%PDF-1.6
%
1 0 obj
<>/OCGs[13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
UNICOOP_MARCHE_webinar_agevolazioni_01122021
2021-11-25T18:59:25+01:00
2021-11-25T18:59:25+01:00
2021-11-25T18:59:25+02:00
Adobe Illustrator 26.0 (Windows)
176
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACwAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9S0woS+LzBoEzIsWpWsj
SsFjVJ42LMxoAoDbknbJnHLuLWMkT1CvLf2EVs9zLcxR20TFJJ2dVRWVuBVmJoCH+H57YBE3VJMh
Vq9MCWiMVS/WNXtNKgjnug/pO4jLIOXGv7Te3yzD1uuhpoiU7omvd5uRptLLMSI8wLU9G1/SNZjk
fTpxN6JCzJQqyFhUVDAfeNsy42YiVUJC3GNCRjf0lMCuFCA1jWNL0exe/wBTuFtbSOgaR69T2AFS
T7AYQLYykIiyhvLuq32rWUl1daZPpYMzpbQXXwzPEtAsrRkBoyxqOJ8KgkEHCRSIEkbina5rUOkp
bPLGZBcyvCKEDiUglnqa+0NPpyzHj4r/AB1pJY+35oeW0WP1fVjfiHmQox4qbd524EA8+PDj8zl/
5Of497G3S/ml5PjjeSSeZEjTmxaFx8QkWJo9x9tXkAIx/J5EWG9Q/MXSLK+gheGaS2uILe5S6QbC
O4iuJgzK3ErxS1Na+PscEdLIjz3/AEfrUlDf8rS8umswD/UPS9UXJFCTy4FQhHUNt1yf5OfxRao/
5oeT1jaVrmRY1MdHMbAMsvLi613YD0zWmR/J5EWr3XnS0tJdQe6t5E0+wnFmbpfjeS44JIUWJRyo
EevKvbBHTk1R3O/wVDf8rK8pEnjPK6BwpkEMnHiWdfUrTdA0Tivtkvyk0Kcf5meU5bNryGaWS3QM
zOIXoArIu5IAFTItPn44fyk7pChH+Zvl5h60iyxWVZuN0ymjCH0zyAArxYTCmE6OfxQnOieYtJ1v
61+j3ZzZymCcMpWjivSux6HKcmKUKvqhMimVopk+Y7sGHeXNI1Fm1NJojDavrt3cTRzIyNLAY/3T
xEjtNwdWFPs1B2zKyTG39UONjgd/6xQ2oy66mmXWnyw3MtvNaarGskdtyea4NwyweosEQCc4zy5U
UNyrkoiNg7c49fJjLiojyl0Rg1bXJZNQZjdWxjad7GBLGSUSW/1VWhYOyRqJPUBbgzA8qoe1IcEd
uXz8/wAfey45b8/l5fj7kE+s+bltrgxRXM80U8siwG3aN3tWt14CKdrdY+Ucrlgrx8m40/yWnwQv
p+2/exM51+OVe5M/zF+o/wCEL9bucQc1AgYirNMp5IijrVuNDToKnplOGAlMWLo3+34NueXDA71f
4pif5R6TrMV3LqksNNLvLdxHOWjJaVJQOlTIOj9qfhmTqeCMRCO3D07hXycbTCZkZHfi6+b04jMJ
zWN/mFZWNx5R1CS8sotQgsk+utbSvJFyW2Pqvwli+ONzGrBWHc77VGW4T6muYJG1fHu6/Y8dutZ8
7LpA8oixZb3zFFbXWmRae4igSzuOcptjCynip/eCUtxc0JkkdMnqIjgvHfEDXSveT+jcn+Hq53Zg
xjMTm4PBA5b8R8oxiRf9axGP8XS+v+YJrSPRtOh8yWNvfyXLBLmJVD263EdrLO7RiUE8f3LKtd98
GASvY0R+sBxMnDZobfP9X3Bjsvm78uao9xpkSzMn78NbA8Ue1kkcIQh5/ApjI265k+Bl7/t82uwt
n81flQts6zWEKwRRbq9kAKCSOJot1+0rlARiMOe+f2osLNd81eRINTtbK+0aC5sZrCC6jumijbjb
iK4eICF15cURHHtypTfDjw5CCRLe/wBSkha/mf8AKxo47aLTbeSJkhdka0VY0immjHIgofstMG2F
Cehx8HNzv7UbNnzD+VMyJFJpsARYy4WWyVVT0lmdYzyWisVjkKj+uPhZx1+1dl9v5m/LjWdXEMth
DLd6nIsMU0tsHM3GGKUeoStRxMipv3HhgOHLCPPYeaNknfzV5Bm1mRLrQo4TY3l0bmYJHxMtv8CS
sgUczIeXCvQg5aMOUR2lzARsmp1v8vBZyQ2ekpcRTRGZYUswI5F9KO7JJK8aKrRM1em2V+HlveX2
/D9a7Kmj6j+XWrXcel2+mwLdXULSNbPaqo4xOEZH+GnwtbDb/JHtgyQyxHETsPP8d6NmVWulafZv
M9pbRW7XLmS4aJFQu56s1AKnfrmLKZPMrSuUwIpkJ2BIFfYZQ5r5wvPOTnzE07TeYo547Z5b2zh1
9JLeKR7KQxx+nBDNGw9K2MysjcubfEv7IUpPJ+YcPrR6teatr5060drazMGtEW1zHGs31Z7mM27N
I1zLBLG5UbcOVOJFVXqH5eS6vfTaZNpkl7qXl5JpGk1qXV1ulkEFusASSExIWMkjl24/tJyqCzLi
r1WmKEr1vyxomuej+lLb6x9X5ej8cicedOX2GWteI65Zjyyhya8mKMuatpOj2Gk2Ys7CNorZWLLG
XkkCltzx9RmIFd6DauCczI2UwgIigjKZFkpXFtBcQSQTxrNBMpjlikAZHRhRlZTUEEbEHCCikJaa
JptnD6NvDwj48aFnY7szlqsSebM5LN9o9z0wmRKrJ/L+j3GnJp13apeWcZ5LFd1ud9zUtMXYnc7k
5KOSQNg0UEWpv5Y8uu5dtMtWYhlJMMf2WQow6d0YqfbD40+8opTfyn5YaL0W0mzMQXgEMEdOPw7d
OnwL92Hxp95Wgvl8u6DKAJdOtpAsawKGiQ0iRHjVBUfZCSuoHgxHfAMsh1KKS2HyB5Zh1V9RS1AZ
4kh+qbfVgsZUoRDTjsUBHYHfrvlh1MzGr/WjhRR8peVzEIf0RZ+koosfoR8QCHFKcf8Ai1/+CPjk
fHn3laDcXljy7A8MkOmWsT2zmS3ZIUUo5CqWUgbEqij6Bic0z1KKWTeVvLkyyLLpdo4lYvLyhjPJ
