXYq7FXYq7FXlv8AzktfG3/KXUYeJK3s1vA7DqoWUTfj6XH6cVfFdhr1
zpuox3duvpSxEk1qQQwpvQ9xir2by753tNR0WGN1BLSl7n4TQME5sAT74qy+1X8v7/haT3FuSfh4
MQPi71alPHFWRHTvLNjax2+mtE0Z/dFFZWr0FK4qxrVbxoZ5oa/vVVZFQGtKsCQxqNwOuKsB89au
1nJaPJAVWVZDBMzH4igWrAA/ZL0XftXFXn115id452IqzymVhSgrICWNB88VU/8AE7zyKWoCjVB3
3LGjd/DFX2r+Q2gJpX5Z6RMVpcanCl9MTSpEygx/Rwpir0LFXYq7FXz/APnn/wApqn/MHF/xN81O
t+v4PoXsv/ip/rn9D6AzbPnrsVdirsVdirsVdirsVdiqT+c/+UP13/tn3X/Jh8rzfQfcXN7O/wAZ
x/14/wC6DzD/AJx9/wB7Na/4xwf8SfMHQcy9R7W/Tj98v0PZ82TxTsVdirsVdirsVdir55/5yVvL
q/8AMOmeXy/GxitPrhArvLLI8fxeNFiFPmcVfPl35LvbzUI7G0IknuGoq1A6nr2GKvoby3+T1hpX
5czaG7NNNfBZrhyQP3nwN8FBsPg2xV80+aLLVNJ1y9sZICwtZnRgD8RCtQV4nfbFXpHka70RhY2u
oJPZ3lxw9OA7pInp81owWqdGIP0V64q9eXSbO/tuNnGwDUUstFNVAoSSOteuKvKvzrsbW2fS05iq
RsswG9WqteR7/Z+jpirxaJWLMCalwwHfYAn9QxVm35Gfl1H508/2WmX6SnSokkudQaEhWEcaHhUs
DQNLxU7VocVfe9rbW9rbQ2tugit4EWKGJdlVEHFVHsAMVVMVdirsVfP/AOef/Kap/wAwcX/E3zU6
36/g+hey/wDip/rn9D6AzbPnrsVdirsVdirsVdirsVdiqT+c/wDlD9d/7Z91/wAmHyvN9B9xc3s7
/Gcf9eP+6DzD/nH3/ezWv+McH/EnzB0HMvUe1v04/fL9D2fNk8U7FXYq7FXYq7FXYq+Mfz48/Le/
mJqUtsQYrOllCd9xCSrH6X5Yqnf/ADj/AOXm1HU28w3MgmZKoij7KVWpWh7/ABbnFXuGu61DpOnz
6hckJa2w5Snf7NadBirz/wAyeQNH86CPzJZSut3IimExlQjp4MGHWhxVQk8n6rc6Gmjz2qKsTJIs
q8FkR0IKsDVt/hofHFWZ+XtLXSrIRyEvJSrMxBatAKVxV4n+d91FdeabOzlJVY4ZCwUVKo4WntU0
2xVKfJ/5TzeYL5pH/wBGtIkSvJlMiRyx81qK15OB/L0OKvpD8lvINn5Z0/UL5Lb0LnUpEiL1b97B
a8hFKQxYhn9RuVKA7EDxVek4q7FXYq7FXz/+ef8Aymqf8wcX/E3zU636/g+hey/+Kn+uf0PoDNs+
euxV2KuxV2KuxV2KuxV2KpP5z/5Q/Xf+2fdf8mHyvN9B9xc3s7/Gcf8AXj/ug8w/5x9/3s1r/jHB
/wASfMHQcy9R7W/Tj98v0PZ82TxTsVU7m5trW3kuLmVILeJS0s0jBUVR1LMdgMVeej/nIj8mzOYR
5jT1BWv+j3fHb/K9Hj+OKpPrv/OUn5VWFsz6fdz6vcAfBBBBLECa93nSMD8cVYBqn/OZjrayCw8u
LFdinpm4nMiDcVqqKhO3+VirD9X/AOcw/wAybq3eGytNNsWYD/SIoZXlXffj6srp96nFXl93ILnV
PVuGqzVNT3JJNTXvirNvJN15w0OVL/R5Ai3TgLA/xI9RuSqsvQYq9ghbzhrekXthqN1Dc6ffW/7w
OqiVJSAaRleKhK9K1IxVB/kz5qlhiufL+oMBd6dcvb8TueKCimvQ7rir0HUZJ/0vA0BFGB9QEb0o
afjircjv6wRqgfPFUJqeleXFKapqNssk1sQY5zEZJV8AtAzYqlX5beQL7/FvmC+vozb2+pTCdY0k
