%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
VIDE
2019-04-24T17:22:55+03:00
2019-04-24T17:22:55+03:00
2019-04-24T17:22:55+03:00
Adobe Illustrator CC 23.0 (Windows)
256
188
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAvAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4ql2nKY7vV3kBRGuld
WbYFRaQAkE9qg4E1aYKysoZSCpFQRuCDhQRTeKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV
2KuxV2KuxV2KuxV2KuxV2KuxV2KpfqaO17pJVSQl2zOQKgD6rOKnw3IGKUwxQl6aZeq6sdWu3AIJ
RltaEDsaQA7+xxSgvP3/ACgvmP8A7Zd7/wBQ75Vm+iXuLndlf43i/wCGQ/3Qd5B/5QXy5/2y7L/q
HTHD9EfcF7V/xvL/AMMn/uinuWuA7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX
Yq7FXV3piqhJNLuY+JVSeRau1Cf6YsSS3FcGQ0CMB/PTb9eKiVtNO0alpysaKOTseg+muAmkiyaS
LSvO+n6nqDWcAaPnU2M8qgJdIq1ZoqMTt1AYAsvxrVTXMfHqoylXy83Yans3LihxGj/OA5x9/wCz
kfSd9k/ildm4sACBU0+dMyXXgoR9MvWdmGrXaAkkIq2tAD2FYCdvc4skwxQkXn7/AJQXzH/2y73/
AKh3yrN9EvcXP7K/xvF/wyH+6CRaR5u0/wAveR/KCXMUk0t9ptssEcRQf3VojsWMjIAo23yWnjcB
7g4nb+sjh1eQEWZZJ1y6E95CIvvzY8qWvGjTS8jEv92YqGZ2UBhL6bCgjZjUdPnlwgXT5O18Me/p
0rnffXcSmOg+ddM1rUJLO0RzwWSUTFWVPTX0jGx5qh/epOHSgI498BiQ36fXQyyqP45ffdjyQtn+
Z/lK5tI7r15oo5UkkQPBL9mNXYmqqy7iFwu+5VgNwcPAWuHauCUeKz16Hpf6j8j3L7X8xvLlzqLW
kTS+lHbzXE928bJFEbY/vopOYDK8a/Ewp0I8cBgUw7TxSnwi+RN1QFcwfMLIvzO8rO7o7XELK7og
e3mqxjDE7BTxJMbqFajVXp0qeAoj2phJrcf5p6f2HY77ckKv5s+XAXNxDdW0KP6bTyxgIKGcGu9a
0tWPGnI9ACcfDLX/ACvi62B5/wCd/wASfNMbH8w/Kl9ewWdtdSPNclBCfQmCEyKHX4ynEbOvU98B
gQ34+0cM5CMTufI+/nSiv5meVG1CSz9aWsfpgTCCUo3qyekCpCk8A5Qc6cTyWhOPAaYDtTDx8Nnp
0PU18r68twpTfml5YiDs31gRKsDpK8LRqyzugqC/GnBJUkPKnwmorh4CxPa2Ed9bb13191g+4q0X
5neTJfQMV47rcANGywTlRV2j+IhPh3jY79hXEwLKPauCVUefkfd3bcirS+fNHj/Si+ncPJpQcyok
ZYPwcxDi4+AF5UZFDMDVTg4SzOvh6ufo8vh7udiueyA/5Wx5SKbSSm45BfqwT46MryIQa8G5olQF
YncDrth8MtP8r4O833fMj5gbV3gc3Wn5r+VZhIZfrFs0USSyq8LsVLBmZCIw55KqFjX9mpGwNHwy
sO18Ju+IUL5H5be6/dvyRl3+Ynlmz1BrG5lkjl4K8R9NmElYhOVHGpBVGX7VPtbd8HAattn2jijP
gJ3/AGX91c+9Cj81fKf7iPnP9cmaCNrIQSGZJLhC6oVA+JhSlErvth8Mtf8AK+DYb8W21G9/x0Vv
+VoeShDNM166RwrzLPBOvJaxgcOSDlX10O3Zq9MfDLL+VtPRPFsPKXl5eY+drp/zC0mOC1njt7iW
G7uZLWOUCONB6UgiMjNK8ahWc0UE8jvttg4WR7QhQIBIMiOnQ11Pfy6nubi/MvybIsjC9dfSIDho
J1b4o2lUhSnL4kQsNseAoj2pgN+rl5Huvu7ghLr81/K1tZS3Mv1hHjV3SB4mV3CTtbilfhBZ0agY
g0B22w+Gba59r4YxMje3SvMx+8Ks35peUY52iE8spjMqzmOJ29NoeAcUAq1DKPsV7npvg4CzPauE
GrO13selX9/RE3X5g+W4NMiv45ZbhJ3eKCFInEjPHIsTAq4TgA7qtXoNxjwFnPtHEICQJN7DY3zr
ry323pDD80vKJndBNMIY43kluGglVF4p6qqwKhwXjBZPh3p47YeAtY7WwE1Z5c6Pdf2jcd6caR5j
0/Vry8gsubrZUSWdlKoZPUkjZFrQko0Jrt3GRIpysOpjkkRH+H9ZH2UlvnjWL/SfLN/f2oUS28Zl
jDAla8qDkARiBZpq1uaWPFKQ5gMBj/O3UpriBToix26LM1xA0zNOY4wp5x/ulUcVLE8q1oQCtN7P
CdKO3ZEi4UN7F77d23v99dFG78/SeZJE8uazoc0Npq08UUUyPVoRMsZib+7CuazKXU9AaEHplWbT
CcSCXP7N9pMuDURIhRJ++v1juIsdUx0r8sL59SYXRlsrOCRJHubaVVFw0bFovQArKgDNyJlZmT7E
Z4VJ1OPQy4qOwH42fQ9R29AY7jU5SB2kPpvnxdD3emhL6perZ6lbxlZCTvVR8/ppTc5tQ8n1RGFL
sVYz57vC3kfzCv1eZa6ZeCpUUFbd+u+VZvol7i5vZM/8LxbH+8h/ugl3lr9HS+S/KpvNGl1Bk060
SJxAkoj/AHEchb4jspaJfppgwyqMR3j9DHtnHCeqzGQvhyS/3fT7/g3er5btjHZr5Mu5o6K6Pb2c
HFSpfj8fqKVZebEHtWuZQBPV53IcUKiMEj7ox8/MefzUdEtfLulRoLHyhqMLRFqPJDG7nkpU8maZ
i3wuyivQEjCQT1DDTjHjHpwTFeQ/4rzVLiz8sTw+i3k26WOgH7u1gjPEGvEFJFIB6EdwSO5x372U
o4iK8CX+liP0/jfvRdq+iRSn0fKVzAZYvq0jC0t1BhagKPR91IUVHtgI82yEsYO2GQsV9MeXz5Ks
em+W43R08sMrxiiN9VhqAH9Xb4v5/i+eRs97aMWIb+H/ALEd9/fuqSWegSAh/LbNVQpraw9AGHj4
SN95x370mGM88f8AsR5/rPzXQW+h27xSQeXHieEgwtHawqUKggcaHanI0x+KYxxiqx1XkFE6X5ZL
Bj5XJYSNMCbWHaR6cm+11PEfdhs97DwcX+pdb+kc1VdO8uz3Zlk8uASyqEeaW1hPwqoUKTU7cVAp
8sFnvZ+FilKzj3PXhDhY+XogiR+XDxjpw42sW3EgjqR3UHHfvXw8Q2GP/YhUA0oCUDQJQJ2WScC3
i+N1kMys3xfERIxcV7muPxTUN/Rz8h339+/vQ403y0FZR5YIV1VWH1SHcIhiUdeyMVHtjZ72HhYv
9S/2I7q+7ZY+k+V3QK/lYsoUKAbWE7BVSnX+VAvyw2e9Bw4Tzxf7EIyO20S8vGuptBYXIq3rz20f
Il0EbfFVjuiBT7DI7tohjlLiMN+8ge77lKbSPK8LpH/h1ZPUCnmlpGwX0VCR8j2IVqL9ODjN1un8
