%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Elastomeric Comparison
2017-11-28T10:39:17-06:00
2017-11-28T10:39:17-06:00
2017-11-28T10:39:17-05:00
Adobe Illustrator CC 2017 (Windows)
256
196
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAxAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FVC9v7Gwtnur64i
tLWOnqTzusca1NBVmIA3xVjv/Kz/ACVvS8mcDfklneMpG+4KwkEbdRimk40bzFoetRs+mXkdz6dP
VjU0ljrWnqRNSSMmm3JRihMcVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVd
irsVdirsVdirsVfBX1q6/wB/P/wR/rirvrV1/v5/+CP9cVejehp/kXSbS+1WP61r849VYpSX9Pkt
BEikcQwBq770+VA84Q4iiU+EMfl8/wDni9liu44yI1PoRACQK3AbRj4h9lX6LTr03y7gxhq48h6J
7o3mWw83THR/McRg1SONoLa4SkbxslAOLcSwEarQq3Ybmg2ryYq3HJnDJex5sK1yx1XRtWudMu5X
E1s/EkMaMpFVcb9GUg5UzQP1q6/38/8AwR/rirvrV1/v5/8Agj/XFXfWrr/fz/8ABH+uKu+tXX+/
n/4I/wBcVd9auv8Afz/8Ef64q761df7+f/gj/XFXfWrr/fz/APBH+uKu+tXX+/n/AOCP9cVd9auv
9/P/AMEf64q761df7+f/AII/1xV31q6/38//AAR/rirvrV1/v5/+CP8AXFXfWrr/AH8//BH+uKu+
tXX+/n/4I/1xV31q6/38/wDwR/rirvrV1/v5/wDgj/XFXfWrr/fz/wDBH+uKsi0G38q3WkTvq+u3
Gn6r6wS3iEcssfpEpWRuCNWgL/DyHQZMAVuWJMr2V4NN8mSO6yebZ4aqTG7WcxUEScfi4sWJKDkA
BTf7W1MRGPegyl3L107yTMxC+aZ7NVkkAeSC4nLoJnWM8USPjWJUf7RJLUotNzwx714pdzrjRPKU
MzxnzmzjhE0bx2c7hvV33o/w8FKlu43WlRQvDHvXil3KN1p/lJIrz6v5qmklgTlaVtZwty3pcuG5
X0v3gK1ao3HgcFR714pdyNl0nyA7fufOM8IpQK9rczbhqFuQWL7S78eO3TkepPDHvRxS7kPJY+SJ
LS1MXma5t7rin1wSwSypyYR8uHER0CFpCak1pt4lqPem5dzH9UkgguzHp9/Ld2wSMidg0RLsimRe
JJPwuSv0ZAsgShPrV1/v5/8Agj/XAl9Of8q+8k/9WW0/5FjM3w49zheJLvULvyJ5NiWF49JtYn+s
W6hxGKgNOin7waZDJAAM8cyS8i/NRml85a4Z1o9lZepanpQrdpErj3Me2VR5D3uQefwS7z7p9/qn
mzSNKsfTee6sLN7VSY4Ekmu0E0hDNwQtJNKx2pvtksZABYzBJRfm7Tr7QZPKdtHCks0kLT3/AA4y
B74XTrMHlTkHK8Qv2jt88jGiyNvWZPK2i67fNLqNvHJdTaTp8hufTRpEkka45MPUV0r8I6qemHFE
G2vLIinm9jpaehYzJaWt493ZanPLFcQ28KIbOV40dDFbliQq14tsT4DAAklMfy/0jRdX1j0tShsG
VYLdksiLaKSRpLRJXZYRB6jjkxaqyqB4UyWMAndGQkDZAX0GkAXSJZpFrLNfCLS47OzeKBbdHKKw
f/SeXFBJzoyNXjTwia+KRfwdqNpaXd7CugWlhPDI1hEhWCB42nlt5pZYS/HYs0aht/h9sSO5Qe9C
I+iXc9/Ky22mwpb3Vxp1u9rbFnmjuOENsVeMux4fDRTy747J3ZRq+h+XY9V0+2vbW00CGbTFu2b6
rHJ6l4WAa3pIrk8B+wlHNeuTMRfdswEjXfuxu6i09NMju4YLV9Sljv21HTPqtufqPoK3omnDmtGA
H71m5VyB5MxzQ2qOI7WNI9MtIJtOWa31Kc2sJE9wY5pYWUMpAAjhVvhA+1gKhFz2E9pBF6mkwu3p
Jqa8rOGaZ7VUTkkv1VGjjjlkL8XPFgF3Iw15LarHbWN5qHp29lapp2qasLTS71LWBjFGD8UZBUg1
SVHUt4HfHn80XXyZZ+X/AJS0jVbK6vNX0yydo5jZxwxQoFDWw4Sy1Cq1ZXqadAOmWY4A82vJMjky
v/lX3kn/AKstp/yLGWeHHua/El3u/wCVfeSf+rLaf8ixj4ce5fEl3u/5V95J/wCrLaf8ixj4ce5f
El3u/wCVfeSf+rLaf8ixj4ce5fEl3u/5V95J/wCrLaf8ixj4ce5fEl3u/wCVfeSf+rLaf8ixj4ce
5fEl3u/5V95J/wCrLaf8ixj4ce5fEl3u/wCVfeSf+rLaf8ixj4ce5fEl3u/5V95J/wCrLaf8ixj4
ce5fEl3u/wCVfeSf+rLaf8ixj4ce5fEl3u/5V95J/wCrLaf8ixj4ce5fEl3u/wCVfeSf+rLaf8ix
j4ce5fEl3u/5V95J/wCrLaf8ixj4ce5fEl3u/wCVfeSf+rLaf8ixj4ce5fEl3u/5V95J/wCrLaf8
ixj4ce5fEl3vnb/GXm//AKvmof8ASVP/AM1Zi8Z73L4B3NN5v82OOL61fOtQeL3MrKSDUVVmIO/j
gMj3pEQOjNfN9lJ570iPzHoLhNVWJYdTsa/aIpWN6k/B8NUPTuepKsT3qQ8+s9d8z2U+kfWdIkur
zR5FbSpnjl5BY5DKsfwbSJzJPj75OmLMfJ+i+Z9Vuzq3mKR9O8vQzS3ws2dljjd35sVViWWjLUAm
oIBbtyiSByZC0LrPnnVtb84PcWWqXGkWN3JDaxyJM8SxwI3FXkCFdhzZyO1TgiSsgEzu7PzRHcmO
3/MG2mj4I4lbVZUqWH7xaBn+wfE1IoQK1AsN9/2tYru+xRdPNHCWWHz7C0KjnEH1OZJWTqOUdW4t
xNStSa7Cpwb967dzdsnmR2Uzef4liYHdNRnZwTA0yVWQxbEgId/hY0pXbHfvXbuWc/MJsLe7Hn0A
3CwN9Xa+uBKhlVi6uqluJjZeO+3ckd2z3podynI3myOD1W89RFqkekup3DNRZPTLfCCP8oDqV3x3
71ody6F/NLuYm89JHLzZEY6lP6XFGmVnZ67A+gClASwdfHHfvXbuVJLfztHFBJL51jjFy1IuepzL
VPW9ESbmvCoLcqfZHjtj6u9Hp7mmTzVGWEnn2E8QQVi1OeQ8iE4ivwqRylFSGNAGO/EjHfvXbudD
F5skl9P/AB9bJWQxq7apcBSRGJC1SNl341P7Qpjv3rt3KYfzSwtwnnlOc/Mtz1KdFQLLHCORJqCx
kLgU+wpb2x3700O5UnTzSkojj8+RScncKx1OYAIiF1ZzyIBanEAV+LbHfvRt3JHqXmPzfY3Rt/8A
EtzdU/3bbXs8kZ3I2bkPCuRMj3shEdyF/wAZeb/+r5qH/SVP/wA1Y8Z708A7nf4y83/9XzUP+kqf
/mrHjPevAO53+MvN/wD1fNQ/6Sp/+aseM968A7nf4y83/wDV81D/AKSp/wDmrHjPevAO53+MvN//