VmCnmS568eRYADqN8Ve4IioiogCooAVRsABsAMVbxV2KuxV2Kvn/APPP/lNU/wCYOL/ib5qdb9fw
fQvZf/FT/XP6H0Bm2fPXYq7FXYq7FXYq7FXYq7FUn85/8ofrv/bPuv8Akw+V5voPuLm9nf4zj/rx
/wB0HmH/ADj7/vZrX/GOD/iT5g6DmXqPa36cfvl+h7PmyeKdir5U/wCctPzEvX1uHyhY3anT7WCO
fUIY+QY3TuxVJD0ISMIwHifuVfOvP0jQncHfxr74qpPOzDbYdsVQ7yE17YqsVQ1S2y4qyBEinKtK
T6bAfdirJfKOneare7jXyzOtwalki5ojKSP+LKDpir17TvNf5nafayrrvloiJIw4vrZ4jQKBs6LI
Se+6/diqR6Vd6fqHm+08zaezRsX4ailCgVpVYFTUA1571xV7XbXAkCSihKjiWNDtTFWpplJJNaKd
vliqU6l5k/RsqahdKE0mAEXN3Ql43ZlEfFQeRDbg0BxV515q/PDWbbzZZ6r5XYmy02OSOeORW9KY
SkVMsdVYp8K8e4xV7F+V356eXPOiQWFyRp/mJ1AazIb05WClmMLGu2x+FjX54q9NxV2KuxV2Kvn/
APPP/lNU/wCYOL/ib5qdb9fwfQvZf/FT/XP6H0Bm2fPXYq7FXYq7FXYq7FXYq7FUn85/8ofrv/bP
uv8Akw+V5voPuLm9nf4zj/rx/wB0HmH/ADj7/vZrX/GOD/iT5g6DmXqPa36cfvl+h7PmyeKfP/5w
/wDOTn+HNYOheTo7XUryEEX97MJHiikBZTGiqYwzLQHlyK70xV8nXd1PdSSXNxI8jyyFpHYkszHc
sSeu+KoSUqTUHFVNmNSWNR1U4qpUBNRvT8cVbbfpscVTvQ1jntzE7fErbeNCMVek+V/IuryLDd6V
Ms/B+RgduDhioB4noRTFXo1vqOpxcLa7RlkjAWQHuB2J5EbUxVJLYNp82pW0kY4Xd21yJB7U2Wlc
VZdpXmeEWSCSQCgAqa9R7bb4qmdrfS6gQEJ4HZdutPDFXnP5t+ZHur5dFsh6tro4P1riSCbg0Vwa
/wAnTbxOKvPo7iCa/EJRYl4gSIqgsWILcgCG2rT6MVSa/max1J40TgsTsFIPxUqQu467eGKvpT8m
Pz5hktoNC80zxxRQwxR6ffhW6KCONwantx4txH+V44q9+ilimiSWJ1kikUPHIpDKysKggjYgjFV2
KuxV8/8A55/8pqn/ADBxf8TfNTrfr+D6F7L/AOKn+uf0PoDNs+euxV2KuxV2KuxV2KuxV2KpP5z/
AOUP13/tn3X/ACYfK830H3Fzezv8Zx/14/7oPFfyq86eWvKMGsan5gvBZWb/AFeGN+EkhaQ+qwUL
Grt0U9swdBzL1Htb9OP3y/QgvzT/AOcpdJfQ5dP8leq15dKUl1KaNohCjAhvSUkN6ng3QfPNk8U+
WUY+i5/afc+OKrZ3DwoO4P4YqoCo69MVWOvw1O+KqdGp8IrTrXFWy1R0oen0Yqq2t3JayiaM/EMV
ejeSvPmqaVaJeG1eWz9VkEv7IbiKrX2rUYq9Kt/zDj1e0AjjVp3UUY0Xi3evP+GKoTT01x7opcxw
tbuzFXWp4qaV2JG/0d8VZtpFlbSOltaW/wBYvSPjAFaUG3xbAUxVkGt3Y8neV7jXL0x/pJfgsbdj
+79WQcUVqbsRUk0PTFXzpHLcXDT6legs108s0rkFeckgLcgTt9ujH/OiqRWs1udSkdK8ZG3dgFps
QetNsVQPme4U6is0YrzQVDgGpQcDWn+rXFUw8sCJ45FcMeS0AA2q3U7+AHzxV6b+Xf5pa95Lkkht
GF7pkzqXsp+VKD9qKhrExB9wfemKvp7yh520LzVZmfTZT68Kobu1dWV4WkB+E8gA26nddsVT/FXz
