%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
STUDENT-P-S_SpecSheet
2017-11-27T16:36:57-06:00
2017-11-27T16:36:57-06:00
2017-11-27T16:36:57-06:00
Adobe Illustrator CC 22.0 (Macintosh)
196
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADEAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8APMkh2KuxV2KuxV2KuxV2
KuxV2KoDW9T/AEXpc196Xrejx/d8uNeThetG/m8MlCPEaadRl8OBlV060HnC7s4LuHRIjFcRwzRA
30Icx3AdomK0qOQhc7+GTMAOrjx1OSQsR/2X7ETJp3nuOWaKTQYke3LCat9DRQhQMxalKAyrU++D
gj3svHyfzB/pv2ION/OkvomPy4zpPdtYxuLlOJlXieVeH92ea8ZPsmuxw+HHvYfmsn8zrXP9iG0X
U/NGs6g9hYaDzuEBNXuo40YLMLclJHVUcCVgvwk4TiA6sYaycjQh9vw7kTezebLNoluNFhV55o7e
FPr8FWkllaFAopuOaHcbDqdsAxg9fsZy1WSPOH+y/YixYeefSaZtCiWJX9Pm19DxLAuNjx3H7ptx
ttg4I97Lx8n8wf6b9jGdW88XelXrWd3pqesqRyH0rpZF4yoJEIZEI3VgcsGC+rjZO0jA0Y/b+xB/
8rN/7Vv/ACX/AOveH8v5sP5W/o/b+x3/ACs3/tW/8l/+veP5fzX+Vv6P2/sd/wArN/7Vv/Jf/r3j
+X81/lb+j9v7Hf8AKzf+1b/yX/694/l/Nf5W/o/b+x3/ACs3/tW/8l/+veP5fzX+Vv6P2/sTryn+
eX+H9Rkvf0J9Z9SFofT+tenTkytWvov/ACeGP5fzX+Vv6P2/sZn/ANDS/wChfWf8Mf7s9Ph9e/ye
Va/V8j+X35s/5U9N8PXv/YleUO1dirsVdirsVdirsVdirsVdiqC1jTI9T06axkcxpNxq67kcWDd/
9XJRlRtqzYhkiYnqh7XTtetYY4bfX7qOKGNIYlCxnikSypGBUfsrcPT5+wpM5PJx46QjlI/Z+pET
p5onMzS+YrlmuCxmb04atzADAkL0PEbdMHGO5kdPL+efs/Ul8fl/VIjAY9culFtcNdwLReKzvx5P
x+ya8B1FMPi+TD8n/Sku0vQtW0rUpdS0/XLq3v5uXq3ChCx5uJG6g/aYVPjict7UsNFwmxKV/BVl
0zXZo445teupBG8cqu6xs/qRSGVHZyObMHblUnfvj4nkk6QkVxH7P1IuvmkoyN5gndHf1GV4bdxz
+LejIf52+gkYOMdzP8vL+efs/Ux+88gxXtwbi51CWSYqilyiD4Y1CKKCg2VQMmM5HRx59mxkbJP2
KH/KtbH/AJbJf+BXH8wWP8lw7y7/AJVrY/8ALZL/AMCuP5gr/JcO8u/5VrY/8tkv/Arj+YK/yXDv
Lv8AlWtj/wAtkv8AwK4/mCv8lw7y7/lWtj/y2S/8CuP5gr/JcO8p75P/ACR0zX9Tls5NTmgWOFpu
axoxJV1WlCR/Pj+YPcv8lQ7yzb/oV/Rvqn1b9O3FPU9Tl6KVrx40+1g/MG+TP+TI8NWWZN+bn5Wq
XA1AP6ZlDmOyupAPQT1JCSkLfCE+Ll0I3G2VeGXNOaPe2fzc/KwO6HUowyI8jD6pc9I2dGp+6+Ig
xN8I3IBPTHw5L40O9dP+a35ZwF1lvSskQ5SxfUbsyID6VOaCHkv+9EY3HU061x4CpzRTeXzX5Qh1
6y0GaZItW1GFbmztZIJELxvzK1ZkCKx9J/gYhtumDhNWy4xddVXSfMPlXV9S1DTNOnhuL7Sn9O/g
EZUo3JkNCygPRkZSVJAIp1wEEJEwTQ6ILzB568h+XtSGmazdx2l6bY3oiMEr1gXnVgyRstf3L/DX
lt0wiJLGWWMTRKA/5Wv+WJd0W/V/TZUkdLO5aMM0xgUGRYSnxSKQN96V6YeAo8aPf+OTZ/Nb8rhG
sjapCquhkUG3mDFRClxXiY+W8cyEbbk8R8W2PAV8aPesX82/ytZqDUk40RvVNpciMCWNpkJkMPAV
SNj17HuMfDK+NDvRNx+ZP5c2+mWWpy38a2WoGVbSQW8xLNAwWVWQRl0KlhUOBg4CnxY1aGP5tfle
IWmbUAkaoZAXs7pOSLIsRaMNCC45yAfDXv4Gh4CjxorpfzW/LKMsPrwkKy+iRFZ3Uv7z1GiAHpwt
WsiFQRsT06jHgKnNFFa1+Yn5eaJqF1p2p3scF7ZLG1zALeaRlEpQIB6cb8ifVTZakVFcAgSmWWI2
Ja1b8xfy80n0Pr99FELq2jvrdlt5pFe3mSR45AY43FGWBz47e4xECVlliOZUJPzU/LFLn6udSiMn
rvakrbTsgljFW5OsRRUpU8yeJAJBopoeAoOaPepf8rc/Kuin9KRDnC9wK21wCI4jIH5D0vhceg/w
H4jTYY+HJfHh3pufOPktbjUoGnVW0iBbrUZGt5ViiiaNJVPqmP02YpKp4qxbfpg4Sy8Qb+SUD83P
ytLRr+kBWVUZCbK6AIkk9Jd/Rp/eAqfAgg9Dh8MsfGj3uT83PytdSY9QWQiWOARpZ3TSNJKrOgRF
hLvtG1SoIHfqMfDK+NFUsfzU/LO/v7aws79Z7q8mW2t0S0uSDK5oql/R4r0P2iKUPgceAr40bq18
v5n/AJbRX1xYNehr21ujYTW0dpcySC4UuCgVIWLCsT/EtV2648BXxo8rW2H5qfljf3ttZWepRTXV
5KILaIW04LyMyIAKxAUJkU1O1Pi6b4mBUZonqzD6ra/75T/gR/TINq5IYUNUjVT0qoA/Viq/FXl1
