%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
24exam
2014-05-07T09:01:50-07:00
2014-05-07T09:01:50-07:00
2014-05-07T09:01:50-07:00
Adobe Illustrator CC (Macintosh)
184
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC4AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWDfmh511/yyujR6LDazXOqXRtaXauUBPELQ
o8dN23zP0Omhl4uK6iL2cHW6ieMR4KuRrd55/wAr285/798v/wDA3n/VTNl/JWL+n9jr/wCUcvfj
+13/ACvbzn/v3y//AMDef9VMf5Kxf0/sX+Ucvfj+13/K9vOf+/fL/wDwN5/1Ux/krF/T+xf5Ry9+
P7Xf8r285/798v8A/A3n/VTH+SsX9P7F/lHL34/td/yvbzn/AL98v/8AA3n/AFUx/krF/T+xf5Ry
9+P7Xf8AK9vOf+/fL/8AwN5/1Ux/krF/T+xf5Ry9+P7Xf8r285/798v/APA3n/VTH+SsX9P7F/lH
L34/td/yvbzn/v3y/wD8Def9VMf5Kxf0/sX+Ucvfj+13/K9vOf8Av3y//wADef8AVTH+SsX9P7F/
lHL34/td/wAr285/798v/wDA3n/VTH+SsX9P7F/lHL34/td/yvbzn/v3y/8A8Def9VMf5Kxf0/sX
+Ucvfj+13/K9vOf+/fL/APwN5/1Ux/krF/T+xf5Ry9+P7Xf8r285/wC/fL//AAN5/wBVMf5Kxf0/
sX+Ucvfj+13/ACvbzn/v3y//AMDef9VMf5Kxf0/sX+Ucvfj+13/K9vOf+/fL/wDwN5/1Ux/krF/T
+xf5Ry9+P7Xf8r285/798v8A/A3n/VTH+SsX9P7F/lHL34/td/yvbzn/AL98v/8AA3n/AFUx/krF
/T+xf5Ry9+P7Xf8AK9vOf+/fL/8AwN5/1Ux/krF/T+xf5Ry9+P7V0P54+d5pUhjfQGkkYIi8bvdm
NAN5MB7LxDf1/YkdoZiaBx/a9L/K7zfqvmry7NqOqRQQ3UV3LbFLZXVKRqhrR2kNase+avXaeOKf
DG6q93ZaLPLJC5VdkbMvzDct2KvLPzu/3u8m/wDbVT/iSZtuzOWT+q6ztLnj/rh82507yrsVdirs
VdirsVdirsVdirsVdirsVdirsVdirsVdirsVRmi/8diw/wCYiL/iYyvL9J9zbg/vI+8PpD8hP+UO
vf8Atp3P/EY85ntX+9H9UPUdm/3Z/rF6Tmsdg7FXln53f73eTf8Atqp/xJM23ZnLJ/VdZ2lzx/1w
+bc6d5V6T5d8veWNX/L6yt7+RbHWLvUbmDS9TagjEixRMsE5/kkJoD+y3zNdXmzZIZiY7xERY+e4
dxhw48mCIltIyNH9DXlXyTcXWkaroOo2wtNTOsabaSSSIvqwpJ6vqcWPYqK7GjbY59SBKM4m48Ej
9y6bSE45QkKlxhAaj5+g07UJbDQ9F02LRbV2hSC6tY7iW4VDx53EsgMhZ6V+EinTLIaQyjxTlLiP
car3NWTW8EjGEY8A23HP3st0jy9arHqWr+WdJiuX1XR4L7TtMuIkuhBOboQzxosoPJRxYqT2zDyZ
jtHJKuGZBPKxWznYsIAlPHH6oggeaD+s22meevLtj+i9Nhv9X+pweYtNSCGaCGR7kpSNTzWJ2iYF
lXplnCZ4pm5VG+E2d9vt3ajMY8sIgREpVxCuW6nGr+ZbjzpZfU9Ot5bCEwWDLFb2iIFvlHJpDwUN
xFORPthP7oYzct+fM/wpBOY5I1HbYdOqTX3laXSPy2v5bwWct0+p2yxT200FyyoYZeSl4mfiCQNq
75dDPx5xV1wnnY7nHnpjj08rq+Ict1Lyl5fOseRNfSBbZb2O8svSuLmSKDihEvJRLKVA5UG1d8Oo
zcGaN3VHlv3MdLh8TBICrsc2UeU/KcWn2HluHUoLK6nuPMbLJJE8F2rQm0WkbvGXFOQJ4E+/fMXU
ajiMzGxWPzHVy9NpuAQEqP7z3/wpB5+GvjS2F6NCFqLgBBpn1T6xWjca+h8fGnXtmRpODi247rrd
fa0a7xOA3wcN9OaL1nyhpMXkj9EwJ/ztmiQprGqDaphvKCSLxrBGIWauw3p1yGPUSOXiP93I8I+H
691y6aIw8A/vIDiPx5/LZBanqNr5LstM0/S7G1m1e6s4b7UdUu4EuGBuV9RIYVl5IiqhAJ41JyyE
DnJlInhBIABrl1LHJkGmEYxA4yLJO/PuXWeoaamh3vnq+0mym1CW6j0zTdPWIJZJMkIkmuZIB8LH
iVotaciTTwEoS4xhEjVWT157C1jkjwHMYjivhA6XztvQNVg873E2g6xYWcd9Nbzy6Xqdpbx20sU1
vE0oST0gqvEyxkUI27Y5cZwDjiTViwTfP9K4co1J4JgWRsQGtb1KDyQbTRdKsLSTUxawXGq6neQJ
