%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Greece Flyer - CDN
2023-01-16T10:13:53-05:00
2023-01-16T10:13:53-05:00
2023-01-16T10:13:53-04:00
Adobe Illustrator 27.1 (Windows)
256
164
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgApAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq6uKurirq4q6
uKurirq4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq0TiqwuB
iqwzAYq1648cVd9YGKu9dfHFW/XHjiq4SA4qvDYquxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxVTdqDFUjlnlknuAs/ppFuzO3FRU0GXVsNmm9zug5Te+tbxLc8jdFhCw
clSUNDuMO3cu/epzDVEg5iZXPBZTGkhMgRqUJU/PEUptsQavzVBOGfkqSKJCSjN0Djen0Y3HuWpN
ouptMYorhJ2ClzwkJpx2oem5JwXFakoj9LTRLOt16ayBjHGXAZwvXj8skDEdEHi70RI2oQRKz3gP
wqfTD/vKMAQaUGI4T0U33qkNxdMu9xID1ryPTJbdzHfvVluLxY2KTOXIorMxpXtscaHctlRN1eCN
WluXSRz0VmIp7DrkuEdAiz3sb/MzVdZsbbRJLK6njMiXHrenJJFzIMXEvwKk03pmu1UqPOnO00bH
ewK585+bAOP125FFryS4uP8AmvMIZP6Rczw/IJVN5z83kmmq30Y97uf/AJry4T82ow8kb5R82ebL
jzfo0E+sXktvLeQJLE9zMyspcAqysxBByyMt2Eo7PpHMhx3Yqwz81vNureV/LtvqGmen68t2kDeq
pdeDRSOdgV3qgzM0WCOWZEu5pz5DAWHny/mf+bLLAy2VswuWiSELECS1wKxAgSVHMHauZ/5PB3n+
xo8bJ3L0/Mr83HMfGxtqSqXRjGADQKaVMlAx9RaL1NRQb4nR6fvK+Ll7lJvzS/NdYmlNlbcUgN04
9KrLCoBMjKJOSijDqMP5LB3nuR42TuXv+Z35sRoXe0s0QLzZmVAAPBqy7N/knf2wDR4O8p8bJ3BS
H5r/AJpGza8+q2otlQS8zGBVCOVVBkq1F3NBsOuH8jgurNo8fJV0qx/mb+bMiwstnacZk9RCUVQE
IDAvWUcOQdSvOlainXAdHg7ynxsnc035n/m2sayNp0KoxZQTAw3RXZgQX2oIX+44/k9P3/avjZO5
zfmf+a630dg1paC7mBMcPBakqeLL/e05KdivUeGP5PBV2aXxsl1QU7n81/zStrZbma1tRCz+mrLG
H+IkqNlkJoxUhT0NDTCNDgJqyg58g6K8n5lfm5GJC1ja0hXnJxjVqCjGnwyGrD02qo3FDUYBo9P3
lPi5e5pvzM/NpXdDZWvNCqsnBS3JiQEp6teXwn4euP5PT95Xxcvc2fzK/NsOE+p2nJmVI/hSjs5o
oQ+rR99vhrvtj+T0/efx8F8XL3BnH5T+ctY806Re3Wqel6tvceknoqUHHgG3qW7nMHXaeOKQEe5u
wZDMWWcnMJvQ8x2OKvN7j8w7HTtY1W0vbaaNVcxx3EASYko/dH9MDYeJzYjSGUIkFwDqhGRBCA/5
WnoqlJGtbpprF5WtBSMLMJDyrJRv3dGPRQ2E6OXeN0fm49xS27/N9TBJBDaGMi0t0t5Sil/rMRUy
JIQ6loWpt370yY0XeerE6zyVofza0uG7N1FFc0vbiGa9hZI6QxxuZJFibnWQsxoCQtBkTozVMhqx
bek/m3wtpHvYGu7xpuSlVSBVij+KMVj+0xfrt9/TBPR77bJhqtt09sfzD8rXLSRAXEcblyLadYzG
xk3FDyYpxPceFcolpphujniU2m1nT76FEgnLOixgxhYyAVXiTyDFsqojm2Egtx6hBFs7geO4yYiS
xMgEZHqFo4ALcQehNKHJcBY8QVVeFzxSYMetFIOO/crE/wA15xBZ6GlCQ4nBagNATEKn780vaR9Q
+LtdBGwfg87htzMXAVGHLgpclamtKgcozQ+JHTNZPLVbueMXkkGrK1rBPJNCUCz0im9RAhhYNT4C
eddvtV+YzOwy4qo9HFyx4eYXeQ722l84+XJEkBkk1CFZIqNyWkwVanjw3Ck7McyIcXHVbNE64bt9
ZZmOK7FXmX/OQX/KGWX/AG0Yv+TE2bLsv+8P9X9IcXV/T8XlMf5jatHHaoLaBvqawCEu1wwElqoE
MgQy8FZeNaKADXcHNodJHffnfd159HG8cqY/MDVmSKOe3t7iKEgpE4kChk9MxmiOv2GhB96kGopQ
/lY9CUeOV8X5keYUZi4hnR0iiaKZWkT0o4/TeNVZiEE1AZCtDXoRidJD8fjoozyTLS9c81axp04s
tPge3ijjsppEkmjf96SEHITByPBPsDwyqeOEDufPp+psjOUhsFONvNZ0aazFlaNatZxxNM0m4jVW
4tx9TizgKxqVPHrtvhPh8V2btfXVUOSNmm85x2MUU+mWVxazQH6zNzJE0NsY4+crJKvERtbLXhTc
b9d4AYydibv7/wC1J465BUn1f8xWc8rS2lkkjvUkVGVjMOU3rvxEm5R+fEr+0KCvQgQw956fopJl
k8kMyedb/XNKv4tMtY72O4m+rxq3FZrj13EvMtJ1Mkb7BgKA02yV44xIs1X2Ux9ZINBLNRfzXp+j
RrcWKQQ25gQ6gKl3WKWX0ENXKfC8b9FB23y2HBKWx79vlbCXEByU5/zC1WSOWJLW2ginQpOkQkHM
Ms6tVi7N/wAfTHrtQU26kaWPefxX6kHOVeT8z9baaScQxJM7xzKwluiFkiZnUhTMV4hm+wRx9siN
HGq/V+pP5goW189XVpG0VpY29tC0yTrFC90gDIQ29JqvUj9on2pkzpgeZJ+X6kDMRyD1P/nHr/lH