r+SLRW89vLr0ksEzajwhFuqRxJqNo1qRGivwQrz5txAVj0Vcs8Ro8HYi+9Jn/wCcbw9S/mIlmhkV
v9DFDNI05MlPX+xS6YcPl8WS8XyYflvP8b/rTOD8h0S91K/fWV+talbxWsvp2pSNUhls5U4IZnOx
smH2v2/8n4h4jIYN7v8AG36k2uvyU8pXPmtNakVhYrb+m2kIWEck5aYtPJIXLn4bhhxFPH2yPiGq
ZHCDK0X5f/K7TtKufMCz3RvNJ1xlppXD0YokVmahKNV2+ILz2JAHLkd8TO2UcdX5pX55/J/Q/MGr
C/n1P9HLDpB0zT7biCkfD1R67cnVpAkdxTjUeJOGOQhhkwCRu+lMcg/IGxs7e5gtfM0McEiAI0lq
HkjFtdtcr8f1hQVVmCybb06jpkvF8mA01cj+LtSvP+cfvLbgMvmhIbwRwxGdo0P+jx20MMYCesoB
JjL8u/ICm1S+Ke5fyw70bF+RGnNoj2DeZFkt2a0ilmSBRvbW93blR++YBn+v19uPeuz4u/Jfy4qr
/G/60d5l/LG28yaNoen6j5timu9Iac/WzDF+8NwyFFWNJU4BFjotSxPjgE66M5YuICzySs/kMiQJ
GPNkdvcWSSx2dxDbCN439eO6Z3rcsWZAh6FaVB7bnxPJj4Hmmek/k1Y2WuS6kvmFbi4uL2HUJA8Q
MjmC+W/ozetuWWiluPflTtgORIwAdev6bUvN/wCUFj5j8zaj5ii80RWpvvSdIDCk0cX1cWq8q+vH
yqbTfp1HhuxyUKpE8Fkm/wAbfqU9R/IhdUtra3uPNTz+jbW9npbG2hqmn20U0fp0jZPUNLs8ZO21
Q2Iy+SDprHP+z8FWl/KCxlF0p80oY7m8ub2OP0YlRBd280ACpHIicv31WZQA3EDiOuPH5M/B8+qR
w/8AOO2mz3FY/NiTu0FzEgW3RnJn9b4yRPuF+sfEKb06jJeL5NX5Xz/G/wCtl+m/l1NBL5hF75ht
bmfzFapp8pjs0jdJYLdLdaLJPOjhUSpjK1365Az5bNwxnezzSe8/JWyubG1tpPNAN1a2cVtBM0Ss
OVpezXhbgZq+mgmMYTl8IUfF2w+J5MDg8/xdoS3/ACCsYpY7qz8zxM0d3Hd2HrWqyxhbdX5I4WdP
VNXBLAqBTpvsfE8l8DzRflD8ndE8u6lbajF5lhuBb30d9InpooZkhnj4cvWbjyE3Lv8AZPjsJZCe
iYYBE3fW3f8AKlrc+ZLjzNa+ZoBPNrA1OAPbLJFG5kmlSE0uE5sGuahqjoPhx8TaqQNPvd9b+/8A
WqaP+Qkuma1p2rL5jeWbS5zNZxG1CxqpljZowqyhVV41dSFAFX5ACnHE5NuSjT0Qb5PXMqcl2Kux
V2KuxV2KuxV2KvJPzi/LfzP5o1y2vtHgt5UTT7i1keaUIwZ0lChVpUVMo3DU68hsMtxzAcfNiMuX
cw7UvyP/ADAnkLKsEzehfRm4eZFkZppLxlBVVCj1vrUZNKAU3GwyYyBqOnl9/wCn9aLb8lfM8WnW
rJpVlLfxR231hQbajtFqF1PIg9VJUZPQeBRzUjiqqR8NMHiBP5c9w/BTPSfyo83weXPOtpJBDb3m
rzQXWjLHItBLb3c1yjMw+y/xIK/y0GAzFhkMJqXn+tjV/wDkb54GlXGm2ulWc0jyWckV9JLCCog0
97aVB8Pq/FM4cVbiCoNOpyQyBqlppVQ/G1Ii8/JHz5JqF1MlraPA91czqHnBklWQ86SHjQiSvEcq
kbhjx40HiBs8CVlMPIX5O+etE81RajqBhezXT5LbiswbjK9jHCKA/wCWvA/6vhTGWQEIxYJRlZ7v
0BLdW/IbzmbfTo7KG1kaPSI4bl+UUDLdelOskVI1VWq06/vP2uNWJbckZQxOmlQru/WyyT8v/O0P
ljQNNtbOA3cOm61pl6RcCKO2OqOnpSIQHLJGFJ4qK0yHELbTjlQ9xHzYVbfkF59GtaNPIsMOnrMj
6hbxzgiKMXryFAAU5cYpK/Dt2yfiimn8tKwen7U78oflH500/X/Kl5c2FvZwaMUF/PDJB6zlTMSw
9JYuSt6iq/KrEAVLYJTFFshhkDHyQc35MfmA13ATZ2AFtqctw2oRTP8AW5onukm9dub8PUC1VaBT
xFG7Y+IEeBLy5pVZ/kN+YqJEktpaBlSUcxOoCFooNx9o8nMTqx8WJOxwnIGMdPIfj3M4XyD5xt/L
/lO3ttIgF1pNvqVpqEKz28QrfQCBZ6xRojHcsRTkafExJ5ZDiFluGMgDyYtN+SHnWaysljsLe1a3
0r6tcwLNAFmvYjLHHKRGqJ8UVw27Anb4iSSTPxA1flzXw+1M9U/LHz5e6FLpEOiWkCNqcepwlrmF
YRWyjtXjaCGNEorRlqoF6/BxIwCYtkcMqquv6HvWUOW7FXYq7FWCS+bfzHtFuDJ5TXUB65Fr9Wuf
RcwM0iqXSRZF5L6VT8dKMvQmmKqcXnb8wmNrC3k9/Vb6v9auTMUiUSSxibinBm/dxOzbn9nxoCVU
D5+/MWG+azPkt7/jIQ91DObeNY2mZE+GVHLfu15VDdeoVaNiqxfO/wCaUV200vk8XGnvE7RQQyPH
OsiguoZ3BBB2Qfuxv8Ww2xVVj88/mXUF/JBf1WZVQXZT0hyPAyOYW5VBWvEbdd+iqsq8r61rGq20
s2p6Q+jujlY4ZJDIzAMy8vsR0qFB79cCp1irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir
sVdiryKfU/zwS7mSDToJbUMfQncyq9NqBkAp471Hy8ShXm1D85EurlIbNJbcyn6pK3qKRDy29Rf5
qHt4e+KrtI1D833vlj1OzWOx+ItPH6jSnduI4AUH7O/+YVZF9Y8z+Fz/AMA39MVd9Y8z+Fz/AMA3