ph4b4I9Ogvy+X2IOdfLKyPZN5TnkiCqpYWEbRFQsdFBr2ESD/Yjwye/e40vCvh8I1/VFdP1D5K7j
y/OLZpfLMzG1ZpLYPZRn03kbm5UH7JZ/iNO++O/ezPhmrxnbl6eSktj5VVVRfKrhVVlUCxj2VwQw
+RDsPpx372Ix4R/kv9iF0OmeVHZ0HldkEiKsnOyjCssdOKnxpjv3pjiwnbwv9iOiIOk+WGLE+XVJ
dpHc/VI92mXjKT/rjZvHBZ72w4cP+p9/8I68/mqy2uhTCIS6GziCRpoQ1sh4SSP6jsvgWf4j7747
97Iwxmrhy35fH71CLRfKkJDReW1QhHiBFpH9iQMHX5MHYH2JGNnvaxp8I5Yx/pR1RenjS9NR10/R
5LRZW5yCG3WPk1KVbjSppid23GIY/phw+4O1CS3uYHE1jNLHJ8LwSxBlZTTYqagj+uRpOQiQ3iSP
cwXzd5Et/Md9DewrLZvBCICgsxKrKrhkr+8SgFKU8MshKnU63QDPISHpr+jf6Upj/J+Jlt42vr2a
1gYO0RtRUvSJZKSCQEKywAAfs++S8Rxf5FugZSMR04fde9+XwZf5N0Ofyxon6Lt/VuEeV5pJPqrK
S0m3+/T9lVHfITNl2eh050+PgFnf+b+1lMepFTvZ3I22CxUH0iuRp2Ay+R+SZYG52KpF5+/5QXzH
/wBsu9/6h3yrN9EvcXP7K/xvF/wyH+6CH8oXa2f5b6LdspdbfRrWUovUhLVWoPnTHD9EfcE9q/43
l/4ZP/dFEpJ5ruYhc2lxp/1acerbhoZmb03HJKsJVBPEjegy116Eg1DzfOzCF7GcRsyu0MXMBkdo
2H+9YoQ6Mpr0II7ZLhHewMz3H7P1pra/4iYA3DWw8VEbqfwlkGAhkCjkNztzRPchj+rjgSurJ/KP
vP8ATFVsjXAX92iM3gzlR94VsIpBvopJJqJb44IVXuRMxP3GIYaH4/tYgy7h8/2InIs0PFeJJe3F
oEYPbpG5c/ZIl5AAHxHA1+jCgFKY9f1m6e9+oaSskNpcvaq89x6LSGKgdwojk+HlUDf7umBKk/mD
zIjcToanxInmI+8WxGS4T+CwMx5/Iq8WreZ3XmNFj49h9bKt9zwpgIZA2iodQ1c/3+lOn+pNC/6y
mBK+XU71Ps6Tdy/6jWo/4lOuEBiTXS1RL25aLmdPnRqV9Nmg5fLaUr+OJHmoJPRadQu6f8c25/4K
2/6rYGS39JXn/Vquv+Ctf+q+KrrHVPrV3cWjWs1tNbJHI4l9MgiUuF4mN5P99muKoObWdUfVLqx0
/T0uEs1i9aeacwj1JQW4KBFJXivEk174qpzav5lhHx6RCT24XM0n/ELZsIjbGUgP7FWz1bWZ24ya
asR7kyTU+97dMJjSiYPf8imiPMV/eR8W7hWDD7zxyLJeGJP2SPfb+uKtSKGQg1PsO/tigoUTyxni
ljNQftKYN/vkrkuEd/3sOIjofs/WiEBdQWVkp+wxB++hbIlmFOW5ggmihkZg90zLFsSOSoXIqOnw
qTv+vGlW2rkyU9Qv8O/Wla++BjEorCzdiqRefv8AlBfMf/bLvf8AqHfKs30S9xc/sr/G8X/DIf7o
Ibymkb/lroySuI420a2V5GICqptVBJJ2AGHALhH3Be1iBqsxP+qT/wB0UZZ3NvZaGbVJRJ+h1htL
wiN5eRjjjZ1SOMF3do3oqqCSxpQ9MuMCK83WxyRJNfwmvjsf0se+qP8ApTTbydVN+0iQ2l6oSaC3
Ec7/AFqGyQteSh7mpSQjgEt6E8TCVyeQR5g/j5D4+bTgMx6Zjzvp7vqJ8x/RodGRa3f6Et1b2mo3
M8E6GOeFYZLqENzmW3Xk0BVXX1JFDKxIFasKb5U5KQ6teaRaXsNnp2pxm8f07a5S81W/otqhrOyB
XcfWBDE3FyVbkaluzKq1mmnwpMhvg2n3MKTetJrd5I6TKeKRRMwDCFt2aT1OROxUgCiqEvZktZUi
NzGoDWYto21vUXZ7mYIixlUj5skiq9GLMpK8ylS+KVGO5nb6pdx6jbtp9osF3dSSatfO70aCMSyh
I4VRQglrGy+m70LKN6Kq9jBq7S2TrcWZEV7/AKWV1nUp1aV2i9TirgdFVgls7FAWB8QyhlVrOW17
UIP2Y4LaQeFXMo/40wlA6q8Cw2NpM8rrFCjzzyyOQqqrSNIzMTsAAeuIBJoLKQAs7AMTv/NN1ceT
Y57KYvd65fTabpd1QxBBPcyxwyMVCuvCFNiByrSvfM2GADLR5RAJ+AF/a6fLrZS04MT6skzCJ5c5
SAPfsPin99rfoeZNM0iJGme8inkuFQikMcYBSWQULAM44L0BJPcUzHjiuBl3V8XOyanhzQxjcyBv
yA6n47BEa3d6ja2XLT7CXULiR1j9OGSGJkVvtSlp2VfgHQUNTQUpUily2MzN53m0qFlt9UivIo5H
lt1uNIBmf1k4QvL6LKo9N2o8YSgQ1+IglVLIp/zJhhtpn0fVbia3d0+qnUtKCSRMsfFpHESMzI0e
3ckmpKsRiqYWkXnme5/0mLU4IFClEa70zhIxkjB9Rorf1kpzZ6IxBCFabhSpRdpL5zjtNOWW2vZ5
rm6ja+ea400PbQc15q3pQIki0Q1CDlRjR604qE8tZwde1CCm6Q2zlvHmZRSvtwwlA6vNNQ/5yN/L
vSdY1C1jS+1FRMCbuzjhaBysaIfTaSWNmAKU5caHqKihwJZP5b/Nny55g0CXW7K2vI7WK4a1K3CR
RfGixuS0pk+rxrSZePqSryOwqetmPEZmh+Phz+QcfUamOIWb/HmaiPiRfTdkL61LDoJ1ae0ctGnq
TW0bCMqoajNyvfqQUIvxN6nHYfKsZxo0Px97ZimZRBIq/f8ApAP2JG/nGO/W2/3o0sSA3tq0V3pD
tdW8ChnQ8ppxwIqzNH0UV5rWmRbEFa+a4NQT1rnXZdDEnNIFa80SWM8ZDNUMqzn1Et2Tku6hCNy1
XxVVh8xLaQP9buNQtreIMHlvbvRgoKlbeblIkzOvpTyjn/K9FHw0UqqOlecFiuLlr6/mQWCmJtPu
L7RXd5CicAfSKMshb1Kc5VHw1PWiqVms+e7aJpZ9Dum1f6jGpmlh1LR4rVy7RL++aWQtHXgVqIxu
SF61ChlIvFc6E/Iy/WwQsshjZzW2aTlyh/dciF3KfD4bYeiDzR9pDIlS4Ir406mnv7YGMQicWbsV
SLz9/wAoL5j/AO2Xe/8AUO+VZvol7i5/ZX+N4v8AhkP90Eh0/U9Btfy68q2+ratZ6WJrLTJY/rk0
cIlS2EEsqKJGXlVRxNPHfLNLLhiD/R/Q1duYzPU5RdfvSflO/tbXzD+W0UtsYfM2kenHqE2ozhr2
1BeSdJd2o3xFHlHHwAHhmR4xN3/NA+51Q0kQRX88yPmTf69vcO5l2lazo+r27XOlX1vqFujmN5rW
VJkDgBipaMsKgMDT3yhy0ZiqV6l5etdQvUu5bq9iKRGEw213cW8TAsG5MkToOY3AbrQ+y0VbXy/a
emqSXN7JwYlWN5cq1OSFVJjdOQUQqvxVJHLkSXcsqiLnTLe4mjmd51eMllEdxPEtSUPxIjqjD92N
mHj/ADNVVDf4c0/05E9a94yGUsfr97Uetx5cW9aq04DhT7G/GnI1VVbTRLO0ZGikumKEMPWu7qYV