mYuS225LOT8ziM0x1KKak8seXnjjifTLVo4iGiQwx0UhFjBUU2+BFX5AeGIzT7ytLoPL+iW12Ly3
0+3hulDKs8cSK4Dksw5AA7licTlkRRJpFIwrkEUtKYVpPMpct43JoHn0rrFktl5hpczJLb3aa9CJ
FWQuWRJGhPpRo0Cnihf4ZOg3VVUks/Kf5yWuo2Fu9v5kn0pLiOaWQ+aLKSQEOtfWdrWOR4glaxL1
8emKs1/LWx882l0H13StStkczQl9S1iDUnWMhZEkpAiKauvADqu/Y4q9JxQ6mKtccVdwxWnndv8A
nh5Nl8n615pkhvbe20G6+o31jNHCLv1iyoAiCVkNWf8AnHQ+GGkI6T82PK31vynaW8d1eT+cYxNp
qW6xN6UfFWZ7msi8AgY8uPKnFvDFKaeffOmj+SfL0mvarFcTWcckcLR2qo8nKVuK0EjxrTx+LEII
RfmfWxoOlNqP6Ov9V4uifU9Mg+s3J5mnIR1X4V6sa42tJoIgyg7iorQjfG14WjAexGNrwrTA/wA8
No4VhicdjjaKWFcLGmiuKrSuFFLSuKKWlcVpaVwopN8qcl2KuxV2KuxV2KuxV2KvnTW/yv8AMF1+
eFxpP1Cd/Imt39t5g1K4MTNbGW2ilLQvKBxBkmdwUrWhB98leyK3Yxpv5W/meT5mtora7jl8p6fP
pfla5KNAbiOe+eSRreRwvqc7Z5lqp/aUY2iknk8gebn8qavDpWga5bwzQWKXOlPptxbxy3qTqXnQ
S3d7LIyoG+NUVKE7JsCbVHeYfI3mi50nzjJ5Z8r63p3lu8ewFpo99FPJeS3UbqZp/SLTu3Ryz8iP
iG/YBUV5m/LnzIW85+Y7PQ9U/wARW/mVJdCnghug/wBXeSRpJoEQUdSQlXANKDfG1pHSeXPNsv5m
af5jtvLuoaZqB8ytHqRSDUpmNhJKOUsl47m1aBlLDjFGAF+0aUxV6H/zjb+X8Og+T4dY1HTLmw8z
XXrW919c9eORbdZy0aCCQhUXblULU164CUh7DgS4gHqK4qsMMZ7U+WG0cIU2th+yfvxtiYKbW8g7
V+WG2JiVIrhtFLSuFFJllbe7FXYq7FXYq7FXYq+fNO1vVNW/LDzR511nzJf6Z5s02e69O1iu5YLe
ymtifq9obFWWF/VICn1UYtXrkkKkv56fmDZ6frF7dWmmx/4etNCuLqwnjmF1ctqsMTTIjLMqRsrO
zD92aDYjvjS2mdx+dPnCDWr8G1sJNOsfM8Pl76gsMwvZIrjlxkWT1ynqJw6enRvam7S2p2H55ea7
iz0fV3srF7DzBLqsNppsKTNeWh05GZGuJDLxkHw1kAjTiu9d8aW0JJ+YP5m6xa/lxqSalp+np5ov
mD21vZTlE9JWTjOzXdZo2ry4LwoafEaVxpUXafnj5tlbT0ltLBJLrzJf6JMnpzArb2ccbKwBm2kr
J8RO3sMaW0jufzp806t5TVNcsNMu7PzD5e1O+FrFHdQiNrN5IjHI4uWZ0kER+wUYV67Y0to7yr5z
8zx6xewT6rY6X5c0zynp91FZyxXK20KzWymMLKtyZlZXkCmSrMyigHKhxVmP5M+cb3WLrzDolywu
F0Z7OaG/pqMZmTUIWl/utUknuUClPhq3EjdQBgKh6bgS7FXYq7FWiqnqK4qptbIem2G2Jiq4GTsV
dirsVdirsVef+cfzv8k+U9cm0bUWmkurWKOa9MRt1EKzEBPhmmhklajBisKOQu5GGkWl/wCbd7o2
kDSb7R/Luk6x531y7ittFlvbWOVzxHN5WkAWXjGlOjihIOIUsc0vzB+Wxax/MbUNJm1jzN5uiWT9
HiG0m+pz6JbEXbWxuTF6PAR1PKUs3w0HbCqA0v8AMD8k/L+q3HmZ9Nu59X10nXnkv49NNzZRzyGN
fQZpY3+P7YihaSTjuRjRW2UwfmP+UQ1C4vY9AWPV7zUm0i7f6larcyiWEzPdSvyq1q8VWZmbkR1X
BSpP5q/MbyFf+QZbHT9AFlDJpt7qHk9r/T7J7KV7EN6j20BM6oyfE1JYl2+e7Spppuv+SbWHy3qX
mDyiG1PWF0tZvNR0+xWGTUL+2Dq3qhkmJryDMkdFO22KpR5y86eR4tD8w6XbeWZfL1/5Zs4kmvBp
mj6hHaQ3t1GhtkjS5kgrP6zFomYbcmO4oStp9eec/wAqDqno3nlxLm2065j8tS6+1haG0gneMobO
rt66xqrFG4x+mK0rQ7hULon5qflxZxyQ6DoE/l4akb2zt9RhsrGKJ7nTImkZCkMvNuAeqc1CnlSo
+KjSs5/LPWp9c8iaPqs97LqMt3Eztez28VpLJSRlq0EDyxodqUVjiUsnwK7FXYq7FXYq7FXYq7FX
Yq7FXYqxLVvy30+98x3PmGz1TUdG1K+gjtdQfTpYUW4jhYNHzE0UxVlpx5RlTTbucNqkn5i6R5Ej
84eWdX81Wtxq8t/MuhaXpskdtPYJNdMW9eWKVVPLahYE9qLiEFI/NH5DH1bVPLEkX6IGo3WqXeiX
rwR20c1xCIlFqjWN/Asa/wAksD024FcbWlj6d5e0e9hGveaL618822lJbeYLjy1aM8Zs1cvEZ44b
O5S3CJxVXpGeO4oDirNE/LHyhfecf8cyLPPqN3Yi2eOWiwsskXpGZoiiOsrQn0zuBT9muNpSlfyF
8omySxmvtSuLO1s7vT9KgllhIsYb6vrm3IhVi7BivKUvtt4Y2ilJ/wDnHzya+o2d+99qMkti1g1u
JHtpCp01FjhCyPbtMiME+NEcITvxFFo2tL4vyH0BPLus+X5Nb1a407XpBPqPqtYtM84mjn9Yzi0E
rNyip8TFaE7V3xtaR835NeVpdTmujcXosLnUo9audF9SI2Ut/GKeswaJpviO7IJOJ8Nhja0xWb8v
/wAvYbKwTTpNa1mPTtevrSUaesUz295qCeldG5rEnGCDiKsPs1/axtXp/lLyxYeVvLljoGnySy2e
noY4ZLgq0pBYt8RRUXq3ZRgSm+KuxV2KuxV2KuxV2KuxV2KoXVf+OXef8YJP+IHFXzP+V3kPzdrX
lvQ9U8t250GmiatZ3muGWJPr888ksdqoWJ3mpC1PjkRSvH4ei1kSxCMl/Jnza3lhLSz0TUYNSc6a
