%PDF-1.6
%
1 0 obj
<>/OCGs[15 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Mountain Glacier Burger NIght Menu 4.28.22
2022-04-27T15:23:26-06:00
2022-04-27T15:23:26-06:00
2022-04-27T15:23:26-06:00
Adobe Illustrator 25.4 (Windows)
188
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC8AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXlHlh/OtulldXx1OW2hmtZdQEiXfPeK4WZPRlMsstGaIt6fwHai1GSKFZY/PYvbS4435iQQyuzS
zjgs2qTsQYAGSU/VjGrq28aUNNsdlav7rzOdJaJLXVv0vPDC2o3we/pDL9bhM0cVtEEhKFOXFrd+
XAEGld1UUkPmka3aS2zX0umwtpytOTfRDg80ouP9EuWlaQN8IkaVy0a0I2xVbrK+fo9Tv5bQ3cun
3GrW8SRJ6geGGMQP6sVOsEgaRJANqj/Wx2VU0a68zRy6V+lbPUbq4P6PijAlu4oo4mgi9aab0kKS
SLMZDKlwRsBSuKoWGy88zaNF9fnvXlTy/dSwLb/W7eZb5DGYVnZZWMs3WgIFd/hOOyvRdItjbaZb
QkysyxjmZ5JJZOTbtyeVnc7nufbIpReKuxV2KuxV2KuxV2KuxVT43P8AvxP+AP8AzXkd07Ncbr/f
if8AAH/mvHddncbr/fif8Af+a8d12dxuv9+J/wAAf+a8d12dxuv9+J/wB/5rx3XZ3G6/34n/AAB/
5rx3XZ3G6/34n/AH/mvHddncbr/fif8AAH/mvHddncbr/fif8Af+a8d12dxuv9+J/wAAf+a8d12d
xuv9+J/wB/5rx3XZ3G6/34n/AAB/5rx3XZ3G6/34n/AH/mvHddncbr/fif8AAH/mvHddncbr/fif
8Af+a8d12dxuv9+J/wAAf+a8d12dxuv9+J/wB/5rx3XZ3G6/34n/AAB/5rx3XZ3G6/34n/AH/mvH
ddncbr/fif8AAH/mvHddncbr/fif8Af+a8d12dxuv9+J/wAAf+a8d12dxuv9+J/wB/5rx3XZUo/C
lRzp1ptX5V/jhQ3hV2KuxV2KuxV2KuxV2KuxV2KsdOmebku3aLUIhbuJaK3IsvL1DFs6SAlS61Ip
sKUOYvh5b2Ozk8eKtxupfonzp6jTfpOP1hFwjBNYy2wq0fpADudt6+3w4PDy8+L8fJl4mLlX4+bU
eledxLE76jExDo8gDEKaALIOJhPUdNwK70ruAMebv/HyU5MXd+PmyjMxxHYq7FXYq7FXYq7FXYq7
FXYq7FWF61581fTruaGPSrOdI3kRHfVrWBj6bAUdJQOLFWD0qaAiu5phpFqFr+ZN/NCbh9NsYoGi
LQMdXtCZJhF6npAUoKOVRiTtyBpTGltWufPusW1lM1xpFpDqUEsaNp0urWiP6bxGVpC5HFeO3wnq
Pi6Y0torRfOML3V6dW1CwtrV5AdLU3MIkaJhyHJefXiyGnv9zSU5fzN5cTnz1WzX0yFetxEOLMSA
DVtiSMFK1H5o8syRtJHq9k8aU5utxEQtQSKkNtspP0Y0q2LzZ5VllSGLWbGSWQhY41uYWZmOwCgN
Uk1w0qo/mPy+jhH1K1DM5jA9aP7Y5VU77H4D1wUqPjkjljWSNg8bgMjqQVKkVBBHUHFV2KuxV2Ks
L1rzEtn5kuLB/My2bOkZj082DSmIOhiBWcfCxaSRH+KtKU6VwoSmfzPO+mR3MHnRil1JClpJDpPK
Q+ijCdeDA7ykhySBSnw7HDSqmg+Yp11RGvPOp1SGAyJPp66YtszsnFW/eAV/dmZCeP8AXFU/i/Mv
yXMIDDflxcNwj/cTjuq1+JBtykUV98FJtWuPzA8o2921pLqAE6zJblVimYerIOSLyVCvxDvWmNKs
t/zG8mXFrJdw6hzghQSyMIZ6hC5TlxMfL7SntjS2sl/MryZE/GS/IFJCX9CcqDEWDKSE+0PTbb2x
pbVZfzB8pRvMhvSXtyfXURS/CFZkY/Y3oY26eGNK1L+Yfk6Lly1CvF2ibjFM9HWQRFfhQ78zT8em
NKnenajZ6lYw31lJ6trcKHhkoy8lPejAMPpGBWtSt7y4sJ4bO6NldOpEN2EWUxt2bg/wt8jiqn9V
1L9D/Vfr3+5L6v6X6S9Jf77hx9b0a8PtfFx6dsVYpq/lrzJqF1e00vQ2spmkFuLhZUuaEkNI8kIJ
5SjrxYGnXeow2hYfLPmVPqlrDovlsWtEkuj6EnBZKBZuCUG7CnAnsp5Hpjaom48veY5raIvpfl6W
94Fbl5YZWQmtECVUtxEbMpqffptjaqH+FNflkIu9I8tzoscfCRreQyGb92JWPwUAIVuNP8nG1bHl
DXVmgX6hoj27XovL2R1uDLXkjFojueRbmaM1KHj9muNqyUeVvLIQoNIsgjcSV+rxUJjBVNuP7IJA
8MFpU08n+Uo3V49EsEdCCjrawhgR0IIWoOG1Xy+VvLcsscj6ZbFo2LqPSQLyqx5FQOLEF2IJG1TT
qcFqmNvbwW8EcFvGsUEShI4kAVVUbAADYDFV+KuxV2KpFrPleXUJpJ4dY1Cxlk40SCYiJeKFNo6f
5XLr9qhPSmG1UD5K5Rov6c1VHVOBljueLPQMqu/wnk/FhVu/EeGNq23ki1aWOQ6pqVYqGMfWSQGH
Kr7ruzc96+A8MbVQfyJJKFSfzBqrRxxpFFxnCv8AAxJZ2KsHZx8LGgqK+ONq3d+RpZzGE8w6vBGr
SNII7ogkPGqBVIHwhSnIbHcnxxtFKreSuZUvrmqkpKZUZbni1CSTGSF3Sp+z7DwxtK1PIqpIrrr2
sDiioUF38LFXDl2HDdmpRj3GNq628h2trc+vb6rqcQMiyvClwBG7KUY8wE+LmYzyr15N442rJsCu