CCPcSyOCOK9D3+L7RJxVB6ZMJfNOt8RtBFZwMf8AKCySn/hZVwlATLULKDUdOurGViIbuKS3kZCO
QWRSjcSQRUV8MMJGMgR0YZcYyQMDykCPml8Hl2I6FpOnXLBpdL+qPHMo/wB2WnHdeXTmFK/I5Yc3
rlIfxX9rRHSDwoQP8HDv5x/X+lVi0xI/M1zqTKGa4s4YIXozMnoySNKvKnFFb1IyF5fEQTTbAZ/u
xHuP4/SyjhrMZ98QPkTf3j30mmVOShv0db1rzm6k/wB/N+0KH9v7vDJcZ/ADDwx5/Mul0+CQRhnm
Hpii8Z5krsB8XFxy6d8RM/gKcYPf8yt/RsXpPGJpwHVkVvWkLIGHVSSdwTUE1I+VBh4/cjwxVWfm
qfUoaxnlLWKhX97LQ0FPiHL4v9lXBxJ4B5/MpXpsyy+atbC/7ohsoX/16SyU/wCBlXAWQeFz6Baa
v+bdz5qt7Bx5VvLsWkWpWNxZK6XN0W0yO+hiDM9fr4aVJQOVR6vtho1aOIXXV7pbXh8ueVrZ/MN3
6hsIo7e51AepKZeJESTuApcNL8LMN+LGnJqciceMzNR5tefPDFAzmaiED5N1aDV9A+pQuum6jajj
d21nEIzalpZAqcJYzGHpGQ449amgqMu1WIxlfMHke9xezdTHJjrYSjziBXDuaHv23/VSAvdb1FdX
nt3mukWzuHupLX6zow5W0PFviSRfVSMURgSyuBICXBoFxnYKcnm/UYrie70/1dYswscsa/X9IS3H
1pQkCFxxlVTOGRSWNSDTlsMVW6l50SeJ3i1J7N7S3huZEsr7RXWVZ+Ab4rrlQRirqx4K++/QYqh9
I8yzS39tdyGXVBECRLNeaE5hjnjDSODbiJqIIJK8W3oftAfCpUo/M0dlpNu6a5cLG6sxQ3mgUgR5
G9ArUJG8bemVSjD4fcfCqyeXUYru+8qOjc2u/UukYNHICgs2q3OImNt5V3T4T22w9GPVkn04EuxV
2KpF5+/5QXzH/wBsu9/6h3yrN9EvcXP7K/xvF/wyH+6Dw/8AOnQ2ufyk8iaws6J+jrO3ga2dkVpF
uraH405MpYoYBVVUmjctgpw4Poj7gva3+N5f+GT/AN0XiugaPd61rNnpVoEa5vJViiSSVIFZj+z6
khCgnovcnYAkgZa4D6W07zJpX5baheah5qiTQx5suIHtPLem0uIdPjtoRFLcSmMRJWRiOfpoSaCn
LfiFZOv5oRv+ZEPk2KwWWGdY3j1VLgFWWS0lugwjEdCP3XH7fevtirOsVdirsVdirsVQtpZwQ3V9
OgpJdSq8reJWFEH4LhKB1fPP5/X3nby5qul3NlrV3p9lfreqttaXU8Xxx3sk3qMqFV+KK6jAPXan
YYpeVf8AKxPzA/6mfVv+k65/5rxV3/KxPzA/6mfVv+k65/5rxV7xpD+dvy+87+VtO1fWrrWtL81Q
LbXdpdSPdy219FGgkMLuQFiE0y/ED9jlyUlVbAr23FXYq7FXYqhLOyhgu7+dB+8upUeU+6QpGPwX
CUDq+e9ISBNKk09YEEA0XSb6COFmhuFnjgtrh7i1lUgxToZppuYVuhLKRyzZYdOJ4hfWR+79Yef1
evli1M+Gjw4xt30bP+xJP6HpGn+f3i8kazPr13bLeadS2tLqbjGt0LmyjurNpY3pH6zpMPVjQleQ
anw0zCjjrJwk8ju7bJmMsBnAXcLA9422Z9ptillaRw8jLKEQT3Lf3kzpGsfqSN+05VBUnK5y4jbf
ixiEQOZ6nqdqs+aAuX1a5hjH1e5spleOr20lpJ9plD7zhhwUE8jx5cQeO9KxbEih8zrb6ldQ6hq3
pCIKnpNe6UQoZwJZmX04pF+rv+6YEkeAY74pUW8zomrRTX2tGwSOOM31qb7STapIgUNGS8YuDWRu
DN8O52ptRVVu760t9OvdXs9akeeUIpmF1pg5j0oY4P3ssbxRoVlFyijaspPH4wuKEt0/X6Ge+uvM
Mwk9UwRRNqOjujRQvxFEWKOJXk9UF/2gV486BealmVnbRXj6RqcrM88Vo5Ry0bk+usRZi0Q9Nj8P
VPh8NsPRj1TbAl2KuxVIvP3/ACgvmP8A7Zd7/wBQ75Vm+iXuLn9lf43i/wCGQ/3QW+RX4eQ/Lh8d
NsR/wUEY/jhwfRH3foXtY/4Xl/4ZP/dFP8scB45/zkF+VepeZreDzFoim41PTYTDcWABLz24YuDC
B1kjLMeFKuDt8QCsqqaJ+WetaT+aPlu+N1DLp2naLElyQVDvPZ2hsKIhPqcf34flSnUHelTRq0cQ
ur3XflPqt959836z551BH/RmnMdN8sW8np8IFk+O4b0xzZZzH6XOQHcOy1KgBQl67iqHfUdPSYwP
dRLMAWMRdQ1ACSeJNdgDiqB1zzZ5d0O1gutUvUt7a4mW3jmozp6jq7LzaMMEWkbfG1FFOuKquneY
dH1K1trqyuPVgu5Hhgbg6kyIGZlKsqsu0bH4gK/SMMRxAkdFyeggS2J/t/QjYvtzf64/4guJYjq8
0/5yI0vQ738vZZtTuGtJ7OYTabMsTShrjg4EDlEcokq1XkSqhuNT2IZPkjCrJvy58sab5m81W+jX
989gtysi28kMUk0jTlSIgqxq/wAKuQ7liq8Fb4l64q+m/JX5PJoevR+Y9c1698y69bI8NldXbMEh
ideNArvM5Yc5OsnH4vs13wK9FxVTkubaKvqSonH7XJgKbV3r7DFUv1rzRoOiac+o6leJDZRsiPKo
aWhkPFaiMO1Ce9KYq1F5p0GWFJo7qqPetpoHCQMt2rlDE6FeSGq9WAFKHoQcnjxmd8PQWWGeYxcP
HtxEAbHe+X9vJMYvtzf64/4guRKR1eNP/wA4+6ozEW/m5xaxfurVJ7FZpUhi/dxRtIJo+XBFC14j
p0HTMiGryQHCDt8HBzdmafLIznG5HzPu71nlbyLofmG71Xy75mvZdSTR5uAgdjZSS3TR/VI7j0Ld
yipHa6cq26u7Oy85HHGRMolIk2eZc7HAQiIjkBTKPLHnjT9H8u+XNCubeeO/jTT9GMs0UqWjXqSG
zubeO5VJI2lga2kaleL7BW3qIsnomKrZZViieVgxWNSzBFZ2oBX4VUFmPsBXFUvbzBp68apdVZPU
4izuywWpX4gIqqSVNAd8VUm1nQrxlikjkmKqLhBJaTkARESq4LR02aMMv+UBTemKrLTzL5d1a2up
I2eWCxSK6uBPbTx8V3mikVZo1LH93zXiCeh8MMYmRocyxnIRBJ5BM45op2gmhdZIZYi8ciEMrK3E
hgR1BGEgiweaIyEqI3BCvkWbsVdiqRefv+UF8x/9su9/6h3yrN9EvcXP7K/xvF/wyH+6CG8pC4P5
deXjbp6sqabp8ixVCl/TijcqCdqsBQV2yWnPoj/V/Qx7YBOqy1/qsv8AdI79Maz/ANWG5/5HWn/V
bLNnB3Uru+1K7tZrS48v3LwXEbRTJ69qKo4KsKiau4OSiaNjownDiiYkbHZjejw+dLGTT55NBZpN
P0htPSMXFtxaYOhRifU2VlhFczMs8ZsA853y6fguq0uPPHhJh9GIx5jnYofED3eat5UtNf8AKvly
y0HS/Lc0trZq/Bri/ti5aWRpXqyKoPxOf2R8swTTuBaYtrvnh0Kv5SRlYUZTqEBBB6g/Bjsu7o5t
Vk/3p8nou2/Ge0k/a5ftcP2t/niu6tPBBcQNBceUjNC7eo8UgsHQvxKciDLQnixWvhjsu6vbzSW6
