%PDF-1.5
%
1 0 obj
<>/OCGs[39 0 R 40 0 R 41 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Adobe Math 91 Fall 2017 NEW Template Syllabus and MathXL
2017-08-07T17:05:43-07:00
2017-08-07T17:05:43-07:00
2017-08-07T17:05:43-07:00
Adobe Illustrator CS5
256
164
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgApAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9M6lqd7aSolvpN3qCstT
JbNaqqmv2T9YngavyFMBLKMQetJfd+Y/MK27taeVb+a4A/dxy3GnRIT/AJTrcykf8CcF+TLgHePt
/Uk582/mdzAHkL92QeTfpa05A8AQKcaf3lV69N/8nDfkjgHePt/Urw+avzAKj1vI8qNwUsE1Kycc
9+Sglkqo2oe/gMb8l4B3j7f1KK+bPzN9OIt5CpISfXUataFVG9ODcRy7dQv9W/JPAO8fb+phGv6f
+f03my+1rQ1uLWylP+haTNc2jwx1tFiLMpndDSZOXHhTctsxxvyXgHePt/Utj0j8+BD5khma+lj1
R5n0ytzZI1vSeBoFDxzpJErQLKkojbuCtGq2N+S8A7x9v6noP5dab5rsrXUD5hnuZZJpYDbC8kjk
kAjs4Y52AikmjjWS4WRlUN3wgsCK62yLU9Qu7P0/q+mXOo8+XL6s1svClKcvrE0H2q7ca9N8BKYg
HrSW3HmLXlgka38rahJcBGMMck+nRoz0+EM4upCoJ6kKaeBwX5MuAd4+39SS/wCLfzRov/OgipQl
x+l7XaSjUUfButeNW26nbbc35LwDvH2/qVP8WfmRwBHkRufpFmX9KWdPWoKID/J1+Olf8nG/JHAO
8fb+pSj82/mkYgZPICrLzoUXWLVl4bfFyManl12p9ON+SeAd4+39TE9YsvzwuPOc+uabDd2mltHS
30drm0eJJTYPDzINxwal0/OhWmwYivw435LwDvH2/qQ2i6f/AM5AxNqn6XN1ONQ0yeCMw3FgPRv2
kkeCWAeoghRVl4sRybYeChW/JeAd4+39TOvy80zzjaXF1J5hmu5ENjpttGLyWJy1zbJKt1MiQyzo
gl5RkmvJiN8QWMhXW2Ra3r0elCHlbSXTTcqJFLaxEBKVP+lTW9R8Q+zXDv3IAHU0lEnnwiNjFo9w
0gB4K13pSqWpsCwvGoPehx37iyqP84fb+pKV/MXzX+65eVYgCW9emsaeeKivEp8Q5E7VBpT3xo9x
RUf5w+39TcH5i+amVfX8qxRsQ3MR6xp7gEH4KEslar16UO2/XGj3Faj/ADh9v6lI/mP5z4uR5Sty
wkIjB1uxAMVRRyd6NSvw7j/Kxo9xWo/zh9v6mI+btQ/NfVPM1pq+iSnSbK3hthLpX6RsXikmimka
QsRchSCkg34fFxAYUGO/cU1H+cPt/Uh9OuvzlXVry71DUnktr2yW2a3ivNLCxT/UZEaaFTMFjZb1
ldSOqV5AkKMd+4rUf5w+39TMvyntfN0dxcNrt/NdenYW0UkUt3HcqLn17lmaMRz3LBRCYk5yNzcr
U1x37mJA6G2fajeXFpAskFjPqDlgphtmgVwCCeRM8sC02ps1d+mAqBfWku/xBq3/AFLOpf8AIzTf
+yzBfkz4B3j7f1JCvm380Pg5+QQKuRLTV7U0Sooy1Qcmpy2NO2++xvyRwDvH2/qdb+bfzPZoxc+Q
fTUs3qmPV7SQqoUcCoKR8iWqCDSg3qemN+S8A7x9v6nJ5t/NA2zM/kELdAnhENXtTGVoKEycAQa1
24Y35J4B3j7f1Ma8z2/5y6r5o0nVdMsrvSdNtFtjqGkpeWrxzPFdmWUErcRAq0IVfsjlUqdt8b8l
4B3j7f1ILy5a/wDOQcHma01HXFnudP5XCX9pDLp/AwyRxrD6UXqRp6iPFyLE9zQCrcm/JeAd4+39
TJPy30X8w7O909vMtxfSx2unXcF4bueGRJbma7jmgZVhll5mOIOnN1U02G2ILExA62qfmBb6LJry
nULi/hkNhxRbL1ypQSPzr6LpxfccCfi68ejZMFgQwePXtImtRdDTPMsQJjHoTRJFM4Z2QcI2vBur
Dk/KnwfF0w8SOFlnln6nqemC5Rb2wUSMnoalHapPt+1RriQ8TXY1w8ZRwJjc2FvDGHF0DV40pxs/
23VP9/f5WPGV4Al+q3Mem2NzeS217PHbcvgtotOnlkAbiDHGl0Xbl1G1adab4+IV4Akdr510+ecx
HTtXFfRZT9QtxwSaNWpLymAWRGNGQVIFD0rR4yvAEbZeafL1yCJP0nazK3pvBPpZ5KwZFPxRmSMi
sg+JWIpU14gnHjK8AZt5JktZknntnkeKeKCRfViEDgMZKBoq80O3RwD7ZGRtIFMW/OK8i0/UdGuV
tzdXU8dykUR1dNKT9yFO6OG9evqnseBp0ryABSQw3Tdf0lY665aS2FjbpVTB5ks7i6DoFeFZlke3
WkqEGvrPuRy2JIPEjhTqPWPIJlkCNqrXdSslp+k9PLgxw+sy8DecFYbqQN6/EfgHPHiXhQ9tqf5b
BlniuNWb0IQ10TrVhLHbxkARtP8A6c8Z9TYK45bn4iK48SaTwea/KFa+jqBgD+n9ZB01o+YkERTk
shPIOaEU67dcyvD2+qH4+DXXvai81+U7gFrS3vbqIIX9WGfRWWnEsg3uAavtx27gmgqcxzM+TLgC
6PzX5Mlto5oTcSl1QtGtzo9UaVOcSOxnEfKQlUT4tyy/snlj4h8l4AzDyVf2N1a3kdrDcW7RSo08
N09q0itLBG42tZJVUcSPtdTuKrQmBNsgKS/81tM0678rXFzNYSXuoWcbPpzQxl5o3YqrGNhFchSV
6/u2qOxxCXg9ppF011dLZaP5qi9VzcW3G4eG3LTO6k8fqkJjVKIeDK7V+yjrUsbKKCskPmL9KRzD
RPMIaKYyXr/X5RBwT00dY4p7JYWjZZeYNFqwbgQAtXiK0Famr20UkKaT5seKIm7gEsqHmICZDb+s
bV5CGl/dEcnYgAryRseIrQWXZ1Zbq75aV5mEd3b3DW0cU0oROao0ThjZBonb0yeFWKV4qCWIFkBf
OVfP9AYnboibaKRjBZppvmqITo7erLK7KImlkZVkleDkjqgKbUb4l3qoZYy2Oxv5pA8k50/ym8l+
mmX13q1tZ0gL6jFPe3EzGJWYRuv6PjiQMY2Dskis3w8vtAZHiKaD038vNK0nTrnWY7O/vr+eWSCS
4e9tpYERSh9JIHkiiV041JCM1GJJoWwEqAmnnwzDylqjQy3VvKLaf07myYLNExhcB1rLACRX4fi+
1Q7UqAl4DaeYPNmrrBdaL5k8zXim6pLbWtqkskSmNpVDF7z0qPHKWVmqv2BQFaEqr8vO9rKI/wDE
fml3V/VeOO0lmgDiaONAzNdzTBCreo0QfdKn4SKFVFzXnniSV0OueZlgEBZVj0y648Nl5H07g3Qc
+qq0Jr8Lt8PwMFVKG88636PE+q+a9IZYFhiWS1lmAjm4qXLR3DyM45pxkdlKkV3pJVVN9L+vC39T
U9V83O9vdOtj9WS8jpDG/W4VrmcSg8CQzn4lIAFSFxVUs9TnFpcie989aekY9R57iOJ/hjhRWjQG
S5lIZfiqvxcuXxcsVeiflvrb6lZXKtLrMwg9NUfW7RLWQhQY+UZRI+fMxl25VI5U26AKh/P+q3Wn
/pCS1vks7gaejR7t6teUw5xIshLMvVR9XkqdqHphQ8gZWmj1H0ZbWCO/uYZTILf05ZDL6bzGSKS1
HI/tfGJd68uHGqKsl0n8xNVtLOwsLOCyitUjEUKAarAEEUZFCgjjjjHNKCvEU3A3C4qyOLX7rUtF
VtTvLCEzSwpJarPLIpUyIHDevd2z05chvHuu/fZVgvmx9Hgu3s9Js9Pgh0spKtxb2lzV5Xb1jAqi
LUIDEzKrtJCxYOB0OKpv5DeKx8w36xXdpaxR20USMEES0VUoqsHtAAP5BLt/vsfaKrPf0x/2ubT/
AJG/97LFU28sXX1i6vW+tR3dEhHOJuQG8mx/0i63/wBkPlilj/5pJZveaIJYtMlvK3P1EalbQ3Li
QCNj6AkurNugqwUNXapWm4VjWka7+Xd7aM195dsNR1Ro5opZbIaUqT2wlbiUH12WkbsOFHfdq1AA
NCqaT6l+VISaCTy9af6FavyhL6XHS3I+JKPcpRGEdPiom3XFUE3mD8pLO4jgHlmCGcHncKJNIR7Y
TiJmaWt4pVWMi14VqfmtVWzafk0zo9v5MtZ4vT9aO6gGl+m1CCoU/WlLFtqEDjTvTFURDqn5VzJy
t/LFuxnkIuI4m0pfiniEjtJS7CPVGFaFidiAQAcVV9H8y/l5Zxx6pYeXVsXEUcdrIsulIXUl4oYo
2S8Kb/sVYL8Yodzir0iyl9e0huDA1s00aO0EnAuhZQeDmNpEJXoeLEeBOBWN/mWPW8q3VmsEd1NL