NRhmu9ISzle1kYyyxpZ+izMoNRLM3qMGINSKltNPT/zG8i6he/4KtfK9hFbWWia3b3k6W4ggjtrd
ORaRImMatxZq8VBJ8MAKsc/KT8tfMXl7zBaX2uWmorqsCXsWoastzppsbsTSco2kESi/n5faH1g1
RgKbGgSVATnRdB83+TPOfm/ULTRJPMWn+ZZkv7Oe1ntYJIplDA29wLqWEhKv8Lx86D9mpoFWJa1+
Wf5gah5g1S8GmEavqOsWWoaV5nNzbk6dZRgmS2J9QXA9OvDhEhR/HYYbVR038sPPdlqdjcXNj6Op
WOpahfaz5t+sQv8AXrGWP4IPhf6y/OnHhJGFXqOpxtWNfl7+X3nHX/KOjaj5YtjoZ/QuqWl7rJli
j/SMs00iW8QETtNSOgHOVV4026LVtATh/wAmfMp0K1trLRNRgufruky6la3V1pC2kgtQ63EsUdl6
VStR+8kJkkB3FcbTSd+cPy7823PnW2l8v+UbDT9M0/UtNlttTtPq6yyWcA4zpya5i9FAHoYEtuL9
SxIHJtUptvyY8wWlhFaQeV4F1Oy83RalFq8ZsVD6QHJ4xyeoJwqcQfSZR2oDvRtaTCD8mfOw13WN
OgdLLy7pMeqXHkm5EiHhd6qihV4gtJGLf46MVBDHktcbWmS/kv5D1Ly1cyT3unajptxLp8Fveief
TGs5riJjyeOKwVXZvCab4yGIbcVIJUPV8CXYq7FXYq7FUl82eZV8vafFetbm5WSdIWRW4kBgzFhs
1aBemKoOTz5pa68NNHE2i2xuptRL0jQBRJx403+BlPXvhpUavnDy87RItw5lmdo44fQn9Xkiq5rH
w5r8LhqkdN8CuXzh5faATrcO0TuscTLBOfVdywUQgJWWvA/Yr0xVC/450j9IiDkGs3tY7mG7Tm7S
PJMYREsKoXLcl6Df2w0rWs+e9GsNKa9tmN7KYjPFbKsikosnpsZDwb0gG2+MDfbrgpVeXzVBDod5
qbRrJJZzNayW8LOR64kEQQPJHF+0wqeNPCuKpff+fZbLTr2eTS3ku9PuPq93DFKDElQpWQysqni3
Pb4K1w0qbeadffQtKkv1s5L3h9pEIRVHi7GvEfIHAqhq3mW606e05aeXsrmSCET+qvqNJOacYoQG
Z+H7VSvtXFV/mLzDdaMBObH1rEcBJOZlRi8kgQRxRUZnfflvxFO+KoKPzs8l4IYtPaWGea5trGRJ
VDyzWoqwZXCKivQ8TzPuBhpVObzzcQaZqdzJpbPc6XKIp4YJhJEDwEjEzFUpw6N8Jodu+NKye0n+
sWsM/Hj60ayca1pyANK4FQepeYtH0yZYb249OQp6pUI78Y+XH1HKKwRORpyagxVRbzboIMw+sO3o
zfVnKwzMDPWnpIVQ83/yVqab9MVW6r5mgtPLza1ZQPqMAUuixfD8KglmcsKoF4nltUHtiqEvvN01
t+j3+pBba9t455LuZ5lhiMhUCMyRwTLy+L9riPvwqq+YPNL6XctbwWf1t4LR7+6Jk9LhbxsFJX4X
5P1+Hbp1wKhrXzxFc30Kx2h/Rtxd/UIrwyDmbj0hJQxcfsduXP6MNKyjArsVSPzTLoKxWravO8Md
o7ajGEVn5CyjMknIKklVCEkgbntirH7HTvyx1GRLDTdRgmURXKCC3uEdG9feQcxyrJGIfshqqBuK
Y2qjok/5YLqVmtlrlvNNBM8duwa2jgnluYI0EayRRRRTMUlTiEYkknqa42qnPqH5eadYpHc+YZ7W
20o/WrWeYBFtfSkljKK7wcC3MMnpycnOwp9nG1XXGm/lXThNr9ojwRvCRJeWpKtaTNPO7rIGHNGk
PqhxQA0KjDaqeoJ+Vn1SVH8z20KR21xBdJa3NkHkitz9cmHoxIfiirzIjQEDrtgtUzt9R/La40a7
tE8wWklpq1xJcsXu4FkE0ksdVUEqVZJXjHFhUMQDucbVQml/Lu70m7sj5stmjv5Prd9dLe2Rkm/e
rACx4lFQTcUHBR8Xw96Y2qr5j17yX9QutL1nzYIonht7idmktVb6tNL9WSQMIeJjeanNx9k9Sq4q
pxaj5Eu76z1VPOUTz28EYt1e5sPhSWH1gxieOqNJCpcmgPGvYY2rtRvfJsmt2/6R82tb6lYO8dtH
dSWcKmXmUb00mgWOR0PwkoCV27ndVq4m/LuGU3a+ZYohLLK9qsF1bsIZbuZbSWWEKrMP3ziMs1VQ
n9nG1VHj8j2Ol3HlebzTFAjF1mt5LmwSdQimSZWHphvs/E5YcgBWoGNqjZfMf5dpptrZajrGn31o
qRvHNdSW8sfEoTFJI6gQoGT7DGnLtXFVnmJfJF1qrQ3+uQWN/LDHZXFoLq3jeWKUmWKJkk5MOfBi
vGjEVoaYqgJD+WFxo05XXbSbTZdQN415HcW08MFx6POjPSSFE9Jf927b+4xtUVHrP5f3WkL5btPM
lokU6pArW81opm+tPKgijIT0WeR4pBxjXlUdsVWaxceSbW0Onat5pVbawiMd1p8lzah3WzQXLK8S
IJeSRUZglG40rjat3T+SNZs49Vk8yo1tdO2m/W1ubaISeuQ/1BvgWj1H2NpPHG1X6TF+X91qVvc6
XrdtdI87XNpYW93BLC1wsYjaRAhLswWm3KntjasyxV2Ksb84W/lC6hJ8wvIsdghlYxS3UNI50kRg
31ZkMiOkTgoajbp0xVKdN0n8rrTUFvNOj/00w+mJoHu5CbdoxbE1UsPS4wKGb7NQrE14nFUssvJH
5LWUWnm2sTDHp90l3Z1k1AelPGIuErhm+yf3XEyfA21K1xVMbvTvys1HTpprlDHa6tNc3kzcry0k
eWONZLljQxSJ+7gDFdgRXY8jVVBDyj+SMcktxG9rBNczy3kiR6hPDIbmcfE4iWZWWVfU+Ci8kr8H
GuKoyDyj+U9xZXl9CI7u3mt557uVb25nb6vLX1j/AHruq8lbZejcqfETiqn/AIE/Ji50/USIrGWw
luBqOout65iWaZ1lWVmEtIw7IKDZSNum2KrrnyX+UN5ZLBNJBJYGCKNYP0nOIDFbyxpG3AThCVkt
0TnSpI4k9sVRGrW/5W3ttHe6newkTQIYppb6aOdo7VjOvH96s3ONmr/MD1xVrS/JP5cwI95aXbyo
