%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Percorsi
2022-09-15T09:24:44+02:00
2022-09-15T09:24:44+02:00
2022-09-15T09:24:44+02:00
Adobe Illustrator CS6 (Windows)
256
176
JPEG
/9j/4AAQSkZJRgABAgEAYABgAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAYAAAAAEA
AQBgAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAsAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AHar52m0n82ta13WrmQ3O
kHUY9JtnjMq8lEltaRLQqIUaOUSOe/X9oZvIYeLCIx61f3lpMqO7GC2p/VtJ1m/cXj+Zr+cfWLqI
NPSyaBjIsjEkVlkZPhApxIGxoBLTxOXiBI4I1QO2/l8HIhqSMRx0DxSu+uz7CzSMWPXOm+cZNZDR
askOjGZ2eNY42uBEYYwiKWiK7TBzvX4SOuKsa8xah53j8xtpmn+ZNOtZbgSywWkwDMkSfvAzAW7+
nxjU15yHluR4Aqgv0h52lvG5ebtKjjhkJtSZ7cevE8PwNRI+vx/tqRX4gtAOShfcz/mIwjb/ABho
qQu7SxyB41DxI3LYeluF9Ng3xHaoJ2xSv1LVPOySi2h836NbzwQhb0TSRArN6jkmph4k8F4sKL0J
4riqywuPP13cXNnY+bNMm1IMOUJZZDyWOIvwHoKCtKn92tF3Bqxqqqb6Xo35qR6tDdahrFlJa+pG
Lm3jDnlArOzKo9NFD/GByABNBU7UKrOcCvkb8x4NOf8ANPzK19YpdQ/W41eUrcu0StEgqFglh5bn
pmVLPOMQIVfCTzr+z3so4MZhKczVED8d/uSy10Wws9c030LJUMd9ZNFdBblS0bXIUSfvJGWjjifs
/tbe04avjjDceuBJFjY9Rtzogj4FweCYySiYkCE6uj5VfddvszMJzH5sk716ZJV1dsKu2/pirYxV
xFTQYFaoeuKurtirjUVwq6m3Q4Fb9u+KteINMKtihPy7Yq2N61H9cVXKCdh8sVXKmxP01wWgFEWU
cr3EZSMScWUsH/u92A+M9ACTTfISmAN16gDn9vy5lP8AzB5Os9EvHSLWIdU08KgF9CjIBIyhuPBz
XxGx7dBlfjA/TuXIy6bLjIGSJhfK+v6iNrBo7jvRPl6yWCZLi3tm+oqCslzMCGkPbgK9OhqfoynJ
OuZ3YvbPN8R17zDqX161juL2O4uLOwBhjiaVortkhR5KIsiBBFF+8fYyB/sq2b/FAxiKkQOfTu93
x+DXxx6xB+f61lxMvmO/0u1eFJrTSlDWEaxKotkm1C3i4hYY4FJNtNEvHajCviuAYzAE8R358t/S
fLvT4kf5sf8AZfrfQuaxixTXL38w/wBIXtvpGn2wsBHS0vZHUyFzAzV4mQDabivxL94wqxiDy75x
vtSGoaz5es5rt4VikuHkKszSIlvOXjjuWhPKGoqqVoAaVAUqFS48uXDvdX03loytPyX1fUnknljA
gMEcnO6SUN6isryEU+GtOJJxVFah5IIuprS28vQzaZAki2c7XMoch1R+PEzqSTJLNyqV5CikgblS
kt75I803Nzcyy6DbO16jSzSLM4KTskgPGt2OVWkqOQpQlduuKEZpPk/W9Gkl1Kx8s2iatbPH+jTH
cSFCskbC4Mgluiq0UhAQDVt6U3ClmGiX/nOfUBHqmnR2tkFctMPTqxAUIF4XExBJLHdenfArIsVf
Kn5wabe6L538wX+q6Pcy6bqs0clpqEdRAY/TVWXmAVD1HQmuZsMYyRFSqvv/AB8Goz4Ddf2VRHd+
nzSryolx5r8w6fBoejXUzRXdrJPeGvpxpFKjySSstEWvA7dN9h0GRGmGPcy5Ajp5106cu/bezZJG
W7AG0pA+49fn/ZT7AzEbH5tdPbJK3t8jhV3Tevz8cVbU777Yq4jwxV1d9+mKuOwrirqb/wAMVbbc
VrvirVKbdMVcan7sVdQEgfhiqqkbM3BQWZqKoG5JO1AMiZAMSUy03RNTvpCltC8nFGldY15sEjak
pIGwKAFiGI2HyzHzaqEOZcjBpMuaPFAen+cfTH/THn8LPkySx8i1luFkkN1cWw4vFahJ4kfZ45pL
olbNIW2jctIxU1+EjpgS18iAR6YnrLa/IR+onry373KGlwj03LJPugKHzNyPwEfeySy0rTUsm+pQ
+hOpeForUC/u0Dy8VhN5KFtEBepje3iZgencZhkzyG/VL3+mPv4R6j/VlIBzhKWIcNxwd8YWch/r
bmX+nlEclWeyvL68t7O8sUdYPWb1b9pLu64yzch6zua71LL8CD4mbfcHJ0+LwrmCAdtoio7Cth+0
9HEzyEoeHEHh4uK5GzYBHIbRu9x6+Q3tP9WtbCe1thbpHYLCyxRybKgbr+7G/wAbyFVCjt03pkMP
FxEndphjsPpH/D+g/wDVttf+REf/ADTm2/L4/wCbH5Bq/OZv58vmUu1eTQdCaylj0YXF1dXHoWyW
cEAkVlieZ5C0jRKqpHEzH4q9lBJAwjBAGxEfJEtVlIoykR7ykJ/PX8r1ijlk1aRFnkaO3U2d4ZJO
EaSMyxrE0nECQblRvXwy1oRt3+bvkK0R5Zb+X0YifXmFpdFI14GQOzelurKtV415DcVUEhVmIIYA
g1B3BHSmKtOyojOxoqgkn2GKsIX86fy6f6oseoyvPfSelZ231O8SaUhgrGOOSJGZQT1A7ECpFMVZ
NoPmLS9etprnTXeS3hl9EySRvFyPppIGVZArcSsgIam/UVFDiqZYqk/mTzZofly3SfVZmjWXn6Sp
G8hYoKmpQFUFSF5OQvIgVqRiqroHmPS9ftZbrTXkkt4pPS5yRvCWJjSUMqyBH4lZAQSN+o2ocVTJ
0SRGR1DIwKsrCoIOxBBxVbDDDBGIoY1ijWvFEAVRU1NAMVX4q/Nqhr+oZJXBTXClcq13xQ3T/M4q
6gFMVaBr1xV23h8sVd1oT0/VgV29B4Yq3x2qcbVXisbpwpWM0ZQynuV5FSwHUqCDUgbZXLLEdWeH
HPLLhgDI+X6e740yXTvIGqXF1DbOjJNKw4o6O7kU5o/1eESTmGVeIWWiippmvydpRAJG4HXkO76j
UbHdbkR0Y38WYhXSPrl9noHzPuTz9B+X9KPO/aGGKginjuT60jR3ALekYLSRY0kikVipmugSAAV2
pmIc2XJysny2ojzl0P8ARiXNlCGIUIRhfXJ6p13iNcvOMPirXfm/TbSzmkt4GuKGOYC7QLCJljCi
RbWBILWNmjUbSRP864MXZ8ybJ4asbfVR6GRuXxBj7mGbVY73Ms0h1kSI/AfVIf6RjOo+aNR1WD6v
FdyrHbqWETMqRR8izOIokqkY6fYp2zPhpYQN1uevVw56vJex4QRVR9Iru25/51pbbeaNbslaOzu5
YGkQxSyq5DspbmKPUEb9CO3zzK8MFqhsNmcflyurSyG6nWX6rMoiE7q/Dgq8i1TUMe1a9B4dK8uk
yTjcYksTnjE0Sj/MHlu71CGe+04iNY5PqkkdyYY0uCCWIjLFW58qrxHWlQak0pxwMDwyG7l8QMbB
2fYuZ7hMH/NjzDpWi6VpkmqQLPaT3tCSsLshht5pwY0nguY2k/dUSvDfq6iuQnAyGxMfdX6QWzHM
RNmIl77/AEEPMNQ1z8ptU8uyQxaPdyWkqMUSO20a0UNWFApuLdOcLP8AAvEfEQoXieUYerwJ/wCq
S/2H/Et35iH+pw/2f/FoyTzh+XVxGbE6NeTi6uY/rscmn6Klr65SOUyyPNDGG4i4NHK9a14g1L4E
/wDVJf7D/iV/MQ/1OHzn/wAWyO8/M9bZba3gGt3F3eRRiyVE0tbdrmWBJY7cyNGJEqZo0LmLiOVe
gaj4E/8AVJf7D/iV/MQ/1OH+z/4tmugR6pq+gafqU+o3lq+oWsVzJaH6lL6frRh/TL/VVDceVCaY
PAn/AKpL/Yf8Sv5iH+pw/wBn/wAW8v8ANev6LouvanpcujC6/QyqkE7RaenNJbR7tkjB05lBqDVV