LHB5alhjQlkWM2KgE9SAJhvtiNuSZkyNy3KaafJcywtLcW7WskjsfQdlZlUfCvIoWWpC12JxKAEN
psWsW2nWttOkMs0EMccsvrOOTIoVm/uu5GGo/j+1jcu4fP8AYig+od4If+Rrf9U8aC3LuHz/AGOL
6h2hh/5Gt/1TxoLcu4fP9ihNNrwH7mztXPbndSJ+q3fBsmyoi5818t9OsePj9emr931THZd247Kd
43juNMsQkoKyoshdWBABDAwLUUAx2W5Ih7RZYXhls7d4ZAFkiY8lYDoGBjocdlsr0tyhJS1gUs5k
JBpVz1b7HU064RQSSTzVLZZwJDMqqzOSoRiw40AFSQu+2AqFK3e4jZ4ngcgO7LMCnAq7FhSrBtga
H4cSURFBR1by95f1kRfpfTLTUfQ5egLuCOfhzpy4+orca8RWnhgZK+naZpumWi2em2kNlaISUt7e
NYo1LGpoiBVFTviqJxV2KtcE5FuI5EAE+w6frxVwRAxYKAxABam9B0H44q00UTKysisrghwQCCD1
B+eI2U7ilEm7N8B6Si3VP74vuSx6BaduIrU98KK3RGBLsVdiqRefv+UF8x/9su9/6h3yrN9EvcXP
7K/xvF/wyH+6Cj5NvLSy/L3y/c3cyW9ummWPOaVgiLygjUVZqAVJpktPEyjEDc0PuY9s5Iw1WaUj
Q8SfP+sWLwTza5q1zc6bctZ6YdQksNRvradooyxqYJoEikRWlkDpG0kgYEmPiGAYZn8FCp/UBsPL
z+/bzedOUykJYSBjkalLbnyuPnfps2PpoHdNr7yetrqekMutamzSSyQBZrq4kEjGCSXk/GWLjQRH
7FO2VxkDGW34v8c2/JCUZw9R5kcgb9JO/KuXSmQ2miywsC93LIB0Hq3H/G80mUmnMHF1I+X7UTPq
Gm2LpDdXsUMkgLRpPKqswUhSVDEE0LKPpGRZKcfmDQZApj1K1cPP9UTjPGa3Ap+5FG3k3Hw9cVWt
5j8vC1iujqloLWfl6Fx68XpvwJDcG5cW4lTWmKqX6S0yW+Szj1xBeS/3VoklqZG+AS/ChQuf3bB/
9XfpkuIdzAwPefs/U6fzL5b04+nf63aRPy4UubiCNuQFSKVTfASyApE3l3KYbeWxdJQ88cbGoZDG
X4y7juq1pv1xClC6zfXK3tjpkExtX1D1Ql0iq7I0KrJQK4ZaMvIEkYEpfrEep6VYS6heeZjbWkAB
lmuI7WKNakKtW9FtyxAA7k0whBvop6HPqWqwtc6f5kh1K1RzG81pLaTxq4AYpWO368WBpyw0GIMu
4fP9jIILa+jA53hlPfnGn/GnDIs0Qomp8TKT7KR/xscVbpJ/MPuP9cVUpEvyf3U0SjwaJmP4SLkh
TAiXQj5ftXwrcgfvpEc/5CFP1s+A10SL6uuZGjt5ZFpyRGYV6VAriBZTI0LQev317ZaTcXFhEk16
Aq28crFY+buqAsRvReVSO/iOuBLyz/lb+v3V5LYLNYWsbuY4NTEM3ECtOfGR248t+JZaDbkKVzZ/
ydIREuZ6j8fjuedHb+OczD6RdCX6dxt5c/OmS3OtfmBZvFfGWwuLLUJbeG1gIXgTMQim3dJgzcuX
M8uew24jMWOISsciAe/7XaZNQYVIeqMzEAenr/Nrn3738Aya3fzfQGeGwbxVZJkP/EJMxnORPra9
T/eO1r/zEyf9k+KqQuPNHqAHT7L0+7fXZa/d9V/jkhTEmXQfj5K8k2tAD07S2Y9+VzIv6oGwGuiR
fVQ+seaP+rfY/wDSbL/2SYErZLzzNHGztp9lRQWNL2WtBv8A8suEBSaCbYFdirsVSLz9/wAoL5j/
AO2Xe/8AUO+VZvol7i5/ZX+N4v8AhkP90EN5SsIL/wDLnQLO45ehLpdiJVU8eSCGMshI/ZcDiw7g
kZLTSMYxI7h9zDtrGJ6nNE8jkn/uj+CxDy5M2v6h5h0jU9Gt9N+rrNLDfiPk1jP8MYHqE8eQVQwK
Fa8CenTb5MYxCMoyMuI8u/8AHx5vIYM8tVOePJAQ4AalX0H3/btXL5STRYdcmii8w2gM1q1v/uN0
m8dnuRDMqPJS7Lt8UsiBl9UPsFHKPkQtGUwHoPO9yOXy8vKvi5mnjkIGaO8eH0xl9VGifVfUi/Vx
dN42alOn30N9aR3MQZVeoaNwA6OjFHRwCRyR1Ktv1GYk4mJp2mPIJxsfjvHwQ+pW19WS7tru6rFG
ClhALUrI0fJuIM6VrJyCmsqjYUK7kxZpJq15cW1os2p3V1Y2RhVmW4k0lPXlb1We0kEqmPkUAX4X
4kd9mJVSzVdZ1j65N9Vvr6OBZKLxutDQMZZ4oWiRZY5WrAJ1ZObAsWCsSWXFVaTzPdTKlzPcz6cb
c3M95ZwXmjyFEheOOGKczAhRcD4vhkHBmKl/s0VRLazcSWVxfrqr2qSFgi3E+mehCSKlFkjV/jVN
xzZwG68l6qUfd6gLjRrG6jfmsl/bokheKTkv1wRhg0BMZDDpT6d64QxPMJtdadDcXlndP/eWTO8V
PGSMxkH6GwJYX50ntrTzXaaojy3VxpdtHLd2LIywW8E0zRx3guihW3HLmtwFkUtCC7BkiKPOBAO7
VliSNuY37r8j+PfYsEJoqalDrlvFoIP1hYvqV+Zld7S2tIopHh9SKMQxRzxzNG6W6yB1SZ04LGkb
rPNw3t+Pxy+3q1aUTEfVfx5/dt310sx2ADLYNZ1Cwmt7PX0jD3LmKDVLVHW0ZiUWNJVcu1vJKz8U
UuysQAH5sqZS5SeYqgb3QtEvp1uL3T7a6nSnCWaGORxxqVozAnau2KpHL5HjS9mksk0yKwmBDWMu
mRSLQiEqOcbwkhZYPUFe5/yV4qtXHlDVJozGtxpMAEaxRmPSQaLGzPCjCS4kBSORhIFAHxCu1cVR
Rsn0Ly/qc7x2dIbMuEsbX6op9C3oQR6s1R8PwD9ldt+uGPNjPkUq/MDV7Oa7sfKkty1qmpD1dQmj
DNKLdCeEUSgHm88i8AFqf8k1zN0mMgHJV8PL3/s5up7T1ETKOAnh4/qPXh7h3mR26+4vN4dc8vaR
qs2i2dvFc6DLfWrXGpXkJa7+rxyQyTxMOKEpzh+wU8diTtszinOPGTU6OwO17085HUYcOQ4ogHEZ
xuUh6qBiZDlyscqTPyjf3LfmGtj5dK3OiRzySQLcI0iW9u1fWaFmXnDyDFRSnI8Q1cq1EB4Nz2lX
zPS+9ytDlP5zhw+rHe178I61/N7vPa7e15o3sWCT+VfNj37agq2hnleVpE/SerpQKXktuLK/ADnI
VZBGFVa8ag8QpW3GoMbX6vGzR6rprPC0LXOsyI98kbXbQAqiSXKGH94uz1X4QpFMUIFbrzHb28kV
nBIZFkhtwbhvMcvN+EqStyeFyifGvFxyXuxJCEKVSJNeWC7/AEtbeqy/Vb+1jtZNfKqYZWjYv+7f
mytxcQoAXpzYUowUMg8uTXk1vqctyrxNIkTCF11DitbccuL3yxg1atVjjWn7dWJwx5olyZPgS7FX
YqkXn7/lBfMf/bLvf+od8qzfRL3Fz+yv8bxf8Mh/ugk+nwet+UekKJjbzLpWny2sq/a+sRRxSW6g
cXqWmVV4hSTWg3y7QmuHrt9lb/Y4vtHG8ufej4kiP6wnce/rXRu2sta8yadG7XoGk+ry+q6nbpNP