kvFLkancEQtb27x+mjpMOJjiZ2ap5ftsSRUKr/8ADP5aT2Qubi4t7uCeeaP6492AJLi4VVmXnG6I
0jCIVHXauKpXa+SfyMspILm1On28tuCbeaLUHRkDSC9qrLOKUZRIv8o6UXFVmk+Qvyqvb+9h/SP6
Znu7q4kW2lvmch5I0aZUMbo8/EcG5OXKsA1Q4JxVDTfl1+S7z6p+kdRt7qzv1gM9jcagvCP6r/o6
yeqHWflz2ZnkNWJrviqZappP5TQa/PZ3/qrqsZTUJ4PW1EpVAvBqK5iO0cYCDrwjFPgTiqrW+nfl
jbNL6KSRxojPcxEXZRDLdK5MpYEpJ66fZJBG4pTFVaLyr+WlrA1zHaMILSaKypyvHX1racmNEjLN
6hWVyCVBr0Ow2VUZvJv5T3lpeagtvHJY2xe3uPqtxc/V15QxxGFIoJPT4iMIFRFordAHxVVm0j8r
AVieeIXP1kMsa3k4uhIZPU+rUWX1xCsknI2392pNSgxVfoujflbF5mhuNJFq+vwqywPHO8sgV1eZ
qVdlPJbpj7j/AFfhVZrirsVYH56vIodetYn8uz6sZrVljuI5rqOJmPqKYGjhjkjd+DOyFt13Pwj4
sVSSa9kRFu7DybdwMY5Xmgje65SI8srvb/uYzEoeShYFqitOBAqFLUV3fxXTQXHla9ni9YenJz1A
Frf1I40jmPpTJIIwgfd1FFOwqeSqL0jUJLz9HaXdeRpLPTVSV7WLjOqWwjiS4AlBgSMtLOlFPLlX
qK/aULdG060/SK2i+UrjTXume8v7j6zduvqRJcRoqyDhIA4oD8PEhivE7VUoS3u7iJZp9P8AJUts
92sVrqcU7XTFoLpGlmVFjhaVaU4liBvQAVNMVTPRroJqwceT57UeYJoJtSuzNcUWaKaRkJjnjioE
48iAFrXoVoWUMSuvLtZJfqHl3UrJ1P8AocSPO8KKjxytyWeMTSOzu4cqePQAsu+KU9uf0Fp2gQ6g
3lG7jhuHuxdI9zclraNUDFy6+oU9RkVQBSjdN+qqtbajBd6SLeHylemwLpdRsLq6Ycmt1UHlEsk3
pCJuARQap9lP2cVQuo3c95p0emz+R7mSKGWKe25fXfSSVY3hh5IkfJxHFFGrVZVatTxOKoyCwW/u
RHJ5WuooZLiG3uJ7i71GQlJnHqlo5Fi5hVirI5Yr6nFqv9rFVLS7yax1yPULfyfe26zTOGBku6iV
pGhWU+qVi4ejX004fDyopAJxV2pW6WFzN6vlOS6sxLNZRTm6vwvpq4WL9yEuNmDIqMnb4UFAFxVF
6jrV/frJDe+T7oi7ENy5jnn9QEuLSvFYQVeNCWp9njQk74qmflzy95e120XUb/R54Z2DR3FlqBkm
V/jdg7+oOMhJct4KfAgYqnh8oaGbG6sikzQXsglueU8zM5AA+Jy5Yig8cUKyeWtKjtrm1hWSK3uo
4opYllk4gQpwUrvsSgUN/MAOVcVQA/LzyiKD6nIVAK8Dc3JXiW58Spk4lefxcenKrdScVVdP8jeW
9Pu7O7tbdo5rEu1v+9kKBpY/SdvT5cOTJsSF/hiqfYq7FWCef/qP1/lcXxt1W1/0gm0a59CFhMrS
K5okfqCvIA82CDjWhxSx97iLVLNv0H5suoBYWMc1vYrFPbiSGwUxu6DlH8ExX7VW69KrsqsuAY7q
80e+8y6lO3B/SUCUQtSK4RkVvrPqOEZeRVpeTCnhyVVMn9OCwEEt/f2+iro62SqVAiiSY8Le9YJN
6vF/sqOXMUPKgxVKXsLq41+Cyn1u/i1P94YvUWRWhjjty6IwTUObkxsWZ1DbsKlDXFUc+r+TL2ke
pao80lxoiacwubSSZnko05cgNMxliKfEjVPLbkWriqCA023eW2bzhe6fp6QPLbpHb3NrAsVzOBD6
RjMKqEMfwqFoVaqkpWiqb6tcaBDrFjHqHmWRRobQiS1nhun9SW3d5uauz8JG4Dgz8XaoHxVahVY5
qXlbyyl0bOfUprY2iSXk091pDtBJ9Zikdqen6TCWFJU/vauH4jc0QKrINO8pwPLLH5ie0SC4mn+s
nTrqLlNeEiRbn1JPVJ9BDGpQRrv1LEgqpq+g6Jaz2VtL5kFtLpOnxC6NtazxO1tPdiRPRkjf4VkE
vpVjPM9WJ3AVVPX0uunxWnmu9tobOG0svQSz1JVZ7JCJW4q6KrFWX1AVKoKcwajFURozwXC39jae
a9QD3FtLb29xd29+rQl1E6zc55Ag4xo/AsFdqN8RVQAqpataafqH1HUo/NtwfUtDFp9xBbXs0okK
LatIvpSfAzyqSF4B3YlasAAFUDA8VxaGJvPd1FdTKyCVYdSCrLGyI5iaSZFdeci7kb/s8V5KVVS2
TSo5Vt4/NdxHeQyR/uIra9eSKLiqCImCd+KvJRwOXDk1OB6YqjrC805LG+aPzldz2hW2tUeaO8Yw
yXUomh5nkk37xDw5iRTQ05LQYqgrnTLOysdM9fzpMkv+lDSrj0ZeXpwKsUyR05GLiE49ye1TiqOv
rjSb6WS+tPOFzFLLLb20ggtpy7NbFCIkWHhMzNVw61YcpNlB6qo/yFfWTak9sfNs2p3aJFH9SnUx
mX0o5E50neflzCGX9yUO1ZK4oegYq7FWG+brHzBc63EbHRbO/shZyLLc3ENvI5ciT/RyZZVYxseJ
KBVBP7Y3oqgdKstd05mubzR9LsJJ7GWG2tLdILcTXZNIrST97Ny5LHy+A0oab0xS3cw+Y7awsbXT
vL2mJO1p6pskhg4rIsjLIER7i1Kqq3Hgf7xqsD8LqoQ+X/Ovrr6ekaXAoid43jtomEUrQ86LzuPt
+pSJaqybc6AAAqrbe1/Mm20WOzsNFtLC9lgQXN9HFalufqMrqYzcFK8aN+0tK0AJCKqm9xo+tz+a
LV20Wx/RdjGwglMNtUlrctx9RmklQC4YiiIvjVq7KEoay8+GC7SPynpKgIkkIMUEZmmPN2BCXTca
SlWqW/m8dlKlbaT55S4u5rny7p11eXs087XE0MS7iIrCpKXErOpPZ+NB3qfhVTa6h84XWmpfT+X9
Lm1qKW4WQSxB6xGMRgoxfmC4+FqFuSincYqlkY84X81yR5YtIlS4FvNC9tGodEFRMrySW7P8QoHV