dvg5OaEcSfAn/qkv9h/xK/mIf6nD/Z/8W9K8qWL3nl3TtStL250+PUbaC7NrFHYgIZIUotVtU5cU
CqDToBg8Cf8Aqkv9h/xK/mIf6nD/AGf/ABaZXWn30FtLOdcuVESM5aX6nHGOIrV3+rHiviabY+BP
/VJf7D/iV/MQ/wBTh/s/+LeQ6z5vsNcvNGXVozcQJZx6xZ6hd3dsmnwySytan1pv0eYvT9NiQXFa
kAxqdwfAn/qkv9h/xK/mIf6nD/Z/8WyjXfNNt5ailg02TUHe3vrayu4xawWkAE0PISxzfUGjlCRR
gbbAAciq/Fj4E/8AVJf7D/iV/MQ/1OHzn/xbIfy48y/4m0Z9WE13T1pIfqt2sKsqAh4Jf3cFu37+
3eOUV2o4pXqZ48ZjzkZe+v0ANeXLGXKMY+7i/TIssy1pdir83B8vx74Vb2qa/fhpXV8B88d1br7Y
q5qjGlWgFsCrqEDchR4E0x2VGWukandTxwQW0skkv90ApHL2WtK1ymWohEWSHOj2bnO5iYjvl6R8
5UE6svy181z3E1tc2v1C4hT1BBdsluzKtC5rKyUAWpr/AGkYku08RFx9f9UX9yfyVS4ZThHv34v9
ze/x95ZND+XWkaUlvN5hvVtkmAmW1FUm9IxvMolbi80UqMAvJIfTI/aO+YUu0ZzsQH6fL+rXlxcQ
7m3BosdcRickf50z4eP4i/l69+5oed/KGiukmi28k9zEyyG4lUwAytCyNI3oO8xeQEhgs6p34Hpj
+Ry5R6/t9XWxQIEdunFEnzZZ9UCOHi4o/wA2A4Id3dz8+Ag/zlCPzjo11a3TyvNY2srRg2NjEiQy
iIkxqIwSh9MmpM1W78q7nKjogDZ9R8/P8chs441RFiP7seX1f6bmD/U4fckM/mL17Eaba6dGLIuQ
ZbkmWbhz5cFei8aD2YiuzZmCAG7Rxj5pZdW9zY3SIfjgAA5GvEqx/a65MGw11WxRY+rIjRL6bXM1
YuAYclHHqxFRTbbI0Wu0qj0249VfWjqlR1p0+j5ZZxBsjIPa/JV/b3WnM1zHIlogdxYLJ8FVdlo7
DiSB0/t3ysdo5sXpiRQ8mnLp4ZJWQfmket33mS7XnYqunWzTcriYNG0iyOAVG3FjxDL8fGtTgOa5
WfqLk4sJ4duQfZOXtLFfPupeYbBNHfRrCS/E2oRQ6ksSzsY7RwfVk/cSRFeNB8RD0/lOEGlYNafm
1rFxJcwL5N1Q3dmLY3VklzqMlxF9atpZgZY1tqooeEIO5DV41+DJcZ8vkFpX/wCVgec3gu7iHyVq
biyVHNsJdSDT1ZYnjieeG2PMPMrikTDgj71PwvGfL5BaeojTben2px7fWJ/+a8eM+XyC03+jLb+e
f/pIn/5rx4z5fILTyu+80/mTbXf1aHQri7ZLuC3dlt9SSJ4XluEkmWY3LBfhhjO4ITlUsagB4/d8
ghn3lRLzUfLtje6rFPa6hPHyuIfUuoKGpAPpSyNJHyFG4MarWhx4z5fILSanTLemzz1/5iJ/+a8e
M+XyCaeW6t5s/MrT5rBovLV1qMD6ba3V8lul8rfWmlH1qGNjcPwYQhiiOh+KlWPTHjPl8ghN7zXv
OKeV0lg8u3z6+dMs7t3Dyta/XJ2RJ7ZYDdR3HKOrGhIFB8TDqXjPl8glNvy+1rzBqjaodZ0m40v0
ZlGnmf6xxmtyDGXpOzEN68MhpRW9MoStGBYGVqzDIq7FX5u03ySt8VKqFqWP2ienalBjaURYWZur
mOCM1aV1QUHIksQKKo3Y79BvgtaZ3aflFqzSGxleI6tLH6qW3qogjBJC+ofjry2pTxyBluqR3nkP
zPp0aPf6Y9vBcSJDHPKyqnKQOysrVNVpCxrQ7fMVZSAFktmLDLIaiCSn0H5ZSxW0n6Rn9ObjJ6cE
MXxK6EELK8zQxryBowVy6nbjWuYUM+XKf3cfQf4pGge+u/y2o97kZJ6TT2JE5ckeYhyH+lsn4UO4
lGzXHkTyqaxLBPeLWn2LyaMlacQ0sfpMp60kh5Ds+WDRcX97Mz8hcY/8V9oDSe0NRI/uhHAPIer5
jf5yPuV5fMEb+T4L3V4vT0JpjaWGjG7m+tlVRgk6RXCyCO25RNHzRiOa8DTdllk08eE+HGEZnrwj
+37f1OEcUhLjMpzl5y2+Ww2/G6nrWu61p9vBJorw2ekuHNjdabyjWT92Fk5vy9USL1dHc9jTiatq
dPhjkuGWzMc4y+8D6a7iB9oLvMlY4cWCEeA85H1yB7pEih5VH3S6CGG3XUbeT6zccJklqsbUCioo
CtabHNpQgfSHAlMzozJkQKFm9u7dMtK07yy2ixPqV5bxCykkEgqrTfG3aI7tWiiq1H/DHJSyS6Bs
xxjVksegnhi1Kf6gONu5PpvMAeI/mag49/Ggr9OWkWN3GyUeSJm1pbVDGtvDynQM3Dn8PJaMGBJ5
BgR0I8MiIWsEuhvJXnM09ZI1XhIE2FCCAOu2TqmUt0Zplkk94bYIyyALIHUMrKeSghqg/wA2x/rh
MwBunDhnkNRF/oHee4eZ2ZLNptnokTTa5d0v5lULpUSq8vpyAGsgaixLwaoLHm23wlTUazxp5jWI
en+ceXw7/uG9m9nYeHp8H1HxZ9wsRHx2J+FDzLK9EudLtPLtjdWUc6Q38lzbtDLKjooiEbhwFRTu
Z+nL+zD4svjyhMg0AdvPi/U2GWLJhkRjjHhqiDLvHfIjlaWrNbXN3eyW5R4mWIhlHF6VQbU2K/B1
O9dulM2hHqDh4T6S+zMzXCYz55TVHt9OGnxTSUugbv6tBBPMIPSf7P1lWjVTL6fP9rhXjvvk430K
C82fWPztlBMXk+wgklFrGfUt09OKqObmVAsru7cyoAY0WnR92yXq7/tXZlvk2780z391F5n8v29t
p6xlrS5jsyszyG5lAV442uVVRAIz9r6SahX1d/2qy3hoX/LB/wBOUn/VPG59/wBqu4aF/wAsH/Tl
J/1Txuff9qvKtRg/NuO/RNPtFms0uIQZpbO0BeD17gOXUQqf7oRFytDuoRQQ9Tcu/wC1XoHlRP8A
nXbH9PWB/S/p/wCl8rIc+VTTn6Efpc+NOXp/DWtNsFy7/tVNTHoVP94Ke/1KT/qnjc+/7VecwD8w
bbzDoUk+mSX2hrYwR61FHa2ayteHkJZKNFD0qrNwkpQfCuPq7/tVGeaZ/PZt0m0Xy/brLa6orG2g
RXN1pqRksHN1axhHd9uKspH84G5fV3/arKvICasnl20j123jj8wRI0WoTww+lHM0cjIsyERxLSVV
EgXiKV3UHbIyvqftSyXIK7FX5wRoXdVFSWIAp1qdgB9OJLKmRypbtrTzpabXhVo4KUJnkRWlWOMC
oVXduFOlBUZWKK82e6B5V+o266pdRrcatJx+qLR1S24gMGcLzeu32Qu3vy+GAKkJ79T01VupNX1B
LGR7b1J/q8rR3YNR6UcEhLsxkcuXPA12+EbUslIAeQTjxynIRiLlI0PigNJ1DT/Loji1m9K3SRsI
5bn97JbpGoAjhRD8DJwVHdQHMnJFC8GY66Omjqay5P7v+GHSQ75eR6DkRvve12r1coE6bARQ+uff
LoPMDpvW3FW9PPfM/m3Vdemihhrp2nAenDaRlqCux58VTkW8KADNmZkuNgwRgKG345+9OPKflnyy
THfa47C1jlEBjqIzdXZ4l4oydvRWOSszhhwqK0LJWmRJDlRMbpNtYs9B80agHufThnULFP6TQxSx
cQoSMoGKqsUY4mMAhRxCNsyCmEpW5E4wA9yFbVrCx09LTS0gutBg5+vo8jFpZ+O7Toa8jIiuZKps
i8uRWgBhqMIyV0kOUh0/Z3j9jHT5JYzxR59R0I7iEm1bQ7aSE61pB+saQ4KzcVUywsaE285UAKSe
klKMNwKhlWGHUGMvDybS6d0vMfpHMe6iZ5NJDJA5MXT6odY+Y74/aBzv6mMapbXemXaerApj+Ix8
vtujE0Zqd6dD+vM2BEg64xSoSu0hC/u1k+2ik0oN/euW1smtk6uPLzPIzpP6nM8uVKUrvTbr1yoZ
GHEi/K3ly7vNQeJIC7RrzW4kHGNAtSZGLELwXYsxYBR3yvUayGMb/j9vcOZc7BpOOPHM8GPv6nyi
Op+QHUhMrzzJpeh281n5fYz6o7Ul1x0ZOIINWt1dVkV1rQSEAr+wqlVY4/gTzEHLsP5v6Jb8u+I5