LJA5Vo7lLZrWNFjlj/uxU1Hxnqgy/EhjOw9Xkdvhd/P5d7pPAy5oiz6NjU42T/W4eECj08t+5Lm8
12/lLRYZtd12y0+wkv722hjFlcSzN6d1KHEQjmlKqAvwkxlU+EGvcZ5QvkbodfIeTPRwzcP1Rril
/Cf5x/pfLbbzZr5fOnvo1pPp0rXFndp9biuW2aX60TOZSKJQyGQtTiAK0AHTMacjI25+LGIRofgn
cn4lGTzekFduIirSR2JHEHYEAA13p1p44ALZSNKDX1s6RgNFIJZPTA5cgRXrsp3pT298lwFj4gcb
yFZgr+kKciZOa0VSDx6gHk3E7eAO/iOFePdelzaTRB6rRvtBipptyodyOg/zGJiWQmCFKHUrdx8b
RIS1AokViNgxD8dlbrsKj33wmBYDKD3fNL/MspdNIht6OtxqdurMtCAIS07dP+MNMi2WCnLXES3C
W5b97IjyIvisZUMfoMi4EpN5Qjsbvy5FqUaO6a+v6TuBccXc/XVEixuQKMIoisK/5CqO2Kprp+na
fp1pHZafaxWdnFX0ra3RYol5MWbiiAKKsST74qhNaiXnZXEwV7KCYG8SQF4wo+OKXiAfiinSNg52
QVbalRZAAgjr0aMxMSJdL3939tb9Barpd9POskN1E0dzBxDyem8cUoYVWSLn4/tJUlG2JOzMziBu
OX4/HmnDkJ2kNx8j5j9XTl5kdlbc7FXYqh9RRJNPuo3HJHhkVge4KkHDHmGM+RYj598o3l5e23mL
Sb9rPWrIRwW4anpvykIVa0NCzSlfiqpGxFKnMzTamMYmExcC6rtHs6eWYy4pcOWPLu/G/uPJgE2t
6XZTyyeZNOu4fOVpdC7W9BDpLLEzNCkiu4AgFVFIuqgUObEYpSHoI8Miq+/4+90EtRjgSc0ZDUCX
FfeRdcz9P9XmBzeoeSdAOmWd1qd7GIdX1mVrzUVDEpGXdnSJQaceAk3/AMqu5FM1epy8RER9Mdg9
L2dpfDiZyFZMh4peXOh8L+bJcxXYpXfasY2k+rSxMkVFlcmJljflQh+U8JHUbU/plsYd/wCPsaJ5
a5H7v1hZHq7sziW5gtypaMLJ6dfUVd/s3DdGK/DsfvrhOPyP4+CBl8wPx/Wb/S7iYxGWLmDyKfuu
QQFkKEfWK8vUAXlSlTTxoPD2/H6k+LvW32fr72o9Uu5eYHCNx8SxuIWbiCylfhuT8QZaV2Gx+hMB
+P7FGQn8D/ilt7qc9vpOrXFwUk+o27ykIqpusRcqQJZT0p1p9OAgCq/H2MhImwfx9pThHV0V1NVY
BlPsd8rbW8VdiqRefv8AlBfMf/bLvf8AqHfKs30S9xc/sr/G8X/DIf7oO8g/8oL5c/7Zdl/1Dpjh
+iPuC9q/43l/4ZP/AHRdFo2r6csx0m5h/wBJuJ554LtXeMNPKz84yjKUoH+JNw1NuBLMcqMokVIf
L8fjz5OnyY8gN4yN+YN/Md3mOR/okkqulJa2l8NGgnnaTT7RJrhX4FZjeyyUmd6czLztpCaED4zU
HbjGc+I224cQhERHT7e8+880xso5YrZIpF4+lyjQeq85MaMVjZpJAHZ2QAtWu9d2+0YNitIiuhRq
gNseJKn6CCCMQUEWoizhEZj5ScSAK+rJy2JP2uXKu/Wv6slxFjwCq/SVh0y2KlS89C3La4nBrv3D
1pv0w8Z8vkEeEPP5n9bT6cvINFJIpJ+PnLMwKk8qAeotDUDfw26HET/GynH3fef1rItOdYxE8vKJ
AOAUzKakANyYysWHWg7Ymf4/AQMe1X9/61QW9BbCYiWSOVnD0agZlfdQ7ORsxHXATdsgCKt0lmX1
O3veVBDBNDw8fWeJq/R6P45FmlXlLSNEsLdZdLimjW5tLQgSFmVbeNGW2iVvsfuo/g2JNAC1SeRu
yk0InlG/2uLp4QszF8UwCftry28vjzsn+UuUlWueYINN02O5gQ311eH0tJtIiT9auGieWKJZFV1R
WWMkyN8KrVmNBiqvo2kx6bZQwc/WnWKKOa4ICczEgSqxr8ES7EiNAEWpoN8lKZPNrhijD6R+P0Dy
GyOyLY7FXYqhtSljisJ2kbipQoCf5n+FR9LEDJR5hjP6S7UbM3lukQbjxngmr/xgmSWn08KZFkh9
cXSILN9V1G0juRpaPcxO0aSSJwHMmIv9ljwHcb0y3FxE8MTXFs4+pGMR8ScQeDflZHXZ86+ZPM2q
69qE1zeXEkkLSM9vbsx9OJTsFRK8V+EAGnXvU50eHBHHGgHz/WayeeZMiavYd3weh/kp5mnYzeXZ
EaSNFku4JuRIjFUVo+PRVLNy+ZPjmu7TwD6/g7/2d1hN4T5yB+W36XrGah6l2KrXRXFCSBv9klTu
KdQR44goIUY7CCNQqtMQvTlNKx6qdyzEn7A/HxNZGRYiAHf8yp3NlALG7jPN0midZFkkeQEFSCPj
Zqde2INkKY0CpeW3Z/Lulu27NaQEn3MS5FmmOKuxVIvP3/KC+Y/+2Xe/9Q75Vm+iXuLn9lf43i/4
ZD/dB3kH/lBfLn/bLsv+odMcP0R9wXtX/G8v/DJ/7op1BJ6kEcn86hvvFcuIouvibDD9Q81aBoXn
jU21W8W39bTdNWMcXkYlZ74n4Y1Y7Bh9+W4sE8n0i3G1OtxYAPElV/jonjebvLgsIL9L5JrW5lW3
heENMTMyGRYuEYZg5UfZIr26nH8vOyK3CPz2HhEuK4k1tvvV1t18kit/PV/d+fx5ctbRfqUIc3Vx
vK/FYiyvyjbhGpfiN69d+LfDl50oGHjJ3cKPaUpavwRH0jmefTntsN67+fQ7MykMgjcxKGkAPBWJ
VS1NgWAag96HMJ3CW/XPMIk4tp9twrTmt1K1NwBUfVgd+XbYb1OKqsF3qxvI4p7OFLd0JaeOdn4u
oFU4tFHXcmhr0HTtiqG0PX7rVZ7hW0q7sIICFE12npF2Kq9FRtyOMgqwqvLktaqcVR1vNLPb2c00
RgmkCvJATUozRkla0FaH2ycgASAba4yJAJFH9iIDgysndVVv+CJH/GuRpne6X6toFjqcNqkzSxzW
EgnsLuKRlmhmWNoxIGJIf4XIKyBlboysMCgUxnXdW83aDztZrG8802N1CbezaytY4ZzcS1CC6uo7
pfTWinnKloiLUGtRxKlhv5W6B+dflq50rRNRgi/wzauXdVe0KiO4jaSRHlBe45Qyv8KrGQz7cxHR
sVe1YqoXV5DbU9WWKLntH6sgTk3SgqPE4qonVrMSSRfWLb1UUSCP115emwHFmFKgFqgYqkFz5+SD
zTJoj6XdLbRXlpp76oyN6JnvLaS4X0wquWVSsaM2wBc8qBRyBNNmPFKd10F/BH6tN+ltMv7aGNo3
srqHl6nGjrDJFOXShNVKggHxBy44+Ex83EGUTEhX07fZz9yYaVfLc6Xp9zIw53cMbrXYszx8zQfK
pypvRU0MM8LwzIskMqlJI3AZWVhQqwOxBGEEg2ESiJCjuC8h85/l75U0K/0ydmuzZ61qNrpNvZwO
gMM10x/emWQSExqiH4eNa/tZsR2nMRqhfe6Cfs7hMyQZCPcP1m/x1S7U/OFz5Q1GTQvLlqtnBYSh
bm5uoka6uyjM371gF/dHn8FBy47hhWmZkNOM0eOZu+7kP2uqza86SZxYY8IidyR6pe/y3261yL2n
Tbt7zT7a7kge2eeNZGt5RR0LCpVvcZo5x4SRdvY4p8cRKqsciqXV3bWsJmuZVhiWtXcgDYV/UMi2