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVjL3fnOC5vWjtBdW/rgWiuYlIirJUrxZD/J9rMQyygnax
ezlCOIgb0aUE8wecHkubdNNie6t/TJSjKKSKW+0X4kg0XY+/Y0iM2XcVuGRw4tjexT7Rp9Xmt5Dq
kCQTrKVQR/ZaMAEN9p+pJ75k4jIj1Ci4+URB9J2R+WNbsVdirsVdirsVdirsVdirsVdiqjHLcPGr
iNByAIHM9x/q5EEsiAu5XP8AIn/Bn/mnDujZ3K5/32n/AAZ/5px3XZ3K5/kT/gz/AM047rs7lc/7
7T/gz/zTjuuzuVz/AL7T/gz/AM047rs7lc/77T/gz/zTjuuzuVz/ACJ/wZ/5px3XZ3K5/wB9p/wZ
/wCacd12dyuf5E/4M/8ANOO67O5XP++0/wCDP/NOO67O5XP8if8ABn/mnHddncrn+RP+DP8AzTju
uzuVz/vtP+DP/NOO67O5XP8AvtP+DP8AzTjuuzuVz/vtP+DP/NOO67O5XP8AvtP+DP8AzTjuuzuV
z/In/Bn/AJpx3XZ3K5/kT/gz/wA047rs7lc/77T/AIM/8047rs7lc/yJ/wAGf+acd12dyuf99p/w
Z/5px3XZ3K5/kT/gz/zTjuuzvWP1b1uO/Dnxr7VpWn8Mb2ta3p1t/vNF/qL+rGPJZc1TCh2Kscn8
mNKeX6e1dD8X2boKDycPuAg6ceIp2Jw2qjY+Rp4Uja48w6tPcAL6rC5ZY2Kpw2jbnxB+11698bVE
Q+TjFIr/AKd1ZwoReL3QYERrx3+Dqx+Jj4+22Nqo3PkSO49QtrusJI7MySJd0aPkVJWP4Nh8P6/H
G1bfyOWkD/4g1paSCTit3RTRnbjTh9k86EeAHhjarW8k3RlAHmHVRbmKWNh659UvKQQ4f7I4AEKO
G3jjark8j8GqPMGsneM0a7qP3Yp3T9r9rG1WJ5C4+l/zseuMYipq17XlxZmo3wUPLlQ+wGNopcnk
QKzH/EGtMGCji16SBxQpt8Nd68j/AJW+NrTU/kNJuZbX9ZVm+yy3dCnxlzw+DavLj/q7Y2lv/BD+
oZo/MWscw0jKrXQaOrgCjKFWqoVqBUd98bWnWfkeSG1tI5tf1ea4tuRkn+tMBKXFCGQ8/hB3WtSP
HG1W2nkaaORZ7rzBqk9wrOSUnMcZV3dgnA8zQBwPtfsjpjaqv+CvilYa9rFJXjfj9b2X0zWi1TZW
/aGNq1/gdTKrtruruq1PpNdVQkuz7jhvx50HsB4Y2qifIcy2rQxeZNZDlQnqyXXM0q1Tsq/FSTY+
y+G7aKVZfJUphiSHzBqyPEqpze5L8wroxLii1YhONa9zjaUx0PQF0l7pxf3l+124djezetwC1osf
wrxXfpjaprgV2Kob/pW/88f+NMh/D8Gf8XxVbb/eaKv8i/qyUeTGXNUwoS+98w6DY3Bt77Uba0mC
h+E8qRVDGgpzIr9Ht4jGlQ7ecvKSoHOs2QVjRT68e+5FR8XSqnf2w0q4ebfKxiWYavZ+kwDep68f
EA1oWNfh3BG/fbGlVLnzN5btSRc6tZwEMUIkuIk+JTRl+JhuD1wUqQ6v+YH1XUmtdPgsb+ARCQXJ
1S1gPIScJFMbktSMAkt7Uw0i0C35l6g08ptbDT57eP4Qf0taoxIiMjNU7cfhK/j0xpbVj+YmoiaK
L9F2nL/j7X9LWlYeCs03Lt+7EZruOh8DRpbUZvzH1A2ayrptg5aINJCNYs/ts5Qxh6hfhUoxb/Ko
MeFbQTeZrb1blJ9MtlVUke3ZdaioeIkSkh9RQlZSqV7cx/LlX5eP4tt8eX4pW/TV4lhPc/4fheMG
bg/6ahEcohYcyHLkJRZJGYH7PGh7UfAj+LXxpfil8XmC0mVHXS4gS0wo+sRLWJvVBmH7z4lZY6g9
tyNlrj4Efxa+NL8Uq2nnm5t7Vlj0yyhleRT6TavayGjKfWkJJ39J0KkV3oemWRgByYSkTzXw/mVc
SRc2061jpMIz6mqWifu2KcXKsQysVZm4MAdh1rsaY263/MXVZLa4lk0e1ilgQSLGdVtSroVJLCSg
XircVJ/yhjS264/Mq7jRGj02zlMmyKNWtKklnpxA5FvgEb7dn9saW2Rv5v8AKqSrC+sWQlYcuAuI
zQBeVTvsOO++NJVB5o8skkDV7IlW4MBcRbMCF4n4utWAp74KVoea/LFaHV7NWBAKtcRKwLDkAVLA
gkCuNKubzN5bURltWswJQxiJuIgGCfa4/Fvx740qZAggEGoO4IxV2Kof/pXf88f+Nch/D8GX8Spa
/wC80X+ov6slHkES5oA+afLAhWc6vZCByypKbiLgTHx5gNyoePNa+FRhpCXahfflxfsbjUbjR7tk
URtNcPayFV5GilnJoOQO3jh3Qtmb8tI29GY6KjLW39N/qoIoKGOh9m+zjulF2eleSdUtXksrPTb6
1ZuMjwx280ZYHnQlQwqC1fpxVES+V/LM3H1dIspOAITnbxNQMKECq9xgtXf4W8scmb9EWXJ1ZHP1
eKpViWZT8PQk1ONq4+V/LJAB0iyIChADbxbKAVA+z0oxH0nG1dJ5Y8tSljJpNk5clnLW8RqW5Ek1
Xvzb7z442qxPKPlZJPUTSLRTQDiIYwvwkEEJTjWqjeldh4DDaqd/o/kuytnkv7LTba2lPGR54oI4
2NTJRi4AO9W/HFUTHonl6S14xWFo9rOC/FYYjG4kBq2w4nkGPzrgVZ/hTyv8P+4ex+BPTX/RodkN
fhHw9PiO2NqvTy35djlWVNLs0lQ8lkWCIMCSTUELXqxP042qmfKflY1ro1ialSa20O5QUX9n9kdM
bVVfy75ffjz0y0bgpROUEZ4qQFKiq7CigY2q3/DXlysZ/RVnWGvpH6vF8FQFPH4dqgAbY2rh5Z8t
gSAaTZgTALMPq8XxhRxAb4d6A03xtXf4a8ubf7irPYlh/o8XUtzJ+z15CvzxtXHyx5aLtIdJszIx