9MVd9Y8z+Fz/AMA39MVd9Y8z+Fz/AMA39MVd9Y8z+Fz/AMA39MVS3Vrj8wjJbLpgmCMWFy7xklRx
qpWvXfan9N1Ul+ufncYh+5QS0NaoxXlwPHuDx5/a70pTvRVF2tz+b3pWxuI19T0ne7ULJtKUUJHH
Rfsh+RqTv0264qnVjc+cjZW5vEuFuzGhuFVGKiTiOYBp05Yqr/WPM/hc/wDAN/TFXfWPM/hc/wDA
N/TFXfWPM/hc/wDAN/TFXfWPM/hc/wDAN/TFXfWPM/hc/wDAN/TFXfWPM/hc/wDAN/TFXfWPM/hc
/wDAN/TFXfWPM/hc/wDAN/TFXfWPM/hc/wDAN/TFXfWPM/hc/wDAN/TFXfWPM/hc/wDAN/TFU38u
yaq7z/XhKAAvD1VK771pUDFKd4FeCvP+VqXtzdpq+o2U880rTrBePa1dJSrjjHElQrvT6a13qShu
TWfyyt2t5X8x6m3IkW0h1B5RytiscnF/Tah+Ic9/f3xVlnkTzl5UghurLRr241Ni/qyi6uTPIgT/
AEf4Syg8C0J+Zqe+KWV/4xj/AOWU/wDBj+mNK7/GMf8Ayyn/AIMf0xpXf4xj/wCWU/8ABj+mNK7/
ABjH/wAsp/4Mf0xpXf4xj/5ZT/wY/pjSsb85eYPKd8tomvqIY19b0omeKkgkj9KQHnG7fZenwkbk
d6YoY1qWq/lTf81u7oyzzXD3c13HcorswB5RM0SKvplwZfTpQsC3jiqN1LWvIk8yy3d9OZYZpLqN
zPG7KzzLNxRjEx4RvHRFBou4xVTg1X8uAIJraR1kthcQrewyIJHbUVkQj1UiryRUb0+FOIA7UxVX
0S/8h3uvrqNo8uqXkKJIA8sbxK0ccKJJ8Ma/vAI0blWtcVTG903QrrU7jUSt3HcXUBtpeMsT1jMQ
gPxSxSOSYxQktU/QKKo3QzoGiTmbTrKSGqMhj9X93WTgZH9OnEO7R8ncCrEnlXaiqd/4xj/5ZT/w
Y/pjSXf4xj/5ZT/wY/pjSu/xjH/yyn/gx/TGld/jGP8A5ZT/AMGP6Y0rv8Yx/wDLKf8Agx/TGld/
jGP/AJZT/wAGP6Y0rv8AGMf/ACyn/gx/TGld/jGP/llP/Bj+mNKmGka0uotKoiMfpgHdq1rX2Hhg
VMsVeT3Wm6+LnbyvoV0PUm9OczqpVPVX0iQ0hNWj3an7S/LChbJpervYw8fKGiI9ZQ9mZ4nVayKF
bn6iKKpUtRTWnbYFVPfJmj26C6fWNF0zSZAESFrSVC0tC/Nn4MaD7JA98Usm/R3lrwh/5Gf83YFd
+jvLXhD/AMjP+bsVd+jvLXhD/wAjP+bsVd+jvLXhD/yM/wCbsVd+jvLXhD/yM/5uxVjXm/R45Liw
bSNJ0vU1USi5a+loYwxj2j+P9tA4O3h9JVIU0zVnkZpfKOjHmFABmh+FyKyMW9UllrXtWviN8UIq
90vUWlaZfLWjXEjJG7s8ycmfh8Y5tJWoddqjpTcnoqyHRfLvlSbS4ZdR0nT7S8mAe4toyjKrfFxB
PchXP3nFKY2/l/yXbMWtra0hYjiTGVQ0FNtiPDAqv+jvLXhD/wAjP+bsVd+jvLXhD/yM/wCbsVd+
jvLXhD/yM/5uxV36O8teEP8AyM/5uxV36O8teEP/ACM/5uxV36O8teEP/Iz/AJuxV36O8teEP/Iz
/m7FXfo7y14Q/wDIz/m7FXfo7y14Q/8AIz/m7FXfo7y14Q/8jP8Am7FUXYW2lws5suFSBz4Ny+Vd
ziqMxV85appvl+N9TEX5iz2F1HNIZrWT1GEJBPp1QoG9OOlahgCBucKGQaM/l7Rxe3Fz5s+vsYDc
PbSpc8kWFXmleKFlLfFyJpSu1O2Kpjb+b/I9w8Sx+YLX98ZBGWEqg+nKsNd0GzO68T0INRtirMf8
IX3+/ov+G/pjaXf4Qvv9/Rf8N/TG1d/hC+/39F/w39MbV3+EL7/f0X/Df0xtXf4Qvv8Af0X/AA39
MbVifnzRLKzWyh1PWxpbTmX6u0QlJc0WJvsD9n1w2/z7HFCUacvl+0v5LuPzcs8U8kk31Fklavqs
zCihdtlPHbtirI477QJgrQavbzKZ0tXaMSMElkRnUSfD8FRGdz7eIxVSXV/LheRDq0SenvV451DK
E9QslY/iXj3GKsii8q3UsSSx3ETxyKGRgWoVIqCNsbSv/wAIX3+/ov8Ahv6Y2rv8IX3+/ov+G/pj
au/whff7+i/4b+mNq7/CF9/v6L/hv6Y2rv8ACF9/v6L/AIb+mNq7/CF9/v6L/hv6Y2rv8IX3+/ov
+G/pjau/whff7+i/4b+mNq7/AAhff7+i/wCG/pjau/whff7+i/4b+mNqmmhaNPpzzNK6v6gUDjXt
XxA8cCpvirxS681+cVmuFHkuKd1lYwThbWki1J5HktVJ36+NcKF1v5m8zi7YjyfFDdCCXjcqkPA/
CDwr6afbYBSK1/GiqvbeYfMz3cUb+U4ERnCtcFLdQtGAMlPTJpTcDrt364qzD/EOufz/APJNf6Yq
7/EOufz/APJNf6Yq7/EOufz/APJNf6Yq7/EOufz/APJNf6Yq7/EOufz/APJNf6YqknmbzZ5jtYBc
RaWdWMUUrhFhR3DBo/3agqT+8Qt07qMVSxfMXmiO2WWHyxb+oZI19NI4VPpnkOXxIlOI+6vTxVR+
ka1ql99YS+0KKw4NsJIYZBJUunKoQfs/g3zxVMpLiSSnqWdu9BxHK2iPw0pTdelMVRi+YNaVQqsA
oFABGoAA+jFW/wDEOufz/wDJNf6Yq7/EOufz/wDJNf6Yq7/EOufz/wDJNf6Yq7/EOufz/wDJNf6Y
q7/EOufz/wDJNf6Yq7/EOufz/wDJNf6Yq7/EOufz/wDJNf6Yq7/EOufz/wDJNf6Yq7/EOufz/wDJ
