%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
SF3
2018-06-28T16:05:42+02:00
2018-06-28T16:05:42+02:00
2018-06-28T16:05:42+02:00
Adobe Illustrator CC (Windows)
256
224
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA4AEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXj/wDzk9oqav5J
0iGY0tINZiubxvCGK0ui337DJwq7PRXzT9UmuruXWbwUWMkW0C04pEgpGor2ApkgOEWd5FifsZ35
Q0eKwsB5kvxyvbhD9TjO/BG+y3zplhHCOEfUUJz5Ztry81RLp5AqqTPyb7KIlWZm70oh28K03oDK
UIxibUGyyf8Axha3N8kVtayC35gF5peclOilAqoqV6kHl8/HVfybhIoj77+bdIlJ/Nr28+pJ9XmM
3FfTJYUoanpX55k6TTwxjhiKDVMqmk20sNyr3AAQLUL/ADeGZmwDAAslh8zzW6enEyxID0VVH8Mr
MSWVppZeY4klkkiZFu5lUeuAAWAJ2I8d9/40zSdrjKADD6RzbYUjtMt7Ke7MsyR292zFjPEoUuHN
WqQNz/rA/rzX9n9pyiayGwk41bUJdKN3PaidhdRqqhX+GoILL+8Xbev8udJjyCceIcmsimLrrVyC
R6rbHxyzhRaE1XUr25thGJCQG5cSe4BH8ceFSiNJ8wajFAkD3YWNRwCcSXUeIIp9G+Y0tPjMrI3Z
CRR76veQemyyELIocGvUj4SfvGZHCrMdGtRc6fHNNfO8k6AlVA4ryH2fEkeNRmFPVREiO5NMR1vV
Day3GmiSQtE4C/FVeJWpHjsxzNFEWGNpBIqsN9z75JU38uPp+mXS6leFChDLCGFeLqVPLpsadMxd
aZjH6OaY1e7Lb/zdYpZRalxral1R5lAchSC1SoIbbj3zBGGZAJIifmzIQ+reb9I+opfwOsjOjcGQ
VYhaVVu43IG/jkZ4MuT0XQ52ixzY7pnmjVtbmaO2crLCDKIixUEKQKKfH4sry9l5DMcM/SgTBQnm
q7OoW8UVwjQ3FuxYxkA0JA3Bzo8VxazuxzTLu9tNRLQcAyji4kAMcivvwdSd1NPoNOnXLJQFXyQJ
b0mOsaBa6haC80eRWnkRpksiayJwP72Pp8VN2HtvT4qKIzBNHY/j70mPyeb+YdBi1zT3SRaXMIJV
tqig2P0d8sIB2aQaL1n/AJxLtpLb8vdWgkFHj1u4VgexFrbDMGcaNORE7PbMgl2KuxV2KuxV5d/z
kQJX8lWUMf8Au7U4kf8A1fQmY/8AEclCNlXz1pmmpq2uwaPDtZp+9uum0abla7Vrl+PcmR5BidmW
61M15eraQqfTBCRoPAfCAPn0yUd9zzUDdNb+aHTdOGnW+9zOqNfuAAPTIDpEp6kH4WavSgXxrGc+
I10H3/s+9lwUPeltjE55zceQcFVBFdmFK/PwwEUvEfg9L0HStH0XRbfWNTnMt5KUeKRlDsvNfhRS
RWvHvmp1GeWSRhjvbu6rW27KEvfLlsiLqCK8jgcGuYxIWD7Di1CprTcD6cx8Ini9IvdlVsO84Wmg
xNLaaZBwuAfXkUVICqpqqE1235EV/Vm302Wch6muQDDHaRa8JGiNPtLWoI3HQjMiYtgETpvmvU7A
+hOfrilh6czs1anqN96ZqdR2TjyS4uR8m2OUgJheavcSTC8aFRJJurGp+GnEDfbYZn4cIxxERsGJ
le7T6lb3fxXXJLjvNGKhuv2l239/15byVQl6mNXD03DqTQg/OmNopB+m4l5K598iQrLfKtjZ6kJf
rpdxBx9ONTQfFWtdq9s12v1hwVQ5tkI2nuo6ja2ZFpYuEkgCkpxAFG37Dr75zuqzTsTibvqRfwbQ
OjG9eS3ntINSs2Qxu3GZQqgiTetSfjbp1OdhgkTEcQ3pokkzXHw9d++TpCEOrXsErCN6K1A6H4lI
H8yn4WHzxo8wi0wt9dvBaXkFwqyTTIZYWVFoDGQ1SKUO3LqDkassrQn+JbtbcW/p81B5KjBOCvT7
ShVWlOwrTLRZYXS7TNUnteXpj0C5BfhtWnTpjLGkFMr7WJr2BFlYSemdmIHLfqK4xjSSUNaaXPqM
xhtmVJ1RpIgxID0pyjNPEZaJgc2NEpcLhrS4GpWjyQywMBPISPUDMx+VSpHFux+nDkhexUF3mfR3
imTWrSIR21yeN1AtFEVwN3QLU/C32l9iBhxysUfqH4thOPV6d+SFnb2/li/eFeK3OoyTMP8AKMEC
n/iGY+o+pnjOz0PKGx2KuxV2KuxV5t+fhC+SoGI+zeofAj9xMNsIV495Q01NP8uPqrjjeamzSKT1
ETH4B9wzMltEQ+JYeaa+X7KEerqN0geKBWkdW2LdAqEfysWUE9uQPbDI1Hbn+Px80DmldzJLd3Uj
ytymlZnmkPVixqxPzOVRjwhmZEptaIix1HYbZCShdquv6jcaeliSPSg+JQo+KiKab+wyiOnjGRmO
ZUy6IPTvM2u2cDQ2tzJFHJ9oKSDTp198lwi2IkaVI9Quiwkdizncb71+eSiFsqs9zdXDc5nMjD9p
tz9+WUEbqBh5MpPiKE+ONpeh6v5O5eVrTUfrMcM6xI88ZqI2MjUUhj9k0ZQdqbZjDUji4WfDswh1
eN2R14uhKsp6gjbfMi2Lg56ffgV0jAbA742rL9A0S4tRDfMjtLKvKKFGIHEio5qKcifDOb7W1cjP
w4gENkNt0ws/IdjrE0mrX15IJ53YoiKoVUViihq8uXwjtTMzT6gQhEcNbBSLKQeZNPk0gHTXIYJM
zJKooHQxoVNPHfNnCYkLDEhjbM4Ukd+xy4MFn2wa9PuwqirW8ntWLRcGJQxh2AYqrdQK+PT5ZEhQ
VklbgqrKvIGirEiqST7KBXLIlSHSWzoSj8lI/YYUI+/JcTGl8Csg3OMjaQmGm30VtcAycgG6PGaO
h7MpyuQZAr9Vs4TqC3fASm42cD7DShahwB/v1a/7NTloyHhUjdqC7k1e5vNH1KQu14FazmI4AThC
ICwGwDqeDbfy5C+Gj0/R+xTuzn8kg6+VbtX2K38gp4UiiyGfmiA2eg5SzdirsVdirsVeXf8AOQtv
Jd+UtJsI68r7WLe3qu5CvBOXPQ/sA5bghxTA6ILBr+0+s3tppFuCEqkKBRU06dNsvgeKRkWs9yL8
1WsOj2NtpsEkUwkUXMs0RDdCyLGGH7IYMwr4jwyJlxS8gyqgkWk6dNdyxog/eXDoikjYcjQVP04z