AFfNQ/6Sp/8AmrHjPevAO53+MvN//V81D/pKn/5qx4z3rwDud/jLzf8A9XzUP+kqf/mrHjPevAO5
3+MvN/8A1fNQ/wCkqb/mvHjPevAO5mNzZeYBIDafmJDJBUq7zalJE/ISmOoRZJarSjBqjbJ7/wA5
r27lD6p5u9URf8rAs671b9Lz8RRlX7VKb8qj2rjv3/anbu+xu2i8wTWMs3/KwFjuA8aQ276hKvJZ
fTId2Mg4hFkYvQNQrT5IvvU13OntPNkMgX/lYFrIGjdw6atMQCnH4W3qCwY8aA1pib7/ALVFd32J
HrnmDzVpmqT2UPmi6v4oiPTu7e8maN1YBgahyK0NGFTQ1FTkTIg82QiCOSA/xl5v/wCr5qH/AElT
/wDNWDjPengHc+t/+VU/lx/1Ltl/yKGQZKdz+Wf5X2sD3F1oenwQJu8sqKiLU03ZiAN8VU7n8s/y
+WykurO1j0gCMsdRsnEPGOlWLE8oXSg3EisvfFbSOH8vPrtrHc2PmLTbmxcejb3QsIpiVJoqiaO4
VC3I9QPZaYptOLP8qvLMUDPrjHVVA5tFPxis0IG7rAlF6ftSM5HYjFbXSfl9+Ukd8unyaTpaX7qH
S0b0xMysHIYRk8iCIZD0/ZbwOKFSX8t/yrih9eXRdNjh9My+qyoF9NaVfkTTiOQ3xV0X5b/lXNcz
2sWi6bJdWvD6zAio0kXqDknqKDVeQFRXriqq/wCVn5axozv5fsVRQWZmjAAA3JJOKt/8qp/Lj/qX
bL/kUMVd/wAqp/Lj/qXbL/kUMVd/yqn8uP8AqXbL/kUMVd/yqn8uP+pdsv8AkUMVd/yqn8uP+pds
v+RQxV3/ACqn8uP+pdsv+RQxV3/Kqfy4/wCpdsv+RQxV3/Kqfy4/6l2y/wCRQxV3/Kqfy4/6l2y/
5FDFXf8AKqfy4/6l2y/5FDFXf8qp/Lj/AKl2y/5FDFXf8qp/Lj/qXbL/AJFDFXf8qp/Lj/qXbL/k
UMVd/wAqp/Lj/qXbL/kUMVd/yqn8uP8AqXbL/kUMVd/yqn8uP+pdsv8AkUMVd/yqn8uP+pdsv+RQ
xV3/ACqn8uP+pdsv+RQxV3/Kqfy4/wCpdsv+RQxV3/Kqfy4/6l2y/wCRQxV3/Kqfy4/6l2y/5FDF
Xf8AKqfy4/6l2y/5FDFXf8qp/Lj/AKl2y/5FDFWV4qkHnzUdB03yreX+vQvcaXbNBJNBGQrM6zp6
QBZ4l/veP2mC+O2KvKbVv+cYrMQOsL289Pq6WzjVXlR5KkwmMc/j5VWgrvtiqinmD/nGa5tIrN4Z
Ft9Rhht5o2+vgKiO7xxsyueRWViCYi253PEEhVFND/zjVZRaQI7Olnqc5SzuE+v8PXs0AQyKWEn2
bv4XKkbkk7Yqv1C8/wCccptQV7uCQ3mnvcw2cg/SI9Q2khvbj0yjAMI5pGPx/tVC1GKoa01L/nFo
W0MtvIRDbSCODbVweU5l+FARycH1JNhUCp8cVTK/vf8AnHi80m1sNQaQ2CRmWC1c6rxjXTrc27fY
NAVhh4Hf95T9rbFUvt5v+cdbS3uIvQuZzDFMrwyx6h8C3iwwC2QnhFydDEke+wHIt+0SqdeVrz8h
fJ929xo1dLvFuLvTHD/X5WE0UlslzH+8Mq05SQHkNqb12agVksv50flxHyB1Ry6xJME+q3QLLJIs
UdC0QWrO6gCvev2d8VWp+dP5fSyxxQ30sjyzx2q/6NcJSV2kVlPqIlPT9F2f26VqMVQV1+f35aW4
WT69PLbFUc3KWs4RUcgFjzVXogdWNF3DDjy3oqmNj+cXkC8uFtl1B47lpEhWJ4JieckkcSAsiOi8
nnQfER1r03xVL0/P78rZBIY9WLMrERJ6MoMqAMWlTkoHBfTepYinH3Xkqm9r+a3kK6nt4LfUmllu
rZL2BFtro8reWRYkf+62rI6rQ774qkbf85EflQl21vNqrxIq81uWtpzEylFdePFGb4wxpVf2T/k1
VTD/AJXP5DXUVsp7me29WOOWC4ntpo0kWYwrHxUr6o5G5SnJAKVPTfFXP+d/5XJbz3Da2PRtmdJn
FvdEK0bRq42i3o06Dbx+eKqVz+e/5XWyxST6wY7aaMSQ3Bt7ng/JQ/FR6fMkKwJ+Hbofi2xVG6n+
bfkfStTutO1G8e3ltmt1WRYnnWU3ULTx+kLcTPTghPJlA8K4qhrv86/y9t5EjW+luC081vIYreak
ZtmVZnbmqVRDIu6cq/s1ocVVL786Py0sLpLW71j0biSBrpY2trqvpIrMzGkWxpG3wnf2xVS0787f
y5voY5f0jJbeoVHC4t50KlpEho7BGRKSyqpq3v8AZ3xVES/m/wCRIrnUbaS8lWbTHuUmX6vNRzZc
FuPSPGjCN5Anua8ajfFUCv5+/lO0cUo1tvTnPGFvqV9R25caL+43NfDFUXJ+dH5bxWC30+qtDasX
VpHtrrirx8wyMyxFQ1YXCivxEfDXFVC5/PH8ureK4Zr2dntbs6fNEtrcAi6/ecYeTIqcn9FqfFtt
yoMVTNvzR8irex2T6lxu5BBxi9Gc/wC9U3oQgsIyo5S/D126nbfFUsP57flUszQvrZSZFeRo3tLx
G4xxmRjRoQfsKf1dcVRL/nF+Xvq20EWpma5u7gWltbrDMrvN68duyj1EQfA8o5b9K+GKs0xV2KpX
5mMg0Wb09TGjyFogmosqyCNjKgFVYhSHPw77b4qwTULrU47tLFvzSt4rmeGGH6uLOxZ/UT0fWl/d
srRmUcupovqVH2RiqAtbi3sGjt5vzTs0sre7hmlWO3srWIxSerPHb+tEyQq0n22bq37QowGFXWup
eZNL1eCPVPzV0t4oG+r/AKMa3s5priUyvAocIYZ0pSMuAxIbmC1BXAretXnmNIrm8tfzg022hvKy
aUJbTTRbKoIPBrgtJyFGAB696HFVW0125lu/h/N3T5UtRELlDaaesUhhjjeZklLgHkFkaTgx4cqf
Dx3VXS3upJbXFjB+aUNtd6ZG8d8z2NtLO1yrXE7yCOZmZl9M8eEYIHpfCR8QxVfZfpGC7trqP807
WbTxDbRSQvBbS8vq1t68zmVpmCesivK7MOQU/aoFoqhV1HU/qMqzfnJpkonLRpdra6ciRssbKVDp
MAH5yxvu1fh22JxVeIA9jp0dv+ZlvbXOjGAXd0Le2t7do2V7iK2EMckEMYMUNWT4m4JvQYquttRm
tfRuLv8AOHTnD3Qe8b09NSOVIlFYIQ8sghJVl5kV7EAEksqpLqeoaTbj6z+bVrdrCxadUsbW5mJA
F1IOMUksihorebiKbBqL9lBirfmOK11Ka8t7v8zLdZruW2tdLSKK3aOxurWRJZCwSQr6zuF4M5Vk
YgAnpiqJvNV1L0LWBPzWsYb29maKzmFjZPFKJlaVAqep8XBJI+Dh+NQOXItTFU2uPI35iS2zQL5/
nQGWMqw0+2DCARuksXNWWQtIz8hJyqtBTf4sVRw8neZo3s3t/NE0DWtpBauqwc45Gt/VpI0cssiA
uJVD0HI8ftdOKqlJ5Q8+yJYF/OshuLO5E0sq2EKLND6MSNC8aOqHk6SPyINOdAPhUhVDL5G8/LZW