Nf6Yq7/EOufz/wDJNf6Yqm/l3Ur+8ecXRqEClfhC9a16DAlO8VeF6lceWzdTn/lYWp2Mc88jSWQm
h4JISxHFXcsvE0pX4eQ6VNMKFdNW0EI1w/ny+l0+SGeExtIGTkYFfkWadjWNGD069Om9VVi3vl+C
2gSL8xNSt0IopkngDHi3rOXEkmx4j4jQbfPFVeO/0NpESP8AMG/kncBEEdxC0jHirJULMS1OQbpv
UdjuqynRfzV8jWmh2sUuu/XjbW6CS9nki9aYKgJlZedTUbmmKUe/5t+REbi2pw15cD++gIDVK0Yi
Si/EpG/fbrgVMLTz1oV5bpc2bNc28leE0JjkRqEqaMrkGhFMaVW/xdpv++5v+BX/AJqw0rG/OPmD
y9dmxS91G40yEGcEAiP1A8RQ/GJEC8A3IE96d6YoSG8vvJ12rTP5quIbu4vCzXVtcQxVU1H1RR6z
AL63x/zV+H7Pw4qiLnzL5dvuNxF5onZbW4acvCyvQTXMbxx0SbiY0PGMfCdj1rviq/T9f8lafd2m
oLrcsr2HrzXnCUOJ1uCI4zKomk+GISKBtvsScVZNB+aHk+4nSC3u1nmkAMaRPE5YHuOLmvUfePEY
0lMf8Xab/vub/gV/5qxpXf4u03/fc3/Ar/zVjSu/xdpv++5v+BX/AJqxpXf4u03/AH3N/wACv/NW
NK7/ABdpv++5v+BX/mrGld/i7Tf99zf8Cv8AzVjSu/xdpv8Avub/AIFf+asaV3+LtN/33N/wK/8A
NWNK7/F2m/77m/4Ff+asaV3+LtN/33N/wK/81Y0qN03WbXUGkWFXUxgFuYA6+FCfDAqOxV4n5k0F
omka5/Lp7+MXCD6zbSh3ZPUIjcLErS1R6SN2Cn5nChXn8t3f1JeX5dRSSmW49SETxMoPoRcZQWVT
+9m+HYE8U33xVSg8uAxWzJ+WxkYq5lmknjjNDENgJEaUF2CqQ3YGvbFUwsfLhN3CF/L8WYLL61w1
zCeA4p9nhHU0O3b7OKqUflaJFUN+XKVRUBKXEIFHdlfiDH+yHLEV7n6VUPL5aP1WaNPyxUsiiZI2
u4DG8rEttSPqrBeVQPatMVZ/5d8raX+hrblpj6SxDFtO5q3pEsaiqfCa/a+nFKY/4W0r+V/+CwWq
ReafLsMS2v1PQ21nkzi4VpVjEcfGq0LBqlpeHb7IY9tyrFW0Qj1Hg/LlzEpKuDPbqZFBdSEQqP2/
iHLYqdt9sUK50OWz5Gz8hfDskix3ESmRQiyR0PAbKyhSGHUbe6q2LSpraVRH+XkoP7tZJorm2ANe
D1WoDFUZATUDcbV7qrovKkyalYtYeTYbKUqA91K6UtzykRgHjoWFIo2+yNj3OwVZBqNheW+r2kFt
o082nSgfWbjmpaIh3U1Cua1RQy0B8DSuyq3RNJ1meaIappS28MpBMkcprGvpvUOrfteogpSvwsO9
aKsi/wALaV/K/wDwWC0u/wALaV/K/wDwWNq7/C2lfyv/AMFjau/wtpX8r/8ABY2rv8LaV/K//BY2
rv8AC2lfyv8A8Fjau/wtpX8r/wDBY2rv8LaV/K//AAWNqi7DSbSwZzbhgZAA3I16YqjMVeB6h5a1
Hnd/V/zAjtJZZ3EFvcSwAK/MrDGvqHmUV1oSKh6GtRthQvm0e4ttPkvZfPlu8Y9OX1lljmjj/dTy
mvoyKSjCrrWgPpgHkvw4qmmnflz57vbUXP8Aipp7S45PCY4UjPptyCfECrggEHtuMVZFofkjzPZW
PoaheDUJ+bETtxU8K0RaDwUb1742qY/4X1b+VP8Aghirv8L6t/Kn/BDFXf4X1b+VP+CGKu/wvq38
qf8ABDFUj8z6HewLaxS366fLO0gh4+o7SEITQLEy/Z+3v4eFcVSb/Dl/aPag+crUSWy8bhZpon9X
hOZGLq0vw/CfTY+HcdMVXt5blnvJLs+aoBaLLKklvBdgKC7OUVnEp4snNdgB0AxVd/h+dNGurc+a
oWlZyUvVuInkWixtx4q1eQ4mioR9rocVQ0GhXciWE1v5yg4xco5JXeNo5ykyuVbm/EMUkVfEqajb
FVa30K6n1KSSPzRbESzSpFaGbavqTRcUrKleLShfhHVFpiqyx0y2sxbai3myC6s7eHndRS3Sv6nG
Mo0nDkX5FyDwpsdqVxVmFpod1eQiezlguYCSolhlV0JU8WHJajYihxVW/wAL6t/Kn/BDFXf4X1b+
VP8Aghirv8L6t/Kn/BDFXf4X1b+VP+CGKu/wvq38qf8ABDFXf4X1b+VP+CGKu/wvq38qf8EMVTfy
7pN5YvObgKBIFC0NelcUp3gV8+6t5js01Wdx+XzXlykj8bv6kOLkS8VdWCPTkszv026dzQobTzNp
osGjk8gXCxRRCttHYBgUjEyJEAQvL+8YcenxV98VT2H80df0m3gtIvLF8LKNUjt/q0PrcfhVmV1b
i6hfUA5b1Ib+U4qqD85vMH1dZm8uaqT0eNbQllbg7gUbjUfBSo7kDrill3+KNW/mT/gRih3+KNW/
mT/gRirv8Uat/Mn/AAIxV3+KNW/mT/gRiqQ+ZPPWp6fd6fcNpMuqNGZ3jmtoPVe3YR8aqADvIHK9
RtXFWLt5r0t7q4E3kqcyvsSLBWLxyFKk9KfaIp/kkdMVRUXmeGWCYzeUZlivmkguofqvLmscnBWk
jPEcZEPKv0HFV0Ov6TLp7JJ5S9NbWWN4rQ2ClhxiJjmRQNgOJTbfl23rirbeabOextyfKcslosss
awmyXnGyOg5CM9FfkTX/ACTiq2w1qyvrmOG48qyWCrcw3S3LQelGLhJGkRyVKPyE5r9mh5cj3oqh
28xaVdWaq3kmZ4FYGJXsY+JLcHDUDM1OR6kdQcVTa08/6jokf1Cw8t3EMRVbjjaWw9HlKgeQVAX4