BZ/q8VSQpUVPH+UkfLG1dJ5a8uSCMSaVZuIgyxBreI8QwowWq7AjrjapiqqqhVACgUAGwAGKt4qh
/wDpXf8APH/jXIfw/Bl/E4cv0eOJIb0dioDNXj2BqCclHkES5vI4tBuGKiTT7pJFaTb/AA9ZGMB0
QDYHhWrgkiv2WFaAZO2Kx9J1R4rj09Ouamd1MR8u2A5hw/ptyZlDLEYy9T15Ad8VRmi6DcavrrQQ
t9S+oOpmjudBsAimFIhxEoPJTKG5JsDTpTjirL7Lyt5ts7O2tbfzHFBHbLIpSHTbeON+QPAmNSAn
AnovWnvgtVy+XfPX1Vo283VuD9icadbgDdeqVIOyt37+2NqrTaD5xdQI/M/ptxdWb6jCakmUqact
uIkT58PfFKlP5c86vGqw+bGhdOfF/qMDfaYFeQZvi4pVd+vXG0L7jQfOzk+j5pENYyo/3HwNR/UL
B92/k+Gn04pTrSLbUrawjh1K9GoXalvUuxEsHIFiV/dqWAoNsCq13ZWd7btb3kEdzbv9uGZFkQ08
VYEHFVWONI0WONQkaAKiKKAAbAADtirDPMHmPzPZ6rcw2l/5ft7OMcokvppxcfZUfGqUX+8PbsR3
6kBCGHmnzZ6W+reVjMy+oi/WZgvpu6LGa8qkMCRyp1IxpVzeZvN7JDFDqnldr1uUUsZuJ6GZGfmq
AEseKGKo615e2NKuvvM/miv1qw1byydMPpxrLPcSj996StKvNGKbO1VHXiRXGlUofNvmWSB1TWPK
8l0URYitxN6frvJQJ9o8gY0elDXl2pjStt5s80PcSxQ6r5WpGKBTdzM4cAp8ailOUrLt26bnGlTf
QPMzNDIdd1jRmmdyLePT5vhCoKtyeV6saMK0UU+nEhKZDzV5XLSKNYseUQLSr9ZiqoXqW+LamClV
dM8waFqkkkem6hb3kkO8iQSLIQD0NFJ298aVEX/1/wCpT/o/0vr3Bvq31jl6XqU+Hnw+LjXrTFVD
Rv059UP6aFqLzm3EWZkMQjr8FTIA3LxxVV2/Rvt6P/GuQ/h+DP8Ai+KpCStohAqRGCB0rRclHkxl
zYIPzP1Ax2o/RVkJ7hjyU6xaNGkY5EyGRA+yhCW+Hp0qagTpjao35kar6TOukWbNwVol/TFlRy8v
BAD/AJSfED9HXBS2vX8ybprJ5Rp1n9aSAS/V/wBL2JXm0tBH6gbb9xWblSlBTrjS2pJ+ZWrpM0d5
o1lbcADIW1qyJUCURtyU8acdz9FOuNLbZ/MnVxGoOiW31gLI88I1iwpGsZK1LFgftKQ21F8SajGl
tG2Hn6Zrv/cra2Wl6YV5pfvqdtL6iuzLE0ccYNQ/HqSB18MaW09PmnyyKV1eyHJS6/6RFuqrzJHx
dAp5fLBSW08zeW3QSJq1m0bGiuLiIgkFRsQ3jIv3jxxpUXZahYX0ZlsrmK6jBALwusiglQ43Unqr
A/I4qoazdapa2LTaZYDUrpSKWpmW35D2dwy/fiqLgeV4I3lj9KVlUyRVDcWIqV5DY0O1cVYdrX5f
3uoa22qQ6nBbMXc+m2nwTfA6xgKxc0YhouXNhXoO2G0KB/LW8KW6HUbIrBFb27c9KtZWeK32ILyc
m+Oin/JI2xtaXP8Al1qZmSaPVbOORFejjSLMt60gIaXkdwSaGg698bWlkP5baiLMWlxqdjLGrs44
6RZoKOsaMOI2UlIyvIb7+wxtadZflneWwVW1O0kVUAAGk2SgSBmIkXY0oHIAG3U9ScbWm3/LfUlk
9S11azhdfS9KRtIs5JF9P4nJfYkyS/vPY9MbWk6tfInltEtJLzT7W5vbeMpJOsCQxyM6BJHaBP3f
xgdwaY2lFP5P8qP6h/RFmrS/3rpBGjMCeRBZQGIJG++/fG1RNnoWjWVz9Zs7KG2m9JYA0SBAI0JK
qFWgG7HoMCo7FXYqh9/0d7+j7/y5D+H4Mv4l9vT6rFXpwWvh0yUeSJc2CQ+afyYdBHEmn8Qr0jFi
RRUV2f4fR/lL/f75Oix2VR5p/KGSUWgWyZ7ZlCxfUXpGyuIlp+5oCGYAU/Vgoqs/xT+TkcIcLYLD
clrfmtkwV/SjXkhIi6KkoG/jTDRWwtn81fkypX147FmlRiC1g7Eokjcq/uT+2hO/ffGiuzJrHRvK
Oo2qX9vpVq8VyjcZJLRY3ZHYs1VkRXozEtuN+uBKu/lfyy8IhfSbN4VAVY2t4mUKpJUAFeiljQdq
4LVzeVvLLKFbSLIqooAbeKgBXhT7P8vw/LG1aj8q+WIlKx6RZIpYMVW3iA5ChBpxpX4Rjao2y0+w
sYzFZW0VrGSCUhRY1JChBsoHRVA+QxVR1nWtN0axa+1KUw2iGjyhHkAr4iNWI6YqireeK4gjuIW5
RTIskbUIqrCoNDQ9MVYPr2keZZfMsl1awas9o70BttVit7dVjhShW2Zf23qpBPUcu+FCXReXvNsd
qUkOtqplmDySa1AWWIGAq4b0v2gH4r2oa/aw2qybTvPHrNdRWOsx315O0y251iJre3HJjQfuni9N
eQojA1G29Dircejedllgmmt9YaWw9MxomswiC5rM00nrBo60T1OG/wBpABtirVt5X83KJ19TW5Ip
SqwTHW42cIYyWcUQL9ogdK9xtWra0op5f88TGSa5/TdrcL6bQwfpuD0pTyrJGvCL4SB0r1HfG1VI
dF89JDHa/Vta9MsWNy2tWzTJ6qwlwxMZDKhjISg/m/mFFVFfL3nxDI7Qa65kjMgQa7b0V3qhiFY+
qhuXLpUDGwrL7XUvN1u8FrH5cdrTlIpnm1BJJEVWPF3Z/Ud+e237OBLKMCpfoWjfomza1+vXeoBp
DIJr6X15RUAcA9F+EU2xVX2/Rvt6P/GuQ/h+DP8Ai+K+FedmiVK8owOQ2YVXqPfJR5MZc2KQ/l5d
RXIb/FOtSWwZH9J7ol6oD8PPpwavxDjv45K2NIiHyJIrF38w6vyZ1dkjueEQ4V2VCrkBq1bfc42l
q08hNauXXzJrkrfDQT3gkUcXV/slKb8OJr2J8cbRSyX8u0klkkPmPXQXJZFF78MbE1qgKGnh8jja