tn/jGH0bZYgFGjWgUPEJKOicuCEM0brQfCUFOpxVEyeVfzJe1ij/AMcBJ1gaKaZdKtgHlZpyswUu
eJUSwjiDT93/AJZoq1/hH8wksYbW388SI8MMcQuJNOtppGdJZGaRy7fFyidE/wBhyrUtVVStPI/n
lLa+tr3zm1/Deq6FJtOgdURmhAXi7yKwEEUkZBFGMhZgWG6qGm8i/mUivc2/ngSag1pHFLI+mWsX
rXEEzyxuzx14Jxf0yvFtqnc7Yqrap+X3m/UjdG484yOJBaCyVrGHjbm3cSSyKquimaR1BWUANH+z
7Kqkfk78yg8byefpCwaITcNLtFDRIgEgVWLhXd+TB+1aUIAxVVg8p/mGqf6R54eaVZYHjZdNtY1E
cacZkZQfiMx3JJov7I6UVUpfJ35lSIR/j50cNM8brpdoOJkCiFSK0ZYqNsftctzsDiqpaeUPP8Gr
2N7L51a5tbZ63NjJYRBJ43kd5ULJInElWRY234ce/JgVVtl5Q/MKztp4l86tOzs7wNPYRSFOU8Mg
Us0jMwEcUsfX/dlRTgoCqX6R5J/NsTLdax59Ek0bJ6cVvp8Ii4fC0quv7tWLGqAlSQPiFCaBVH2X
k/8AMeAw+r56aZVZ3uP9xluDKWjUKKs78FEilqIB8J4ih+LFWcYq7FUr8zyTR6Beyw6bHrEsUfqx
6bKSFmaMhgu0c/xbVX4DvT54q89vPMmirZx30v5X39xOrxNexJpcUkqmsqRtDVazFHtk/l4oyt1+
HFVCLzF5buI30u7/ACo1ESSFZJoho8ElizxIViYzOIwxSP4a+nUbqoPdVH22v+RtSnkdPy/vJb+H
ULeO5ik0m29eK4vYmuvrMvJvhCV/eSE15MKVrXFVB/M/lG3tBHc/lvfwacv1b6sh0m3VAJUMih0c
xpG8csfDiCfiKU3agVW6hd+URNqOkS/lnqH1SW6eymurLTFRZopWkhe4WSL034s0ZJIavpsrV3oF
V83mzydd6zPGn5canetbXU6Pqo0eGSB5OYtZpYZgWL8vTAY9Si96BcVV7fU/Lttc2bxflrdRLfpb
xSyQ6XCJYpJVaEJMOKKIooiyu5f4QacaE4q1q2seStLa/gf8uL6a3tzJPdTw6RafV39Cf0vWDu8a
N/drKp68KP0BoqqJrnlaW3lCfl1qJtJZLQ3AbSIAJPrFuQriOpaT0I3MchI+EErv0KqRT6v5Q1KT
TtStvytk1LSJ9OE9rdmwjf0xy9L0GtkjlTmqQJwIJPDZfAqp1b6ho6NeWum/ltLFPZyWxtUlsIra
CaG8CRyukyxuivFHcyeonhyFd2oqhD5x8tQRj1Pyu1oyt6l1OtvosLoJ5q285DMY2d3XYtxqybnb
FVO/1jydp9xyh/K3Vbxba7ZCyaPHJ6RiiREltEYsojb00A4cBsW6/aVZHffmPq40FtX07ylq8rxs
Q+nXVu8Fy/7pHXgkYnNKyEEkdUYeGKtv+YuszRLFZeUNXF8zUYXcIht0RfTaST1VLluMchZVC1co
UFGoMVQ2ofmhr1jqT27+StWurNEtZRdWkUspZbmNWdQjRRjnC7cXXn77dMVTK1/MYXF7HaHyzr8B
luHtUuJrBlh5Ripkd1Z+ERqoDsKGu1eLcVUntPzO86TQLLL5DvoDJbXFwkbPKWMkFnHcJCR9WHAy
TSGAc6bioDbgKouH807v9FwXlx5N8wieaJp2s4LIyPGgmmiVX9Qw/vOMAcpTo605DfFWh+ZPmAS2
qv5O1IpdCEtwSYvCZYo5X9YNAiAJzZPhdjzWjBa1xV0f5uwNcW1s3lPzJHcXUM08MMmnhWpAWDKa
ybN8Ip/rL44qvt/zRmvY3W28p+YYLlkuTb/XdOeGItbwmVfUYM/ESkcE25E7UxVCx/m9c2+jpfaz
5N16yn5RpLbQ2puArTSSRoFesXL4ohX4f20/mxVHp+ZsskBkTyj5iX+4VRJYhPjuArAECRnpHz/e
MFIWhHWgKqt/jTXINDt7+98t3a3nK4F/p0CyzyRfVwWCQmOJhO8gFI2+GNj+2NqqoSP805nS1l/w
b5kWK7dYgGsQJInZmFZ09SqIAA3MV6774qiD+Y8/NYV8q661ybaK5cfUysQMqxMYRMzKhlQSmq+K
sCRTFVOT8zLiJDI/lHX3VkSW3SGz5yEOIapIrMixyK05qORFEY12pirKNE1b9K6cl79TurDm8ifV
r6P0Zx6blORSrbPx5Lv0IxVHYq7FWNaxrGhaxpE9iuoX1kl0gAvLGO4huEFQ1Y5BEeJNKV8Mn4cu
5h4ke9jtroOiW9ws482+ZpSphoks1w6UgheGhUwUPqc+b13LqDj4cu5fEj3oaz8o+XLSBYYfNfmc
KDKzsZ7irtOqLIz0twGZuLNypUM7MKNxKvhy7l8SPe1b+TfKdtqMd9b+ZfMcTr9WE0STXIjnS0jW
NY5h6FWV+JL7g1ZqEA0x8OXcviR71KHyT5ajjVG83+aZTEa2zvPOWhHpSQUiIthw+CY79em+2Phy
7l8SPei/8MeWjMZX8zeYnP8ApLRq0k/GOS6i9JpYwIBwkQcmjZfsszHvj4cu5fEj3oa18o+V0smt
4fNnmY2M0UMaQCa4WNY4oTCAgW3XiJFfk9OrUOPBLuXxI96m/krRZ44WuPOnmhb1EVJbq2muIGcB
5HI/uHYKfVpTl0Ve4qXw5dy+JHvTDUvLnlvUTdfWfMvmIpdi3SWFZbkRcLdEQosXoemBN6fKU8as
SdwCRj4cu5fEj3oV/JvljleiHzT5ltre7kknS1hlmSK3mmnS4eSAfVyQ3NP2i32m7sTj4cu5fEj3
qkXl7Q7aa5mbzn5pdbqJ7YRyTzskZmIHqRf6PVZA32Wrt8sfDl3L4ke9Dx+S/JthF6tl5l8waY0c
UCS3MDyoWS2qzNLytmVvUb45CR1rTiGcM8Eu5fEi1Y6H5YvNMijtPPvme7iiabjexXcrufXiROLO
lvxbgqh46iqli3fAIEpMwGp/K3lW3n9efzr5mhE06mCJ7iVYlleQvwjQ23H94WKkbkglemHgKOMM
u8tXegaBpEWlxahf3sEBf0ZL2KaSVUZiwjDLCnwJXigPRaDoBj4cu5fEj3pkfNuhBwhll5sCwH1a
46LQH/dfuMfDl3L4ke9d/irRP9+Tf9I1x/1Tx8OXcviR73f4q0T/AH5N/wBI1x/1Tx8OXcviR73f
4q0T/fk3/SNcf9U8fDl3L4ke93+KtE/35N/0jXH/AFTx8OXcviR71o826EXKCWXmoDEfVrjo1QP9
1+xx8OXcviR713+KtE/35N/0jXH/AFTx8OXcviR73f4q0T/fk3/SNcf9U8fDl3L4ke93+KtE/wB+
Tf8ASNcf9U8fDl3L4ke93+KtE/35N/0jXH/VPHw5dy+JHvWp5t0JxVZZSAStfq1x1U0P+6/EY+HL
uXxI96Em/MTyZBcyW02ppFcxKJJYHSVXVDQBmUrUDcb4OEp4gjf8VaJ/vyb/AKRrj/qnh8OXcjxI
97v8VaJ/vyb/AKRrj/qnj4cu5fEj3rX826FGjO8soRAWY/VrjYDc/wC68fDl3L4ke9OMgzdirx3U
bTzu/wBTudAvbWO3SC3VrK7H7tzSQyszJG0gNPTC0an2vpzKltTiXHe1BIPzXjkkk+saPL6gUiKQ