wSVpTqO3ZVOND/MPXtTWQy6fPp/pgf71RKgYkkHhQliBxruB1GKpr/ijVv5k/wCBGKu/xRq38yf8
CMVd/ijVv5k/4EYq7/FGrfzJ/wACMVd/ijVv5k/4EYq7/FGrfzJ/wIxVN/LurXl884uCpEYUrQU6
1xSneBXkMb+c5Ly5Nh5w06a3MrssT2CyPFE07MqEr3VOUdab0HcGpQp6pceam0yyhbzpp9jeEMDd
fVIx64Z4ijqCqLVePGgWhEh/ycVU2TzVqEKLp/nS1EkcnrrNDCkvO3leSqOojptwQI4/yvDdVGQW
HnSK89Q+bYZbUei4gksVqWX0mmQsFB4u0JVf5VdjuaAKXoP6c8veC/8AIo/0xV36c8veC/8AIo/0
xV36c8veC/8AIo/0xV36c8veC/8AIo/0xVI/M+pwXCWq6PqsemXoZjwlhR0mTjQrxZGNVbiQR07g
9MVTHStX0+LT4Y9SljuL1QfWmjg4KxqaUHEdtsVRf6c8veC/8ij/AExV36c8veC/8ij/AExV36c8
veC/8ij/AExV36c8veC/8ij/AExV36c8veC/8ij/AExV36c8veC/8ij/AExV36c8veC/8ij/AExV
36c8veC/8ij/AExV36c8veC/8ij/AExV36c8veC/8ij/AExV36c8veC/8ij/AExV36c8veC/8ij/
AExV36c8veC/8ij/AExVGadf6bdM4s6VUDnROPXp2GBUbir56m0j8njeXMt3p17CfrMiyTssnFpf
W+Nl4XBBrItdvu3phQibC2/KNltbOO3vUVyfqVu8cpSULF9Z/amKNQRA0budupxVvSNT/LPSJRPp
1nqltchY7Zkkt5aiB5SAaSTMpCmNmAFWpWnXFWb+VLnQvNFxeRaZPcBLJIXkkngMQYzmQAKGPI09
Lc0pvirIv8HR/wDLUf8AgB/XG0u/wdH/AMtR/wCAH9cbV3+Do/8AlqP/AAA/rjau/wAHR/8ALUf+
AH9cbVi/nry/5Wtre0t9eSe8huGk9H0Yq8WVeLDkJENWWQ7DcivYHFCVWuu+RNN00xWM12La2jaR
YhbP8IYswBaRvh5EGlT+GKs9/wAHR/8ALUf+AH9cbS7/AAdH/wAtR/4Af1xtXf4Oj/5aj/wA/rja
u/wdH/y1H/gB/XG1d/g6P/lqP/AD+uNq7/B0f/LUf+AH9cbV3+Do/wDlqP8AwA/rjau/wdH/AMtR
/wCAH9cbV3+Do/8AlqP/AAA/rjau/wAHR/8ALUf+AH9cbV3+Do/+Wo/8AP642rv8HR/8tR/4Af1x
tXf4Oj/5aj/wA/rjaphpGirpzSsJTJ6gA3WlKV9z44FTLFXj01t+dqNKVWG7QzN6UTu44x8jTkeS
b+nt8/HoChtYvzs9W3EtrA6uW5SiSStufRPEirio9Si7VIFeuKr2T88RG/CO2qjqIvVmnJePj8TS
FCgDBuyjFW3g/O5ngkjaAD0QJ4+cxT1TK+678iPS4ft9a4q0V/PQo49G0DbBGWa4HVUq25boedBQ
9vfFUXo6fnC1+g1eOBLAoeZtpLgyCTbjTm1COvbFWQfV/M/jc/8ABt/XFXfV/M/jc/8ABt/XFUq1
61/Mho4f0NJKrgv6/qudwUISleXR6E+2KoRbX82Eu7r07kXVoiqtqHZ1cvyQv6vA0Hws4AHgK9Ti
q17H83Xe6Zblo41/3jjD1ZqyvX1GKkAemVpQdR3xVVuLP81Zj8E7W3B5SDGzMHUcDFy9TlTlRlan
Y17bqprYW3nUWqC9edrmrc2jZwp+I8aAt/LTFUR9X8z+Nz/wbf1xV31fzP43P/Bt/XFXfV/M/jc/
8G39cVd9X8z+Nz/wbf1xV31fzP43P/Bt/XFXfV/M/jc/8G39cVd9X8z+Nz/wbf1xV31fzP43P/Bt
/XFXfV/M/jc/8G39cVd9X8z+Nz/wbf1xVN/Lseqo8/14ykELw9Vi2+9aVJxSneBXz7dar+V0V1eL
DrN9p18Ludrl0nIPqNI8kirwiChSynp2+jChbH5g/LdL22Vdb1SWJWf6/FLLI0F0r27wuJV9JRQf
aqB1/BVCTT/lVberpsetatp1xa3QguEluZJWcxSkSdY2r6i1i5/yinbFLNvLP5peQtGsfqdhcT3C
XE9YhO7yOWZo4AFb0xVfsEVPQ1xQzf8AxjH/AMsp/wCDH9MaS7/GMf8Ayyn/AIMf0xpXf4xj/wCW
U/8ABj+mNK7/ABjH/wAsp/4Mf0xpWL+d/MXle5FjJr8E8drE0yqUYGJvViKOk37tjRkrTpv70xQv
0K80RNWl8xadLeSrevNI9v66m2LSkBz6fpghgyda17dNsVZL/jGP/llP/Bj+mNJd/jGP/llP/Bj+
mNK7/GMf/LKf+DH9MaV3+MY/+WU/8GP6Y0rv8Yx/8sp/4Mf0xpXf4xj/AOWU/wDBj+mNK7/GMf8A
yyn/AIMf0xpXf4xj/wCWU/8ABj+mNK7/ABjH/wAsp/4Mf0xpXf4xj/5ZT/wY/pjSu/xjH/yyn/gx
/TGld/jGP/llP/Bj+mNK7/GMf/LKf+DH9MaVMNI1pdRaVREY/TAO7VrWvsPDAqZYqlR8q+Xmbk1h
EWPUkGv68Vafyl5bdSr6fCynqCKjFUphi8g6h5jv/LotoJtW02KC7u4HWvETMWjYVO7KUVj4VXxx
VOB5W8vilLGMU6bHbp7+2Kqn+H9H/wCWYfe39cVWy6JocUbyywpHFGCzuzMFVQKkkk7AYqlTPpDV
ktNEu72zHW8gCCMjarIssscsq8TyDRowYfZ5Y2mkwstO8uXsJltY0lRSUcAuGRx1R1JDI61+JWAI
7jG0Uqv5c0R14vaIy+BLEficVbXy7oqqFW1VVHQAsB+vFW/8P6P/AMsw+9v64q7/AA/o/wDyzD72