dT/5jB/yaXNX2r9Y9zlaT6T73qpzVuUhp+hxVhf+E4/rGrXEsqTLeyQv6TxfCALlZOJPPcGnEnbM
r8yaArl+px/AFk96VecfKy3MUU1zdGG3Wd+EM0Mayoh6rHIhXlEO22Sx6nh6Ingvqr6h5XtbiVpL
25tx5ejubZ7O1a2X0hbq6CkNwrggspPPY1HXxDHORyHq96ywg8+SlY6Detd2za6YXvkvpTp3GNE/
0Y28gdFCgViB4le3hhOYfw9yBjN796ra6Npkq232Ir+x0IRvRdp4pLUANT+aN/wPtgOU/OX6UjGP
sQeraDLJp176M8cWiRW0B09PqytGaBKskwdWExetdjXeuSjl3Hf72Mse3kusNUuofKcAnuy0a3S2
ruI1B+riL7H2Senfr74kXPYKDUUz1ai2epG6QJZrLF+hyoRVKcj/AHRA3X0+uDGdxXPqs+Rv4JLb
39sq1UtX3Ip922ZPCWjiCIOrWtACrV7mv9mSGMoMwhvzE0m81zTfK8NnYXNwgS6l+t20JmELL6Y4
yEMhVXQuRTdmUKBvmh7QwylLb8cnc6HKIx3YfoP5cebXe3jlluILdjB6t21ldFlaaoVWhlSJm9Ij
941aCoNa1zXHSWdxsfsc8asgc0o1ryh5unvJtKudM1KWynEc8WoQ2E7iMvGrKroAwqqmkiq5o9dz
3vjpvD9UBZpqlqfE2kaS38v/ACL52sPOuhT3ejailvHf28k9y9nOiKqzAlnqtFAXqTT7szacQnZ9
bZNqdirEPzO8tw+YNAt7KWZoFjukmDoAxJWORab/AOvmXo8xxzJ8mrNDiFPKx+VmhnmBrJJiBMlB
H8IHUtvtTNl/KB7g435Yd7R/K7QQaHWTUkgD931UVbv2rvj/ACge4L+WHesk/LXy1GrNJrqoqKHc
sYgFVtgxq2wPbH+UD3BfyoRNn5C0y3HG08xvGrMH4xvGAWUGhoG3oK5E62+YDIYK5EokeTo+FB5p
n4Mqx0Ei0INQo+177ZH82P5oT4J7ysXyTbui8fNE7J6ZCUlUj0yxc0o/2eTk+FTh/OD+aEeD5loe
T7XeEeapqoXkZPVWql+RkY/Hty5Nyx/OD+aE+Ce8tQ+UbOC85w+a5Y7zi0oZZUEgVX9RnFHrQPLU
nxb3wHWAiuEKMNdStm8jafcWwtZfM0sttFQrC0iMi1HIfCWoPh3wjWgGxEIOC9rKGj/K/wAvyU9P
WudTQcfTO/0Nk/5QPcGP5Yd69/yr0RK89YZaVryEYpQBj1P8pBx/PnuX8sO9aPyv0Ay+kNa/eghT
H+75VbYCnKu+P8oHuC/lh3vUPyu8rQ+XtKvLeKdp1mn9QlwFoeAHbNdrcxySBcjDj4RTNDmG3Iaf
ocVY8s9tqM86W08Tx2rOl5KGDCJo6F1enRlr0xVJbxtCubSe807Vbe6itSPrgDoPTUsV5NUnaqEf
QfDDyQN1S98o2T3f6Oj1NFviPghaBgCach8YYgbYRJBCTxeT7RdPS91XV/qatI8IRYWejoSKcgx8
PDLfE7gw4O9bbeVNJmhvLv8ATX+gWZjBufq7mvqbfY5ctiaZLxD3MeAd6nD5W0+8uxDp2prPaxxv
Ne3LQvCIUSm/FvtVrkvEI5o4AVlx5UsJbaO80zUfrVoJ0t7otGY3iMrBVbiftAk+Iyccp5EMDjHM
Fu/8ueWtPuLi0l19vrkFQ0AtJftU5AclJXv1ycMkjvw7e9hKERtf2JRAkLKrPUVrx5ErU17A0zKE
i45iFUW6u5WtFHgBX7wxOWcTDhR35hjyzB5Q0F9UlnFzHHKthFBQh6unqFiaLso2+MH2O9KNPKfi
SobdXLnAGA3p57a3vkl5FSaa4gBp8ciAr8vgd98y8uYwFnYNUMJkaBtkEOgaDc2zy6estwUQOzyL
LDEgbp6jsp4V3/Z7ZjDXgkAbtv5SVWdkx8naFGmsadezKsHC5t3iZVlaKry0WP1ZPRrIf5eNV7jK
dRrCbiOVfjvbMenAINm3uuatynYqlPmX/eCP/jKP+Itl2HmxkwgeXNAEVxCNPtxFdgC6QRrSQKvE
B9viou2+X8IYWuPl7QiEB0+3pGsiIPSTZZmDSqNujsKt448IW0q13QPItjo13NqVjZWtgUCTztBG
QvIqiEgqwNG40qOtMBiAEgljFl5e8gpCHg1iKW3WptWMNuyQxyR83WNhHQFoZY/9iqVB3rDhj3ps
ov8Aw/8Al2b6WOC5jgkb0leFYowK28kHpHk0R3i+FAa/Dz8aY1FbKno+j+SDaxRWeuNPYv6aRwhL
dUPMi1X4UhRRzljpWn29uwAQI967oOTQvy3Os+u+toLy9SjwPFa0mSWH0qPyg5urV5Crfa+WCo96
2XW9r+WkcEMcPmGOa2eV4IIAlrMjJdC3h+r8VgJMasIu+23I0w1HvXdVgtPy8Is0t/MClfQNlDHG
sDessESKQF9I14D4vg2332xqPeu7LND0byXcadBNpFpaS2FQ8Dwxp6VQQwKKBxHxfFsOu/XJgDog
kpk2haMzFmsYCxcSEmNfthSgbp14sRXww8IRah/hXy39aW7OmWxu1kSZbgxqZBJGAqPzIryVRQHr
jwhNs48s/wC8kv8Axk/gMozc2UU4PTKWSHmGxxV59pOr2Z81avpLX7s93Hcxw0ZTFE5ajLy+PgUI
7926HtkSx+kFgJb0gb3RVTylfXGvaTNp97CImtraG7aWWSRd5FhCzcJAA9AOK18NgcoEbZkshvLq
3/xjqVrZ20NvrcluRp9/N6hRrn0VK846hG+EheSitBxrh4drW0r8tzeaL/yTa8NMhuNUS8ulvYrp
VKoySMDQTGM137e+GEr5sZxrkj9Dsdfh07W42sbf9JySwutmRGYaEgnblx+zuN8nIix3MIg7qUNt
qAnv7DVYIdPutWszFZiLgsbNET8Pw8lBPPvh8x0R5Hqk8Xll9Ie0n1CdLa6a6hW3s2EbySgOvJ6x
sOKr8jlnHxbBhwVzZJ5jsvME1xe+nplu9kRVbrjD63EKCTyZ+W1PDIYzHbdlMHuYbb31msZJ9INU