0uHkOUrxk8yayQvMIUuip4vEsfxni3JlKcgdviJ2xtaXy+SLkK31bzFqqO8nMmW4MqgF43ZQKIQK
RELvtyPUbY2ldbeRvRMZPmDWpfTXiBJeV5fH6gZqIKnt/q7Y2qa6Jo36Kt3h+vXd/wA2VvUvpfWc
cUVKK1F2PHkfcnAqY4q7FXYq8/8AMTflKurXa6y4TUecguqm7B5SQor/AGPh/uivTp9+SFoUp2/K
BEe7lq6RXMwknAvXH1iJv3hLKCDRrrb9n4vhx3VRNv8AktcWx0z4ZIbaSNjErXpKyTMUQFga15SU
K1+HvTHdVG0j/JaWwnhsZZIbYKVuCv14VSeSKJgfVBqGdUX29uuO67LU1P8AI2G7WaK443EDySo6
/pA8TKOUlNivxAY7rsm/lnyf+Weq2MVzpVrLdW0Q4Q3Mhu4gVE7S0Uv6StxlB6D2OAkqmUv5XeRZ
a89NJrI8ppcXI+OSgY7Sd6Y2tMpVQqhR0AoPowJbxVbNKkMTyvXhGpZuILGiipoqgk/IYqgND8xa
PrttLc6VcfWYYJWglbg6UkUBitJFU9GG/TGlRP8A0rv+eP8AxrkP4fgy/iXRmlkpqopGDVtlHw9/
bJR5BEubyGx8raM8TG7l8tvcUga3FvqV96ZSNvTPJWm32VFU/wA3XJ2xWaN5Q0q6jSO+i0CD1Zyl
zaR3900hAXii/DcSjn6pTYN0PjhtaXw+W9Nln9e/m8suLRw99KL+/PCckKpJebiahFB5dWrgtU28
myajp8tvaaPP5dSzmnMcllaTNLcemVkkVpJTNIzuCpHEFtumwOJUMjtB+anP/SzoQTt6QvK1qP5j
/Ly/DBsq+zb8zWmdbtdHjjWMgSILluUtSVKgtXhSgNaGtaVGOyVT/kJHo9dHM3pttS64iTivHvXj
y5V9qY7KtR/zJEk3qx6QYg9YPTa55mMBvhblQcyeO9adcdlX6I35gSSWsusrpsMDLW6t7f1jIpIY
0BJZag8B1p9rrtjsqY6/5c0bX7JbLV7YXVskglWPk6UdQVDco2VujHvgBVMgABQdMVY9rGh+bLu7
mksPMh0+1kWkdsLOGUoaAV9RmDHcE/ThVr9CecPip5l6uCv+gwbL6hbj1/k+Gv04qsXQvOTSQyP5
k4cZCbmFbSF1kjEjFVUniYyY6BiO+Kt2/l/zdFGqP5oeWgYczZ2/KhVwprv8SlkPvx6bnG1Um8u+
efqzxr5uInZ0ZJzp9seKKrBl41APJiGr7Y2EJrouna5aSXDanq51NZCPq6fV44BEKsSKpUtsQN/D
AlNMVdirsVdirsVQ/wD0rv8Anj/xrkP4fgy/iXwKptI1I5KYwCvUEcem+SjyCJc2Ew3HlsTRGPyL
exuYisaiwt0TiZUbi37wID6qhhy6ULbDcyYoaLUPKqXMzL5E1QPOWmkdtNUrzTf4auQpYxKfhpU0
PXCqJbU/LRjYS+Rr4JMgeRDpcL8hyDhWCFvi5ScqHoa13wKoWfmPy7ZET2fkLVbaVGDK0OkxRuGo
y8gVYdFJFff3w0rPbWaSaBJZIHt3brDLwLrv39NnX7myKVXFXYq7FXYqgdZ1Q6ZYtdizub/gQDBZ
oJZqHuELLX6MVRcEvrQRy8Gj9RVf05BxdeQrRh2I74q8/wDNv5e6jq+tXt/b2Gky/WUCrPdSXyz1
Eaxioib0xsCPhHTJAopCxflXLHK0i6XpCvVFRhNqP2I5AV/3Zs3BF6ftVrtja0govym1ZrovcaXo
fpNyDstzqrPQoVX7UoHff2xtaZLoXlrzVoVklrpUGjWqB1MoRbomRQ7F+TyNI5NH+GpPE7dMFqjH
X8z+DMj6N6pjTijfWfTElf3m4HLjQfD79cdlTHSv8YfXn/Sx0/6jxbgLQT+rz5DjX1PhpxrX3xSn
GBXYq7FUBrWhaTrVqLTU7cXFurF1QsyUYo0ZNUKn7LsPpxV2j6Fpejx3EenQmFbqd7q4q8khaaQA
M5MjMd+IxVW/6Vvv6P8AxpkP4fgz/i+KpbitrGOlUXcfLJR5MZc2O2/kUQzGX9P61ISa8ZL0svVS
KLxA24/TU1rkrQ1H5DWP0+PmDWqRliR9b+2XjWMl/g3+zy/1iTjaKVbfyULehTXNWZw6OXkuedSk
nOjVX4gfsEH9nbG0t2/kuOAr6es6twRlZUa7JUAOr8aFd1PCm/YkDG1Qn+AJ45oZoPM2tB4WQ8Jb
r1Y2CNUh0KjlyG3XG0UiJfJUjekI9e1WNFmM0oFwAXBLNwqFAC8mHbpt742lt/JbvG0f+INYVWDD
4blQRyMhqG9Plt6u2/Zf5RjaqSeRXQcP8Q6w6GCSFme7Jk5O6ssisAFDIAwHw9/bG0UnOjaMmlRS
xJd3N2sr+oDdSeqU+ELxQ0FAePI+5JwJTDFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUNX/cbX/in/
AI1yH8PwZ/xfFVtf95ov9Rf1ZKPIMZc1TCh2KuxV2KuxV2KuxVJPMfmu20EB7qxvJ7cRvLJdW8Qe
JAgJ4u5ZeJNKCviMICsdm802usQG8Fhr0Vq8PNTBGggZEXmGDFuHI+r1r1Tr8OVZMPF1LZDLw9A3
Y6vbXtrDew2XmIxXCtMhKL8SxnkAaNT4udUp9qnXI/l/M/Nl4/kPk2daYSJGdP8AM3IKVV1jLBhF
QVck8Az+n9PL32Pgf0j80eN5D5LH1iZ3khhsvMkT8wyyTQs0dBcUZVKtXcVpX9nfAcB6SPzSM3fE
LYNdtWeWSGw8yytbIscsqxVMpUF6H4hydCOJHYmlMRp/M/NTn8h8k8t/OyXN3b20GjamfXne3edr
ekURjfgzSvyPEdxXL6aWSYFdirsVdirsVdirsVdiqH/6V3/PH/jXIfw/Bl/Evtt7aL3Rf1YY8kS5
sVh87hnFPLXmBelC9uQPthe83+VXftU5LgXiTHSfNp1G/S0/QuqWYkTmLm7thFCCEV+LNzYhvip0