/rirv8P6P/yzD72/rirv8P6P/wAsw+9v64q7/D+j/wDLMPvb+uKu/wAP6P8A8sw+9v64q7/D+j/8
sw+9v64q7/D+j/8ALMPvb+uKu/w/o/8AyzD72/rirv8AD+j/APLMPvb+uKu/w/o//LMPvb+uKu/w
/o//ACzD72/rirv8P6P/AMsw+9v64qiLTTrK0LG3iEZegahJrT5nFURirsVdiryXRNI06P8A5yR1
65jhCz/oSCcuCwJkkkWN2O+9VAFDtsPDFXrWKpbca2hne006I397GeMqI3GKI9P30xBVKd0HJ6bh
CMU0pQ6HLcTC51mcX0qlWhtVXhaQso6rGSxkau/KQtQ/ZC4rab4oeMeYJfOL+dDc63qv+EDFK0eh
zWkAks7yMMwiW8uyx5Mw3McicVC8uI6mLMcmXWP5g3emTQ2PnG0Fk8v+8+s21ZLCcHcNUcjHtTuR
3PEYbRXczaGaGeFJoXWWGVQ8ciEMrKwqGUjYgjCxX4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX
Yq7FXYq8x0j/ANaI1/8A8B+1/wCT4xVmvm3T9Zv9I9HSZ0iuVljkeORpI1miRqvCZIisich3X5HY
nEpCE0HzPpfqx6Lc2f6B1JBSLTJQqRsK0rbyKBHIpY7cd+u2C1IZJhQ7FVG7s7S9tpLW8gjubaUc
ZYJkWSNh1oysCDirz3zF+WV/DaGDy9cyT6GzpLe+VLm4kSGdYzzKQ3Xxyxc26qx4sTuQoAwUyEmv
LflzzpDdi40uyh8m6ZFQPo8051IXLKVJPBH9G2Vl+HnG3LxU7YqSGb22tJ9Yjs9RiNhfSkrDG7co
piP98TABX6E8DxegqUAwopMsUOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVQS/sZBMY7mJxb19cq6
n06VB50Pw04nr4YqpS61o0QQy39vGJCVjLSoORU8WAqdyCKHFXn2gyxTfn3r8sTrJFJoNk8ciEMr
K0pIII2IIxV6biqD1XR9M1a0az1K2S6tyeXBx0ahAZSN1YV6g1xW2Pmz81eXPi0+R9e0dftWVww+
uwqOvpTHaUf5L77ADAnYpzonmTSdZR/qcpFxCeNzZyj07iFhsVkib4hQ7eFcKkJnih2Ksc1Dznbi
8k0zRLZ9Z1aPaSGAhYIjX/d9w37tPsttuainXBaaWWXlW+ur631TzNeC+vLV/Vs7KDlHZ28gqFdV
PxSOATRn8emwONLbJsKHYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqxzT/AMvfKunxajHbWzr+lSxv
nMspZy4dSeXLbaZumKoW2/KvyTbxSRCxMsUiSxhJ5JJVRJ3DyBA5YLUqN+tNumNqkvlrTbTTvzj1
eztVKwW/l7TYolJLEJHLLGoqd/soMVej4q7FXEgAkmgG5JxViOtx+VtY1iytys8Wpzlks9ZsSI5I
2WNpOPqg8irRxvxJVk6ivLAyFoFfOXmLQW9HXLKXWbci6aG/02IGfhaS+m5nt6gL9ofEpp0xtaTB
NM8zeYgJNakbSNJcA/oi1c/WJVPVbm4WhUEdVj7Hcg4o5Mi03S9O0y0W00+2jtbZOkcahQTSnI/z
Mabk7nChFYq7FXYq7FUn836E+u+XL7S43Ec9xHSCUs6BJBurVT4tjirER5G84vY6hZS6xFeWP1yF
9OsGkmji+rQTzMbeSSNfUjX0Xhj4jlvHUn4zhVKH/LL80RYWltH5qVnswTA8jyssckcCxwvR0dno
4Y/E3vU4qnVl5V/MUaVq+lahrAuZNUtZY4NQMz/6IywQxwxxhEhcl5GnaSTY04U3xVKrr8tPP95q
FkX1S0tdGsb+2vINLhluZFjSGKRJEDyqWJZ5S3UD22xVGah+XXnmPUb+40LzEbGK9u5ZVV5JH9KB
mhlRFUqwPFzdjjUAeqpr8AGKsk8m6L5ssp7268xamt7Jcn/RreF3aCJS7NsHRDWjKtfbArKMVdir
sVdirsVdirz3RpjJ+efmRSKelounoD41llb/AI2xV6FiqX6hrdpaP6IPrXRIUQJUkMRUBuIYjbeg
BYjopxTTHbWa68yXs1rfXRsYomkU6bTjPIsbmN2HKqFOa7Opc9CPSfbAnknLeWreCe3uNPZoWtZH
nW3dmeGSZ4zG0shJMnqFHcFuW5YswZqEKLSW5MhqZFCSfUNe5qDyAP1uGtDQVH0YpZnhYuxV2Kux
V2KuxVgvn78vNT8yaxYappupppV1YwTQLcLG7T8Z1KuIpUkRoTup5x0bahJU0xVj9n+UPnm2t0SP
zvdrN6QErRmaON5zOZpZnRZAWaQ/aPINSorvsVW6h+XNw/mDUdf0bzeunfpK4W9uY7aRYeaRtIiq
8sbDkheRQ3Ov2abdlVG2/LnzfDZxfpLz/dWmpJHaPNCL25pGq+r64PqzyBvVmkiPNl/Y4D4Gpiqv
H+WvmwwTSzfmFePDFG8ErrdXCJG4lLguwmrzWqgnkPClKYqgpPys1d2NlN56JhWSSQ2YubhOUiX/
ANfkLKtwOLrFWMslCPtYqmvlT8rfNOlvoUqedLq70vTFhVbON5RBNDGqMFp6jqV5GUAUpwZF/wB1
rgV6nirsVdirsVdirsVec6D/AOT280/9sjT/APib4VTX8wPMsmj3GkQfXY7O2vpWS6JV2mZQUFIv
TYPyoxNFFT9BrEsgE30/R2RQI4zZwkEMxIN06k1ZSy/DCpap4x+NRxbFFt3Pl2AW/o26rLAJDMtr
OznjKxLGWKccpYZKsTyWvtTritpXc+ZW8vmOO+lkuYHJC20y0v41Vas4KViniQfE8lV4LuzMcU0g