9SR6WyerHB4eMcMPtPmTQvy5Ad12SQSatZSzxtcWrShviuHY1d2YfE+/Vm2Y+OZnh1y2cMEU9Kto
El8o6aF9K0RHvJFWVwoH7i0H2qfaqK5pIb6yQ/ow++bnw20syP50R9kj+hACeC1WaGTVLCOKvFWj
P1lyVVFJUngaEx1G3f3ObrwwTbgiZiKD7Ry9oY95y0/Wr2CwXS/VPo3Qmuoorp7IvEInUAyx/H8M
jpJw+y/Hi2xwgK87fQf+ci5geWtW0Dyi1inlQwt+7iR/X9NPRREeR3BL0qe3ADjkuEd/3qzjyRB5
00+yvU8yerfXM13LNbOs0EvCBqcIy1LYbU6BKY8I7x9v6kMj+uXP/LBP/wAFB/1Vx4R3j7f1Jd9c
uf8Algn/AOCg/wCquPCO8fb+pXkL+Sfzlluopo9TlsYxcRStbpqdxcqkSzzyNGGlKmSiSovx/bpQ
0CirwjvH2/qQ9I8qJruneXbGy1WCe61CCPjcTesk9TUkD1ZZFkk4ii82FWpU48I7x9v6lTG6urx7
aVI9PnaRkYIpliiqSNh6iSFk/wBZRUY8I7x9v6leWX3k/wDOVnsbnTtVa0uLewhhlhkvJriI3cNx
65Y83pLG6gREunqFerN3eEd4+1U8vNC/M6byumjRahwkXTLO0N2S4ujewsn1i4a8S5SQrIinooYk
/aXcl4R3/elNvy+0zzvp7aoPM919bW7mWez/AHnqegADCYQSd19OKOSoVQXZ/h/aYEDvVmGRV2Kv
i7ydpGlWcVtcNFzvm9QtOpLFRVFVoiFp+38VKFe56LkCyX2GsjT9da5g0Cd4EHoR3EahHVGASR4g
xZfiUHv8VTuAaZIY73Y8QDo/PF1prTQzafI73aosE06FHJVRy+BZioYt1ck/zAL0xlGgyEgUX9c+
qaX+npTIJIYglhHWVJKBaCZP3lwqlZIwkdOr8pGD+iy5rSRqMnh/5KO8/Puh7z/ue6wXLzZDpcQE
f8Yy7AfzIHYyPdf3V/PedLc2V79ZnvojG6heMcKn040jXgqULAjoF5NyJ6sa9djMklwceIQFBH+W
fKmteYbuaaCG7fT7KAXF7NawSTycXPGOGIKG5SStso8OTn4VagiA2iVPXNN8kWfmGPTE8y6PqNhN
CIfrMKW0yWS20zvMtvayRR3knOGK5TmJEQ+osoeQs5dCQxJSnVfytsNO0q0+raBqerySwEzFYpoV
WVrSOdVKI0shHrTrGSVTjwdaMRVYbo4mSxfkxd2019psM+o2USQuNKvo2EcU9zGksMfr/Vri7KRs
xgkV3CUVWBRa7AxiS3xnIC7SnXNE1fRLDzFrFxZTWF5ZQxJp+lyEzWkluZ4IZJiyLPZs1z67uIWn
9WH01/vFPJYZtNCcaly5/wBh/HcmGonGYlE0QwOey0vXdLk1DRY6ToCL7S2b99asFJPDmSzw7Eq1
KoBRv5jgRySwS4cm8eku/wAj3S/3XTqBmyxw1EbgBHL3dJ/1e6X9Hkf4Rexhkml3Fndr6SlrkcXW
BlBr8W32S1B882QygjycGGDJKXAIky7qN/Jkmn+WNRa1ll14NY2kyie2Dxs7SLu5NvGCvIUXk7cl
AAozryUNhZNYCeHF6pde4e89Pv7gaNZ8NJjxDiy7y6QB/wB1XIeX1e5bqOuX01u2nw24g0mKQNaJ
b3BcMyKEDvLGpEzBelAFU8qKtSMng0ogeKR4p9/6h0+87WTTi6nLkzH1chsB0HuHJJWt7ua3kj9E
NN/eMsprLwoQSGJ+IbCvhmXe7hkUd2RoNBfRre7WeIanbQcVt+DM4AVQpZhVajelfH6MrJlxeTlR
4eHnuyXUYWby9pkcoHpvb3NxOo+EKhf0mJ8B+4pmnwEfmJnzA/T+lyoj/BJ/8Mh/uciIi8k+TZ5o
ZbO2EsBH2hNK6mm/JSX4np8s3hsF13Fs+u8ta2Efm3YQ3ugWMU+rjRYV1G1dLkhm53IYizjoqv8A
D9aaORunwrSq15KRXVXmOleWpDa3J0v80I9N0w27CS3SZ7No6TRtNcgSlCtYx6Yfj8JNa9jKo+fy
/ah675Fs9c0/ypp9tPqC+YJODSjV7iaQSTLM7SoSDG5HFXCip6DGo95+X7Up96mq/wDLPB/yPf8A
6pY1HvPy/arvU1X/AJZ4P+R7/wDVLGo95+X7VfPE3lfy672OozeabKGO5ubW4t5bKyuYLdy91esi
wkLIsamT1QprRKVNQ64+n8f2oezfl/HNbeTdKgsGt720jhpFcAy2wI5GqrA8ReIIfhEbbqBQ9Maj
3/Z+1U6vW1RrK4X6tbHlG4o7yTKaqftRLEC48VB36Y1HvP4+KvBtQ8u6JLd6TTzXFpOpJplpb29x
HZ3FsoK39YJQ0kX7k/WuKmFnoo/ZUbhqPn+PirK9R0KKT8toUk8xEeVzoem28USx+qhhVo/RuhbG
1e5LzKAvA1HippQNR8/l+1Ke/lJp8Vm2vG31xNZSa6ja74hwIbn0VIVOYBKfVDbr1bdD8VTxQGui
vQsirsVfIiJa6Rd6SFSW40j1o57r06maSNCrMAoK8OajiBQfZHxdaY5KTyejTfm/+WcExtm0O+Lq
SBwhjYHr9n94DQ8TT5bZd4gYcCUeY9Y8n65qkF1a2n1e39P0XN4UiMS28hklltlBdmmlEiJEUqai
o+EGuB2jqZQx+gXI7D8dzuOyNFxk5K4uCvTzsm6vpwirlfu6sC81xR6ndLFBf2cC2ojUQ8zboBJA
rKYvrIidlMaooYjl41+2Z9nxEsMRHYC74qvivcmrHP5cujo9WcmHU5DljKc5S3I3qun3+/c30Y5L
5Oc2DwJcWtC/qzyC7tzRuiqzNJ+z3/1szRA94+bUdd3Qn/pSt07ybdBnCz27xFWRC11aSIjinX94
SOvZfngMD3j5hMdYDzjP/SllGiaDptqF08G1ulhE19eGKeFhzVKMFjEjScUiQsfh7ZGWM87HzDM6
oHYCX+ll+pHify0tQscYjKigqN69t/CmU027pDf+YzZXzz6eVaEMiGF19SKQVLVZQCSEK15DcdB1
3iYCXNvxZTBF6BbeXNWlu5biKCzNwgeKV2hjm5sKTVMQiY0d+677tQDZQccq5uUNRG+SZWflGz03
U2kt7ySzktiJTerKiAx0bZXZRUqD/nvSJxmY4ZAGJ59zEygOSAOqabf65dnRtMSweJl+takeDGZT
VfUgi4+nFyJqCAePwleH2coHZp5GXFDoP1m7Pd0sfVxc289q5jDhugefefeeZ+KneSxrHIk/728u
2cTSrylZ6sTzmdhy+Ku5Pc++ZsMIgKGwDiCfEUs+rxxKFi4pGu1FWg69qbDJWzpAS3GnNfWMUs6u
qXcJnHNEAX4q1ZiFA8d9sNMJiwp6vdabBqJk0qISW0pYMsDF1ArRfjZXPKu/UjI04/DT0PVLe3bS
9PkZxbpJp7xVkLIVrfSsv2dx0PTf2OaLRn/CJj+mP9zF28dtET35I/YJfrVtM1Wz0HRLe3o136If
95C0HKjSMwoskiO1OfYZ0BmCXUB9UZahiv5kWnlqfQY5vMkMc+l206MRJHJJ6ckwa2WUCOSJgY1n
YgipU/EvxAHCK6q82k0j8hprxXeGGZrqP0TI1rqrRmOGVJxVTNT0+a1MnHh8LKzdRkvT3fb+xDLb
H8zvJtno8kOkaiLmHSrR5lsLewvGmENvFFJxAldfi4TpTmw6/wCS1H09x+f7FZ2qaqVBM8KkipUw
NUe20xGNx7j8/wBiXGPU6GtxBTvWB/8Aqrjce4/P9ivGrnXfytk0jSLhtLJ0maW1k0707Z440Mlz
femTEt4pCpKk7MhXo6ih6K3Hu+39iHpfkspL5X099H4WunemRDbTxO8qFWIdZGNxLycODybm1TvU
9cbj3H5/sVNrmHU2tpVaaJ1KMCiROjkU6K3rpxPgeQ+eNx7vx8leIajqX5MBdOttT0tY7VtKt1gn
dC8cenyXX1dEdor93ZElb1C4DLT4gxNMbj3fb+xLINRu/wArF8sLqN1bWEpfRLGU6W0KDURpcjxt
bxP6l2tEVigesnHb4jSmNx7vx8lZD+VsvkyWXXP8NRLC9vcrb6oOMivJOQbj1H9Sacs3K4dCzUaq