/wDnn/ymqf8AMHF/xN81Ot+v4PoXsv8A4qf65/Q+gM2z567FXYq7FXYq7FXYq7FXYqk/nP8A5Q/X
f+2fdf8AJh8rzfQfcXN7O/xnH/Xj/ug+I/zGlMcFlv1aT9S5g6DmXqPa36cfvl+h57cXJMfH3zZP
FKEdxQDvTtirUhCjj13qp9sVVrWw1C8WR7S2luEhBMzRIzhAFZqsVBp8KMd+wPhiql9XuZIzOkLP
Aho8oU8AT2LUoMHELpsGKZjxAHhHWtnSQzIEaSNkjkBMbsCA1OvEnriCCiWOUQCQQDy81QWF47Kq
W8hkdecaBGJK/wAw23GDjHezGnyEgCMrO/I8lrabqIQv9VmCLUF/TagIPEitOtdseOPek6XLV8Mq
9xereUL+x0fy3aWl5zSSUPI8KozyEndhwAr9+DxI94T+TzXXBL5Fj91rejSF7u106YSyzNHDbpyF
QpILNWPjyP8AKvTDxDvYeBPb0nfbl1exflxa/lusFpqtpL9a1CdAfRu5FLxScaSRiEBFqpqN1J98
eIXVqcMxHi4Tw99bPRIfP+jCBnhvrf0IgoZllTgoY8VqQaCp2GPGO9J02QEAxlZ5bHd4H+bXnefz
N5xEVszTWWmoYYhGGcFg3J5KCvem/gBjxirtA0+QyMRE8Q6UbYr/AIh1JbVmVRSD4eX7AVhQeG/U
7nDxDkxGORBlRodUvuZJwUWFJJJ5B6jKqMSNq16VODjHO2Y0+QnhEZXzqjySjU5PWitCEKUMqnYi
tOJ7/wCtkmkhONIuYkUQzAgGhTiak0U18PH9eKsgt5tQu5AtnbtNMVB9G3jd3HEAFgqjlshPUfhi
qY+WdZ1q31uG80ETS3Vu/rxMqPIyqj7khP2eNOQIxV9FeSvzj/T+nRvdRtbXyn05aKwgkkUVb0XO
x8Staj8cVYN+auo/pDzOs9a0to1r8mb+uanW/X8H0L2X/wAV/wA8/ofSWbZ89dirsVdirsVdirsV
dirsVSfzn/yh+u/9s+6/5MPleb6D7i5vZ3+M4/68f90Hwz+aj8INO93l/UuYOg5l6j2t+nH75foZ
N5RsPIV5o3le6v7G3M2qSw2NwJFjCmexN5JJUcot5+VmrVda1IrmyeKTCLS/JbOtu2g26S3txdWW
oG7tVtJ0ki0NZS8MKySLAHul9VQp2NQtASMVWvoXkKHUvLMEOlR3Vk8KzRXDwIttcR/oaSWZXukl
Zp5Gu1DUZVaM/DtTFU28mw6U2i2BjsbC207UhpNw80HCN5p5Ddm9RgG5FInIQAj4BQd91XhmixX0
eh6jfDm0MkT28cKmq70aSRx2Cqv3/LMbIQZgO50WPJHT5Mm5iYmIH2yJ9w+1G+ap1OmRnmGjklie
zAYECJbVFagB2o1AffIacer7/m5Pa0gcI32MomP9Xw4g/b9qPjDSXguJY2F5c6fMJbJZKEMnGNeB
3KCQLUDIHYV0Ehu5cQZZOOQPHLFK4X3UBXdxJMWnXRJIJC8T/pEhoi5LKBGWIr3y+IBn/muqyylH
TEGwfF5X/RToOHaNfinkbTCFiV+LMRw2Db0OUyFD/PdjimZTA3l/g42vrt9q/Sbgwafbeo3pNByn
ETMCyc55YTQ0+JgwjbfIz3Jrrt9gP623TEQxwMtjAmVd1ynH4n6Sn2n6jZafxu7YkW1vQugIFXSQ
cgooPi51Na/rqDH6x8PuRloaedbbZBfT+8+n3nojI7+BbCSIMCzpxVQwqQJEY/eRQfLKwPSfcPvc
nJMHLADlxyv3+GOXkR9rCNOjuZdcll4yQmJhcToGrJRSDwXxLNTtmVkkODvt0miwzOqJAlHgqRF2
dunmSiIrtjpNxK/7vgbwXMXIArM7R+mpFd96U+WVGPqA/q/Ldzo5D4EifTXi8Q/pEx4f2e5DyXU8