ICAGe+YPy3g0rQZby2vjNcQLzlVlChhUV477U+nMGOrjKQFc2zhefOq9TufHMosVoRMiQtq0YCmt
PoxVEBkr4nBZS0zKOvXG1Zp5X81wXqDQdWiNxG6pHa8QAKJUn1CT+yFWlB881+TCMcjkHvZ3ezXm
vypplhYfXrKV04uFkhlIIIINOJABrt3rjpNccpohZQph4kA6iuZ7BwvBBIsiqG470O36sKvRvLNt
e6l5ciury9mtFmD/AA23FZOCkqCWdXoTxrVaZocpx4shIF9T72YFhrVbhIRFLaXThY6epFyFCxO7
GgA5GtTtmg1OWJowPwtbYd5jvTNqJYu0gdRIvNixBbYipJ226Z1HY+Y5MN9xpjJKPUAPz75t2LhJ
t88aW2iwDAUFThCCyHRJtR8vaj+kja80jWkhI24SbBlYjbp1/rlOogZxoGimJpkvn+N76yiu5owk
lsp+ICpIdgOBbbpuf9vNToddIZPDO/F8myQ2tgHAV+E75vhJqppwooJTttv4ZIFaR0d1E/racZBI
g5ehON68DUFd+9Nvu7nANt0+SDiUXGo2vJmglZxEsiUThI7fCx8Asn4YJHbyUbvYfy2PPTNSuOHp
Nc6jNM8VCCpaOPqD05Acqe+QygggHuSGW5Ul2KuxV2KuxVh35n2sc2kafK68vql8J19m+rzID/w+
W4pVfuYyeVW1y0M2pamCednayem47STUhXfxHq8voyZieGu/ZF7sbjX/AEdQTUnc1y3qxL1vynpM
EWiW7PKqvMvqAenG6hSaqGqOR28GGaTUdpAZDDoG4Q2QHmxr66s5hDcutkq8zGQtXVKH4ifAjtmp
0Oqh44HDz5G/0M5A084adnPh2zq4jZxrcGauww0Eo3SbRL6/htp5hbRSNRp23Cj5ZHYLzTnzR5Xl
0QJJFIZrd9hJt1+gnIg2yIpjbSvX8cnwsbUvVkWQSKSHX7LA0I+kZExSCi59avrmi3NzLcKu6+qx
ahpvucqhiEeQATIqfruwr0y4RRalLKSPi8MBCsn8v+c9VTTDpdvAZGiBWO5NAkat0MhNAAvuc0eq
7OM8nEDUTzboZNqS+88xRRlbaKY3XBAJ7gngrv347bDKP5DxGXEDQ7mEpIy3TQdSBd5jp9yVNEYl
0NKdC24FPEnN5hxRxxEYjYIu0puIWhnkirUxsVJ2P6qg5cGJWJJJFIroSroQyt4EZKkJpYx6felr
i5dbV4fiaNNhKetF/ZQ169t+m28ZSIZAWmmjeckPmCGG7aOCzRSIEip6Yl/ZZqVrttvmD2hCZx+j
6mcJb0mfnrzNZ3Omw29pLHJNI37xoiGHpqanlTb7XT6cwuzcU5z4pxrh+HNlOgNmCPqKRmi/Eabk
CgzoRAlpJpYLpJakHfwPf78lwkIu3A0NVJDLuCOtRightZ+crgj7dD8idj+IwELb3T8uZEm0W4uV
FWurj15X7NI8ERkoOwVqr9GUTPL3NgZVlaXYq7FXYq7FWI/mhN6XlpTTrOor4fA5/hk4CygvIdQe
OHyMh3F1qOokk1+1DCnT5B3zIP1xHcLYdCk0Ch5kXsu5+6uSOwRzKd23mTWLCA21vKBDT4QVBKkm
p4k5rcuhxTlxSG7aJkckpu9b1i5g+qy3BMGxK9Po26iuSho8UZ8YiOJiZkilGOM8AD9OZQY0zTyb
5JstbsLq4up5ImVjFb+nxoHChquCNx8Q2BGYWp1fhyEaZiNsw8veUtF0C6eVwLmR1UI1wqkoRWpX
bblt/XNbk7TldH0tggl35i6zpT28WnW/peqSXlVQPhBApUU2LePXMzR5pT36Ils81aNAx2qAc2Nt
SmyqoqcVQUlwiNQtx8BkxG2JNNmcBOfKq9QO+2HhXiCHe/oKca++39MeBiZN6pcSiytbR5GCLynM
RBFGloN6UrVVU5WcbLi2S6KVUerGq/ydsRjRYTu0uWMY4tVP5DuBiRTIG2beQfL+i6xNOdSuH5RA
FLZCELA7ci3Uge2Ymp1XhV5s4xtMfMf5fWUL8tMuXIdZCscpU1dQCkYb4B8W/wB2UQ7Uh/F3pMGA
0mjco4KspoVI3BHUEZs2F0gbiKRWMgBDqa13IofHJcNsbRWoLcXAa9t4+Vq5rJ6fxem1ByDAfZBP
2a9veuTxRHxWckuDGu9R88u5NdrqsKdu/wB2PNQiLGV3cgncDYeIyEgyibRZQLKQPAr9JFf1jIsq
e0fk7dvP5SdGpS3u5Y0p4FUk/XJmPlFSZx5M5ytk7FXYq7FXYqwr82zTyvH/AMxKf8m5MsxfUgvI
NfWWXTNHSIh4bO0ZpgCDxd7iT7Q9wyZk1Uz7gw6IKxFZ3/1SP1Yz5IjzREq1JypKgYhtt0wJVI4m
YqqjdtqHbIrSZab5k1jS7Se0sCpV2MvIgmlBRiPoAzX6vSQykGRI6NkCeQdqfnKe+szC0bBpBSUt
uAQa/DQ5r9J2QceXjMrA5JlksUkkckjtXkeJ61ObwBrKJFMkqhdvGi7037YYoJSR2Mk1PE0GZA2a
Sd3tvlaz8o2WiW3Oxt7iR0V7uSeNJJDI61YVf7PcUG2cvqe2CMh3qINOVCAp5/qPlmCO+mkvAbdH
f1XMHD0ArmoERJ6dlzfafVRyQBibDUcaQatYM0rTxlnDEliOJVR2HwVzIjIMJRStraUKX4EoNi4G
1ffJMOSvZ3PA0bsKVyM4soyZt+XmsWEeoXFvcOVFwimMg05Mp+ye+4YnOd7YwSnEEWeHub4SD1ax
vdOv7dks39IwjikwHSQbnc/aG1DmuhwACNcBA+Lbu8W1u7/3LXiykRt68vqBNxyDkGh8M6nSg8A3
vZokk91cArxjZgDuVrTMyMWoyUIJ7qBvVikeIn9pGINfoyRiCgSIZDHBJq1h9cYepqFpya8WlGaB
2UJJUD4iHJDEmu47dIXWzMC9+qXSw1LcV2HbvhElIReiaZeX+pw2dtwSWapR5NlAUVJJocqz5o44
GUuSYgk7PRh+WOlQovrXcszPx4OgCkOOo40aq5rJdpHYgbNnAy38uNButE0e7s7gD4rx5ImBB5IY
o1B26fZzN8YZACFApleBLsVdirsVdirCvzbXl5XjHhcof+ScmW4fqYy5PP8ATPLFxq8CW0RCfWUj
3qOXpp9tvkCAKn9eZGXLGNGX45sQLRlz+W8ulXBkuLkR2PGrXLlaA9aCnxH/AIHKPzMZDZIhTHdW
sfqd40CyCaPZo5EqVdSKgg03wgpIVtF0KXUGaVwVt4viklYHgKb7mhyEsgidyoVdZ1axuP8AR7CJ
Y4I6xo4UB+IJJ+Kp+1yJO9MjuUkpCy164SELBEo7b9ScCVGZzyovQdcICFqpeStwtYnlYDk4QFiA
Op27VyyIYkr4NK1W+BmhtLiaBCRJLHG7qpHaqg74DkhHmQEboX65olpPAUt3naJg8zuR8XEg8QpF
OOxr45I8RB6Mdg9n8vTT3ehQ3NyY7me9pOqhFWNInFUUClSaEE8id++cZq/DiTCI3iev2uXEGmBf
mLLazyW03om1ojJJbrReDKSBVBUfFnTdnYhCFCvg0ZWAM5oaVzZ045VbTUbi2kEiEMBUFG3Ug9iM
iY2yEii7q6tpa3FvBHQAepGRRlPc0FAVr/bkN+RZ7dF3lu9ih1I3VxMtulvHI/qCgKngVUogpVgz
CgH9uU5oJgd1aP8AMDVrVHtNNk4W5NY5WUep8R5Hp8O5PhmCeysU58cgb97PxiNglEc8rGrsWY7k
nc+ObcCmmyjIYuXxyVCL1PSvsMkgDvTzy/5S1vXld7CCL0Im4O8rKtDStN6t+GY+bUwxfUWUYk8m
f+U/Kb6S97+kY+M8qBFVXqjRd91NDv2PTbxzVavtGq4KbhGlDWPy7h/Rlzf6ZO0lzExdLY0/ueIL
LWm7A1Py98s0vaMclApMHm8OsXFvKtxbO0dxCaq60JFQQetR0OZ+bTxyRMZbgtYlW7J7bzFq+p6J
9YNy31+wlE56AFRQqaLsQGUZjYtHjhcQK4mfES9Z/LXzBNrmgy3cqcHjuWhI91jjY/i2R0+mOGPC
Te6eIFlmXq7FXYq7FXYqxH80Ap8sHl2mBH0I+SgaKCk/lpFS1goUEzIgPE0YRipANPnmg1WeWTKR
f8X2MoiggfP8d1qSxxwclMLjiCxA47gk0zL0OpMspjXpARIbJD5H1ZLTWGt711/dIwt1fiwWXkB8
Db0JWuZXaM5jFcef6EY+dFkVzqdm949palHA+KW0iUUVXPxcgvTlWucvkOeUhPf5dzdwhA+d5tFj
0BAtrBb3ckii39KNEcgbt9kKeNOvbpm37O1WTLPfkxnEAMBj/efZBJ7AZvGpqSqqT3wKl7zcVIQF
3ruBlgDG3rP5aXVpb6LDDHBwvLgM9zIAKn4jw5NXoF7Zzmr1l5zDoG2PJNjrWmW7y29zNFaSwsRL
E5EQBPxcgHCVDVrUbZjyjPmQd0l4j57n0+68x3l1Yf7zzNUECgZ+I5tT/KapzpdDxeGBLm48xum3
kXzpf29uNH9Jrh46tagPxPGtWTofmM12v7KGWfHE8Pe3Yc1Cik/nbWl1HW5XiasakrUd6Hr9ObXS
4+CADTmlZSOjEV3I7n+uZbU0TXcVwKF0a0I3p4HAVBVVt1lt5eLKrkqCrbAjetD88gTuzAu0MLQo
wEh4GgNCPpw2ik006ziJDybqOrHpglKmUYI66u7RAAFLEdCTQfdkRbYaT7yZ5zt9JmuYLuXhBOVe
J61AZQQajruM0vauinlAMOYZ4pgc2UW3njTr2Z44R9YiC1lbcUr9kVNPCv0Zz2XFkwx/eCuJsMh0
QusfmZHplvJY28TG+eP90QV9NAxI37126UzZ9l6SWYcfKFsZTAeYF3DE1pXY51/CHFJTW0Rl0a4d
CUdpIlqu3wlZCR+AyAHqZg7PbPyYFPKtx4m9ev8AyKiGUZebOLPcqZOxV2KuxV2KsY/MS2kufLxi
jXkxk6e3pvhCsI0LVeGnxPcD0xEgRpwabq5AZvDl0r4jNV2loTxeJAc99mWOXQpP568x6ZeRLaWT
c5yyyXDqeVAK7eGZWgwUOMx4SWOQ9GIWfxSciaKM2J5NQ5rpYviqpofHplbNwTu3xE7knc/ed8AC
vRvyn1DRLaO8WWSKLUnk4qXIVmiCg0Sv+VWtPauYGtyGNE/Szir/AJoaNLqECanZxIwRDHPIho78
iBHQAb0O3WuV6PUgyrv5LIbPKrdI4I6cg7nqwzbSNtUQnXl/zxJpuoWlhKyQ2ZkPq3LdQCDxU9gO
ffNLruzr4ssL4+5mJC6LOPNXmrSpdCma7Mc6kK1vzCuDJ+yUqDWo8O2azQ58ssojvfVulEAPDry6
M91I5oAx6Lso+QFKZ2OMbODIt2k0lvdpPFKYWUikq9R75IgHmgHqnh8k6lcEXOlsNQsG3NwlAy+I
kjqWU/ePfI+IBzZmBKf6le2XlrR49Jt0SaS4WmpMOsh5AhfiDU4L3HevXbKxczbMkRDGDeQC5SS5
giu7NtvgRbd+Nab+nTi4+n6RltGtmFvQ/J3kbyfqtxBcu/qW8as81lISHZu1WXj8I5Df6MwtTqZQ
i3Rxgsxk/L3yguu2eqWaQ2ZtWLzWwBKSmgEZ4luKcSOy75g/n/SQZMvDDFPzbuPJ93YWn1J7U6ul
xxkEBTn6XAhxJ6fgyqBy+jvmTos0zd3VImAjfIfkTyzPpEVxqyLey3Sh415uiRoR9n4GWreJOY2b
tGsnCNqZRhsxLzb+XostWiWwmD2l9PILZFDH04w1fiJrUKp3ObbFm4o2WmUGOa1PoFjG1hYWouZA
pWXUHbck0IKLVgtMmIk80Ghsx6C6vYWLRTPGTQMUJWo+jIT00JipAH3sLKsHld+cjM7ncljUn6Tm
RjxiIoCgiRKMQ1Snh0GSSnKMyWH1d0Ks5RxXbopA+/lkRzZdHtP5M/8AKL3I8L1/+TMRzHzc2yHJ
nmVMnYq7FXYq7FUm81QSTacgQ0ZZQw+hGxtXk76cfrN1bByxkR4ooaUHqTD00H0eu7f7HMu7x+78
fqYnm86i9SK9HYN9Ht/DJmNhqs2nCEj6cx6bGS6d+X/mDULFLxI44oZFDx+q4DOp7gCtPppmPPUQ
idyyq2MzKYpGjNOUbFTQg7qaHploNotNdHS3sdNuNZuVqUISFSQDU9xseozF1un8XEcd/Uyj3vRP
KPmzTtT0CWWcKkKO8cqSkFQqiu9dqEHNEIS01YzuelNkRxbvINTe0lv7uW0fla+oxiZhRihPw1zo
8JPCOLm0nnsxvVAJZSR0GwPbMmI2apHdLwsiCnI08K5IQFsbNK8fwgAVoRTJUxTjy3oz61rFtpqy
CH1j8crCvFFFWIG1TQdMo1OYYoGZ6M4xs09l8q+WLLylJO0V098txx2eMIYytamtWHxch92czrO1
fEqhy5uXDFSl+gPKuo+Y5dVvoBPIeKi22MPJBRmdabk+GVYe2JxhwUk4QTbyrzxHpsHmrVYdNCx2
iy/BGoAVGKguqhdgA5IA7Z1OjyGeISLiZBRKQR6nqNswe2meJl+yysVZfkQctyY4y5hYyIVLfzPr
sMzzRXcnrSf3kjMWLGm1ak5iZuz8WQASHJIySULZpHmWr7s1ak+G5zLqgwBe2eUNF1WHyWGtnhjv
7r9/CsxMqsjrUHf4Y2Pb7Q/hz2fNhOe5dNnMgCAxVvzPmg068068sGOor6kUczNxaNj8L8h4ihze
48PUcmmWXvYCxLsWapruW69cy6aOK2uI7nYb7YaQqJQHrUYhQnWhR25vopLsE2isPWC77ZCfLbmz
gzLT/IutarDPcc0V4XZSjklmMfWlK7Vys5QDTYYvS/ypsLiy8v3cM68W+uyEfJY40/WpyvKbLKIZ
nlTJ2KuxV2KuxVj/AJu1WOwbRopWCx6jqAsmJ8ZLadkA+ciKMsxxsH3KxvW9EeG6jvkPDl+7Lnog
dWUyMP8AIVmP0ZPDLmEF5L5o08WmpzoimNeYliU9RHJR0B9wDQ5fj5NM+anDcx/CZPsbch0NB1yn
LE0a5shJ69o7re6R6FldRo7QH6oVPwISh48qV6GlRTOOxxmMlZTvbkB5Nq2j6no2qNZahGFuJPjQ
qeSupJAcEeNM6nFkjMWGkiin+uNavoFhZTMYl5sHCAM3JFXqpK5LmWfRiw0YSzM9pIZTsqxU4yHp
uEqQ1a0oCT7YkMQoOgjjKUoOmEKUluR+9bwqRTMkcmg80OU36/ThCA4Ajfv44oX2t7dWd1HdWrcJ
4GDxvQGjKajrtleWAnEg8iyiaNsn1L80PNEtv9Ve3itZ2VWeUK4YqaOpVWOwZfnUHNLDsTCCbJIc
g5zXmlg8/wDmgK6RzJCGr9iNaiuxoxqcyMfY+niAOH7Sw8eSSKzk1bdm3J+ebURpoJXtECOuFKi0
ND8sUKnxJxK9R0/hkaTZZXov5k+ZNKsBZIIpo0/uTKprGPAUI2+eavP2VjyS4jYPk5EcxASiGw1b
U7tpUgmu7y4ZpZDGjOzFjyZqKO5ObIERFdA1EEndbeW1xbSNBcQvBMh+OKRWR1PurAHJxNqUNQHf
/PbJtapbovPfcHDI7LTPfy3trK71eX67GssUMJIib7JYkL09gc1HaWpOGHEOpb8MbL0GbzBBazGO
2twsfKrVJooA/Z36UGwGctn7RlKVkNxFMy8s3MNzpzTQiitIxI26kAnp886Hs3U+Nj4vOmKbZnq7
FXYq7FXYq8u/5yFvZrDyto1/AeMtnrNvOjdaFIJyD9GW4Z8MrWmX2l5p3mXyzHdWw5LcQK4jJ3ow
D8SR9xxMTjlSObzLzvpRngTUOXKYfu7gH7R5sx9U+AMhO3ZSvjl42PkwkwUxExmm7D7QwyYBPPLX
md9FlYKnOGUAOtNxSu4+/NZrdEMwFmiG+E6Wa3rk+ragt1NIA4iEfNEIKx1P7tK/6x5Mfl06z0+A
Yo8IWZspTd30k0kUCARwRk8UBqamgLEnueI9vbMkDa2slMtK0bUb+9tYLeMg3D8YpnBWP4PiY8v8
kA1plEs0Y3Z5M6ZH54/Lq4sLabVra5Se0VqyxceLoHNFpuQ3X2+WU4tVEmkzi8vvo1Wb4TUMK1zY
4zYceQ3Q6qpdVJC1ND7ZMoD2fzB+U3lWHRIItOfjq1QkUk83E3LsPsAMeAY/s8R8/HNPj10jJyDi
Dy/zD5E8xaEgk1GzeKJiQsmxWvXqpK1oOlc2UM8ZcmiWMhmlt+XmnazYaVPqNzJaTvaqry1FaAUg
qhG9EoD8QzS5+2cePIYefwbxjBG7FPPHkOTyvNbcbtb21ulYxzBfTNUI5ApVvEd82mk1ccw2ap4y
GLgCteozMDUV9ATvufDEBLRTk1PHb8fbEIpH/oi4jQPK0cbGo4PIgcU6hkrzU/MYOJsEVWLy5qUy
1thFcPUKIopY3kNelEDcj9AyJmOqiJZl5D1PXfLOtqbnS53W6QxSRRoXkoKHkFHdSNx4ZrtZDiHp
O4boWOib/nJcjUrGxuRZuklvUtcMONIpaUUhqMSWH0fTmN2VqrmYy27h7k5Y7PJzSnsM6AOKSvjk
4EbA0PhviQgFlHl7zEkWrJc3KsEEXpKYgFAptVtjt45q9fp5SxGMQJHuLfCe7NWurWQRzRI0fqEP
6gZmDruK0cnY/wCTTOMy5pRqGXHVcunx83IHk9E/L9kOiyhXD8bhuRBrQlEND9Bzo+yMEseHcVxG
x7tkTO7Js2jB2KuxV2KuxV5v+fenG/8AJEcQFSt5G/3RSj+OEJDEvyL82RmyXRrhz9b00vRDsGtn
YVr4sjP93yzJyeqIl8Cx5F6H5i0ON1urdwBa3QPKQipUsAalq9F4BgoHVVA75CM7HmEU8Y1Kxn0+
+kjlXjIjmOdPBht+OXxPEGo7KJhjJ5KOvf2ymQbApFKfIZGkoFyVnr3BrkxyYdXp/lq/tJdLtP0f
KPVtlDSxFSzKRX1CAKmrDlTOO12PKNQbv1fa5EEi81fmQ+raY+l2cckcEhBnmkpUqpqFUCtN6Gtc
3Gj0UoG5m2Epg8nnt6VaTiu9Bv8ArzdY+TjzG6FLENUHfx75Mhimlt5i1i2vtKv7q5lu47KaOW2t
ppXYcYnBovKoVTx45jnDHcAUS2CR6s+/Mv8AM/SdT0ZtGgt5WvPUV5WmAUQlQeQ2Jq4rxPbrmBpt
NMSuR2bskxVMj0u9ttQ0axSSRLuMQqRdoPSJ2ruKnj03Fc5PVgHIYGNUT72yMdrea/mP5ns9Tvbe
xtPjhsw3OfmXBZ+NVUnag49s6bsTTThDiltfRozT6MSIHUdu2bxob6DfJI6KtvNJDIJEoGoQGoDS
vcVBoR2PbAQkLS5cl2bkzGpJO+JZc18NzNbOJYXKsvhkCLSDXJ6d5B87xXlxcHWbyM3EaoLcSEIz
gn4gXNGYDiPhrQ9xml7SE4AGMbcnFOxVpV+bHmuz1XULa00+4WS2iiBnWGhj9TfjQjwXw2+nL+ys
BI45R4Zcvg1Zp9GCClDXrm5pobCk7AVyVI2TC1if0yCTw2qtaA+HTKpi2yLO9CN/Y6NHCSkkswMn
CZFk4IwBRE5V4MRRvfl/kkZiZcGOe8og13j8fj3tsSaen/ljbSW/l+YSGssly8kh8S0ceA/YyDLs
CuxV2KuxV2KsQ/My70+PSbCwvdhq98tjbOegnaCaWOv+sYuP05ZjhxXXQWgmnzLY+YZPLfnxrq2R
h9TmaK6hJpzU1WVe/UV3+nLcJFeUlPN9Majqkl5pNle2kheN4Y7gbCroRUNv0bocgI8MiCrC/OOk
QXlj+lbdRWgFyB3ReKq4U7jhyUb/AGgQevLLh6SwkLDA4y8bGNgajJTixiucClR098pLNLrrgX5J
1GSAoMCU98j+Z4dCvJfraEwXIWkyirIUJpt4fFvTNV2lpTlAMPqi24zXNKtaGnSardPphKWLMDEK
EUJALAA0NK5dpRMQHH9SyAvZJbmL0pTvUNuMz8Z2aJbFSW2aWQLGKsf2a9/bJE0tJrN5T1eeF9Qi
gLWEIpHICATHHtzKV5CtKnbMGWvxRyeGT62XAUo1q3mfWL0oS/KWR69yCx33zJgRSkbqEOp6xBAb
aC9uIrZgQ0SSMqEN1+EGm+RlpccpcRiDL3IEyNrZj5E/K+78zadPf/W1to0Zo4Sw5F5FFTUDoBUb
5Rn1kcR4eqY4uLdRtvy7164+sJDEHltZXglHNVAkjNGFWIB+g4J9o44VZ5qMTH72wu7O7ltLlPTn
hYpIhINCPcGn05nY8kZxEhuCwIKm4VBxH2q75PnujkpbL41ONMbXfCQeVa06e+NM1kVr6sg34jqW
/wBrIy2CAyC08g+YrnRZ9atbb1dOtwzSTFlUlYxV2CsakL3plY1ERLhvdkcZpK7a1mldURSzOwVV
HUk7AAd8yboMRunI0m1sZWiv3drqNisttEKcGBoyu7dGHspxsn3MqpO9B0W21G53gK21uC06h6c9
iVXk3T7JZj4A0yqRr3s4hlMVuZ7kmm5IFKceh2HHelKnbtUgGlMqydwZjvZx+WuoR3uk35iA9G3v
5II3/n4RR8m/4MtT2yGSPCa6pDLsrS7FXYq7FXYq8M/5y/vLiy/LrRru2kMU8GvW0kUimhDLa3RB
BycJmJsK8w1FYfN/lWLz9p6AXicbfXrUUH75BRpV6bMOJyc4iEtvony8vJF37wzP8nPzCEwi8rX5
BQ8hp03gT/uogdm338T77XSjxRv+IfaGFvTDYm0LtTnayHjLEQCNwRuP2hQkfIkbVqICVjhLJg/m
Xy01hIsse9nMT9WetSpABKPTwB2Pcb+2SjPoebExYzcCUIyUqx2OGhzRZZL5H/L1ddglvb24MNrE
5iRUALO4UE9xQCozF1Or8PYc2UYWr+ZvImm2GhzXsVxIZbcg0cLxZWbjxAAqCK9a5q9P2icmThrY
sjGmAuGAqu5HbNtEMLUvQa5PGlFSrSMf2QP89stGyDun/kny/JdX/wBbAV47d1CgmhPUsaEHoinv
scq1EyIEDmmEd3rF/IsnCRaBkAHbcDsafhnn+pyGUr6hyQGO+T9C0EzarcalZRzvfXEiwxTRhvSi
V2A41FVYknp4DOgz9oGBjC/UIi/ewjDm8d1uzjttXvraFvUignkjRz+0EcgH6c6PBPigD3hxZii9
H/K/zJLHoEunD4WtZSyMOpWQcqdPEHOX7e/d5BIfxfocnCdqZYrzSyGQyFVLEsgA2YmrA70ry65z
WYy4rJbSGBfmnZRJqNtdRpxeaILK425MCQCfcCmdv2FKXg78r2cbLFhMVpJOVWIEuxoB1JPyzeGV
NPC57Rgu5BwcaTBDsnEkHqPuyd2xIVrRwrHkeQ2qB1yGSOyYh75pd9c6z5eW206MWkUtr6CxyDZe
Q9PcCppvUeOciZyjqKMtgd6cwEEMTs/Id5oH1vVtZRGht4XFuI25ASMCintQj7Q/rnUR1EZyEQ0i
FbsJqnqM4FI6kqO+5zMPNqeo2FnZReVdL9CAxTXSmWZZKMXIagkIpTiSvwgjsPfljCW5LaBslHmf
W20nTktbYqt7chqznb0o3+ENyH7VRt4fdiBXqKWVfkMIh5V1ERqQo1OUGprUiCAVynJzSHpOQS7F
XYq7FXYq8F/5zM/8lfpn/bbg/wCoS6xV80flf59m8qa8jTqbjRr0G31OzJ2eKSgJAOwZeoOX45CQ
8OX0n7D3/rR5s986aBJ5X8wx3mlys+mXAju9Mu0J4lJPiXiw8McOSUZGJ+qKJx2sPoD8p/Pdh5ws
fql4AupxxAXKGgEg3HNRWtQQOXvks2OhxR5fciJZJq/l2FbWSGZfVtJNm6KUNfhflTYCp3P2f9Us
DAS4veyeZeYPLs9hMEY1DCsUtKBgDTi1fsuv7S/s5MTYkIKw83a3pemy6bauIlZi4k41kUsADSu3
bwzG1GkjkkJG9ljLZ6N5PubDV/LNo+qpDf3KF1laVUejB2C1BGx40zTajgw5Twjhbo2Q8/8ANmke
XtH1OY2VLrm1Y7UseEQpuHZSGY16bineubfSzlOAJa5AAsT1G4kkiCKBHEWB9KMUWu9K9S1K9Scy
4sCVOz1zV9Oi9K1uHjjJ5GMGgJ26/djOIKg09ETzz5d1GBZ5qRXDEGW2mZVCvSvNC/JevQ9c47Va
DLhmTEGQPc5HiCkh8w+YoIbZpdM1VvrknFXijKOpNPiccQOB71GXdm6UylU8VR52b/TzYmXcWCcC
akmpPU+JzrBycel9tc3lncLPaSNFKhBBHQkePjlWfDHJExkLBZDZlll+Zd5Dbenc2KTTqarIkhjU
/wCsvFv15oJ+z2MnaRA8928ZaCT6n5g1HWrr6xqEnqUqEjGyotahV9hXvm8wYY4oCMeQayeJdaTP
DdQSxN6csbq8TgCoYGoO/WhyZQWSar5Nku9fjt7ArGl8PVDFSsSExiRxsDQAmgyjJqBjjZ6IlE3s
kPmvybqGgPEbmSOaO45enLESQCtOSmoXffLtJrI5r4ejCUSGP8TyBrv7ZmENds20Pzxq9pHylVWK
0LSAlCyg+FKVznc/YUTk4scjFyYZDW6aar+Y8uo6XcWEMTLHcACeSUg7VrRVHjTrmRoey54p8UpW
s8oI2VfIvk6PUB+ltTiLabGStvamqGdx1+IdEXuR32zaZclbD4lrjHqWR+aNXi0+FrqRVaZqLBAP
hWg2AAHRVGw+7K4V8Gx5Hq+oXdzM88oE13cMU9ZCx+E7qVAbjsDRePb7sJl1Kh73+TuhjR/KstvJ
Msl7LdNPfRrT9zNJDEfSIHQiPgT88osnc9eXuZFnOKHYq7FXYq7FXgv/ADmZ/wCSw0r/ALbcH/UJ
dYq+OVKkdabb4q9Z/Kv8wbK6s4/IXmtg+g3bFbG+Yj1LKd6cHDMQPT5E8l98yOHxRX+UHI9/l+pF
17mQ3ujeZ/y68ziW2lcGCQG2njBAZeoJqKEEffgwZr2PxDGQp9Ifl/8AmVpHm7SizgQajBHyvLao
IIGzPGKlivj4Y5cPDuPpLK1TWtKs5rVmQi7056BlUlvTI2BUjkV4jw+yOgIqpAN89irzjzD5UmtF
9dSZbVt/XC7oD9kSdvi7EGjdjkge9iQxp4rq35KkrxhhRmRioYeBpTBLHGXMWoJCCMcqEs1W+e5P
05YIsVrFHianUdR3wGNFQUBIoJ8cnw2qk8Sgmg2yBglTESg7fPEBVaK3eRXYCoReTt2A6Dp77YaY
qXHepG+JCXGJamuRq0r4UofbxxISjLaVY54ZpEEqRurNG2wYKQSD86UyqYJBA5sqD2HUfzK0KLRV
ujKtw/wmK1VlEgY+I340Fa/dnOYNLmnIwkKHfTbKQAtA+f4tOufKUk9wv+kGSM2JOxDuQW2HX93X
LOxSRmIHLqwyj0vKobdIqGlW8TnWEOKKCaWGk3V9IqKpVOrVqKIOruafCg7nK5EBmASzbyj+WFzd
TLe6vHxtkb9zZUZTJQV5PWjBPxPt1yjJm6R+aRDqWXeaPMGm6BaRwsqTOqhEtYSEUU2WPb7KIPD+
NcjGG1nk2W8Y1/V9R1C9e4mYPKGPFUBAEfBaItRtxJJ27da5MyQlmv67a+Q9FivLr/TNevgz6dby
kEwLTaZxsSSQOJp79ejCIlcpfT95/UnlsHpf/OJOo3mpfl/rV9ezNPdXGu3DyyuasSbW1yvJMyNl
NPbsgrsVdirsVdirwX/nMw0/LDSz/wBruD/qEusVfHCOVPw0+kA7nbvirYamy9cVe6/lJ+bttqcN
t5M87yxtYBRFpOrTfbt334pI1PijOy79PHMgjxdx/ef7r9v3o5e5lGu+Vdd8s6oNT0dpLa8gb1Ea
IghlHdT0YH/byGPLX6Qpi9D/AC3/ADDttekZGijs9aUBJ7DlwjuwRVmjDU4yKd+I+jLJwFXHeP3f
sQGbzWGk63a3VhV7aWUH1kHwSI1aluP7QJHxeP3ZXZAvml5l5i8paroMhE6G4sSQEvFHwHuA1KlT
khIS97GqYxcKOsNPddiDt7bZcPNiUIwRj8YMbdKjpk6YkoSW2cElfiWv7O+IVT9Ko3HtkSAyCtBo
97OAYomI48malFC1oWLHYAePTImQWiuuIxHGLW2bmq0aeTcBnp0A8E7fScANc1KCMbqSCKnpTJc1
pxgdj0wJVERVArjw2mwGnMrVCIF8ST4+2SGMMTMqX1BK8nJbfqdv15IBrKao+pXQjjeWR4YxwRpW
ZlRdhReR/AZCGKEOQA9zOyWX+XfId1cyerdo8MIAIZ1pI5O4VUIPGo6Eg1/ZDHbIynfJlGD07RfK
tpbxGKKL0revxPvzkp0Zm5M30cqj/JBKmkyr3tiF89eZNM8taSLW3ZVuH+FbSP4TQj4S/AfAlewp
Xt3wwHUq8j/R9/fxya3dzBZAKW0XAcQGIFBU9K9Dt9NcEp8RVJ/MfmDSfIWkLeaksd3r8xP6P0tz
sqk09aVd+gHwg/7QxQ4vVPaH2lSa5c3zz5g1/Vde1SfU9SnM91OxLseg8FA7AdMcmQyPl0HcoD64
/wCcNjX8sNTr/wBXqf8A6hLXK1e8Yq7FXYqg9O1vRtTadNNv7a9a1f07pbeVJTE/8sgQtxb2OKoz
FWOebPKHkvz3px0jX7ePVbOwulke3SeSMxXSREAObd42DelPXix6MDTpirEf+hY/yO/6lr/p91D/
ALKMVb/6Fk/I/wD6lv8A6fb/AP7KMVUrj/nG/wDIW0VHuNBSBXkSJGk1C+QGSVgkaAtcD4nZgqju
cVZFpWn/AJXRwL5Wsb20n+pS/Vl05tQa5uIZQGPo/vJpJlYCNvgr+yfDJTmZGzzUbLrj8oPy6uLg
XMmkUnBqJEuLmM16/sSrjGZibCKZMNLsVWElCzWwAild3aQAfzSMxdv9kTgve0qdlqGhatZyXVld
21/ZEvHLNBKk0JK7OrFSybdwcCsZtPLf5U67Ks2nmyvmnDyIbK7LKyxMqyFVgl40RnUNToSPHJjJ
IdUGIRbflf5FYUbTKj/jPcf9VMPjS70cIW/8qq8hf9Wz/p4uf+qmHxpd68Icfyq8hGldLrT/AIvu
f+qmDxZd6eEIl/y88nvaR2j6fyt4a+mhmnPHkakA860rvT5+ODjK0lzflz+WYvk09rSIX7xtPHaG
7nEzRKQrSCP1eRUMwBalMHGV4Qr/APKqPIHX9Fb/APGe5/6qZLxZLwhTuPy1/Li1VHubFIUd0ija
W5nUGSVgkaDlLuzswVR3OPiy70cIVf8AlVPkGtf0Xv8A8Z7j/qpj4su9eANf8qo8gf8AVr/5L3P/
AFUw+NLvXgC6P8q/ISNyXShyHQtNcN+uQ4Dll3rwBG2XkXypZS+rbWASXYiQySuy0NfhLMSv0ZEz
JTSbRadZRf3cQXrQVJAB3IAJ2X2G2JkUqzRqylTUAgjYlSAfAihH0ZFWIP5Q/LV7v6zKIZLn6z9V
LyXsrn62RUQ0aU/vadF+1TJSmTzTaM0rS/Il/LN+i5La9ks29K4W3uTN6L/yuFkbg23ffIoY/qv/
ADj3+UWrX0t/qWhvdXkx5STSX1+ST/0kUGTnkMuaAEql/wCcev8AnHyG9jsZdHgjvZePpWr6lerK
3MOU4obnkeQhkptvxbwOQSzzyb5F8q+S9Ll0vy1ZfULCadrqSH1ZpqzOiozcpnkb7MailaYqn2Ku
xV2KvKz5C/Mm1juYNF1C30zTGtLyx0/SFv7qSO0N0gCXUc/1ZHLQsgMcRX4Kni++KpH+gfzXuH0y
69a9WG61i+gvLFtQ1CEvAJL4wyzSJHys4URY1T0gQ9UY0NMKp1p/5ZfmDa3NvO/mZyxvje6i1rMb
U3Lmxs7b1ZgYJxJR7WWsOwIYEOrDAqmfy2/NH9GxQxebZor391HcXH1y5krEbBFuVT1EdVeS/DOk
nHkiH4aU4Yqtvfyu/MO90uWwk8xzGGeyNlJHdX8918MtvfJN6jJb2izEyz2rBmjDcUYH/KVV2/Lj
z9ca3Z3FxqsQ0a3OlSDS2u7u5RH064tJmZTPHUyUhnHqVHqcl5KtCcVV778v/OtnpF82l+YJLW4k
1fU9WSONRIkMF0l6Y1hSOFJZZS91EzJI7LVfh7VVSjyn5d/NS8bUrwX81lpt9eWYtLa+vdRaa2t7
GWGWVoRdQJO4uqSRsJRGadag4qyLyt5H88aVrlhf6lr9zqNvb6fHDPaNfyG3a79ECYvDJbyNKHuC
0iyeqrIKKE4imKojy15M8xWN1qN1qEsBl1WW6lmWK4kYIHt7e3t0YJBaxTCNYCFPpJwX+YlmKrG7
L8lda0yys5dM1Uw67b6I9pJfC4miB1IJZRQMPQSMNaxx2PDi6nkKFlZqnFUT/wAq5/M0afcQjzVc
yXkk9xOLmW/lKsxs50tykcVtCYEF08TvDzkTiu38pVVNT/Lnz7qL3BvNYW4jF5BexQ/XLyJJjDfp
cotEX/QvSt1MKmHlyNJDRhhVI9P8vfmne63AF1LUI7SS3vEsbu6nvrZYYbW5to7Oa4g+NZbl4/Vf
05gvqKfjPw4qyrR/JHn2z0TXbW58xXN3qV+8bWl3PeM6UWTlKI0S2heyEqfu6RyScftLQjAqho/5
cebrRtev59YP6Z1Cxt4NMnF1dSCB7a5uLiOKVn4maNFkhi9Rl5soeoHNuSqzTPy487R6nouoazrh
1aTSb9Jgj3NzCGtzBOsjfAtPVE10fhIo8aKjMASMVSmfyP8AmTr51GYagbKOLWbiazh1Ce7kEqW2
sLcWkiw0UQJFBCRH6LfvAwqV4g4qjNK/Lr80rdIFuvM8kiQTGWNHv7qZgjz2TvHJL6UJmAhiu0Tm
u3NPCqqo7yv5I86eXtGjshqYSKz0KawjeOe6vSL1ZHaG5ht5FjUfCQSpLnpGnFVq6qS+WvLX5l6t
He3J1G70u0iMqadDdXeol5JGjsQXP1qOK49JvSu1BkSqNJyRTxVsKoxPy6/NP63I0fmdrPTZ35Cw
W9vbuSFJlEEyLd3A9WT04QZImov73c0+0VU6tPJvnqAXzL5gdbi+s9Th9Z5p7hYrme79TTpYoZf3
aCC2JRwlN6fa64FS+x8hfmLHqV3fSa80UYk0+TSbAahe3MVusNwDfJK8qr9YE8HLj6imjNTYIrYq
hf8AlUfmD/FZ1r67a/Vv0uNXFlWSnq/X+Rmrx/vP0f8AuqdOffjhVNrLyR5th0m40u3vU0rTWvbJ
7Owtby4lNvZxT8ryKO69K3mX1ofhSOlEPRt9gqSy/lt+abrZhvNlz6ccNq99Fb6hNA8t6ocXEqzy
213xi+wVhEYRt6he6qm35V/mNJfy3h8wLDey262s2prdXTzy8INQT1ghRVg/e30TrDG3BeJINaYq
mD+RvzRu7uS6utfFqskokW0tb67McalrBHQN6cXIGC3u6fCKPIGFD8Sqs68qabqum6JFZapdfXbq
GW4C3Bd5WMDXEjW6tJJ8bMkBRWLb1HU9cVTbFXYq8yl88/mQsMDx6LzuJHlE9p+j71fSlRoxHZ+u
X9N/UV3b64B6K8aFanCqX3XnP84Rb6RcHSPTMq2d7fQ22nXEjBbiG6WSxdXlJDpPDFWQMnD1FL0V
W5BV+iebPzYv9RsvW0QWNxfJDbXN3NbX5s4gsmokzi2klh4VEFvXkQ9HAY/ZAVdo/nX80fXE8vlm
WOG6mguLu3kjvJHVJU0yJ4oWkcLEUN3O5HHj+6favJsVTbyf5v8AMvmiLzBp2qW/1G5tbC1lQW8N
xazRT3i3HOFZJWb1TF6K8Jo6K9eS7EYq7yXpmvXGoeWbzUH1SCaw0G1fWDc3F4Iri/ngWP03t5H9
Fni4yPKeHLmy1NcVSOy/Nzzpf6NpmqW+j+nYXVlazXmotYXskcVwy3D3AjhDJJNF+6hCshIUOXLM
qmiqbarq/m/zB5Njv7GK5tLtvK02qMtkJk9TUr2zItoICPiYxN6jcalg3pnrTFU51fzXrMPlKw1P
RLK5ubt54ILi2udPvvrJTpNxt2W3cNts8rJH3LdAVWIaV+Zn5oar5as9V0/RLa4N2bF2u3tdQit4
1uEla4QRR/WbiYIY4ws0SlP3m4+Bjiqp5y80/mg1tdDT7OWEQz31vNp8Gm30sjQi2uhZst7DIvP6
xIkRD2/Ewsw5nYgqot/O/wCZ8MyJJoQjsppbyP62tje3LWkNrdejFLLDHJ6t168bK6pHxPVtx0Ko
c+evzhNvcXC+XYkEMk0cVu1ndtJKkGnm8SUESjiLiVPQVeJKO4B5MpVgqvZef/zBvpnjk0lLa0gu
ZNOuruO0urwm5tyeQWK2l5pHOrpxlJpEwbnXsVVfKfm78wI7fRf0zokyafI8FhdRra3kt5ETpsVx
9aklkkkZk+su0D8krUVLVBwKhNf0bzpD+ZIn0K51GK0kubFle4mv7vTVE9tqRu+dt66RFBJHbfCC
oQ8ePHluqqReffzUmtL+5k8vw6esen2c9lbzWmpXFw1zKITcApbxlHVTJIix+okgK1aiHkFWk/MT
8yLfRfNGravo1tp8Wk2Mt3p1tNDepMXj/u/XehtHEigsVhuGZNlPjiqXX3nP82ba/wBY1Oy0We9W
O3s4NOiayvY7afjNdvLKLRn9aGRlCRGpNPgdvgNQVTHU/N/5sOw+r6X9St2vHPrJYXFzJFaWuqRW
zeonOs3r2kplAjVWKq3HqCoVXv8Az1+ZcXk+bULPQfrOtJqMlvFCbC8SF7ZI2kDLEzi7+Mr6SyvG
i8yKqE+LFV1t5y/NWbzFZ276Ha22jXF7PDJLPBqHq+hHdPCgDQJOiMYUWUSzBI25UFOuKrtZ89fm
Fbvd29lon7+1fUOc8ljfzQmOK7hTT2i9AH12mtpHZlRvtD4jGAcVSxfPn5uzvcJcaBHYWruY0cWW
oz3VvGUfhLJHFWCYysqikFwxi5VeoU4VR1p5o/MXTLLyhYLpMt4s+iRSa3eXcF3JLHeraMx9SSIS
MGWaMCVGj9RuY4VPKgVT1D8xvPdtp/l5U0oNrOq2mo3E1i9hdK8stlLAsMccKzO9skwn/vJz8GzM
q7riqAXzR+cWj6WkMGlLqD3U+pSi5vbe+kazjj1J1jE/1f15bgPDIphWKNSEFRyUYqmaedfzUjtR
Nc6DEzTm7QC3tLxvqotb6KATursktwkttK80capG7cNvtfCqhJvzM8/2tg9xqelJpkxu7O0tYZNO
vpxNDdXMMP1wPHIqqxWVuNmf3wNKnxVTvyn5z866l5lh0fVdLis0+rHUJ5wkiEWzEwQqY3kLxyyz
I0nFh8KfCfiHIqs/xV2KsIl/NvQYrW3vHsb4Wd1HLdW9xxgKtZQNGkt3xE3MRq06DiV9XwSmKpPq
X596HZ2FnfJo2oSwXUcd2VP1ZJPqMttc3K3Ma+syt/vDIpRmVtj/AJPJVE+Y/wA4bOwhhjtLC4S7
m1Gw0wNdLGYVnu2hleFvSmL8xZymQMBwrQcq/Diqav8AmhpCaDday1hfLFZXn1G7tmW3SeE0B9W4
DTBLePieVZmQ0ptuKqsc8r/mr5G07Q1ul0w6bayIs2oX1pZw21q13Jpw1Mr6Mc0svN7fkRUNuKFq
0qqyjTfzFtb/AMwNoKaJq0V9FEZLiR7dGtoWMfqxxSXMUkkCvJHRl+Om4BIaoxVg1j+aXlm+0hB5
i8rR23lGKx0q7t7cwW91FavePcRxc4w+6H0E9H0oeQr8QXoFWWaN+bOhahcWFj+itU0261B449Pt
b+1Fs8qsW5PGrP8AEkUaeozDbidqmoCqUL+eemadprT+YNPuo7j1tQ+r/VEidJ7ewvZLaSSJWn9S
sMaK0vID9oqCBsqjpvza8o6OYtKstK1CVoJlso9O02zWRoiTJ6QWGJqhXhgeZAo/u16A/Diqaa/+
ZugaHqdxZX0FysdpFbTXd6FiEEQvDKsCvzkSSrNAwPwUX9ogb4qxqP8APnSnvwU0zUJ7Se3gFpp1
vaNLqZvXub2GeF4ldkpGliW2PjuemKso1P8AMfSbB+D2V9IyWtteXSiKONoFvnaK1jlSeSJxJLKh
j4hTxP2+I3xVjcf5yeXNMuH0608u362sUamG3sIIpJmvJLu5t5bVbaFqclezlbmrFW4tv9nmqvi/
O/RrW81qDWra4tRY3C/UUWEpK9t9Siu5i8cjh/Vt1d2lXiKLxoC1cVX6b+c1s15r0GqaXdQfoa5H
rrGsBa2smggZZrkidlcmWVxSDmaU+HFUy0n83PLupRW0kdrewLdPYiNp0hRRFqQk+rTu4lKIjNCy
UZuRaihSWWqqp5x/Mbybo0q6Xrsbz2uoQxuD6ST20sFwZEJarEFF9MB6inxp1rsqw3WPz6ubLyjq