61HbDSE+wK7FXYq7FXYq7FXYqk+teZP0VL6f6L1C++AOGsoPWXcSEivJdx6W4/ylp12NKmsEvrQR
y8Gj9RVf05BxdeQrRh2I74FY5q2q+bIb+6jsfLT31tGFNvc/pCKASkhKgRmpSnJuv8vvjwhPEUPN
5j8+RcUh8orO3EMyjU4AygsygNzQbkLXao367HDQRaLi17zc9ozt5bEN6GPG0kvoKPEFY8ldA/xc
lVSCAPjHxdaKoMeZfzD4Mx8mAMACq/pO3qTWlPsU6b40EJzoGpa/eiT9L6N+iSqqYx9ZjueTFnDL
+7ApxCqffl7YpTXkpYrUcgASvcA1ofwwK7koYLUciCQvcgUqfxxVvFXYqoX8t3DaSy2duLq5QVjt
y4iDmvTmQwG3jiqho93ql1atJqVgNOuBIyrAJlnqgPwvzQAfF4Yqq7fo329H/jXIfw/Bn/F8XM7p
phdOXNYarxXm1QlRRNuR9u+SjyDGXN59pN7581OaG1/SeqWMkyuPrN3o1vHGjIA/KSr0XkH4Koru
OvUZPZi9B063u7e0SK7uje3ALF7gosZarEgcEoo4jbIpROKuxV2KsJ87atr9tet+j7y/s7WCNfW+
q6ZHdKzlZGqs0zKvZQVA60ANSaEIQMGoedtS1N7aG71TSxN8ET3GlWxggooYM8pk+IsFatNgzAdt
yqfy6D5zZlKeaSgEfFl+o25Bf0uPPc1/vPjp07e+BKZ6DY61ZWjxatqn6WuC/JLj0EtqJxA48IyQ
dwTX3wKmWKuxV5h5vn8sx+aJjd6Pa3E0UkTXF3LqscEp5KnHjb+pzVht1UDjX+bJBCVFPLrLIsHl
W0dWii4V12ONmf8AdBoqF+SGMrTen2f8rFV+rjy3c3ZKaBp93axx80dtdjQzKUVGMaiXiqp6NCW/
l2xV6d5Z+r/oO1aCBLZGDM1vFMLlUkZyZF9YVDkOWqfHIlKZ4q8n8zW+m3uv6hb/AKBt7mR7gc50
1i3iuHdUKB2ikZjHxBYoooaqa7E1kEIb0vL2q3bInlayuvVluFg9LXYSZHID0EaSbepRaKPs+wxV
6zp9jbWNoltbR+jCnJhHyLUZ2Lt8TEk1ZicilEYq7FXYqh9/0d7+j7/y5D+H4Mv4lG7LDQ5ihZWF
qxVkdYmB9M0KyN8KHwY7Drko8giXN47H5kv4rS/iWbUHcpGDI/mC2kHqI4qkMioK8lblJwNR0+HL
KYsl8saLf6wJYZdU1eGCEMr3cOtQXZWaqMY29FKhqEih2FPfAVelRpwRUqW4gCrGpNPE5FLeKuxV
g3nbREutTN23lL9OrFCrNc/XPRqVJHprBU8yAa/Z/HCEIfR/IWj6opXXPKn6LW3WP6tTUZbgtQcO
P7p1pxEa9+/jXDa0ynR/KHl3R7uW706zENzNy9SUvJITzKlh8bNSvAdMFpTjArsVdirENY8ua3ca
neT2ml6BLbzAGKS8gka4Z+CqWmZVo1Qzrt2pvucNoQV95b80LN6lnovlt29YvE8kEnJSSD6jmi0J
oalamtOu5Daph5d8qTKJf0/o+grQBbZdOtiAB8XIMZV6fFtQdziSrJ7eO0gT6vbJHEkf+6YwFC8i
T9lelTXBaaVcVS8+XfL5uJLk6ZaG5lYvLP6EfNmIILM3GpJDEV98bVbbeWvLlrJHLa6VZwSQsXhe
K3iRkZgFLKVUUJAAqMbVMsVdirsVdiqG2/Rvt6P/ABrkP4fgz/i+Lgpa2FvNbGRCnpyI3BlYEUYE
FtwffCCQOSCBaC/w95eqP9wdtsCAfQt9gQAfwFMPEUUibKzsrFHSx09LVJXMkiQpFGGc7FmCkVY0
642e5aRPqyf75f70/wCasb8lrzd6sn++X+9P+asb8lrzd6sn++X+9P8AmrG/Ja83erJ/vl/vT/mr
G/Ja83erJ/vl/vT/AJqxvyWvN3qyf75f70/5qxvyWvN3qyf75f70/wCasb8lrzd6sn++X+9P+asb
8lrzd6sn++X+9P8AmrG/Ja80sk0HSpLtrt7KU3Ejc2l9Vq8gKAikm3XtlJwxJut/x5toyyAq9vx5
KI8raCJPVGnPz4qtfVbohBH+7P8AIGD8vDu/HzZfmJ9/4+S8eWtFFtDa/UJPq8EnrQxmViFkPU/3
lcfAhVVt+PNHjzu73/Hk1D5Z0SGeKePTnWaBucT+oSQ3FVrvJ4IMRggDdfj5qc8yKv8AHyUYPKOi
xSXBNrNJHcCNWhd1KBY/sgUYMRt+0TkRpoC9juyOoma35K7eWtEe8kvG09/rMxrJJ6h3PIN0ElBu
o6ZI4IXdb/jzY+POqvb8eTa+XdGViy6cysyxoxD0JWIgoNpO3Bfu3w+DDu/HzXxpd6KstPtLKSWS
2tHR5v7xuQavxFv2nPdiclGAjyDCUzLmUX6sn++X+9P+assvyYV5u9WT/fL/AHp/zVjfktebvVk/
3y/3p/zVjfkteaz03+penT956XHj78aU6/xwV6U3ukEmlecBIBb30aQoJWUPIzuZGLemWZojUKGG
32f8nauYxx5eh/HyckZMXUfj5orS7LzTHqXr6hdxS2rIweJGr8VaoVX0k40rQ/FXxJ7TxxyCVyO3
48mGSWMxqI3/AB5p5mQ47sVdirsVdirsVdirsVdirsVY5NpXmozXJgv0ihledoxzdmo6/uQfUSQJ
wb/fdNvE5inHks0e/wDZ+A5QyY6Fju/b+C6Sw88G7kZNStxamZWjQovIQ1YspPpdaUH+e6YZr5iv
x5KJ4a5G/wAeae2a3K2kC3TB7pY1E7r0ZwByI2XqfbMiN0L5uPKrNclbJMXYq7FXYq7FXYq7FXYq
7FXmkGq+ebeeKW6vNWuoI5yZYY9GhUyJCZWdBR6qsqqqq3jTxyWyFK61rzzbrdWy3etSPHMiJejR
IJNlSTmEVHUOjsVPMjagHc47KtuNb88foy2lhutdWcBnnJ0O2d2D/ulX0vUTiUeJn2J2da7Y7KmW
lax5vGuW0l/LqU2nlzDJajSY4kbiEg9Z5fUd0VpG9bYfZr22xVOrjztNbvdhvL+rSJayGINDbczL