Ckjhe/tyzNEC4vGFztIULRNFQmq/Czj6DyXploDWSgfzjm1BPy402K3FnJK0DmWeeCYyKq3EA/dS
RxzJCpcrz5yLyoFWp6Yscxx5JSHT8fj9DmCHFAR73mv5ZeUbjzTbXQv/AKxAjyrFbTW+0bcoxyYc
4yxXlxO604tTc5h5dVKciZVK9v6vXajt0+TmRxCEQBt+n3s507ydpVhe27rrF79asOPqCF0eFmBK
kIqICE+Grcl6Hxrl/wCekMXAYxqvwXHOCPHxdWe6bo8Wm6xaWS3El3Ek0JX6wQx5JxAfmpBduIHx
MK/rzHOohdcpfj4MqNvRsgzdiqU+Zf8AeCP/AIyj/iLZdh5sZMazJYOxVogEUO4xVb6UVKcFoOgo
PCn6sCqN/GrWVwOZhJicespVWSq/aDN8II677YlWC2b34/R7zzalNDcJIs/qXVhQv6vqL6gSnxb+
n+7ptv13yoMm736+ttb3cV1qLTwlHltIZrHk6SRxluQkViAnEsVQhvi27UVZvpsKpp9srOZ2EUYa
dyrPIQgHNmQBSW6kjbLQxRAhhHSNRTpQDviq5VVRRQAB0A2wq3irsVZH5Z/3kl/4yfwGY2bmzinG
UslN1qMVfLmsQy3PnvXdM/SDWNrqGp3a3MkkrLEtZacyCyhTSJQCKHbN/DTY/DEuGzwjvdecsuMi
63R7+Xre09ad/Mtvcy21tAsbBo5lJmuEYoQ7sW9L7Y2qKdqbgQiSPR397KyP4mrvQXia3Y+bLOSb
6z9VV45STF66cjJ6g3EYotT0HzGMYQN/uzyUyl/OCGtfImi2cIhh8yWfocJW+Bw20VGIBeTlyYk8
fHKzgxn/ACZ+1mMkx/GjtL0K4Flbqnma3sbcvLDbrPRSEhkMfMuSQVO1KE7mnQEizhhHYQJa6J3M
lKe1uBY3LnzHA9xbGUGH92VkEcUci8CGJPJpCg2+0PmRMRjY9HNiRt9SYz+WQJJFl80W0FwsscIj
nZFdOVQ3MNwNFZVBO3Q7EUJrEhz4OjI4+nEhbPT5f0eL+48zWyKII5fqyNEZayoDwoTWqMaNt2OW
SIuhAsIw2u2JS69rMv27uT6Dx/VTMsYojo453XR+YtajFEumA67hT+sYTjj3KNnsdro03mXyJ5ZF
5FLeRFJTOIjKGBWcUYIpFvyEYcKZFJ7LszZzmtBGSQHL7Xa6euEWq655Y1mG+0u58tw3cgD+hel1
MUkcKfYYSSeizGrNVjyZtyTXriwybVTeRZ3KMfQPPr3CX6MI/Rhl4WdyfrBLOQSOSyr8ZVQoZeNP
i36YMlkUAECl+lQ+ZdR1DT9SubKXTZTLF9ftCkvByCpZjyDKOJTansQTU4Yw2s1aCd3o2KuxVKfM
v+8Ef/GUf8RbLsPNjJjWZLB2KuxV2Koe+eIQGOWBriOasbRKocMGU1DA7UIFN9sBV5na21tFqVrH
ZWAGn3BV4rU6E6GOE3azCJ5yyBNxQVHwkhqADKfxyZOu7RBNBeXFrHc29m8cnE6C7zqYxBHJwPPk
CUVAlEqKDc8aY/jkr0TQr2xutNiNjby2lpCFhhgmge2KqijiBHIFYKAaDbLQWJTDJK7FXYq7FWR+
Wf8AeSX/AIyfwGY2bmzinGUsmiMVfPvnbR9K07Vdd1u3vBfXEFxNNJpc0LugeeX0WBdj9lWlrToa
AfZ2zJ0eDjyizKvfty7mvU5+DEaAvbfq8y/St9eS+q71LGtAaD50G2dSIADZ56Uz1LKPL1y+qzJ5
fvJvTW6YmC8U+nPE6oxokgBJ5iq8WBFaUoaHNb2lp/3ZnGwR3Od2dqSMgid4nvVdE/LlrvWzYXLR
G8hBjubiVzHDLbAsrGK3j41uAjxsGRiiAj7LtU8zDLICjL73oJQF8lK/8j3d7JecXtILC2Zrm9kj
n43IhVnMhijji+KMxq4UtSpK9w2X6UyyyoE0w1EhjjvVse1vVmv7l/q6rBarxEcSKqUC1p9kDx/V
nW48YiKeeJMjZSx4ncCtQ37TVNWJJJLVJ33pt4fPJptDmGdJecbsOhFCdiPDJBjJmTtbXsFrdhUa
qhy0aniJeP71aAbcCfsnfoRUEE4xFGmiV2qW8S317HaxoBPI/BNxGoZmIXlsqqo369tj0yM5iESS
dk44zySEYgkvX47WMeTPLkNyoqkUwfidg3MVoYzQivcHOY1uUGZkORem0WGQjwy5jm87s/zJ8jXl
ysQs9Qtbho1mMF0oVijcOLU9Zy/qc6qEBJAO3SuCdSQOfWtnNjiB6fNmGnalpNzGtzp1qZYH2S5g
5vFUD/JZ17+GJnfVlHH5Jhpl5HJ5g09WtpZStxGqzNGQF3FDyZO30ZLGd+a5Yek7fe9TzLdY7FUp
8y/7wR/8ZR/xFsuw82MmH3tjLczQSJdzW4gLFooivCXkAKSVBag7cSMyCGCXSeXb6S0aE63exzOk
aNcRlAwaNFUsisrqORBZuu5yPD5ptKpW06TUYfS813UdxaXDwTWiNEwllQ+oYZI2jY7Lt8FCR3wb
d6q93qehxM0cvmSSGWCVJ5iJI/siUL6ZBQjg5kVNvo742O9UNHd6NIfqqebLr1rKHncrziDlXiVf
UkrFUboXFKUJPbYCx3qp3l7oTXV1C3nG4t5F427wCWFTFKSzhhyjrU+m3+TQY2O9UbfXGlwXa+v5
kngd5EEVvzjFSYwFAHCrB/SZvA1PthNd6pfNrPl2W2LQ+b7lIpeTrNGUegSRCRyMTAAVVPevjgsd
6VefUtCjuDBL5rnjluJHuI4w8YXjLAx4Rkxn92oPqL8RpTrSuGx3oQq/o1LwxN521E3VpOslxC5g
H2+LJFIgtxRemwoaNv2oNu9Kc3HlG/mUgeZNUjYvC/JHhFBEjIygelSkhfk/uBSmS4fNFppo+lz6
fE8c2oXOoM5B9W6KFhQU24Ki79dhhApDM/LP+8kv/GT+AyjNzZxTjKWTsVeTX+n6HeXHmdxBDLay
zyrqJV+QMkMhrVeR4MvxGop8Q8RkhlnAgg8mRxxnGj1YS3lfyHBcRQ/UHcSu0TSRzzcUKqzcmPqj