jQfsE4q1qWm+ersyPeeVtJuZEVF+sLHGrSACaPr6ssyiNHRl4EMDUA74qjNZ0DVILb61oHlPSppm
WF5LS5gh5fWEDoGjYyxqiRBF4in7dRQ8sUKZtPPgvpb2Ly3poueMscMrQW21OUaMXW59QCSARq/x
N9kLxUVYKrZtP85sywT+VtLuLG0QQWyOkTIVl9IzMFLzOoLh6LWlN25UxSiPMGh67dFm0rQNOksp
bZmSC9tLaSWN3RH4IpkiUMZN25llqo6dcVat9P8AOUskk0vl7SI0lkSO8gMIdpoVZy1GaZFWnpRA
VVgSQ37NMVQFpp/nwW0qv5S0q2CxQyraxQWhie4jKKtR9Zq5iXlwPJOPi1ACodqWgebrqBNNm8q6
VJpttbPJb/V0igCSyhXe2SkrOisxZZGjC86VrQ4pTqHSNREdvZny3pz2smnPLcCUBx9ecfFD+85f
AzRx8i256/s4qivKdpr1vqVy91oVhp8EyxB7qCOK2meiMTVYZLv1KPQUZ1C1NC/XFDLcVdirzn8w
rz8s4tfVPM13Pb6nFZRz8oraaZYbQTugmeWOCZIlMjFWZmA6YVtMv+VY+WryIXDXM13JcTG8kvW+
rSNOz8WUv+5MbopHJF48fiPjgVLI/wAuvIllBHpcV1dXFzDcC1meFI7ueN7hVlRLoRwSiJAo5o8q
qE5cgwPE4rb0SFGjhSN5GmZFCtK/EM5AoWbgFWp6mgAxVZZ31lfW63NlcR3Vs5YJPC6yISjFWAZS
QeLKQffFViajbvqElgEmE8Uays7QTLCVY0AWcoIWbxVXLDuMVROKuxV2KuxV2KuxV2KuxV2KuxV2
KuxV2KuxV2KuxV5z548itrvm2eW18y22lXWr6I+iXOnSW63FzJZtM8s0kFZ4uLFWKVMbAbnr0Nop
jk//ADjZZB9X+q6unDU4xDG93bXFxLHEkkEkcblbyGGVYvq1EHpDY0bkKDG1pq9/5xtt7ia6lTV7
aGS6V+U8elxRzB5dOaxlAaKaJBEzt6wjVAAdvfG1pCXX5C6fbRWkQ82WVlpttfSXscLWEFQY/q6z
RxyvPWLi9p8ZSh+Jg3eptaWX3/OP1npsOkxz+a9P0uy0+V/Rb9GwQTTs8jSkSXLXHMv6bemeNAVU
VXbG1pnPkD8uNH8q6rb3VhqEE1NGg0l7eGJIvVlsZWNzdkrI9WeWX94tPhbqxOAlQGdXV1a2lu9x
dTJb28YrJNKwRFHizMQBgS3c3VtawPcXUyQQR7vLKwRFqabs1AN8VbhmhniSaF1lhkUPHIhDKykV
BUjYg4quMkYkEZYCRgWVK7kLQEgeA5DFWhNEZWhDqZUVXeMEcgrkhWI60JRqfI4qpWeoWF9G0llc
xXUaMUd4XWQBhuVJUmh36Yqr4qpSXVrFNDBLMiTXBYQRMwDSFV5MEUmrUUVNO2KquKoe21HT7qWe
G1uop5bVvTuY4pFdon/lkCklTt0OKr7e6tbgSG3mSYRO0UpjYNxkQ0ZGoTRl7jFV6TRSNIqOrNE3
CVVIJViobi1Oh4sD8jiqjJqOnxoJJLmJEMnoBmdQPVrT06k/aqKceuKojFXYq7FXn35iWehT6hJJ
qCcJILONpJ/XSGQwerL+7gVkPqVYVlrIgA41YAtiliU1r5BtLiW8n/SoguWheImOwdTJdW3rGhbn
zj4cQyEFWbc+ou6qqs9p+X1xKLC2h1OZyz2tvcWP1Um69RGgDtKyolW+tFV+KnFULeGKpp5N0Dyr
rN3qMUP1q2YRlYhJPaNLNAWKGThFHyBBUf3lW+Jf2eOKs+1LQZb+3s0kvpY7i1Vle5RIuUnqRGKQ
lWUoC1a7DbFDG9W/KXSbiBV0+drWU3TXM7yIkvqIwUem2ykqvpqVqfHepqFNqi/lD5V+qiCT1ZG9
P0TMwidinrLNQ+pG9TVafSaU2ooZJc6J9Y0+K1kupPVtphPa3ICckZHLRjjx4MFU8NxuN+u+KscH
5U6Kbq5uZbqd5Lm6ivJABGoLxpxblxUcuTMzb7LWigCtVVN/yd8rMJAstwoduSqVtZFQcY14ossD
qFpCo6YqyLS/Kmk6bHeR2yvwv1YXVSOTl5JZGYsAGLH1yORNaAeGKpVeflzp1+YGvb65na2iEFuS
lrRYlBCqQ0DAjf4h9l/21YAAKoFfyf0AxlJLq5bkx5cfTjBSjKoIRByYK1ObV+hfhCm0TD+VXliG
8lu4jMjySXEioogVYxcxrEUiIiDIkaLRFB2qa1xQmfl3ydaaDd3E1lczNFdAetDKVerIKKeRFdqt
08fbFUJqn5a+WtSaWW4EpuJWlf12ZJihmmE59NJ0liUAgqFCUozVqTXFUL/yqjy2t8l3BJcQPHIk
yiNk/vI7j6wG+JG/a2Pcjviq2z/KTyxbC3Uy3FxFAQfSn9B1cCg4N+5BCECjKhAbvXitFWz+U3ls
vCxmuT6CoqK3oMD6bSsrHlCfiH1hqN1G1KYqyC+8u2l5run6zJJILjTlkWKMN+7IkFDVfHFU1xV2
Ksa80/mD5M8s3sFtrt4ba5eJrmKltcThIVYRvKzwxyLGoLAEsRjSppqPmHR9OutNtby4Ec+rzG30
5QruJZQhk48kDKvwKTViBiqJN3p5v1s2mi/SAiM6W5ZfW9LkEaQJXlw5EAnpXFWtQ1G3sLcTzpM6
F1jAt4Jrl6uaD4IEkfj4tSg74qicVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirzb8y
/wAq7Tzrr1vOddGm3cNhJbRWgj9UuGnSXnJH6sfqxfu+DRspU161GDjANdWXhyMeKjw9/Ri//QuF
uhvLkeY4luJZZrme7a0eRmMkV1ETOJruSJuH1jqqpslDuS2HjCOA3y5oa3/5x200WBn/AMUWM49F
7ea8OnxCNfVuhdr6QjuESJW5emyDZo2KjjXB4sauxTI4Jg8NHi7qTW2/5x0sRAWfV4pZylqLW4Wy
AEAgv3vnEAM7cEdZPSVQ3wqOrdMlxMCKewxXVtLLLFFMkksBAmjVgzITuAwG4r75ASB2BZyhIAEg