QgcohyHJd+uCkrLz8wLW0vbazk0fVDPdNxhVbdatQKWIBcMQof4iBtQ40qq/nVo44mbQNXZpTOAk
dryK+gSByqy09SlU8caVdaecmuQ5Gg6vEsaqxMtsqV5VFFBfkxFN6DbGlZFgV2KuxV2KvPr2+85D
W5xDf6otmryzpAmkQPGIY3NIVmaQMzMsZ4/tHkOhySErsdV/MCe4WOTUdaiCyVPqaFbKHjMqxhef
Oi/CeRNOlfAY7Kvm13z7PNcGGfWbSMzcYIzolvIVR/UIHL1qELspbpsD+0cdlX2+pefBd/UpNS1i
Rp+Ucd4dCt0hiPqBRKx9ToAjGlNweldsdlXW+reeWt7km51uSbYQ8tItIQnrAMG4s5MnpBWBFR8R
FdsVWrc/mDJEsq6xqyBGVJ4TotoXDcI+RUl0qheQ8SAab12WuOyonTte82JdXF9cPrU1jbPRdPm0
eBXlV1KKFaKQO3BmDsdulMVRXlvXJNG0d430nXbwvdfCr2fGQCUE1CmRvgThuSe498FJTiTztw5/
7gNYb0+vG0rX956fw/H8X8237O+NKtbzyCD6Oh6rNRwjFLYEAgqrioelULkH/VbwxpUM/mbVNXkh
0+ys9U0O6M8ayXtxYLLBxCs7ryZqcTw486dSPHGkMi+q6n+hvqn17/cn9X9L9Jekv9/w4+v6NeH2
vi4Vp2wJYg35lal6ziPR7VreNXDzNrFgKSxxl2j4hm7rSpOw3IGGkWvi/MbUXghnbTbFEcL6x/TF
mRGzzMgXkBxb92hfY77r1GNLalZ/mVq1zLMq6NaBI0LRsNYsm9RzsiALUfEwK1rTY99saW3N+Zmq
fW2to9HtHZXKE/piyHxcpABQmtT6fTtv4Y0ttS/mdqC+iE0mzkdy3rgaxZUjUfErE9+UdXA8MNLa
ne/mdqfpXQgsLK1dE5wSXOp2jmh4FDJDG9U5qxpVvDrUDGltk1j5ntzOYdSutPtpRBHI0S3aNIsh
QvKGQ9FUCoNTtgpKIXzb5XeFZ11a0MTAEOJ46UJYVO+w+Bt/Y+GNKpSedfKES8pNaslFAQDcR1IP
QgcqkHsRjS2m8FxBcQpPbyLNBIA0csbBkZT0KsKgjAqG1W61K2t0fT7H9ITNKiPD6qQ8Y2NHk5Ps
eI3498VRmKvLLm69W5vD63m2853E8Il01eNuhScmifG1OFONehHbrkkIpJWnKyCPzfAsTDmrnjX1
3NNjy5COorvRVHzqqhZZ0tFkivpfNnpws5S45tCsojkccQzP2jPMksOQTlQDYqotXWzWeCJPNk63
qxpNcUMjJsJPUjeho2/BivYfKqqP0fyoNS09buLVvMenEyyN9XvpzHKWoEHqLQsyUQcfi+nBaptF
5OnGnraza9qjvUNJOk/By4h9FuJIdgp+3x5H4t8bS4eSyJOZ17WCK1CG6+EVcP2T24/I0xtVGXyD
6jAnzFrigAAqt7xBoa70Su/tjaKVZ/JkzxyLFr+rRGVShP1gNxV5RIxT4QQ/EcFavwjt1q2lYfIi
1BHmDWgRGYz/AKad6oU5kFftCvIH+YVxtFJto2jDS4pIxe3d8ZCCXvZjMwIFPhqBxr1IGBKY4qwS
fzX+UkCyrPHaxJJRpg+nyAN6ikgtWHfmqGniMNFFqdx5k/J46ZJbyx2sdjIo5xLYyx7MX4kBYlZT
VHII3HXvhoq0us/lDokElm0cNusPpJKs1rcPKvrKZ4lZpI2k6VahPwnwOO6rG8zfk1MUux9VBt3E
iyR2kyUdD6wJ4RLUg77+J8TjRVFTeYPyjt757GSGxS7if0HiFixIZG9HjUQ0oC5UduvbBRVZY6x+
VN/9dksLaDUJfTe5uIvqjyMyKIkYIJkCjrGOC037Y7qn+k2HlXV7K31a30u3KzxcI5JbeMS+nunE
kgmlKilemKUo1jXPys0K6fS9Rhs7aZURpLcWLOvCjcK+nEy0o7fKp8cd0KEepflJa3jSrHarPPHH
KoNtKy8FkNqhiUoUX42K0QDuem+O6plJ598iaMDp5uktPqrSxG0ht5SI/QNH+CGNgqeB6H6DjRW1
SX8x/JkUkUb6hR5l5xgQzmqiZreu0e371Cu/6saTbJcCsevdb82QXtzb2/l5bqKNWe1nW+hT1gO3
B1DId1BqKCvXpUqhh5j88FU/51FlZvULg6hbUUKP3YqK1LnY7UXxPZpDSeZPPDWbSf4TH1pWdWtR
qNuaU9MpV+NPiEjmnbj/AJQxpUNcebvOsStHJ5YENyY/UiVLuO7Jaq1UxxBHGxNW+yDQV3xpWU6Z
c39xCXvbQWb1HBPUElQVBJ2C03JFPbAlF4q0rKwqpDCpFRvuDQj6DireKuxV2KoDXL3VrOx9bStO
/Sl3zVRa+slv8J6t6jgjbwxVE87r6pz9Jfrfp8vQ5nh6nGvD1OPTlty4/RirzWGKQxS/8pgsoJhk
cfAHepT1E5GRuP76oO9Ag/l3khCz3dqbSGOePztyuD6aRkEShoIweQFQd+XKo6kb4qipfTmtZ7lZ
fOh+Hh6ERpIObCTkijupbh1/ZI7YqpXl9DZPeXMzebbRI1bjPLx+rMRMArUJT4mPwgEglPDbFVaC
3lksRa+r5xRpY4yt0zH1By5yfF/KQV4sPAqK4qo2saX0kcV/H5vCuxl9S4SkNWAJRozz4ryi4Khr
9rr8VcVW2s9vp8cc7R+dBb2YJZJgOBSaOvxUI+GIL2+ycVT3RNck0Nbmyex8yaoolkMc93bmd6RI
a8ZOXxBynwbCtRtWpwKzlW5KGoRUVodiK+OBKndWtrd27291ClxbyCkkMqh0YeDKwIOKquKuxV5M
9v5Om1G4h1LSomEt/dJeXd1qkcEyUcspMXKF+LN9lQNhvU5JCGnsdGupLOFdCtFliX0xw1uEqSHk
QIVLNJxZ35fCQ3IgE7YqqTxeWkingg8u2HG5SKa5/wBzkSgPxEvQSA0QDltQMFr4YqjpvLwvUiub