ThIyFFRHwRXoTX7bN9GPr8l9Hm2bb80VuHnjutMkDn4bWQyCFF5PsOEIlZuPChL0B5bHajU1uDdt
J+a7CYTQ6KjK/GJq3IDLwPxgAuacyOtDsfEHEcfkj0ebJNK/SZ0+A6p6P6QK1uBbhliDE1ooZnOw
265MXW7A1eyKwoQ+nf8AHPtf+MMf/ERgHJJ5qGuxaxLpNxHo00dvqbBRbzTCqKeQ5Eji/wCzXtjK
62TGr3YvHp/5vIVRtT0uVI5OYlZHEkigEiOQLFwCk0B4gNTvldT8mdw7mZ231n6tF9a4G54L65iq
E50+Lhy3416Vy0NZU7/+4X/jND/ydXAVC+7tYLu1mtbhecFwjRTJUrVHBVhVSCNj2wkKC888z6No
lhqU1naeUp9W+tRi9upoprhU9QGTitVD0YhXG1OoFKHaiUQDyboyJHNKJNL8qNA91beQtTa9gVZW
ivZJ7eJuUgHFXaSQO3J6hOG+Ch/NZWf5z0nQvKmgaE876Va/V3uQgmPqSSchHXj/AHjPSle2XRgB
yaJTJ5o5/wDjoQ/8YZf+JR4eqOiIwoYZfWH5qm+MtjqGnpai5lkWCaprAePpRMVtw1BQlqHlv9rK
yJtoMEyh/wCVg/W7T1jpItKj6/w+smSnNq+jWi/3fH7XevbD6vJj6fNkOTYIdP8AjoTf8YYv+JSY
OqeiIwoYXqGlfmjLeXL2es2lvbGd2tIuCsRAxHAOWt2NVAOwO9ftCmVET720GHcm/la083W8d1/i
S9gvJHkBtRbqFVI96gn04iTv75KIPVjIjonuTYIew/uG/wCM03/J1sASXnnmmDQpPNE0d35Q1HVI
hJ/pF/aNctHzkgjJZYkZYjUBUc1HTevTKZVfJujdc0tntvIepXEUg8o69ILX/R5Y44X41WNUCS/v
uQaNWXoQfowVE9CyuQ6hHWOn+Xn1i1ubTyVfWqC5hH1m8eS2KSvKGBS35uHRFLOf2RxoRhAF8kEm
ub0fUf8Ajn3X/GGT/iJy48mgc3oOYDnuxV5dqGm62b3S7vy9ceXf0WLKFb2w1NU5NPvzdWiiMgPA
jq/UdMNlaC2Cy86i8Mk7+TDAWjX0UjkAEY5GRhUcvUaqgVcrQdK9WyvCGptG81LHaehf+W3lCWy3
plSEISnE3DRqlvy5OykAlqcW+yrDljZXhCJ0rStabWbC51mbyytgqt+kLexBFXX1ljESyqahhKpc
sw3VafZ+JsrQZh9X8lf7703/AIGDGyjhDvq/kr/fem/8DBjZXhCF0qDyb+i7PnHp3P0I+XJYK14C
ta42V4Q3qdp5Zk027j0/9Fw37wyLZzOtuUSYoRGzDi2wahOxxsrwhhFnpXnuG1t4Li78pXLx+m89
0yBZZGEwZ0+CFIgjRVXZA1e/fGynhD0D6v5K/wB96b/wMGNlHCELqUHk36unCPTq+vb1osHT10r+
GNleEKeu2WgTaNexaO2lW2qvC62NxKtuUSYr8DMCsmwP+SfljZXhDDtO0vz1ENOivbryjcRwThtQ
uOFJp4CPiSixJGrDk1OKr0Wv7VWynhCuuk+bIL2d4rzyvdW0sNt6cd3Gg9KYAfWSogihJQsW4cmJ
oF6b42V4Qnflm3krN/iiLyzTin1f9GA151bnz9cdKcaU98bKOEJnJB5N/SlvSPTuHoT8vhgpXnFS
v442V4Qivq/kr/fem/8AAwY2V4Qx3zZpsk1zps3le40K3jt5GfUrW8SDjcpVOMYdYpWTbn8S96dc
bK8IV/LNoii6bzMPLzszg2i6eqhVQVBDeqK77H517UxsrwhO/q/kr/fem/8AAwY2V4QhY4PJv6Uu
Kx6dw9CDj8MFK85a0/DGyvCEV9X8lf7703/gYMbK8IYPf6T5rj8yX91pd55Xm0OUBbCwvkQNF+7H
xFoIVcn1R3kI4k96UbK8IZH5Xs9Pi0S3j8ynRJ9YSonms1iETgH4Woyp8XH7XwgV6Y2V4Qmv1fyV
/vvTf+BgxsrwhC6bB5N+rvzj06vr3FKrB09d6fhjZXhCK+r+Sv8Afem/8DBjZXhDzm10X8woNOu4
JNR8p3V3Mzm1u5Y0VogSgQARQRoaL6n2lbenbGynhD0G1g8qfVYfrcWlC64L9YEQhMfqUHPhyAPG
vSuNlHCFLVYPJv6LvOEenc/Qk48VgrXgaUpjZXhDJcCXYq8+1DQ9U1aTTbu21/UNNsYrK1hl0+3t
rwK7RyrLJJ6kLxbyRj0uhoNxilL7HyL5jt4vTm866xcj14pFZra/DLFGJQ0YYS1Jdpg1XqPhUFSA
AFVSz8leYYLuznk856vJHbSpJND9VvCswWSF2RvUkl2IiZOnRt+R5l1Va38t+dLSMJZ+dL2NeLeo
JdKnuyzmIIrhrp53Wjr6hUNxJNKAbYqyHyx+ndPhuF17Wp9ckkcNBINLez9JQKFaRq3Kp3qcUJ3+
lbb+S4/6Rrj/AJoxVCaRqdsNJsgUnqIIhtbzkfYHcJirCNO8leYrTTr61k856tdS3k0Uy3Mtrel4
VhlWQRxVlJUOvNZN/iquw4/EpXS+T/MsthY2recNSWSy9YNOlnfq06yTRyqJiJ+bFODJXkDxag40
3VTK20PWE8wWurXHmG/kiikkkubCO0vUgm5pxCFGkkRFjbdQqj/K5H4iqyPU9TtjbIAk/wDf253t
5x0nQ90xQi/0rbfyXH/SNcf80YqhdTukvNNu7SCW6tJriGSKK6S2uOcTOhVZFoqmqk1G4xVJvKWm
3uiTak+oa1qGtrfSrLB9atrkNAo5VRQKxU3H2I0/UAqyP9K238lx/wBI1x/zRiqEl1O2/S1seE9B
BOP95567vD24Yqi/0rbfyXH/AEjXH/NGKsGg8patHbfVm806tKpWLncNBffWOSTrM4VxJ6YRwGTe
MtQ05lRxxSoy+UfM8ltpsH+MdRU2CIkki2V6GnCOkhaUiarM/FlJYn4TTx5Ks/8A0rbfyXH/AEjX
H/NGKEJFqdt+lrk8J6GCAf7zz12ebtwxVjnmTRvMGp+YbXVNM8yXmlWdssIfTBYXcsUrRSGQmTjJ
FXny4sAN1FMVQtt5Z8xQX+oT/wCK9Qltb2C8hjtpLK8b0GunZ45In9TZoKqq7fZBpxrspWR+VvMY
tRby+a78qt/9djeOz1BXWL0zH9W5tPIzIvwsvMtuCWD1xVk3lgT6ToVrp+o313q95BzEmoS2lyry
cpGZeQIkPwqwX7R6YoRWmanbC2cFJ/7+4O1vOes7nsmKoiXUrd4nRRcIzKQHFtcVBI6/YxVg1p5T
8xQaTNp7+bNRlklNs315rTUDcKbdoyVDGdlCyBXDBVBPL4i1AMUsq8uF9K0Oz0+9u7vU7q2j4S38
ttch5SCfibkJDX5scUK+r6nbHSb0BJ6mCUb284H2D3KYqm2KuxV59qH5eQ+YpNN1W+DcobK1gW2W
4X0GSGVbgFke1kNXYcXo267YpS+w/I/SLKP04mnZBPDcKr3aMFMAlCon+h/Av+kuarRq7gg4qqwf
kxpsM0MoaZmgkhlj5XUZ/wB5/REaE/U6lALZfhrtvSlcVWn8oLqDTFsdL1rUtOjjjpDHBfhIfVXk
UmeKK1iBZSwJ4leXEE/F8WKqo/KvVpbG2gvPMWsTTwfG1wuqOKzEKDIgkt5SlOJ4fEeNTv3xVMPL