0eTbTwqAWkVQzcFJIFWJpxHvXamHiCBEnovwsVsUsUsayROskbbq6kEEexGAEHcJlEg0ea7Ch2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KvOfPyeUf8SCbWbm9tpYbKORpLdYmiVQblI2K8Xnf+9lD8VK
fZ50742bSjIbJdpo+1Z4MfBERIu9768Pn/RHmGOaZ5i/LWKK+0eyvdTvINSg+qyzGKINKs7SsxEs
ixyFle4NWbqQPtb5GOjEQRZ39zPL2xknOMzGNwkCOdbcPS6/hUL1PymcGG+8z6nFI0ourmB4pN3i
CoFIW3ZOKlP2SRXoemV/ydHvLkw9ocsTtCHKuR/W3y/LNpdQlj1/WHMjNIUVaIqJIvqenziAK8pQ
WHfj0rSr/J8e8o/l/JURwY/T5Hf7VbW7j8rBfy3UnmDU47m9liuKRRyhi0aACPk8I3dZasGPz9zL
s+JJNlhi7dyQiI8ECACOXf8AHoptfflIInaTW9RshKChg9FgYyZDIJOSQOvI07Mduu4wfydDvKjt
7LtcYGvf3V3rZH/LW8MiprOrxmZrex9eqQcuHP4qOsbBf3Xx1A7UHgns+PeWUO38ka9GM0SeR6/F
lGg/mN5J0fy6PQmvZliiW4NvOqvcCIzC05cwwiYc15GjnY1zKw4hAUHVarUnNPjIAPkmcX5w+QZL
S3uWvpIhchfTje3nqCzlOJZUZKgqf2u2WuM2v5t+TRPLbzzTQ3EfLjB6RmdwrlKhbf1itWH2X4t3
IAxVp/zf8j/VGuobme4SMK0qR20wZEYMeZEipVRwNStfuxV1h+bvkq9vDaQ3EiytGZbb1E4CYBC/
GPkRRtqAPxqelcVXyfm75CimS3m1B47hgS0LW9wWTiCTXihB+zT4Sa9qjfFVK0/N7yheQzS2huZl
hZlUCEr6ipTk8ZcqpA5LUEhhUVGKtj84/IHrxwtfTI8yq0QNrc/FzJACgRlm3FNhTwxVqf8AOTyF
CULXkxjaRo2k+rzKE4KrszK6q9BzA2WvtirtQ/OLyNZyPGbqWZomCz+nC6+nUkcm9UR1Hw/s1J2p
XFVtx+c/kKCQxPeSmVZBFJGIZKpWQxsxqACq0qaVNOlTQYqm2j/mB5T1i9t7LTb0zz3SyPADDNGG
ESqzbyIn7Lj/AG8VZFirsVdirFPMXnvS9E16LTb21aT1LdZDcIULAS+sQvBqfB/op5NWgqtfEYub
VDHKiOjtdJ2TPPiOSJHOq93D1/zth13QsH5maFdadfX0Nq5j061kvIUlMSNII3mQKili6sRblt12
B3yA1sSCR0DbPsTLGcYEj1SEeu1iJ938Vc0I35t+WEubWS4sp47hj9Xlm9MMYvUIPEN9ohmC/DQH
2qrBYDtGHcW3/Q9mIJBia3Hn+PiPPcWv/wArX8qpElyLa5W1CSE3BiReJUQOUALBjVbpD8PXtXJf
n4c6Nfj9bD+QM98Nx4u6/wCt5f0Sq3n5laDbavcadfWsvrwO6QFVWQuqJ6jNvxVPs7DlXxpidfES
IIOzGHYmWeMTiRR5+Vmvj+Oagn5t+T5RbxWkczmZwtsGi9OPlxRzRjWhCydKf1wHtCHQFmfZ7UC+
LhFc977/ANTNrWSCaBLmEAJcKsgalCQwqK/QczoysWHSTgYkg8wvaKNiSyAk0BJAPQ1H3HCxcYoi
hQopQmpWgpUnlWnz3xVyxRKxZUVWNasAATXc4quxVasMS8eKKOFQlABSvWnhirZVSVJAJU1UnsaU
qPoOKuVESvBQvI8moKVJ6k4q4qpYMQCy/ZPcV8MVWiCESGURqJTsXAHL7+uKtvDE9eaK3IcWqAar
4H2xVYlpao4dIUVwSQwUA1PXenviqpxUsGoOQBAbuAaVH4Yq3irsVdirF/MA87Nq7r5duNJZBaxe
pZ6j6pkVmkkDPSEBwjqABUkVU7dTjQTZSW7k/NVRatLf6BZ+rdrEoAkrKhkpwJkPxFvs8UHI16g4
0Fst3epfmArW1pZah5dudSPrSXMLu4mqt1MoESjj8EQ4xfEteYapwUFsrreT81JLGWS2uPL1zGhf
hIDMzKwO6MU4xD0zt8hvvvjQTxFStp/zUaIJZ3ehX5gal3eyszD6w0rAwAwCPj6cXDlyTlvtXsaC
LKL1O+/MC1a4liu/LKQWgUXE1y1zCYW4Kf3lGYLy5KRUigI69cFBPEVdf+VpSwPLHcaKOEsMlrIg
n9CW3MMgl5j43HxtGycWHQ706ligpNS/NiMqLify5au9wkNskrXA9VHLKrj94ftsF4KNz7U3VU5p
/wA2bfUB6mr+XlmuvhtdNlMyxn0lrKY6KJmZagkcj9GKu9P84JLviNY0VVRmcKgakhYEiIqUdwqk
qAQwbua4qr6fqX5lXVrZpYX/AJdvpktgb6RpJndp25FHX6vRODIUboO9NqYq36350MJOSaDCzB0g
Qm5qWViFYbsPiVS49uoBqMVW+Xr38ybuRJP0lomp2JvgLl7csXS1UhZFjMZKctjQNUg9T4KsybV9
KQWzPewKt63CzJlQCZz0WLf4z7LiqKZlWnIgVIArtudgMVUfr9j9ZFr9Yi+tFS4g5r6nBTxLca1o
DtXFXRX9hNcyWsVzFJcxKrywI6tIqP8AYZlBqA3Y98VQ0/mLy/BF60+p2kUIFfUeeNVpWnUtTriq
qdW0saadT+uQnTQhlN4JFMPAdW5g8afTiqjY+Y/L9/JHHY6naXUkoYxJBPHIzBKcqBWNeNd8VTHF
VGC5WQUbZv14SGEZWxbzZon5c6trEdv5jSJ9RNuvpiWaWGkKtI6/Ejog3WQ9akA9hlUs0YmiaLmY
9JlnDjjEmN1t8P1j5hKrfyH+Tk0k0cKWsktnKJrs/W3ZkYyFQshMh4rz24/13AzwPUbLLR5ogEwl
6uWx367L9Y/L/wDKq7tDJciNYdNt3o0N1IxihEssjtxDvX97K/UHfb2wnNAAmxsiOlykgCJuRobd
VLTvIf5PT6cILdYZY5RGhka6lSR2WqI1OabsWYfCoBqcEdRCXIhlk0WaBoxPyVLj8v8A8prwxrJJ
C8cYPCIXrU5vxYvUScuTLGO9Kdu+Hx4fzh82J0uX+ZL5FXt/LX5WOXv7J4Y3NusYkt7mRXWOyKSK
