%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
PV770MRUMXGM_Sku Sheet_03022022
2022-03-02T09:18:10-08:00
2022-03-02T09:18:10-08:00
2022-03-02T09:18:10-07:00
Adobe Illustrator 26.0 (Windows)
256
248
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA+AEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYqld75n0SynEFzcMsxkaERrFK7GRVRyoCK2/GZCPGu2GkWpReb9AlVGjmlKS
VKSfV7gIQlA7cjHx4rUcjWg740vEF8vmrRIp0gMsrSuWCrHb3EnxK8iFapGw5coXHHrtjS2st/OP
lu4tUuo71RbuSFkdJIweMbSk/Gq7cI2NemxHXGivEGl84+X2h9dZ5DDRmEot7jiVQgMwPp0KqWAY
9ASAcaK8QVLzzZ5es5Wiur1IXXlyDBhTj6ZPb/i5P8waNLYWHzh5cAuD9bqtqHNw4jlKp6asx5MF
puEPH+am1caK8QTKyvrS9g9e1kEsJZlDrWhKEq1K+4wJV8VdirsVdirsVdirsVdirsVdirsVdirs
VYj5n873ujmSGLTvXuObRwASFuZCo4+FVr9l9603px5VNJCLEypi+l/nZLJewx6hp8UdrIwWSWKR
i0YJ3cqVPIKOow8DETRafnDeS2tzeQ6Dys7V40lle7VGHrV9KqGMn4uPauPCnjVH/Ny6t782l5oY
heO5W1uES9jklV2JB4xhAXpTqNq7V3x4V41t3+c0VvaxyLpXqzvJKrQi4AASIgBuXp1JY1247U64
8C8apD+a+pXU9lFZeXJJzqCF7Styql/TqJeI9NtkZWFa70rt0x4V4me2Mt9LAWvbdLabkw9OOT1V
4g/C3LjH18KZBmiMVdirsVdirAfMeq6F+nbiLUNJgkeNuP1u4nliiYW0QmHP90Y/93lKAsSaBhSl
JgMCUFb33lH67cGLQ4/WS++rswmk9OM8pKTHkoWIL9Wq3AfCvc9Md0bKp81aTLBPeNpUapO/qTTr
dTKgaXhZy8uMQdZUWVfsIRRiVbkTVpNqEXmTynNptvdXWixiK6nS5Fu05k9Jiz82kVgqpxQPJGg2
au1CcaKLDtFufLc108EWkLaGYwxSoL65SWRLkotEiKp6ihWBcV4033GJtRTMG8j+VTcLOLBUdHSV
UjeRIw8deJ9NWCftH9nfvkeIs+ELo/JXluKN4obV4YpCrPHDPPGpMbckqEdR8J6eGPEV4QjdI0PT
dHtzbafG8Vv1ETSyyKvX7IkZ+PXtiSoFI7Al2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVB6tpFlqtm1
rdpyT7UbinOOShCyISCA68vhNMIKCGPH8sfLJ0q00zjJ6FrJ6jyD0hLP8RbhNIIwzLv0FO3gMPEU
cIaf8sPLZtdQtYmngt9RkhlkiiZAEMHLiI6oaD4zWtceJeEOuvyw8v3GoT6iZrqO+nuheC4jdFeN
1JPGM8NlJavjsN8eJeFBz/k55WmhSNp7wFHd/UWSPkfUIPE1jIoCNtseIrwBO7HyTo9jdaVcW7Sq
dHikitkJQqwmDc2kqvIsS5OxGC08Kf4EuxV2KuxV2KsN1bUvMUepXEVtNqSQi4jhQx6dDPGFljej
pIWXlGjcSzGtKAdzkhTE2go9V8zq1uGm1h3oYpf9xkIUu7Mokb4+IVOBPw9mXrhoIsuGp+aZkklj
u9WSKZY5Iw+l25MYkm48Kq4qVXdvBd8aC2Vw1HzZPBO0F3qaOGdIydLt6Hi/NWQGQBgU+AEmnfGg
tlDnWPNoumje51blIJ3h46TD6cYjSRAK8wX+Liy1+1sNq40Fsqst/wCbjLKzXmqiMikcMel2/wAL
GNn+3zNeBUL4Ftt647LZb/THmqaAyrPqtu0wdYIW0mIupMo4sRzYLxU8fjIqPixoLZWDWfMsskkE
d5qbkmOBZV0yBVSR0VfU/vATwdS0i9q0pQY0Fsptpeqa6+sL9Y+vtYmR4TDJYpEtWC8ZDIHLcFIO
4616bVwEJBLLMiydirsVdirsVdirsVdirsVdirsVdirsVdirsVdirTqWRlDFCQQGFKj3FQRiqV6T
q00lzJpWpBI9YtkEjiPaO4hLFVuYQSxCkijxklo22JZSjuAWRHUck1wsXYq7FXYq7FXlnmS4sbfz
VqNF05jKD9YMy6iZRIYfRjDiMmNwTOqn0xWjdNq5Mcms80va20RV+rOukrHN9Tijp+lP7ucmcih5