6ckVq08dvI7QTRyKUMiSD4GAZiByH7NWphAQXiuh+UbDS7aKR/JEl5dRPHPzbWbWH4rlw8/1eKML
GvomOMLz4MV2JFNzRWwm9xoWkLCbOPyFFJp9xKi3Mf6drxQSFA/pMrI3CIIwFdtlX7C40VsK+ieT
dHuLYXT+TrLSHEyxrB+n2Ewtwx5jjHD6fplqP6XLi1WJ32IorYTJvy98rtcH1tGtW+Lkl1Hr0ryc
gnpcmaSNHBMcUR2J+Pf9kNhorapF5E8t+hb2smi2YtreAQxj9NvIQrqUlhIaIc4iAv2jvT7I4jGi
trB+X/le2Mot9DspvVjkjkkm1os7iQqTGS8Tn03ZmZ9/tVbixauNFbZ35B06x0/Tpra3s7SykDep
Mlpd/XWYzFpmaSQxwt/eySBajoO3QApSv85r27tPKcbW0epyma5EMsejsFuSkkEynZlfmv8Ak060
PbAryyK783ekkNu3mq1RraNoLg3w4PLbyKixSt9Vbg5+As1GEgZhV1VcKq0PmPzDJZAxN5vWW5Vx
IjylpFZ+QR+XomOLkICI6MEqeRG9cVVrfX/Obz2dtDB5oSEuYSzXPN/RjPJZis1uJJG9NAZQWQj1
OIrINlUtfU/Pt1bw20K+aoFWIW9zcpfzAtSNDA9ZLIy1eSXjJIsasu/OvEUVV7XX/PRNzb3a+ao3
cRIs0l7CHQsrs5jFvZvGSoU15Gv2ehIy3hx95+X/AB5jZQS6/wDmBcWaXSL5qsPSQC3tp72Qs8fK
shf/AHHXBZ1cLHHz+N1q1N25VMnsv5aWvmKKK8m1efUilx6c9vbalIk4RZl5kRyCKGVeDFlMbioH
HpWgCqnnTUvKkV82m65KZEvbZPUsXs7y7heNHkYF/QrFuQdn32+WEBBLF44fIl1crXU5JILmUSLZ
yaXOsIULz9NqxIwSin+9ate/LjSXCUWEzOjflkSCbbTiQSwP1GfqW5E/a6lt/njwFHEE2uNU8u3U
XoXOp+pbsymWPhe/EqsGKnlIwoaU6Y8BTxBCXGmflHcxyRXFhazRTOJJkkt5WV3UBQzAqQSFUCpx
4CvEEZZTfl3Y3ElzZ0triUcZJYluUcqKfCWUA026Y8BXiCN/xD5T/wCW6b/g7vHgK8YTTSLnTLqK
S4sJGlXkI3kcyk1UcgP3u+3PtkSKSCwD869Et9TGiCSygu5Y5J0hedL+X0jKEUt6djQPG32ZBKQt
D16ghLznTvK5u7i4tLrS7aa2eMEh7fXol/fIzSsskySASSPMwCqysEJDElaAqtX8rb3WJW06z0LR
2eKWZvrMw1aMhZJeapGWNsvprBKSQr0Mh7UJxVkNx+S2uSgtDoOjxzS2y21xJNe6hKOD7SIsaPFz
oqKitzQ0oNgtCqvH5Ma/Ha3CWuk6TFdXNw8slw9zfMAvqPIhAWYOWFRsHVQxLCnQqrdT/JnzLIIx
Z6RoszciHN/PfXCemI1AWRTLVuTwx1IOw34s1TiqlF+UPnWexkttU0Ly/NOYWjgu0ur92VpE9JuX
qH1PijpzYScjx671Cr1fyHo+raToItdUWKO5aeWYQQSzTRRLK3IRo87O5CknwHgq9MCpJ+cunaLL
5RudTvbZbm/0uJ5dOVrh7VgWKLNwkR4+JMe3L9n76gkgbK+eUuLWFZ5JdCjU2Qi+uQTapOkqgFJ7
f1GDyD4H5KpkK12I4gkZX4kvwE0E3tfNeryWlusenT29lJMYjcprGoXCgmQxR8HF5CQg+FeNS3Kv
wjYZGc8h5E/j3goEY9yncfmHrsQS4GnhYnh9R5n1e8EaMyRUNDehePN13FaKysKluORBy/z5fIfq
Twx7gjvLmueYNWvn060NosyRG5kNxrupLWN1Aj4c7yu4kBPbcEVwjxT/ABy+z9S8Me4JvPDr8CXa
/XtKrbem10JfNF8hiEnQOxum9Oq1Ir1r/kirWb+fL7FqPcFeVNfe6ee01HSH06Mmf6y3mG7JFuVK
pMyLd+mFbg21eIpWpNTggM/D6pHi+FfcpjHuej/lZo/mmwGoTa7a28EdxFaixmt7651D1EQSFuT3
LyUp6goV+1XfLYCX8RMvfX6EbdET+aUjDSrKI6bJqKSXB4encS2wjmETiPm0UNzswLfbXjyp+1xG
WhBeS3Fn5YcrbyeS7xrUC1hQXE2prGkFVkpxfTzGifukZt6H9orQYaW0wh8s+U7iCa71HyffrDwn
MjfXNTeQPK/OVFiNvC5XkgeMU3PxKtTUtDvRZTaPRPJFrexl/K1y1yYzH6ksl0xaNFCmKST0tx8Q
bizbkV7HDQ70We5Hrd+SfRaL/A6rFDL6Bhe0mUF+It6hGtxzT024cwCvDavEY0O9NnuXXGs+UhDO
03kyVYbab1JQbS6VWmaYnkgFt+9b1viqld6HuDjQ71s9ypDqPlKQGOHyUAjH6kyLayovFFYLGR9X
A9MDlwP2d/h3bdod62e5n2g6xf6mkk0+ntZW3FTbyNJyMhJcOOBVGXjxXc9a+2RICQXmf5033l+3
8w6cNYihPC1MlnPcLFxScO5RleS8szVSu4VCdweS4gK87lHkmKe0a9gs7CSzCopFIBzThKYCkeqg
fupgJSpJUclpvVmNLaN0aD8u49XUXmnB7eCqSLBNEJfUWMwMGrfFXjT1PSVXiqleKjiwCvCtsktb
P8m7p7USaZqIt3j5WXrXcbWrBoWj9KOFLpoz+45dEpxqa9ceFHEnuleUPy1liN1pei6jPbmQ+lJA
zSRI8IaBhHxkZVZBWM9wBw6CmHh8wvErx+Q/IsVo1nD5f1aK1bcQxiRFU1BrGFccDyHKq033648P
mF4vJfpXkT8u9MS1SHylezJZcvqi3MBuBEXYOWT1Hbi3IV5DfHh8wvEzny7Dp0Ni6afpz6ZB6rM0
EkQiLO1GaSgJryJ65EhIYF+eNxfxQ6R9T1O90z/el55bOUxJ6aCOrzEX+mninKtfjpvsO4SxvRvM
+oabd2E9t5gu9SmePjxvCbm2mtiFeSZY/wBIKQeRVVc+oV5UoVNcKEztPzh16O4lhvptNlKTyWsf
oiyiMkyAnhHy1iarVAXi3Fquu1KkBKJi/NvVLgE2lzp9yzOfQiUWXN4VlYeqtNXaqSUEKseNJN2F
DRVVC/8Azh1aOO2gt73SYrmdUkW8ufqq27xNGGEiRfpRZuMjnilOXQ12+LCq+H8zvOIMhnutFMCG
NTdBY0jVz6bMjA6k7VkWYensN/Gq8lV2kfnfciaT9MWUTxcQYo7O60pZAfV9Lmxk1NgU5/Bt+1tg
V6bomtWGtaXBqenypNaXHL0pI5IpVPByho8LSRn4lPRvxxVi/wCcVzLF5D1OOOO3nMkP+892yJFI
VkQhXZprf4T3617+6r5jtIriTUoWe00aQWppFdJfH0w87PJJGqJdtzMnNiKqo67FcKpisn+kfW3t
dOhbSYY0eP63ETbszgTRLW8CxFSVRSYwG4lCVWmKsjsfy/vZLS21CzXRWieOOd5pL5h8ckqskjg3
UqsH9d1ILVavAtRsVQi+V7OCSCaDUvLUEFvwgd/0oCUhdJBH6cgvkCyPHUj4ajk7Kx3qqi7Xyjce
mkN3f+V7PSbpys9xFeVV2k/epWl3HzR1dpGTlunw7g8sVZ3beWvK9rY2kH6W8nTQPaykvNbVMkPF
XmeNvr1DEsSivYAKa0GKs88i31tNZtZ2eq6PqOnWcUCWMejCiwwjnGA49e5HEtEQhFPssO2BW/zG
soLnyrdSPZNqFzZq93YWqRpIxuYYnMRUyRXCxsD9lyvWg70JiLNKXjcFs8N0bjTvL17b8IFhhSC0
0xTH6qFgjf6AXjAmAcj4hyerDjWmSNP37fL9bDiQIu57e7S7byrqkRjjS0NsbG2KtbtNIGj/AHem
NKiwhKqAaMvAndjlUhDoT8v2pFoaU3Jmikk8pahqF5epJBdxz2WnKzJHy4vcs2nRsh9RE9KpCsqC
oBrh4cfefl/x5bKY219qEunXd5Y+V9US7VaJJPYWNtcvJJGqvR2shF8RhVmY8jUfZoI6wIj0P4+a
Url1DV7fUbuZPLOsPEZVX6wtlYpzkUkFyqaaGk3iXcFxwbls4UZFKf23mPzLoGoRtpnli/sZdTkV
b650+3sjHKyzREPPItgG2jlk5FlTfkB1V1VexeRdT1rUtKnudVRkk+sPHAHryMSAAFgbe0oa16Bl
8HOBWHfnHYeaIr211mw1KOz0eC3dL2OW5lg+OLnNyVYoLot+6D8qLyPEU6UJBRTyRfMvmW8vpHi8
2Q3BjRPQgEl6z+i6JcmV5Ws+XFkHDisQ3YA/FSptaZPY6rF+irWa78/RfXpbZbqWSW11KaIo7qok
V0a0oFVh6hK7VDERrja0i9O1PSbqCU2HmqTUpE4qlxp+l63NDHKYgaMYWnDfaHwh1IHwnfDxeSOF
P5YtQtljlj8y3i2sfqNPbpY6y7lRJw5IY3JX4m/32edDSgqQ8Xktea3nqaBGk81XhSdmkhIsNaBE
RUBI5F5njIHcbtTluOIO4eLyWvNknlnyxq97bJe3vmG8uLOdA0BhN7ZS1ooPOK5kkdfiDHiQCKgd