18PL8g0aS8vdSvLqdVibUJ7m8k5HnCoWWO04Kp+qO5qdt2alcVT/AE+7v7fQ7aeaK1it4bVHkmku
GRVRYwSzExUUAbnfFCRn8zvLVxcXmn/XLX1LUMl4/qXKxRASm3Jec23pL+82BLb9emKWF2vlL8vd
C1bTtRTWDPdQCG8solvxd84rSKYowWK0dzEI0cbGmwUUNAVWf6d+YOnaldR2tjwnnkbiiKt5vR2j
LVNqAFVoyGb7K7VO4qqmupy6t9WSttAB69v0nc7+ulP904ob1TWLjS7Ca/v47aC0gAaWQzytSpCg
BVgLMSSAABUnYYqw/WvOXkrzRo11pOo39pFp88iRXDTXM1mrNHKzmMSzW8Y3a3YNxNaeFVxSkGhx
eQPIWsnUY9XLzyRTWAje4aeEGFohNHS2sgPWX04+VTzIoxrWuKvQdD85Qa6U/RaRziSD6yrH61Ev
pGRogS0lqgUs8bcVO5AqBTfFCh5r0O78wxDSLtBbw3ELky21yySqYp7eVSjtA/E8kH7OKsJ1XyL5
T8sJbfpm8kGnsbc29i0xkZ5NPSThI5t7P13WJZOpPFdgduKhSgPKnlvyDAJBpnmBfRvrC6jmt726
ihuHtnTiXBnsopwkC2vNey8Q32ftKpdBpH5ZaBqEN5ba9NHLHMjJC0klyCnKOYRwhbBnVJfXWjIf
iDNQn4sVT2D8nvKWtM/1F7yNLNYraThcyRxkwoqhazWXFyrxcnAJo/UDYBVnnlrS9S0Zf0bHHDML
e3iAkaUpUNNO+ypCFX7VAqgADptiqnrP5g6Xo13LZ38sCXUCLLPFE1zOY1chU5+jbScSxdaKdzUY
oYNN5P8Ay7vdcutUfVYV1S51DlJE2ookkdxNKawCF7XmvNxtUcxxqrClcUo7yJ5i8k+WbdtF0jUj
efW3N4TcvcyMoW2iYlnWyjWNEgEezU49NumKvRLLUdQvbWO6gtYxFKOSeq88L0rTeOW3R1+kYoU9
Ml1b6s9LaAj17jrO439d6/7pxVLbnz7pdvfyWElxaG5hDGcRzTSJGUSWR1kkS3ZEZUtpCVZqinTc
VVYvq3+DdQ8yWGvNqVvcagtxBc2kVjcrdEtGfq6A+laTTCNnfgV5BefSjE4pZDD+ZGlTW0dzDxki
lNIykd8zEn0eI4i05Vb61Fx2+Llt3xVOdXl1b9E3tbaAD0JakTuTTgf+KcUJtirsVYdL5Y8xXsum
6lpXmSfSIvqVvBPaLEtxG6qGZmVJmaJHbko5+mT8PviqEj8qfmsXuPV89IiEBLYppdsx2VKytUrR
mYMCu4p38FUVaeVfzAhkPreczNbmUP6R06ENwMvN4/U9Qt8SVQEfZ7dMVSuTyP8AmlYaQtto3np5
riFaRC/tIpDIzSlmaW4l+tS/Yai7HpirMtA0rUtPhm/SWqS6rdzyM7zOixIq1IRI4kqqBUoD/Mfi
6nFWPaiNYa9s4k0ttRsG1MGOcPbn6rIbif1LgRyW8pX0EQMG51JbiKYpT/SLK5Ok2RF/OAYItgsF
B8A8YsUPPrG/1RtS1SwtvJFza2SCWS8llitIfrAtmd0Cqlm8M7vI1UCytuxYHqcUquoapx0mEWfk
3U54gpgSyuLGziVVEhhaILHb3FBwmdhVQhUn4tyMVVNHvtfvjZ8/KM1pbRahBHbtILZHhaeP1ri7
WN7KMosVactizfDs22Ks41OyuRbJW/nP7+32Kwf7/TwixQt1qxlOlXImkn1CFkKy2ZjtpFkRtmDI
YW5KAasArMR9lWNFKrzy3vLm60WV9U8iXa6SlyjjT47azuJnnlgM0s62klpCPhLcC9akmnWoxSq+
YLlZ9QiV/JF7qLM0ga6u7KzNFLRvyDJbXX960zmjFdxVqfEVVTjyhLrV9qyG50CXRIY9PVbbUv8A
R+QiEgCWgRrOCRFqGYIacQASo5DFWUS2Vz+lrYfX56+hPvxgr9uH/irFCT+d2v7LTY5I9Nu/MYL8
XtkSzbgsv7hzxeF2JMczjZaceQYqDuqx6w1CQ3Wh3d/5P1C3urpFtbG6trS0neyiKpHwnZ7aCS2j
X1ZFIpTiKioOyqStq08Oq87L8uL8SoYpFu3srOKQSepF8XJLORfgb4gRJX4ATx34qWf+V4NVnuNS
lu7GTRbn1IhNMhtX+tSGBHduYtoi4jZzGGNa028MUJpFZXP6WuR9fnr6EG/GCv25v+KsVYz51ub3
TNTs5bfQb3X7pogY76KG0b0itzFSP1BbyulOXq7gD4dj9oopQdvqEsepXiS+U9Ui1iJIZ57iC1sH
hmdpIiRHeGOJZHjkmZ96fZLbGtFUi0bVdYk1eKG0/L6exmflG95JDBbqq8OM3739HBSCicR8Xxig
9sVei+V7S8fy9YSNHNorSQq50pVtqW/P4uHwwIK77/CMUIrTLK5Ns9L+cfv7jYLB/v8AfxixVges
Xk0Xmy+ZvJl7ezW6SKdb+q2byzoLVzxjkW2kDLIg9OhlrQ8SOVEKl11fxroiS2Hk3UpIpgrrYXNh
aQEtLdFJEeOO3uGV6xCb4lClaEsDxqq1pd9r99oLRHybLb6dJPFbvpsot4wxD28aOYJbCP4I4zy5
laKI6V8FWe6vZXI0m9Jv5yBBLsVgofgPhFihNsVdirzO+tPMBaxuPL995eWyEFsJbLUYwWZhG4mY
yRDmN2QgV6jqBUMpWLH57jluSJfJ80cjs1uJPVHprwYInwKKjkFJqSftb9KKu+p+dV1h7hL/AMrt
p8wVfqkiVWEKtGePgiSOzNvR5aD6fhVQoTz7qenXSzf4a0W5D/6IYmV3qjnd2IuE4FeLD4amlGAB
xVF6fD56ht4IrufyjcyRxKJp2EgeSUSjkx4LGi1hr0X7famKory9o2oW2sPNrGsaXeaassywQotq
rNbkfuWkVIIR6zN8UhDcRSi7E4qyPSf8Kfouz5/UOfoR8q+jWvAVrXFUr85WrXOlxx+VLzR7LUPW
UzTXQhKmDg3JV/dzjlz49V6VxVIpNO87tZXdquq+WY5GtoPqWoCNTcLdKYfW9RTGYTGwWXcJWpGy
9Aqyjy1Bp9voVnDr9zpd5rCJS8uYFgWN3qd1HFO1P2R8sVROpf4U+rpx+oV9e36ej09dK/hiqK/5
1H/tX/8AJHFDGtfsL2bXrKbRdS0e10ZPR+u20yQNI/G4DTcf3bn44KqPjG/z5KpSi903zvPYxpDq
/lu1u4pTWSGNKTQmIgc/WjnCuJf5VpT/AIEqs8H+Eqb/AKPr3/ucUIWT/Cn6Ut6fUOHoT1/uaV5x
U/jilFf86j/2r/8Akjihh+qaf5gbW7mfS9S0KPS2/wB5LW5ED8T+53cJAr0+GUU9X9oGvYKVG207
zY+vWl1eap5ej0oCA3thbLFTkoPr+m0kLSFW/ZBkBrvUAcWVZt/zqP8A2r/+SOKELH/hT9KXFfqH
D0IKf3NK85a/wxSrzf4X9GT0P0aZuJ9IP6IXlT4eVN6V64oYBZad+YltZSNJqvla9vjOpijuIwIR
B6ZDgvBFC9edCBx/2XbFLINBsbiDW7+XWdQ0i60lzL9QgiW3V0DTs0QakSGqQkKTzav0FmVZF/zq
P/av/wCSOKELpv8AhT6u/L6hX17jr6PT13p+GKVDzFHp8uiXcegS6TBq7pxtJrn0vSRiQC5osm6r