6IHqGj+rq3ICu1d67xGogRYIZS0WaJowl06d/JADyX+TOruZ4XhPBvUmK3cqh/UQy0PN+lZw/wAN
KGgO1VxjqcZ6hlk0GeH1Ql8vOv0Ij/lXX5RBkfhbfAY6crxmr6XIKCWkJoSpqO9PbJeND+cPm1fl
cv8ANl8iibL8ufy5v4v9BjaS2ie4JSG6nC87kJHI3IPyIKw8RvxIr1wwyRlyNscuGeM1IU1pn5Le
RtP1KPUIobh5YJFlgSSZuKOjh1I48WNKU+In3ybUiB+UP5femkX6MrCgYemZp6HkEBJ+Otf3a4qq
2X5U+RLG9ivbPTmguoXEiSpcXHIMFKihMhps3bFVCP8AJ38vlZi2mtJzPIh55yK1LAijin2j0xVE
xflZ5Hhge3t9PaCGXmJkjuLheayIEdGPqV4sFFQPDFUFJ+S35dyTCQ6c4QUIiFxOFDV3avPnUgAf
ap4b4qrL+UH5fLNNL+iwTMGDL6stByfmeNG+Hw2/Z26YqqH8qPIjFDJp7SenCLdA1xcUEaxmKm0g
/YYjFUZB+X3lOH65xs2IvvVFyGmmaonj9GRQS9QDHtt07UxVTsvy48o2erNqyWZkvy0jLLJJIyqJ
YxEycK8CvAU+JTiq7S/J/lXQpLeSyT6ubaSWdQ0nKrzLwYsXq3wqTxFaCpw0pKY3HmHS4QeVwm3+
UMaLHjHesViMsaAWF+drvRYdcin1XQrzUYlt4wby1ebkpBnEfCNeETPG0hFWcMDIvEHti5dNCZsu
z0vaWbFDggajfcOtX8Dwj5Jf63k+5sLq0svJ+vz2J4QlYklEEiW0jsvpsJyGVH5EU3qfHKvyeOq/
SXKHbGo4hPiHEL34Y9dj0Q08ugWklxc6f5D12VLqCaO7a4E8C8fVSf01QvJxR3XegHsGq2EaPGOn
P+1Mu2dTIAGQ9JsemPOq7u49VS7sPLllqdhHH5Mv2jiuLeKK5Z71hHEzmYSVCS8ild41Y/y5H8ji
7mR7b1RBHF9XPYdRXcl9xo3lu2v761h8k3lxaxzC0W5N5fiORY5kCkAx0XxpXbt8PIh/I4u5sPtD
rDXqH+lj+pHPFpduLaWDyVfyTiK4uuDT3isXm4WkvwmNpPijG3qKp2rxCnnhGjxjo0y7Z1JBHFzr
oP4TxDp3rLOLysLWC/u/JV5CsdwEsLayluJpZJ50kaT91KLb4UjtwxNTQMNhvR/I4u5P8t6qiDPm
K5Dp8EbFa+W7hdNnHlHWY45F9C2Z2nSZCqNQFRIaJSMAMzV+FTSgBx/JY+77UDtnUb7jfn6Y/q/F
nvRWjecNI8t2BePyprMCssKStbQTXFvuW4BJLj6u1QZOLfux8WwqKHLcWCOP6XE1OsyZzczfwHX+
xMr/APNKa3R/R8q61NIskkSFrfhG3pPxLcwXNKGtePtlrirtS/Mu9tradofLWoG5gVGCXCmCKQsX
DLHIFkYmsdEqg5ewxVen5mv9Ykt38r62ZYlq/pWodWO1fTYsnJd6g7bdu2KtTfmTfSRyJYeVdXe8
QRlILyD6ojGSdYaCX96u3PlXpTv1xVUt/wAxbqaK4R/LWqwahBbSzrBLbyCKSSKpEKTBW3cL8LFQ
O32tsVUJPzPu445PU8raqk0Bcz8o19IItSCkoJEjHYUApXvQVw0jiCrJ+ZNxJZySWXlvVGuhGZII
LmEwLIwkCcOa+rwNPiHIUIw8LEzCWxfmrqZN2bvQLq2iteKqI1eSWWSS4MCpGsiRK3Ztm9u2EAMT
I9Cpx/mfcy20z3Gk6rbTwwes0LWzqGcD4kRqL07FgtfnthFdzA8Xel3/ACsprq5jtzYXluzyOjG5
Qp8Kq7B1rWv2ACDTr3w8THwyeqjda7dzEhPgH3nHiSMQS6SSSQ1dix9zgtnVPWhha16nAlWjlZTV
TQ+GNMwUVHcq2zfCfwyBDYJK2Bk7FXYq7FXYq7FXYq0WVRUmmKqT3SD7I5H7hhpgZqD3MzdDxHtk
qYmZQ78mNWJJ98LArCuFjSnIyIKsaYrSRar5gtrYFFbk/ZR1xtIhbFr7WLy6Y1Yoh/ZX+JyNtggA
gKYsmqYoapir1kHJNK4HFVwOBK8N44ptVSV0+ydvDtgpkDSIS6Q7MOJ/DI0zE1YEEVBqMDN2KuxV
pnVevXwxRak0zHpthpiZKLAnc7nCxWlcKFpXFWiuFFIO9voLaMs7BQOpJxWmF6t5kmuGaO3+FP5+
5+WC2YikRJJJJqT1JwMmqYq6mKtUxQ1TCr1UHJOOwbzvNqI1wRW2vrpETWaeokpnSJaTMwkaZV9K
LkyLHUsCwqvhgLZHklBvPOkvCSLztpBuUjCJS4h9PnLIu7IsIV+SqQtRtWg3qxDLbuTry/rep2+o
yTa35s0q800qhSOO4tkKs0bMa0hSq13X4q0Fa9QVBHkya584+XbW4ht5byrzxJPC8ccssTRy8+BE
satH8XpPQct6YUAFTHnzyj6xifUo4WAiLNMHijAniE8dZJFVByjIO59uu2C00Uy0jXtK1SMy6ZeR
3AUKZBG3xKHFV5oaMvIbjkNxiu4TNbtx9ocvwODhZca/60jbV440njbFCKg1+WKtUxVojFDRXFVp
GKEq1jWLeyhLMwr2HcnwGFQGDXN1qWsXPCKN5DuUhjBY0Hc0wW2AUhBYXpuTbCCQ3C7NDxPIfMde
+KqraJrC/asph16o37PXt2xVr9CauX4fU5uYoCvBq7/R7YqgqYoapirqYq9SGWOKwrzZ9Xk8xosv
lqTWTHbQyPdwuyyxRpLLJSMbAtyjFFDKWrTpkS2R5c0iitPLtvDws/JGp0gSSVIw9yG9RnMBjqHY
UdV+P4vs12IrUM9+90Vv5YitIxD5I1pFIWN1VrhVUGuykTcqfESdgK9d8V3702mazttbtkXyleSw
WIW0+thrl4kjjuXiR/R4ss9IpzMGozfERXZiFfil89tp0MQSLyldLyjRiDPqQkqI2QIHSNjTgBEB
X9oCnEYp+KZ+VLx9O1porHync2UF+yR6hftLcSemsH7qEMsqHk1ZPi9M8eJ5ciFYhQfej7f8wdV9
aKO78qapEZY1dPRj9U8m6qeQiVaf5TA+IGNrw+a8+fdQNzbwf4d1C3W4lhVbi4i4Rqkrxj4+6vRy