qkcXkvCzDS9NXT7doBc3F0Gcv6l1KZnFQBxDHem3TASyDzj877dLo6QgsE1OWBbmT6sz6StOQQJz
/ScUxVX4MOUW+3c0oFYjfD1rOD19Ktru3KB7izE+kSMz0QLH/pEMfJASX5OVaoHiRhQk2o2NxNqN
8sflu2hS5mf1LmG58ukPb8zIo+OzfmzVA4vTdFJf7RKm1fSItQa3+qz6RDZ21zBcFozdaGwhaR1H
EJHZoh/dlmSv7RYMD8JxQm+ky+YjdXMulw2GhTTsj3txJe6PE0vppw9OMpp90ZIupUvxbc7KMUsk
s7nzFDDHJ+mNOLpDHD9Ua80xI2I4FpWaOxJDjeiqeBp0WuyhTku/NzLCh1fTDKnS6GoabzUlfT5H
lptB8NJPhX7Y404dVWfeR7i6l8t2y3tzDd38JeO7kt5obhA/MsAZLeG0jrwZTQRLSvf7RCUB+aUR
l8nXsSxh3k9ONPUufqcPKSeNVV5fUi4liaKRUg9j0KrxKHy55d1FbCwmSGWNDJMyiSzmiokqOrSD
9JiRmeNlJk4En1AzUV2QlVO0h8vwT31rGbU3D847YSzWj3JSZOUbrMNZE7NI8cKqxKmhVR/MiqJt
fKvkpVis5rS2XTQb6CbncxenFbQyDm9TqzEBZqMzBC1aV4UWirII9XvbXUTD9fjZiI1niE9Sbh0k
EZjQaqSI+NvyEfw/zc9nxQprqhcTRWt2IlieCOk14khdhM1srtKusrIQZokLI/Fm4svxM1FUt3Gr
ERRGZ54vq0CXNy0d3FE0bI3BPXVdWjBh4+rVaspA2O26hn35X6Tqdil7Ncu81neRWktlctNcTrIO
L8ijXF7qHw7qV4lfhI+1SuBKb/mLE03krWIxbT3imzuednbcecwEDkR/Ekp+NqAcUJrTbjXJQlwk
GrQRbxjypb+Yo7NrHT/Jl8Pq0KsIZ5bdfiSIsV9aWzCMXYoi8XYBdyEI4ZbkyiX8ICBGuqLu/K3m
64t7ZR5NltLyOTkk0DaS6kKjKrMZLJlEZAiHH0g47JRd4wzTiKiaUxB5ol/KuvC6g1Cz8kSxMhVp
IW/RBuHK8hV2aDi3DjH6dJx1avQKUZZAkg7leEN6X5W82zpazTeWLqwnhmEtxas+kOnpxJwjVX+p
nnWmwqvHk38qZZHPM/xUjhHcnM3ldQhki0HWUb1WmmgittIUzE1qHrMFKkycqch9nw2M55ZgfWD+
PMIAHcth/Lq1k1D6rLpGoJCSwS4msdCeCLnM0alShdxwWQuKL9nrV6jIx1NHiIuXfZtJh06PQ/LP
leHQIpY4pvWWUICTFFExZSxZmMSoGLs5JqMrzZjMpjGmL/mt5p8o28P+HdbfhNdW01yvqQyyw+iY
pYXZzDJCygcjWrDrQHkQRUAkvIIIfy21RIrqa705o/rCtJNfQXsEbMYkd4wLq9jA9RW5KalQoReL
cQQQLUlO10H8vJZnggudJDK0cJSCfhIpgCNEsi/XX9V0MDMvICgHGlOWS4Pcx4kIugeR7myf9I65
pd3ZsPSDQXMsChvTHqK7nU5y9UjViCR05EEmuPB5heJ6b5Y8062iaeDdaZc6DFD6fHT7cqzIqkRG
GRr6dFUfAKENWhNd6B8MrxhlH+MNP/3zL98P/VTHwyvGHf4w0/8A3zL98P8A1Ux8MrxhMtN1KHUI
GmhVkVXKEPxrUAHbiWHfxyBFMgbS7zH5V8vat/p+o2MdzeWcMgtZ5DRouSmvBiQFrXc/fiCpDw/W
/Iet2LaHZWF9atHqcEFyTI2kWwjdTBGqpG0Upm4bMHiWlQAKDjQ8S09f0j8r/Kdjp0Ftc2UN5cRR
LBLdemITIqV4gxxlUUDlsoFMeIrTA/zc0mHys+lXnlhrPR5pTcSXQmvLOyFwY1iVED3iyMzcar8H
EAfaYfDiJFeEJBb6N+c99DbXGmXtxeW05bndxXWnNbhQTxaORbVzJ0ofh2bbcb5LxJd7HgHc9F0Q
6mIbTSNU0qH/ABG+nJdIG1U8ZZEPCT1wkccsZrQlord0BJWooOQ8SXevAO5ltv5esGgja4tzHOVB
ljjuJ5EVqbhXJjLAHvxHyx8SXengHcjbDTbOwWVbVCgmf1ZaszkvxVK1csfsoBkSSUgUxL8173y+
vl5tM1yC4mtNSVkJhiuJYgEeMkTfV2jZa1HEk4gKXjNufy9vLuJb68s5beSS1URLZ3sbytP6akl5
L4rWVIpFj5K3wHcsnIMa81tlsGm/kVxK263Hp+mkckcd8wRkui/pBlW4p+89YiP6OPQZZGUhyl9r
EkdyOto/yrntI4rO51QwQmqG01GSJR6kcZoPQuEVVZAjcQAO9N8jK5GyVBroqt5q/KqKJ4H1m+WG
SNgI31RqrGC8bMjNc8xRuQ5cq12rsABw+YTxeStcaz+WfEXE95qCxLM0ik6jIkYkgB5p8Nwo4oIm
5x/Z2YsK1OPD5heJbY6/+WF9CsOn6lqE8VqONLXUnLKroUAeSO457rWhZq1+KvIA48PmF4mc+U9W
sLuygi0+O8ksWjae2vrn95G8bvyUJNyfkKP8H+SPbARSQUk/Ny+urLRLSRJLP6rcXDWl3bX625SV
Z4JAFQ3LxLzPEpSu4Y4ccQTuQPesniFr5i8wXbrdXUPlaQhQJrkXVlKsD+orLSNpqDisJlop+LiN
wVJF3hR/nR+39TCz5/YmIur5ZU+oWXllZLqRZZXk+oGaR4yxl4hZS8kq+sApr8RLVIFKgwA5GP2p
BKDu9W84yM7W+jeXkvIh/dznTtnVGklUcbkFT6Yi+EL1Y1PH4sP5rJ3lfDCcya1Zw6Ut9qGn6LJG
HCWtxDPpdJgNlKyTNEqt9o8PUagH2jgjqJRGxPzQYWq6f5wm0XUpvqmm6dpurorNOFvdHjDLQNLw
/ehyvCMspeNRt8RSpOM9RKQo7qIVyTq1/Mb81r5riHStLttVvLUj6xBY6jp83CpK/GQgZPiHEBlB
+F+nFedVjuZUe96F5MufOd3cXkuvxtZwQO0FvbOIi0v2T6/KMAAdQoBaoO9COIBI6JAKG/Nj0k8p
3MzTWtu6xXKie8hEycfqkzEcTHOaVUMRx3C036GKXzrdajNpvl/Tll1fy/bXiw3iH1tKdP76VFUr
Gunh0+HltxAbqQwqcKpnqWqyt5cudTlv9DjldIES6NhIYhDLHGWHpyWcjSAtNIF+BuPKhp8VFUZJ
eSXllcW8OteXLZ47xI0aO14oZV4zMqtJayp67MeVRG/E1HxN8WKpho0Pm/TtQnudOhtdLS29ErJb
aVMPTjjZmmSJfqEfrrITKA0bNTkKIpJOKp/D5o/N+fULPjqsCRWjD9KRvp13FFN8JDLCZbJS6l1+
CRJRT9oHbFXt4NRXArsVWyxrLE8bfZdSp2B2Ip0II+8Yqx/U/JGnXzWb+s1vLYW4t7WWO2sHZAtC
jqZ7abgVKggJRf8AJxVU1Dzho+kXH1C8GozXESKXlg0y/ulaoG/qWtu8VT3CnbwGKqb+fdASJJWi
1Pi6s6j9E6mWorcTVBbcga9iOm/TFVsP5geXZW4pHqYOxHLSNUStWCCnK2Hc/dv0GKqlt570C4kj
SOPUQ0hUL6ml6lGPjf0xUvbqF+LrXoNztvirIMVdirFfzPjt28kaobq8hsrURqJ5rmOOWAKZEFZE
eK4r/k/Ad+uKvnH9LWfp6cLy60EmZljv7mXTZ5LV1kZC7tIbGFY39TkxjB4B68/iHwlUzuboPcj0
9a0pLzU0hNj6NlDKiXFGEkyTGxZpVSFClK9DRivJSFVHSdR0wTW1tHqeixJH6kcctna8Ip5InjZm
dhYiFHkSFqqG2U7cuSlVUy0S488x29hd6Lq9gYjcsmq3SaU3OdIY1kZZAtgxaRY0YNxoU/uyWZa4
qnD6h+bro5s9UCywQM0kcWllY1arALGG02WSUJIjU40PDhsxbkyq4a1+Zss6zQalFFYxxQKWn0qY
SSkzD1GMX6NR/UMcUoKKaUIYBdjir2bydcSz+WrGSa8N/LwKyXTQG1ZyrEfFAY4TGw6EcF37DAqR
/mpovmXVdGgi0S006+9J5HubbU0aSOhhZFZESOVmYciCB1Ukd9iFeO2HmyHyzfag2nzeWdLms5vq
uoPbWs4MbK3H02ZLZeXIxygPsBtsd63DET/N/wBMP1sOL3/JN778yvPMRBbUNCSF2DQxvb3kk/FT
wdhBHasz8GZfs9t+hqITjw8/vtI3VdO/NrU7iOW7S80i7sF4hbgLc2ixKV5EM82nyRuAV5Ehhx6E
cuoBHcpBRUP5uvJqVxpyz6aZ4WMZ4zScGag4Rh20xULla1QMSKd6GhuPcij3rn/Nq9X6u8U2mG2u
4BLbzvPOiiLjzPqn9FFYgF5EcjvTbeuNx7lo96YWX5p26BA+pWttcXE4txDHHcsxdkEqCSmmqUPp
tyPMDjvXocbj3LUu96H5Wn1u7g+v3s8c1jeQQTWATkHAcM7M6vBbOvJWT4WFRvWmQNdGQvqlX5gr