Y8aCncjM06zUAbkj4D9TijSYD0HzZPoy6DYaj9UsLCKD/ROcd79qV+UnxRF2rIwU8SaseozCy5sm
Q+o25WPDCA9IpS8wQ2Ur2zrBFGwETwzuH+CNCnrKIw8Xpu8a8XCMF36nKPChR26U5AyT7+toPyv5
Xv8AT3mu7y7t9QuJLgyzSskkM0ScWWJYuErREcWWoK1PXqqnJY5wj9Ao/Pz7vx3U15ISl9Rsf2oH
WPy00S8upG026NhdAiSe2XjKgV+VD6ZIZOTdPiptQDNth7UyRHqHEPl+Pk4U9FAnY0hf+VPXA66s
vUD/AHmP/VXLv5X/AKP2/savyH9L7P2rT+T8Ubete6uRaJVpxHEsJ4hSa+o7yBQOp2xPaxraO/vv
9SRoR1Kaa15Es5tM0y18vosHH1ZTbAkPMsvBiTK/MlhxAAY9On2aZi4e0DGROQ3bLUaDjj6OiB07
y7b22iXdpcO4nm4Nqasj1tyaiL04iY/3iFpA/qKFrsDXdsDXdoDJlBA9OKX6fL3O07M7KlixSBPq
zwNeWx7/AH3sb8tinH5p+eF8r6T5PjnrJHqEV60lyBUh43gNSlW6+qSaGop08KYxEojiLKWQwnLh
DzTy95k0fWdPhbVbWIyi6S0W1eg5QF7SEFJW4EPTly4v4GgzUSw8B2/HNzRk4xutsPM3lfRp5r3T
n9K2gBjNrBceqlLYciU5sXETSSfB+8KuajfqbowPELvmxGURF+TOPJP5iw3+v6SAzRrcX1tbNG4I
YSTsSq0+Lsjbjb3zLhjhxCjujLqSYEGL6KzMdQ7FUp8y/wC8Ef8AxlH/ABFsuw82MnkvmPRfM1rJ
JdaXf6tqXrSSTLp8U1nAkbAM6RepIissLE8P2mGxr1rbIHogKAh80Rw6igg1qVmIEDG5sqj0HjHK
E1H9+HYnn2U0p8Iwb+arl0/XWUwH9Lc5Y4/9yIltOcUkL+mxUMgqZlHNqpSnau2NFVa2i8wBlR7L
UnF1brzklns19F2jC8f3YHxo8HMlQRV+4FA7q1Pb688V5L9W1ORpipWJZbMEq8UauiLJxQLWVj8e
9UPYgFoqgrm180fVIUWw1V/RrcPIlxYLM7H0yluopQKFmkUupVh6fU1FRRVEfUvMtrc2qCHVblBK
rPcCexYKqII6OrBDRvtnj+OwJoqqR2XmG4d1a3vrVHYxqTLa0SvMFxx5fB+7U9OVWGx7NFV02na8
msrIv6Tmt7l5ZHKS2ixRj0jxUqw9QbtwWhNKA1xo2hBWmleZjbRwSjWBPJIo+ty3FizoFbkGdlSh
DKeLDiadqmhwUfNK6CHzbETyt9auBGINpbqwX1AxiMgqnEgpR+R2J+Kn7NDv5qnXl621e5i9W/8A
0hYSwSKoiuJoJfVRG58z6XIAPWhGxGSiCgvSPLP+8kv/ABk/gMpzc2UU4ylk7FXgvmjSY4/zMWWx
igigv5JoLtmtjLDHKZ/VaeR+LJHM8npqgO8h71UVhxkSBbRGwyLWPL1xek3+l6jMmqwSAW6T/EkU
glYyK1aTNGyEhR6nEgV3B3tlkkRV0GMYRBut0pk8m68Uk1bzDqC6m1kqyQwKkcCqqDk7v6YTkw+I
7sRx2ArVmxs4kIej6m/FKJl6uSleDVdTtEhtIEiHMCa29RKha0QyUJThypvWu4NKVzD04kCeMuTm
IIHCE/tNV8uWGlSWlzb/AFafhX6y+8nIGtXMtGTpuB77DM0AOKbSLTZ45PM+oX0JWSzurW09C7Ti
yOYzLyXmPDkNvfLifSB7/wBDWIniJ6UP0qH5o6hqUfl6NtMaf6y1yqk2zOsnExS7/ARUBuNRUfSf
hOf2fGJmeIAiurh63i4Rwk3fRNtfndNDurVWLzGB4uRP2m9MipJPj4nMaEd3Kkdlby75itJ4k0uC
6hkuYx6KRgI0yyKgEnpF6HcAE08OvXKtRDYs8MvUCk2o6Nb3WvSXd5HcW8bwvb6UZFMkYtjF6Z5W
0w3KuyuNxQ/apU5h4gBe3FHbb3fjq52WciBUuGY4rPeZd/u8mKf85AeV7pfLP5fafFPyTT7W9hae
QmtFFqEryCudkpXj4VArlmXJwgWebiY8dkiIoBLdNvLW58xWdrdOkdxOJb10jLSxLDbwxSUZiqcu
MGnyMRTw6nNRHCZRPD+OZ/S7KeQRIv8AHRIfMXkjXpxYwWsq3129hBBLHCwZS1vArkCblwlZijcV
VmJ7fbAzM0/DZHmXGzcVA+QRP5c+TdTs/OPk7Ur+zeOC61ATQSniSfRuSgPBCzIAwp+8ABoSK9cy
AKPMNJNgvsfMpw3YqlPmX/eCP/jKP+Itl2HmxkwC78v3s7Ex61e26sZSwjMVf3jq6gckNBGAVXat
DudsvMfNjap+hLsR+mmrXYBcsWJjZuJlMgQFkOwBCePEda1OPD5raRzaZ5isILmCG61XU2jIljne
W1BkDgAxJRYiCu/X55AgqpzRebp1tv3WpW0loWiZluLMi4Af4JJVVWFKLvx4mh8dsd1QAi87T6tc
3Jt9ZtbZEN1HAt3YNHJLyBNsqMpKUWig8uP2jUGhI3807IttP80S2luDJq8UsTuHYXFpykUFVHP4
acdywI+LrXtho+ar5B5qayBa11VZvq7yUiubMyeo5akZJHDmnJeO3H4d+pq7qgE/xnDaD1bbW3mc
PbRotzZNJQ83S4YqgjRhSm7d1G+DfzVFBfNlpci0Ftq99ax8CLwT2al1YKxQh3V149GJqetK4d/N
VfR9F8ztfI1xqWqwW8Rf4rh7SQyGkbKHCJxCbsPhUGoO/HqgFCYr5R1BLya4XzJqnCUuRbs0DRpy
BACViLUWoI36j51lw+a2j7PRLi3njlk1W8uQleccrR8XJJILBEWlKgfDTp86kRW2ceWf95Jf+Mn8
BlGbmyinGUsnYq8wv/LGkTeaBcmyd5TqDzpdRFxxlDVfnwK0Hw78h8VAPiooymUATu2g7K9lHbRe
ZdYLcWuitvcKFr6npgOhXgK8t0BB670p4yBTSZ2Ggm5vrpp7uQiaN1WMN8NCOO6kU+7LTIGNUw3B
