%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
psicodramma webinar
2021-01-22T16:22:19+01:00
2021-01-22T16:22:19+01:00
2021-01-22T16:22:18+02:00
Adobe Illustrator CS6 (Windows)
256
240
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA8AEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FWAee9E8z3+uq+m
2k1xataRxrLFfyWSxyrJKWPBDRqqy7kZn6XJCMfUd77r7nGzQmT6UBZeSPNUlPrVt6I4rWms35PL
fkdg23gPxyyWpx9D/sQ1jBk72TeSfK+s6G2oHUNQa8jupA9tC0ks3oqK/AHl3brSvfMbU5ozqhVO
RigY8zbKMxW12KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KsL/NzR9R1bye9pYR+rObiJ+FaVVa165m
aCYjks9zTniTGg8Nf8uvN6CpsT7Dmgr95Gbv81j73C8CSi/kTzYgq1gQP+MkX/NeEaiHejwZdykf
JvmYAk2D7eDIf1Nh8eHejwpdymfKnmMAn9Hy7e1cPjQ718KXcpny15gAJ/R1xt/xWx/hh8WPeEeH
LuWHQddAqdOugB1Poyf804fEj3hHBLuUzpGqgVNlOAOp9J/6YeOPevAe5T+oXw3NvL/wDf0x4h3o
4Sp+hONzG33HDa0swofXmgEnQtNJ6m1hJ/5FrnKZfrPvdxHkj8rSk7w2qOy+jqDcSRyWa4INO4/e
5cCf6P2fqYtena/741H/AJHXH/VXDv3x+z9Su9O1/wB8aj/yOuP+quO/fH7P1K707X/fGo/8jrj/
AKq4798fs/UqtZ+hHOOEN6Gb4azPM6CviHdh+GRldcwkJnlSXYq7FXYq7FXzj5mtbyx84TeprOnw
C3mY3Kt9bmLQTSXE5A9OGVDxi5qwbcMtB2rmjXTAqg1eCLvdJrzTnu9NthBrWmMjskayPb6kSx+r
Q7RqLQyD/ecty4j4ab7nJDtDIDdD8fFidNEhlHlzzpq/ljSJY7fWdCeQsAxni1dlVS7hCT6KuW5p
KtKeHhRsbNnOQ2W2EBEJ7qP5s+ZdMUQ6hq/luC8lMnpAQarJF8LRhauiEHb1Kn/Vp3ylmhE/OrVB
Cs02v+XxbuwXmtrq3OoWMzcKxfsmT4KqagivQ4qzeH83fIcFpB+kNahFwVVJ5Y4bkQtL6Kyt6ZKH
4SGBXfvTrihfc/nF+XFrcSW8+sBJ4p3tXj9C5JE0Zoy7RHoT9rp74qum/N/8uoZxBLq4RzFDcVMF
yFEVykckTM/p8RyWZOp2rvTFVo/OP8tzPPANYHq2wYzr9XufhCP6bV/dfzHFWZ4qxrzFrN/aXxhj
eWGJYfWDxIG5AFvULFoph8FEp9kfFuc0+v1WSOThiTECPFtXnfMHlt89y7DS4YGFkWbr9XIjz7+W
wRsXmFFhCTQzTXqQLczQ28Ep/dGQx8x6ipv8LMI68yAeIbauy0+QzgCefy+9w8sRGRAQ0fnXRJIL
CSeOaB9QhF1bxTxgAW+7NK8wLW6BIx6jAycgvbkQuXtaP0nUdP1e1W5gt2FvIiSwySxgLIki1DKd
+hqpBowp0oVJbKoxrKzbZoIz80U/ww8R71pa2m6cwo1rCR7xqf4Y8cu9FPOfzd/MTSfy+GlV8vQ6
mNT+sHaRbb0/q/p+EUvLl63tSmZOnhLJfqqloJj5Z8zaRrv5eQecR5ekb11lZdKsQLq4YxXDwBYz
SAMTw5b0A79K5XllKEiLteEIXSfMT6hrP1C48j39laFZHTUZEkEZo0fooRwVlco8hkr8KlOKNJyB
wRyyPVBDK7LRNJu4nabTTb8X4qrNICw4g134nvT6MTlkOqgAp2iLGiogoigKo8ANhlJLJvFXYq7F
XYq7FXYq7FXYq7FXYq7FXzZ+Yvn86b5s1HSUvNfpbXckrTW2srApE6I5iREt5VSOM7IvI03rudlV
lp+ZNxHpULWsmuTycPr0qPrYkk9GF5YpPUeWz2Hwj4U61B6rilDw/mFHBqP1MXvmSV47pvrHqa3y
4R2vxM1PqnxKRzqgNTx+WKvUvL/536XqF00WoWX1CFggtpkkluPWkeBZyqgQRheKN/uxlr2B3AUM
50HzNomv28lxpFz9ZhiKrI3CRKF0Ei7SKp3VgcVTPFXYq4gEUO4OKuxVSuru2tYvWuJBFGCBybpU
4YxJ2C2kGraj5b1ArHPdRPEEdGBjLOC/H4kkoeJAB6fwyvPoDl2kLHw+zuTHNKP0yI9yIm8x+WmH
FrxgKU+D112pTqgGXHSyPT7f2oGQBYPM3luNiVuZGrUnaYjc16NhGkld/pU5G5fPHl2KgacivQcS
P10ywaaZY8YUJfzE8rxgcrnc9B8I/WwwjST7keIFCT80PKMYq10BXoC0Qr97jJDRZO5HixYt5y1r
8nPNi2o8yRrefUxJ9UDXQg4+rx9T+5uI619Netctx6bNHl+PsR40R1VPLHnv8t/KmjQ6Npd5x02B
pWtoHnhl9MTTyTlQ4PMgGXiORJoB1NSWWiyyNkKdRHvTB/zt8mpStwhr4SK36q4P5OyMfzEO9Qf8
9vJ6dZFIPSjsf1Icl/JuRfzMO96Dp97FfWFtewmsN1Ek0Z/yZFDDw7HMCUeEkdzcDavkUuxV2Kux
V2KuxV2KuxV2KuxV2KvEfN2sXNz5i1QQ6peW9ra844pIPM2n2SvNsRF9X+L0W5K6D1K7A7V6KUDN
LPZ6aqT3mpx31o0kwQeZbaSR5PSEsnrvEgA4NJx5uKD4ezUKqJtLHznNYyzad+ndVgqIYp7XzNbz
hpivBl5LAeAX6wx5N/IpNNqqpiNK/Ma8uNR9bStWSOFZ4bKSPWoYpWIC+mQzxEVbkeDjZdwRirdr
5Y/ME2yCS28wRNIszOreYoWaJnpGEDiNuQ4nmlRVSNzvirrbQfzHrLHJZa+sb20UCO3mG0Yq0giW
WReMIb1I+JPInfelOWKpt5Yb8xNBs5ox5d1LVJJEV66prltcuJBIylFbgAvwENXodh1riqbp5n/M
pjJz8lLGqRu8f+5S3cuykhY/srwLdeW4A98UKn6f/MkWru3lSFrlK0iTUIuLUUn4WZV+01F+ICm5
3xVIvz/v7y18hQPA7W8s17CjlGIYD05GI5KR3XNh2YAcu/c42qJENnkPlvUdEOmR3GtWGp6k6C4M