IN/MWjo8cbXFJJSwjTg/JuBAYheNaVYCvTFUg1j80dA0nWodKuLa8d5o4bgXMUSNCLeckCYkurlV
K0YKpbwByMpgc23FhlkNR5slkuo5or6JQQ1vWNq9DWMPVfEfFT5g5bwkUe9xuMGx3fqdo9qbTSbK
1bY29vFEa+KIF/hkGxF4q7FUi8/f8oL5j/7Zd7/1DvlWb6Je4uf2V/jeL/hkP90HeQf+UF8uf9su
y/6h0xw/RH3Be1f8by/8Mn/uiry2nmOG0Mdhd2ZeKPjAtxbykEqKIHdJxT3IX6O2ZFgnd1fDIRoV
dPIbv8jPOV5cPc3WoWUlzKxaWYS3SM5YliWKoC25PXNkdbDz+Ar7pvPx7IzC/pNm9yJb9eeI8+qJ
8qfl9rsKXkOlavo+pW80LRXdv9Ze6SrhjFI6tFL8Ub/EhPhTpXJ5NTEAcQmK5bb+e/E04NBORkcc
scgRRHECPI0IVsdxt+llflfy7+ZugpLD9c06+tp5TNItzLcM4dyTIVkEdaudzyrvv3NaM+bBk3qQ
PlX63N0Wk1uCxxQlEm9zL4711Zxw1D/f0X/Ipv8AqpmBYd3Uu8fL9rXp6l/v+H/kS3/VXG4934+S
1LvHy/a709S/3/D/AMiW/wCquNx7vx8lqXePl+1xj1PtcQ/8iX/6q43Hu/HyWpd4+X7Vn1bUmuYZ
JLtPRjJLRRw8SxpQfEzvT7sSR0UCV7n8fN11bX5mM1ncRQsyKjiaJpR8JJBHGSKn2jXBe1J4d7Qv
1bzZv/uSsPb/AEGb/ssx2TurQweYQR617aOO/C0kT9dy+Oy7okJfU3lir3/dt/1Ux2RRb4Xv+/Y/
+Rbf814dlqX4/tcUve0sX/Itv+qmOy1Lv/Hza4X/APv6L/kU3/VTGwipd4+X7XcL/wD39F/yKb/q
pjYWpd4+X7VkkF9IjRvPF6bgq9ImBodjQ+of1YQQEGMj1Hy/ahJNEkS00u3sbgRfopl9J54zNzVb
d7cBgrRb0krX8Mg2Oa2808vh1CxC+Bspifv+tjDsjdjnnHyh5v16Ty/S/wBPaPSdXtdUm/cTQNxt
i32f3txzNHPwnjX+YY7LunGreXbm+1TR78/VWmsbn1LqUxFXeBbeZY4xu5YLcSRyBSwAK8vtAVmM
hAoE172qWGMpcRETLvr4/funXC9/37H/AMi2/wCa8js2VL8f2u4Xv+/Y/wDkW3/NeOy1L8f2tFL7
tNF/yKb/AKqY7IqXePl+13C//wB/Rf8AIpv+qmNhal3j5ftU7i31GWFoxcxJyoC3osdq7jeTuNsQ
QpEu8fL9qLyLN2KuxVIvP3/KC+Y/+2Xe/wDUO+VZvol7i5/ZX+N4v+GQ/wB0EL5VuGtvyz0a4Vgp
h0W2k5HtwtFNfwxw/RH3Be1f8by/8Mn/ALosb8vSeRNb1UaZeWNdWeCG5MzzySJM0kCTSBWaTlzV
pGqtOgrXsM2WmkMYn0LoodoQlnlh5SH27A/Py8kQNJ/L3VptX0bSYIoddtFlgg9ZpFBmCEB0BZi6
xuPi+Ht0pSp8CUOGch6Sx/OwzceLHKskbG/f3j3F595T8h+Yf8WW1tNp0tokM1L24eIiMRrXmBJx
ZCWUEIRsTT55tNRPD4ZIo3yeb0GHWDUAHjFHe7quvePc9ZvpvJ/lvkl7cXETpGJiqfWXb0yWBcLb
qaqvA8yB8O3KlRXRl7MAqln5i8p3YgaC7vD9ZeGO3D/pBC7XPMxcQ4UkMsTPXoE+I0UgkJX/AOJv
Kkdtcz/XLn0reMS3H+9rOiejHcV4UL7RToxoK70O4NCDSCLUdV1TyjpkkD3t5fI93L6FukcupS85
eZj4BIi+/NSOn6xh4ixGMefzKs/mnypHBNMbq6MdsjyzlUvmKpEIWdioUtRVuo2PsSeitSLNHx0n
n0y7sbiQWsytM6u0h9WJ4vgHGSpU8mVugO2HojqoeY7q/jntIoL5dMtFS4utRv2EREcFug6+sGRV
5SBmbsBgS848yeY/zI1fTdSl8h3F1f6ZZKwbWzHaUumjbjPHp0KxK8xXtKGoeLKnJuJJCnyY15s1
jzLL5b8nR+X/ADbdWela0LqRdSv7xUZXiQEx3V6VidWBeReJdhyFF+yuEgMAZdQPn+xA/kn568xa
r5ptPL81/qmpW+p2l0mty3d1JKISiyNDLautJrei8UZvV3ZuxVcDNkXl7XfzRk8xan5O068i1290
f07S61ud5VsvQhEssLSyRPziu/UkEM6qrtIFpyQxNIwV695a0qXQdAs9MvdTm1S4t14y6jeuWmmk
kcmpLFjTm/FFJNBRanFUdKL0yBYp4UqCQrxsxoKV6SL45IEMCJdCPl+1UhW5A/fOjn/IQp+tnwGu
iRfVR1G8e206a7gQTvGnOOMGgem4UMK/a8cQkldqV21np11eLH6rW0Mkwirx5FFLceVGpWnWmBLH
7fUPOU0otq2SXkdrb3NzEYJaA3BkXgpM43VoWrX2yfBsD+On62vxRxmPUAH53+petx55MgRks1LA
laxHoKVO10T38MHD5/enj35H7P1otF85CnOTTn8aRzp/xvJkWaMjk1wD95Bas3issij8Y2xVaJ/M
PqAGytBF3YXchb/gfq38clswJl3D5/sVnk1UU4W8DePKd1/VCcBZDzUzNrna0tj87mQf8yMCVkt1
rkUTyNZ2pVFLEC6krQCv/LPhAsoJoWmOBLsVdiqRefv+UF8x/wDbLvf+od8qzfRL3Fz+yv8AG8X/
AAyH+6CVaaSPyctSNyPLsZA9/qIxw/RH3BPav+N5f+GT/wB0UC/5U6Xb+aB5hF+beyt5xe/UwgAV
o6OazM5ovMcj8PTb3zajXS8Pw63qvwHkpdiw/MeNxUOLiquvPnffvy8njFzqV5PqcupmQx3ks7XJ
liJQrKz8+SEbrRumbyMAI8PSqeNnmlKZnykTe3fze2flx+Y0evxLpupMsetRr8LbKtyqjdlHQOBu
yj5jaoXRazR+H6o/T9z2fZPawzjgntkH+y/b3j4jylt5o9rd3Ud1JLcpLEAFEN1cQxkAk/FFG6xt
WvVlr9wzAd4xy9eGw1BtKtZImu4YPWtYL7XL+GWSGaiyO/JJyeBgbiavx6/DzOKrYNT02U3Fmt1b
87toUtx+mr3lKxmeBlikKAqw+qPQRElmDBqVLFVKnubn01utS1XTTdvcRHUUtda1KGGK2uA0imNE
kYBmiAkWqonEMdlHLFKJbVtNtILhfr9mJ7K5KTrda9fW6pJOS0UbmVZGqYIlbjSnP1AB9olQyF50
E3lr0JFkhnZgsizNcK6fU5HUrM3xSg8QeZ3brh6I6vN9T1s+ZfMPm1vMaqul+Rknnt/KYZ421BIF
9ZLi8Z1pLA7Qo6IoK7ryBFOYS8tsPzM86prq63f6vJ5cs4bI3ei6PHBcnS7kW6iGGzitVfgsUvBl
9StFoTWtMKs4t7nQdM8vWut6lpbv+XXnhYj5hsE9SOPTtTian1i3hjcutvM8daLVvhWjfYjIVPvL
nkeDVTG3k22uvKHlF1kddXSWX9JX6zugb6qs0krW0Egto39R1DsAtF4s2Ks2u9D1PR7TT9H8pRjT
dJjUJS1treVomQglpXubmLkJB1pG7lviLeKqEmTUtY0Z7q/8vm6ubtLb0lksbJJ0RfUkq8V1euOU