7eS51v0pdHSK7sLiDUoG1ESxmCMX88U0bMgPrFhEKlCg+LYkA8sVZTHbahZRqIZPrUSgc4HJDig3
9KRix+SyE/64GFCJtb2C55BCVljp6sL/AAyIT05L702PQ9q4oVTLEJVhLqJXVnSMkciqkBmA60BY
V+YxVdirsVdirsVYLbfljcJ5h1DVrnXbm6hvDctBYv6npRNctIVdlaVkkaJZfTX4AvBUFKryKrFr
P/nHWC1sktl1lJPTX4WksufxeqXo3OdmaOh+wW+18Vf2cNqnGu/kuuq3PqHV/wBz9Q/RvG4thO7R
NJE0gd/URd1gCKY0RwCfjPw8W1WXn5I299oWu6Vca1NBHrlybuRLKIRW6sI0jQNFK9w7hfSDU9RR
X7IUYFQh/IUelNF+nGKzNclnaGYyFblOPpk/WePAt8clFBY/ZKCoJtXpHl3SX0fQrHS3uGu3s4Vh
a5ccWfiKcqVb8SfmcCpjirsVdirsVdirsVYPpf5c/o7809W86i9kNpqFlHCLJpHKrOGPqMQTTgFU
FR2LN0xVIvNX5a+aNf8AOd3qN5JY6hoV3ZvZ2McjOjWbSJxW4MRjkWb0uTMi8xykPKqbcRTIHZ6n
DGIokjDMwRQoZyWY0FKsT1OFiuxVC6lpdhqVv9XvYhLGDyTcqyMAQGR1KsjUJ+JSDiqRR+UrXS4k
GnRPGsVeF1akJeqGYu3MsGS5BYkkSD3+JsFJtExeY5LSEyarwezRuD6pAGWNG8LmFiZLciorUsvd
ivTFaQOoapcazX9HQm1t7cmurT1hkjoaSBOY/ddNy4Y7fFEVPLFNMc0jzJ5e1Pz1pdjZyTXtzaSy
vNrMkUiwPN9UmVbaI0f94yGST96w+FDwqpoFJ5PT8LB2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuIBBBFQdiDirxyL8q/OXkLVL7XPy8u4b60upWefypeqI4jCWLiO1nr+7dSx41ovjWlMVZd5L
/Njy75lu20i4SXRPM8O1zoGoL6VwGAqTFyoJV7grvTcgYqzXFXYqk+v+YV0qaytVgea41F2it2UV
RXHEAPQ1+IuKdF/mZeuKQEuTTzeXxublRf3yfuyiHhBEATyjeYA9CT8CAnej8hvgSnlvpca+m9yR
O8VPRQLwhi4/Z9KKrBSOzGre9NsKLYM/l/yF+W4k1vUdZltNMjuJryx067lQwx3M0IgZoESP6xKy
wj01Ul+Kk7V3wUpNpl+XH5jz+dkvJ10G80iztfTEc97RfWMi819NaVpwIavTcYUM0xV2KuxV2Kux
V2KuxV2KuxV2KuxV2KuxV2KuxV2KpFrvnXy/od2tpqE0kc7RevRYpHURgOeRZVK9IW2rXbFWN6vY
/lr+ZoXTby3eW9jt1vLG9Eb29zFE9OMtvccegLqeNSp2NDiqT/pL80Py4BGrJN548oR1P6SgX/cv
aRihrPGTS4VRX4q1/aYqNsVZ/wCVvOfljzTpqajoOoRXtu54kKaSI9CeEkbUdGoCaMOm/TFXlX5o
6p5h1jza+jRi50m1063ln0q4MUqm/ul4qLe3KhDK0kjp8KMVCDm3hkSzi9iudQ0/SNK+tanPb6fa
W0a+tK7rFBHQAUDNxAHYZJg82uvzT8z+bDNa/lppZksU5LcebtSR47GMKPiNtFT1J3Hy2PVSDXFU
s8u6f+VenXI8z+Zdfl82+Y1PxapeQzzJCy+m5Ftaxo6won1iNuh41qCorRV7HZXlte2kN3av6lvO
gkiehFVYVFQwBB9iKjFVbFVD6/Y/W/qf1iL63Tl9X5r6lKVrwry6YLHJlwGrrZuS+so7lLWS4jS5
lFY4GdRIw33VSanocbCiBIutlA63ooiaU39sIlf02kM0fEOQTxJrStAdsHEO9l4U+VFXa+skuY7V
7iNbmUcooC6h2G+6rWpGxw2GPAautlJNY0l7j6sl7btc14+iJUL18OINceIJOOVXRpbca3o1vM0N
xf20MyfbjkmjVhUV3BIOAyHekYpkWAUYrKyhlIKkVBG4IOSa28VdirsVdirsVdirsVdiqHn07T7i
YTT2sMswHESPGrMFFduRFafEcVXQ2VnAwaCCOJgixAoiqRGn2U2H2V7DFVbFXnHmf8k9H1PzdZeb
dGvG8v63ZyLM0lrEhinkViS80dU5FgxVt9wTXFXo4rTfrirzRPyRsb/zNPrfm3VrjzLE8z3NvpN0
GSygkfiFKQh2UhUQJRgQR1xV6TDDFDEkMKLHFGoSONAFVVUUCqBsABiqWxeVfK8LM0Oj2UbNG0LF
LaJSYpBxdDRfssooR0OKpjBBBbwR29vGsMEKrHFFGoVERRRVVRQAACgAxVfirxT/ANec/wCjb/sR
yj+P8dzv/wDnX/H/AHzvzB/9aB8of8w1v/1EXGGf1BdF/iOT3n7osC8uaB+mPy788lF5T6bdW9/D
7ej63qH/AJFM+VRFg/B2WbNwZ8XdIEfOv0o7yTd33mvX9U8xXBKt5e8vNHA1dxNHaGBWHzb1JPY4
Rv8AJr1cRhhHGP48n2Xf6gw2TSba08kaZ5it2kTVJNTngMgbYLBHHIhUdmDMd8i54yGWaWM/Twj7
WVeetHs9S/Mzzr9ZDH6lZTXkHE0/exRRca+I36ZKXNwtJlMNPirrID7S9g/IWeaX8stO9Vy/pyXC
JXeiiZqD5CuXYuTo+2ABqJV5fc9Cyx1jsVdirsVdirx3y9H5Ev8AUIPT1q9SQOsqPKIoIyVKy0ao
IqzRn5dOnEZiRESebvMxzRifSPvX2MPk7Ur6O2g8w6pZBIyxDyJBb0WhkSq0AZ/WXkOpIriOE9Si
ZyxFmET9p/GynDd+TdSubG0g17Vo72ZP0bDdxkxtJ9YlaRAzOWb4Tc0+S/LEGJI3KTHLEEmMa517