tJbyxuBcNLFevApYkxKSGHFePDkGrReRFSqtWpHtiHTknYuSMwA3CroFhpeoXd2kQWV0ANzeHi71
karx9Ao5Ff2KAU6b5bLAQBbX42+yeaZ5Q8v6czmCyjJloZGdQ9SKnZT8KCrE0UAe2SDWZI6XRtIk
Qq1uqVFC0VYWpWtOUZRvxyYkQxK2UaXbQTQRwQxRXBJnRUVVkZlCEuAKMSABvgV5R5+8kWUoa/0N
OE0QYz2KAtyG55QjehGw4LtT7O+xsiCpPev0mAR+W2s76/uGnljUs7TGsBQfCkYViqqnQkfa+VAK
skRfm3wsBOvN1s1v5e8rWt9MBNFDM8r3USzzTOrRcoYHkV2M0hb92n7dNz8OCWlnlHp6NY1McZN9
Xl6+eLmCGW0sJjb2Vw0iXUKQQossTcqCQKF5buxo1ftHLo9kakCqDjy7W05PVNNH8+yWLy8LyZIz
sqxxLEr8f7tyIivEx79mHttkY9kamOwAr30mXaunlzJ+Vpz5Q816ddeaNMsY5CkbXVtHArRLx4wH
jCqjieIVCUT+WvUDYj+S9TD1SGw3O4ZjtHBL0x5nyL3/ABQ7FVK4tYLlAkyc0B5AGo36dvnhEiOS
0h/0Lpn++B97f1yXiS70UHfoXTP98D72/rj4ku9aDv0Lpn++B97f1x8SXetB36F0z/fA+9v64+JL
vWg79C6Z/vgfe39cfEl3rQd+hdM/3wPvb+uPiS71oO/Qumf74H3t/XHxJd60HfoXTP8AfA+9v64+
JLvWg79C6Z/vgfe39cfEl3rQd+hdM/3wPvb+uPiS71oO/Qumf74H3t/XHxJd60HfoXTP98D72/rj
4ku9aCIt7W3tlKwJwUmpAqd/pyJkTzTSrgV2KsaE8MmsX9rHG8t1b+nMUHEAJK7hTVum8RyB3LMc
mrqG3ty0zW8ZuGIZpeaIwABX7RCsyjsOPvWuKQUH5RttaMrX1/c280bBokFuHCGjihpIoYGmzbnf
7gdlJ6IbUfJhvtWuZL26kOntLyWzXYOGAY83XiacmZaeHfLBPh5DdgRae2GnWVhbrb2cKW8Q6Kgp
UgAVJ6k0HU75AyJ5qBSI5KDudsCW+SEUr7YqhNRGlRwF71hChHUmlR06DCFYbeLYNNFLpEzXlu3N
2WAGVvhYLUCPkxG+9fbL4kjYsDSY6H5Pitbsaj9UW3nlkLzW8jLNyb9mT9oROGVaFGI4jpUmlMiL
72wSNJ35kN0sNsDO8HrQzwyCFYH+00b8iZ0f4URG5cQfhqeJNKCkAvGNT8j+XWF0UuvUvJmWO0I5
FYwjCOp/ulpxA6mg+XTMxanNDkSR8P0j9Lh5dNin0F/H9DHda/L6bTJI/wDcrbvE6gtyqsgPxArS
IzqT8K0HKu+9MzP5UmBuHD/kuzUSm3kjyvHb+dtBlsdSFxELlJLj14DCQFYMFTlzBY0p1B32rvlc
+1PEgYmJF+R/Y34+zTjkJCUSPh+svpnNY57sVQ+oQXM9hcQ2swtrmSN0guCpcRuVIV+IKE8TvSox
Vilz5Y8+NDItr5jjilYERyywSyBfiUhuKzRVPEMvXvXCq6fyt53a8MkPmZY7TjEFgNtIzclI9Ul/
rA+2AeO2xNdwKYqyO100rawrdTSSXKoonkSWZVaQAcmVS5oCegrgVV/R8H883/I+b/mvFXfo+D+e
b/kfN/zXirv0fB/PN/yPm/5rxV36Pg/nm/5Hzf8ANeKu/R8H883/ACPm/wCa8Vd+j4P55v8AkfN/
zXirv0fB/PN/yPm/5rxV36Pg/nm/5Hzf814q79Hwfzzf8j5v+a8VVoYEhUqhcgmvxuzn73LYqvxV
2KpFbTImt3cZYUNSfGvIU/XjWybQWrSpFcswmSAAE8pDuGbeo9Mcx/szQ9hkCzC3y9JGnqxJcQss
g5RLGhUkgmtWKpU+xqcAWSd3jqnFz0O33ZMsQlN1qcK1UOOQ6AHBSpfb6vFNMylvhBpWvfqaYSFV
dU1qKwsjchCFqFVmHwgsaDkR032+e2IjasI1zWYL5vq2ozcY52+yCXb0wergDbfoOmXQiRuGMiOR
Tfy5fWF75gsYrWzd47OB47a53HABQu4qPg4gip7kYZxkIknqxBF09FiiCCrGrfq+WY4DMlhn5pPZ
CDTvrVwkClLnj600sMbbJ8J9CaCVi3QU5Df4hTcTECeRcbUaoYqBrf8AQ8avfNtpHRxbwRyRSO0R
gYI59XiHIl9UMpCxrsOpAr0rh/KT/nE/L9TjYu14yO8eH3An9KgfNOmPcSySWF5LGXq00d9K6yrQ
VLpJdFWZgKFWUilBVgMY6TICDxGvh+puPauAiiKPuku8i63Lc+dtFQ3F1EtxqcUv1flGACZAODcR
XhT9nlTMs45cJJJcTFqicgiBGvcR+kvqrMJ2zsVQ+oXRtLC4ugrv6EbycIo2lduCk0SNaM7GmwHX
FWKXP5gC2hklktL8iMGqR6ZPK5IZVKqscjkn46/IHCqeaZqd9qDzKitb+iIyTcWkkQb1F5DhWX4q
dG8DgVHenqX+/wCH/kS3/VXFXenqX+/4f+RLf9VcVd6epf7/AIf+RLf9VcVd6epf7/h/5Et/1VxV
INV85tZa1JpS2V/LLHGZPVh0+aaFlWP1G4zh1QntTry2xVLLf8zPXViml6urAAoj6Ndoz8lZwE5O
K1VCfw+0QCVVrf8AMNp7z6mlhqIm5Mnx6XOickoSObShD9oUod/oOKss9PUv9/w/8iW/6q4Fd6ep
f7/h/wCRLf8AVXFXenqX+/4f+RLf9VcVVYVuAD6zo5/Z4IUp86s+KqmKuxViMeo21tqGo3U4cypc
SxqqAGqIF3+KlKcvHGZ5BMQlV7qOhRlBOkYkmkVRcTykM8jGiqrLwq1W6D5ZUSGwBPdJihjDBbP0
2Cl47ggmtRSgZ/i6e+EIKt5llaPR5LhIzI0AEigUBoPtHen7NcsYPPJX8w61tawcIyaeo3whdutT
Qn6BkgQFNpnpHkm5tuFxcXjtdA8iqkmOtO9d2/DBLJfJQEP5i1280vlDdoWMyFIIkDcZR0IruO/x