cyNLcRiX0ohKHRI1VwNhU44oHPcpE8NmgDXJcuQaaoRA4q3J35/oTXyv5fXz55f1ecWtrp8o1C1l
uXtIACkENq/rehEtWLSFeXBerHKs+X8vOIsn0nmfPa/c36fENRjkaEfUOQ8t697BPM+t2GoXEVvp
dilhpNipis4uK+u4rvLcSAVeRzuey9BmfgxGIuRuR593wdZqcwmQIiox5ftQGi/8diw/5iIv+JjL
Mv0n3NeD+8j7w+kPyE/5Q69/7adz/wARjzme1f70f1Q9R2b/AHZ/rF6Tmsdg7FXln53f73eTf+2q
n/Ekzbdmcsn9V1naXPH/AFw+bc6d5VPrnXrOXyVZaEqSC7tr6e7kchfTKSxxooBry5VQ12zHjiIy
mfQxAcqWcHCIdRK0/t/zU1H/AAqmn3I56zY3VpcafqRALvHasWSKdurcOXw17VHzxpaCPicQ+kg2
Pf3OTHtGXhcJ+sEUfd3qV9e/lhrF62rXY1LTLidjLfaZaxwyxNKd39CV3QorH+ZTT5ZKMdRAcI4Z
DoT+lE56bIeM8UT1A/QrT/mXDIurLb28lhE1jbWGgQwEH6ulrcLMrSOSp5HiWLAE8siNEfTZv1Ey
87FMv5QHqoVsBHypCXnm7QrrzboXmj6vNDfxXFvda/BGkfpSSwSq7S2/xjeVVqysFo3fJx08xjlj
sVREfj3+5qyamEskclHisGXw7kND5q09E83AxzV18EWdAvw/6UJ/3vxbfCP2a75I4Jfu/wChz+VI
jqYjxOfr5fNB22vWcXkq90JkkN3c30F3G4C+mEijkRgTXlyq4ptlksROUT6CJDXHOBhMOplbrDXr
O38natorpIbq/ubWeFwF9MLAJAwYk8qnmKUGM8ROWM+gB+1YZwMModSQnXk7zxpOi6bpFtdRTvJp
+ttqkxiVCDCbdIeK8nX4+S9DQU75RqdLKcpEVvDh+227S6uOOMQb2nxfZSja3n5aWmtWmpBtWu44
bkXE9rNb2yK6rV1Wqzt1k4g/5NcMo5zEx9I27z+pY5NOJiXrO99P1oyw/OPzN+nhe6mYbnT55Ct/
apa2qvJbSbPF6ojWQ/BsKv8APIT7Ox8FR2PTc8/mzh2nk47l9PUUOSnqGv8AkbX4YbfVfr1lPpq/
VdP1OGKKVprONj6KXMJdaSIlF5K5rhhiy4zceE8W5HcetHuWefBloS4hw7A+XS1Oy8yeULaO/wDL
ssN7deU7top4p29Nb2G7jTgbiNQTHRqkFCfs03rhlhymp7DIPkR3MY58IvHROM/O+9u11/yb5btb
qXy79c1DXLqKS3iv7xI7eO1jlXi7Rxo0peQqSKk0GMsWXKRx0IjoN7THNhwgnHcpkcz0WT695R8x
2VmfMZu7DWLGBLU39nHHPHcwxCkfqxu0RWRVoOQbfvhGLJiJ4KMSbo7Ug5sWYDxLEgKsdVv+LtI0
rSLyw8uNewyjUbS+0+6nEYcC3gZJC/Bti0jkhQCOOxOP5eU5Azr6SD8Sv5qEIGOO/qBHwCX+ctZ0
HW7uHVbC2kstRuU5avbcVFubjvJAwYtSTqVKih8ct02OcBwk3Ecu+vNp1WWGQ8URUjz7r8kp0X/j
sWH/ADERf8TGW5fpPuacH95H3h9IfkJ/yh17/wBtO5/4jHnM9q/3o/qh6js3+7P9YvSc1jsHYq8s
/O7/AHu8m/8AbVT/AIkmbbszlk/qus7S54/64fNudO8qyG212WGwjf8Aw9YTQRKsZu5LeU8ioC1d
xIF5Hv75jSxAn65fNzI5iI3wRrvpuLzQJZFji8vaXJIxoqLBKST7AS4nBX8cvn+xRqbNCEPl+1ub
zKYJDHP5c0yKQdUe3mVhX2MuAYL5Tl8/2JlqSDRhAfD9rv8AEx5hP8O6ZzK8wv1eapUryrT1enHf
5Y+B/Tl8/wBi/mTdeHD5ftdD5lM8gjg8uaZLIeiJbzMxp7CXE4K5zl8/2LHUkmhCB+H7XTeZvQkM
U3l3TIpFpyR7eZWFRUVBlxGC+U5fP9iJamjRhD5ftWnzUgUMfL+lhWqFb0JaGnWh9XD4H9KXz/Yv
5rrwQ+X7W180qysy+XtLZUALsIJSFBNAT+923NMfA/py+f7FGq/oQ+X7Vv8Ai2H/AKsOlf8AImX/
AKq4/lz/ADpfP9iPzf8AQh8v2u/xbD/1YdK/5Ey/9Vcfy5/nS+f7F/N/0IfL9qvc6/PbLG1z5Z06
BZRyiMltOgdfFeUgqPlkY4geU5fMM5Z5R544j/NKyLzI0qO8XlzTZEiAMjLbzEKD05ES7dMJw1/H
L5j9SBqCeWOH+l/ap/4th/6sOlf8iZf+quH8uf50vn+xj+b/AKEPl+1Xudfntlja58s6dAso5RGS
2nQOvivKQVHyyMcQPKcvmGcs8o88cR/mlRHmlCrMPL+llVpyYQS0Felf3uS8D+lL5/sY/muvBD5f