ZJ4q5+Bn+y3xUVQdhoWrvZXC/oW1tbx9ShLltJsUjWEiKSRwi37819SFHaT1GcHZVLKOKqL1bSNW
KXTWelWtufrNxd21wNOsnliueaot6GkvkQylGMgdlBIU8gDRCqjTHe6f5P1cy20Fq8KyG3S2t0tY
zHFEqRHhHPdD7KAA8lPEAcRTCESRvmSHUzdW06XcVrocNvefppp2CoY2jXganZeNGJaoAFfkbIGH
BIH6tqcfLHKcsDE+gXxefKmF2v5lflEnnWbU080sdRuQLF43SUWYUFVHGVoeCryQNz9Tj1PQ5I5i
cYhQofNjHRxGY5rPERVdK/H6WTaPZ3+marqmveZNStJILgRxabdB/SjigLMxQB/hTn8B2Zq06nLM
kozjGGMHzcfDjniyTy55Ro0InlQ7t+V7dSn+k61pmrwST6dOLiCKVoGlUMFLpTlxJADDf7S1B8cx
8mOUDUhTm4NRDKCYGwDX47/e1LotjJdm6JnSVpFlcR3NxGjOihByjSRUI4gVBFD3yDcl9roOppYR
W9xfCSaGUSRSo98g4uvGVX5Xckku7MU5PRfh+Gq1KqUqqmB7kSalHcvOtw3OHWWRGkETSR+gJ9xu
3ER/u08NiGUt3hnsrtyTczWasLe8t7S01X1GF3JLIskMiTelWNZg0sqKzAqRVW4KqhdocsGneXdV
dJLqWytbX1gl1b6nDICkBEoT9JSSvwJjqqJ9jvUmplHmxnyLMciydirsVSLz9/ygvmP/ALZd7/1D
vlWb6Je4uf2V/jeL/hkP90Eq0xS/5OWiDq3l2MD6bEY4foj7gntX/G8v/DJ/7osh8x2s935e1S0t
09S4uLSeKFKgcneJlUVNBuTmThkBOJPIEOn1cDPDOI5mJH2Pl/OrfM0+8hRXsvnLR1sywmFyjtxb
gfSQ8pt6jb0g1R3G2Y+rIGKV939n2uf2ZGR1EOHnxfZ1+y30S2p2qwiYiXgTxFIZi1f9UJyp70zm
+A3T6Ccoq9/kW11G3ZUYLLSRuC1hlBr7grUD3O2DgKRkHn8ipaibS5jewme4i9dSnqQevEwqpPwT
RAcW22o2IiatTMA0llzo1iESJ7/VQYmch45rok+ownPIqCGAK/DXoPg+z8OIiSpyAf2F0+iab6ai
S91WjDg3C5veTBZAw/uzVSC9OS0JHUkDZESpyAf2FTv45x5l8rwQmRrOKK7kkeQszkpCkcfMv8RY
iU1Lb4GXV5zqfmbVdZ856q+lRQwecvJbTSwJZSeuur6OtwRNYzemsvpyqvp0RixEpPFVO6hLELny
b+UGpNpmu6Vqd9f2kyBbfyJZ/wCk6l6oLySQLVzLDCpDtIWBH2mV/iXCr1ry55JvNSntb7zVLC0G
lmP9EeULbi1npUioojWWRTW6nSHhRnHFCzcBRlISECQN10Z9JJHEjSSMEjUVZ2IAAHck4ALUkDco
OfVTFGSbZy9CVjMkCkhaBjVpAKKWAOWCF9fva5Za6fd+tqXWbSM7MjKycoX9WELI3TglXrX6KYjG
VOYD+0brV120eMPHSQsKqiS25Y/EFH+7Au5O2/b5Y+EfxaPHFbfeP1pddjypNJLd3GnWU895DxuJ
n+ps0qsDD6TuzVccCV3247e2EYj+LQdQAP2j9al5ia0j8pailhbJCZzHbGOIR7tMY7dWPpFhsjLS
u9AMgRRbBISDyv8A5yu1C9isfLljHMyWdy93LcQg0V3hEIjLf6vqtT54Gb50xV7p/wA4661Nrlrr
H5f6pzn0mS1e9tX5/FbkSorrGGDD4nlWQdgwJoeRyePIYSEhzDTqMEcsDCXIvc/LXmvyjqSLYaJd
xn6sirHa8XiYIBQBFkClgoG/GtO+WZ8GSO8xzcfR63T5fTiI26cvvT/MdzlG4+tLDK0JDy0JiQqD
vTYbsld9+oyQq92Mro0oLPqHxym3koeIWAmKopTkQQ9Kty7ttx+80O9gJS51934/sUornWAwaW1Y
pSvBDFyrUjiavQfzbE/R3JEe9iJT6j7v1t3BnutNvI7u3aJXt2VkJRlPJW5AFSxNOm9PljQsUy4i
QbFbJjlba7FXYqkXn7/lBfMf/bLvf+od8qzfRL3Fz+yv8bxf8Mh/uglmkvKn5QWTxU9VfL8RjruO
QshT8ccP0R9wT2r/AI3l/wCGT/3RZhlrr2Ha9+VPlbWdSk1CX17Web4pxbMio793Kuj/ABHvTr16
1OZuLX5IR4dj73UarsTBmmZm4k86+/kUf5V8h6B5Z9V7FXluZtmurgq8oT+RSqoFWu5oN+/QUrz6
qeXnyb9F2Zi01mO5PU8/cyCWJZYyjFgppUqzIdjX7SkHMcGnPItANpUou2mhmEatx5KfWJPGnUiZ
V/4XJ8e1H9H6mo4jdg/f+t13Z37LyWVWKjZFWUElqciP36Ab1pvsNsYyH4/sWUJd/wB//FKKW19b
rVVklldeLuCxUU+I/DJcmlQeK0OxqehyRkD+P2MRGQ8/x5yWxWl6E4GJwTKsjO3xV9KnWtyzVb9k
127jEyH4/sQIS7uv4/iTFRWe3Z1o4ifrSoJKVHVv15W3jo8U0XRp9P8AzC8xSeSpItS823016ur3
s5dtL0yKe8M6BnVELzsionpKWpIGJPFWGRZM503yrYeQ9PuNat7F9d1y8mMuu6oERbuUXDh7h4kR
SFT1KMIVIWm5bauW4cYnKiacfVZ5YocQiZb7gc67x3/Z70s17U7I6/ez+XZLmB5oY4/MV3CTGFFR
wihicA/XnA9NP5SSKcuRXPxQPABOv6I/X/R6+f36TU5onLI4eIWP3hH2AA/5ToO733Rv5J19tS+s
+X9Tmla/swZYCZCLg2jUVVuJIWUi4iLcJAQprQ7mpynU4uGpx5H5X5X0PRyuztV4l4pk8Udxvvw/
0iP4hyly/SzE2sR6tJ9ovtJINz8m6b/Z6ZhcTt+ENC0iC8eUlOXL+9krU+/KtPbph4l4B+CXR2cS
FirSHkCDylkb7VK05MadPoxMlEAP7Sh2srt5GrMBDIlHUGbkH5VJVhKtB16AYeIfimBhK+e3x/Wu
NqRbmKcrKvro6V5HYSK615s5qp96ewwXZSAQN+947/zlD5a1jUtH0bVrGBri20p7pb1Yld3RJkRx
KQqkCNBbtzYkUqMi2PmfCr6A/I3ypqPk/QdW/MDV7SdDJa/V9NsfsPJC8iM0silSyKzonFv5eTcS
CpyzDj45iPK3H1eo8HFKdXw9HsWk655eHlWTVfLttbrC1fSsUMVnzvH4pHbuTRElkkKRgnrUUqKZ
LURnGVT5tehyYZ4+LEAInoBW/n5/jku8rWmr2t9qMN3cz3VvClrE09yHHr33pmW7uYFcyBIJBLEq
xo3BHR1VRSrUOYyLFXYq7FVG9/3iuP8AjG//ABE5KPMMZ/SVbIsnYq7FUi8/f8oL5j/7Zd7/ANQ7
5Vm+iXuLn9lf43i/4ZD/AHQU/JIjP5f+XkkUMkmmWKMp6EPBGpH44cA9Efd+he1jWry/8Ml/uiyH
LHAdirsVdiq2UyiNjEqvJ+yrMVUn3IDU+7FUmuPMN3Dcen+jpZIwWV5UjuWAZW47AW/xL7rX2riq
ppuu3N3MVl0+a2iEckokdJgfgfiF4tEnxMu9K18KjfFUm8tedte1VtTivvLV1p81inK2qJ/SuWqV
4JJcW9r+1Sh40pvsBhhvKjt5s82MwxcYIkTfpB3/AGWyqoa4iYVoY3IqCD1TscPRq6tW0dvA8lvb