5jNq5tLOw1HSBBIZ7K6tZbmZ5FjkZwvGWGNVeJTEvL9ptzTDEXspeURXhVxZxeU9IdY1WOFk0eSN
I2uFb1TSS8VilYwWRRWjDrvS86aQ/A/Wx42SHRPMhuraUeS7BZWT9+5tBWNaMVVyL34m5OR8HOlT
2Nco2Tur22jX1o/qjyBafW5IZJnkhtYVqx41iJNyf3j/AA9TxPHrth9K7qkGlX9jWC08gwwo8oMg
gigRPjZ0Mx43IDbRBjSrUK7V2D6V3TrTfMfn1Q1qnlWSytrdR6bOsPpsCdggjupG96Fdu+PpXdf/
AIr/ADH4I3+FpaPEZCK21VKhv3bD659slQB2+Ib0rR9K7sp8uXmtXmlpc6xZ/o+8kZv9DJQuiA8R
zMck6VanL4XOxHeoyJrokJma0NNj2J3wJYnceXfNtxdfXJdSthccFiKxHUoYSoLmohjvVjVt1+Lj
XY79KVfvPJy+LT90/wDTD/ife3J5NvRa24t9QmF4Iyl28l7qzxMSTJWNProZP3jdSzHj8NaADJHi
ramuJxWbEuHpuPt2XHybOlvFNBfXH6VDB7h5b7VXtWLU9UJAbz4Rt8FSQvhieKtqtAOPiNiXD03F
/d+ht/Jsj6cOd7cnVKSM8iahqsduXlUI1I1uyyrRfh+I8D8S7nH1V0tFw4+R4Pt+5XsPJ0EcHG8v
L2WX7KtFqGpoOPBF3D3cp5fu61r49yxJjfVjMxv038fwEHp/k/VrSUy/pFnkiEjWhkutVlQSM9V9
aKa+kWVQoGx96UByI4/JtJw7UJee4/4lk1gL8WkY1BonvAD6zwKyRE12Kq7Ow27Fjk43W/NqycPF
6b4fNgn5wvriWmknStWl0xnuHjljhW0dpxxEvEC8uLWOqrEx25N4DJBreeyX3mKxuEN35vi9MRTS
cLmOxIc2/AsaRX0Tv8CszBPs8mJp8Kg2ilabzrqUN1aJLrem28FzHHOJ5vQVd05Bq/pqvxUYIQCN
uuS4/II4fMq0vmbV0NxC9zaNHbOv1g/6PxgikLMzSqdX+EcF5160YfDUMA8fkF4fNfB541365Gke
r2y2EvqOLsGFYpDyA+Fv0z6lRJIsbfuvt/6wx4vILw+aHi/MbzPMss1tfpdWYmMMVzCbYxkt8Ma1
/TleTs6bFVPtvsOLyCeHzTvRfMWt6jCksvnLRrKaiibTbl3W4UuQkbVi1OdQsrMpTxDAdceLyC8P
mzvybDqMqG/n1211i2kVlhax9RoaMVdG5vcXAJ4+HjXATfRIFMllRnjZFdomYECReJZSe45Blr8x
kUvnzWdC1241fVZI7bTobGO5upgkmiT3Fy9yJiI5lVrJfUHAooZA1dxyJo2WiY/mj7f1sa80Pc6H
5nguZFiXTDZSfuVU6TNdn1AAZWkihsoSlWj3YyEAr03XjkHWy/Bl+tj4YQt/o3muzijmns9IuURo
olhGkyShhGGb1CkWmzOPUrWlaRsAQz8iMxskzI2WYFJxpf5UfmPLa2CtBoKWD27GRktbYSq8sXB+
KPZKvpyUWQoy1D7GqjiYJVrD8qPzTs7O5SKPy48jy/6JE1jBFGkavzQOY4mPFWd2QCrV3LdsVTrT
PKP506daPHbTaHG8rGWQLEtDIY5KHaBNlb0kVdyEB+InfFXpfl221mHTYv0vMJL0qBLEnp+lGRUU
jKRxVU+4wKmmKuxV2KrJxOYJBbsqTlT6TyKXQNTYsoZCRXtyGKr8VdirsVdirsVdirsVWyiUxOIi
qylT6bOCyhqbEgFSRX3xVcK0FTU9yNhXFXYq7FXYqgNX0HRdZtxb6tZQ30ArSKdBIu4odjiqWr+X
nkZSxGhWVXQxufRT4kZVUg7b1VFH0DwxVbcflx5DuZfWn0Gykl4el6jQqW9PeqVpXiamo74q1L+W
/kOWeO4l0GxluYgoinlhWR14Gq0Zqtsd+uKqp8i+VZ7eJb7SbOaZfTeRliCr6kZVuSAlio5qDSvz
rirT/l75HklilfQ7NpLfeBzEpMdafYP7PTtiqz/lXPkThJH+gbL05WaSVPRWjPIOLswpuWXYnvir
IUjjjFEUIOtFAAr9GKrsVdirsVdiq2ESiJRMyvKB8bIpRSfZSXI+84quxV2KuxV2KqV1d2tpbvc3
c0dvbxisk0rBEUVpVmYgDFUoPnvyQJBGfMOmCRgWVPrlvUhUEhIHPtGwb5b9MVV4fNflaYK0OsWM
qsiyKUuYWBR68GFG+y1DQ98VUF89eSGjilXzDpjRzkiBxeW5VytQeB5/FTienhirCNf/AD90bQ/N
l9o15plw+n2B/eatA3ONq2i3QCKVVSxqy059FrXcDFWo/wA+7GWHzJx0S5SfQXmEayyII50t54Le
Zi6CRo/Te5ViAjVX7PJvhxVmHkvzhL5kS/Mumyaa9k9uvpSvydlubSG7UsOK8GVZwrLvQjFWSYqs
uLiC2gkuLiRIbeFGkmmkYKiIoqzMxoAABUk4qkv+PvItFP8AiPS6OhlQ/XbfeNQxLj491Ajbf2Ph
iqqfOnk4IJDrunBGiNwr/W4KGFaEyg8/sDkPi6Yqox+f/IckQmj8yaW8Rf0xIt7blS5p8NQ9OW42
xViesfndpul+c5/L8mmTT2VvH6z6vA/OIqLB7+iDjxZiqqo+OnxcqjFULov5/wCjaw2qC00m7Bsd
Mn1a0EjRqbiK3kkR1ahPokhFYcuxO2w5Kss8nedpvMV1PBLpcummKw07UFEz1cjUFlJjKcV4mJoC
PfwGKsoxV2KuxV2KuxV5153/ADks/Kfm230G40qe6hkit57i/iYhIVuJZIqMvAio4LT4hXl2pXFU
Fp35+aRqGrXljb6PeenDZLe2VwzRD12exk1BYmXl+7LQxHi1SK7HjtVVP/IX5iS+a5/TfSn09TYw
6hFI0hcOs089v8KtHEwXlallLAFlIPEYqyOfV1h1QWLROaxJKJFV2FXcpQ8VIoOO5rt3ptirCPJ/
5zWWu635v0+/sBpVr5UuzaPftP6qyqr3SNK6mOL0hSyJpVvtUxRbLLbzp5au9YXRrO+iudSKeq1v
G6FljC8ixBIrSq1AqRUbU3xtAkCnLyxxoXkYIg6sxAAr7nFlbnlRHRGrWSoXYkbCu5Gw+nFXlh/P
/SofN915eu9Hu40iu5rC3voyHSaeO4jtkChljADNIeR5fDTvXFVFf+chdOl064urfQ7mWe3msE+r
BwS0Wo23roylEcmQMGi9MD7XGrAFiqqL1H865bHWPK+mTaERJ5i1e+0Z2+tf7zvYXaWpk2iPqc/U
LUqtKUqcVQP5yPrqeZdKWw0iPVbe4g9OQyadBd+iwm+J/Wljk4r6bE8K1JC8RuxVodQyE5DkaYJZ
3PmWaVWbyjCLaSFZY0l0ayhkYu4FSVhnVBHGQxDfE1fhHwkZOEMf8W3w/ag5cnQn5o6Ge8kWZh5Q
2t2ETKNIsuTyVdSIQbQck+FSJDxXi1SRxYCfBh8/l+1Hi5e/7UKdR1IxW5TyLJ600npvA+k6clBx
Vi6yG29Jlq/EVdSW2psaDgxefyH618XJ3/a1DqGtXMqQ2nkdDIOSXMs+nWEUMcyU5IrfUnkkUHkv
MR0JHzK18Me5l4k/5xX21/q8yWnLySIpbgoZom0q0JhRyi8mKWLCvJiONQ3QsFHLi8Me5fFyfzi6
7vdahhe4g8kpd24jd1MOnWAkDj4okeKSzjdecdCaAsDUcTsS8Me5fFn/ADi9m/K9Yv8AC4lS2Wza
eeR5LYWf1AoRRAGi9G1q3FQS3D2BYCuCh0QZE8zbGPzpt/NL3Oly6LZ2OqxokglsLy2tJpFYunxR
yXO0YdOVSdqoo77NAqJkcjTAYtP89c5/U8u6V6fONbZv0dpK1B9RpSRzckBEUIWCVZgCFG4eEdzL
xZ/zirfofznI8jR6JpEVugHwSaZpJlqyIdgJAjCNmJajVahVRtyZ4R3I8Wf84o6bTNXSETQ+VrKd
QG5ILfQ45CRIiDijx9GjZnFW7AHc7Hhj3L4s/wCcVr6Z5goTB5T04kK7cZY9EQkgkIBxgkHxbE1O
w8TtlkcUCOg+f6mJzZO8/j4ppZ+VtUu1gkXS9DtkY0ulu4tNjkTZT8Cx2cyyfaP7S9MjKEQaoFIy
5P5xVofJmqsE9ex8uxksBIETTnopjqWFbFKkSfDTbb4v8nI8Me5Pi5P5xZ95E0AaVa3EgktP9JKB
4LKC2hSN4y3V7ZIvULKy/aG3brgodAgykeZtPNangt9Gv7i45fV4beWSb05RbvwVCW4zF4hGaDZ+
a8evIdclHmGJeXf8rd8np+hf9yV4yQOZLe0GqaMz3PrM8EKTsLv1Jli3pV99mkLtmTwjfeG/v+zb
r/Yws+acRfnj5NZVSIiSUIjeiL/STJSR1jj+1egnnzUgnsR3IBq8Ifzo/b+plxeS9fzu8p84FdVj
+sfFHy1DR6mMiomAF8SY+IJZu2PhD+cPt/UvEe5N/Kv5i6V5i1KTTbe2lt7mKD6w/qT2Mo48gtAL
a4nk3JNCUA2PfbBPGANpA/P9Sg+TK8qZOxV2KpHqUIl12KsSSlIUdRJT4Ss321qr/Eo6frGKvnny