tc/mlEYq/l/S1YdVaCUH8ZcRg/pS+f7FOqrYwh8v2qeraxLJaG3l0OysDMAyTxwSxyUDA1Qu7Del
OnTDjxgGxIn4sc2U1RhGN+VJdov/AB2LD/mIi/4mMsy/Sfc1YP7yPvD6Q/IT/lDr3/tp3P8AxGPO
Z7V/vR/VD1HZv92f6xek5rHYOxV5Z+d3+93k3/tqp/xJM23ZnLJ/VdZ2lzx/1w+bc6d5Vm3l7WLK
00rT5JtWWGC0W6F9pX75nuVlPwxcApiYP4uwp160zAzYyZGo7mqPd+l2mDNGMIky2HFce+/JJfJN
/aWHmvTby7kWK2hm5SyPy4gUI34fFT5b5fqoGWMgc3E0cxHLEnkhvMc6T6tLIhtypC0No9zJFso+
y12zzfOp+W2Twio9fjX6NmOoNy6fCz9+7LLXzN5enltIb9gj2Gk+jp9/Gm/qmzaN7WYbckMjni/7
Lf5J2w5YZgEjrLcfHmHYQ1GMmIl/DDY/DkWJeW74WPmDTbtpTBHDcwvLKpIpGJAX+zvTjmZmjxQI
8nXaefDkibrcKOsXRu9WvLj1DMJZnZZGJJKljx3PthxxqICM0uKZPmyzzDqXlO68spotlcs1xoqo
1lO0QSOd3NLwI4q7eo7B15qtFSnhmJhhkGTjI2lz8u78ebnZ54pY+CJ3hy8+9KfK09j+jPMFjc3c
VnJf2cUVtJPz4F47yCYglFcj4I27ZdnB4okC6P6CHH0xBhOJIFgc/ex3MlxEx8uXlnZa/p15ep6l
nb3EUlwnEPVFcFvgbZtux65VmiZQIHMhu08xHIDLkCn2v3dqfL0kF1rcmr6lLe+vB6c8skJTiwea
SOVF9NzUKByr1rSgrj4YnjsR4Y13fY5eonHw6MuKV9/2+Sv5A17SNN0nV7W9uja3V5PaGyl+Mojx
x3Q9SVVB9SJXkQOh6g9GpQx1eKUpRIFgA3/sftToM0YRkCaJqvt+zvY55bvbLT/MWn3d6vqWltcR
yTcVD/CrV5BTs1OtD1zJzRMoEDmQ4mnlGGQGXIFO9VvFh0TU4LzXU1ue/njktFjaaTiyMWe5cyqv
pllPDj9o136DKMcbkCI8ND8Bycs6hISnxmR2/X5JZoH1Sew1PTpruKzlulhaCW45CMmKSrKWVXoe
JqNu3jTLc1iUZAXVtOnoxlEkAmufkVHzRdWl1r97NZyetal+MM1CvNUUIHAO4Dca75LBEiAB5sdV
MSyEjkmfnPzQmqelYWyg2Vs/qpMXdy7vDHG3EPsi/u/sqP4ZVpsHBueZ/W363UifpHIfqSPRf+Ox
Yf8AMRF/xMZfl+k+5xcH95H3h9IfkJ/yh17/ANtO5/4jHnM9q/3o/qh6js3+7P8AWL0nNY7B2KvL
Pzu/3u8m/wDbVT/iSZtuzOWT+q6ztLnj/rh82507yrsVdirsVdirsVdirsVdirsVdirsVdirsVdi
rsVdirsVRmi/8diw/wCYiL/iYyvL9J9zbg/vI+8PpD8hP+UOvf8Atp3P/EY85ntX+9H9UPUdm/3Z
/rF6Tmsdg7FWIfmH5Cn82x6b6GpnS59MnNxFMIfWJeg40HOOnErXMzR6sYbscXEHE1elOUCjwmJv
lbDv+VDat/1NMf8A3C4f+quZv8qx/mf7I/qcT+Tsn+qf7EO/5UNq3/U0x/8AcLh/6q4/yrH+Z/sj
+pf5Oyf6p/sQ7/lQ2rf9TTH/ANwuH/qrj/Ksf5n+yP6l/k7J/qn+xDv+VDat/wBTTH/3C4f+quP8
qx/mf7I/qX+Tsn+qf7EO/wCVDat/1NMf/cLh/wCquP8AKsf5n+yP6l/k7J/qn+xDv+VDat/1NMf/
AHC4f+quP8qx/mf7I/qX+Tsn+qf7EO/5UNq3/U0x/wDcLh/6q4/yrH+Z/sj+pf5Oyf6p/sQ7/lQ2
rf8AU0x/9wuH/qrj/Ksf5n+yP6l/k7J/qn+xDv8AlQ2rf9TTH/3C4f8Aqrj/ACrH+Z/sj+pf5Oyf
6p/sQ7/lQ2rf9TTH/wBwuH/qrj/Ksf5n+yP6l/k7J/qn+xDv+VDat/1NMf8A3C4f+quP8qx/mf7I
/qX+Tsn+qf7EO/5UNq3/AFNMf/cLh/6q4/yrH+Z/sj+pf5Oyf6p/sQ7/AJUNq3/U0x/9wuH/AKq4
/wAqx/mf7I/qX+Tsn+qf7EO/5UNq3/U0x/8AcLh/6q4/yrH+Z/sj+pf5Oyf6p/sQ7/lQ2rf9TTH/
ANwuH/qrj/Ksf5n+yP6l/k7J/qn+xDv+VDat/wBTTH/3C4f+quP8qx/mf7I/qX+Tsn+qf7EO/wCV
Dat/1NMf/cLh/wCquP8AKsf5n+yP6l/k7J/qn+xDv+VDat/1NMf/AHC4f+quP8qx/mf7I/qX+Tsn
+qf7ELl/InWUYOnmpFZSCrDTIQQR0IPq4/yrH+Z/sj+pf5Pyf6p/sQzj8vfJbeUNDk0tr39INJcS
XJuPS9HeRVFOPOT+XrXMDV6nxp8VVtTm6XT+FDhu92TZiuS7FXYql1xq/o63aaX6J/0mN5PXduK/