xJCgrMyRqFBeeR3kYgU3d6sx7kk4K2Te9NajbTXWn3VrDO1tNPFJFHcpXlGzqVDrQqaqTXqMMJAS
BIthlgZQMQaJB37vN5Fd6fq/l6SzsdWjeGOItBpGp2Ku8VuJE5TeiPieS5ujyWklODfEhp9ncRnH
JZj8Qevv8h5c+rys8WTAYxyCgNoSjyjY3rqZT5erkdxtyFeS7mO380rNrkC6Bp9jbSrolnfB4Dyk
ZVkkV5VRZJCv94SamuwoNoamN46geORPqI3/AB5NugyCOe8o8KEYngEtudWbPM9/Xd62CGAZTUHc
EdCM1D1KXTXOuozhLK3cGTjCfrMgrH8R5PS3PA7L8Irueu26qi+oeZFoF0u3Ys/AUunpSleZJt+n
bp1xVcL/AMwfpdbd9LjGmNIy/X1ueThFj5K5g9Ifac8Kc9uvhVSi0mllgLSxGFhOUCk1qqTcVfoP
tqA3+dcmQAdje36GoSJG4rf9KA1ga6Na0mSyuI7fSkMo1T1QGEnMxpDGo2bmzMeJBoO9fsmcDDgl
xfVtTRmjmOWHAahvxfZX6f09xJkt9Di/MX6lF5Y09b5oG1E64qwi54uTGzn9yH5tIeJ/edDX2yXg
jwuO+tVTD83L8x4PDtw8V305cq7/AD80fpi+Z7fzfqMeoMbrSLuBZdOuE+GOD0noYGQV+NvWryJ+
IL7UUz8M4xw7SB38/P7Px1jh8eOokJ745C4noK6V378+tfARv8zfMEU1xH5c06aGe/lKpfWCywwz
SNKK29uZLiOSBfUUvx+IOshhYbNu6YUTM8ob/Hp9qdfKwMQ+rKeH/N/i5/0b+bN9A0eLR9HttPj9
OsKlpnij9GN5pGMk0ixgsEDyuzcQaCtMxybNlzoxAFDkFXUb2e0iaVLdrhFFeEfNpGIBJVVVGHQb
VIFdtsCUlm826pGkRHl+8d5eZ4Kp+FUVjVjxoCzKFA69/wCXkqu1LzPqtnJauNKL2c6wSTMFvpLi
NZK+qPRtrK5XnHtRTIK9+PcEs8eMyNCviQPvR+q6mYLC8eSFlRZI7eNjWjidki5Dbs7kfRXvlojR
DjmRIlsr6JcvdaLYXL/bntoZGr4vGGP68rbUbirsVSLz9/ygvmP/ALZd7/1DvlWb6Je4uf2V/jeL
/hkP90FPyTEZfIPl1A3EjTbFlbrukMbCo8KjfDgNQj7v0I7XF6vL/wAMl/uinoW47ulf9Q/81ZY4
LuNx/On/AAB/5qxV3G4/nT/gT/zViruNx/On/AH/AJqxVpkuCKCVV9wn9WOKoObTdTevHVp4q/yR
W5p/wUbYqo/ofV9v9z11t/xVaf8AVHFVyaTqytU63csP5TFa0/CEHFURaWN5FdtPPevcp6axxxMi
LxPJi7EqBXl8I6du+K0qyW8/1n14ZFUMoSVXQvUKSV4kMlPtGvXDe1Ire0QvKg5EE9yBQfxwJdiq
HvtO0+/iEN/aw3cKtzWOeNZFDAEBgHBFaE5KM5RNg015MUMgqYEh5i0Bo2gLpF/em0cppdyI3gse
R9OCUM5l9FKURH5K1B3r2plmTLxgX9Q697Rp9KMUpcJ9Bqo9Ad7ruB+9N8pct2KuxVQureaYII52
gUNV+KqSQAaAcg1PiocVIWanY/XrNrcSGF+ccsUoAbjJDIssZKnqOaCo7jwwhBCWfofzJ6xm/S8H
rFQhk+oryKgkha+rWlT0yXH0r72Hh73e/wAP1Kn6O80/9XmH/pD/AOv2DiHcnhPefs/Uw22/J/Uo
Lm2nPmSSU2syzxrJDIw5rOLkk8rhi3KZRI3Ink27VzKlqonHwCIHL8cnWY+zpxz+KchPPbyPTn+j
oyiTQvOLmq+ZzH7LYwf8bFsxL8naV5rY9A85Iat5paT2axt/+NeONrXmjE07zSoodZhc+LWYr+Eo
w35Lw+f3L/qXmb/q62//AEhn/qvgtNeayXRtXu1EOoahFNac0d44rYxOTGwdKOZZKfEo/ZwiSDG+
qa2ttBa20NrAvCCBFiiSpNEQcVFTU7AZFkqYql6eXtAjdXTTLRHQhlZYIwQRuCCFxpNqd/BBrmna
1o03KKKRZLCWVCOXGe2Viy1FAQJu/hkZx4gR3t2nzHFkjkHOMhL5G0Ro2mQ6VpFjpcLM8NhbxW0b
vTkywoEBalBUhd8YR4QB3I1Oc5cksh5zkT8zaMyTS7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq
7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqh7q8EE9nEV5fW5jCDWnGkUktff+6piqHfy9oEjs76ZaO7k
szNBGSSdySSuNJtMMUIDTfT+u6txry+tL6laU5fVYOntSmKUfih2KuxV2KuxV2KuxV2KuxV2KuxV
2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KoDUvT+u6Tyry+tN6dKU5fVZ+vtSuKUfih/
/9k=
uuid:da979ef9-6c95-437a-97a9-11b2d9cbfff2
xmp.did:46907180-4e73-ef47-831a-53aa03794514
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7bc45e85-4ede-452a-8117-fa6550994238
xmp.did:bf46bdb5-16bb-5249-8c8a-837033e9cce4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:bf46bdb5-16bb-5249-8c8a-837033e9cce4
2017-06-05T11:15:45+03:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:46907180-4e73-ef47-831a-53aa03794514
2019-04-24T17:22:52+03:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
C:\Users\lasmab\Desktop\Logo and design elements\Globuss.png
0
0
C:\Users\lasmab\Desktop\Logo and design elements\Globuss.png
0
0
Print
False
False
1
457.122389
335.549659
Millimeters
Impact
Impact
Regular
Open Type
Version 5.11
False
impact.ttf
Rubik-MediumItalic
Rubik
Medium Italic
TrueType
Version 1.002
False
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 15.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 1295.78 951.164]/Type/Page>>
endobj
10 0 obj
<>stream
HWˎ߯y:,,AN H@YL8*a}cؾ9b;[܃1=8ն|k1tC辧~q1hl3BlsĩoO[I?DO!`Hyo5xB\:=[ocbnG3fXMO[ٍkqM2=(@dz~ĺ7ܱ!k;^p{E 2? pCqea~" LrgmuA{jEն)@AEӁAj\=F$_Z@LOױ8a{ B8ص8Ư/MZy vazbwGw8>wxc> d*.h<5c/!^!ͿзX5īw$/*: