%PDF-1.5
%
1 0 obj
<>/OCGs[57 0 R 170 0 R 173 0 R]>>/Type/Catalog>>
endobj
198 0 obj
<>stream
application/pdf
janosik_porownanie
Adobe Illustrator CS3
2009-09-03T13:36:53+02:00
2009-09-03T13:36:53+02:00
2009-09-03T13:36:53+02:00
256
128
JPEG
/9j/4AAQSkZJRgABAgEAlgCWAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAlgAAAAEA
AQCWAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAgAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AMtB0bRm0ZFudGnurieMu
l7FGzKpFfhHGRanbuPbMzWRz+LLhySA6eX2tWgy6cYYcWKEiBvdb/wCxQMfkmai+sbwM/EgiyWlH
O1VWc8adDX55l6bWSxwEZXIjr3uD2nosWfPLJiAxQNVAb1QAO+3M78uq6PyR6pYRm95hahXsvTq1
CQtWlAFad9t8v/lH+i4H8kf0/s/avi8kRsZlL3ivAoYobPdgTT4aSmv+fgcf5R/olf5I/p/Z+1fL
5LETSLW9cxtw+G0X4q9GFZhsSKDAe0f6Kjsj+n9n7Vv+EkUSsy349LjQfUt3DLX4B6u9DscB7R/o
sv5J/pfZ+1Xj8mAyqnG+HIKxJsxQct9/3uA9of0U/wAlf0vs/aqweVInArHfCvw1+pgjkBuKrKeh
BB98h+f8mY7MH850vla2j01r5Xl+Cf0DFNEI2rTlyFHcEeGTx6szNVTVm0Ixi7tCro8FOm5y3xS1
jTxQWoXnkzQmgl8wTzMs0oQafYqj3LRlWrKxlKRxoH4gVJLGoA2JGJqNbOBqIcvTdnQkOKR2RjXf
5WX1qWsbjUtPf4m9e+jhmgoFYqrC2LSgs3EVVXp/L4UQ7Ryx50W7J2XhPK4oG60EJIwhkjniqRHP
CwkicdnjcbMrdVPfNvi1IkLdLm0ZjKljaHKEqRv2yfji2B0sqQcmkSV2XLRlDScMkLLpbrXkh+7J
jIGswI5oV9N23XJ8SASFB9OC0B2J3AOxPyweJG6tuAyVxUaQz2nGRY+S1Zggqd+TdB9OUZ9Xjx7H
m5mm0+XKLA27ynGneQNc1K1muoPSWCFXYvKxQMUTnxWq7kin3itK5iS7XwxIBvf8d7nR7NynuSG9
0q8s5TDdQvDIOquKHM/FmhkFxNhxckZYzUhSHETL06ZYQx8R6t5W8s6K3lqylvNHuL6S5ja4N5BC
zgD1DH6ZKyLuOPLp3zm9bLKMsqmQHoNKMZxxuIukDrH5XQXEpntGvUjdqLDFYcuA8f7+u3T59ct0
+tlCFS9Z71yYQZXH0juQi/lEQVH129YsnNgunV4kEgq9LjZqjp/DLTrx/N+1mIHvbH5TykViur5w
VjaosFArIyqy1NzTlHyPIex9qx/PD+ay4XW/5YmWWWGO5vjLENw9jGoLE0C8vrJVSd/tEdMidb/R
Twqh/LIivx6n+1T/AHG1rxO/S4PvSvXt2yP5z+ijhVpfysjjijkF3ev6oqFXTiSDWlD+/wDp2rt9
OA6vyXhWn8riIw4k1EmrDiNO3+AV/wCWjv8As+OR/NeS8Dfm/wDKv/DujNqQ1L61xkSP0vQ9P7ff
l6j/AKssx5eI1SDGmCGD2y7hYPUEs7OSxtYXWxJj4rN9at55n4AkkKyOijt2p45j6mPFMm4/NxNI
THGBUvkURNptjc3cl27ad63ECFja3P2uKhy371aj7VB79e+UGHnH5uSJnul8j+pXlsLeZVq+m+oC
UJNvdtSOoC8P33wELX6d8Bj5x+aQT3S+X7FJdGkW1W3gTRxHC6pbAwXhK2/IFg7epyZh8VN6YiBP
KllMR52EYvl6xV2EX6PW3KSRLEtrMoKs7FeVXYk8SvIggk18dk4ixGWPevTQIQFjaPTWgjXjCgt7
leAaTnIFHqEAEFiB/Nvg4Cy8QLbvRLiWLgH0zlGGWDna3JRebEueIlG7dTTvj4ZXxAjdI0HQIUkS
/tbJ4248Et4ZlA4cgKiRnrs5oRTCIFByBFanZaSuipp+kxCKJJFYRIpUABePf6MuwnhLj6gccaCR
HTJkPxA7e2ZHiAuH4MhzeafnloMVjPod4ZFa6vYG5wg/EkaOGjJXr8XqNv8AdmuzzEpe52unxmMf
ekelzKundjRQGXcEk7gAVpuVPvX5ZU2PZNO0z6tp1razUaSCGOJmXoSihdq79s2cNgA62ZBJV/qw
6fs5K2Oym9jEPiUfEe3vhEyxMB0QstjG5+JN+9csEyGmUAXlfn7UZrbWJtO5mKJeHFFqqsjoC3I1
3qxI6U2+dcTVZ5E1eznaTTQA4q3Y/ZXGlsZHuJ2SZObwhNwzGhWtf8rr/nXCtz6VrTU7yzuZY9P1
GW1V3G8cjRBiSAGPEgUqP86YDEHYpEiOSdWP5ka1ALeO5W2v7W0lE6wXUEMweXhxLOXjZzyX4TRg
aVHLIHDE+XuZDLL3ojVfPUWrySy36+tLNNV5I0VDEgoECqK8uPTruOpLfFmZo83gEVycPV4PGiQe
aCtpLW5dRC9WZeXpmnKladqiv05vseuxT6173n8mizQ6X7vxb0rS7/RI9KsFaWyF5b23out3aXUr
h/UkYUkhkjHGknSma3U6Sc8hkAKLttLrMccYjI7hFnV9FD2oQ6V6KnhcqLO+WkYHMGNRIVJEoBof
nWo3o/I5O4OT+exd62fUNAkZXFzpzyDcPJYXZIbkSTUSDsdh0+eD8lk7gyGsx96Dn1TRZPTAk0yR
4ofq7RSWV7xMfFlFHLu9B6jfDuN/HfD+RydwT+bx97V35k8uGBYVk02T0YzHDFLZXoT7VaNRyab7
4TocncGQ1MD1Tyw80/lelrCJ0j+srweUw286RmWMEB0VqkdT3JoaVOD8lPuZ+NHvVYPMX5QwSiaG
BY5Q6Sh1glDc42LI1adixwfk59yfEinS/mr5KJ/3rk/5Eyf804TpZ9yfEDH/AMwPOvlzW/Lr2Wnz
vJcNLG4Vo3UUUmu7ADJ4cEoyssZTFPMfQPhmXTXb1yWwvT6cUKWj2pdWlMyVnUD4j6b+m/7aqftA
ZodR2fGcjI9XP0na+TFARB5Cuv66XtZ6yqMosdIuOMpaItEqco6txDKbeQCg7bjc0/yqf5OiOn3f
qb/5bzfzj85f8Umeh6PpqWrR6haWsDI3GJYIoZg0VFPxtJbIftD7O474js2H4r9TKfbueRviPzl/
xTpNKt1u5ZYEVQ1EBSNI6ojMVqEVBX4utPbtmZp9PHFfD1ddrNZk1FCZ+m659a7ye5cLEg/ZzI4n
CEKX/VGH7ORtnwtm2b+XG1pr6qadNsbXhVY7Zl3AwEpAX+mDs6YE2xHzXpukap5v0K1uxHc3NpaX
s1tYXPH0JGYxLGrhga7I7LQGgU5h6g0dnO00eLc8gnmu+VtDHle9updG0uDTktkk/wBDtzDciVJC
JUVolB+yBw49X61XrTxSG7dLHE7Kv6NVlDKNiKj6c2scti3SywUaabTPbJcbE4lF9MbtkhNgcRUJ
LCXuK5MTDEwLyn85fJWp3Hp+YLRDNDawiG8hUVdI0Zn9UAfaUczy8OvStMfURvdytNIDYvG5FKn4
XDD+ZagfiBmI5i5TIyj4umwpT57+PXFV63FwvRz8v9rFCKtdVkt5FMiK61qV6Vw2tMps/Ols6gyQ
rHIASOB4hSQBUL8lA2+7CEF635RvnuvLlk1jdWPo0f6yl0rPIs3MfCrLEf2FU9djg/Kcdmk/m+Ch
bIYrtY7yO2nOnS6ezjlcqiiRI+ZNDG9u/Jgp2PLrXYA5IdnnuX88O9J31O9hnIt4rZoY6pETbQmq
VoK/BvsO+Zg7Mw+bintHL5fb+tK9UFzfmP1kjX0tl9KNI618eAFfpzJ02lx4STHq0Z9TPKKkk9zo
YLcgu+Zom48QhDoxB+zTHibQS0dMNKEb4LZiSmNPIO43wFkJIhLJvDIlPEqCyJ7ZFIk9Y1GO+sb+
GIQWM0EzeofrV5HbyqjALyEbKpdAQ1Bz7H2zmsun4pE8Rdzh1fDAR4RsFOaeRwjxW+nPbRuyGVNQ
iT7JABPI9K8upJ+HetcqOl/pFtjryP4Y/Z+pdo18tvOsU8ESWs8xLXDanayhFIAPpgtUhepBPWtM
yMEfDjV242qzeNISoRoVsyyG48ps1E1W2ckhRxmjPxMSANj1JG2XGZccQCoZ/KaJzbVbYJwMvL14
qcBsWrXpkeMsuEL4pvKsiu6apbMqBGdhNFRRISEqa7cipAwcZTwhsS+UvTEv6UtuDbK3rxUJ6UG/
vjxlPCFvPymxIXVbYkciQJ4jTgOTV37A1w+IWPAFSCDRboSfo+8iuniK+qsUiOVDVpyC1pWmPipG
MFz6UOtK4jKpwvHPPcoH5t+X1sHQ3duHtrlGIDKHiZqFCQzK4nQ7DbjXsMx8uSyfg5OPHwxHxZd5
91V7XyNHBqU9va29w6xSLJI6CWOM8zCXQw8OZUI/YryB2OVSlUWwRs33NeT/ADx5b1fSbGt0oneQ
2PqfE0DTxlUC+v8AFGGk5oUR35nkBSuZeHJ6QDzcLLj9RLLvqSntl1tXCpyaepHTCJMTBRfTvbJc
TEwUW00eGS4mPhvm78ztM0XT/NGoLaC1hCXEKpZxIodU+rAEei6ovF5g3Ix141DGvIZizPqNOTAU
BbKtK/5x9u5LBL60urG/la2EgilSQIJa141Ei7BejFSD3UdcxRntzjp+Dn9yI8yf84/zXWj6VLoF
nBFqkiumrUuJPQVkJ4yxK4dir7g71G3w/axhmPvXJhHkC8o84fl15n8s30FlqVmRLcEi3eNhIsx5
Bfg471qR8P2vEDMiExLk4k4GPNkegfkN5qu3B1WaLTIakMlRPNsNiFjPp0P/ABk+jMiOE9XGOYdH
stjoFp5YsLLR7TT7S9tGh9WOS7u4IbhWZijkrIE5J8JaoP2m2Hhj5MXqO7kY8p4RsqkRmxS4i0rT
3UPIZG+v23EIpWMEOSQ3xkhRTwr1yHg+ZZ+N5KMdpbS3bp9Ut0M0oEaQ6tacQoQAEIVZvjoKUJ3b
tmVgynGKG+7j5oDIbK02unyclht0kdubWyjVLIl0jp6jH4duHLkaE7fRW/8AOS8mn8tHzU/q2ltJ
ChtBWXYMuq2JUEfar8HT+WnX2x/OS8l/LRavdL0xG/c2yyx1PJzqtivwqD2Kfa2+QHfD+cn5J/Lx
WS6NpCsyiAOoqRINTslBWtBsy1qRX5Y/nZ+SfAir2/kpLqIyW1i1y4dVaCHULZyisqkSO4ipSpcU
Arth/OT7gjwIoyw/L53vUhu9Lura2Z3Vrlby3l4qq/CxQRKaOen4jH85PuCfAij9Z/LnRLHS7m7h
luGlhTkgdkKk+9EGShqZEgIliACL1uxvV195orTUJo5I0US21rp88VQBsDc/GN6Gv47UzALkpXHo
V9IkoutK1CdJEaJXGnaNG+8nAtx5CnwgEGv2d+uyxVFSQarUenpGoJ6fqrBD+j9M4qZgwMg+NwOE
n7wVJYn+YFlxSoabo9yyNcRWWp2xd2KtcaZpq8JbNDEpaNS0hE3ICNghG1SRscC0rTaXqn6Phii0
m99eGsIi+o6XwMRnZGG7GFgiKoQ8VPDfcmmK0pJaaha3sUX6H1SWAoGlgisNMWOYgMvGWVJIz1Cs
VLrX9ammS6Q+lXV0bP8AwVLp8CSKUnure0WKqFaP+6eU1Ffh27b8euBLI10Dy+teOm2g5BlakMYq
GFGB+HuNjgTSsun2FuGNrbxQM9A5iRUJA6V4gdMBTF47deePMFl+fF/5d1GaRNJex56FA/KGFmNv
FNI/JFo68opvjcNxIKqR0MJ7C2UbMqeT+cdfufL/AOb6ecpLWC8jumSVrV3ryRIxaTR14kq37tik
lGFCrAnphxkSiz1WGWKdM0/PbzHry+XIbV7QWSTzRLd2tyqSOnrWjTJCS0bxyH1I3XnEahkPSoyU
YbtU8lig1+RdxZ6f5fs4oJluI9Tnke9ErKPTnEcY4U3PKiFwCCWUgkqKDMaczxm3YDTQOASiST8O
fd3+749+0v8A+ccrvWNR/LeOXVJ2uBDdzQWLM6SMltGqBYyVLOOL8uIkowWlPg45mmTrYi3pzWvg
MImpgt+rDww8THhSvzDeHStMkuobRr66LLFZ2UbKjTTysEjj5t8KAsfiY/ZFT2w8SDF84/mvpEd7
5zsfKukytca/czRjU9QehjkmmYtK/FXleCGEgVShoF3+yC0K3Vn35ZeYLf8AQFzFLqEVlCluGt7i
YrwiDqyoz8mUbMtSvL9ea+cDbtcU+IAc2QeRvNmt3tY9dv8ARkji9ZLP9H3Ucsk7eovpuqqxpHxZ
lofjrQ0HeUgK2QYTH1Rr5vPvzTlvtb83abpdldC1v0UssstPS4XMqRxUo4bkJog/0DiHPw5fpxTi
aqd/B6/9SIPTcZs+J1Qil2vWU3120e3s9QnuGh4JLBaWVxbLu5oz3FXSnHcdCSuY8+bkx5Jc2n6p
c+haQ2mp2ELK0g5aTpD8QhBALA8EYSKklOG5Hw9Mil2p214lwt0unasy2KNLFHHpmlySApRVCHl8
TKN1Fe2wJxV0mi6zEi/VI7+O5t4mNpMdN0oqjOpAqPUDFlVQG8f1NKvk03UfUUxW+ox1CViGnaUo
POE82LqdiWUcqbg0oONcNK5dOvIuZl0y7ZXJYothpzHkwWpJjeI1Ut8NGIqCTttgpW20O8s7iWKF
bya1giVLJl03TGVa/AyIrJFJsdiS1Cu9d6k0qnpY8wWVmfq66xHdApDJIunaVH6lC/73gsgHp1/Z
5ctxTbFU70rXtYs2j+vWOrXklxEWlEkFsvptEd3YxTtEvNWAEcfImnLxw7qjbnWZdU0q+ifTbmwC
w1LXQReRJFAnBpK7faqRTbrvSzEfUGM+SF13UPNUOq3NlaxXawistvdwRK8RjEXqFa/V5zy+BlHi
xUZrMkcxJ4ZCvx5O3wZdLEDjiSa35/8AFhOPKSa/NBdXWrSOY55FNlbSx+nLDGqBWWT91ByLOC1e
PfLMQyC+M3+PcGGqngkI+FExoerzN++XRP8A0sttxF3pHG1tv0TgW3eicV4m/QwLxO9E4rxLlhPf
YdzhpBk8R/PLynql35z8v+ZdIiAeKObT7y4IdxEvpTT20zIFKcI5VYOWPxEqlDXKtQQIG3K7O3zR
3q7+55F5B0P/ABN+c1np0tqbvStPuRHdwNxeBba1ojB0dZVMUsoVePT4qd8OnjUA2dr5hk1MzH6R
sPKtvldvq7z/AOT7DzN5Z1PTJo09S/iaFZnH2XCn0mJAJpHKFf5jLg6x8v8A5U+Y7vR9R1Dy5fst
pdG5tWMbvFxhpNHDdVkJb94oKNx3pw7Eb4+ePIuz0UyYSgO6x9gPzGz6Y/LDyo/lj8u9F0Od1e5s
4m+sOhLIZZZGkk4FgpK83PGoBpl5deDTJGRQKnYDqTsMDK1C4JSMsgBoK79KDrgtbYbqeu2uoXGm
6hYTQ3FhbSP6NwWArdSp9XSS3k5pDIqJPJG/M8ObqFJkHDIkkJDwS68j33my+1pLGK2OoRuZri6B
UGSR5xIzP6MkifHFKjhuNORYDmSXBlPhFohj4zSn5BuJ/KvmO807XIZkWNPTnjjcq6GvKq8ftA+I
NO4yvKOIWHIw3E0XoF/+ZnkjT9Fu59Iub2XUJEf0LW4e6lTn/lLMWoin4m49aGm+RjikTuzyZgA8
68nX+na1+ZE2pCfhBc6tHLZ/WyoAt1vIpo05sT8UaKOIDfeNjlgUXAJvm9m83fmFd+WtZGm3mkIR
LKiW92116MTrKTwJLxbH4aEV61ocs8Temvg6s0JjDSI1Q0IX1qDkqsRuKjrQ5LjCKaJtWTkJV49O
ow8YXhaazVxyG47EZISYmCSaumpQXMaQ213NDcMiLPbRCRYSTxJl+BzSpXoCadvCjLKd+k7N2OMK
3DenWGoSqbyUzJaMPRS3uYjHN6iGrSbxw/CwO22SwynfqNhjlEK2FFFNY+GZPE0UptZHww8S0ptZ
nww8S019RJHTHiWlNrH2w8SKR3mLztJouqTWt6xghWSkUoiZ0ZSilRy48eXJwDv3Hjmjmc1mht8H
eY/y/CLPq+LGNd/MHz1FfKNIm00WMnwRtfRTrKZIwPULen8KrVhSuQvP3fc7LTfyXw/vTk4v6PL7
QyPyj+Y1q2j8/NV9bRanyZ+NpDcemIONUY8kJHRq/LMjDx16nV9oHT+J/g/FwV/Fztkdv518rz3r
WMd4RdJKIDG8Uq/GW4ihKAU5VFemW04Np/6eCltdwHhhpbdwGNLbuAxpbUrhZChWKgcj9rwHXFWC
edYNWj0O/luYS9v6VWMRXZFId2+P7NFQkVPtWpAynPEmBczQyiM0STQ/Hc8Y/KnSbDyn+aWrSazq
mnyST27y2t1YXiTKyytHccBCi+qCfhozqoFDTlUHDCYERuuogcmWcojnImuos9z6dtdQtb+BZbaR
ZIyeMgHVSVrxYdVO465bbhkU+X5PJvmJ/wDnILUrnQ9MkGnWt0rXN0kTfV0e4gjR2rxo7iS5DvTx
LGicmFeXeNDm5OmjUwZbRo+V7Hr5kV+19P6bb3EFjDFOQZI0VS9KEmm5KjYV8AcsDjFjHnLX7rQd
S06+mgeXQ6ejqEyKC1u0zgJMwA5NGvEhwDtUGjdMiUpwljbX1WntraRZgWbkgkLqyhA5JFG5RqFP
tjSeJJINFltLHU7ClvDCbd4bTTrOMRRqpeRzxFTRpuX7xR9BqK4JHZI5sQ/J3TrqHQm1+5iklvL6
T1L3aOZ5oGVI04fEH+AbtSrHiw4seBwS3ko2DE/zo8vSad5ni1iKNmsb6AD62PiXmnw8DQbfAqnf
rvTocrESBTmRkJUWLaD5Y/SFlf65eQerbwK8VhEHQGS5VVdpGVwQY7dGErcioduCAmrLlgNUGjKN
yp/lN5esde8+2a3kHOewia49AGKRGWzIieWqkelCWkSMcYpObcyG+E0skdnHD2nzFdCLWIkEMP8A
ocDROQqkP6rcuLqy8kMYVWXf9utK0pTNtgE78reV7K3F1PJbAXdy8kjyKGWNRcSeq6QxkAQhmVXk
Cj43+JqsNrMc+lMJx6om48vXKuOBEikn4uhUV2qCTXbuPuy1qoppHaiONU6lRSvifHJjZDHfMWuD
SLtEuZfRgmCelIsby7Vo/IKrdyorXau/atU5Tvbk2REa3QVp5u0h74xy38bRGJmRBFL6hZeTtQKh
HERqfnQ4YTle/JE4xrbmjIvNHlSaF54tRQxIFLMY5hsxoNilTuR0y7xGrgLSeZ/KssfqR6gjLWlR
HNsakb/B4qcfEXgQkvnLycvHlqA+JuIIhuCB8XHkT6dAtf2umHxF4GTRaaHtkuY2WSGVVeNl7qwq
CNvA4+JbExpC3UUEKMzblftKKVHfepHY4eJIhbH/AD59XXzBODdPbepHGszR61HY7IUcK0Eivx51
AqPtAb9sxg3JTHJfWemRXjan6n1pTOry+YoiGMJ5RESGBAyF/VVyu3wV9gVRFlfyyrIP0lxtIDbm
eWLX4Zl9FlKD4hBGf9Ucvi6+GKFJNanj1FdPm1Yw2dwEaK8HmGN5GinnjCPCjRpyPCP4Sdjz41Lb
lS1a6lObOT09YXUzbLSYr5iU/uZOMTysnoSstPWULyJ+0pDDYhQ1DrIgjdl1iOS7aMBYZvMcVPVW
XksbKYkLLxZqldiAQKVqFVyaotu08Y1D0HitSsVonmQsvx8ShYtDyjokrem3FieK9twqmNjoPmy+
e2Kpefo65njuJL6PXjM8fEekwQrF+8UIzftVJC+GBL0bUUZIopULVgYb8jupFDy3+L6cBSEo1vzD
HpejXmquBS3iZgjyLGGkoQi82+FebUWp6ZGRoW24cXHIRYHHL5duEubTULWA6q0Dx6tIqRJOGu4l
mngklQUJERj5lqBqcmFCcxzKtnPyRMzfOI2HkPK+XuYZ5Outa0PzIdOLXXNboobxn9OCezBDtxWV
HkVkRlWQK5cSNGrlqCk+IAWHGOImVFn2lapbfpOxW1ea+8wWcLNZytwMlxZq8Qu0cxtCpFPjQsfS
V3Wi/wB2MjCe/uckxEQYyNRl9hrY/r2utrFl6Wz+sVBIaM7qVHWu467dB/tZk26ukMbWC8guY7lB
LDdBkmib4laNl4spB6im2RCVC1UelGQjRFIhSIBSkddmjqCyfAyEGhoBQZIIKX63A5sbtufGZrac
K1XARjEaUoarSnX+OClt5z+Yd7FYfkwkUVubWbUzbuDA/JoWlkF36rA/FU+lyZezNsSMQN1PJh/5
ffnfCthDoPnW3TUNNhKxC8ZfVKIhHH1o2D+qqniQRuP8o4TDqExyUyrWptK17zBbWmmJFbeW9Pty
Q4jWCGHk0c0srq/p+iAH+MNTcU65R1bib3PNF/k5DpFnoep6vayhLFZpIpnRpUAov70hJmZxVY0Y
tIeR3J3JGSmTYa4hM9JgGr66jS8qyyG4nhLeqQnKpj5UX4VrwB2298jG5FtlUQ9JhYO54liF+Ekg
gcqAnr7f065cA0WqlMkhaYRhtFMX816TrVzcJLpcDeolvLEtxDdtaOGkIYBuKNzAaNaAkU5McbWk
jtdB84Rx+gIb+KOOPhak6yDQR8QqysLct8QJII5U6YoXwaL50jikR470yiACKX9NO4MiuNjyg25L
Uk8T4b7UUKlloPmWXU447xdQtbJX9KS6i1ctWKNAUZIVij2Z/hI2YAV77lbTyHyVp0VotsuqameM
SxLMbp/VAR+atyA3I6b7AdMaWw1Kun6CsrvqV7eXUsdEt7iUyl3HJx6asoX1KKaAdslGJYmQQN3A
t40QuRSJ2NIQSeZPI1J+ChFA2x8RTLOSTuVXzRpekXuqy3T+Ym064jCwLEsdu8aS05Jy9SNmLVAa
nKvbpUHBlqIR2JcuGjyyFiJKWzaFoVtD6Nv5pFlE8QiiQ2tjRV5AqUBgA39MrSlCK7d8B1WPvZDQ
ZjyiVWz8v6NJf28dt5rkuLqsfG3mispBJDz9X02UQoWDxoV5V5Uqa1rUx1ECaB3RPRZYx4jE0GeH
TdOJBNrCSvHifTWo4/Zpt27Zc4yx9I0l4/Teyt2j/kMSEbe1MVcdJ0knk1lASO5iTvWvb3OKpNq/
mTyHpEay39xZxKzelyVBJQiNX4t6avx+Ar18V8RkhAliZgJ7YPYNZQnTzE1lwAtzBxMXAbAJw+Gg
p2yJSCDuFWWMSRPGSQHUqSOoqKbYpeU+ftabSbAzeZbWGXSpZpLW30ZU5rPcRsJ7V5pSGCilo0nH
oVejVKgPRORAsu30OMSyRhjPrl/F3ek8QA923vHnt5y8lX/mLX/zD1O5TV4xeXRMzNeIZ4rkxXMX
1eMqzMgAYIse9V24EEAgZZ1EWNzs0SjWecYn0gnzFA/q63yZ/a6z5lhgupGtbWukMqX/ABSBQ7Qx
Ohj4erF+7Ds7CiliWKhgpKjGModOrsMumyw4CSLmNue9114du/n8Hlnm3Wtcu9aj80m++rajeus1
h9TeSGS3iljLpwKENF9vpyLeJFd8zERyDq9RikIiUjzqvc+tvyen1VvI+nX2uyr9e1km/BVqqxul
9QuF+zGZt5SinjyYlQoIjWQ2a82U5KJ5iIHy5fZtbOIIUg5KteDuz7lmoXPI0rXav0YWlSWArc8A
FWCkjkUFSzMrBh8iWr74hBYf5w80XFpq9volhZS6jNdRs1yVJRLaqOIWkcgDjMysrFSWUCvE1GEl
aYp+eFzb2vlexsrg/v7+9DLbxMxb0IoZAVTnVS3J0FGFKtWnbBHc2suT52g0vUoZ7W6cPp1vyklF
64oQLWNpwyI1W/emMrG7AIW77NSZkxAei+SfOuoPrkkuryRjR9UnlWcEATRxzyu0UyRxL+7ljBIR
xX4a0HKoEfD2Zce71TRtL/QXky1trSREe/YyyRxMGZYTGHjqHSNyRF6Yf4Saud+hyjK3Yuaf+UtJ
YWkup3M7RwvIhgCAcmCMa1JDNR2NAigfTUUnAUGOQ2UJqmn+c7fXJVijvNQspl9f17aUwokjgqYl
iN1EwCemG68TywHGSbtIyACqaWy81XEsafVtUhWsiSMZmUL8CstT9eqwPqdRvVSO1MfCPf8Af+tf
FHd936lGzbzvBe20kuk6mY1lj51uQ6enyA4yA3cv+yojfOm+EYiDz/HzU5QRy/HyZNB5i8wurer5
XvI2jQu/762ZWIFQkZ5gszdqhfem1baabV7DWtXudQ+rXHl67s7eoH1ySS2ZK0qSVSRnpvQbda1o
Nyqmd/c2VjD611MsMZPFOXVmoSFRRuzGmyqKnCASg0kx82aYY5pUiuJIYOQeVI+SkoCWC71NKdaU
yzgLDiCjfa1JcSG0taW6sSjTTVDPsxKxBGUhqLy3IYDenfCI96lA3kWnxemHiLyyGnpg0DiioeYP
wkAAbHuBTcDJKUJpGsWd9eXCWkTKtpIYpnKPGhYAghCU4tQqd160HalSQsTaZ675RlutVu7y31qO
y+sLT6sYwSsnBV5cxIv2qfFVT/XXSw4ibPP3uwhqc4iAOQ8gf0JPqOh3Ni8dzqPmiCOL1P3dvFA7
O3X+7Z7huDt8I5HYU99kYMZ/t/ap1WYf9Ij9TEr7W9Y06eN7e9muLizdWivJbJHYkRcp3eNrjZtp
QGRePShO9bY6XGDe1+9hLVZyDGjR/ogfoT+686eabaNzPrXpssJlMQ02MyUhlZZpV/fcWVeILKOi
HkCcyRivkXCM65jdN7rVteg0qx1d/ONrFp15GsiM+nCSRuSqFCRxSkndvjp0PtkOA3TLiFJX5084
xS+RbdRq5vmvXJuZbKI27yWkqTmMBZQw+3GvMbFlBFKNQ2Y4EHdhOe2zzLVdfvpvL76b9Zn9GVub
/WTE4eEISiJwT1IqJG44BSAeP2Q1cv4WriSnTvO3mK1toU024vbWYB47aGBkEKwvCAB8P7XOSOpo
Cdj140TEHmgSPR7L+Vf5o3+tX/6I1qaKe4maYWN2g4tK0BqymNUTipj+NWcLXcdRtRlxgbhuxzJ2
Lz3/AJyo/MO8tNZ0by9YCN7WKFr+4kJDo80jPAiUWhVolR6/Fvz6bZi5MYkKLsNDr56afHCrqt/2
U8Q8g372GoXLLCknqQMkhkEhrESA8dEZBRq7n7QIBUqd8hnNC3K7G0sc+Ywl9NXVA3uNtwfu+y2Z
W2sXQLxTTvPbyuHmDhZHBlKNNIjPWjyxpwZgfiBodsw96o8i9fq9PiyAeGBGcOXyND3faOlFjfmy
NJ4pfTt+KJI8o4tzHR2LcqJsKinwjald9zk4ZC3nO0dFKGAHeRvfYbc+7u+L7O8m6O6+QND0fVYi
JodLs7e8hLEMJIoEDjkpBBDL2OXkW6BVsdK1rRiUtrttS00U4Wd1T14gNyI5/wBvr8KuKDYVA3yN
EJu0x1CR2sLn0JHSXg6oYinqK9CKpzDJyB6VBHjthtDxubzNpXlvVtU8w63d/V3urh7OK6mHBpPq
1tbwvMkARpJGZ5hXiNgoFeC7iiQmwHmOtefbrznrY1HVp5dO0jSVT9H2IUmUySleXFwF5typ9n/I
WgqzAjbYc0c9+iftpd3deRZ7uxiCxem0kzJI0rx2MUyWrl04MPUDK0km/ERBWUoFCZEQ9W7Iy9Oz
Gna3it2knLxJBGZVaJVMplRA4UsHX9vrxI2rQ13zILQHsXljzffa55ftJLqxiYHlY2RdgPUBZoYW
RjQxs7emD48ainLMaR9Vc3IiDw29U07SoLW3tPUA5WkYEa0CqjEEM4Wr/GwNC3I96Hc1sAa7Ytr1
75ls9RvTEL+a3kCPZm0i5qoIIMZUIxJXgW61+Ide1ZhI3u2icdtkCPMXmcRI7WWrMXBYokZLhKHo
AjBipHQEncdseCfevHHuUYPMXnDgySWerGRRzb9wefwoA6jirKaOKig/aHUb4OCfenjh3Mqg83yW
lutve6ZqM1xbRqtxcJCrrIwXd1Kt8XKlaAV9hl8QaaJEWpXvnlJLdIrWxv4rqeqmtvUw0kKHn8XE
VVSQQxHfJAboLG5tXuLmNYbyw1RoJT/oyC1Lj4YyX5Euw7E/FQV23OWcYHRhwlSvb+8FrGun6dqF
jHEvCAtpyNxqD6QWP1kYKF2YU6bfCdw+IvD3K9hq2pLp9kJ9O1K7uKKLpoLVI0L/AA8m4cwvA86i
h7GvTHjSIp5dWMk2kC+tw0F5PGTAtwrRSRvIlB6i1NCO/hhjK1IYBp2qeYtNu9WbU74PEJi8cdyj
Q8KOyCjjkODKlQd6gjdjyGWENUbHNV8zvqK6jqLfWI7dtTi53kS2lzMjMY0U8ZIw9KqqipofuoNd
k0cCTz3dvi7TyxERseDkg9Qvb0Sq7aqvKeGVpnawvHUkSOm8aJ6sZIXwP6q1nQwPekdqZBVCND8d
6rqFxeW+pvbJqrwyJI3pQtZXzvxTjCz8lT02HMkU7VBNKVx/IwvmU/ypkqqj8krtzYW+jW+izy2x
s2ha8t7g2l/LEAZnaRGDI3pMXVmFaMoANN8zMP7uIiOQcTWaiWpynJk3ka+wV+hM7K9s7WVjcrZv
DE8k1vIljqnqLcyQhpWpxYFQtNqDYCm68RYchcUQCGuryC5WK3uruzF1YoospxZajHAkLx0kWXge
Aj+FSrnbY0GPiFPCEK3l7TI7t/rCQ8WgaO4ZINYQy/CQiBaGMrzTk2xrSo8S+LJHAEZDp+lQW8UM
v1eVbIGKIrYagCJV9PYpGHX024EHitTt4HHxZJMAhLLy1o2tazbJLJBdSCJzMhhv7OVUDkH0xOQH
4NJx6VpQA8RQHxZI8MMw896N5Wj0KSfWDH9Wu5hbutxWSNlHqtyjjIaMXAWRwj8Sa/ZNd8MRx7FE
jwm3n5/Jfyml8JNMu7m3heGNVnMYnRlkI+EMnAKRzjILipB2qFYinJpL2t3Gg7bGA8XhxuqsWNvP
nfv2SnRvym1+9lE7Swpp4n9ORwzCbij+m/7twvErxNQ1MoGjldHk7XJ7Q4eEzgDxy38geTKm8kaV
o18pt4liubdjdWt4RPMI3ioU5b8ah3Rh7jap2zNhpsYN06HL2xqpxMDLY3ew/U9u0+7EiqxIDDZw
OgYdQD3zEBaCiZfrC0aM+opO8ZoDT2P9uJtCS6nohv7mYSWyfVpHR5UNQJWh9J4pfhcLyRlZN92A
ANVGCQTF4r5s/LXz15u81W2rLBb2ml6QGhcar+7SR1oC8ZeOb1HLfDyeJ4SArBpKsoItBSTy1+U2
t69rc7TGn1e5eLVb6ViyRTqzRyxxlmbm0ZUr8Dsf5mowOT2AYmy9t8v+VdAu9Ln/AHTTWRgn0u3r
tysCFB6Bficxjk1KkjxrlYZkPme50fVrfUY9AuInOox3H1KaPkWdpeRTkXJbYkj4qleOXcW1tfDv
T6L8haTDbXltbQhmt9KhSOMllZgOHpx8uldlJqPD7saA3tychoU9GADHcZc0PL/zEexj85WJnjtx
JNAEtmnivZecg9QgIbU0VlA3rSo+WSDEsftjolqtvbqkLWyLyEf1XUuKTyRiH1IlBPEBo1MnLl0q
AGIXCqnez6VbXESf6Cr3jJNFHDa6ukjq6B2+071PBhWsY47VxVQ+pWyXfqmC3a0iZFEa2OrKvGYJ
NGSvL7QhiG/ZqhqbYqibnT9PuZpZrr6t9UEXpqFstTiccfTRRt6vweo6ha70r2BoqhUk03UTE9sm
n+lCGnWX6prHFlUvMf8AdnL0922p1ptTbFUzH6NW4MlnFaRei4kiaS11iTZXJqGPJSRxb4uND3HU
BVAm00a3hWJIrQJCtRH9Q1pEVEX024mm6opAAr/w2Ks90jVNUvNKaa+ltWtYmSGIW8dxC/qKCG5L
c1Yg/DxIPjX2nDmgpNrK2uuzS2tueM+lzKl03plplRxWsZqpAOxBFeh2Jplw2azuaSvXbqWLWg31
mO1nRfWj9XULq24u1ET92kbwyVB+zyDKtK7NlE+bZHkpSLasHpqcTMF9Uga1d1DlgqV4x/GGicMv
IFi9PtZFKGmktruad/0jbrcExeuY9ZuomPqAQ27MEiTk8jIVoADudvixVD32ugGB2vrNrVI5FaRt
Zuo4yj0Un6yYeHwxsrD9qtaD9oFUTLKI7tXS8gS3dltZf9yt3yFzLJIIhyWKkXNI148wPiLL/lMq
skuNLu7RY4b61lKMY7Zm1y5DcGYynkwj+NlZh+34UYbYFaF2lmUK3kTTCFJP3us3IDllkRmLegw+
1RlJLEjcgU3VXQ3lvHJdXE+pw+iGY2kx1y5AYHaQyUTiipGtV3p40JpiqGF1ZGZrhdUtTLC3Fn/T
d4f37UeNaFOJFIX/AJgBXbriqa+fbvzC+iWMWp2iRTtqNulu1m63QEkkcpPFZU51jAVvh3boKVy/
Dzas3JM9FkNra3ll6bQXduVkuLYlvRCyIFLW5NUVHKM3EdGJqK9bpNYNIy4u/wBHSRF5iEuCyyXE
jqiKwpwJDkKtUVi1CFqDtVsAFpJpikOp2uo+Y/qN24lupFYBY5QFZIm9UqqN6R3YnhIjchRe3NjO
qGzDi3ewWQkNtDIpBgljUqoFNuK0HWm1K5rJjcubE7I8ER/E4qezDfbAluS8to4TNNIsUIpV5CFU
VNBXlTucNoYt5ruNbtLuxuLYo1uXLmA1KFlCFWkJ+ZCqNhu27cSlWSZFU34ccZXbHpPNGuxy3Pr6
fHO83q/V5lacpGWBoSszSI1PAAD5ZVxnubhgj3p55K1KeWyNiLERHT4o43maUuZXlq0jL8J4hmWt
ORHTJ45kjk15cQB580n1T8roLzzxJ5v+tEXTp/vGVogmESwhw4INPTX7LA/FvXCZSMaYxjEStMfJ
1l5ph124gu4lg0iNZZPjaMs8rOscRi9N5DxKRO7lwlAyChbnScGGRM/Mnm/TbRDax33oXbnipUAl
WqOvIcfoqCe2XRgS0mYDHbq2t9amhv7a6uIntnCkLJQNRVHxCvFlH26Efar4muTAUKLVI2tXTRYQ
Sy211Os68isssssqg7seSM4qAta/F7jfJc+jHelK6u5LB4lnvpPScottFI7y0oSDWUnkd5KfGflh
AB6IJpAtrt9qK/VYLq4Ejg19N25E78l+AxkGvhItPHahPAGJkTsxPW9Y17UdHTT7G9ktkvb+COJ2
neSlvzUMrSyNI/NXkSpYH4SKKOmExCASU3sPOFlYyz20cEiX37oIt7KU+sMXCSNG0krIgSRBxUN8
qUYCPAz42f2ervLF6ssrRgApIzN8IdCRIoJCV4kUrTIGLMFS1TUXV47c372ck1Xjn2YExjmyAMSK
8FLUp9kEjcVCI+SJHpahqdzbXjeguoiKZuNI+YPIKeWyEg1+LYg9aHCBSkjvXT3djp8D3V3cR20C
cVlup3WNd24rzduKirN95xW1C9hhk1e0LXl7bieORfSt5I1AkVKAlXR2pxYnrQMBXqMgcZO7LjQl
zpQ0+zf1NU1a6MsqRxp69sDLV670gjRHckjtU8fiHYDFaTOlK7tbe3v7iRNY1i7mgW39S0a4tmj+
EorrHGsSMsnBgx3FS49sfCK8aceWdVSET2NzbXM5illaC8ujDL6kZeqgPCqqtF48VYVpTqQaE4vN
AmnTahpbHe0Hxr8XJVoRud699zg8Mp4m7y90trWYzWvKEoTKipzJUfEQEVWLE06AVODgTxJZqGt2
1lLFOmntPG0ghcKlSqkEEnipoi02LbeJHXJDGgzTOLVtPkkkH1IAhuBJVfi2G/T3pgONeNKNb8y6
fZ6Ysk1iYonjLS+oY1WJ9gqSmrIN24/apt16YRjtBnTy7zh5ufzboUelWFnNY3C3UUhe5MYVg8co
UBKycuRTgabBqCu9BbDGYlqnPiGyWWnmxbLy5PDbT+hqEazW9u7LEXIBjCiR0UFZfRVVp8W4r4cb
S1DZ6LomsRazbRXjxNYvMttOtv6iygoymSIsqk8AZXbj9lm4iu3w5Bs5pX5g0mGyi/StukdnPCly
Z7iKpMsbxBUiYMyiUBgmzlT8FVp0yQ3QdgnHln80tN020XRr/nqV3a0jZ9P5XRZmj9YjiCzKAxMa
GpG25XMDNQkXKx3TMrXV/wBKo7rHLHbKuwlHpSFjyDKYm4SKV+EqT1r8jlLYmE9pBfW6xXltFcqx
BMEgEkQNftUYEGnbb9eFXmf5lXGp6E+l2EGoyfUljcrNP9sBZIkopjjXmUSSoBapoakbVx81iqcv
TUQbDztfzE13g8cd56OpxsUa1lV+XU8nZEjLqiEL0DN7dBgMSC23E/a9U8iecbNrqexvr2FLiYR/
U45JVWSbi0gb00JUtwULyAG3ftjDI15MfL4s1vdRgtrdp5W4qo7/ANBlnE1CDzq7/Mea7hmt9L+O
d3LrLE32YhxAWrDZjTlTwI8cysGHvcfUZBezHmuDNLKZbY/W3BaRSaczuepqpI3zMqnCJtO/Lpub
UpcG7VNNMTepYkIqoygO1x6jHnRRRONAN6482QNMgk+q31nG8LiSGRlnSSKRgHBH2leNl+0vQ1p3
wMjuEJJp1rJc295cMyNZNKwDFCjhqks3INT+YceP4YUMLvfNy6VLe20Frb6YbaT0beZih5yzyAR+
oOCsicWDECpVOuSIa+LolHmG7tbTzPFbayiWGmyxNM6SD13RpY1HCIAFlXnzKqN+e8n7vG9lI3ZR
baPcz6naiW+VL63Vp47WT01jJJ4xMEiZ/SFOKFQfsnqWrgKQLPNOYJNXuYr6O21WEXcRb1pUia5i
i3YpGFj9P1JBGwNBIHFELBuW8NmaT3elyW95apJdyXLXrFJ4afVpLmvKJiYCiAqBIGkqSSqD9gEZ
Jge5ZZtpmm3X1kRzzFTMh1NVf0Yni41rI/w8KRcWfkQ3EVqK4V2C57+/1nVY9Durpbe2gjB1CQpE
PrMsrhoREZVmWOgUsv7RINFHHksSGQkmOjyXd/5h1U3l2BHZtH9VMdfVjilmnjZacTRKQIa+zFtq
U0Wp1M4yIBI3/FO9xYIcIuMTcWtftPMcV2VsNQZpfRb0o4ZoVlEiiQAv9YX0+BZk40Ir8W+VR1WU
7cW7nafDpzvKA59bqv8AN3vn39NkoltdSvZpI76bUWUPDILKeXSSWjdmU0py5KGgp18CR0OT/M5B
1+5tnpNPQ9MDz3rJ3fttVjtPNYAjim1aNFVpERpdIViEiagAFV/vEoPEffkjqMneWMcOnF3HH8sn
f+rdhPmr8xdbsrv6ppV7qNrcQyyi9jv1tWKnYRiP00pQDlv3rkfzOTvLu9D2Jp5DinCBBquEy+PM
pJ/ytPz/AP8AV3f/AJFw/wDNGP5nJ3lzv5C0X+pj5n9ac6B5y85arb3Us3mSe2lgZBHGlibkOGDF
yWhjITiQo3619sfzOTvdbqez9HAjhxCQN/xV9596eR3vmZZj63nGWP1IGntpF0i4b1SqDoRB9kMV
VmFQMRqcn85p/KaarGAc6P7wbf7JLtUu9dvYzpd75munNyFK2UmlS/FKAHZGRIy9eYPAU3IqaDfL
YZsn87d1uohprPDijW/8XXoefd+Lpqy1fWxZwmLzlMkwjjEhl0q6Y7yekzCQ25MgjCULdSyMOwqZ
5sgP1I0+PTygR4Xqje/F8trH45pHP5SVtQlYebBNJIiveSLp14wdW+ypHpLuVWrK3cEUquWfmp77
uAdHj2PDt5kfr2b19POGnGOXSdSurt/Tjeae1s57SixVCLLyjiL0PMfFUbVyoauYO8tnZHQYJw2g
ISH9K7ruF+fPkfJQ0q+88WXkx9ftdTkGli7FnJGVBofSZuZ5A/D8XHp1Pywz1OU9WzSaHRjIISAN
i73Ffj4d6Vt5lfTry21S9eW5i1BxPqkEMogeYRStVfgX4amjE9ak+Jy7DIyjvzdV2vp8eHUGOMVG
g9t8t/mfol2IdM8kWq6jNBbGVLWb1R6UKAq0XwhzF9iNgEBViwX7W+GiHXWCzvRdefWfLcc+lB1k
micRDjR4Xiqjxsp9HdXBTqh9x9oFD50/NTzd5/1O4vPINzotrCYZ4Z51jj+tXcayBZIUlvHLoa+o
jvKvGpNKhaphJjHcpEZS2DyXVtF1bRLqGC/hNrcSRLcwqGVj6bMQjgoWpuhwwmJCwieOUDRTbydp
Ot/4s0eNVu7CW4ZLmG5jDxSi3NS08TFTVeANGoVPfbAZAg9UxjISHRnvn78z/Oayz6LHqEd1aQN6
Ul4sYWUUYCk3FmQ7Mvxqqq1dgKZAY6Ft4y3IR2pKdNtfNEXkyTX4bh7OwivFs3RAicpGQsZKqFDf
srXuT7ZX40xyOzsoaTBKQjKNSrqnflK71bUYLya7165s0teHplLKS7Ql6j4miVhHxYL1G9cqlq5g
fU7CPY+LiAEBK/6Qj8rO7IppNft1uTB5puJLYA8k/RVyoYswVozzhCB6EddvfIDVZD/E3ZtBpYxr
wYiXX95E/ZxftbgudUtVnjXzfdIBIUjA0q49JOIQVIETBQSxFFPbpvXLDqZkWJODj0uETo4Rv04v
2/evlvfMqs4Pmu5Yi3NxyOk3IFA1ATWGvAkUD0pyyP5nJ/Ock6TTVfgx/wBOP1sOXy80dxFdWfm+
V3hcxwahLY6iiRyRBIljEzRHgeQKg1AUL8RHTMr8xM9Xn/y2MfwpkdLktXe8l1+WW5iRJgH0u4J9
SNShkq8FKfZTkadq9BlMtTkI2k7PFpMEZerHxDYfUOfw3Ta2Gty311dWvm66nPCOQTLpd60bRRtI
0jlDD8Iic8q8f2vEbRlqMnK2/BpdPfEcY4T0MgPdzlvz/QqHWPMyXKwWPmx3tmeXk406SN1pypyi
MIIZnXdetPipscic+QfxFthj0p/yMf8AlZv96tPL5mvrTULKfzZPLGxaBAmlztFNEY6u5b0V+Dfp