v7ETc2XlK6nsdLvfMGp296nqyWMtHWSUX6xzqXkQSBmiknqGJFORHauSqPUsYzygGQhEjr/m2Ptp
Q0208uawwks/NmrW6ynnNJJIkaHgsD8ONQeVHQLsRXl1ocAAPVlOWSHPHE/gpn5bvPLV1NbW1t5h
vZbizMk6m64+o4nig9ROchPIyesOPHo3KnTDGu9pzxyAEmAo93lf6kgstP8Ay7mhtpINT1Qot1DA
hkSEhpgiSKrBk3FEAb6AdhkAI+bkynnBNxjyPezq3/Mz8vdOt4LA6ibf6tEiLA8M5ZEWMMAxVGGy
bmhy8ZYgOuOhzyJNXfmEW35m+SkUNJqHBWAZCYpTyVkDhqKjECh70OHxYsPyOXu+5b/ys7yeoZpb
mWKOoEUjW8xEobblGERmK12qQMHjRT+Qy9B9oRh89+Vf0muli95XzSi3ESRTN+8ZzGAWVCoHJSOV
ae+S8SN0w/KZOHirb4J9k3GdirwDzjrF55b/AD1m8wfoy5v7aGBF4wI3xc7QR7NQjYnMaRqV/jk9
LpsQy6Pg4gDf6VDztr2q3PnTyl5/XQr0WC2qg2vAmQPBc3AKMwFAWVlYV7HGUrostLhiMOTBxR4r
+8BJNFTzDpf5XeaJRp9zE3mC9t7S2Hpvy4ASSTGlK8eHwV6b5EbByMvBPU4xY9ESf1Jp5a8sa75V
813OhR200kXmLy+0ZojcBcyWhcgtSgInjdBX+bDRG3eGnUaiGbEJ2PRk+y/1MM+q+YL3y3p/lGLR
bwX8OozT82icAmZEj4U41HHhUk5Fz+KEchymQ4eEfYyPz/ofmu5/MbzhNpMM6oLZnuCsbES2xSFZ
EU8SNwa/Rkpcy4ujzYhgxiRHP5Hd7L+StpFa/ltpMaLIjn1mnWZSjCUzPyHE9vD2y7FydD2rIy1E
j+OTOMsde7FXYq7FXYqkUOkeYYWDQ3elxsKgFNNlUjlSvS778RkBE+Xycg5IHmJf6b/jq2DRNet5
DJb3OlQyEULx6bIppQClRdjwGIiR3fJJywPMS/03/HXDRdeD+oLnShJUNz/Rslaggg1+t+Kj7seE
+XyXxYd0v9N/x1zaLrzPG7XOlF4t4mOmyErsB8J+t7bKBjwny+S+LDul/pv+Oro9J8xRoUju9LRC
vAqumygFaUpQXfSgx4T5fJByQPSX+m/466DSvMduAILzTIgBQBNOlWgoBTa88EUfQMRE+XyU5IHm
Jf6b/jqxdD11QAtxpShTyUDTJBQgcaj/AEvw2x4T5fJPiw7pf6b/AI679Ba4W5G40nlTjy/Rklad
Kf714OE+XyXxYd0v9N/x1T/w3qvPnz0fnWvL9FvWu3f637DHg93yT48f6f8Apv8Ajq9tB1pipafS
WKCi10yQ0BIO3+l+Ix4D5fJHjQ7p/wCm/wCOrl0XXkZWW50pWTdWGmyAihrt/pfjh4T5fJfFh3S/
03/HUR9V83f9XLT/APpAm/7LMNS7/wAfNjxYu6X+mH/Eomwh11Jib+7tbiHiQqQW0kDBqihLPcTg
ilduP04RfVhMwr0gj43+gMfvtI/MiXU7mS0161t9PZmNrAbZXdV/YV2I39z/AJmsid83JhkwCIuJ
Muu6mNH/ADOETp+n7RpGiCpKbZRxkDA8+IXcFRxpXauPDPvT4mnv6D82v0J+aHMU8x23ANU1tUrx
32+x8sHDPvXxdP8AzD81RtH/ADJNuEGvWyzh2YyfV0PJSBxWnCg4kH7960w8M+9HiYL+k/NWttI8
/q5NxrsMienKAFt41/eMrCJj8B2VuJ/riIz70SyYekftUf0R+ZPoMh162EvxcZRbp3O2xjoKf51w
cM+9PiYL+k/NNNFsPNMNhcRatqkdzdvIDbXMUKoEjCrVSlFBJIP35OIlW5ass8ZIMY0PeifqGtf9
XT/khH/XGj3sOOH837XfUNa/6un/ACQj/rjR7144fzftd9Q1r/q6f8kI/wCuNHvXjh/N+1Xs7bUI
pS1ze/WEK0CekqUNRvUYQD3sZSieQpF5Jg//2Q==
uuid:b13e7c05-1d0c-2c46-9a0a-8abeecee3e4d
xmp.did:0ef2d0e8-40cf-40f4-ab70-db0dc8968ebe
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6e8f7aa5-9cfa-48b1-8f69-f2b7fd521cbe
xmp.did:6e8f7aa5-9cfa-48b1-8f69-f2b7fd521cbe
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e07bc09b-c5bd-4b98-9062-3a79a2fc8d26
2016-05-19T09:35:58-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:0ef2d0e8-40cf-40f4-ab70-db0dc8968ebe
2017-11-27T16:36:42-06:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
True
True
1
8.500000
11.000000
Inches
Cyan
Magenta
Yellow
Black
PANTONE 201 C
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
PANTONE 201 C
SPOT
100.000000
LAB
36.862701
53
23
Grays
0
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
0
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
9 0 obj
<>stream
HWۊ%|?_?pz~y
EB mzdpfDfufFeX讪{F=}i{Sէ-l}ŴU﷿m~?~Kؾ{=SJsYG]FzJ{r{Rg?~"sgs{~=)Vfțȳ