bYcUTI7JlIBC+X/y3ubml1fSiIz8ZXiVTyUPuyNzpwYdO+XS1FbANQxXzek6bpljpsAhtIViTvTq
fmTUn6cxzIk2WYFK1xdxwRmSQ0A+8nwGRTTzf85tX1uC10CTS765sRMLoyi2mki5U9Ljy4Fa0qaV
zbdmY4y4uIA8ufxcLWTMaovMh5j88f8AV91L/pLuP+a82vgYv5sfkHC8eXeUUNd89QLDNd6xqixT
gmFvrU4DBTQmnKtMqEcEiYxETKPPYbNhlMAE8VFk3k7Xtdm8waZG+t3M0UlzEs0M9zO3IFhVQjne
uUajDEQPpHLuDfiyWRu94zROc7FUPqN/bafp9zf3MiQ21pE808sh4oiRqWZmYBqAAeGKsbg/Mjy5
PcPbR39n66SJC8bSyoRJLQop5Qjchgflv0w0qEH5v+SjEsv6WsRE5Cq5mmC1bmAKmDxicfMEdcaV
kel6ydVsUvtO+r3NpIXWOZJn4kxuY3G8XZ1IwKi/U1L/AHxD/wAjm/6pYq71NS/3xD/yOb/qlirv
U1L/AHxD/wAjm/6pYq71NS/3xD/yOb/qlirvU1L/AHxD/wAjm/6pYq71NS/3xD/yOb/qlirvU1L/
AHxD/wAjm/6pYq71NS/3xD/yOb/qlirvU1L/AHxD/wAjm/6pYqrQtOVPrIiNXYIxcU+ZVMVX4q7F
XnWpan5Tt9Zv1M8JvecrO01xwAdWCtHxU0G/jv7GmSOKZ/hPyKRIDqt/xZoyBzb3lnD2IjeJDxIo
aEGux3+jbI+Bk/mn5MuOPemmjeadJdXNzq9n6Y4hC08Snoa9W5eHXJDBk/mn5MTOPeqXPmXy5dXc
cB1KzNrD8cnKeII9QVC7v8Xj0yfgT/mn5MeMd7odV8srGAdYsI+3FJ4iPv5L+rI/l5/zT8k+IO9p
9f8AL0YNNWs2p3FxF+rlg/L5P5p+S+JHvWRa/wCXZGPLVLJR3YzxD/jbHwJ/zT8l4x3o4eZvK8ah
U1WzoP8Al4i/5qw+BP8Amn5I4x3qcvm/y1GhY6raGn7KzxEn5UbHwMn80/JPHHvSO7816RPIXfUb
ag+wgmjoB9/XHwJ/zT8k8ce9AeeJYru28pmMpPb3Ekkcj+mZovSaWFXYuFeNdvhqx79+0JSnH0jY
HmzhCMvURZHJB6KdGnEjT2dtGy311Jbm+tUj4wl4FoqURkMlaIyLTb2zAyzlLKbsx4eh5uQI1EUg
vOeuaH5jtrextL2GRizWYRDIRHOF9MKisoNVenX2Y+OQwyyAmMgQDy8u79TdjAFS2NH5pZ5Muo9P
1620R/QuJZb+2rMkcdt6T286lvTjRECc+TVVdqVAzbSyyoC3EOKO5p9AZW0OxVbKYhGxlKiKh5lq
cad617YqhPrWiFw/rW3MdG5R18OuKtNc6I1eUtseRq1Wj3IPLf6d8VXx3+kxoEjuYEQdFV0AH0A4
qu/Sem/8tcP/ACMX+uKu/Sem/wDLXD/yMX+uKu/Sem/8tcP/ACMX+uKrnv7GNuMlxEjUBozqDQ7j
qcVW/pPTf+WuH/kYv9cVd+k9N/5a4f8AkYv9cVd+k9N/5a4f+Ri/1xV36T03/lrh/wCRi/1xV36T
03/lrh/5GL/XFVWG5t5wTDKkoX7XBg1K+NMVVMVdir5L87f8pnr3/bRu/wDk++dVp/7uP9Ufc6jL
9R96v5M0v6xqkd1dabNqOmR84p4oQCWeWNkiC1ZN/UZT12waidRoGiyxRs3Vhmclt5We25QeXJxb
28BS6T04DN6qqJSeXqFlPpAnlQ0/lOYYM73l183IqNfS0INHguJrW88syLcLGssUKQQGTgjSA8/j
bjyLwgVFT4HoW5EWJ/afx3rQ/mr7iw8qrqDRS+WrmP6ukzSxosPww84+Mh/fULI3wcCanl17ACU6
+ofb+pJjG/pc2i6K7hh5Yulhhn/f26rBX44UjCesZNlWSTkvieOHxJfzx9q8A/moKbTdEn1WOOz8
vTiOWKSCFSkT85knXkyqswBrEGU0f4GbbtkhOQjvIfge7+1iYi9gjrrSdCkeS4h8q3Ko8N1LHAYk
5ek8aejKVWVWAR16AD7XUkGsIzlyMx0/HJkYj+alXnPQobmC0h0TRJbWdZWjnR44UkeWhbioR3cg
LTamW6fLRJlK2vLCxsHnzoyOyN9pSQaEHcbdRmeHFet3GjX2peTPInoufqkAuWvYaqFZPUUhjyrU
xkcgOJ8e2cxriPElbudLfCELJp0EV3LbR6es+pWqVmZoaIjIpErSIFWisWAGyqdthvmMAa3bTlF7
MZ816tbaXZ3LTaNJHKhWK4WYhmBUKrEp6duw+FV+y1dtqd5iUxt097E5I1Z5pr+VPmby9rGu2c93
Z2n6SE8QjnCSCV5nlAEh5RqFIrXZuvXxwzzy+neliYyFgh9G5Wxdiqld20V1azW0tfSnRo5OJoeL
gqaEdNjiqD0by9pejLIthG6CXeQySySk/G8nWRnI+KVqAdBt0AxVMcVdirsVdirsVY7rPkDyzrF7
Je30MxuZQVkeO4niqCsa9I3Wm0K0I3G/8xqq7QvIXl3Q743mnC5SUlyRLdXEy/vAAw4yu/w/CCB0
HbFWRYq7FXYq7FXYq7FXYq+S/O3/ACmevf8AbRu/+T751Wn/ALuP9Ufc6jL9R96H0vzHrGlwvDZT
iKN3EhqiOQykGqlgSv2RWnWmSnijI2VjkMeScaZ5ruXlmub/AFB4bqWblNMqAu4li9B3FFoCkPPu
Ksw+eVTwDkBt+D97ZDL3lMb7zp9e1iS6a7ST1LZ1kknjVVIV0aFOAjZS6tEr1IoG8afFXHT8Marq
zOWyoXn5gavdaxJW6gjs5/3csogWvoswd158DJuy1+fYDbDHSxEeW6DmPF5IpfP17LzS41JXaX9+
VeIeg0yNxiV6IrJ8CrVl7bd8j+WA5Bl43mklh5p1a31m2mhuYYRazSGOTrCqzyh3pyDsV5b9C1Mu
lhiYmxzahkNsjufP1ybm5mTVDxS0FpFIv980ZILhVaP0+fOtHJrxp33zHGlFAV1tuObzY3rXnLWb