8fsomA10VnuRV2Kvie3klgYvA7RSd3Rip+8UyqmPEjdJn1i+1mBIr6dJASXnqZuEahmduBI5cV5G
nIYRAMTkau9fmvtYFpBbrJf3biCBQC8qhhxUc2/aPLcgAnvmPqCIY5SOwAdp2XEy1EO4Gz7o+o/Y
Eq84eaVn1e6SF1uLKKZobPgSsYtrekEJHXkzxRgkn9W2V9nYDDBG/qIs++XqP2lxs+UzmZHqW7S5
s4m4KsLSADnEwWQg9AKH50zJotNuudR02OZnuI4QDWsHxAUO/wAKqwONLbLvLl/b2/luWbSTbR3O
uI8N3yu7WJ4rNS8T25E7tIjTMObbCihCCeRANELaYWmh+R4LO1l1GWG/mWZPrdqt9ClYpoJeXpym
4jVzBJ6RIKR/FyHKRCCCIqt1Oy8hDTn+rCwgvref6xX9Ko8c8LyAizUvKhUok5UyELX0QRUyGjwq
lF7p3liHT54bK40m4vY5jBHIdRj+szgpGBLD8aQLGZRIeMi8+LcftfEHgVhvmWY2A+qsY5JSago0
U8YoAahkLoT8Xj41xjFFJNa6leCGWIkT+qhjoyg/acNTYbiqg8TtUKe2TqmRdJdtHcxoDIoh+Cfj
Iy8yq8DQKQKYOFNkJgZ9KaGWQmJ+PxMrJVyd6ceYqfvyACLJSaxnMFw1yjBJIl5QkHiedQARuOla
5ZTIrk1G4DXEkkzSTSIQpcsxLEgVrvvxrviQEU9E8y3Bi8sWci19SKz9Mg9QzXd23Q/Rmh0QvPM/
0v8AeQdplNaOIHXJL7BH9bAE1XVyxQFjId6cBWnTYUzekB1JjT9CMmhin5k6hoGnaAt7rcEd1aRy
8fq0iW8hZXRlmZFuEkViluZWYCnwcqkLXCCrz4+ePyuP6IX9Bv8AVZCP0U7WekgKFJMb26kUpy9Q
KqHnUfCh5A5LiHcPt/WhGab53/Ly6lufQ0a7huYLS4nkR7HTEdo47W3kkiU9GZ4pY0pXieO54hSX
i8vv/WrPPKmuL5l0v9IW8t/ZgOEe3u0tBKpaNJVJ9ITJRo5FYUbvvQ7Y8Q7h9v61Tk2dzTa+nr8o
P+qWPEO4fb+tLxe9/MezSSxTUPLcU8k1xatAYXtZxS4kneC6hL2MbMHBMkRopYs/2SCWeIdw+39a
HpvkmVNR8p6Ze2bNp1pLCPQsrcW5gjRSVAhKwRq0e1UIUVWhpjxDuH2/rVN7uzk+qzerdXE0XBvU
hEcDl1oarx9L4qjamPEO4fb+tXktp5v8rXOseXNK1DQoLGx1XTIJkubuO1jS19fmgtOMlkkdOQ4q
A45ctlod3iHd9/61TnzV508u6JYRn6nPNpsOoxaPqAuLRbWOCKJTN6sayWbLJHFTkv2U78hsS8Q7
vv8A1qyb8uJNPvvLdprFrp/6Klu42iudOaGGJ4JYJ5RLA/pw27fu7hpftKPiLGgJOAnySyrIq7FX
yF+grWOcxG6kuHQAuLa1nnUV3FWiWQCvgd8oSAlt87aSi3Sw3UDyCSKNpI3gZJGjPA8/hQihJKhi
SBuOowg0ojZp3lDy1LB5osllvWGryhJbVYovWNs8oRre5nZyiFeMokCpzJpxbh1GtyZDq48MY/u7
ok9RykBXxHT4u4kYaQzjfFlox2+mPfRO52scglnmX8s9XsvMc2i6O0msSW0SzXU3orbJGGqQvJ5Z
FPw0Na5t7dOCx/RLGzu714fXuELIwtGhVatcUHFX5FCiGtCwqQe2+RnIAJAvZN5vy88wrbXN3cRt
SAKxklkjj/dspbkyyssvdaVUHtTKBqATTknTkBEDyfHaaRbXF3qLQLeKHWMSKoYFVLUBp2NR7A5M
5D0ahEE7pDDJ5ej4x3z3M4RjRogtN2YHjydaAjifs7knwqSeJIEFV9O064u42hj+q2QKNKjy85RG
SWrsFFeK1p+ODjNbsSQnuv8A5cajp+gQeZIg1pp0sxigW7kWOeQBSyzRxEhuDsvw/tU+Ljx3xgZV
uwvdjMug6l6CzqY7hpAzMqyKXFFLkEEj7QU8d/i2pWorcoRHl3y/HrUiwpcxRzOh4o7EL6hJVRXp
y2PEFhXpXfKMmXhZQHFKl3mDy5c6DfhJYWKRlRKJKMOR6GqGhVuow4sok25cRi6a50O400P9XW3e
RmLCFNkIAVUUs7NSiFt6fa70wmw4xPcghpkrQGazjEls9f7yhccDuSafDT2OS4k8Xey/8utLiuYN
RglKu3GJ2t3j5gj4+JBU1Bblsf15i6nJs5emF2yHzfc3Nra62Yl9a4C2qwq0SygBpC9OLBhQKe4z
W6AAy+JdhqDWmge+eT7oMM06Cw1eC4fV7C+vNdVOVoltFb29v6aD4jIKx7f6q1J71pm4II5cnWmQ
rfm+68yHFY553v7+xtdPns9NGqFr2KK5txbSXUnoSBgxjCUWM8gtZJDwVa9TRSRIjkrCYPPvmZ0M
835bTW8It45RGUlkkMkgQlCI7RivAsy7K1ercAGpLjl3opVXzv5ik1WbTv8AlXM0CC0luINQZJJI
DKLRriKIhbZfiZwImHIUbYVx45d609CsNLtmsbZr2ytReGJDciKICP1eI58AwLBeVaV3x45d5Wlc
6TpdP94oD7emn9MeOXeU08wufMP5hQ2OnT/4NtvrdzLbx3tktpJJ6PO4u45v3qOVoI4ISHpxHLka
hlo8cu8opnXlSH9I+XbG91XS4LXUJ4+VxD9WMFDUgH0peUkfIUbgxqtaHHjl3laTK50zTI7eV1s4
AyIzKRAJNwK/YUBm+Q3OPHLvK08qu/N/n+2NhPH5HW9tprCG6uYU06SKYTG4Imh3lk9OT6sCwjZT
RtubdC8cu8rSe3mt+ZU8rpLB5O56+dMs7t3FrG1r9cnZEntlgM0dxyjqxoSBQfEw6l45d6aTb8vt
Y1nU21Q6roH6EMMyiwf0Gh9e2IMZY8/i5evDIaEKeBQlfiBYGRPMqzDIq7FXztBPbzqojlWSgBQx
fZ26Drt45jSZ0lPnPV7TTrAW8wB/SIaDjyZSAw3b4FY07djXIS5Fu02MyyxH9IfeiNIufLmhX+oa
rf3SLfxaZZm3haRY3qtkqcUoeXOiUFD+38sxuyT+5/zp/wC7kz7UlxajIe+R+95DqfmrzDcz6jdr
qE9v+lmK3kMEhDXAKsiwv6XFZFAalCCKfdmw4t3DjzpILa8v9Mug0TvBcRBWWRfgkRiOakOpLAg0
7/ccSAWdEI6DzFr098NQu9Rnlu4lpHdTyPKyruvw8ixK/vPs9MHCAKDKUj1Tzyld6frVzLZai7rM
yH6pMvFWVQrB4+ShdmWQ8hT4h1PTJ0GJSzXtLXT9UcWcnP0+TLClJHidWAIdSa8KHYnt+JtRTNPy
l8i6bqEH6bvmS7MU5iOnSDlGVKdXr9o1cHccdqdT8ItEpvbvqcGr3T24e2a5WGNL0TBHm+plz8Ij
O7q3xKOXwqTWjfZIthyeLedvLNx5H8xWv1Rpr3RjITYGRwVilZWDpKEWgZCeVeO4+WLMF51q2rG/
vRceikfpoI6L8VeBIUs5+2eNByPYU7YTFlVPQdN812fmnQFstRsk/S1nF9WW6Z3AlUigYqrqxagP
KtQD8XfjmGcHDKxycrx7FHmkmh+VNZmu5rG1sjcWp5SyyuQqwlABSVmFFHIgE1265PNnhAcUpV+n
3DqfIOL4RkaHNkMOi6Tp9lHc3Nwb5rQcPqFkQLcyNxlPrTACSQ/EfhjQL/K/jjeNlyH0Dhj3nn8B
0+N9xi7D8hDH/fnhP80fX/x3/OryBXDzD56sru3k0mCysNOuyqfu7NAwHKnF3mjMhZevxO3Xc5j5
dBjIJnLIZf15D7AQPkyx54R+nGOHzMr+YMfuTu8vr+4sr7UL2JdR1AuiSwlUSMiFqr8IXcd9lNds
jo9PGBAjdfP70Z9aZgQ4YxjC6q+tXzJ7mGLqGhz+ZKatpNxaw2ylxHaOrqksjpR2RY6BPBRTcjt8
J3EI0ObhZJ30fbGXuOxfz8+qx2mnSaXHHNOl7GZ4JTaqr29CJAz3R+BBVWb0lLmnEUryE48XRBYJ
BrP5pcDNc6FoAb6vHxtoDbNSdgnqci92vKjcgKMoUV/vCBWfr812RFvrX5j/AKbeG50DQDpH1Z3j
uo3gD/WDamSONlN0SFFzSJiFNRv8I6D1+a7Mp8pTTyWt2PNMOjx3cdyyWj2axRxyW4VeLlGmuSrF