mraTcJHJdukEUrxpJwdm5Fqlzy7ipydDgkOW7QckjqMMqM5eHEmjRO56sp/Lix0m88wa/FLa2usX
ll6L2ENzxaJ1lvoFvHEZNCUt+Y2+yKsPs1F+I3EOo18RHPMA8XqO7JdGsfJYvdIsrW2tninTXJrS
6AWWWea2lnSwQh3jWTiKMELD1KBd9sscRB+X9a0u38+63p1tBc6fa3QtXechLU2f1ae3uZXmQu3C
EuhqqsSuxANOOKu8mC8uvzCtNft7aUaJdX01xZ3UU8cS28Yudriep/uYmALKxXkB1GKplrmrN/gR
b62vUa1a2to7KWJ1VTfwajcTSlYx8Sv6fJ6/ysvtiqD07zBc67ZxXlzQzoBDIw6MV35U7Vrmp1v1
/B9C9l/8VP8AXP6H2Zm2fPXYq7FXYq7FXYq7FXYq7FUn85/8ofrv/bPuv+TD5Xm+g+4ub2d/jOP+
vH/dB8Kfm4aW+mf68v6lzB0HMvUe1v04/fL9Dz7TYEu9RtbR50tkuJo4WuZdkjDsFLv/AJK1qc2T
xTLrz8qfMNvc36BHNvagLbTOsQM8zMirGFSaQAPzJVwzKQOu+yqA078u/Ml7bahMIOEtixjSItHS
V0dBNxcuF4RpIHZxVffFVfV/y41/T9P+sxxvOYUZ9RiKrGbcpAkzqaueRUM9QB0Qn5KoBfInmwSO
n1EepHIYZU9aHkkix+qysOdVKpu1enffFVZfIfmwswNmoaMOXLXFuoAiIV6lpAPhY0+e2Kqh/L7z
VBqtrpuoWUlp9ZlaN5Pgk9MQ0MrMEbqiNyAJHIEU6jFURZ/l5rsupyxRAPaWo/f3gaEBSYElqVMv
2f3qjlXv47Yqra75A1GPVdOhM/LTbq4S0fUOCj03knaH+6582oqhvDcCvTFVe+/LDzBYS+nZML5Q
zJPIDHCI3jUM32pOQ40etQKAVPsqnFl5b8wxWUMcVlxgl48HaWJVYycaGrOB8XNT8iD0IwKlx0G4
1C+bSTcvbqskPNEiErky2k10CFWQCoEHGle9e1MKoDU/y68yQajPaWSLeRRP6S3RlgiSQhPUqoaU
/CE3rXYdaYqgl8j+YI76zi1CIWlrdXNtbPcq8U3D61xZH4RuS3wSBvpG+4xVG63+VnmC3YJY8b/0
3aO4dWihCMiB3DB5OXw0atQKAVPsqhrLyN5reFfS09m9VUZG9WIBxIQE4kuA1fY+GKqum+T5pdUs
7GS5eGS9eVaekHZPSs4rsfCslGr63H7W1K+wVRD/AJb+YxNqUMKi5ntZI1tfSaMrcRSPIiyK/Oi8
uA4qdzyHiKqoG2/L/wA5zOhGmty2KxepEHNV504FuVeO/TFUFfLeabdtZ3aencRhWZaqwo6h1IZS
VKlSCKHpir0P8vJvV0Bm/wCL3G/+quanW/X8H0L2X/xU/wBc/ofdWbZ89dirsVdirsVdirsVdirs
VSfzn/yh+u/9s+6/5MPleb6D7i5vZ3+M4/68f90HxX578q6h5ghs0s5IYzbs5f1iy15BaU4q/hmr
02cY7t7rtzsvJqxEQMRw3zvy7gWJR/lV5ljkWRbiyLIQwDM7LUGu6tEVI9iMy/z0O4vPf6FdT/Oh
85f8SyM6d+a3pJENYshFH6YjRY0UKsLco1UC3FFQ9F6dumP56HcV/wBCup/nQ+cv+JUbbQ/zPt/W
9HV7RRO7ySAqGFZOIcANAQqt6a1UfDt0x/PQ7iv+hXU/zofOX/EuudD/ADPubae2n1m1eK6BWcHq
waMRN8Qg5boOJNfHxOP56HcV/wBCup/nQ+cv+JXSaL+Z8qkSavZnkzOzBFDM0iGN2Zhbgksp3J77
9d8fz0O4r/oV1P8AOh85f8Svh0r80ogQusWZUyGXi6K45mX1uQD27UpIOQ8O2P56HcV/0K6n+dD5