LyZBd24DyQzJqvJZBMKyKpVgtGPwg1I9qYqr3XkyF75mPksTxvPyM/6TdWHrNymloX7HcKPenXG1
px8u3ENusMPkXlDZs4s4f0qoHEyI/IAtQFyisantQnxVXT+WrLSbiG4svJbyiBxLDLHfOW5+nGzN
wBYkjgacurL4sKtqpx+T/WlsI5fJSw2+0Nzy1NpEihNwCx4K4Enw/HSm/wBFC2qHtPKoLxXcXkL0
d34mTU25+mwAU8C1VLciSCKih7nG1Res+VppXuDB5PadgZfRnGp8XfnM3Oqu1FWVJXY/FXemxocb
VPfJ/liwsJZLoaJ+hrqL9zCEuWnDwcQByIchjXqGXw60rgJSyvArBm0H8pbi8W5M9lJci4M6kX7f
38hG/ETUqWiG1O2HdCxtE/J5Y1jNzYKkUYjUfpAikbI4H+7v2lmffvXHdVlt5b/KtLp3s9RtkBW3
ElvHeoykW0qiImrM+78UPxeA647qu/wl+TwRFDWQW7jVI6X7j1Y1dQvGk3xfHGoqO+NlWUaPqPlx
bRbfTbqH6tDKbZFWSo9UkngCxqxJrTxwJTXFXYq7FXYq7FUNe6pplh6f167htfVPGL15Ej5moFF5
EV6jpiqJxVjU5/Lm3ubiO6k0lbppWa5Wd7cymUvzPP1DyqHfoelcO6tLL+WhIu1fRSQarcA2uxdm
6P8A5ThvprjurQ/5VkYfVH6F9Bqgv/onA+moB36fCkw+Qb3x3Qi7fzT5HtbeOC31fTILdFpDFHc2
6IqjaiqGAA+WNJRKeafLLvHGmr2TSSsFiQXERLMzFQFHLcllI+eClWnzb5UCljrVgFXiWP1mGg5j
ktfi7jcYaVbP5w8rwxLK2qWzozKgMUiy7uxRaiMtQFlIr4imClR9nqFle+t9VlEogcxSkVoHABpU
9diOmKojFXYqpXN1a2sJnupkghUqGllYIoLMFUFmIG7EAe+KtfXbP6n9e9eP6l6fr/Wua+l6XHl6
nOvHjx3rWlMVeON5k0tb6SSG38sg26uWibTbsSLNChclHEVD+9qeteND1JydIRT6rZXdpNPbxeV5
bAukVnI1hdBh6glWISRmJ+PxRca0psfEYFVD5g0mNYroR+XVtTIqzMljdczbmSWSnEQk8g0Qkp0D
LU9jiqhbazp4kFnbad5ZfXHkSK1ENlOkJmWQlxzaJfsLwb7QofHbFVlt5xn0y9liS10ut/cRy2t8
trdCL1/WeKRm5HYxqr8QtNu5JxpbT6z/ADA16a/eya50gzHglufTvo43dlMbUkZCp43LoKfy1xpV
FPzI1uS5uUi1LQ2iiikmX91qIKrGShLnhxNHp03xpbVtA88+aNbvI7a0udIeZ7eV40Ed6EmdCw9R
WdVKojBVIbf7RHbGlZEo/MoWUvNtGN6Jl9EgXQiMFDy5blg9aEUqOo98GyqZX8z/AF3blovohWEU
dLoEsQeLOd+hA2HYnwGOyU5j0/69p1smvWtrcXcYV5kVPVgEy/tReqOQFeldxgVMMVeTa1J5dOqX
Ul5r9lbT3N5IsUI0aK4YGOXjxaRoS0hpxq383c5JCyGXynHcR116y+qoatanQo0qiys/Hl6Y48QW
Umn8x2PRVCXtl5XsZpNOuvMdoraeKskehwlI5uMcTMxRG5+oaEgHfvsBiqpq1r5bLyTw6tpkenR+
nFc2g0aFWjPCRCY2MTMzvLG5oSoUE79Kqq8P+HLnVrKK212xe8knM8LrokXrfFIrxxR/ujx+0xLl
uQO/jirQPlFYjaLrNi10HSXnFocIkdUt6rGFMZTxdT13pircd3oV9xtl82Wcl1KYzLL+hY19XlIo
UPyXjT1ZK9erNX/JVTO28ysLu4hPnSS4MRLzf7jVVVUF0PxUACr8JJHXiadTRpUPB5mBSGzbz87z
XjCO2kbSuG5Bjpy4DcSUJJbbv1xpWd6Lp2v2jt+k9X/SaFOKg20cBDh2blWM71RlWn+TXvgSmVxb
W9zEYbiJJoWoWjkUMp4kEVBqNiK4FWfUbL6l9R+rxfUvT9H6rwX0vTpx4cKceNNqUpiqvirqCte+
KuxVTltreZ4nliSR4W5ws6hijUK8lJ6GhIqMVVMVQl1d6VaXCNdTQQXEylUaRkR2SOrmhNCVXr7Y
qtj13RJIjLHqFs8QUuZFmjK8QCS1QaUAUmuKoi1u7S7hWe1mjuIW3WWJg6morsykjocVVcVS+fzD
oMDSrcajbQmFuEvqSogVvAliN8VVG1nR1ZVa+t1ZyyqDKgJKU5Ab/s8hXFXfprR6yr9ft+UBcTj1
UqhjBLh9/h4gGtemKpBLa6rd6jztPNVuHaOVbeBbW2lkUyFmqrcuRCrx278ATXfCq2Xy15zW5a4g
1+FpmB9SR7GBXdEblHAzAMeFGYFuo6gbnG1VbXQfN8TPNP5iRSyyeoEsoAHf0hFFK7fCarx5lf8A
Y14jFUO6XsGoLcXnm60dLAq8sE0FunATSDiXYOChaJ/TRtvte+KoWQa+UWKTz5aW16wR2jW3s3AE
tAoAZlZgWaiNtXbbFCY2/lzzdbzfWjr8N1dekUkZ7CGIykczGGkQllVeY236e5xtKz/DXntraSOT
zdWVipjlXT4BxoQTVeXxVApvjaFSTy35ukkjEnmb1LYDhcQSWEDCWM8OatuF+Lg37PRsbSyggEUP
TArsVdirsVdirsVdirTuqKXchVUEsxNAAOpJxVB6XrmiassjaVqFtqCwkLM1rNHMEZhyAb0y1CVN
RXFVDVNB8v6xdRNf28VzcWdeIJ3UMOjAHcEHof44qoDyP5PEvqro9osnEpyWJQeLKUI2HdTTDa0m
Gm6RpelwtBptpDZwuxkeOBFjUuQByooG9AMCoiGaGaMSQyLJGSQHQhhVSVIqPAimKpO/kryvLPcz
3GnxXMl25lmMyh6sST0P+scNq0PKXk2Rp7f9GWbsT6lxD6aEgykNyZe3IxD50xtWrjyj5Oe/Nxca
daG9u+a8nVeUhZWMlAepKs3Kn042q7SPK3lGxuTdaVp9pFcRO6+tCql0YlldeQqV6kU7dMbVOBcQ