09vLKyhYzGQWCzoQED7kgDfv23GWMrqJiOX45Ot4z3lObibyhM3IeV9bZpH9Nhwl3IkUuq/vWCkU
pRQPCoykDIP4orxFgV15e8wSySSppt36BlZIVaKQNvyYKqsXY0WNq0JpTc5mjJEdQxNqEXl3Xpbf
6xFp9xJBTkZEiZgFKhwzUHwqVYEMdiOmE5Yg1YQqSeVfMcbXAl06eIWoYzNIhRRwAJozUVjQggA7
jcYjNE9VpQbRNaR3RtPuVeNGlkUwyArHGxV3IpsqsKE9jh8SPeFX3Hl7XLaCOeexmSORzEpKGokD
ceDKN1YkUAbc4BkieRWlQeVfMxBppV2zBuDIIZC6mgb4kA5LUNUVG/bB40O8LSm/lzX0ZlOnXLcG
CFlidl5M5jUBlBU8nBUUO52w+LHvC0l5BUkEUI2IPWuWK+y/IzF/JXl9z1bTbMn5mBM5DUf3kvef
vd3j+ke5O8qZuxV2KuxV2KuxV2KuxV2KuxV2KvAvNPk3y9d+ZtTTU4Ega9mW71Ex6rptq1sEcJ6w
gMfOjRSs7cgakH9pq4pT278hfk68s0s/mkj66iSiJdQtV/chOLcFVQ3pyIn7ztQV241CqpZ+XPyx
sSv1P8wbqztmlMwtYtYt4rd1qF4CMKqNEvDht7iu2yhGz2Pkq6ndx+Y2pWxubdXjiXV4oVWJSH9W
NWUdozU/y1xVUstF8uLfPcn8wby6gkkZxE+pI8a+uY2hVGLFAykfDQVIYe1VKkmleSYZET/lZV+o
sSXljOtW4qxmqxnPGrfEQm/y74obvbDylMi2g/Mi/jFvVrkw6tGZx6aiOrOteCAgl+S9e4xSpx6J
5VkWP0fzL1QRW00s1yJNXj9QiMKGRiQvFIzQkEd/fFCy40zyKYvUb80NTSNvTRXTXIKExIENCFO5
5Bn998VTX85dLh1LypYWcjkxtfw0krUmkUu9Rl+nznFLiDXlxiQovK9K8uX0dlfaXa/V/qitOq3M
yz+qryQrGVUqVjPIPToab17ZnfnpSNuFPBGOyJkk1a101Z44LGa/ujJz0+aK5rIp9SdYlCu4ldgz
fb416Hkd8A1JI3YSxC6HJDNN5qZVvDJpq293JBd1ljvY0SSVFVIgVDJ8MkY2Vi1QK/CaYY6qJHwW
WGjSgE8xWtqLeC704x2728RfhcqTJGkdFLsNy9IwOxBoeFKCw6kE3TEYwpS6n5ltYXngGnxpfX0d
nFLCt3LV5olmjMakOzD98W48S9SduNMh+bjtYv8AHubfy47/AD6frVLeDzQbuz9BtPilktzEIVE7
iJpTyVTy5luPGNWNTSuwYhjlg1cTsR9v7GqWKuqGvdV80zFLaRNKMzS3FygiFwXjGnzc5RUrRI/U
VFO+2wanFuJjqIDv+a+Eq+YvMev6Dpb6pdw6VqCfBDKyRXQeNnoKo7egFLGFXJBDctwNq4+Pj/pf
YscJJpiKfnVqAcObWE/EGIMRZWoa71k6FaL8h474fzGL+l9jYdJLvDGZvMlncTSTScw8rF2+Huxq
e5zJGvx11Y/lJ+T7Y8hmvkby6fHTLP8A6h0zns0rmT5l2UBQAT3K2TsVdirsVdirsVdirsVdirsV
dir5p813fmqTXdTaA6OWGozxC8b9D0jtpJljgW5fizMD8fNJPiHVh0xSn2heb5LXQ7Ka78n6Ffyx
I4OotqWj2p4xSvCgK8FUcQ/Gq/D8W32qYqmkfmbQJ7ssPKflsrG8zfXlvtNkCxJxlV9lrXnJyfcB
TvX4lqqg7Pzn5fvkgnPk7y3F+6MYR9Q0ppEhXhz2IVlURSSHhTov+ViqLHnvyyGkgs/LOgSQW8Kz
PIL/AE2KMyoF9OMBhRP2KOSQpovXFVKbzf5NMzBPKHlmV5/WN051LRxUIxaLkSvx+sVB/wAk9cUL
p/NOhot7fWPkny5c23P0JrgalpMfqiQVkLuy0A5UXi1eVa/NSsh83aBfS3FsPJWg/V3hkkvJ4dX0
oNV4leUH0wr0MgVGcGh64q2/mnRXhmk/wb5aa3e6kRpP0jpUnOEfvJZygHxECNGZaljToKDFWbfm
O9NA0s8RHW9hHBSOIrDJsCNqYoLyeG60o317BdaneW7NcMj20LsEETIKkfCQC3fJgjqWmcZE7AFD
+YNA0xLeZ7zW79vrUI9ZBNJyJ3bg1B8aMSNmr9OUnNG6st0cMxvwjYpFc3HlVYY9Nv8AzDqUlrGy
GPhLMY0EcSshWicFo9VBYDiB9OAd1lkbO/DG/wBqiLryxd2tuItdv5YVRWRGluPhkRFetGT4T63L
anT4u4bE5OGtymOKUrPCPx+xJNQ1XyaZDcN5l1mO5NybgxCeRyJUhYJP6hiFH2SMNuQK9svGQHq0
HFKO1BWt08u3cdzcp5t1aSC2uUhsme8kWQiKIutY/S58Q0jKH+CnI+5xMh3sOE/zQo+Ym0JXmP8A
irVHCRTGKt3M0f1iecRmrUKqGt5ZGb7NSTy8CBIcrSIn+aGP6le+RjaXdo/m/WHgFeCfWLlhNI9s
yOXiNv6bVLekW5r8HZska71Al3BJ/wBD/kgb20X9PalFDLFyupSrN6MjEUUUtQzhFJ5ELuem2Cop
ufc8+nk9K4kS3naSFXIik+JeSg7GhoRtkG5+lf5eb+QPLJP/AFarH/qGTFSyDFDsVdirsVdirsVd
irsVdirsVdirzN/yi1J9QuQ2q2Q0a4mluJLJtKtZXleWR3HqSP8AH+7BQA8jy470xSg4Pyb8ywyF
I/MOmpDx5I6eX9NQrLzQ14cCCCI615D4gvhihd/yqLzH6g9LU9LtYeZVoYdIsCrQSysZgwMH2vSW
JR2PHfxxVfb/AJM6vDFMg17TlaYFOcXl7TY6IysGQgAhlZuBNf5ad64qtH5L616Eytr+nPPMV5zt
5d00sygksr1rz5Nxap7riq6L8lL0rbpc6xp0sULyPIiaBp0YdZFQcdgQp+Ddhv8AKmKul/JrWfQN
vB5hsooOR/dPodjKhiARYUZXJDGMR/bb4j9GKr9P/J7WbG8t7iLXdOpGR9ZjXy/p0frJzDMnKPgy
qygDY1718FWcHyX5OKqp0LTiqgqoNpBQAoIyB8HdBx+W2KpF+aaquiaaiiijUIQANgAI5MIV4XPD
dSeYtQmhSqQy8pGpsKDaviT4DKckqBbcMSSFHzHqWozrGk0JSRhSRuPHoOwFR+OYsYi3KmTTFDZS
SMyggcPiZ2NKCoHf59sulMRFlqx4pTNRau9H0xFS303UrW7vX5oq2aXdu5FC9a3EFurH4aKoJLGg
AOR2J5tw4oxqmOaxZxENazuIblH4zl1/eBl2YMPhNag1ycdi40p2KW2txY2dsIY5OfGpLdORJ3OT
Nlgpyma8ScW9rLcokbPcNGhYLHQ8mfiNgB3OIBQwLUWRJ3iX4lRiFbapWu3QkZahL2NTihE6TJZx
6paPfczZLNGbr0qCT0uQ58CwYBuNeJIO+ApD9MfJxQ+UNDMaCOM6fa8EUlgo9FaAE1JphYlN8Vdi
rsVdirsVdirsVdirsVdirsVY5fedBaSLH+hdVl5SvEZEtiY14Px9R35UWM/aDeG+ZEdPf8UfmwM6
6FrT/Ov1yaFBomqRRzlAk0ltRAH9Pdzy+EL62/X7LeGMtPQ+qPzQMl9CyTMdsdirsVdirsVdirsV
YT+a0nDSNK2ry1KIf8kZjiOavnu+1TVV1XUYrKWKD/SmNXUblVBX4m6Upt75Tkx3u3YshGwQer+c
LrU7u3mulJt0KLcpGQrMAauquQ4BK9DQ5RGFN8snLuTnVrXy9eaLdazZwxNNy3tIWesIKRuJZmM8
Cr9plHC24F/gAFVGViU+pcnwse233/t+957eajqGoXdxdsIZYbdA8sEkUcEfpGXiOCwGMKvOTojD
qT45KgTyU7ChyS+x8xXlqTGYbG6ZBsL62hnJVAAESWRS/StFLbAUG9Bl42cQ0TuE5tPOk1o5Go+V
dLuYZoyki/U1gZklX7SugDISGBVl3HUYDJPAGG+cPPerXVt+hzbx2dooBSKJUWrE1MlFVfiO42pt
UdDl0DYtx5ijTB2kYvyYknua5NgtOxNevfFXYq/TP8vST5B8tE9TpViT/wBIyYqU/wAUOxV2KuxV
2KuxV2KuxV2KuxV2Kvn7XdM0y08x6zdXttoJeWR7izc/pxpfVExNu0/CsKn92eQjp3p8OZMNJklu
B9oYSyxHNT/Q+n6bEbb0dCFwTHLIq/pxIhP6jTKFVCf3Sqr70p8O/hiNJkPT7QpyxDOvys0dnmg1
yCDTBbi1lsJbqyl1F5G9ORDFGq3nGkaqCDyBNQKGhOVZMUoGpc2UZCQsPS8rS7FXYq7FXYq7FWB/
nBNHFo2kPIQq/pWIVPiYJwMI5qXzjPcRDXL15hW3F0zSAbHjtyp26ZCV7pgaIKWeZPMWm3biLT4p
Fto2Lc5WqxJ26DYAZjwxkblysuYSSe31mKqxXLBIxVlmUNyXYinwHlv7fTjPGTuE4c9bFNbizk1u
dK6jJeiNRxD3HrcAQAo5E/DQV2zGM5DmHKAieRSm80ny7b8fV1KJi1eJj/ekFT1Pp8qddqjxywHI
ejVLwx1UpbIwgxafqgQmtY4ZtmqKHZG3qOuSE5DmGEoxPIpHd2N6ziWT98QPtsK9On2t60yUcoYS
xlAtDMiOqVhWT7YjAQE7itFAGW8bDgYpIjJIyN9pSQ3zB3y1oW4Vfpl+Xn/kv/LP/bJsf+oZMVLI
MUOxV2KuxV2KuxV2KuxV2KuxV2KsLuPywhnv5Ls+ZvMCCWc3Elql9SA1IPplDGf3YpQLXptiqDk/
KH4XEPm/zInqsOYbUGYBSwZ+ICr8RFRVuXXocVV7j8q0OnQ2Vp5n160EC8UkS+ap5MrMzgBeRIUg
V2FenTCSqKj/AC2tY1kEeva2hdCiOL08o1aNI/gJXr+7BqamtfHAqGsvyuaCBln81a9cTssqfWGv
KOokoFKkqxDIq/Ca9Sx70xVv/lVcBRA3mjzG0iIUSY6kwccixLVVFqfiHX+VfpVX2/5X2sMhf/Ee
vyho/TdJdQdwWOxl3WqyU25KR7Yq62/K60hMnLzFr1xG44xxTagzrEv/ABV8IKkdmryHjirL7S3W
2tYbZWZ1hRYw7mrsEAFWO1Sab4q8v/5yQkaPyJaOp4supwEEdQRFKRTAUh8vXerGWzlWRi000zO5
6bYLWkpEhIYLWnduwI8a0GBKEkSRmPFSSetBgtNKqWVyEb4DuR2/VkeIJ4S2dMvTvwNK7/LDa8LY
0m5bsR9FMNS7lod6smm30aj03ZRvtyoN6VPGvticJPRkJVyKKt7O4eQJKsbLIQGNKFRX9niAMfyh
ZePSB1LyRY3VwZuckcjABhHShI2rQg75dDTz5c2mWQHdC3XkCwjuQkMk7RoqiQnieUgA5lWCqONe
nX55kDR5O4/JpOaPeH355DQJ5H8uoOi6ZZgfRboMxiKbE8wK7FXYq7FXYq7FXYq7FXYq7FXYqwb9
K/m5+krlDo1j+j1lpayBx6jReuF5N/pHX0at0G9Plmbwaeh6jf7Pd3tPFkvkKS/VfNv5m6Zbwz39
lpGnRMG9We8njjjDCFGC1a7TrMXTvQUPzkMen/nS/HwReTuQ7+efzMNnHcRWOjScIZXu6XUJVJIZ
SklW+thVWNGjL7mhYCorsRi01/VL8fBeLL3Jrpfmvzxf3npQWmm3KR3ca3MdvcRPIlk7Eet8NxJQ
7HjUb0O3YVnHhr6jy+35Mrn3dWeZhtrsVdirsVdiryv/AJyPRH8h2quSB+kYeniIZsu0+A5ZcIYT
yCAsvmEaVZhifiNfE+ObAdkS6kOOdbHuRAtrVVISIDevj+vLB2QO9idd3BywQL0QD6B0+7LB2TDv
+xidfLuX0Fa5aOzcY72B1s/JxAPbLBoMXcwOqm4KvgMsGjxD+FgdRPvRljaWU1vevNMsMsMQe3DN
x5tzAK0CuWPGu23iTTCcMBVRHyYnLM9Sm3+HdEMQkGtwqeSAx0VjRo1ZmqWj6MSKU28cRIjlFiZE
9VX/AA3oUTzrJq0UyxhijpJEhYgScQF5S15FF3DbfSDj4su5FJPrdpY2moyQWUvrwJQCQOsgJ70d
AoI+jLYEkWUPr7yP/wAoV5f/AO2baf8AJhM5HL9R97vY8k6yCXYq7FXYq7FXYq7FXYq7FXYq7FXy
J/zkHoeur+Y+vauNNujpf+iUvvRk+r72sEf97x4fb+Hr12zbaaYGMDqkBnPlvRrvWfyH8pLbK7mO
5u2aCOCW5Mga6uE4lUguUAoSayKoDBfjXrmFnl+8KRsUrvbDV7j9G3uqC0l0WArJdJbaDcoz/u2e
5ljn/R8CeozcitJAlQGbauVJei+X/L+iaXei8s73zTbG5YApJayNGKSSkQssdq/wKzFg5+GlKPTb
IkoJenxIyRojOZGUAGRqBmIH2jxCrU+wGRYrsVdirsVdiryv/nI6n+BrKvT9Jw1p/wAYJs2XZf8A
e/BxdX9DwxH8hrKpMepNHyAdWMJPp1bkV48Pi48aV2rXN5+88nWKXLyYkOyahLOQQeRhRBWIAGi1
Y0lqev2QB3x/eX0VJMuQ7FXYq7FU40DzB+ifVBhMyysHoJDHRlhmiFaA1H7+tO9KdDlWTHxfj3fq