y/4lTutD/M66vYL2bWLRrm3DCJwAooy8DyVYAr/CKfEDTH89DuK/6FdT/Oh85f8AErbby5+Y8BuO
GrWyrden9YUEkN6UJgSoMPaNiPx64/nodxX/AEK6n+dD5y/4lUuND/Mm5SJbjVrRlgnF1AAiikok
9TkSIASOW/E7Y/nodxX/AEK6n+dD5y/4lERWH5npK8h1i1ZnUo7MqsShVEKnlB0ZY1DDoafPH89D
uK/6FdT/ADofOX/EqqWP5iJCIl1S1CjieIVackIIP9z12HzAp0x/PQ7iv+hXU/zofOX/ABKXf4X8
7D6xKLy0+uzvAwuuTVCQ281sV4ejxPKOele1PHfH89DuK/6FdT/Oh85f8S3BoH5kwWy2sep2P1dE
9NY3jRxw9IQcfjt22MQ4nxx/PQ7iv+hXU/zofOX/ABK690X8zr0o1xq1k7RzpdK3BVPqxkFW+G3F
acRsdtsfz0O4r/oV1P8AOh85f8Sqxaf+a0byP+mrUtMvCUsqtyTiqFTytz8JWNQw798fz0O4r/oV
1P8AOh85f8S6PTfzThFINYtEWijjxXiOHSg+r0Hv498fz0O4r/oV1P8AOh85f8ShH8p+d3jt3+uW
gv4Hnb63ybdJreK14cPR4jjHDTl7+O+P56HcV/0K6n+dD5y/4lXh0f8ANCJOCaxaBPTjhI4g1SIE
JyrBuRWvI71oeoGP56HcV/0K6n+dD5y/4lWgsPzUgB9LW7ZWJDc6DlyVAgPL0OVeKjv1364/nodx
X/Qrqf50PnL/AIlJtR/L7zbqV295e3lpLcOFVnq6iiKEVQqxKqhVUAADYY/nodxX/Qrqf50PnL/i
WW+T9Du9F0lrO6eN5TK0lYixWjAD9oKe2YOoyicrD1PY2hnpcPBMgniJ2/Afb+bt8wdirsVdirsV
dirsVdirsVQWu/o/9Cah+ka/o/6tN9c41r6Ppn1Kcd/s16ZGdcJvk36Xj8WPB9fEK997PHv+QBf8
vH/T3mu/wf8AFvZf67/0f9i7/kAX/Lx/094/4P8Ai1/13/o/7F3/ACAL/l4/6e8f8H/Fr/rv/R/2
Lv8AkAX/AC8f9PeP+D/i1/13/o/7F3/IAv8Al4/6e8f8H/Fr/rv/AEf9i7/kAX/Lx/094/4P+LX/
AF3/AKP+xd/yAL/l4/6e8f8AB/xa/wCu/wDR/wBi7/kAX/Lx/wBPeP8Ag/4tf9d/6P8AsXf8gC/5
eP8Ap7x/wf8AFr/rv/R/2Lv+QBf8vH/T3j/g/wCLX/Xf+j/sXf8AIAv+Xj/p7x/wf8Wv+u/9H/Yu
/wCQBf8ALx/094/4P+LX/Xf+j/sXf8gC/wCXj/p7x/wf8Wv+u/8AR/2Lv+QBf8vH/T3j/g/4tf8A
Xf8Ao/7F3/IAv+Xj/p7x/wAH/Fr/AK7/ANH/AGLv+QBf8vH/AE94/wCD/i1/13/o/wCxd/yAL/l4
/wCnvH/B/wAWv+u/9H/Yu/5AF/y8f9PeP+D/AItf9d/6P+xd/wAgC/5eP+nvH/B/xa/67/0f9i7/
AJAF/wAvH/T3j/g/4tf9d/6P+xd/yAL/AJeP+nvH/B/xa/67/wBH/Yu/5AF/y8f9PeP+D/i1/wBd
/wCj/sX/2Q==
uuid:a777885f-9c42-dd4c-a5b7-2b76148b41b0
xmp.did:0180117407206811822AA708F4448A12
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6ac13303-dfb2-8048-9f01-58d8214383c4
xmp.did:1D889E2A38206811822A9C9A2FD029CE
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822AB30A16516110
2013-09-09T17:02:03+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822AA708F4448A12