AD8EYoeb7VYbUG+KrNN103ut6vpZtZIf0U0Ci4f7E4uIhLyj6GimqntUfOiqWt51CeS4vMz6dcSv
KismmWoNxOzPJwCKI1qxHVqDYV8MVTibUnEmnfV4hPbX7lTNyKlF9JpVfjxNQQlNyNyMVUtR1trP
TdZvVtJJ20hJHECU5TmO3W44x12q3PgPfFUHcebY4vKs3mAWVxwiLr9UkRklXhMYS0q8WZFWnNzx
PFanfFU5sbn61ZW916bRevGkvpSAq681DcWVgrAiu4IxVAaZr632t6zpX1WaFtIeBDcuv7qcXECz
AxN3KV4sO304qlsfnbl5Gj80/o2eSSWMPFpVvWe4Z3k9NIgEWpev2tvh38MVTLUPMMFqmmyRwyXM
OpyxQwSRqxA9YjizClQOJLGtNhiqK+uz/pb6l6A9D6v631nka8+fHhw406b15fRiqEu9cnisUuIL
J55XvDZiCvE/DO0JlJo3w0Tn06Yqq3GsrDrVtpZgkZ7leaTBSU4qshckgUHAoimp6uuKqtjqcd3e
ajahCj6fOkDVI+MPBHOHA8P3vH5qcVUtS1g2WoaZafV3m/SMzwmVa8YuETSVagPXjSnzPbFUB/i+
L/Fv+HPqU/OlRfcT6HL0vW4cqfa44qi73X0tNOu76SB/TtJhC61pUc1QyVP7I51+QxVfe6wbbXNN
0sQcxqCXDmfkFEf1cIacSPiLep28MVdp+si81bVNPEDx/o1oV9Zq8ZPWj9T4dqfD0pWvfoRVVMsV
dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVd
irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVSfXb26S4tbKC5WyWZJZ7i8IVmWKExpwj
5goHd51+JlYAA7VIIVQf1XzN9WEn1m99fnxMPqaf9mleXL6tTrtTCqs9jr4uJkW/vWhRC0U1bAc2
oCF4/VqrvtU4FUxZ+ZOEB+t3vKRiJl56f+7AIANfq3xVG+2FWzZ+Y63FLy9Ij/uDzsP3vxU/5Zvh
233xVtbLzCZIFa9vVSQVnflYH0zU7U+rfF9GBVgtfM3oyObq9EisBHHz0/4ga1Nfq21MKqgsfMHr
Kn1699IpyMvKw2fjXhx+rV67VwKpfVfM31YSfWb31+fEw+pp/wBmleXL6tTrtTCqq1j5gE06LfXr
RxoWhk5WA9RtqLT6t8Pfc4FWCz8ycID9bveUjETLz0/92AQAa/VviqN9sKttZ+YwLil5ekxmluOV
h+9HKlf95vh233xVcLHzB6kCm+vQkigzvysP3Z7in1b4qe2BVP6r5m9B3+tXvqhwqxc9P+Jd6ty+
rUHywqqGx8wfWAgv70w8ORl5WGz8a8eP1avXauBVP6r5m9BH+tXvqlyrRc9P+FdqNy+rUPywqvNl
5h9adRfXpjjUmGTlYfvGFKLT6t8NfE4FaWz8xkW9by9BkNLgcrD90OVK/wC83xbb7YVa+p+ZOM5+
t3vKMj0F56f+8HKhP+83w7b74q1Lb67EFeW/vlgERkuJQbAmMgEleP1b4qU7YqjvL1/c3UFxHcOJ
ntZRElwBwMsbwxzo7INlbjMFam1RUUrQBU1xV2Kse8xKG1O2BtzdD6ldf6OvIFv9ItP5d9uuFWQ4
FdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqjeCQ2c4iUNJ6b8FanEtxNAa7U+eKpZ5c
Egk1QSqFk+sxc1WnEN9RtqgU2p8sVTnFXYqx7zFw/Sdt6lwbVPqV1WdQzFf9ItOy0O/TCrIcCvN/
zj/NqfyNFpmn6VYDU/MetSGPT7V6+mKMqVcKQzFncKqgivjtirznyD5//wCcgYb269by+mvWE+t3
VpfqZnMlpciQCaCOT1ZRDbxdFqhQeOKvRfzm/NyXyFYafbafZLqHmLWHMdhasWMS8eIZ3C8Xb4nV
VUUr47YqwG6/OX84/ImqaZL+Y+jWv6D1RiOdpx9WKnEuAY5JF5Rhq8WHxdmxV9CNcQJAbhpFW3Vf
UaYsAgQCpYt0pTeuKvAdG/5yS1rXvzVs/L2k2Np/he9vfqsF5LHMbmSNRRpFYSLGORFVHDYEV3xV
9A4q8S/NP84fzF0D8yLXyd5T0uw1Ga8tY5oI7lJTK0jeoWAZZ4UoFjr0xVRsPPf/ADk/JfW0d35L
06K0eVFuJFVqrGWAdh/pp6L7YqmX5k/m55w8g+fNLt9VsrObyNqbqBfxxTC6jFAsqs/qtGXjJD/Y
+JdhvuFVb82vzm1Py9q+h+XPJltbav5i1gpII5g8sSwy/DF/dSRnlIfirWgUV7jFXqmni/FhbjUW
ie/EafW3t1ZITLQczGrs7BeXSpJxV4Vof/OS0+o/m3/hp4LRfKtxdvYWN+qyfWGk+xE5cyemUkl8
EGzD6VXsvnHWLnRfKOuazaqj3Wm6fdXkCSgmMyQQtIocKVJUld6EYq8c/JP/AJyF1/zr5vPl/wAw