OPZqbkY2jhZjuOm2FiuE0o/ar898aTxFcLlu6jBSeJd9YTuCMaTxJVrevWtlAxLfF0Ve5OBI3efX
t9NeTmWVqn9lewHgMDNMPLWtxaTdySSqzRzJwZ4+JddwajlsemKVusa7Jd6i9zZl7aMosSgMQzKn
TmQdziqE/S+q7n63NvWvxt+11798VXDW9ZAoL2YDbbm1Nth39sUIE1JqdycKtUxVrFD1DLHFbBxV
eDgS3ileDilvArYxS3irsUt4q1TFXUxQgNVv4rO2eRzQAYpAee6hfzXtw00h2/YXwGRbQKQuKp35
Um0yG9la99MPw/0dpgCgaor12Bp0JwJR76ho8Ws3DQyW6W7LH6nOJ3ieRDyPFYyu1aV7HFUamu6I
3EXUtg8cSgIiWk9TxBUL8R4ig8cVUTe6KYfSefTWjRy0a/VZloWoT0J/lA+XXwxVD6s2gX1tbwR6
hb2/1cngI7eZQVdt15EsTxNTvSte2Ksf1K1tLa4CWt0LuFlDCYLw69ipJI+nChCUxQ9WaCZRVkKj
xO2TsNHCUM95ZoxV7iJWHVS6gj8cbXgPc4ahYf8ALTD/AMjE/rjaeA9y8X9j/wAtMX/Ixf642vCV
wvbL/loi/wCDX+uC08JXi8tP9/x/8Gv9cU8JXC5tv9/R/wDBr/XG14SuFxb/AO/U/wCCH9cFp4Su
E0P+/E/4If1xteEt+rF/vxf+CGNrwl3qxfzr94w2vCVsk0aqSGUnwBGC14SwjzAdTvboolvKYIz8
PwmhPjgJZgJSdL1H/lmk/wCBOLJb+jb/AP5Z5P8AgTirR0++H+6H+44rTX1K7HWFvuxVo2lz/vts
VWm1n/kOKtfV5v5cVptbS4dgqRlmPQDc4opEroOtMOS2E7A9CI2P8MVp6xqVn9btHgrTmMiyYGn5
S2jTNJK6nkSaUP8AXDaUyt/yw0OMDkisfkf642hMIfIegR/8e6H6P7cbVGR+VNDTpap92C1V10DS
V6W0f/AjFVUaTpo6W6fcMVXjTrEdIU+4YquFlaD/AHSv3Yq39Utv99L9wxV31W3/AN9r92Ku+q2/
++1+7FXfVLb/AH0v3Yq19StD/ulfuxVadOsT1gT7hiqxtJ01utun3DFVJtA0luttH/wIxVQk8qaG
/W1T7sVQc3kPQJP+PdB9GG1QFx+WOhyV4oq/Qf642qWS/lHZiRXidRQ16H+uNpZ3pln9TsoretfT
UD7sCH//2Q==
uuid:6f943f0a-d060-46f0-81eb-6e8e44936f8a
xmp.did:4b87c192-148d-b04b-9264-3f95f92b8e1c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0fdf2d2a-d24c-6740-8644-fcbbbdcb6f55
xmp.did:0fdf2d2a-d24c-6740-8644-fcbbbdcb6f55
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:56576fe8-6c8d-4e48-8b09-bbfbe2599407
2021-10-10T12:46:21+02:00
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:4b87c192-148d-b04b-9264-3f95f92b8e1c
2021-11-25T18:59:21+01:00
Adobe Illustrator 26.0 (Windows)
/
EmbedByReference
C:\Users\lenovo\Downloads\logo-fideas.png
xmp.did:C6777441D9AA11E685A1CADB7F998E17
xmp.iid:C6777440D9AA11E685A1CADB7F998E17
Print
Adobe Illustrator
False
True
1
209.999994
297.000024
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Lato-Bold
Lato
Bold
Open Type
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
15705
Lato-Light
Lato
Light
Open Type
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
15709
Lato-Black
Lato
Black
Open Type
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
15700
TitilliumWeb-Bold
Titillium Web
Bold
TrueType
Version 1.002;PS 57.000;hotconv 1.0.70;makeotf.lib2.5.55311
False
TitilliumWeb-Bold.ttf
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Bianco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Nero
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rosso CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Giallo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Blu CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grigi
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Vivaci
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 16.03
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
16 0 obj
<>stream
HWmo_uhyjKژAP$ERَ>y͢(vffggyӫss5O/◅556Z}fs篬ygw\?_7VG[|3GլDn%!Tw1w`_*ov.q"'mc)UORQtSV<µg}XRD?VY-~<9;r WW.Xad(رeCF(x28>K3,iNtݥ(\/QǦfJc!"`s[IzP[uf
16o&^RHx3ue|QVAMA.8+}M,1%oѩ"_',HpdDYvX}3H'TVStKJLԣV?Ƙ)b1K&`&*