2013-09-16T15:38:54+02:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/zapata/Desktop/testata_fcs.gif
EmbedByReference
/Users/zapata/Documents/FIOM/13_09_20-fcs-palermo/fcs-sfumato4.png
Print
False
True
1
841.889648
1190.549805
Pixels
MyriadPro-SemiboldCond
Myriad Pro
Semibold Condensed
Open Type
Version 2.006;PS 002.000;Core 1.0.38;makeotf.lib1.6.6565
False
MyriadPro-SemiboldCond.otf
MyriadPro-SemiboldCondIt
Myriad Pro
Semibold Condensed Italic
Open Type
Version 2.006;PS 002.000;Core 1.0.38;makeotf.lib1.6.6565
False
MyriadPro-SemiboldCondIt.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldCond.otf
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Bianco
RGB
PROCESS
255
255
255
Nero
RGB
PROCESS
29
29
27
Rosso CMYK
RGB
PROCESS
227
6
19
Giallo CMYK
RGB
PROCESS
255
237
0
Verde CMYK
RGB
PROCESS
0
150
64
Cyan CMYK
RGB
PROCESS
0
159
227
Blu CMYK
RGB
PROCESS
49
39
131
Magenta CMYK
RGB
PROCESS
230
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
230
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
233
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
243
146
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
249
178
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
16
C=20 M=0 Y=100 K=0
RGB
PROCESS
222
220
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
149
193
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
58
170
53
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
141
54
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
102
51
C=75 M=0 Y=75 K=0
RGB
PROCESS
47
172
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
161
154
C=70 M=15 Y=0 K=0
RGB
PROCESS
54
169
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
113
184
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
131
C=100 M=100 Y=25 K=25
RGB
PROCESS
41
35
92
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
36
131
C=50 M=100 Y=0 K=0
RGB
PROCESS
149
27