jWri5hvS8aXE0lrL6aKeLgxhvsr1jPcZkY9PERAro0Tym+bHcyGp9D+T47V/y/0SO4t3lWWzngYx
ymNvSml+Ndt/i4DcdM5rVD97L3u0xn0BFPbeV7K5jnWy9Kf04o1Zrl0PC3QxRLQ/a4oxFf45WISK
DOMSkWreV/y61i6Mt/pccruixlvr0ifCgAUUjA8N+5O5qcIxSHf8muU4S5/er+XvLnkHSNWsU0zS
EgkeaP0JTeSuQwaqsEevI98SJUf1JgIRIr73qeY7lOxVD6hBPcWFzBbyLDcSxOkMzoJVR2UhWaMk
Bwp3413xViieVPOIk5nV9PZVuVkER0yPi1sKcoWYOCGbf4x022wqrad5Y80Q6yk97qVhc6SCfUsR
YRpIQUYbTKwpR+J+z0r44qyT9Gab/wAskP8AyLX+mBXfozTf+WSH/kWv9MVd+jNN/wCWSH/kWv8A
TFXfozTf+WSH/kWv9MVY/wCYPLnmi9vJJdK1SzsYiqrEk9jHdcSvAb1aNm2DftDtiqhL5V81mKT0
tVsFmZpPTY6dGUVWU8Ph58jwYj9renbCqFTyd59W3eNvMOmvMZI3Sb9DotEAYSx8fXI+LkCG7UHv
VVux8o+fYr+2e61zS7mxRojdQjSVSSRQwMqrIJqLyUGh4mlemKsw/Rmm/wDLJD/yLX+mBXfozTf+
WSH/AJFr/TFVWG2t4ARDEkQb7XBQtaeNMVVMVdirwrz/AGejWOoaldy2duZZ7mYoXj5PJJXmyoqn
k7EVbanz2yX5rKNhI0nwYcyAg9Bg8tz6pDZX+kpafWH/AHJuYlUFldlRAwPFjKorSoPemH83m/nF
fCh/NDOm8k+Uo7lq6RbGMtGacAaB6qdqV6j5YfzmX+cWPgw7gxfzBo/k6DzNNpMUFkLkwrcx2UfD
1RHQKQybMDy3HscTq8v84pGGHcEGmi6FHKQtjbsjEL6hQNxoPjoDUV8K4/nMv84p8CHcGaeX/Lvk
bU7XfSLT6zHtKvohK+DUPLr8zTJDWZf5xYHBEdAmh8heTKf8ca0/5FDD+by/zijwYdwSPzXp35ee
WtOjvr7QopIpJlgVYIY2bkys9SHZBSiHvlWXtHJjFmUnO0HZR1UzCHCCBe/w8j3o3y95Z8ha5oVt
rVvo9rBaXbFIxcRoj8hKYQDQstWcUXffbDj1+SURLiNNeq7O8DKcRAMo93uv7kt1+2/LnQ/MdjoF
1oMb3moCIwyRQxmMetKYl5FmVvtKa0XpkZ9pTjIRMpWXI03Yss2GWaPDwwu757C+535jX76DaaVb
6dZKNOjhfksZCLGK1FRsAvWpzIxZtyZHcupy4iRtyYYvmnUGlWOG0haIgt6vMt8AXmWCxeqSACP1
jYVyR1mOuaBocl1XzSe5/M/To7qSBZVkuX4R21nJDcRoxLMC3PgTv706dj1xTr5Enhjt32HL/kyI
AuXq7qP3oryjeahcea9Ca6vWubmG6gFwbYhUCTToUVwvABaqeo3260yk6qUjRPNmdJGA5PpXLWl2
KqF89xHZXElvG01wkbtDChVWdwpKqGeqgsdqnbFWGyeY/PcYct5Y1AqJfTj43WnMWX4qSUC/Cvw9
99xt4FVk3mjz4pYQ+U9TmpNLGp+taYgKRgFJPiptICaDsRQ0xVOPLmpeYdTLjUdOv9FKRq/+kPZS
1dnkUoDCH+yqK1f8qnbAqd/VJ/8Altm+6H/qnirvqk//AC2zfdD/ANU8Vd9Un/5bZvuh/wCqeKu+
qT/8ts33Q/8AVPFXfVJ/+W2b7of+qeKuNrMASb2YAbkkQ/8AVPFUvtNX0e8uDbWuvpPcDiPSjktm
Y809RaAJvVPiFO2Kph9Un/5bZvuh/wCqeKu+qT/8ts33Q/8AVPFVaGN41IeV5ST9pwoI/wCAVcVX
4q7FXhH5iJJbebJtQ9CSe3t0vDKkTMrIXUFZQCyIxVlC7VYcx0HWts6ML8ueUNX+v3VuuqfXrq61
C2nWSxdmFpBa/WYpPUb4Qv7zgpC1bbpkmLL2/Lrzn69sT5nn9RI47c0knCyJDEYgrkPUs9FkZtt6
03IIHEmkq1r8pfNFm76zDrZkuYmEt21ZzLJSCCBjyLsTvAzVbeh67bm1AQnlzylrtjeW17caw99b
JAVEbeoas7OaksePwqQN/wCUDwGRMmQiy+1vbu0uY54j6U0ZoG2oyCpoQKE4peiaJrttqtqJI2An
Wgmh3qrH+B7HJAtZFMV/OPTtQ1DyzbQ2FrNdzLeo7RwRtIwURSgsVQE0qRmJrYmUBQvd3/s3mhjz
kzkIjgPM11ihtH/LybXfIPlqKe+m0LVtIkupIy0ZDp6lwz1KFonVvgRlbl9G4IhDTGeOO/CRf3uV
qO2I4NXlIjHLjyCPXuj37iudhQ/MLRtQl/Mry1cWNrcXNhaR2SSXSrLOqiO6cn1JjzqQtCxZq9zg
zwPixIBoV97LszVYxocwlKInLj22HOI5D9Tf5wxvJJYPD9aklgs5HaO1WOURwsxEkzRyAjsIwQVp
y3NMyspFvM47ALEIvI8yJLfu31aJHkfUIZlrIpmSJ/T9Oqyr8LJI6j4jsTy5A5hZJm/V+P1udgoR
PD+P1JJc6Df3wh5aRG7QXsItnsU9GWTmjyqjqRKyEekKIyfFv1yZ5bE/HdIyCJvalfydLc3Hm3R7
oGSHTb7ULA0nV4HdoHRVVeSKso9ZHPwptyI5dMMAImIpozZeME2+pc2DgOxVSurmK2t5LiUhYolL
OzMqgAdSWcqo+k4qlyeZ9MdC6OjIDQsJ7UgHbavq/wCUMVWyeatJiYrJLGjK3Bg1xaghvA1m674q
utvM2m3Uqw2zJPM1Qscc9s7HjUmgWUnamKo363P/AMsU33w/9VMVd9bn/wCWKb74f+qmKr4p5Xfi
1tJEP53MZH/Cux/DFXz7+Scl/Hr+ryafEs1+mkXLWkLmivMJIjGrEldi1Adx8802iviNc+F9C9ox
A4oCZqHixv3VK2W+YNc8z6v+UOuT+YdObT7qOaFF5rJE0gN3G9RC6LxRFdUU82LUNffIyTnLCeIV