M0irIpaGnrKGFUqOQ5DttvvgVTimsdRs/Uhkiu7K4UgOjLJFIhqp3FVYdsVSyXyh5SnaZJNMtXeS
GOGYFFLGJOPpqe9B6S0+WG1bk8meVJFiWTSbZxCqpHyjViFVBGBU/wCQgH0Y2qbySRRRNJIyxxRq
Wd2IVVVRUkk7AAYFd6kfp+pyHp05c6ilKVrXwxVYt3auYgsyMZ1LwAMDzQAEsm/xCjDcYqq4q7FX
Yq7FXYq7FXYq4gMCCKg7EHpTFWLap+V/kPVJ/rF5pKNNwaMSRSTQkRvE0JRfSdKLwkYcRt364qkH
nD8uPKdpo1qbPyideFjQpai8mjZEt7eQRGrO7yn/AHWFoxq1e2FUstvLK3ENxNF+XjrNDOHtvX1W
SL1JEu55XernmtGb1AeJDB+NaDdVdB5M9WfUHn/L1oo/r63NrXWObzSCVQbhgJeMS8ByEYr0pTfF
VyeS39GNJvISmGMQWsVumqklIXCGdy7SDmEZAAOIYhf8qmKoS48oanqOlfUtQ/LmAmdnnc/pQcY5
LiQcqhZQ5ZElYkrIByB405DFURF5Rlh1a3uH8iMbv1bn0NQOrNIEqJHj9RE4CjetItG2G1WJIOKF
JfIzJp5hf8uEaSQSRyQw62zJxMMzBlkcxt8TztHXjVeVegxS4+V2ttNYW/5aMbyeB0lsV1cDklwL
Y3K+vy9PlzkdRyYE+lUUDDFUa/k+4s9ZsdS07yRGbiWUpeztqbMYoZuMc7cWkVWrDbxrQKa1p05c
lUHeeRb2S9e8k8ixXSLJMsKDV5hdfFEtuJmnaTj8cQPw0qDQ15CuKodPy+nvLopd/l/FaQyXkV5H
dQ6knqxSpIzM7MzTcuX1eINxUGjU7YqmJ8l3FxymfyPDDIzSLcQSam8okEltGjMkqyLwU1aM1jJ+
HlTfFCx/Ia67duuoeRINNcl7VdQn1E3Ci1hkjIIS3ljkRriOSWhU8uSrzqDspZXL+VHkCa0is5dK
D28KJGiNPcH4Y1dF5N6nJvhlYVYmtflgVGaL+X3lDRNRXUdL0/6veJG0SSerM4CMkUZAV3ZRVbdO
3b3NVWQ4q7FXYq7FX//Z
uuid:09337852-f6e4-4984-996f-e7c3b8a06a18
xmp.did:4780e620-56dc-4e4e-960d-dae9d6454be9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f79b2a02-0275-462b-b614-0966bc49f452
xmp.did:3b618919-0299-8f47-ba64-8e9b4de2a15a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6d0a70ac-e7e7-4252-a090-7d32327322bf
2020-08-14T14:43:06-04:00
Adobe Illustrator 24.2 (Macintosh)
/
saved
xmp.iid:4780e620-56dc-4e4e-960d-dae9d6454be9
2022-04-27T14:26:44-06:00
Adobe Illustrator 25.4 (Windows)
/
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
Times-Italic
Times Italic
Italic
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Times-Bold
Times Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Times-BoldItalic
Times BoldItalic
BoldItalic
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Starling-Italic
Starling
Italic
Open Type
Version 1.000;PS 1.0;hotconv 1.0.72;makeotf.lib2.5.5900
False
Starling Italic.otf
Starling-Bold
Starling
Bold
Open Type
Version 1.000;PS 1.0;hotconv 1.0.72;makeotf.lib2.5.5900
False
Starling Bold.otf
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
ProximaNova-LightIt
Proxima Nova
Light Italic
Open Type
Version 3.020;hotconv 1.0.109;makeotfexe 2.5.65596
False
5475
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
175
ProximaNova-RegularIt
Proxima Nova
Italic
Open Type
Version 3.020;hotconv 1.0.109;makeotfexe 2.5.65596
False
176
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 3.020;hotconv 1.0.109;makeotfexe 2.5.65596
False
139
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
C=57 M=46 Y=40 K=25
PROCESS
100.000000
CMYK
56.999999
46.000001
40.000001
25.000000
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 16.00
endstream
endobj
3 0 obj
<>
endobj
18 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
19 0 obj
<>stream
HWnH}0PHw$+'x1E*$e#=խ}0&rt_,cQP*:.Yc$hYwxE}ƝOu|
R҅w|J(NaklP %`Rey.4Ze,hXɤnH8I',ޑ{=Olm)B|8s0.8=j_^QHyK
Qp7#R5JT¤TzEف$,_