Wtja/WLeSSwezjmRmliozI3qyy1Hphjt4YpZl+ef5p3f5feW7S702KC41e/uRDawXKu8fpqpaVys
bxsePwj7XVhihT/If8zde/MHy9qOpazBa289pd/Vo1s0kRCnpK9WEkkprVvHFXomo+n+j7r1a+l6
T8+NOXHia0rtWmKpZ5X9P/cl6VfS+sQ8OVOXH6hbUrTatMVTvFXYqkGvrM2rWqwwJcyGyu+MMgqr
f6RaVqKjp164qn+KvMfzq/KO988R6ZqeiXyad5j0Ry9lNLyEbgsrhWZQzIyOgZWAPfbeoVeS+QPz
j80/l9qN/p3nHTBc6Te63fLqGswAh11ASKt2V4/unVW+LgFU0O3hir6c1CLRzCL/AFBLcw2Y+sC6
nCFYhH8fqB2+zx68u2KvnTzPe6l+fXna20TQo3g8j6DNzvtWcFfVZtmZaj7TKCsS9erNToFU+/5y
L8+mBLD8tdGuobK51cRrql5PKsMNvZseKo8rkBQ9KvU/YFN+WKsM1T/lX/l381/y4tNC1iwuNF0i
3RL3U4riBovV9WVpJZ5UYorOW5Gp2qO1MVfU1neWd7axXdlPHc2k6iSC4hdZI3RtwyOpKsD4jFXz
R+cUnmaL/nI3RH8rxRT68tjF9QiuCBEz0n5cqsg+xXvirOtC1L/nJx9c05NZ0rSo9Ia5hGoyRNGZ
FtjIPWZKTt8QStNsVTj/AJyJk8qp+VupjzAORag0pVoJfr2/o+mT0pvz/wAjlirxb/nFyTRV/MG4
XzB6v+IzZRroJuq0EQjFQnPfl9X4el29OtNqYpL3D8+fPH+Evy51CeCX09T1EfUNPoaMHmBDyDv+
7j5MD40xQ+btYtPIMP5I6Kun6zbN5zsrs6lcQISJv9K4o8QNPtRrHCTv+ycUvoSPznH5x/5x71fX
OQN1LoOoRX6j9m5itZEl27VYch7EYofPVrp915d8i+QfzL05Ky6dfz2t6B+0qXUk0Qb2dfVQn5DF
L0LzJeW35o/nhZw2b/WPLflfTvrzOKlHcxievhVpZIkYeCnChOf+cPv+UK1r/tpf8yI8Cl7reGQW
c5jcRyCN+EjGgU8TQknsMVSzy4ZDJqhkcSSG5i5yKahj9RtqkEdjiqc4q7FWN+Z/q36Qt/rJcQfU
rrmY6Fv96LOlOW3XCrJMCvNfzYtPzo+v6ZqX5f3FtJaWVWutJk4JJPI1R8bSlUePj+zyUg77mlFX
iGh+RPzU/Mue60vUbW30ry/D5hv73WbpSvKK+lcC6iRDJI7mPdYxTjvu2KXqX/OQ3lL8zvMemaZo
Xk21afRSrnVIEnt4OTRlfQRjNJGzKNzQbV69sUMV8q2v/OT3lbRLfRdE8oaXbWNuNlEloWdz9qSR
vrlWdu5P6sVes+YPyd/L7zZfJrHmbRhd6vJDHHPKLm6iHwLTjxhlRNvliry/zT/zjfpn/Kx/L/6A
8u/86VwH6e/0x/tc3r/ez/WPs8f7vFbe+aPpGnaNpdrpWmxehYWUSwWsPJn4RoKKvJyzGnucVeG/
mz5G/Nab83rDzn5M0iO+Gn2kUcMs01sieqPVVlaOWaFzRZMVV7fX/wDnLQ3EQn8t6csJdRKwktKh
a/Ef97D2xVvz1+XPn78xPzVsRrunmx/L7SHYQv69u5nVaF39OORpAbhlCiqjing2Koz89fyh1vWb
nSfNPkWEReZ9KeOL0oXjty0Me8Tq0jRxhoSKAd1NOwGKpJ5t8i/mp+ZPm7ymPNGgHS/Lmmxp+lwL
u0dWlJ5XLIsM0j0lEaonw1XFXoT/APOP35PsjL/hyJeQI5LLcVFe4/eYq87/AC8/LP8AM7yxoH5g
eULnTTNo+rWN8miXYuLYrLdGJ4Ivg9UMn1hGXd1FOIrTFKf+V/yn1ub/AJx9ufJOuWgtdadbmS3h
aSKThOJmmtz6kbOg5MFrRuhOKHfkD+U+t+TvKetya5aC21/VmaNYPUilKwRRkRjnGzoObuxPxeFc
VKM/5xv8iea/J3lfVLHzJY/Ubq4vvXhj9WGblH6KLyrC8gG6nqcVeq39PqNxyQyr6T1iBILDifhB
HjiqWeWactT4oYl+sQ0iJJKj6hbfCSfDFU6xV2KpBr5mGrWvosiy/UrviZePD/ei0rXlt0xVP8Vd
iq1Ioo+XpoqcmLNxAFWPUmnc4qo3+oWGnWct7qFzFZ2cI5TXNw6xRICaVZ3IUbnucVdp2pafqVlF
faddRXllOOUNzbussTgEglXQlTuKYqgdM83+U9VumtNL1uwv7ta8re1uoZpBx61RGZtsVXT+avLF
vp8moz6vZRafDK1vNePcRLCkyGjRNIW4hwRQrWuKqa+c/J7Wcd8uu6ebKYyCK6F3AYnMKGSXi/Pi
fTQFmodhucVWad558k6ncG203zBpt9cBGkMNteQSvwQVZuKOxoo6nFUYvmDQWs7S9XUrU2V/IkNj
dCeMxTyynjGkT8uLs5FFCmpxVWvtU0ywMAvruC0N1KtvaieRI/Vmf7MUfMjk7dlG+KutNU0y8nuY
LS7huZ7J/SvIopEd4ZCK8JVUko1OzYqg9H82+VdaleLRtZsdSljHJ47O5hnZV6VIjZiBviq+XzN5
bhWV5dWs41guBZTs9xEoS5anGByW+GU12Q74q1qHmjy1psk8eoatZ2ctrGs1zHPcRRtHE7cUd1Zg
VVm2BPU4qitN1TTNUs473TLuG+s5a+nc28iyxtTY0dCVOKonFXYqoX1fqNxST0j6T/vd/h+E/Ftv
t1xVLPLVeWp1k9U/WIf3u/xf6BbfFvvv1xVOsVdirHPMxhGoW5mjaWP6ldco1PEn/SLOm9DhVkeB
XYq7FXnP57w3915Nt7K3hc21zqFqL+/it5bx7KGJjN9ZFvF8UnGSNVI3G/TFUm/5x6v/ADCun3+j
avZS6dHZkTWqTWs8L3JuHaWa89SVUSkjv8MSqOA64qwvy7pUuo+TfL3l/TPLt5D5zsNXa6l1uSxk
t0tIhqEsxke8dY+QaBqBFY1+jCqpY6JqGnahp+va5o91e+XLHWde9e2Fq9ybee5m/wBGvGtaVlj2
oGANOvhiqO8tW+r6rqXleS5071dPh8yaiBcR6U2mxT2kmmoBcS2xB4iSR3Xk3WlMVbvNJ1mz8u+c
9J0PQ3Gt+YvNN5p2nTJB6PpWE0MPqyibhSOH01dA3Sp2rQ4qlno+ZfL2m2nlzU9CurWy0LzTput6
fBaCXUUi06SZ5Zoo5okHqeg4JpxB+LFXo/5lavZ+aPy2a30zSru+vNbnWz0mCa3nt5ILoSfDdS8l
V4UhK8+ZpXp3wKhvypi826Tpn+Hk0qBNQ07Upv8AFF/fS3EbXfryB1v7RxDKtw0sfKoZ14lQOh2V
eZ+QrPzD5Rt/Luu6xpdzcLZ6PqM2hQWlgySi+Z2ja1v2RTKwdSGjLEDfpthVOfJfkTzLYanJ5e84
aLIujed7KSPVrqOf63/uVid7lbyQrGotmYS8VBr8Sjc0xVXh8o28X5Z2Ot+ZJ9VHmS+1SK+u9ZWx
N9LDJY+rBam5tSpLW6RL9mm7NXFXqX5UXes3fkq1l1fT00659ScJHHbmyEsQlbhObY7xGUfGV969
8CsvxV2KqN6GNnOFjErGNwIj0Y8T8P04qlnlsMJNUDRiJhcwgxDop+o23w/Riqc4q7FWP+YGkXVb
Vo5xbOLK6pO1aL/pFp4A9emKsgxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KofUAhs
LkOxRPSfk4FSBxNSBiqWeWAg/SQRi6fWIeLkUJH1C2oSMVTvFXYqx7zGCdTtgLf60fqV1+4HI8v9
ItP5d9uuFWQ4FdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqjec/qc/AKX9N+IenEnia
cq7UxVLPLnP1NU5hQ/1mHkEpxB+o21eNNqYqnOKuxVjvmQoNStuc7Wy/UrqsygsV/wBIs+gBB36Y
VZFgV2KuxV41pP55eZ4ks117yxP9YuYtMDLaRSognvxcSsytIX5L6KQ0TqHLqW2wqncH5r6vq2ha
xdaV5du7G/06GN4l1CIsjvLIsQVUV4vU+ISjZx9mtaMDiqUXv5z+atPaXSb3QVGuWVEvrhQ/1UM8
TSJwjVnPKpiHH1SGJIDd8aQmtj+ct1eXFzbw+Wb1ns7tbOaVyIkNZBCZACGP2iDx3+Eg1xpLvL35
yS6joOoX11oksN3pdrYT3EKOWRnvQA/xFf3awMT6nKrKATTbFVG7/OHWJDCbDy3dqhYOTKATMkcF
vPNEnQIT9cQRuTRqN0pjSo7V/wAytYuPK+n635V04Xj3919SFpcJIXQ3ULNp87hWTjG7PC8g7I/U
EYFY3L+cHn8Wb3DaFHB9Zg9SyjkimSSJ/wDTVCSVdhIzvYghQq0Vh15bFWV6r+ap02wsbmbRLj1b
uG9lkg5AFXsX9Noozx/eO5HJenwfF7Y0qV3P562dvaiV9GnEheNAGkCxES3ItVlEpWnos5qr03Xe
mNKrRfnO9x6i2vly9klW3iuBGzBD+8EJ+L4TRCLiqN+3wfYUxpUfrH5pnT9Qgso9CvLl57SK7UrR
TWZGcClD8C8eDv2chab40qC0n82bptb+o6tpE1pDe3KpYzEfDFEmn2txcCZgDyKTXBVWA+KoHY40
r0nArsVQ+oekLC5MoJi9J/UC/a48TWle9MVSzyx6R/SRiBEX1iH0w32uP1C2pWnemKp3irsVSDX1
nbVrUQQpcSmyu+MUgDKf9ItK1B22G+Kp/irsVdirsVdirsVeRQ/mH+YGlreyXmkXep8byZXWS0u7
dLW0jmdUlDiyijkUxhfsyyHcMSqhqFVSx/M/8xb36td2vlCeW3njYiLjcRxOEtWuuaSS26OGZk+r
pyAVnoQaMDiqKtPO/nTzFpGr2N35Un0p5NFu5reW6t554mueTQxwyQyQjnzVg/pAMSKihwKltz5l