uX7XSm3cvr812T0/4Wp/x4j3/c4/vPNdnk08P5owvaLaT2VxG0ts873I0fksLtK8kUhiSMF4gypK
0a0NFMf7eH1+a7PRPKn1P/Dtj+nvqX6X9P8A0vl9U58qmnP0P3XPjTl6fw1rTbB6/Ndkym/w56Mn
ofo8zcT6Qf0gvKnw8qb0r1x/eea7POLGTz7b65oM2oQWN3pQsII9et7Z9Lqb0lllkUSCBqCqseMl
KbKpPV9fn9q7Jh5pu/Nxt0m0XTtJWW11RWNtBdWjm601IyWDm6ijCO77cVZSP5wNy+vzXZlXkAX6
+XbSPWTZt5hiRotRlsjEUlMcjIsw9IIAsqqHA4ilaEA7ZGXF1tLJcgrsVfFnlLzV9XnUc/3LkB18
MpnFMZ9GSecysGg3d3CHdL2aI3csWzCNlCBq7jjWNQKj9r33jCN7NgkYkEbFj99cTappj3Xpp+l4
IaNFU8pLGMMqygEFma3VFV+G7Ia/sMW10f3GXhP93Ll5SPT/ADjy/pXv6gBsNXAZ4nNH6v8AKD/f
e6XXultQuLE7HWZ9E1a3nm9VrUIySqKFij7OKnmrFG6A9ab0rtsjC3W4jRQt1c2upSGQoIpJfhji
UkFgD8O7UDd8QCFmSS7y1c6NHq4/S6vHazRmJ/RIUK1QV+0HUrRab/M45Aa2ZRAJ3TrzjBoS6rbL
o160zW4ciWMBSnGjRorg1Yr15UA8N60hilKt2WeQ6L4pZ9WiS8gVTrlsvpyQ1+GaNvChHfcf5W2X
3YaeYQcfmTXdJeSTTp57ZZYkluZIKAVNOJqQw6inbYeHWMERjazyt5017R9XfVLO5DXlTIfrPKVX
ZieaPU7+pzYN33rUHfGTKTJfNn5wXurBYbe3FlYHl60VVuHYlCv23RKAFtqAHvhI2QEr0LyxdazZ
iKK0VIYijm+dRDCEIPAM78KM1F4ltmO1a9K56qGOhLmeQ5k/Ab/qZcJLIbPRvJ2lTCXTT+ltQ9BG
unuOQtLdnoWFEVpiG6cvhofssegxM+TNM0P3cO/Yn9Q+N+dOz0Ojjksk3IfwD6j7idvlZ/olZruo
a1fTwt5o1FrCzKie0tFjeJAvLYcUUkyca1FeZHc7ZDBpowswFy6k827JqSBwAeFHqBzP9aXM+Y5e
STwXVvaO1rok8ktreH0Qzx8o5DzJCgVDI/E0+LjstfDM4Ekb83U5I0duTO/Kui67LLcQJfRLdw8P
ShMEotiFbiaXD8nb4SjcQBxrSmU5sYINpjmMRspa5dzaXpEMt5HNcfV39WaK3AdQUcyVcEMBHt8R
/HMTEPUKZQ3Nl5Rq2uyyX5m0+5mjDwCGZmKqWBJLKQgA4VOwNds2kI7bsZnufoDlrQxL8ytEOs6R
ZWv6Tk0n0r+3uI7mL0atcRk/U4z60kQNbtom4qeTceIoW5AgKxC4/LLzWiWCnzZqwtLWUS3SXMsk
puJSx9MGRtRUqteA4jutVoSay4R3j7f1Idf/AJfX6aFf2nmDzLfehdQSpe3csqqEsS9u1xx+uX1y
kfwxOGf7I9QfDRQMeEd4+39Ss28u6ReaVcXt7dR3F9qOoLardXJEMfL6rbrDspuJOIZw8lO3I9eu
PCO8fb+pU7N7cUP+gzj35Qbf8lceEd4+39SXi7eUPJ97p2k29n5qjkW1mtDDeevYTTziK6vpIVMq
3S8pGa5kRW/mRtq1AeEd/wB/6kPTfJMSad5T0yys1bUbSKEehe25txBIjEsDCFnkVY96IAxotBXH
hHePt/UqcXM9zNbyxCwlrIjKPUEDp8Qp8SeqOQ8RXfHhHf8Af+pXjM35c6beXukwWXmoW+sx6Xbx
Wf1VdPWaVIbg3UV3BGlyGEfqrsq1joCB4h4R3/f+pWSaz5PWLyzaeWtQ1y5s9OuLGx0KztJxpywy
z2zKVaNJXLvNKsfH0+ZB7hhQB4R3j7f1JTv8s/LkmkW9/dpqkmq2msul7HORCYuXH0lMDxTT8ozb
pCgqT9gtyPKigjzVmuRV2Kvz1hvLGOCz+rJKt4vP647NVGJc8OC9uKgf5ipiQshts9N8s3C6zYSa
NcsBHLA7JISeSkPGyEAEcuLb09srGxZXYWXflq/0e1iv7SWSTULKRZLeTirj91JyHpKeRTkWWvKo
60BqaV6mEcsDEjm5Gj1Pg5BI7x5Ed8TsR8vtYl5t0axSeG/trdxp98vq2kKuAqu1PWiVadI5S3EE
14cSa8sxdDmlKJjI+uGx/QfiOfS7plrtN4OUxBuPQ94O4+xii2Vw8slrShjBk4qNhxJ6tQePfNhb
i9F8ul+nMiMWUOjMkhrQkA0ANPHHiUIy2t9UuXCxEzXcXKnTjwpTrUb17ZEkLGNlNfL0sceqJbGs
N/8AZgnL/u2lIUhCOK/aG36u2PS22MOj06y0ry1qvlyeVLQQaxbSL9ch3b1CtEb1FLU3BPKh60Ne
LUyjLYNjk2Y65HZ5835eySyXl1byJa6RFKxaSbmkXALz4qZilaUPEOeR7cupMtTGNA/UeQG5Pw/T
yDTIWdkY8XlTQEaawtzrd8lWknuGMcCgFkLKD6czgFlZWVV96g4B4swb/dx+cv0xHuqXvSI0ya3s
9UuLqN/NF7DZ2/xehaB40I4n4vSjSsSBpOJ2rTlvTvQICNiA3PM9T7ydy5ccYAuSRrLperyme2kT
TLfTfsXol4O88gH7z4qFV/dnjUn7RpTcZdUokDmWBqXq5Uhr6OW9uohNp3r2fEJb3cER+FSCnqui
ArHzA5/CPA8S3ScJcP0n4OScwygDOOL+kPr+PSQ9+/TiCje6DpltC+raTK14VNbeOilomYkc6g/v
QgB+zWlV5U6ZfHIJGjsXGzaSUI8cTx4/5w/3w5xPv+FjdMPKPnzXbe7WyulklhkUoZylJlWMfCBJ
VSTtsW5caCgptlecDhLixiWcFb280sXMUZ+sLUGN0PNJfTJoVPAq1GHUd/cZqwQDu5eKJjLfZger
fldr7XMd5b2Bv2JRriKLhDGTHQPyUiEpz6/CG3rUZnQ1IqrWePq+1MznAYf+Z+meX9R0Wyh166a0
shfwehKk725+uScoLXdI5q8JZRIOQ4hlBaqhhhFdVeb/AOA/yeEOnTWvmCwjtLOciGO21KxeKW5b
9qRfqj83VZFr24heQoBkvT3/AGftVFL5V/Ku00W/tzq0N9ZuhbUvqd3HLK8HrWwMLjTrRZCGeJUo
BzPN96moaj3n5ftQyXy55V8s6jr8PmPTJF1HVtEaO1kv2mqzP9RijCSSfVE5fuHDkIaBnbpWmNR7
/s/arP8A1NV/5Z4P+R7/APVLGo95+X7UvFtR0j8rbwafe3WqyvFNLaSwXAml9O4md7iP1nkFjQm4
kgkMpBAHEEcA3xO3f9n7UPTvJYSLyvp6aPwutO9MmG5nldJXLMS7SKbeLi5cnkvBaHag6Y1HvPy/
aqbXTX720yTWsTQsjCRVmlLFSNwAkPKtPDfGo9/2ftV5HDafl5YaxoFxbavc6dfadY21vpjSTTiP
6t9YNvGsv1qxeJXaRzGwbi6j+UCuNR/A/aqb+YdB8qal5VOtXGoXcOl3E0Gvw3kN/eTTqblBHbtF
DLbzyBG5DjF6dK7cdqBqPefl+1LKfy5fy/Bor6N5fmSbTdHlaBVE0kzRGal0kPKSOMsiR3ChDVtt
iSwOA10VleRV2KvziQkMCPHfFL0n8vJG/T1mNgvpSByR4AED8Mpkxiz3zZqej2WmN9blWKeZTFas
EWSRS1CWVTsBVQTWgNMADIMLktLa6sZdMg/ublFvNLjU82W5CATWyktJIfXTkBSjPKsYNAua7UDw
sgy9OUvd3/D7I8TtQfHwcH8eLcf1Oo/zSbHvPcwaf9xdQ/VYHZ54BIRC6seLHiA3pFgo+Hv7bDNm
BbqzA0t+r3k1yomgSFIWJIUitCQWAYlwPmFJr2xpMYq31e8e39aNkBhVvUPwqrpXjxatK8vYUO/f
IyI5Mxsyn/At15js49S0yNYNPZiTf3LCFFcbEVoWkH2R8NT92Yw1IjLg5y7h+nu+NByJgEWGfeWt
O8j+WbaOa6vzqupmMQNbMzNZ+oVCsPVdSlVPKhcj4afAKDKYynk+o8EO6PP4y5R/zfeJN8uz8x5Q