3Fe1Kx/NTG/E2ZNHpjGhhiDIdZ8j7uL8fNRgj1bSWigtvNcsdo6JCJYNLmdkEQMSBl9HZVZfhUmp
Br+1ko6mZP1bNE9Jp446GEcfK+L7efIfK+ZUfyv1bWrzzZcaZrrtRoJUvLeaILcO6Mg4SMipKW5K
OfKvKnxe2Tp805ZKJcftLQYcekGSEakZDe76Hl7/AOw0i9R/MePy35s1WA2Ml8qv6TRm4VICVkMy
SBDDI6yIzsKq/TqNhTCzgGcrH8Rdho+yPGwwnx1ceVX+lCWHm2Lzb5hcDSn9T0oCLdootSiSKB+A
VLf0oaACeRyxYsTRQQKAVy5AD9bMaM6acjx8wN74P53X3j8UyiWK5g1NHFihmRTHbSny2oaR/XEb
svJ1Iq84O9SeXHYnHcdP9i18YMD6tuo8by/Z9iDTRHhgMtvpZe6EwuFB8upT1Y0CJAC8j8UPBOXE
0BJNK1x38/8ASsvGs0ZbVX9706nlz5/rY/5gn8q3TLpmtTyaT6PGWMrpEUdzxYOyKzpIDw/e8iKU
b2yIP4pz9IM0fVjHH/yUPD93k84uVhiuJI4pfWiV2WKbiV5qCaNxO4qN6ZKrdwM/BCPGfUR+jdnP
5T3Uf1HVpUvZLYMYUrFfpYPy4zBXBPIOAT8RAqoO1eVMlIGJ/bTz2pzxzCBiOLnzjxHbh518x0O3
czGEs0Fs80k/L0wgmbzAsSOz8XeJW4saSMiEjkACQag7LAH8W03uarn/AKlfx+FnogjfL+kUuJpr
w20zNVIfMcReNZZnYGIM3NuENFPJxVxRstvkf0uJEemQHCZch+77ufu/Hcuk1SO10yW4ludQniji
keaZfMSTSFZJEkDRRo4+JSlSiirFjUqRtKWQ8u7za8Gl4uX8X9A7fHf5/rYpB+ZOmRTr69rqss0i
kXM36S4tMwBEcjkQfGUL7hj8R3Na7kysW3ns6WOfhmt+Xp6d4359D9nSwut/mFqs9yraNqWp21k8
Sh7e7u3nYOa8wrMfsdKV32BO4yoku40mgxGI44xMulCtvPz/AB3s6bzL+WKfle/lddUVrt7SrH6v
c0a8/veRYRb/AL7v4ZfGceGrdLl0Opjn8QQ2B7xy+fc8QsdPTXra6+vagNPj0u1mnq6ySI7eoiQw
rGgLIzSzUZt6Dt8JrkYzwgVvZdJrpmeUmWx/GyUan5Z1nS9N07U7q3dLTUohNbyMkiBSZJUVG5qv
xkQ+oAK/AVPfLhIE04RiQmvlnz1+Y9tdmy0PV70z31wLiS3EhlEs4B5SOsvJTUbuW2IFW+yKCZAF
lMASaHMvTLPRvM2nWd2unfo86hdkSXeqXU91LJcvyDNLMvpFizmr8fUIVj376yRjKVyMvd+D+jd2
sYSjGoiLJYbjzDqWnzW2ptbaSOY/RYsEElxbxEUb1bi4Qq8mwrxiFadaGghMgbR5ef7CGeOJJuX2
ftCUa3eabomnyyIsCNpNrKlpLHJK4WS74cookuJZzCI1t4+MaNTg+yqN3ytOCebi6igdnz/czTXc
k8shq8xLudzWvzrmdLk4UPqD3ax81flRb/k9/hCXV0+svZlpq211x+uufW3ZYjULNQVB6DKOjl8J
ErrZi/5Z+b4YLC+sPTYJPLCKLqy6fGR6Mzsk3MjmpUEVAPE/D1YA4s8JPx+DuY9pAAACI4Rt6ePu
PM8vhf2M4utSNzdyNFeTJMvowQ8fMKsIeSuwVJGLowkHp8RWvwd9zlZjMDl9rMZsUp3Y35+jb5D8
bppPeG5uVNqZLCO39SKcDzCUba7QyRMW+1xHPj1qOPUrQjj7tviy8Le5b937vy25fD7e9q71iSzt
Z5DcX7wxozVXzCryLz4/C8cbFuHI0qF6bkV2wCR8/mvBfSN/8L5/YkY1BYrq5itWe2seId4E8zRU
lnaVXRk5o03wySSFvmatX7WWO91JsVGh8kZf6jNP5flmSe4dpoBEsY8xxS8Xu1EBMkQoSrmjvQkA
VFQPs1E7/tcuIPCKAJ/qdPf8Nvs8xUsuqtfARfXbdofTlYP5pjX1ElUNbqDSiqhTm9PiNdtqDGOQ
D+1cmCRs1Y8oHmOlfp+/rrRtSEPqJd3f1zjGtpN/iJJGtln+BPhjHJqcghqo8KLVaVHKen3uVHTR
iQZVte3hmvPnz60iJb1Y+cUUksdnCrBEHmCL1HSGPhEhKFjXZeKheO1Ad65H7ve2E1RNEn/au889
6/WwXV/zQnubJrTRf0tZyJcEi9n1GWblFGxI/dNsjkmlUboKfzVuIAFWnT4ck8nFLGDEbbRA5Hf3
9R+Nijyd5z1ew82z3/rfWtTu1KGa9dQhZ3V2MsjEH41HHrUdem2ZWkh678nA7Z1PDhOLukKFRAiN
+7vvkQKq+Zp6T5t/I7zxqvmC/wBStktxDdSepHGzyB6UAoaRkdvHBk0kpSJsbly9B2/hw4I4zGdx
HcK+9T0D8jvPumagbxrexuTGpCRTSTiNiT3URfEPY5VLQyPWLbm9odPkBFZB51H/AIpO7n8u/PUl
0hh8u6VbrHv6kVzfjoUNAxblU06kHv7YnQHvj9riR7Ywja8p7/TD8f2Ikfl55yjgS1Xy9pD26AlF
e51An1CAGkYgIOTU3oBXvU74/kD3x+1ie18JN8WW/wCrD9aXaz+VXnPULKS1h0DRrGVlX1L2I3Ly
uBX4VMyycNwD8AXw6bYfyUu+P2tuHtvDA2TmI7qjX2Hf4sZl/wCcd/PwVjxtJCFJCh5an/JHKICp
+7CNHLvH2/qcuftFpZDeE73/AIY/pKaeXfyl/NXQ7S7is4dPMV2wdhOryMGjqFZP3Z4llkYfI7io
FDLRk9Y/j4OBPtjTmvTPa+4Ek1z9W++91fTzTSHyX+b8PrCDTtGhZ2+GSO2CPuasQwjrRjU77CtA
B2H5KXfH8fBgO1NLvYy+W/8Ax5C6j5B/N24sT6Ol6L6sZYPGtoqSt6g4u6O0QUOVavJT2H7QFLI6
SXImP4+DRn1+m2lAZbvcE7V16396w+RvzahWZX03SCPUkMpi09aMzQCsiqsBryRAKr1f3wT0kj1j
+PgnT9oaeF2MnwNf779a/wD5V5+a01o1vJYaUsU0TCRTbUIWQMGHwxbN8RPw7g7jfIDQyHWP4+Dk
/wAq6WVEjLfw/wCK/AYi/wCQ/wCYcKzsbVHFvIFUKJGeQOFPKOkfQF6Gu/wnJnSE9Y/j4Lj7cxRP
KdAnpG/nf477K+X8ivzHSSMLZJKruqMys4ChlZmY8kHwrxFfmKVOD8ke+P4+Df8A6JYcQPDKuvL/
AIpObL8hdbt7K7huopo7i/tnhvJYIvXjIE8UsAQkK6sHhBb4WBSo2NCMnHp6iLkLBee1+rjlzGUI
nhPelll+UXnKyvrgXnl+e5s57T6myrHHLC9BQM6F+YpwXjxFRWvJSuRyA9HHgRYtlGh+Q9Tgd5Lb
y1Lp0qAICtmkTNuafElQwrvU/SemYM8OQjfd2MM2IHYUnI8meaq1NjMd9qp1+muVeDPubfHh3rJf