VI1vL+f8zGJl+tuyi4UyRBfreoKeaUao69B+OJYS5M2/LcK/mbSUiXSYobZdQlQWd5BNOY7lIyoa
NDz5hlJdm+I18FyIa4DcKnnDRI7/AM4eZ3vNPu77TAlokireWtpaLM1qEjlcXDx83Tl8AqVB7VOK
y5l6rpNsbXSdItirKYIooysjK7jhAVozISpO25G2Sbo8ky4rz5UHICgPeh6/qxS3irxL89ZIk/NH
8pVdOTSanMsbUHwt9asGr/wKkfTirJfzM1PytY61bPrWiHU5IbZbuGRriGKMLDMeR4TyRofSLhy3
avjxqQEEsYs/Nn5XayJAnk6yl5s0hpLp0hd5FVZ2Bhkk3VZFWQ/IbimGltE3nnj8s55LWG68uWNy
ty4e09SexdHYkKGiV3+KvIqOI8R33aRanfeb/wAsNLIkPlOxWazWqBZdPikj5okAoZXi48o1AG/R
fljwraPsL/8AKn6hbqPL2lWUbXRaG2cwBlu4iyVUxo6+qPTP2WqKfPCI+aDLyX+r+UcSTTnQ9GVb
qJ5LidilZIdmd3cxVZdwzEmnQnDwDvXiPcvFx+VUIuJW0fSiIf8AeqSVw/DiRcfvGeM0+IiU17nl
3rjwDvXi8mb+TtQ0y70qNdItIbXSIkT6ibWn1ZkYsf3XFESgp+z45GQpkDbAvzs0yK81XRmguNNg
vFhuEn/SDqsnpOAI3t+cU/xq3OvahowbbiApYjZ+UPK9mZHuPO2lNHCfUks/qttDHHGRxiSR1TnS
NV+Fhx3HgKZZEjqghF/o+xMwik/MqxhPxJ6ccNuX5ICz/bX9lXU0psAK92ayc41txX8P1MRBMbby
ndNaEP54jmeVIqXEdpGvFk+20Y9Nl/ed+XKnamVxketrUUTa+WZoYj6vmu3uX5EgPalfhChVXkgU
VJHNm4dSQABSl3FHul9n6kV7m4/LDIGQ+bIpU9Pgsj2oEvOrH1CVUJWjDbhTYe9YSlttaaCi/la/
kMnLzjaxKXX0hDYsCsfxhwxkaXk1GUqaAchuCKqYXJNRepeXX8uqlxb6KylVZZbhFLmjSDgrHn4i
Kn0ZCV9WQromdy5jt5ZBE05RGYQJx5PQV4LyKrVugqQMil4j5j0vzbqWtPqel6JqejWk6xstu0Ll
04BUjPp2mrJEp5uXYLGCV2fjTkVLD5Py885NOxl0bWLlwr20LLHMA5cSAS1k1v4RSlTIeQNKHsFD
JfK+i+efKtzcR6b5TvLy3mMy1vIba5JIoqskk+rl1Qqp+Fj+1Ud6qsgttb/Na21B5YfLEFrb+k4+
sxaVEZHIJKIOOrJJQEiodADQmoqMUswFt+bHqzk6loJhZW+qqbC8Dqx+x6h+usGA78aV9sUMl09d
QSziXUZYpr0D9/LbxtFEzV6pG7yso9i5xVEYqlNx/wAd8f8AMJ/zMxV87/l1EZ9R/P6GsB5Xzqou
yRBU3OoUDkdq/RXriWEuTLPyq1mxl85Wtnptw0kTae7X6ah+jzP9ZUDezNoPU4defL4aU75ENcKv
Zf560573zxrix+X7vWUMSRyi3PqRJI+nssErRGRV9RZCoBK041IHLErLmXq2hxTW3l3RIpYjDNDb
QJJC1aoy2xBU132O2SDbHkmUdxWWGMjeWIyVPX4So8P8vCUhXwJeG/n3/wCTW/J7/trT/wDJ6yxV
Ovzm0GLUNW0u6k/QrfVIZJCmrXr2UwReRd4HRgBwPFiWUjatVKg4VYjY+TfLtzFOdfvvK2nX8wmk
i9LUri5X1IOQElHuYWV4ByDsrVHHZlAoFU0/wJ+XxhguxrXlg6fBxFwwd1iPKExyDkt6Fo8bJxVq
gAd6jiqoj8svJTwQR2es+XVhjDrbsZruV2IcRt+8XUIzWMrEq15cWUU4kCirb/lz5SaL6yfMfl9b
v0pnubkS3XpcXWFWcp+kR8At1SvJuvF6juqpaZ+W/kr6pHcQ675Xubi0aS5S7Vp5IwshP71+WoOS
4lh/vC/RCuxqcVbtPyx/LO5jtIW1Xy9eLEvG2jjupynqV+sSmOM3ki0bmrUoTxoCSuKvYvKVlp1l
okVrYTW88cTMJJLVuUZcnkdy0hrQjqcCu1uwtbp5WkEfrRwj0yYoJJTux4oZxx3pTfbCCghhfm3U
l8r+XtOv7fQJfMN1cyJHLYw2lq11Gsg5s8oto3j/AHQBX4RxLUHLfljxFaCGGveYPT9ceQ45oWqY
TA9lzI9TgA8c6W7o3GjdCOu/SpsrQWC9833N/H/zqi2NtG9CEm05llQPIAxDW8jCqpHtyXZj3X4m
ytBuPX/OjOA/kC3QeoiN/pdmTw9MtLIKRcSA44IK/F1PAY2VoMj8t+vqVmk2r6PbaLcl1BtWW3uN
jFyb41VN1eq7DoAa70DxFaCefobSvCz/AOREODiK0ETplnaW004t1hHJU5NDGkdaFqBuHX2riSoC
zzPJNH5a1aSAO0yWVw0SxLK8hYRMVCLA8UrNXoI3VvAg75EhlE0bfPFv5u84PayyGLWLZ4HkWQtZ
60PspWNoohqjuqAvur1JJ4/CeIFfhDvPzcn81Luj/pR+pkGi/wDKyLic39vbX4WEwy289xBqTRNM
oPrA2s2rLzQ+mAooF+LqQNrcenEj9VV3ksMmslVcI+EYsruvNH5vrcQw2+mxOCHeWZdKkZAOVI4x
6up23xkdWrx7njsDOcOE8wfc44Nrbfzd+cUrSI+gejSF2jnewj9MyISteI1UyEOaEIVBC9yTQQSp
WnnP84FaGa70CSe1FyiXEcGlpFcNEBWbismsOq9eCyVYVFQrqcVZhF5y1GTUYrM+VNZSOQgNeOti
II+TUBYi7L+B+FTQHfoaKsmxVKbj/jvj/mE/5mYq8C/KK7tbPzN+et3dz3NrbQakZJrixp9ZRVur
8kxVBHLwxLE8mZ/l0PItv5tiTRrvWLq6u4J2jvL1Ldre49NV9UeusayuY+Y35ca9CciGuAF7Woee
r7ypbectYlu9EsdUuLeO3kvjqN/DayMBb1VLOJ1q54ha1aldhhKyG71PTJ9Mu9M042AUWLRxiKEU
qkb2/JEZQTxPpsu2ENo5JlGioqoteKqFFdzQbYSoXYEvDfz7/wDJrfk9/wBtaf8A5PWWKsk/Nny/
eazqlhb2urLphlt5Y5EbRG1VJQTSkkxiljiX4j8LUqenXFWIjyLDLqTRQ68UuFMs0En+GirRF5m5
Kkklsyg1G+/NwWLcgV4lVODyd9dulddatfV5reIU8ryfVaQTsHp6sLLu3NgVkD/EzcipACq+58uL
PLPHBrqwIZW9a0Xyu8glVU4yrSS0cyIYo6IwB+I0BNUUKrLvy3C8RWfUrUhGcSRr5Qup1cTMzybJ
EtYy8Zkqn+Rydhu6qIm8ufXaetPaC8s5FUXMmgXK15sR+69SzAZG40dozTj3WoIvBxdeL7GO6ceW
fyu8wROuopdaRyeZJYpF0qGB4REDFxjBgieixllTl0+WMji6cX2IHE9U0iwmsbIQT3JvJuTvJcNH
FEWLsSBwiVFoooo70G5J3zHZuuwK3PqTCCD0B6spJQqvx1bmGTjQd+2KvL/zrjVvJehS2UF7rkMd
zG1idLnlNw4e2kjil+sCO8ZwwcfEftE7sa8WVeUjy+sV7FH+g/MFxaJcD1J5Z3ktv3/qJIzxtYlS
ZI1YsVXjWRuTj4WwqqT+X5ReXRbyprs1o6OdRSO44wF55FaaSFYbQNK/pzFQ5KsyqUO9cVREljw1
Cx17/C2tXMlu4kveEqiglQrCqOLRBP8ADNwPpSAg05EgLRV6r5D8zTa7bW3l6fRNS0EMkl5G7fWk
WMJKT6X1pltm5lm+yvIEBgSV+0qyeL8vrSILw1bV/hdJPj1TUXqyVpXncN8Pxbr9k7VBpgVkkQkF
xJzIPwJSgI7t7nFUD5q1CbTfK+sajAQJ7OxubiItIkK84oWdayyB40FR9plIHUimA8kxNF47beev
Ok10iw+YdNccEf6uPMGjyMRT97002oRJaxF6sailKHktfBLvcnx4fzI/OX61195/852CD655l0pG
FBIYtYsZpOAG8qwR6O3EfCaFmC1NCRtQ8Ev533L40L/ux85frUbb83tUi1O1VNft79FlCTWkl/Zx
mRoyWnUiPS+dUUj4VZfmOpIhLv8AuYyzQIoQA+Mv1st1P837+x8rt5lOm6cdJWWOL622oXIjImCN
Gy+np8sjcklVvhQjrv0rNx1Kz/Oe/wBT1W30jSNKsbvUp5Xt1jkv7qGL1IxIzhZTp7A8Vt5D9HiQ
MVZHHrv5nG7VJPKdgtozOPWXWCzhRTiTGbJR8Vegc039qqsuXkVHIANT4gDUA+xoMVQcyj6+7cFq
IkAkoOVCz1Xl1pt0xV86/lQ8Q17893e7nsYzqJreWyGSaIG5v/jRBuxHhiWEuTKPyzv/ANK+dLO5
t9Su782dlLDfyXDQQwnmP3SW1sJpJAiema/DWpqxyIaocwqfmPrWvyeYtetNOktxYWFtE188kNkJ
kWW35H0ZJpopZG47ilKE0BriUz5vSvKFo0ei2UqyetBLHbTQSsvCRoxYxRBpFq1HLKTTkdu+SDdH