UrVSK0qCMVY7ZWPmqKO1juNS8t3AZZVvp2iUSKWlmMTwhFjQlY2iBDr2PzZVM/JNlLZ6VJF5t1DS
NR1EzExz2626qIuCgA8YoBXkGP2fp8FU21b/AAp+i7zh9Q5+hJxp6Na8DSlMVZDih2KvONT03zBe
3Wk6h5f86RaJCtjFa3tnIsdzH8IL+qsUj+nzJ4odlPH9rtil1n5f80RajDf3X5k/WZI5VMkAt7aO
B4KD1IzCJCgZuI4uBVd+tcULLby35ptrKO0h/MqqhpDO8tvBO7q6qoVZJZnlTiVY1D99qUxS5vLn
mC5hsTdefFju9Punkjni4D1bblEUilCSQcuXoksH5fapU0qyrc+j+dp4zZT/AJhWstnNDIlzcG1t
ElLM0Y4LHGVopjEg5iQMKiniFWerq+khQDfwMQNyZY6n7iMUIXSNX0ldJsgb2AEQRAgypUHgPfFU
g8zaVLqrXv6P82rpaXgtqBJJGaFrdmLNCY7qAL6qtxcUoaV674pUzo1/6upQjzwx0u6tvRsbVvT9
e1mAjCz/AFtZEmkp6ZqppXlvXuqqeVtJl0fVrq9v/N51aC4RkjsppW9OItM0oZPUnm+yrBOlaDri
qf6nq+km2QC9gJ9e3O0qdBOhPfFCL/TGkf8ALdb/API1P64qw2/0K9nu0uLbzr9VVLmSYxc3dXhk
uRciBx9ZUUTiI1ZQvwVU1U0xS3baRqym2W888JeRW8rsQVEDtC8DQmIvb3EXKjN6iu4YhgKd6qpz
5Vis9E0lbO88wfpa6MjyS3tzPyZix2Ch5JSqhQNg1K1O1cUI2XV9J/S1sfrsFBBOCfVSlS8Pvire
q3unXul3lnDq0VpNcwSQx3Ucqh4mkQqJF4spqpNRQjFWO3mk3c9zcXEPnP6q8pPorGwZIxS3C0jk
mdCQLZq1WhMjGgqaqVK90bUroWjP52UTwJbC6ZaxJO9vJK7MY7e5gCCVZQrhT+yu/bFWS6Pd6fY6
TZWVxq8V5cWsEcM15JKvOZ0QK0jcndquRXdj88UNxavpP6WuT9dgoYIAD6qUqHm98VUtans7+2hS
01qKxngniuFlWWqsInDNHIiSRc0daqwJxVif+G9dgt2Wx/MV4bgvblJZkhukCw2wgkHCeV6mVx6h
NevYn4sUo+60aea9tJ084mGG2vpbt4UkessUl0lwts5+scCiKjRCqfZNKAbFVlv6Y0j/AJbrf/ka
n9cUITTNX0kWzg3sAPr3B3lToZ3I74qlfmq2XWIwun+Zk0lvq9xbs0UhPxT+mUlHpzQ0eIx/CTX7
R98VQSaVexy2wi860skWSO6tn4SNMkks0i0neVpo2RZVQOrVog+hSh9D0DULDzLDq1756bULKKBY
DpTMFhdlhWL1G5TyDkSnqH4a8id9zVVlOr6vpLaTegXsBJglAAlSpPA++KE2xV2KoTR/+ORY/wDM
PF/xAYqi8VdirsVdirsVQmj/APHIsf8AmHi/4gMVeZ+YNV/LPzBcDWbi+vfrvpPbrYwRguWth6rx
hnjdFakgqPVCeO4JxSkOmP8AlZPpyfU/OXmOKEKfq9n60yehxidzDE3oemOPCuzleSDc91WZ+TvN
vkWK7EVrr9/f3up+iiQ6h60rIxPJUDemFG90oPxEdOwxVm+q/wC8yf8AMRbf9RCYoYz5489eT9Ma
68u65eT2cl7YvI0kEbOwhkLROUKrJR1ALbr033xVgk175EisoPqHnzzHzqbe3T1blga16o0UQ2WW
iMWAqF60pilX/T/5cTfuJ/NOvXllbpV76dpWhSe2aGYBgYQ/r8YOSkJ0L0PLoqjPLnmjyNoWoeq+
t61daiYWhW11J/Xe5UrHch2ZVCFo1fihdxQFgNiMVei2Wo2epT6dqFlJ6tpd2cs1vLRl5I7QlTxY
Bht2IxQjYNQsLiSSK3uYppYXaKVI3VmSRACyMASQy8hUHxxVhEnm78xbEsNT8vWcSNO0NnO1/BAL
lmkIgjRHd+Lui/zHc9NiMUopfMH5nDUJ7d/KsT2kM0vpX63kKieEOwiAhLlo2ZeJLMx/1d6BQzNH
RwSjBgCVJBrQg0I+jFUrv5NQjl1OTToknv1s4jaxSGitIGm4g7r3/wAofMdcVY0vmr8xGKxweXrS
6eMqsrJfQKWdF5ToI+b+mVYrHTm3Fqn4hSqldfecfPdqNNdvKiiS6nkhubJb2KWVIwE9OVWQbjeQ
sAjUC9RXFUPbeevOtzAzw6BaiRpYoSr6hbhreWRORgmTlyaVWovH4CeQ+EUOKpz5a8zeYdT1CW01
HRI9PFuGF1JHf2900UlEMcckcfxKZFZm36ADxxQnmlf7zP8A8xFz/wBRD4qxi+84eYI7y6uNIs7H
XNBjC8LuG+gt/RcIS4mkZ5Far0A+Faf5WKUMnnnznJMID5Witppbh4bMT6lADcJHwcvCpVTJyjZi
OFQKbnFUfpev/mBLfW8Wo+VUt7SZlM1wl9C5t1bqCoqZSvcrTFDIdY/45F9/zDy/8QOKovFXYqwW
/wDP83l2K3iutB1C70uLT4J21GxhedQxU8w44rGiRqlXZpe426kKr1/Mq9S4dLrynraRhPUV4bSS
Yis3phGAVV5emVkPBmp8Q6ruqy/Trz67p9teehLbfWYkl+rXKenNHzUNwlTfi61ow8cVRGKuxV2K
oTR/+ORY/wDMPF/xAYqxvz9d6fJFFp0nmb/Dl2g+tmUMULRbxbEPFU82HFSxBPVG7KWKW+npaXkN
1b/mjDO0AiiKXX1W+YOQFJj9SVmjaT4+RG9D1oMVZx5Jj0ddNAtNSttYv4uQv9ShEYld5XaakqoW
ZD8deLHFCb6r/vMn/MRbf9RCYq1qGsaZpzRC+uUthNz9N5TxSkal3LOfhUBRWrHFXnKi5g12L0fz
AE+nyTNPccyJUiKOvC3MilokRgzpR3UkkUDEDipWQ3F9bRGLTvzTsJIVICx3H1OZo40o8zGaWSaW
RgqufjagHgBirNvLeu6FcF7W31631S9nmnnVUnRn9NnLII4wzHgkZUAr8J+13xQmkv8Ax17b/mHn
/wCJw4qxrW/y58ktFq+pzaO95dXiSz3ccc1xznfgaqiq/wAJfpRB4Yqwe0/wA1tJYWXkfVGeaER6
naJ9YHpwoauqcZC3NZJWUCiVIYEimKV9p5f8hrqsuof4F15Xm9OSOsdxRWKcXJX1UoaTUarN0NOm
6rN9E/LfyLbvp2q2ejvaXVukUtosss4khIUlVZGkZeQ9Qhga79emKGRxf8de5/5h4P8Aic2KvPPO
3kvyxpl5HqVl5OuNfvr+5e6ungurlTHKSA0h+J1+ISN8IArTp3Clj66N5JTTLi+1DyDeWdmZfqtz
F6t8J/R4O4kCuIYyrSRqqgSVq29CQGVV7Wx8hnhG35deY4RaMl1CTDORyiiHo7i5qz8FC8d6Ns2K
vTvL3lLy7oRkm0m0a1a5jhjl5SSuSlvGI4hSVn4lUUA03NN8UI7Sv95n/wCYi5/6iHxV4/Jp3lCw
mmmm/LnUIUgkkmu7mNrj0Uig9VI5VYsgZmQMxUCg5KSx7KV1rbfl1Lp1hJYeQ9fNpKHnt5I4bgmM
CvFh+/YHkZCUBNKfdiq9NI8o2l/DZDyDrUs1vHELW+pcmExPbxF/XdHCrKoXiyKrDkvXrRV6bFa2