TabnzvZetSbTfr1sssbiO5dCHWKOGMF0EZUPxt6Ar0DFdx1r8A99fg/rW0bdfmbaywGGPRViQRND
GFmCALxoqn0ooqqD1XoR8PSuQGlI/iW0l80ea4tbtLC2S0e3+omZjNLN68krTlSzO3CPf4OuW4sP
ASb5qS+qvI//AChXl/t/uNs9v+eCZyuT6j73eR5J3kEuxV2KuxV2KuxV2KuxV2KuxV2KsAutd/Mx
Nb+qXGm6ZDpsl1ItpLNInqyxRuPRKobkfG23bY9vHJnPSQAEp1OXIcrPltuwhDNImo+kfckV95i8
x3M62PmvSfLsaLJ613b30to5RljAEnCS6b4irqKlfhUjc12ulDTjlI/j4MIyydQm+gav+XltPO2q
x+XNLvUuDLayxPYoXA4FpKq70cToRuwNVBptmLlERXCbbYk9Wb6druh6m8iabqNtfPEqPKttNHKV
WQVRmCFqBh08cqSjsVdirsVdirsVQWr6Np+r2gtb+ITQBxIFNPtAEA718cnCZibCCLeeeYfKWm6R
NJcXGnacNK/emBmlZZ2ENq9ww9IQTO7gQueMSuxXeg4mth1koiyVji4jQFlW8ufl7puq2sN7fadZ
RafdW8c9o1sWaRxJ8al47m1gZPgI+EjkD19pR1syLBRLCAaI3TZ/yk8mkUFonvWKA/8AMsZMa7Iw
8GKk/wCT3k4rQWkIr39CH+CDD+fyd/2o8CPcoN+SvlCnw28QPiYUP9Ml/KGRfy8e5QP5G+UqbRxg
+8X/ADfkv5Smj8vHuUT+QvlTc8Ur/qSD/mbh/lOf4/sR+Wj3KB/5x/8AK5JPBanwacfqlw/ynP8A
FI/KwUW/5x88vFiRxUeAean4scl/KkkflIqD/wDOPGjs1VcKPASyfxByX8qFH5SL1rT7RLOwtrNP
sW0SQr8kUKP1ZqpSskuUAr5FLsVdirsVdirsVdirsVdirsVdirGvMVg02r2YEgYXwWA27H4D6Baf
nJGVf1VHhVfCvxGml7QwmWaFfx+mum1y9Qo8Q8rj1F1I1m6fURhGjzux8um/p99S6bbJJ5s/LbWd
YnvJ7XVrNTcSWzwxXmk2N1xEMXpSl5ZEZpGegYEj4acRt03MRQpwyUrtPyh8zq0pu/MVhKBI0luP
0HYsFcq3GXiQFRxI/Lbw67nChPvLnkHW9F1O2uo9btvqygJf21tpNnaG5RIgkaGWL4lCOC4p48em
Ks2xV2KuxV2KuxV2KpPfXkVxYJqoubX9CwIdQS7M8f1aeJIRJE8sjxSKkQZvV9SN6rwRqkFlyuVn
oPxy6d/6PhbGh1N+73317vnZ+InSYr62gjsbjnOlrBFGmoSyrLLOyl0LS8Ui/eFER3IWnJiB0xhY
2I2Hnff+z5rk4TuDuelV3fpv5I/LGp2KuxV2KuxV5Zdaz+aSecJLbjcroUV68ayx2qkPC7O8Z5rb
3DcUUKhIHzYV5DaRx4PDvbirv/aHGMp8Xklf+Lvzdht9PnNrc3FbZXvojZqH9T649aBYx8RhRV4+
DcqftZZ4GnJIsc9t/L9bDjybfjqy78vte81Xd5qkPmX1IRbpaJbCaFYVMixlblkdVUPykWuxI3+H
bMXVYoADg8/2N2KUiTxM5BBFRuDmC3OxV2KuxV2KuxV2KuxV2KuxV2KuxVa0cbMjMoZozyQkAlTQ
rUeBoxGAxBq+irsKuxV2KuxV2KuxV2KuxVh/5p+ZtR8u+Wo7+w4+s1zHEeVacWVyehHdRmXosIyT
o9zVmmYxsPIH/Ojzox/vIgO20g/U4zb/AJDG4f5mSlJ+cXnV/wDj4RR4L6n8XrhGhx9y/mZKTfm3
52YUF5x9wX/i5w/ksfcj8xJSP5pecyCPrpHvQ/1w/k8fcv5iSkfzK85E1N+SfEqv9MP5TH3I8eSi
/wCYXnFzU6i3sOEZp964fyuPuR48+9Tk89ea5Ptag5HgFjA+4LhGnh3L40u9Sbzh5lYUN/J9AUfq
GS8CHcjxZd6w+a/MZBB1CXfwNP1Y+DDuXxZd6z/E3mD/AKuNx/yMbD4Ue5HiS731dpSyLpdmsrcp
FgjDsd6sEFTnL5PqPvdqOSKyCXYq7FXYq7FXYq7FXYq7FXYq8f8Azh8wec9O8zW0GiXF1DaNZI7r
bqWX1DLKCTQHfiBm20GLHKBMgLv9TiZ5zEtmC/40/NL/AJbdQ/4Bv+aczvy+HuDR4mTzU/8AHf5l
/wDVyvv+BP8AzTh/LYe4L4uR3+PPzK/6uV9/wJ/5px/LYe4L4uRZ/wArD/MQbHVrv/P6MfyuL+aE
eNPvd/ysP8w/+rtd/wCf0YfyuL+aF8afepn8yvPoNDrVyCOoqP6Y/lMX80I8efe7/lZfnz/q9XP3
j+mP5TF/NC+PPvd/ysvz5/1ern7x/TH8pi/mhfHn3u/5WX58/wCr1c/eP6Y/lMX80L48+93/ACsv
z5/1ern7x/TH8pi/mhfHn3u/5WX58/6vVz94/pj+UxfzQvjz73f8rL8+f9Xq5+8f0x/KYv5oXx59
7v8AlZfnz/q9XP3j+mP5TF/NC+PPvd/ysvz5/wBXq5+8f0x/KYv5oXx597v+Vl+fP+r1c/eP6Y/l
MX80L48+93/Ky/Pn/V6ufvH9MfymL+aF8efe7/lZfnz/AKvVz94/pj+UxfzQvjz73f8AKy/Pn/V6
ufvH9MfymL+aF8efe7/lZfnz/q9XP3j+mP5TF/NC+PPvd/ysvz5/1ern7x/TH8pi/mhfHn3vprR5
5LjSbKeU8pZreKR28WZASc5zIKkR5uzHJF5BLsVdirsVdirsVdirsVdirsVUZ7GyncPPbxyuBQM6
Kxp4VIyQkRyK0wr/ABj5clJ9Ly7cyoJDEJESyVeVSBWtwpFabcgO3iMzPy8x/EPt/U4p1MAapB6x
+YflDRvR/SXl+8g9fl6X7u0evCnL7Fw1Kch1yePS5J8pD7f1L+Zh3Fluk23l/V9LtNSt7NVt7uJZ
oldQrgOK0YKSKj55iTlOEjEnk5EaItF/oDRv+WRPxyPiy708IWt5e0Vutqn0VH6jj40u9eENf4c0
T/llX72/rh8aXevCGm8taG3W1H0M4/U2PjT714QpHyh5cJJNkpJ6nk//ADVh/MT70cIabyd5cPSz
VfkzfxOH8xPvXgCkfIvlYkk2KEnqcP5rJ3o4AxnVrj8ptL1KXTL0iG+gAM0KwTvQFOdeSxutApqS
DtmRAaiQ4hy+DXKUAaKGe6/JkEl3QVEbF2tpqUmUshLGKm4Bydan8H9qLxpxo/lb8u9btBd6XBHN
b1p6gi4b+FJEB/DKcmfNA1JnGECLCKP5YeTCamwjJPUmOL/mjIfncnenwo9zTfld5MI2sIx7iOH+