9XcSOL3iF8R+TFtTt9R1S9ea9dRbLLIIVUl4Ui5sVWNfh9P7f8q9dgBtmXGMYfSK8+vxPM+8uPDF
382N+a/LalZbq3MvNftI9OARdgBTfkWII3OGE96LPJi2sMPure/t2Kz8h/us/Fy6AUSoqOnQZdEh
x5A9WQeTdOtr6cGZJaK8aDiqsjowYSLvuDsoqp2FfbBNFs+v31Ka+tvraC00W09T61HbpUyLH/ee
ojhf3a8vi238OQFMXGIg+bkZDIxSG5trBnutWtkXTrCV447ZIWjjFACBIYnKBjw+Mqo570FKFsMp
8UuFnhkcceMGr+3yPeO8HZNdO8xwm8thJZ2lvMocjU7dLd5TzPBKSDmzFFahLCuxPI9680DEeTl4
ZQz8hwZRcv6J4QTy/h2HTbyCaW9jBa+U10y1ZIreOX1ZY4mMiKWrVVZyS3QHr1HTMUgmfe4eefiy
JAodEvc22iXPO5lMNz6UjQURgeRHFTUVG/I037ZYMcpdHHnEx5vr3Nw4zDPzUl8oRaJYt5qjjl09
7+G3gSRGfjc3KvbrIOMsBHpRyu/KpK05L8SrhFdVYG8/5JznSblJGaWOYQaSiWutQv6jM55Ihlj5
EF5CrkdmCmoIyVx7j+PghUvp/wAqIfLeoxCKW+00QSPdxPFqMbNG7WqMiS311BQU9AijhVUVqAd2
4932/sVmnlvzN5cOqvoek3aQ6hOIriW3exvFSrWqNGPWkf0eX1eNfhV/2T4Njce4/j4KywxapQ/v
4D7eg+//ACWxuPcfn+xLxW88x/lmsNjaX+hS2kUN1FHbW3oARxSrPcOu1vfvG0aNM7/DyUrIvHlS
iu3d9v7EPUPJZSXyvp76PwtdO9MiG2nid5UKsQ6yMbiXk4cHk3Nqnep643HuPz/Yqa3aXy2kzXF1
CkAjYyuIpFISh5EMswYbdxvjce4/P9ivHrKH8pte1TQNBTSUlfU9GiOmu6PxWwJd1glpfGWqMhJ+
EgNT4uQ2bj3fj5JTfzDN+VVjbwRXEem6hDJPb+V7iW3jWRrdYv3kcE8jXSP6cfpjkqlmNKcTSgbj
3fb+xWT/AJXWXld9Bj8weXIFgs9cjE8nwyCV3EkjMZy81wGlV5HVmqTsFqVVQAa6KzPIq7FX5wxt
Q18MUs18lNfS38UVijy3fpSlUiMaSFVTk3GWSoT4VP8AnTK5MYhGeaVuLeBrrUSJb2+YRmzVRT92
eLMz0HJ1VVB+AAV+EdxESHRsMKQfljUmTVJNMnvPT9YB7C4Usht7yM80KyULqrNyVuG7EjvleSAy
RIPIt+lz+HkE+ddO8ciPiNmQ3vlIXobUrH6taG/dxJaGNk+rXMbKJYwoDiiSkyKv7ClRvmLos5jE
4pbyx7e8fwn9BPUglu1emEJ+k3CW49x/VyPmCmVh+WNhHS81q8BgZnbh/c21TJxYh5AzOtF+LjHs
eprQ5HLrt+GIuXcP09B8SLRHDxERFmR7kfqXnDy75Wi/3D2KseR/ecCrDkykqQxd2bkT9pihXpvl
IwZctcRodw/4rY17hE/0nInihiHrlwy/mxqR+Juh8yf6LGbuDzx5i0Vb17trOxghJitEZESKBQG3
5Mo4gA0UUoNv8nMzHjhDYD9X7fiv5vgH7mPB/Su5f6ahX+aIsX0PTLV5EF9cJEZ6/V5ZeSAOlG+2
oqGbsPn4ZkZJGtg60CUjd/Esl0uTVtBEt3eTKdPhiPpSEpOruCABRGNQQx5UbrQ5VEfzdvLo7E6w
mNZx4n9K6n/puv8AnA/BM7XULPUpqyxLbiQrseKLEJBUCRSFA4ivLoPc4CRe+33N8NMZRvFLj/on
aXwH8Xw38gg9c0SwiDGegQFSJbcNJEUYHlKoVgV48a8JTxA/a8LBGQ5ODOYIqQohvQ4dNN0bS3kW
OOyRpjE1K8eVOTHiorXfpv4ZM8nFJ3SXzJ5tu0jkigTgt1IAtPhf0F+0goVKCQ7soA6kZCOIXbZL
KapLbTzRM97BfagJLiS2mUCFCoWOPgyFAjxyRbg7clbp0IrloFFjzjSfQWGiz3bapbXiXU8rG8ub
OX01km+tTcuLRxRWpj4CSjcKqa/CIxQHHz5duXUOx7NxeuW/+Tyf7iTJ00TTf0VaOljGkUMFukKs
odna2LvFJM6ogc8nHqGilh8PIVFK/wAzudvx8nBx4ierDFv/AK3NqmnSSufq7MbESNWKCNKpxVT8
KqvMUXpt7ZkwHpBYZju+4syGhh/5oaxaaPoUF5d6d+k4Gna29DjE4ElzbywxVEkVxtNI4t2ov2ZT
WoqCQVefWPnz8r9Wmsi/ly59Y/BYGbT9KJjik+rsSzMOMIP14MRy6VP7S8pcQ7vv/Wrdn55/L670
bUY9I8tzPbLZNdx2L2WmpHeTXBhSK2RIY7jk80pjjYlOoXiH2x4h3D7f1qzvyxNp+raq89lam3i+
oafqNvqfp2Ykl+uxyqiqFg5D0ok48mP7VAKdXiHd9/60MqNncAV+vz/8DB/1Sx4h3D7f1peOXfnT
R4bPSL6byrxNy9jbwW8sVotzblZ7y3ij9M2fwtb/AFU+moP7ZApSrPEO77/1oekeSZU1Hynpl7Zs
2nWksI9CytxbmCNFJUCErBGrR7VQhRVaGmPEO4fb+tU4uYLiG3lmOoSgRozkyegiDiK/E3pNxHia
Y8Q7vv8A1q8W1P8AMfy1G2lTah5cW5s5NPtr+K4jit5mii+s8KQpJYpUQxqZ1FVag+wvXHiHd9/6
1ZHrfm3RLnyh9dvtKmv7yfTrTWJtKuLRJbYte8ITG119SljaROXE0QsQKBeoDxDu+/8AWrIPy383
WXmAarHaQS2sdjcHhG6xBJhOWaS5QxRRBg12twhYFgzIxrUmgJ8ks0yKuxV+b4JG48aDFKe6Dqdz
prPeW08tvNGjqJIKcwrgo1O+4brUUyubG0ylW/uPqM6u0sVqFYCUF24k1ZXck7denb5ZST0ZmHps
lB6uhe1F5LGqyGQhErSiqa1WlOXXGArZjAJv5J883mhWtxZCNLuzYpJBbSqZBHJ9lmVSQoPE8fuN
KgZRn0AnMTBqudEi/fX4+Zdrh1ePwuDJEyMT6d62PMHrV7/PkzebVbu7nSMzSPO84d7oAzAIE9Kn
NljQOFAr6e47rQZZj08YCgGjLrpnaPojyqO23mecv84lItS07RDMyfXjJc27LC8U7pH6zyFeUySN
TvyrWtNwB0y7gLhDdKfMOm64SovHlhW3QJbwRqVhPwiqRlSQwdtuteNfhyIjwsjMkteXdY0Sx0qS
31KJmkYvKwdPWWcj4l3oydAAK7d8jkjIysOVhyQAXPPLe/VlEYks4Qk8tsQxHqOOQjVSzUWIU+dD
sK7z5NUBZtNZ7qXS7EXiBWkYGO0gWROZYjgQ0bLMyoeYblt8XFRUMaARTln0DFI/MOv6TeSRzcpY
mY+p6jl92Zj9s8vtEd96DJjEB9Jr8dzkR1pP96BkB7/q+EuY+2Pk9Aub3TotO9S/CQajfmrSs/IS
yyceaTIxSTmqcQQvSoq29MjxG6kPiPxsmWmhMXhlf9GRAkPd0l8Nz/NDHNS8vJJMt3ArTqHrFBCS
7qvIUVR+13Hc/hj7tw4OXFOEuGYMT3EU1arbW7PAdL5rMvJZ7iNkKuDx4FJB8Q7AU/aO+VkHvZ4p
gCkJo+kvHe+o6MEI4l+JpQuCNgPY9Mp1E7gPe7Lsw+vJ/wAKn/uWd6tdeYINM0640lPVjo0ckbwS
TbU48SqshC9f8zlEDHiIk4uIGrDzKe11X61dX0imDldyR39WMNOZU8SjHlSje58elc2cJiqDj5In
cvvjLmhiX5k6zqWkaNb3Wm6dBqd01x6H1aZPUIE0bokiqGT4UuDE0u/93y6GhE48XRWFaX+aGpXL
wLdeQltvXYFmZzxgQi2P7w/VqswFxIfhX9jj15cZevzRs62/MnWL+yvZIPJMVlciyD6bHcVf1b2U
xpFHKHitRHGkkh5kt9gFiUocfX5rsnkfnNX1XSbdfLEH6PvrS1ub2+dxG9tJcsEeEwGBlLQ8wX5S
qQvLw3fX5rszE/4Wpt9Rr/zxx/eea7PJp/PnnS2e0QeXtOvfXltuckdjNCPq87SnmwaaX0n9MIHR
mPpMDz+0tD6/NdnonlTUNK1Hy7Y3uq29ja6hPHyuIfTWChqQD6UpaSPkKNwY1WtDg9fmuyZTP5ZS