dr5OFvY2z2dnFp/G3tZeXqRIIfhR+RZuSjY1J3xQnOKuxVCaP/xyLH/mHi/4gMVReKuxV2KuxV2K
oLSXVNGs3chVW2jLMTQABBUk4qxnzTqPlLUdKvL2wj0TXdWggX0o7mS0kUxqyy0eR2+FFH7zdqd8
VSTTYdebT7e5b8udKkkMTOVt57FVeTixR4m4uoR9qbnZuu26lnOkR+WrOR7fTI7G0ubg+pPb2vpI
zsFB5MI+JaisNyOhxQitV/3mT/mItv8AqITFUj8+rqH1GCa00mx1ZIWd511D0giKUK1DSsipyBKl
t/DiQSQqxm1fX7qwS5X8tNN9Mn1oIVvLCUSiSh5rIsYReXBG5fFUAYpQEFrqVhqt7an8vNKvfXMc
yxQParIjzl42MwZrjgjRKaHiqfaHU4qnWjya1Bc2dxZ/l1ZWTtKsM11b3liDBDzeJ3DRoGbgiiqL
407HFDN5f+Ovbf8AMPP/AMThxVj35k63oth5fks9XS7a01RZLd3sfTEiKIy7MXkZFTYUBPfFXnNs
fy5ENrdnzN5jsbX0GNjI04Bh5yGFhDFHG8yu/wBWYsypx3IJ5GmKVe/v/wArrdJ7qDzHrRDwlLu2
tOcIkjjYXLtKGgiV/hm4kMfssVAqTir0X8v9e0DU9DjttHvbm9TTVSCWW9DfWN15RtIxVQxZCG2+
mh2xQncX/HXuf+YeD/ic2KpD+YWsaLaaM+navHdNbanHLGXtER3AjUO20nw141NOJ2BxV5r+kvyz
lsbyxvte8w2kEQFvdWFw5IZJLaQhikcciFUjDHj2MYAWgAKlNvLnmL8r/LgTUk816tNEAokjvfrM
qNQSxosirAOXAEqN9uK9gMVeuIwdQy/ZYAjtsfnihC6V/vM//MRc/wDUQ+KvIvNN/wDlPqep3ur6
pf6nperOrwvFFHxldID6S+mwimUKxibj8YrX4tqUUoeTzL+XttdyWi+YNe0VnnnAdWC24uYZSp9V
LUGRy5cGr7soHJq4qjrDUvyxsJo5/wDGWru1pLHdXMbNcelNLbtIXeZBb/GZDC/Pep4j2xV6nqM8
VxoNzPC3KKa1eSNqEVVoyQaHfpihH4q7FUp0iPVf0VZcbmAL6EVAYHJpwHf1hiqL9LV/+Wm3/wCR
D/8AVbFXelq//LTb/wDIh/8AqtirvS1f/lpt/wDkQ/8A1WxV3pav/wAtNv8A8iH/AOq2Ku9LV/8A
lpt/+RD/APVbFWPXetW+k+X7P9LX0MVtNaVZRaXEx9JIl9Rn9GRiqKGHJzQCuKWOSaJ+VUFwtw2q
6Qk0MZjTjcy/u4vhtyVVbyiBSgBYAcSK1BFcVUbnyV+Vmq3AtV1LTJrqYs7wQ3Esk06AtM60F28h
XkC54b7daVxVvQrf8pZZ7TVNL1bSEntXVrUtLPE6NGTGn7mW6U0rLQVWhqPbFWc3cl7c6dBc299a
z200tq8M0UTMjq00ZVlYTEFT12xQirzT769tJ7O5mt5La5jeGeMwSAMkilWWonB3BxVi8f5R+V4x
SOzt415tJxT64o5OyudhdUpyQbdPvOKbXj8p/LI+rgWdrS0INuvG6opBkbp9aod5n6+PsMVtG6B5
C03y/dzXmkR29tcXESQSvwuZKxx/ZWkly4FPbFCZyxat+lrb/SYK+hPQ+g9Kc4f+LsVRfpav/wAt
Nv8A8iH/AOq2Ksb038wvLeoxq9t5l0xebmNI50a3kZg3D4Y55o3ILbAgUJ6YqvsvN3lx5biO18wa
QkhlHrUUR+pJIqUdSZ19UMHQB1qCfhrUUxVkPpav/wAtNv8A8iH/AOq2KoSKLVv0tc/6TBX0IKn0
HpTnN/xdiqVzeeNEg1W40m58w6dbaha8vXguInh48ERyeUkyqRxkB2Pj/K1FUNB+ZPli4v7ewtvM
mn3F3dPJHBFDBLLVoq8qlJWCj4TxYmjfs1xVXsfPnl29hjlg8z6TSVFkSOX9zLxkICFopZ0kXlyF
OSjqMVTy2kv7m3juba+tJ7eZQ8M0cLOjowqrKyzkEEdCMVUdMi1b6s9LmAD17jrA539d6/7uxVF+
lq//AC02/wDyIf8A6rYq70tX/wCWm3/5EP8A9VsVUprC9naJ5ntJXgf1IGe1Zij0K8kJm+FqMRUY
qo6vFq36Jva3MBHoS1AgcGnA/wDF2KptirsVYje2/nxrPTZ/LVxYrGlnEDbX/MRPIQKl/TjeQjh9
ni60I3DA7KqE4/OkFxA3ltwARE7i/Sp9TZmUF6fu+1T8XemKtm1/N5ZkulvNHd/q4SWxZZ1tvXFw
SZEYIZ1rb0G7sOX7OKoKXTvzxe2TjquixXULs4CxytHOGZCI5eUZKKg5gFNyKV3+IKphan84frtv
9aXy99R+sA3XpNe+qLbkvIR8hx9TjyoTtWm2KsxxVi19b6PqehW2jyNYSa5Lpxk0y2vRDKyu0JQS
iGQSMUB+0Qp2xVhF35J80W1o1leaT5PEEkKW3166ga3aea4V1ZVkt1hKP6gDUWMbMArFgTilSl0D
XVez/QcPk8arbXMqiwto45GlFvNDV+UqCYTQLzWYh60P85FFU70TyhqFxqtzcXOg+WJtIaaOEmKN
5GdIwBK0Jb1Y4/TlWnp8F5OGrT7TKs4ubKzstNhtbKCO2to7i34QQosaLyuUY0VQAKkk4oW+ZvLm
n+Y9Gn0jUDItrcFC7RELIODh/hYhqV40PsTirxzT7z8rrWb6rf8AmHzHMbK6Rbjy/fXLyQxPHchV
eRbceiUWUrJtITtWnbFKhe6z+UdtqUj2Xm3zDayamxuNY1HTmeBPUb95HJc/uEar+pxVYUNO4G5x
Q9I/Lyz8vXb3PmPRNd1LWoLlRZvJqDMyj0aEen6sMUmxYnY8as3foqyuX/jr23/MPP8A8ThxVF4q
8n8y+S5186RHRv8ADMECxKbPRr6KJJGnZZGUmKKEMys6O4PIsOLFSPixSmXlnyjrE1+kmsab5Wud
DJBaOwtuTRz26emPSLRhfgl5r8RJUbChrir0bFCEi/469z/zDwf8TmxVgXmjyp5k/TWp6uq+XG0o
mKWK61e2QzW8SxEXJaRYk2dgoq7n4B1BxSg/LXlzzPpyLqFzZ+TV0eZFmuNQsoWhdoSwmV1mEYhK
ROFdKrvxFTy+LFCA0zyF5+smMUnl3ypdq7RRT3c1sWkkKRR1lovpxxwqycVRIwagHhuWxS9S8u2d
1Z6LaW13bWdndRqfXt9OBW0DliWMSsqEBieVCNiep6lQraV/vM//ADEXP/UQ+KsV/Mzyxol9pr6/
qd5qVn+hLeWYSaVKkM3BWSc05ggnlCpWppUV60OKsFs9a8gtNdPP+Y3mEOJhN6DSzo8BgRpJYm4w
NG4qGqEHGlAK9SpZz5E0PyzNINesNW1LXZ4QbaC71SWUyQq8cbOipIkBpIoR6spr1HU1UMr1j/jk
X3/MPL/xA4qi8VdirBdb/MfSPKGmxRaq8Xq26m3EMZuGkeSCNSVp9X4oWUhl5sARuDTFKGP53+TF
RXe8hTkvNVKX3IrxLFlUWhLKApqw+H3xQqXH50eULfn615CoT7Z4XxA+Jl6izPeNvuxSgk/Pnyqb