/MhPKgn0u2vbS50+IW0Fr+jjK1zPzlK/u1tomihEEcRQ+jGPj4P6Zq6lU/1DWvPkE2sWjGf9xf3M
1rfWuntLTTYdPt5kjhhPL15Wurj0/tfEVelONAFY/pXmn83bxY0MU8UsunzSq9xpUyIjKJmV5OaQ
f6SrpHF6WytXmqlCDhVP9M1nzldearaz8xaNL/h2Sxtnt3+rJOraiklvIJ5SnNoSkrNxVlXhw5/6
qr0PArsVUTY2TXq3zW8ZvUjaFLoovqrE5DMgenIKWUEitNsVVsVdiqjeFxZzlHETiNysjbBTxNGP
XYYqlnlwuZNULuJXNzEWkXcMfqNtVh02OKpzirsVY35n+rfpC3+slxB9SuuZjoW/3os6U5bdcKsk
wK7FXYq7FXYq7FWnRHRkdQyMCGUioIPUEYq5EREVEUKigBVAoAB0AGKt4q7FXYq7FXYq7FXYq7FX
Yq7FVC+4/UrjlGZV9J6xAkFxxPw1G+/TFUs8tceWp8YzEv1iGkRJJQfULb4anfbpiqdYq7FWP+Z2
ube5t76I+ki29zb/AFn0zKkUkrwyRtKoDERn0CrNT4aj54qs/wAX2/1cN9b0j6zzoY/0kOHCn2uf
o15V7cfpxVVbzbp/rTBb7SzCqk27nUFDO+1A6+mQg67hm+WKrf8AF1lwgP13SebE/Wl/SK0QV2MZ
9L4yV33C/wAcVcfN1lS443ukkqf9FrqKjmOXWT90fTPHfblvt74quHm3T/UgBvtL9NlH1lv0gvJG
7hF9P4x7kriqn/i+29Fj9b0j1wwCJ+khwKdyX9GoPtxPzxVUPm3TvXCi/wBL9DhUyfX1586fZ4en
Tjy25cvenbFVP/F9t6Kn63pHrliHT9JDgE7EP6NSfbiPniq8+brD1ZgL7SjEqk27nUFDO21A6+nR
B13DN8sVaHm6ypb8r3SQWP8ApVNRU8By6x/uh6h4778d9vfFWv8AF1nxn/0zSeSkfVh+kVo45b8z
6XwfDvty3298VXr5t0/1oQ19pYhZQbhxqClkfeoRfTAcdNyy/LFVIeb7f0GY3ekC45ALGNSBQrTc
l/RqD7cfpxVVPm3T/WIF9pXo8Kq/6QXkZOP2Svp0C8tuXLpvTtiqn/i+29FT9b0j1yxDp+khwCdi
H9GpPtxHzxVe3m6w9ScLfaUY1H+jMdQUFzUbOPTPDbwLYq1/i6x/0et7pXxH/Sv9yC/AK/7r/d/v
Ph334/xxVo+brPhMReaTzVgLcfpFaOtTUufS+A0psA2KtXPmmwkQRJqOmRpLCRNMt+DJHKVIPpoE
+MA0oeSk+GKojyuszQ3tzIJPTubhWgeZWjkdI7aGAyMj/GvJ4WI5b0oe+Kp1irsVdirsVdirsVdi
rsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir
sVdirsVdirsVdirsVdirsVdirsVdirsVdirC/O83nWPzJ5dGlfXV8us0w1h9MS0kuPV+D6usouwe
MH2+bRjl8tsVUV1L8x28464p08p5aktHh0OasRlS8tk5eq6cj8Fw8jhSeyJsKnFUZoer+a5Z/Kv1
+yukivNNuk1vnFCvpahF9XMTzcT8Cvxn48NjyFR0oqj9ai8xnzLoD6fczR6RznGsQItuY2UQs0Jd
pI2lFZAB8DDFWJflzP8AmxJ5t1BfNS3A0n0J2kE0dolul59a4262DQEzNB9UHxervy9ycVZLdSeb
f+Vh2SwrM3lY2En1oj6usK3XMlWLHncO3Gi8RxA61bcBVi2gz/m03lGEztdL5sbUoF1IajDZ/U0i
MlJxbC2+JrYLT4i3PuDXFUbZ3P5lHW/JK3rXCWEumK3mcRQWxU6h6S1ErFeUQ9Sv93QdhiqG0S4/
NuXR/ML3P1j69C0TaUt1HZRs7R3UzXEVv6YCmN7RYVjaYV5lvipuFU90nUfOiX+hnVbWZrfUI9Te
+iiWFhavJcxS6ck7jhT0bUvExSoLdeWzYq1+V8/nSbQLlvODTNqgvJRGJ4YYSsAROAQQBVZa8qMd
8VSbXY/zTg8u66dPu7q5vDq8aWZWOx+sppAMZlazX04Ynl4s4X1q7Db4uqqAlu/zkXyr5cKi8/Tc
q3/14JDp/MuJP9xv14PyijRo6ev6JBG9N6DFWTrqHn0/mQ8RsaeSjb/U1nDR+oLsR/WPrXEjn6W5
gp/Pv0xVMPJFv5ri025Pma+N7e/W547c+jFABbW7mCGTjEPtXCxeu29AXooCgDFWQ4q7FXYq7FXY
q7FXYq7FXlX/ADkF5+1TyR5etdX0+JZ5avH6EktxFGSzxDk31eSF2Kgmnxd8VeMeUPz/APzc836m
+m+X/L9nd3MUT3E5N5qMUcUMf2pJJZb1ERRXucVV5/zw/OmDzkvkubyxbJ5leRYU09rzUAWZ15rS
Q33pcSu/LlSnfFUNqH/OQf5r6f5mj8s3eh6emsyywwxwLqN5JGXuOPpD101BoADzFSXoO9MVUvNH