+otp7Wer2st4dNiuYA8MsNtqAsgsix3Kusi+pGJTUAE1UMBTFWVf8rYsX03zDdWuk6hO3l2znup7
h4Ggsp5LVazQwXT1UsjbHatKlQ2KpdbfnXZWz6uuuabdWz2swGnW1vGs80wMVjW3pHLIGuBNqKLt
RCCKE0bFU5vPzT0ezt7Ga603U7cXlpNfyxT26wS2tvbTRwSvcRSukg4tMpoisSNxXFUt/wCVy6X+
mJbVLG9miZhb2UEcMAlmmSS+jldZHuVT066bIoDKpqK7hhRVfF+ePk9/qA9C9VtQnihjQxxlo1uI
oJbeeVVkYrFMt5CFYVoWAYKcVTHQPzR0PW9QsNPgs7y3vNShju7SKdIQWs5oHmjuzwlkpE3p8P5g
9AVGKsW0b88NCu9NsdS1HQr+61eCygM95Y2Je3S5vo4pfqUE8rikkvKOiFviPEVLUGKpmPz38oyW
UNza2Op3sk4T07K1tlmuS0yrJAnppIfimiYyJ7K1aNQFVPX/ADG0dLPU7mS0vIn0uG1nktJ40guZ
BeqDEkUE0kb8uben8QUGSqKSwIxVjlx+dnk29tbY/oTVdRaR4JIbJLFZp1uhNOI4/QL8xNE9hM9Q
KL6deVeNVUd5k/NLyh5UFzqNzpl2HktrO91WWG3ijmjW6JhtRcrK8Mpk/dMvGjFONGptiq+6/OLQ
rU6mJdJ1gtpSW5n9Oz9RXnuzEIbSKRHaNp2+sxnhy6NseuKo3S/zO0TUNVg076pe2huJzZJPeRJA
guxaLem3dHf1kk9F6/FHSu1a4qnX+EvKvqep+hrH1DP9c5/VoeX1np69eP8Aef5fXFXXHlLypc2y
2tzothNbJHFCkEltC8YjgLGJApUjjGXYqO1TTriqpP5b8u3F2Ly40uzmu1CKtxJBE0gETB4xzKlv
gZQV8CMVUx5U8rCxTTxo1iLCOb61HaC2h9FZ619UR8eIep+1SuKqkXlvy7DEsUOl2kcSMrpGkESq
HWH6urABaVEP7sH+T4emKrbHyt5Z0+eGew0iytJ7ZGit5YLeKJ445GLuiMigqrMSSB1OKtw+WfLc
EZih0mziiZkdkS3iVS0UrTxsQF6pLI0insxJ6nFULaeS/L9nq1rqNnax2v1GOaOzs7eOKG3ie5YN
PMqRop9SQKqsS3QbDc1VRFz5V8sXUax3Oj2U8aFyiS20ThTLIJpKBlNOco5t4tud8VVbny9oF0kq
XWm2s6XDRvOssEbh3hAWJnDKeRQABSenbFUG3kzy9L5jufMNzaR3Wo3MENqGnSOQRRwer/dcl5IZ
BcMH33AGKqh8neUTaNZnQ9PNm6LG9t9Vh9MojM6oU48SqtIzAeJPjiqtd+XPL148L3ml2ly9vG0F
u00EUhjidSjxoWU8UZTxKjYjFVKbyj5TmgSCbRbCWCOD6rHE9rCyLblg/ohStBHzUNx6VFcVUv8A
B2g/pqPVRboskMMkMVsscSwgzqkcspVUDNI8USREsxHBQABviq6HyX5Oh9H0dC06L6tIZrfhaQL6
cpUKXSifC3FFFRvQDFV8/lDyrPAsMmkWZjjRI4gsEamNYldYhGygFPTErhONOPI0pXFVd/L+hSQQ
wS6fbyxW0P1WBZYkk4QfDWIcgfgPprUew8MVU7ryt5Yu0aO70iyuI3MhdJbeJwxmlE0tQymvOVQ7
eLCp3xVVTQNCjuLm5j061S5vYxDeTLDGHmiAoElYLV1p2bbFVFPKvldIfQTR7JYeBi9IW0QX02SO
Nk4hacSkEakeCKP2RiqDk8h+VZNU03UDp8AGkW0lrp1mIovq0KySRy844uFEdGhHFlpQE4qmC+Xf
L6zLMumWizIxZJBBGGVmMrEg8aglriU/7Nv5jiqn/hTytWE/oexrblGgP1aH920aJHGU+H4SiRIq
06BVHYYqtsvLGlWesfpSBOMyWken2kKrGkVtaxkN6UKoq8VZgCak9BSgFMVWyeTfKEvD1ND09/Th
FsnK1gPGBaERCq7IOIovTFVZ/LHlqS1ls5NJs3tJ0SOe3a3iMbpEKRq6FeLBAfhB6Yq4eWvLgt7q
2GlWYt71EjvYfq8XCZIl4RrKvGjqijioboNsVWP5S8qPaS2b6LYtaTBVmtzbQmNwjO6hk48TxeV2
Fe7E9ziqWeYfy58teYNR0+71SFZoNNVVh09obZoGCNyUMXiaYKDSqJIqNQcgaYqnE/l3y/cSTy3G
mWk0tzCLa5eSCNmkgBqInJU8kFPsnbFVp8s+W2jSI6TZmOKVbiNDbxcVmSMRLIo47OsaKgbrxAHT
FUyxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2
KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux
V2KuxV2KuxV2KuxV2Kv/2Q==
uuid:659316ee-6ae8-4c32-b9e3-4a9491f0f27a
xmp.did:5ab2e2eb-0efc-0343-a7d2-be6ccfcbdfe3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a88fdde3-0247-4adb-8d9c-05fb559b0253
xmp.did:56b316d2-1338-1f4b-ad09-15b8c94667d7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2933b564-c0d5-9c42-9df2-6842cd6d72cd
2018-03-07T15:36:31+01:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:5ab2e2eb-0efc-0343-a7d2-be6ccfcbdfe3
2018-06-28T16:05:23+02:00
Adobe Illustrator CC (Windows)
/
EmbedByReference
\\141.20.62.72\Lab4\...Alumnis\Galina\Fotos_matK1_2+Spec_WT\DSCF1493.JPG
\\141.20.62.72\Lab4\...Alumnis\Galina\Fotos_matK1_2+Spec_WT\DSCF1493.JPG
Print
False
False
1
210.001556
297.000083
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
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 11.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
H\Ko <gjQwmYb
쨕
s"Gz H$yEj!T2AqdyRh)HOa"O&bUJ9V"vP\k#+@=otƱ.̀LvW&5wxd9퍛xEoyhӡxtdb%:LFsG9P&+ԇچ)$r2,]y_gӲDjX7,,nѻe!7lYhbz3xsF1Gv~_