GR40sZZFUlIgYF5MBstTsK4/vPNdnnFj561ka5oMOqeXrW30m+sIJdXmisnme3vZCytGGiklooYL
9qP4Qasw7Pr812TDzT52nsLdLjTPLCyJb6otrexvDBcyTWIjLyXFuttMWWvRSQx/yCdg+vzXZlXk
DUpdS8u2l3qFjb6brrI0ep2duEASWKRo348WesbMnJDyIKkEE9cjLi62lkuQV2KvzeUCnsMktsn8
rsG9ezKg/WVAVtuQK1AodqV5+OY+WNoAZXd6XJa0ckR2wNTTaijfiqbE9KADK6ZVuxzXEF3NEzNH
bxoAIonanwjfiGp/N1NO+ESpjxboK20a9t9Zt7FOIeaRPQblUAuwC1p+ycsx5RKLYmt15subGG4W
GZxdXKhlk5yD924aIOaHaRUVAob7NDQb5IIq0ju9YuNQmNxczmaZgqs+wJoKduIy+xWzEhkXktLy
4ku7OF+MDQSl+QBVWccFYMUkKkMwPw06d6UyufJIC/VkaW5u47i2jgiFw6pbx0LRipALM3Lfv+7J
Xf8AycoKkICbWrPT4/q0cQeSIErPRakv8Q5t1PvT6MAiS348u1Uo6Fr1vNqpk1e4mCMAgkoGAYfS
OKAbALtv0p0nKNNfWyyi8t1s5ILrTrVL+7uXQRsKSguzVoyNRWC7nfp8q0hxKSAparIb9zHNIs8U
X7uKRQpjcqSWmCqTGPUZmf4aUUhe2WAMVHy/Z6taarC9jM0kEIaZ7cnmCYl5IFU1ryI3GVZQADIb
F2uhznJOOLJUsZIG/OIPPhPMd/d3hO/zI/MTWf0tcWMEMDxwemsk4rRnQfEAgfkByPfoQctgbdbK
IJNcku8m6/eaveGW+nt7VLVlb443ZmrDM4O8grT0+IHiw37G38qMoiBt6v0Et+n1HhRy/wDCvvnA
fpTvzXq3mQ29kvl+85sAzXCIIY6UC0NJXk7lu/avQgmvV9nQwG5HiJcTRauWSwBVMX1GIyR29hqM
pFxqdwksl0wqHdiA6lUVQGFRQ0I65jw57dHJzWA+3My3FYv+YWm6/qOjwW+hahJpt8JwXmQT0MEk
bwTKTbqzclSYvH0/eKpqKYQLVh+l6b+dUDwfXfM0U6cg95xs3DOaW1VjrZcY1/dzr9n9rl1PwS4D
+CFtfZ6T+bklhqUer+YFuLi50yW2slhhuIEivHjVVm9S3tLeQfEtSw3H7AXpjwH8ELbJvJVnq+k2
z/pvULrUbp7exgqUupI1a2tUjmdRJGp5Sz+o7MalhSuPAfL5hFskOpW9Nknr/wAw8/8AzRjwHy+Y
TbzC58p/mIbHToYfM1y15bS25vb1hfx+skNxdu7eksbJV47iIFOh40Joq48B8vmEWzryo95p3l2x
stVlnutQgj43E3p3U9TUkD1ZY1kk4ii82FWpU48B8vmFtMrnUInt5UjjnLsjBAYbmOpI2+NELL8x
uMeA+XzC28qu/Kf5rE2E9h5jaC5t7CGGZHOqSwtdw3BnLcZEcSRuoERLjmV6seheA+XzC2nt5pPn
2byumjRa3wkXTLO0N2bbUBdG9hZPrFw14jJIVkRT0UMSftLuS8B/BCbTb8vrDzdZNqg8w6j+kBdT
LcWg43A9AAGEwhp44wy+nFHJVQPjZ/h/aYGNKzDIq7FX5vg0rttklZD5dkEd3HL1dWBRqgcTUAn7
qg9sqmoT261W+1AgzDikfwIF2UuNm7sTtQ70pXKSk7pFexTXN8ASQkIHpGrA1rvStV7/AIYmVBlF
OfJejPNr4vGvEgi05Rd3EkgLVEci8k6fC3Gp5HYU8clA2Ey5srmiL6FFpd5GvqrctJeRiEEsancp
SnKRWBJArTbIZDUnIwwsFL1/LHTL+7hgSdLN7lwizt+5WJS1C5q3Gi/Kp98lDLazxUxWfyjrSXLx
6ev6UtRWS2vVVVV4TUfGUkkVC4H2Wav45Yc0eTX4JVH1W1SPTZpJQ2ogzNe09UkCp9P4yWjerdSl
Qf1jgaURql7oEkjC1soZIIq85OdWlPI/GzzGOQl+6qvEYYBlLyS5dF0y9SWTThJHdIFW3twDwlkB
BK0ddh6fJuTNSoA/aGGRpMRztlWh6Rb6fPd+lJHeXr2rRR2EUvGBZpaiQpJIU4PCuxUk0YjcLvkS
OrEBQhkSdA6urGpBj6OCpAaqkDYFhuNt8kDamNMh8saffNOLgKZLdpLSiR8XAdbvifiRjRuDISCB
122+I05unvH3uf2bIDIb/mZK9/Afx70nn/Rl8NRuJnjmkgkuBdFgxYfvGcqknXY1pTr0wyBtxYn0
hLNJ/QovWkspeY4VaI8idg3dlVgCQBTl70zG1BO3vdjpK8PLX+p/7+DLfPEF5LaxNYXbw3Vuwjkg
5H0GMnx/Fxr8QXatD2yOngCTbrOMjqxG2uNT1PzRpcV2kEcMUrukcPqeiHir15F3rWKvXvsK5l4o
iJpOTLxPuLMhoYv+YXlR/M+jwaek01u8c4l9eBY3PptG8E8ZWR4hSa3nkjrvStaYQFYfpf5Yeb7F
4GfzXrNwsbCSdXenruBbVMrC95bm1boR8L0/m5y4R3j7f1Kvs/yv8yrYalbaj5g1LVJNR0yXTOd2
FmjjMsap6yxTXkq/sVZf2v2iTvjwjvH2/qVNNB8i6xpF/o1wmp6nLb6TbxWrWHqBbaZIbNLUcoBd
mEHmrS/YO7f5IOPCO8fb+pWbG8uCKGwnIPvB/wBVceEd4+39SvJ5/wAj1Z7Q2081klvLbXDx21tb
RKZYmlkl9MLchYkaSZmiQA+nVvtctmh3j7f1Ieh+VNOudA8u2Oj/AFaaf6lH6fqqsESHcmiR+s/B
BWiryNBQVx4R3j7f1Kmc1xcywyRizuY+alfURoAy1FKqTIdx2x4R3j7f1K84sfyq1DTtc0HWLO9n
a50Kwg01Rc21tKJooSwLM0dzC4JWQgfEQDuQx6vCO/7/ANSo/wA0+Qtc123QHVr9bm11RdW06eeC
wmFs0cZWOFFR4PgVjWvLl71qS8I7x9v6ksm8j6E/l7y5Z6ByuJoNOVora5ufS5mH1GMKN6TsC0cZ
VC1ADStB0wEeap/kVdir831rTfem+SVMdNuPRkVgSaHoD2yuQRyZhPFLNd2v1GFfqcgE9zGOIAIj
UH06kcfi8PYVplJFMgUFHpkbTm5gIvIQebBCKip25CpZadffsT1yJRRTC41BbDSpoWtIPXv7RYCr
0EkZIlViD14+nLutBy+E1qMlAJ5N6T5unup45LwiW84oqhQoMklViB9nPLc7ClcGWFinIw5KKeaD
Y6zJr9zHqEPrreU9OeJkdIUUs/Gj8XA+SHplAAnVOVKRhZKC8yavrlrpt7+5kntbguI7uT1OZEvK
rmRBwc/F7e9cvGAE24ozmqeZxNNc3CRqWBlKxsq1qamu/wDNvmTIlpp6DceRbG4jiaG/hRpG9EvI
7xhZAgrEpRZ42ZfmK0J6AnMXxCOYbxGNVaSz22qeWLm5MV1GlxHWOVa85GVgCvHjG8fgx5gbUG1S
MuhLia5x3pbbedla1jtZrC3kEPQsN2LD947MRuzEDLQw4WR+Xtdv9c1S3sdN0a3vr11Bt4ZHi+L0
EMqJykHEECM8akUPhiYhBkQn2l6t52Opw3N5JDa6TfMkVxFb+mKPLwV0SrTSK45t041pUdsx8shw
137Od2djJy8X8yMpf6WJP2sX1vTPV1ueTT7eW7s7kf6V6IBCEsrfZjflxH7RYLQnpTqZOHHml2kz
QfX7qGCPikFE5VrypyG1SdvDMbVfwuy0pAx5e7gH+7h+plmuTXaWFjCLiJTKUZjPyCKixqFJZQSN
n77bYdL1dbIKflQw3/nVPq6hbe0tpbiMHkalnCpIw2HIqQ3TvXL4DdiX1Fdef/KVrNPDPf8ACS2d
45h6MxCtGxVxUIRsQcTqcYNGQtpOaANWjLzzV5csbyWzvdQhtJ4EWSX129JFV6kfvH4pWgrTlUDf
uMvbFKTzv5MjumtH13T1ukZ0eA3UPNWj+2rLyqpWorXFVtp528tXd2LS3umeZn9IfuZgnIkBf3hQ
J8RYBfi3+g0aVOpJI4o2kkYJGgLO7EBVUCpJJ6AYqgv8QaKdHl1mK8iudLgjklku7ZvrCcIq+oV9