KYfzuTvXwY9yk35TeS2NTZip8FiH6kw/nsnejwY9zR/KTyZTa0APusZ/40x/PZO9fBj3KTfk/wCT
WNTbbnwCgfcBh/P5EeBHuWn8nfJtNreh9wDh/lDIvgR7lNvyX8nsamHf2qP1Nh/lDIv5eLN7K1is
7OC0hFIreNIox/kooUfgMwpSsktoFK2RS7FXYq7FXYq7FXYq7FXYq7FXYq8L1qPylZearmwj8r2V
0DdGKa5udct7c+o7gsFgmYOxCurFVNRXj1zL/PZaq2rwIdzdt5j02ATej5G0OGWCpMcusafIxRS3
qOW+KiqycKnbkdyOJyB1WQ/xFkMUR0ZIPzVu7G3nSDRNOFlaCERTx6xZRwFZQGY0UME481+HctWo
GUEk7lnShD+dGrTzm3h0fTZrsoZUtotcsnBUBDx9bZOQrIW8AngQcCogfmx5jUh5NAsPq5tzOsy6
5YkO3BWCihNFVm4s/wBn9rYYq3efm7qVvc/V103TpiFb94NYtFLzqxH1dIqs3Pde+1a+AKlbH+cW
oS+oi6VpqT+iHgjOu2JZ5WRGWPj8OzM5VWB3pXoRVQ62/OW4n01bkafpy3koX0dNOtWYkLM1EWvX
4wQR8A9/HFVNvzn1FJoY30jTh6jhZ/8Ac3Y1tl4Rl2m8OMjsnxcdwB1YYq9M0+4e5sLa4cKHmiSR
gjB0BZQTxZSQw32IxVKbw+ehq4+pDS20eh5CY3C3PKhoRxDR0B4/Pfpl8fC4d+Li+FMDxXtVMW82
+ftf8t362l/eaPbyToJ7aN4r+RmgjNbhiYlZQVRWKiuVz4f4b+LIX1Y9Z/mt50v7y20/TdR8vXF5
ePDHbCS21dFZ5FPP4zEiAc1bhv0U13GQZMrspvztlMZuF8tx0l43MI+ul1jBG6lWdeTLUgH29wFC
66j/ADtB42kvl0pUkvN9c57OeI+BeO6BeXvWm1MVVPS/Ob6m37/y+b0GqDheCIhuGzdW+H4wKdfh
O24xVdJH+chjKxzeX0YStwcpeOTCADGW3UcyRRqClDUdN1UOx/PKSaREHlyGJFTjKwvGLyemGbiA
x+D1Kr8QBpvviqJuR+cYvV+qt5eaxJUuJheiUD9oDieJ9sVZnirsVdirsVdirsVdirsVdirsVdir
sVdirwLzx5TspfMWoXd9aGPTZ78zRamusafaOl3zWOSNTMjFaRKJeB+KopWtMUq1l5N8s3rXEXmu
SLyoklqk0ATUtPadoppHDhpVWjROxDV4BSWp1G6qezfl1+Vi6LJcHzCX09l+rzXc13byQPNMkfB5
mCrV+KKVPJdjUU64qgtN/Kn8podLvLjTvMjusNuVub5bu3kjjMvKNLhuKhV4ksqsCB9oV64qv038
s/ytNkk/+MHu4dNt/q1zKl/aegqXBZV9QcXCciQq1b9lfDFVlv8AlX+UV6ltbWvmqeSa4kItniv7
T1Z5OfNytI/3rFuFSAfsL4YoVp/y0/KG3uzdz+YzAbW7if05buzWOKaFQBEFki+FWXjVe4C9hilF
W/5bflGtzbX0WsxN9bMn1AfWbJo3aMRo3ofu9zH6I+yfhqfHFUBc/lZ+UlhrUUd35rng1KJ4kNnL
f2gcsrCUCSNo+fxyDma9WNcUPXNKt7a20yzt7ST1bWGCOOCWobnGqAK3JaKagVqMVSy8/wAdfpcf
Uv0X+h6Hl631j6zyoaU4/u6V4/jl8fC4d+Li+FMDxX0p5v8AmBp+pzqZ/NNv5fm1eKAraFv0qY1t
2cFyfRIowoxBHxeGRy8F+i680w4q3YPJdabpllJqml2+h/VbEIIA36ZZw0jO0RXlIv8Aum85EtX4
j022qZp55b1bR/L91ca3aSaPZzWirZG6WLV2AtR6ZWOaORS5m4lasF2oPcYqyrRfzYvdRurDTotU
0ubUboolFtdSjjaWVSyLykhSituU8QN8VTmJ/wA93WQsnlqN0fiisL4q60qXBViRvQAEePTaqhyy
/njNJcMsWgWyLT6qkv1o8lcn+8aN5KOigdBQ167YqryN+c6RwqiaBK7ArLIDdji3oDi5BK/D64at
N+NKDriqK0+P81BqyfX5dGfSFYcvQFytwyFlrUMCnJV5UIIBNNhirLcVdirsVdirsVdirsVdirsV
dirsVdirsVeFedNT82HX9UsEGlPpcd2s0NhPNo5aYcpA0jRTK8gd5fSj+JeVe43OKWNajeefLrUp
JY9Q0G7ht4I447520CRh9XgMixqHYmNWliLBei05DYHFW/015yg05LBbzQZYGgdp7f1NBhtpJA8l
ujorDhJSIJQ7ABSp3xVde3nmm0rBY3+g2sF1GyX+mo2giOJIw0hhlRQfWpIx47UU1/mriqHso/OU
bXOmfWNBjadpYru1jXQBHIIIzJA726JzlHqEFfhPChNN9lWQ+X9e1bRJZry7stC1p4ZFW2jF5olk
0YdVmN2s0dSpmkUvwJ8CPs4qnB836NeanLHL5Q0b6xLIkU7tqNhcr6jQSNLziQU5rxMRY7sK78Vp
iq2z886XOY7WPyd5fRLFQ9r6Wq6VMsRuJEWQRoiqQfjPLh9oim/IYoXRefdD1nUbG6vPKOiS3t3u
s8l9p9xKpQM/97xJ5J8BKmhHPtxOKXrmlMr6XZusccKtBGVihKmJAUHwoU+EqOgptTFCQan59+oX
89n/AId1u79FuP1i1s/Uhf3R+YqMyoabiF8UB8WqWWjVFjfmeSw8xahp11NYebbKZUeG3+oRNbLA
Xk4+tIf2X+Hbf7PUdMfyvP1Q+afF8j8lPy3ow1S5nsze+drIyRTt9Z1KX0UX1DGKRvQ0dePwDt8W
Ry4OAXxRPuKwyWeRDOdB8t/oiSR/0pqGoepFFDxv7j1wvpFvjX4Vo78/jPegzHbE4xV2KuxV2Kux
V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KvEvOvlv8z38z3l5pukW8+kNI87OLfTZJJEiJeKH4laf
kXUsJPtAv/k4pSe18k/mwbu1vLXQLKyiFxHKYhb6QP3E6AyK6+nEawfEoqvL4yAe5VV7X8vfzPlH
p3ujacsPremsItNHZEiSORhIvBI6gzPsCvId9i1VUNZ+TPzZbXby3n0WwEJhlPrPp2kCO4Y0Vecq
xGnN6SFanp0xVlejflT5suGt7/UrzS9OuWiQ3MEWj6e8wm5fvv36Kv8AeKD8SsPtdNt1UzH5Q3fO
jarYtbtCkc0R0Ww/eSxmqyOSDyHH4QhFF/ZptihRH5ReYY4YBB5ls0njLNLM2hae/N2ZiHUHdDR2