/a6nS6bBh7QxjDLjiQe416SOYO5O5OwrZQ0m8lt/yl8qobhrOwudUWDUrxH9IxQvdzcW9UPHw/fC
MV+LrQihzI0f90Px1dZ7Qf45P/N/3IYb5gvfNdnr3mO1XRLfTNE0yNx5e1D0ktB6316KOForuJYH
UNBKV48jX/KzKdMzyXzn+d5mgFt5YtWiVYvrRkWQFmeZuZiPrbAW7IfiFeQfbouBWM6/f/nxcarZ
a7b6XOZbCJVisYvUgt5XL3HMzW63LKTxES/Fy61HHfiVZBpXm788pdetIL3y/FHpTai8V1P6VGFo
WjCH+9alFMjcgDuB/sgr17FXYqkN1/hD6+3r+j9f4zdK+rw5p69OPxU5+nzp3413pkTTIWst/wDB
3E/VfT4825ejz+3y+Llw7161xNKLVZf8L84uVOfMenx9WvOm1ePt44Nk7t3v+GfQufrX9z6bfWf7
2nCh5fZ9vDfDsjdIrL/lWH1YfV6ehU05fWvppz3wGmXqVT/yrf460rxNf96a0/a4960607e2HZHq
ROi/4G+sr+iq+rxFOH1mnGh/m+Hj1r2r13phFINp9/uN/wA+WKGv9xv+fPFVv+4r8f8AL647Klet
f4M+tp+kuH1z6nJx4+r6v1P1E9Svp/Fw9ThWvemQnw9Ui+iprf8AhX0ZP0tX0afvfU9en2H+1T/I
5U/DtjLh6shxdEj1z/lVvp3n6a+16afXvrH1v1uPpv6fqV/ecvR9Wlfi9Pn+zzx9KN24v+VV/WtO
/u/X9dP0Z6v1mnr/AFgcfS9T4eXr0rTvxr2x9Njv6I3Z1ljF2KobU/0b+j7j9J+l+j+B+s/WOPpc
O/Pn8NPnirDov+VM/WW9D9DfWOcPP0vR5Vo3o/Z/Z+3Tt9r3wq3J/wAqY/fep+hK/pFvWr6Ff0jU
Vr39atKd/DAqL0D/AJVV+kLb9A/ob9I8pfqv1P6v63Oj+rw4fFypz509698VZdirsVdirAPy/wD+
VT/pmb/CH/HS+rt63+9n9xzTl/vR8H2+PTfMTT+Dxejn8f0u/wC1fz/hj8x9HF/Q50f5u/K2Tecf
8Of4cu/8Sf8AHF/d/W/73/fq+n/c/vP7zj0/Vl2bh4TxfS6zs/xvGj4P95vXLuN89uSG0D/Bn+DY
v0Xw/wAMcZPT9X1OHH1W519f95/eV6/R2w4eHhHD9K9oeN40vG/vNr5dwrltyYj5e/5VX+mYfq31
qlB+jPr31j6lx+qpz+ret+74+l6fPtyp3y1w3qGBXYq7FX//2Q==
uuid:b9378f0f-8ad8-4c7c-a540-877125699d8f
xmp.did:a791a9b2-dd2b-6c46-ae09-9f9333739e0a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4d1d1619-095c-41db-aa29-23ef16ba7ef5
xmp.did:532739d5-c027-b84d-b494-846524cd4e76
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:532739d5-c027-b84d-b494-846524cd4e76
2023-01-07T09:53:34-05:00
Adobe Illustrator 27.1 (Windows)
/
saved
xmp.iid:a791a9b2-dd2b-6c46-ae09-9f9333739e0a
2023-01-16T10:13:43-05:00
Adobe Illustrator 27.1 (Windows)
/
EmbedByReference
M:\EUROFASE\PROMOTION MATERIALS\STANDUP BANNERS\EF-Greece Rull up stand\Links\AdobeStock_126385842.jpeg
xmp.did:8e7c485e-8ebe-4c11-aacc-1bf0fa01fd66
xmp.iid:8e7c485e-8ebe-4c11-aacc-1bf0fa01fd66
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
Roboto-Regular
Roboto
Regular
TrueType
Version 2.000980; 2014
False
Roboto-Regular.ttf
Roboto-Thin
Roboto
Thin
TrueType
Version 2.000980; 2014
False
Roboto-Thin.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 2.000980; 2014
False
Roboto-Bold.ttf
Roboto-Light
Roboto
Light
TrueType
Version 2.000980; 2014
False
Roboto-Light.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Grays
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
Brights
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 17.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
20 0 obj
<>stream
HTWKd
)F$|em#*Q@DQ?Ac/ݾ|>翸\9"k]V<%_;:d^#Zsk`=ߖ4x=m\!fDxQ=#?:ݧ9 s몕8AܟalX=y|!4ܞ`a~$k2=Z6uS^/X
S<ГPUMkQR<ܒcC7uEM{qy(eFM5]
^)U09и4iٳ%%}9d[Ɂc /Kt*1E>B2kjZESӖ5 R1sRܚR3Pn̔a2ڔ+Lɷ#/8Xӊfk,ٛm\wDSj\SR[):͊aafGr$J=`.IrOQCC1E3LR&?tVȜZykSʳЖfPj,3HOg!jD&*@)uP3+*:r1V>Ԝ;{BaۋI:&\DD⊧,OnIYIWRqîI!ZuKtNMIU>H|-Xd3#9QiEXN*4xIkJS!/q; u51ɩd*}OQd6TZuMjy({kg/8fvv6nE3f8ˀ(o`2U@E[h|wv&a0(`PRfovp/07nٶ'[=*-٧uH&dC䑢FrCuj) OP"DfOtsZt$.rP[ COG!"78>|L,F[Sc䨈>8ϟ=N