/ORv5p+VtdudC13QbOz1Wz4fWbb67qEvH1Y1lT44r50NUdTs2K2mHkj87fzo873Nzb+WvLdnePZo
j3LtfahDGgkbjGC8t8i8nb7K1qd/DFULZf8AOQH5wXvmoeU7by1A/mH12tTp/wBa1JXEsdeYZmvQ
iheJJYmgG9aYqiLX88fzluvNV35Vi8vaeNdsTIt1ay6ldxKhiIDj1pNQWE0r2fftiqH83/8AOQH5
teT9X/Q/mLQbGz1IRrM1uuoX05VHrx5GC/lVSaVoTWm/QjFUf5M/OT87vOkcsnlry3p98IX9J1Op
3UD8+POipPqMTt8O9VBxVV8p/m5+efmzUNSsNA8s2V7PpLenfuuo3qwo5YoqiZr8ROWKnjxY16jb
FUr0f8//AM4NY8z/AOF9P8swS6/6kkLae1zqcbpJDX1BIZL1FThxNeRFMVRmh/nV+dmuebbvylpf
li1uNesHnjvrYXuoBYTbP6cvOY33pAK/w15UJoBWoxVKvMf/ADkj+aPlvWrrRNb0C1stTs2CXFu9
1qZIqAykMt6VZWUghgaEYq+nfy21a51byvbalcEiS8htLoxl5JAhubC3ndEaVpH4h5WpVjirKcVd
irsVdirsVdirsVdirwb/AJy+hll8h2oiRnIlJIUEkD1IRXbFXzZ+UXnG68meaTc3tsZtB1CFrLXb
OS1+tLPZyEF4xEzwjkeNAS1B3DCqlVOH/MiXVfzik87X31/RLVQ8WmPp1vDcTWkSwG3t1WK4AiIC
n4/mStDTFUk/N3zBpXmvztc6x5f0qax054oYgJIEhkmkjQLJNJHDWNWdv5cVRf5p+Y9E86fm3feZ
EttQh8u6hLZ+sPRUXaww28MM3FCzR8/3bcatTpXFV35Tav5V8u+aZdS8w/pZ9Kt3Way062g5pcTR
MWt3vE9aFWWFqPwqat3p1VRvlz8yo9A8++Ytfl0mfzBHrryI17c+rZXKwzy+pMyi3ZuDONuKv0+G
tCcVXX/mzyVqn513vnTUNGvT5d9dr6DTFTlJc3EagxCb1GZUSSUc5AOQA+ECmKsRudTfzL5xu9c8
4/XmTUZJp7yWyjDTB2RvSWNZSF4K3BaV2TpiqbeQ/M9r5R0DX7y2tLtvOeoQ/o/SLoR0hs7ab/em
cPXn6zL8CUA47mvbFWR/kn+YPlzyvpepaP5qs9TFnPe2Oq2lzpi0l9fT5PUEUnxRlkfiO+3sfiCr
vLv5wW+mefPM3mK68rtdQ+ZrwSSN6s0M9tafWPWaNGh4ci3FC+4DcaH4SRiqJ0P8yvKifmV541G+
0nUbLyt5zhurV2suRvIRcOHM/wAbHeVgzugYqpagqopirEPzh81J518+XuuadZXUOnskNvaC5DNO
0dvEsYeU/F8T8a9T88VfbH5PAjyHpQIoRY6YCD/2yrTFWbYq7FXYq7FXYq7FXYq7FULeaZaXkkcs
3qCSIMsbxSywsFcqWFYmSoPAdcVUf0FY/wC/bv8A6Tbv/qrirv0FY/79u/8ApNu/+quKu/QVj/v2
7/6Tbv8A6q4q79BWP+/bv/pNu/8Aqrirv0FY/wC/bv8A6Tbv/qrirv0FY/79u/8ApNu/+quKu/QV
j/v27/6Tbv8A6q4q79BWP+/bv/pNu/8Aqrirv0FY/wC/bv8A6Tbv/qrirv0FY/79u/8ApNu/+quK
u/QVj/v27/6Tbv8A6q4q79BWP+/bv/pNu/8Aqrirv0FY/wC/bv8A6Tbv/qriqIs7C2s0dYA/71/U
kaSR5WZuIWpaRmb7KgdcVRGKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux
V2KuxV2KuxV2Kv8A/9k=
uuid:53fec027-e1a6-074e-b531-3d05d657a7c7
xmp.did:88174c11-7822-4e61-94f9-8768c3ddf18c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d1c078a0-2746-42b2-b0d1-25aedff8fb1e
xmp.did:1b6690ed-28a8-c141-9479-b6a9cf6be651
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:88174c11-7822-4e61-94f9-8768c3ddf18c
2014-05-07T09:01:48-07:00
Adobe Illustrator CC (Macintosh)
/
Print
False
False
1
5.000000
7.000000
Inches
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
<>/Properties<>>>/Thumb 10 0 R/TrimBox[0.0 0.0 360.0 504.0]/Type/Page>>
endobj
8 0 obj
<>stream
HW\
ߧ8/EzE>"^;CJo7
>k臢_-o.,ont{5/)%/?~f^TAj"eM/*I5Tg.~σ9?/FqػK_=<>4UTxn8Α5>V8"̰擏mGa|lwk VZ`],_%FTbZ