B33qT1Jqq6z/ACbv4XhaTW7OUJtMi6Jp8QYA80EZjCtGFejmhNW32xVy/k5qMFtDFY61Y200VD9Y
/QdjI3qMGEzgtuvqcl6HYKANsVekafa/U7C2tOQb6vEkXJVCA8FC1CjZenTFXnusQfk2NfvYtRVj
q5uBJeIv18/vpXhYMRH+73eKLptWg75kR0uQjiA2+DWcsQatKdQ0r/nHu6uALuH1JhG1z8J1Kgjl
rcM/7s0oeZb26ZIaPL3faEeNHvek+V9V0DUNIg/QM3q6dbIsEO0gKrGoVVPqgPsB3ynJilA1Lmzj
ISFhNsrZNM6KAWYKCQBU03OwGKu5pzCchzIqFrvQd6Yq3irTOikBmALGi1NKnrQYq3irsVdirsVd
irsVdirsVdirsVdirsVdirsVeWar+ZmpWus6hpwh1F5ba4lijFtawyx8VchCOXxH4aZtIaOJiDty
73DnmmJEAIC987fmrc3K/oLTLxrUqOX1yzRXD1Nd1ovGlMnHT4APURfkUDJlPR6X5TuddufL9pNr
sIt9VZT9YiAAoeR47AkCq0zW5xETIj9LlwJrfmm+VMnYq7FXYq7FXYq7FXlnmbTPyNuNfnt9chLa
vLO0kq/7kRymk4oxUxEIa+mB8O1RmTHSZJCwNveGs5Yg0UOsX/OP0FujoirDAyohA1D4WtXDClN6
hp9z+1y3rvh/JZe77Qjx496I0/SvyKOqNp1pEv1+QLF6TNf1PooYVCs54ghCRsa0rgOkyAXW3wSM
sbq90+h/J38s4Ijax6QqLKWcr9YueTVjaJtzLyI4SEe1fHMZsVLz8p/y6uY3iu9LWRZmLEPcXFSw
d5iVPq1HxSudvE9sVUbX8mvy+spUaxsZLUCSOWSOO4nIkaFg8ZYu7uODb/AR71xVsfk3+WLwsiaO
vpPGsDiO4uVDLG4YcuMoqwZftdffFUVov5Y+QdLvLW+0vThFcWJItpRcXEnA/vK7NIyn++fr4/LF
WWYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWO3iefzJJ9TbSkjN0OLOJ+f1T3oCPV/4XMiJxdeL
l5c/1MDxeShbf8rQUyG7OhsgirF6Yu1Pq7bNyLfB136+2SPgdOP7GI4+tJzob641pXWDaG7BKn6i
ZDFsaH+8+KvtlOTgv03Xmzjdbo71YuXHmvKvHjUV5AVp86b5WyXYq7FXYq7FXYq7FXgHmbU9G0z8
xrq9t/0JbanbzyXDXF1HrT3IaISEuPS/0crwqGC7VB+FqAYpSjV9atINT1oXZ8vz3MsJtbg/7miV
tpbiM1lMfGMqeQYmGrVO222Kt2zeWpfrOgaiuhTyGaJls7E64C0lokkFWknKpRIyaFX+L32xVB3G
maXd2sl/dRaJMyTC3hE8evxKqM7uzcIz6peSeahABANQNuiqaXk/lGyjsNM1H9CyWsHpSjTlTWpV
S3DtNPJG5RmL8zJ9tqcOq9QVVK00vSvL2n3t7HPoVtNSYGWutOIZHURRhQVYuBHdNWqHqPAnFWvq
Plh5b1ohoEuqs7FmmTWkQwtMbHkxjp8byS8X48RXelByxVVurzyaBqWjx/oJbb0VWSNhru72cPKD
my7nhSXkRvx4ipIxVBQWGmvod6YoPL40qE+rCjtrqybgMHmMbDnyt2L7E9hTbiFXuX5c38WoaA18
r2skt1N6txJYi5WBpHhjJKrdBZF2ptSlPeuKGU4q7FXYq7FXYq7FXYq7FXYq7FXYq7FWEXeneVZ9
T1OOfy9qTzXDTJdTrHcelccxEH4MknHiwC06fZNN+ubGeQRFSj9m3NqIiSdi8787abdS67byaN5G
ku4YWQxXF7BqIkjZbhy7NLDOF9PnKHVQG2qSKKMx818W5B9zZDkxrSdA1hVtrp/y/VGkljuY0ii1
hnpG5TcSXarzLOrLU8eHJj0plTJmnl290nQ7WGKTyBrLXVjcy+m+n291JCpjn5xkCedpD8DBiW2J
6bdFWYr+azufh8m+Zgqkeoz6dxopNKgeoS256AdN+2KFWP8AM8SvbiHyvrzpM4jlkFmpELFmWknG
RqFePxj9nvQ7Yq5/zOmRZi3k7zJWDhzC2UbV5/ycZjzp349O9MVWH80pRKkf+DvMjNJx4lbAcRzC
sOTNIoUjlRq9CDv3xVlmi6k+p6Xb37Wk9ibheX1S7T0549yAJE/ZbbpiqNxV85edta1bTfPGrxN5
xFjZTXUbxWUj6myJD6p9ZVSCNowQ0XFh+0CaHFKVC+81XMrWUvns/VYJbizirPqzSPN9lGlkS3Oy
yTotW4j28VUdb6jq9lpmnahd+emflMPWnmuNX9N4ZGFUjHoLNUpEKchT4mIPQhVCLruvXNrA58/w
syxzwsfV1sowtoOfPj6C1k+PkznwUruCCqski8yW0ktnY+dXS5mD3ZkNxrQl9Bn+CRkSAVlY/DIO
B7UFeRxVXHmHUfW06NPP8Sl54pLn9/rHKVKKQhLW5BHKR1+PqoXkdjirJtH0Tzt5v0yW48uedDLY
pqCLJJFPqFq0cMcCBo0MkSmvxV4hePevYKovV/yz/N9ry3n0vX1t2klla8SO+u4oGo3KN5FVQzO6
gK537dsVW2v5S/m19UVbjzfPFOjoqpbaleiL0QV5n4oy3MjkfCtO2KHpfkXQtb0TQhY6zqMmqXok
ZzeSyyTMwYDblIAwANaLvQd8VZDirsVdirsVdirsVdirsVdirsVdirsVSa7/AMY+rMLP9HekVk+r
mb1+QbkPSLhdiONeVCN+mXR8PrxfYxPF0eUfmT+hm8zRW/mmPRmv5LcSzcjq/qG1iNwUKfV6RjiB
Vviq3xbbLlc+G/TyZC+rGroeWo7iVXTQI1uImkEsia87lrugnlCozhEaKF6fECtNyBXIpZN+X+qe
Yby/1JfKs/l6XUGt1DSNFrEQkhil4xOfX+H7Tyhgg2bxHRVnhT84lM6rJ5fdK/6NIwvFenB/7wCq
19Th9n9mvQ0xQpBPzsF8nx+XDYq9Gr9d9VouXU0HHnx8Nq4q3H/yuWUu7HQoFa44pCwuS62yswL8
lLqZWFCB9kfqVWQH8521Ge3nGiJZLG5tbxBcMS5NIxIpYEkKamigV74qyTy6vmlbaUeYnsnuOY9B
rESBOHBeXISb19TlSn7NO+KptirwDzN5yjsPzKvVs01q+vLeVomEeqCG2QkOWgWKS3KhCq+oBzO6
inQ4pSaPzmLCeSW2vfMFw6XEMVpayas4iLtcN+6X1rUUp9XoxNRQsn+ViqOg86zpp4tYbnXEuJ4b