i7hlpA1rNLCrMZWEphpzaMRwu3Cm/JwvQ4qvH57eUPr7WTSqrco1jk43ZR/VjEileNszd6UZQa+2
+Kq6fnd5JcyAajbD0jR+X1xaEAsdmtAeinfFDHLvzT+VOvx2q6jDDqMyRQWT3SDU0CiBuaozpbJx
HqGpX5ctgKKUvl1X8ire/d5LeGK4tnKGcXOq1Ri5mqvGLmP3khPICgP+xxVGXev/AJLsksksNvJJ
qDXGpsBNqfqM7TLLPIpMAMZMlmppVfs7ChNVUve4/ILTbhD9Tiik9Xnx9fWPgeMLIHMZh2p8NCF/
jiqc6R57/LHQbWTStCaO0iE8dzdJ/uTlCG39MszGW2Zh8ESrt7Yqn0f51+UZLmW2W6iM8LvGyBb1
qtHyJAZbQqaiNuO+9MUKVv8Anp5RnmMazKA0npQScbthMwRXfgEtmaiBxUsB7VG+Koi1/Onybd3s
Flb39s9xctGkK/6YAzS8Qg5m0Cj7YrU7d8VZp6ur/wDLNb/8j3/6o4qoOmsNexXH1e3pHHJGV9d9
/UZDX+5/4rxVX9XV/wDlmt/+R7/9UcVY35p8h6d5nf1dW02J5+EcfrR3s6H04nZwtBFx39RwTStD
16UVX6H5F0rQ9UfVNM0qKC+eJ7cytf3coEUknqsipKrooMnxbDFWQ+rq/wDyzW//ACPf/qjiqgia
wt7LcfV7ekkccYX1329NnNf7n/izFVuo2d1qVhcWF7Y281ndRtFcRG4kAZGFGWqxA7jFWGR/kn5K
jklZdBhEcoA9H9IXYVTR1dlYKH+NZOLDlx2FAN6qptof5eaFoV9b3+k6Lb2t1axvFC63t0w4yfb5
KyMrMf5mBOw32GKsm9XV/wDlmt/+R7/9UcVULRNYgiZDb27EySyVE7/7skZ6f3Pbliqv6ur/APLN
b/8AI9/+qOKodbOdbtr1dMsheNXlciQiU1Cqav6HLdY1HXsPDFUR6ur/APLNb/8AI9/+qOKqF6ms
XNlcW4t7dTNG8YYzvtyUiv8Ac++KplirsVSaVbieIQzT+ujNUpLYyFSUKuKg0G1BT3/BVd+kboGQ
LI8lNx/oU5pt9k0Zd+++KutXltLRYolWJQz8Y0spVXdjU8Y2YDkx5e+KtWdLWiW0aQJKxkmWKxlj
QuWALGhB5HxNelcVbikmi9SSErCZz6siixmqWYAVbgwq1Nian8MVX/Xb6nJmailCQtpLUhiRT7bd
OrU/Xiq6O7vSxTnsrULPazCoAJ2+KhrTrt8txiqxL29LBfUIJoKvaTCpZagqA3Y/ar0xVr9JXHqO
FmEgr/d/VJ+anbYgdqdziq57q4ZoialtirG0mYIxBHIfEGG1VPz+eKulvLtAUM5Qg8BIbOZqkgbr
xanU7bffiq1r+8VxHyYK3Sd7aSgLuAgpyXpXj44q1bPNF6zr+65O3OllIpkl4qDK3BiWrx9vwxVd
K0nqiUil3EGSO4+qO7GNuMjqCG2VuKgioqw9sVXtc3yMtZg3Lc/6JPQACu1GO/zOKuGoSVI9bvw/
3lm2ZqFQd9tmxVo3F8AAJ2YuAVY2kmxWhYNuv2sVUzfXmyxyu/GnKT6pIakAllNGWnbt9+9FV4vb
xZCjyHiH4hmtJe7UA5K9D86Yqt+vagGbkzHiDxpZzENXcft7EU8e/jiq9Ly8KI7uwFasBaSgkFSK
FSzNs3h+rFVvr3sYJkuiwQFDSzloWA+0aHp8qDFVyX88gciVuJoYmFnPSgHKvU1r07e2KtPqF4Yx
wD8nUja1lDK1K/tMF/HFVv129khiMc3xM5RnW0lIFagE1YUp3O++KtrdXoWUtOVWJiQ8lrL8S0Hg
V6GvTfp9Kq4X118CuWDfDzK2s3EVXejMex70+jFXJcXMvqCO7rXi6n6rJVVZSRSpoR/tdcVahu74
lo3dxIWJ5NaSBQNgFHFiKV369MVRcEd+DG0twjoFo6iIoWJ6HdzxP0YqicVdiqFNnPQgXs4r7Q/x
jxVxspyKG9n7HYQjoa9o8Va/R8npLGL24HE15VQsagg1JT3xVtbFlfkLqfrXiWUjYUpuvvXFWvqE
3LkL24GwFP3RG1N6FOppiq9LSVAg+tzMErXl6Z5f6x4V29sVU2sLlwQ1/OKk0CCJaA9B9iuw98VX
LZShSv1ycqQVAPp1Fe4bhyqPniq9beZXUm5kZFrVCI9/mQtfuxVXxV2KuxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2KuxV2KuxVbKsjROsb+nIykJJQNxJGxoetMVQUdlqoRg+o8mNOLCFFpStdt+uKo
/FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7
FXYq7FX/2Q==
uuid:07ee6a4a-76e4-4e94-b0e5-694dd86aedee
xmp.did:1f14d763-d246-e743-a939-fe6e7082edbd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:50d04b8c-c0cd-4afb-b21c-ef761436abcb
xmp.did:2c45fb83-392e-8045-872a-e0b8a7a27bf6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:766eb80e-f580-224c-b624-7f1c66616140
2014-11-17T09:12:43-06:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:1f14d763-d246-e743-a939-fe6e7082edbd
2017-11-28T10:39:08-06:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
False
1
11.000000
8.500000
Inches
MyriadPro-LightCondIt
Myriad Pro
Light Condensed Italic
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MYRIADPRO-LIGHTCONDIT.OTF
MyriadPro-LightSemiCn
Myriad Pro
Light SemiCondensed
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MYRIADPRO-LIGHTSEMICN.OTF
Calibri-Bold
Calibri
Bold
Open Type
Version 5.74
False
calibrib.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-It.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-SemiboldIt.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-BoldIt.otf
MyriadPro-BlackIt
Myriad Pro
Black Italic
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MYRIADPRO-BLACKIT.OTF
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 23 0 R/TrimBox[9.0 9.0 801.0 621.0]/Type/Page>>
endobj
17 0 obj
<>stream
HWێ}W0i