kE/+LmNvhpv417YpXYq8c/OhY/8AlZn5YuwBaO8nKbE7tfaanURS02Y9Wj8Of7DkFFM/89T2X6Ie
zujx+txXCI7RGSMF4WhozG3u41JaYABl3FdmAZSEvHrrSVcx/XtMkmhhmFzeSTaYzymkaxQ8B+hq
SNIqq0gQho605UWgKt6FotlfOU161ddKS3/cvJpZmaP0PTaSKK2Oi2i8HO3wkluPwqKHiq9AtY/y
g5RrD5fCm6hKgtol6vKGvoenIXthRf3YHB/2QDSlDgVUGmflEJG0ldCjX7Vy8S6XdLHycGJiXEIT
ky1UrWpWu1MVXvL+VtxG1zJpUhCBSQ+l3yufTHrxn0zAHbiTVTT7Ww+LbCqYaJN5D0m7aHR9Kk0+
WVwskkOl3kMbNPIEq8voLGaso5MzbdSQMCstxVA312LMXV3IxEFvAskoSKSd+KlyeMcVXY+yqTir
zX87PS1LyhpN6LS/vLaG/juVSxhlt7qL0g370xS29yaKf2ZEQHb4ugKrz62vkW0so77yF5ie7kki
QxG5unjCLx4tJIoiR1dJSW5r8TAq32cKrvqflpruS2fyJq9udPia2N1HNqwL26MkaxRmOPlIgUcm
XoGqRyBZ8VU7eG2Wzhc/lzqsV0eMlqRfXg48bWR0UMir6YVyYhEyBBz+EblcVei/ljfaNptjcLb+
V5vLIgMUczNb3FzLOsTSwJ6kqpydoq71J4gkglByxVlcX5iaDKFKveqGdI156Pqke71APxwr8Pwm
rdF7kYFZLEJBcSc2DHglKAju3iTiqzVHuI9Mu3tgGuUhkaBWUOC4QlQVLxBt+xdfmOuRnIRiSTQD
KNWLeSTeevM0F2dOTQ4hcTVSeRNPsqAiQqS0X6X5lfTKv3NG96DEGsgRYyQr3j9blcOP+bP5/wDH
WQ2GtmfTYIdU8jXd3eKGeZYLTTvQ9ZD8CoDeTIpKv8JMhpvyK9MvwZ4ZI3GUZf1TYcfIADsCB5rr
bU9KlJB/LXUYCrIiepZ6WAQ7UJBW5YBV6tWm3SuXNaYaN5qEUc0Vr5K1fTIkmKyL9Xso1ZwAGdVi
uW5CgA5AUPatMsxw4uoHvYylXS0BpOvyeW9PvGn03zHexM73Tz6rNYs0YWNE9ON5bmJVj+Dn/KCW
LMK5VqMmPEQJThcuW/P50nHchyKZ6J+ZOl6tqUGnLY3drNNEZy8xtWjjQCvxvDPMv2vh+Gu+Y89b
giLM4gf1g2eHLuLLcyWCV3M8p1g2ociP6t6lABUMXK13GKvAvyi1ebRdZ/OrVLSNp73T7wzSRmMz
M0kd5qLGqo0fP4aV+IYljI7bM20HVDqv5g+X7p73SruaSxvLlv0PCQwWSOMA3chmlod/h965FrG5
Cz81L3ULbULa5h8mQaqtkiTLqtza/XEYFCOB9IeonEmg6mv7NDXDLmiRN8np+hyXUmiafJdx+ldP
bQtcRFPTKyFFLrw/Zo3bthbY8kA3lLT1vfrn1i55G5+telzX0/UaRX6FegI8e/yzFGkj3n6uL3b8
W3x+Pm5f5uXcPp4feKr8e4J9mU4zxb87jGfzQ/K1TQut9KwBXkRW904Ag+nJx778k8OW/BpAbFBI
Zp+YPlS61Hlq8N5FCLG2esMsFs1VjDyt+/mjlZQ7BAegAFfYzhllEUCgxt4PHe6zZzw2v6M0mt1I
WtTNf6IpkavKN41+r8irGQpEQAf5gO1h1WQ8yfmx8MPRtL/MLz6bNXvfQjZQA5W806WjcyrhmVYo
wIhTkfEMKbAtTY7mVHvU4fzU83TWUN0slmqvKglDX+m0W3lmaGOYOKo3Ir9mviASRQtjuWj3oH/l
b/n8Wn1l49MijEkUZll1fTUhPrIki8ZCm7BWLMpA+EVXnXGx3LR70QPze81sqcZLJWkYKjyajpSx
H1ElMQ5qznkXi9Nhx2blxLhScbHctHvRkv5l+cU1BNPWS0+tzJzgjkvdPQsWkKpt8TBQqs8hpUAf
CH3o2O5aPe9P8vSy3EElydXi1eBz6aSQLFwR4mZZV5xE8jy+Eg9CMiSEhW1GW8iFy9mnrXawAwQM
xjR3BfirSCOYoCe/E/LAl51+cWnXGs+UtOg1HS57y8e5YGytZCVjd4ZYlk9ZrXdAH+IlFIrUVICs
VeX6ho9vHDfGHyZrjmdAHC3JPryCNUjFwyosrL/eI45su3PfmCVU1s7BdPu5lTyTfOtqzvaS+naX
Ekq3LlGpK9svALH8IDSbRj7IC1KhZoukXeqazH9c8kiztwgSY3MFlJCohj4xxh49MMkpLJvxHFRx
IJHw4pen/l1Z6fBFHIsD2moSKplWOzaJeHp+n/eG0teZrEFpx2CjYYoZ5y/4tm/5F/8ANmBLoDWe
T4mb4U+2vHu3suKpX57/AOUH8xf9sy8/6h3y7T/3kf6w+9EuT5DF1fabytoJprSaeJGuvSnoksMy
JNECI6bcWBILHfwIOdDE4s4PKYBMdx1GxG7SJSgQQSC+iP8AnHq6ubvyfqNzdTPcXEuqTNLNKxd2
Y28FSzNUk5qe04gZAB/N/SWeI2HqGa5sdirxn/nIW1jutR8qW8lvJdLKb5fRhlSBySIKH1ZEkRAp
3YstKV3HUbPQZRjhORNAV59/T7vNrmLIDw9NU1i0a4tkv5kDK1tcLDOWjdAoiZOUbFHQrGq9SCAO
1M2scOKVT4RfPeNHv6iwftajOQ2t9rZy7kpNOKeZGahP+hL+ErfRhRTxj/nG0rJ+Yf5vGilX1eM0
AotDdX/QHtgV6TfeR9Q0m+utc8m3kdhc3I53uk3cfq2NwVH7JWktuxHeMlf8g4qAFbSvzDso7iHS
/Mtq/lzVpKLBHdsrWtwaf8e12v7qT/Vbi/8Ak4SoZhiqANxI7RsSA3qSJxHcJcIgPU9sCUwxV4p+
c6cvzZ/LduHIxXBblw5Ba6jYJXl6UvH7VK8o+tOW/B4kWQkGvi9Z8zQ+v5b1WHp6tncJURrOfiiY
f3TfDJ/qnY9Mkh8332latYXImtrOazuhccBJF5YtrmeQKJOK1jKrwkEALD7QZt+C0GFVex0q9udW
lV9Lu3Ec7lpH8t2NuscrLxeaM8fVKyMw4H4nDIvJqHFVOe0vhqVnZzaRJf2koQpHb+WYBaRyHhEG
nR3MissAI5FiFFDwqu6qHvbO+Ek6XWh39yr3TJcXMPlnT+Ek3KQs6RSvzokctFkaoqFr+0HVRM1n
ewyTyvpdyLqKQ3MckflqykkZDzmEEjpIxZo5jGuzBjQEUWsmKo6x0nU4muJL2CdjR4ysvlqFFaa1
l5/WE9BqMHkkLhTU8qlCu6hV7h5Be8fyfpb3cJt3aEGOBrZbNkiO8SNbo8ixssdAwBAr2HTAqt5l
u7SztJJL2REt7lRbr6kbTIX4u45oiOStB4j54q8m80+Zfyt1/wAuad5fXVrINazFFsY/rdgqzfFB
IBBHbSSohaRgY224kkniDhVA21t+V2jX31m4vdHR9SC3POS5knV5YnCl/wB7aPHC4l+0w4saVI64
qv026/LS2s5ETUtDtxLJEss0QQ1ZAZ4fUZrFRxVUDJI23LYGtKqG57/8tzBGkuraJNZvLMPrFInP
NmWaVeIsHUjnwdm5AV3PbFWR2Gu/kza2tIb7Tnhvbhi7LEAsz81YcQkFGMbNH8Q6EDfbFKkL7/nH
21uYLSNdHiuJD60EUUChjJBIY1NEg/vVdmVB9vrx74FenaJqNvqUBvraUy28gVUZlZDVak/C6RMP
tDtiqF85tay+WtT02S7t7W41Gzube1NzKsSl5Iig3bsC4rTJQycBEqJrehzPzofMoIt89N+Vvmto
o4jr+hhIRSPjeIrAUApyEYbfiK75m/y4P9Qy/wDSr/qqx8I/zh9v6nq35Q2Nn5R8tXOm6rq+mtcS
3j3KmC6R14NFEgqW4b1jOY2fV/mDxcModKlw3/sZSH2pjDh2u0z88DR9a09ntPM9xZXVvFIIINK1
OCyMzs8cgDOwkWv7niCdgGbxylkhfIMenaZG2q6l5ku2v9RhT6zo+pavBqEFo4NSIWUItfEjbFUm
/OLRm82Po0mha3psMmn/AFn1Xmu0jP74RBePHn/vtq5kYNd+Xu4TycX83h2rv4pR+y2JhfWnm0n5
UeZ5lZZtf0VlZg7L9eUAsq8QxAQVNNq5eO3QP8hl/wClX/VVicJ/nD7f1Ppqz1PTb3n9Su4br06e
p6MiyceVaV4k0rQ5gNiX3C/87IxHU2SjepG0rdvpw2rxT/nGQynz7+bBmKtKdVh9QovBS31m+rxW
p4ivauBXvs5lKmNY+SMjAvUCh6AUP01xVRu9N0/UtNNlqFtFd2cyBZbedFkjYU7qwIwlAYqfKfmb
y5WXydfi5sF3Pl3VZJJIQBvxtbv45YPAKwdPYYq858pf85A/pP8ANGTQtQgWx0i5YWdkpaNjHeic
sxeRCUYSseAKsQaKR1OISQ9XbzzEL0J+jLs6eb/9FnUh6PpC59X0KcPU9Xh6vw8uGBDzn86I+f5u
flmPTL/6U3FgAQhF7ZOSaxyUqqMNmT/WpVWaPRJL1TzjLHH5V1cNNFC0llcrE0xkCcvQdt/SKykA