iOO+k1J7h/WSLkYndbUcipeTiydOHw1O2KpdbfmYosXEFxrdrNqAiit7Z9TkuuEKsIPUg426FWJ5
VBPIkV9mVUh5w1lLi0v5h5hs9MilCXEa6zyjEcR4/FGLcvtw+ItXl0HUYq6Dz36moTSXWpeYVk9F
QDb6pI6R2ptiqzSKtoKsDxkLbbvUgMGGKomL8xZ9Ohiv4V1+/wDRja1unm1c1SbeZ45Fa2JdogGo
4UAL402VXz+dBpj2lpJea+YYbm4nuPU1VpZJCRF8LtHbrVEiInpuPtKdzsqpHzNqlt9Zmhk125KC
ZblYNaaCNVPJfWjiaFqMCrIijkF4d6q2KvX/AMmdbOs+SY7sveSUuJow+o3QvZzQg7zCOCo32BXb
FDOsVdirsVdirsVdirsVdirsVdirsVdirB9Q88Xttqeo2aX2lhrYTejFKl4rqY/ToHKoyuRzJYJv
QgjoczoaYGINS39zScm5GzDPM8+h6jrK6rri6RK8CQTPOV1hJEhtpmkb+7UIGWCUFVIqXrUUG2Nl
hwyptibCGntv+cYLRo/XjaF3Xmqt+l+VFYpuO1GQihypLO7T82fy4tdPgjgvpI7WG3BgVre5r6SI
5T7ScjySBiCeoHuKqo60/NHyTeWqXVpfNNBIGKOIZlqVbiVo6Ka1BxVD3H5weQLa/jsZ9QkjuJXW
OIG2ueLF+hVvT4kVNOvXFW2/OH8vFdVOqH40dwwt7kikcSzN0jr/AHcgb8Ou2KqB/O38tRKsf6Uk
LOEMYFpdnkZN0AHpVqw3HjiqbeXvzE8n+Yb97DSL5ri7jV2eJre4hoIiofeaOMVUutRWu+KsjxV8
9eb/AD5eWvmvV7MSay81je1jW11X6pbGKMTzEFWglVRxFGXn8QAp0xSk1t550vUE+qpc62btreO3
jtRq055SxxIS6f6MVRywZWevEca8SrHFURqn5oab9WWb63rjB3W6trePViqyokzW/pvW0PBCsPqF
T15Yqp6p+ZmopqfoyNrUMzMkElpb6szCP1EqhDfVjyYiZhRf2kXr3VX6l57nso7u5vLnXHnNyitb
HVXECq8cdz6W1s6GhjaPYDZt9jiq+HzzDeM2kqmrXcUdq0r/AO5VkedCGSJZP9GPIypKklduJNeo
piqnZeebiHW4H1G78xWthD9VS+kOtessKyRqS7wm0RnbgKuq78q03xVmMepflpaxW0snm3zAzySG
KK+ka6aaR45TWJytvz+JiVKso5Bf8kYqi7fUfyy+p3Vpa+b9Xjit5YrFyj3AaGWTlHCqEwVryjYh
t6HcnfFWc+QrjRbjQBLo+sXWuWTSsBfXsjyy81Cqy8nWM0qK0pTfbbFDI8VdirsVdirsVdirsVdi
rsVdirsVdiqR3Hnfyvb3V1azXvG4sw7XEfpykr6XHmBRDyI9Rdlqd8vGmmQCBzYHIHi/5ua9Fq2r
GWx81Jp9snptaQMdUjrJbiQSkrHbyRB1cinGh/m7ZXOBiaPNnEgjZAaT5j1nQtUtb+785wXUUJRZ
bW8k1m5QsKxzFh6LJyEsMnp+ILb0GQSz7yl+ccTXrWvmjUrEvc0/Ry6faair8lZlmEoljNFVlove
gJamKGRr+cP5dlC51QqoQSb29z9ho3lVtoz1jjZvH6cVUh+dX5blJJBqj+lCiyTSG0uwqLIVEdax
A/Hy+GnUb4q3/wArh/L2WP8A3udlaBrpka2nH+jAlTIQyCqmnTqR2xV1n+bn5eSWiNY3jyWqSLax
+la3CqrU+FeJjXio2FSAu4xVG6H+Z3knXbiCDStQNxJcyNDF+5mQGVU9Qp8aLQ8ATXp74qynFXiH
mnV5ofM1+IdUv7dmvDG6yeY7WxijiJkikaG1nVSFTiGXY/F0JoRilLNU1bX4hEktxqAeaQFrRPNl
pHKXEkrBFb0hyjdZAPg32C9VGKrrWXVF12Od7289GGf0plfzHZmV45Byt5Jx0+F3f01ZVbdQKnFU
ukku7dY3sr69+smS5a9iXzVZQzFVQR82kcI5NYfU3Sg3BAxVX0+4j42a6fqNxDd0iFpFJ5pspk9U
+i5BRV5o8g5wkqAKA7fEBiqpaX/mCdVYXmpRxbSXMx812c/KBmLtMWj9NIxGYeNFpVeQG+4VdeXf
mGee9luGvSrFba5gPmWzmt4Y5V/emgjPovFxVpHIYdTSlDiqDlkvAxuI9U1FlvgxnjbzbZwUmVAR
HWSJjMOLoEcEg7E/CQcVR1/qzNb3LW2q3a3Be4aKOHzTYkiKJYCjJ6cbFOcaSAVHwANXZtlXrX5b
NeHy4UuzIZIp3jX172HUZOKqtGeeEBSz/bIpXfFDKsVdirsVdirsVdirsVdirsVdirsVdirsVeae
fdF833mtTy6XYavNBxiSKfT9Zt7BfiALlI5Y2ZShj49d+bYqkC6b+aS3cFyfL+uSG3nW4WN/MtmU
bi7v6bD0t0b1OLL3UAdsVesaLc6nqWjrJreljTLqbmlxprTR3ShORUVkQcGDrvT3piqPhhhgiWKG
NYokFEjQBVA8ABsMVdNDDPE0U0ayxOKPG4DKR4EHY4qvxVSt7S1tlZbaFIVdi7iNQgZz1Y0AqTTr
iqrirsVfPvm3yv5d1Lztcy+YYVgsDc3EcmqRaxYxFYmd/ja1ZJJP3MjBSOQPJgKHpilBP5c8u3Wv
XPBTdx3DlLG4fzDpT/uGLFri2iMRkjaMx0UePhQkKqereVtAiv7iKEzz6ZG5kOsJ5j0mKScQqI4m
dHi5bSRALyb4WY4qu80+TvJI16SXTZ2njZGoy63ptjyZ4jtEskLBleQPG5Vj8VfcYqg7vy75N0uD
SH0q1ku7yWCSXVI5Nb0+GOIt6fFHufSET8TIjoyMtPhNKnFUVaaf5du9WEeqRDRbC4BFzcJ5g00q
Y7iIJVIRboZVRnLhh8PMuQTiqZaTqenaNq+rFdGttUF7PNHbWOpa3pnFy8wNVt3jVovVDMwqKU23
5A4qy3Sta8kXN3HFqXl7y7ZQRwsbvhdabcSWx4LE6sqDdABwcilAB1HRVJ5PNukxz3MT+R/LocK0
0znUNMHqt6UplVQU+MqweJ25bVqRSoxV6X5H1A3+jNcNpdtpDmZg9paTRXCVCr8ReFUXlTY7du4p
ihkOKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV4V5r8j/mJqXmTXP0fp
Vu9gtyXsZJYrEJL65ifpKjVSNkaR/wCduoJrilqfyH+ZqwJLp2i6ZYzQ24aBRa6VLMkvxs8Ku6U4
uZPtcvo3OKoXT/JH5ufpGH6zodhFayGRLqX6to0jfV2bl6LKqRj4mUklRvz33GKqkvkv82J42jk0