129
C=35 M=100 Y=35 K=10
RGB
PROCESS
163
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
82
C=0 M=95 Y=20 K=0
RGB
PROCESS
231
29
115
C=25 M=25 Y=40 K=0
RGB
PROCESS
203
187
160
C=40 M=45 Y=50 K=5
RGB
PROCESS
164
138
123
C=50 M=50 Y=60 K=25
RGB
PROCESS
123
106
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
99
78
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
202
158
103
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
74
C=35 M=60 Y=80 K=25
RGB
PROCESS
147
96
55
C=40 M=65 Y=90 K=35
RGB
PROCESS
125
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
60
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
67
41
24
R=245 G=230 B=184 1
RGB
PROCESS
245
230
184
R=235 G=54 B=49 1
RGB
PROCESS
235
54
49
Grigi
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
29
29
27
C=0 M=0 Y=0 K=90
RGB
PROCESS
60
60
59
C=0 M=0 Y=0 K=80
RGB
PROCESS
87
87
86
C=0 M=0 Y=0 K=70
RGB
PROCESS
112
111
111
C=0 M=0 Y=0 K=60
RGB
PROCESS
135
135
135
C=0 M=0 Y=0 K=50
RGB
PROCESS
157
157
156
C=0 M=0 Y=0 K=40
RGB
PROCESS
178
178
178
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
198
C=0 M=0 Y=0 K=20
RGB
PROCESS
218
218
218
C=0 M=0 Y=0 K=10
RGB
PROCESS
237
237
237
C=0 M=0 Y=0 K=5
RGB
PROCESS
246
246
246
Vivaci
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
227
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
234
91
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
152
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
39
52
139
C=60 M=90 Y=0 K=0
RGB
PROCESS
130
54
140
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
6 0 obj
<>stream
HWn|W0g_Ȥ/E<8Aв@,_Tu$K7 N9K7{y߽ybӓnmtWG֡[c_yH)J`J.Gj77ӝލ~FfufpmuoV!Z[so
6y̻}?,g$Gп?WYirpjaP1 [ml~m2Vx{1~ssw{箂iGGگk;ūZئ7d.G?~w?I?hby>Du4?]ZUQW>6U0vF\=6vk6?].N?Lʦ?ۍg9"1)[3sYMNgm9xx4?[\ ١?ʶ
%_b:5qPCX^ܧ&=<dXޤϧ~)%Nj:_D$x5nw_ux2;zp^Mb6D-]vú[;-g|z?Ռ͏3ѧǡJgܤrw csybl#.Eqv^{JT
߽=ϩ:܍Kk#ߤ#0{P{urq1{=S~Xlz1}̺w^])M)q!)vά~_^-ctfք4Z\5q}+bXn901 zl57F&al
]2e92b5f9=ͱlDkGߥhkRxNLv6V;o