KSfTPKgNMVfKEuu6LCzRTyeWXhtG4W6ka36Tw3KFyDbrzD+oY0dmqyq2+7EYVZJaWWm65I6R3Pl9
9OsE9S5uNQv9SaJBIskcXFrtooZ6yqS0iNXjWPb9pVEal5Pskmf6zdeU45LV7aJll1m6t4hGYSpg
aFbgrFyQyGPZhxJHE1ZiqrT/AJazFJhOvla2WdkR7s6le8pOX7r95Gs8XKaVpX+Jpm2bgS1SxVRm
teW9BMsX6R/wgrSzW76gt1q8wdnhjPJVLMtTGHjO+zKxFF5VKq/RPy50+2kisdaj8u3NtBFMLGOz
1e8tplWQhJfTWV7iicZn9Qg1LFOlKlV7xoNtY2uh6dbWColjBawx2iRSGaMRJGFjCSH7ahQKN364
FR2KqBsLEkk28RJ3JKL/AExVa+maa4UPaQsEYyIGjU0diSWFR1JNa4quawsWQo1vEUbZlKKQdqbi
nhiq1NM02NPTS0hROTPwWNQOTnk5oB1ZjU+OKuOmaa0vrNaQmXjw9Qxry41rxrStK4qqCztAQRBG
Cp5KQq7HxG3XbFVXFWM+d/LOpa/ai1sryfTw8MkMl5ZXb2N5HymgmUwzLDcUr9XKv8P2TTFWr3Tf
OtxZQW8WoPZzQw+lJeQ3FsZZXrGfWkEumSxB/wB2woiKnxt8P2eKqFuZNV0aOIXmrQ2Ubz3E4+t6
lF+99a8W6MfK4smb04lJt0VCOMTU+0EdZRgZchaDIDmxq+8/W9ibx5vNhdbuaQQJBJDcfVaLIvGE
Q6RIxjUyKytNzqUX4iOYa6OlyHo1nNEdUcv5paFqcnqW2pW9pNbFasbm7gDIZo2dPTubH05Ofp8C
wUuqluLJUnGWkyDoozRPVPri5v8AzLpd3Bpt3bLHPDLaPeaXqh9WIyqKvHItrIElQbo37Na5TKBj
zFNgIPJemj+Y1vLa6MjO9vPLO0Z1KT0pVk9fhDJGLQIY4vrR4UAY8I+ZbgMilF+W9I1Owkma+k9Z
mhij9eS4e5mkkWWaWWSRmigVeTT/AApGoRR8KKqhVCrV4o/xG7KKu1lGpDE8CPWbam4HU1NMRzUv
A/yLuY7Pzj+a8zuYhHq4o0auxBrqYFAiswp8skAZGmPEIiy+jrfULe4hikhDmKaMSRuUZRR1Vl2Y
Btw3ht33wEUaSDYtBLPPDecSs5SXkF4oWRT6cIG+/HflQmg65KmN8kVBbco54ZlHoyhgVQcAQ7uW
2B6kN8TV3O+2ApDAbH8ovIlvpEVyvlq1GoRxu3xwln5rIOJ4HvxGC2SuoI0Q+H+KwB9GsnFDH/zl
DD80vy0YEgNesm6ow/3qtHNOasVPwD4kINCRWhIIS9fvLf6zaT23qvB68bx+tEQJE5qV5ISGAZa1
FRirz6f8l45hNXzf5gX6w/KSl2hCgo6MsYaMhA3q19qLSnEYqmOk/lba2epXuoXmt6pqEt5xCxS3
LpDEF2JjiQheTACrGp8KVOKoy98haNw9f1dTlMHKSO3hvrhann6nEAyKrfF0DmlNuhIKqyT8sfL0
iFGutUoeNSNTvVb4VCj4hKG6LvvudzuTiqLj8i6OnILcX5DMWYve3MjGpqy83dnCkfDQHYdKYqh/
+Va+XOKAy6gzRyrMsrahdtJzQKPidpCzA8FJViVNBtirKURURUUUVQFUddht3xVvFXYq7FVk8jRQ
ySLG0rIpYRJTmxArxXkVFT2qcVXgkgEihPY9R92KuxV2KuxV2KuxV4n5h/KzzymvXOsRyrrzXMvw
hZ/qzlHA9RJ0cj9yY+cHCOavEjtVc2ePVY+Hh+n8fg8nFlild80pvoPMciwtN5R1WLWorMQLf2LS
wROqj/RJJI4IOPqW/GNgquvxIKgDYWRMf50eG+v29erAgnobRf8Ahq31u5lE3lW90a4uVnS3d0v5
re2QsszSCNI4kUqrSehGrcS5PJR8NcbEJ4ySckZAm6qIPcN736WTvVU2y4ZUOEg/E/jyUNJ/KT8w
H1qLhw0W1tgRDqUUiqwjaQ1EfpkXLPxclfVoePwlhQDMierx8P8AO8vxt8msYpX3PfIkZIkRnaRl
UAyNxDMQPtHiFWp9gBmpLmLsVSLUiv6c3BIS2SRqKzmizctgtST8OIV4j/zjdcRW/nr81DxkKPrF
vGnwuzjndXyqX5fEPct9OGkPS9ClMPnXzZMAHSd9LMRB2ZHhEfIEV6HMnKf3UP8AO+9w8ESM2T/N
+5lM19bROsbPWQsF4rvQlkXfsN5V6+OYzm0sg1CKVyhHChAqx2JKxsKf8jQMVpFYoSCPyRoUd812
n1kc7o35tjdTm3+sl/VMggLmMfvPj6UrirCvzZCn8w/y1J6jUZCvz+sWY/VgSHsmKuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVK5fqn6eavq/WfqqdOHp8PUbp+1yr1
7UxV5h+Sv/Ku/wDFvn//AA3+k/r36Qj/AE3+kfqvoev9Zu+H1T6v8XH1PU/vN6cMUMt0X/C3+INY
+r/W/W46d6nq8fR48B9X9Gn7zw5epvX2y+d8EeVb/guPjrxJ87293Lp+1Ov9wP1gV5+vUU5cq1/c
U6/88v8AOuUOS3/uBq32q+pHy+1/efufT/5l/wCdcKo//R/8v8MVd/o/+X+GKvNvzN/wj/jr8v8A
9K/pn9IfXpP0V+jfR+qep61rX9Iep8Xp8/Tpw9/bAr//2Q==
uuid:b6517fe5-3098-45a9-9b73-0eeaa3fa90d1
xmp.did:DD429E50CD7BE711870DA61B77FA0708
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:10c059a8-2699-4b6c-bcf0-882910af8ec0
xmp.did:9F5C68369D71E711BEA1D0B5190E7342
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:26E694010470E7118BAAA11E951F0157
2017-07-23T17:09:48-07:00
Adobe Illustrator CS5
/
saved
xmp.iid:27E694010470E7118BAAA11E951F0157
2017-07-23T17:10-07:00
Adobe Illustrator CS5
/
saved
xmp.iid:9B5C68369D71E711BEA1D0B5190E7342
2017-07-25T17:56:09-07:00
Adobe Illustrator CS5
/
saved
xmp.iid:9C5C68369D71E711BEA1D0B5190E7342
2017-07-25T18:07:15-07:00
Adobe Illustrator CS5
/
saved
xmp.iid:9D5C68369D71E711BEA1D0B5190E7342
2017-07-25T18:07:29-07:00
Adobe Illustrator CS5
/
saved
xmp.iid:9F5C68369D71E711BEA1D0B5190E7342
2017-07-25T18:13:51-07:00
Adobe Illustrator CS5
/
saved
xmp.iid:DD429E50CD7BE711870DA61B77FA0708
2017-08-07T17:05:40-07:00
Adobe Illustrator CS5
/
EmbedByReference
E:\IVC\mathxl logo 1.jpg
EmbedByReference
E:\IVC\mathxl_logo2.gif
EmbedByReference
E:\IVC\mathxl logo 1.jpg
EmbedByReference
E:\IVC\Math 91 course ID Fall 2017.jpg
EmbedByReference
E:\IVC\Math 91 mathxl Fall 2017 Instructions.pdf
EmbedByReference
E:\IVC\IVC Math 91 (CRN 10110) New Syllabi Template Fall 2017.pdf
EmbedByReference
E:\IVC\IVC Math 91 (CRN 10110) New Syllabi Template Fall 2017.pdf
EmbedByReference
E:\IVC\IVC Math 91 (CRN 10110) New Syllabi Template Fall 2017.pdf
EmbedByReference
E:\IVC\IVC Math 91 (CRN 10110) New Syllabi Template Fall 2017.pdf
EmbedByReference
E:\IVC\IVC Math 91 (CRN 10110) New Syllabi Template Fall 2017.pdf
EmbedByReference
E:\IVC\IVC Math 91 (CRN 10110) New Syllabi Template Fall 2017.pdf
Print
False
True
1
8.500000
11.000000
Inches
GXOBAA+Cambria
GXOBAA+Cambria
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
XLWBAA+SymbolMT
XLWBAA+SymbolMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