DTvWLwejdta6M5iEkjzTuEKb8OfGm3I1Ybk4qpN5R/N+bRjbt5Y02K9Dqpk+r6KyPGevwFSqhBFE
O9aDw2VTGy8m/mQmqmGTQbBtKjFwS8lvpbCVZQVhhCks6JAJG4UopGxFDiqHTyl+a5jN9J5d0/8A
SKxRj4bfRxOzkSRORPxIVgvCTpSnw064qg18lfmwElQaPY2r3E0nrEw6NN8Fy9HJ5R1ZUjjWoNC5
O52phpUwtfI/5gtrGk3UthY20JJ/SDi20eR4UeTlxVuBZyvqtzKkcwD+0d2leu+X9MXR7KWCW6im
MkplLxxR2yiqqtOEZ4/s9caKLTcEEAg1B6HArsVdirsVdirsVdirsVdirsVdiryr81vzF17y15ht
7DT+HoS2aTtyBryaWRDuD4IM2mi0sMkCT3uLnzGJoMJ/5XZ5v8Y/+H/rmb/J+Np/NSab86/OR+y0
Q8ahz/xsMf5Pxr+Zkpt+c/nUmpki+gSj9UmH8hjR+Zk1/wArm86f78i/5K/9VMfyGNfzMlM/nD52
Nf8ASVAPhz/5rw/kcXcv5mS3/lbvnX/lqH3yf814/kcfcj8zJa35t+dm6XpX5F/4scP5LH3L+Ykp
n81POrGpvST4mv8AXD+Tx9y/mJNf8rT85/8ALb+v+uP5PH3L+Ykpn8zfOpFDqLEHtQYfymPuR48u
9b/ysnzj/wAt5/4Ff6Y/lcfcvjyWt+Y/nJqU1Fl+Sp/EHD+Vx9y+PLvUz+YPnBjVtSYnxKRf80Yf
y2PuR40+93+P/N//AFcW/wCRcX/NGP5bH3L40u9SPnfzWRQ6jIQe1E/5pw/l4dy+NLvW/wCM/M//
AC3v/wACn/NOPgQ7keLLvWv5w8ytSt/Jt4BR+oDD4EO5fFl3rf8AFnmP/q4S/eP6Y+DDuXxZd7v8
WeY/+rhL94/pj4MO5fFl3rP8TeYP+rjcf8jGw+FHuR4ku99UeXhKNA0wSsXl+qQeo56lvTWpPzOc
xl+s+8u1jyCYZWl//9k=
uuid:ebea8ef4-eb53-4432-9665-dce94bc4dd68
xmp.did:1E3DDE1BB35CEB1195B5A65937CA1FBB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b6c835ed-95b8-41a7-9c09-4ae4120f2e95
xmp.did:861A85D62142EB11B1FF94B5F7DC4A4D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F7DB2497A958EA11B33185250CEEC93A
2020-02-26T16:06:39+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:1E3DDE1BB35CEB1195B5A65937CA1FBB
2021-01-22T16:21:48+01:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\silvi\Documents\lavori Ikos da dic 19\psicodramma\Apragip.jpg
EmbedByReference
C:\Users\silvi\Documents\lavori Ikos da dic 19\psicodramma\logo apragip.jpg
EmbedByReference
C:\Users\silvi\Downloads\mostafa-meraji-regolato.jpg
EmbedByReference
C:\Users\silvi\Documents\lavori Ikos da dic 19\psicodramma\mostafa-meraji-regolato.jpg
EmbedByReference
C:\Users\silvi\Documents\lavori Ikos da dic 19\psicodramma\Logo Coirag QUADRATO-1.jpg
Print
False
True
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-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.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
PANTONE 280 C
SPOT
100.000000
LAB
15.294100
15
-46
PANTONE Orange 021 C
SPOT
100.000000
LAB
60.784298
66
85
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
8 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/Thumb 28 0 R/TrimBox[14.1732 14.1732 856.063 609.453]/Type/Page>>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/Thumb 35 0 R/TrimBox[14.1732 14.1732 856.063 609.453]/Type/Page>>
endobj
29 0 obj
<>stream
HW]o8}IXI͢M21],h[q9+Keu9%;iҤH\{{i
ߋDћX4oBa4ED̓P̖#~X,,(Ǿrut7m
Y{Aq.F,I>yYNF߸QI?7kI rٹzS
3.. B^"2/Ms;=?8
p眛$4zmrd28I:VՓ^${r_`P$(/ΆeDm\LD~WOƦpljS͝)*
*ZXJu-4b5/D4oe-ZYɟu55ZkQu
ZU7JЙijIfHтa?BP 19M[J{N/Y9!͗0El7;"Q;ח چ}_hO
7حMH63Hbfg(37j?8KQ&}6O+%jSTժ3Eqj.vȪEh<(c*vP,֍N5ah1¿SսVGfeј=%k#:mrC&<ȁE&gӾTQƁ1k4z91Z7+
zJ]]]h7#z-.~䳥2H|8&t2VTW.y$v {Y[)64LC?%g1v?ܔۖ,wNu9.6(VUU|U`6"JJ"iUmwj#|#`llRM[Y@,_l(hXCاO0+ Q};0vdiseIgnMMhWWIT1Wr&^Ħ+V>|AyΕT-r^]pOUS0g?iC&t4Ŧg^֍݄T_F拎zFNʼn4gTYDC5#81^Ao/1CȨqd}E{F1͢!3CW3DԷĹ2psu Թ[ch$ACݹ9Ca0i8j6#kL$t\Uӥٿ%@ 2>3u(Fq9R-|v>.Ggܱhay}LNljYdyƙOw,5XX3<
Z2+˪waZxO_ IU+35vA](յH.\C5"kl6C~1cP_̤͐əFClr KΡr'Zh7~|4xxſ
{F"o8
̂2`ѷ@4Q/ 70;dab1ڪm枺{AVx5*Mkye:}ŵUb;^!%[?Po>N:
BDoDGjz~6~?ؽ!_
~mL_}j(CIC+`:sTLr(/1^.CӘ{ZQT=O(qzE^ÍJQv4Z+b:=(.;"DNwK \^@H;1Nᗰ^O4Qz'h/EIc fd0_Ui0S[nl #!3XV,gR8.F^/S^?GAwQũ+`]1=