JXmkKWOnzO3hwrXuaUJ/hhOGXcozw73mnm/8rPzM1FLRrbQrl5pnM06EBkXmefFi3X0/7urU5LSi
gCmbLFHhFOryz4jbF3/JT80YvgbyzcryqFeJAy1qTVgpNOtNhTLDuGEDRtMNL/IT8xb71YLrRpbZ
AAS8oZQ1DSi0BOYuSEhy3dvpdRgIIyXXw/WyvQPyO8+6RBJHbaVYSCZwzfW4mnIKKVUgSRsq7Mwq
By3ygjIXN8XQd0/s/Wmc35a/mS0iuPLuio8fphWTT4Ap9KvD4TDx/aNdvi6NUAAGsiPE0H9P5/tb
h8gfmvxYPpWnK3pmN5PqgUyJUtxKxxceVTs3EHpvsMA00pnuSO0dPjFXkkL79/vUX8ufnQvqg6FZ
yKvppAfqMZI9ABhMhEa8WYL6f+y+ztVcgaOusfx8HXz7RxyJ2yV0/Te/9iWw+UfztknkP6BtollY
MJDYW6mkRYKOQi5LvRunZfDLPy3mPx8HF/NxvlKvx5pxB5D/ADfSKxSPRdLThI13H6lpC5SRWVuL
F43C8mkZwBQD4ulRkBppA3cfx8HIOrwGIFZOe/L9f6vt2AS/84/ef5ZXk42acyW4K0wUcjWgBi6D
KfyUu+P4+D0cPabTxAAjk28h/wAUtP8Azjz+YH/Lr/wcv/VLD+Sl3x/HwTL2n05/hyfKP/FJNL+R
/wCY82onTl0wiFiqvqBLrCAyFuSnhz+Hjx+z9qnbJR0hHUOv1Hb2GewhLhlz5fMC+Y6eddypefkt
+YUEwiisDMPiDTok5RStexjVm36UFD45EaI9SHOn7UYRGoQkT51+vf7Pe7Qvy0/M7SbyWZNLnZpk
a39RbV3YR1Xk1W9Ir6gLLVfiXcgdMysOHgldh5zXdpHPi4TZNjmByF/xXfXlVDo//9k=
uuid:AF33BDDB7D98DE119CD5D8051438EB34
uuid:3af9c8bd-5a53-49cd-b75b-c17dd053701d
uuid:08F06B337998DE119CD5D8051438EB34
uuid:07F06B337998DE119CD5D8051438EB34
EmbedByReference
C:\Documents and Settings\wro.mdudzik\Pulpit\janosik\!!felicjanskja.tif
uuid:0A0AD350C797DE11A476C28F2F420946
uuid:090AD350C797DE11A476C28F2F420946
EmbedByReference
C:\Documents and Settings\wro.jdrumowicz\Pulpit\janosik_porownanie.jpg
uuid:AE33BDDB7D98DE119CD5D8051438EB34
uuid:4CBC087B7D98DE119CD5D8051438EB34
Print
1
True
False
262.999989
129.999978
Millimeters
Cyan
Magenta
Yellow
Black
Domyślna grupa próbek
0
Biały
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Czarny
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Czerwony CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Żółty CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Zielony CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Niebieskozielony CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Niebieski CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Karmazynowy CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000001
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
2 0 obj
<>
endobj
57 0 obj
<>
endobj
170 0 obj
<>
endobj
173 0 obj
<>
endobj
174 0 obj
[/View/Design]
endobj
175 0 obj
<>>>
endobj
171 0 obj
[/View/Design]
endobj
172 0 obj
<>>>
endobj
58 0 obj
[/View/Design]
endobj
59 0 obj
<>>>
endobj
56 0 obj
[173 0 R 170 0 R 57 0 R]
endobj
5 0 obj
<>/ArtBox[1.0 0.360352 745.512 368.504]/Group 193 0 R/MediaBox[0.0 0.0 745.512 368.504]/Thumb 197 0 R/TrimBox[0.0 0.0 745.512 368.504]/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20090903133653+02'00')>>
endobj
192 0 obj
<>stream
HW$
WF(Jf
9C>d$X?{wl,<`FoT(zۻmbȲUP(mYZ /?=nr {o5m? Λ#^.OywDt=:qnЩnW f-tKMkApW-kVB^HB]{w $0@>Zym-CyK|M5_w؛r@fI/ŴDSWU,){"2X5!2VZsoܜ+sA}C|YQ(<ȡJܚqwu`0"PҡHJ1CC:&g#
t{(M^=_(䬶~,#-{z נkz=~p 6K
\v g@YA(pcX z\zbŷ[w4npv8?pKb2٪VbOpO'G`&=l}7Gvh~v#z~yDw*Zk`3\:MGh\!{t_&;~oZK0nbμQ(,">W32 f%sI9'6&|27vn`SYj#ܾ==n.<E>'a]B265i&uò4;IA#tP20IM`QP
yIwEѮ#gcq
bX'Ĺ̘
]NTA-;WZU@IZsJKS`dP;!DͰ}T yRKƸk5UQU1Dֹ
|cUE4OE_:ɣJgEYh_h"¯d7%KAu䭫Q4,,+Pβg&WbDy^sf˦~]3٥f6K*CRCVbX+6eUe=eamP
0qgt[Wy0LɈ-j0`bi+-UxRR!{W%"AWu1-Ne.m MGG*"ʘDIc]q{m?=6YkkI$gm6oԦ4̚L8J"Z/X-7a+ޫZSg^#$}]YB4q vLS1Iht)n Mô{:̪chZm~-L$2@:mYw
.y;顐B;x]n].+d8$ui=TMm{FEJ6+5%Z,5>?6k\
+lgBGzGBKxc^٬̀,)蚦h296Mૂ--92Q+ 3odEKkWh[@FQNWbGڻ!}";soRGE8eokNU/;%[Jn>OI#?f=w]եN^Jiuiit㻧%>ZG//-\+vϏV,]QJ}4oI{3.ֺ}$hEc}[}ˑL7f7FzZq4}ӍChLFc'+HY&)aB^vRjQ;[qO.xKe-S<~4p9 cyZaO[tiwh{;ߣ5*uoM)hd9OR-C-xj!5=_ri4cje6βJu)'EChuF`NuUq
Uf^袇pﯧs5i&u2g%ҶduGMÊ?Ⓝ5oϧ_>UXд4-: M+:A0ҵ~yqf[x@gUgyV~%Od4O\uk.Wˈye-dݦ7 7YkAC3jM`%Gh{:|˵%l||\и&pngct