BUZAAA+CIDFont+F2
BUZAAA+CIDFont+F2
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
GISAAA+CIDFont+F1
GISAAA+CIDFont+F1
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
EEKAAA+TimesNewRomanPSMT
EEKAAA+TimesNewRomanPSMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
KEDBAA+CIDFont+F4
KEDBAA+CIDFont+F4
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
ArialMT
Arial
Regular
Open Type
Version 6.90
False
arial.ttf
TDABAA+SymbolMT
TDABAA+SymbolMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
SIUBAA+Calibri
SIUBAA+Calibri
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
GIWBAA+TimesNewRomanPS-BoldMT
GIWBAA+TimesNewRomanPS BoldMT
BoldMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
RWSBAA+Cambria
RWSBAA+Cambria
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
PULBAA+Calibri
PULBAA+Calibri
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
WRBBAA+CIDFont+F3
WRBBAA+CIDFont+F3
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
VFJBAA+TimesNewRomanPSMT
VFJBAA+TimesNewRomanPSMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
RUPBAA+TimesNewRomanPS-BoldMT
RUPBAA+TimesNewRomanPS BoldMT
BoldMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
PKLAAA+Cambria
PKLAAA+Cambria
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
XTCAAA+Cambria
XTCAAA+Cambria
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
WLDBAA+TimesNewRomanPS-BoldMT
WLDBAA+TimesNewRomanPS BoldMT
BoldMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
NBIAAA+Calibri
NBIAAA+Calibri
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
FLDBAA+TimesNewRomanPSMT
FLDBAA+TimesNewRomanPSMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
NXMBAA+TimesNewRomanPSMT
NXMBAA+TimesNewRomanPSMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
OQOAAA+Cambria
OQOAAA+Cambria
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
ZLQBAA+SymbolMT
ZLQBAA+SymbolMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
QDGBAA+Cambria
QDGBAA+Cambria
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
FZLBAA+SymbolMT
FZLBAA+SymbolMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
DWVAAA+TimesNewRomanPSMT
DWVAAA+TimesNewRomanPSMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
JKWAAA+Calibri
JKWAAA+Calibri
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
TimesNewRomanPS-BoldMT
Times New Roman
Bold
Open Type
Version 6.96
False
timesbd.ttf
TimesNewRomanPS-ItalicMT
Times New Roman
Italic
Open Type
Version 6.96
False
timesi.ttf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 6.96
False
times.ttf
KXGAAA+TimesNewRomanPSMT
KXGAAA+TimesNewRomanPSMT
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
UBRAAA+Calibri
UBRAAA+Calibri
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
FFZAAA+Calibri
FFZAAA+Calibri
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
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
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
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
43 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 56 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
44 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 59 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
45 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 62 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
46 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 65 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
47 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 68 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
48 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 71 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
49 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 81 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
50 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 85 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
82 0 obj
<>stream
HɊdEoٵW>(DZ4!
T%:="22(zR6\3{/op_~qq=lui-ֲ3?~53vS~s[mO\0"ç/~n|=9SxN[?˄׳ ?hl^zmso?{?ٿmݿo_]}7mB{Ll=hFywmǴc])}yy11oQVw{I6/[3Luɺ(wd{xw|{_cCFgev*l{moݕQ@g_{@?8w
fp'Ij"=g* C[Ўfzo(L(~/P9۰F0vq{&ZM!wB~xѸ,LxGz{?C-G\G{a}@X.T/BduwDPMx`ތa؋leV[fBIE]1H\?OXh"4H9Æ4YoPBȢtLx2 bPve x V<FTf|2Wqm8Xޥm*/\\ۚ2BHrق )ĮSync%pI[*m?`K^QxDK:ߜX^>G T`
YDm e1\ʃ 1BB_P8ş5@^JY 9S&
%LĐxV ~gBd$|AXU$o hPvfa.jZKq6L$Bpr]neiکd4sW WshfQ,:dBd#~eD⌚'F@̤֒>^IrySv(_WM7oj7͛~ $)ы}4'ut߶)RrUտ:`*Z,qE#!ǘ6Z
TdmR=.LmLq,xcrԡ#U-qY9p0e\Vgu.*ie5h*DKgylBfyJu1OkXO!m r/$`pc5Jl"(humIQs ZF8cA8-YZVof$Ґ.FQR*2^vǁSn9Zs8HHTRJg+8{}
mgn/C
nj?(OqT*P<fvAdMffFfoJQZ]wF~BS-tGw)<[bGBP?FF/nV ˠIJZk
{QBf@\]tEZ]#Zke`gv:Y*5sda~9n3uAY8OBT}Cy^1F%6#HZrL8
9tCܣ