Hny48TULiqnonmXRNb+tfou6FybKVre6AV0KSKSCPjVajbqNjiqZ4q7FXYq7FXYq7FXYq/N4kV2H
XrklV7YJ6n94EADfEwYjYEj7IY79OmAqQn+nXGpSxxRwpI19E0S21uiFpZI7qgCogBMnqM0fEU+K
u1dsrMeihUnu4be5j9SEwXEMvOe3jUKeQVeLAtX4eP8AKaHqPHIGJTahresQXRHoQ+nx2JJJLClA
aGtNyTRdt8lGNLaj5f1NbC9ju/SWfgSHibwYdiOh7g+Pj0xyCwyEqNs61bXrSBrG7Z7j6hdxBZ5I
neNAjOeSHbdqqQ1O3Q9xj4cZi5GfKJ1SY6Loeo61ayajod3ZPp/xLDp8juJEMYACcUQ8SdiKv0IP
Q4Z5+E1RXFg4o2lOpXGhWWpmw1GzQ6l6aP8AWIakowLMwpQPyAVW3B69Mux5OMW15MfCaY/qXle+
eJtV0mb69a3Mzn04Q7yI44tuVBQL+9AU8q127rymYhrvfdNfIugrf3mpQazci0ZbeKEyXEiU3ZuX
H4tyHhFPetd8eTGXkyG4/JySaaGS1urS9gcgTtJytzQNQhWjW4INO+PEjiKT29tpvk2+eb15LbUK
PDJHFLMrKXPEovptVkoGDFuu3vkTIlmN0R5f8z208n6XvYPTFnHNJLDA5I9MBhwKNx+L7B3O/bjX
KjG5gfH8fMOx0vpw5Z3zEYf6Y3/uYn5pHH5wMs8ltpMUNut2rn1LsOwiADENzJY1oKk9j2oMukHW
gbofRtIu7I3HrsjiXhxkjYMp41r4ePhmFqZAmPxdpp41p8h84D53+pGfmNdejcWthbO7RW8G5PQu
wUN+CCoOW6TkXXEI/wDKWSQ6hqFxdSvG7QqivKxoxmcyM3xbVPXL0SFPe9Z02ze81Mtp9i8z3FyQ
r3SrzJkcguPr8fEv1YcRTwGabNHUeKaxYzG/q4t/fTH8tjO5G/uT/wAyaLq9/r979QTQbyR7WJVs
9TiEsgFJBWQInq8GYkAl6UrRa15b5ildz5Q813d/61lYeUjp1xdXE15cpaOblwKiL4issbycuQlY
/RTFUsl0Tzp/iaA2Op+WLO8Rw17bQxx/WObxopWENC0y8jG1GaQ9Bt4KHqskN2+lNDJ6M940BR/U
U+i8pSh5KN+DN1HhgSw6+07XbPy09nPNoelXM0N4LmOJUgspUMLcZGjnim2h2ZwagitdsKor8t7S
/t4dXN1f6TfLLfSSQjR440SJW34TmMLyk33Lb4FZjirsVdirsVdirsVdir83ep9j18Mkq9H4fFUC
la1oRT3B2pkSlkJaSHV4prW7uXk1AGH1rqRRd+qUXhLIFZ3iHqMrJVy21elMF2tKd+1/rGoTz2Zm
vPQRfrNw4AAaRzuxoipzY8RyALtU7sTh5qyHy55P026t4priZdVkv4Y0WztRKJIZZZVCgSoDEzH4
Y/2qMxUpUA4AhLfONmkE1tehYbS7uw8j2ENvJboIZCJI5Iyzyo0YZ3h2ao9OhqasTwpQVvfyvAic
6qGDRp8NBKAVU/FtX4u+UyFIEu9R1IXtxLFMnGK4jCqPTHAq255Dh0NT1G+IIZxlSpHa6yL9dSuH
F3duGaZp2dyxK0Uux3Y16j5YQRyTxbWiJtRldzLFEbXW7blIt3A7QnnzUhhwavNlNeWxqBkrYWEV
pnmvzNJr2nyX9wWaL0olHCMfu0X0gx4KCXjQsFcfGpJIIbCCSkUUzsfzK+q8rNrVjbLdSTxOkrqQ
7yM/qBGL8X+I1ow7+Jwopkh8oWfnLSrTU+UkLMrkz3MkpuXIcjdmEoYUX4anAFEqS2bRGsNF1Hy9
Z2qPc+pE73MpV3RiVkfk4+Li6Ko222PeuVynUrqxXl+O52mERyYBDjjCXESeK99qjyB5ernXNjGj
eW7221uGS8hElnSTmqsULBomXiqvxkJJNAAMjPMK50gdnZug4x/RIl/uSa+LLNU0R9KeKBkMcLcv
S2NOICDatKdtqe/fMHKbkG4Ax00x/Th92RT82Pp36QS2vbfTJ0kiMiz3MlxBeAcmRQnoyiP7VWo6
9RRqCuZGlNA+91tbWhtAaWxuHsbWwpLPOzRW6MsiSr6X2Uer78wrc+VOJ+/KIoWS1yO9Pd9a0+Rr
zVKaJqkqPcXR/dl+MnKVyWSlk+z1qvxHY9Tlv5aB3tA7Yzw9AieEbcgmXnPQNXvtf1J38nRa/ps1
tEtvKt+bKR5AOMiyBpOP2X+FggPw71+GiwSjUfIMuq61Z3N35D9KGOadp5V1YMSs4S1YU5DhG0Dt
IVjFeSAbE1KqaWujazHqVvqa+RvQnEtu7KusfYYVDu6BvSkEdeXGnxEA9QKKprpl/wDmTeTT2ev6
DbLp8kF2JDDMq+oebrBEG9V2XnHxq3HuTtSmKusfK6L5LmtV8u/oy8t47k2ekx3jTx+pIjDikqy2
/wAMtaMCyDc798VVfy80C/0eXUhNodpo8V9J9ala1kLmW4aSQMWBklp+7CHY03+gBWZ4q7FXYq7F
XYq7FXYq+BYPyt/Mqe4jhTytqyvKyoheynjQFiAOTuioo8SxAHfJK6D8uvzMhlWaHyxrUUsZDRyJ
Y3aOrAggqwQEEEdciRaQURH5B/MoKyHylqrSSOrvcvp1y0vIEEEOyErQ71WhNTyrhTbNb/y9+Yg0
prv9BazJM8w9OwWwlZDwitkHNFClUMJlTkVLBgaf3jEQARbHrzyz+ZB1G6m07ylrlvbNIjWoktb5
pl9BCkEjyKq1lX7fIAfFsBxqDNUoj/LH8ypVfh5V1YGNTIQ1lMmw6heSrU+w3PbFQr6b+X35hW9y
ry+U9XeNWDMPqN0G27qQi0Ydj45EhBV7fyJ+ZcTtE3ljVX+qrRGFhcqJApNBURb15V5GrbU2yuUU
mkXF5B/MmPSyi+XtVa7+KhNncgjka/a4dQDXGt2NbpdZ/lv+Y1vcG4k8s6rK5JDIbG6IkDL1J4/z
EHf+BxmCyKP0/wDLzz/JdyTzeW9XieCJxGrWU4jJdwnFR6dT8LMa+1clGNKBQRMv5ceeLgem3lzV
An2mH1KbsOnxJQ7HLZGgwD6I0/SdFtfLmm2Uug30CJbQRCVbOUXNEiChpPqyzOHFAGDd/GmUWe5J
i8n/ADR/KrV4vMAlsdPvtZt9RLXHqwWdywt4y5WOJypkYmNKDf4qblcHCW+MhVFA6b5X/MCOGJm0
HWnijiQgSQyAABzzEkT/ABsSNuKqfHpvkTEgFmJixWzI9O8va/DLak+XLw+rMqXEi6fJC6xsAWHw
KBxB7nMSeM8Ww+xyc+syThwSkZRvkTaT/mZ+Xut63fTXOnaJqP1qKJVUrZzBHozGm6EV7VB+fXMz
TxqPKi4F7sX8ueQfzNtbh500TUrP1bJ4eUdnKj1BqqtziYAsVoTTp7YZji2rqi93/9k=
uuid:8452d4cf-4445-4380-9d84-6e6e71d2f727
xmp.did:0DC22B74C734ED11A14EDE6291BD77D2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1122e535-2b95-4967-b21c-962017a9f4bb
xmp.did:40516F17BA34ED11B2E6BF5716967276
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4FE0EFC83934ED1191C6D10E68E18892
2022-09-14T16:30:30+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:0DC22B74C734ED11A14EDE6291BD77D2
2022-09-15T09:24:37+02:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\Marco\Downloads\Percorsi Campionato Nazionale Strada_cut.jpg
Print
False
False
1
296.999959
210.001652
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-It.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
11 0 obj
<>stream
HWˎ߯h1-^FJ $(+v|+~bu`;