Acnqydh0bCq0y6Axe3k/RcsbTxS8QNUJL3EbM+1Buy14AbeO+KFRrfRiLmRW0tQHkkMyjVPgv7dA
zkk8l9NebU7eAPTFKnPaaLaQPK0emQwtGWb1P0pX0gjW8BPDo59SjjrTemKFeF9EfUbyWaHS6yCS
RUjXU2cusjQr6iAcCPjdGC/MbDFK6EaRbs11HJpnrQyyS3ch/SgIExkWfiKmpIt+PT9k+IxVQuIb
C30iOzEelPG7MksCjVGQuWYgowHMkenV6tsB8sUM58katoT27WdlJELieW4uTHAtyEYc15PW4Aao
5qG7VqB0yMgziWVZFk7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqh9R1LTtNs5L3UbqGys4qerc3EixR
LyYKvJ3KqKswA364qlH/ACsLyD/1Mulbf8v1t/zXirh+YPkIkgeZdKJHUC9t6iv+zxVzfmF5BX7X
mXSh8762H/G+KpXrvmn8v9Ut4zD5s0q11G0YzabfLeWzmGYoycihkAdGVyroeoPY0IBDKJpX0f8A
NDyTf27+vrem2t5buYbu3N7AVDr+1FIWX1InHxI4AqOoVgyhtBFJivnnyS32fMGmmu215Af+N8KE
7xV2KuxV53qs15LreoxxTXfppcwqVXV4rYBStG9OEryQAt0rv2NRTJhgUEb+5ma2lN7cqtuypEke
uWrevEsoX13AB58m+HjT264oXLeakkis092YUtEMEp1y14zGOkx2Kj4mH2pD+z4DFW2e4WNrZ7y5
aaPmqPJrlukv7llcqWCc1JRzz7hR4nFWtQv795n9O8uIzbeqEWLXLULLGgSAMwdajkQxqwqrV7kU
VWyXN1JcfVze3scF28iica5bK6ScxxjVCvKpVFIUdOZGKtTXOpJdqFu5/RtPVuOEetW6Mx9R5KS8
1AaOoVO3GtKmmKrhqF/LKqJcXCTNJFcJF+nbX4g0dXSgRj6YI7deoxVl3k19UXT4ormCdrdk9WO9
ubyK9dy4QgCSMCoqzUPTb3GRLIMiwMnYq7FXYq7FXYq7FVkk0MRQSSKhkbhGGIHJiCeK16mgO2Kr
ndEQu7BUUVZmNAB7k4q3irsVdiqSedtAuvMHlTU9Is7uSxvLqEi1u4pGiZJlIeMl1DMELqA/HfjW
mKvhjWtX80ele6Rqt7qE0QLC60+4llYrLbmsiSLIWZePDnQ7ijV6YCUE0xWW+s/rpkjg5WSsTHbs
GDNQAUZgxcDuByPhgANebEA1z3Uo5I5ZAiVBdxGnPivwvXdnLooKGlDQA96dMknd0c3EAyAUkUMK
Onw/vAp2JahIU7de/wBnClfCyskbCRuVVDGop+0G24fygHr9/UKV31m4gCsJJKcVJ7fsoT1jP+f/
AAwIVNtKvdUe9iYQzaoxDFbRlNyzAE8uS+mG2O9e3f8AlIIZRO++7Ovy7/OTzN5U8zi5lBWwoItV
0f0xGskaDihVS54SLXZgPBWqu4Qsufc+zdB1uw1zR7TVrB+dreRLLHUryXkKlHClgHQ/Cy12IphY
o/FWAanrcMev3cCfof1hKYpFnt7hpSfSZ4+brGVLVBrvSnvkwGBKFOoxxzqqxaAk8ax/WeNpcgi3
ldEojqlQTKzUHbauK2ti16wWxhM50b6hGyQNGLW6dRH6Ks9A0XKvDpXYild8aRarLrUHpRC5/QjX
LC4kua2ly8YKgpK6/uwST8Afkd9xjSbQz6zb/WfTiTQCJX+rQGWzugzSyNIOLsIgoBuI6ntSpPbG
kW59cRrV5Ft9Be5DKbZfqd2QJUqZif3XIkPE5XjvsOpONLbUPmGwn1Z0gg0l5JUH1mV7O8HJDRZ0
q8e1XEvsTSu/LGltq28yadcIlzFFoixxgr9YFjdVVU9Viq1jFCIgOlRyqO4xpbZzosOvQsIrhbFN
MRaW0dqsiOq8V4DiQqAA8tgOlMiWYtOMCXYq7FXYq7FXYq7FUu1/y7pHmDT207VoWntGYM0aySwk
kAj7UTI1CGIIrQjriqTxflj5HiuGuYtMCXLGRhMJZiVaaMRSFeTkDkg329+uNqhLT8nPy7trU2y6
WZI33m9Se4b1G4xqWcepxJpAnbbtSpxVmmKuxV2Kvlj/AJyU8iSaP5qi8zacgitdXIdyFokd/Hsx
PFVRVmBUkbs7GQ9MEhYpEogii8EuLa3S4kgXkLe7QSQKsXMoa1kqS3IegyMnQ1WvTlXKRIkX1j+P
tb+AD4j+35JVNWSFJGVB6dIqKI0O3ioox93P35cGqmhI8RKltlZecfLYlaitU6/OvfChFWNpc3Dx
m3ieVlKgKkckvIqTTpyHt0wWi04m8ma7sbixayJUCIX8ltZc1UUHE3LRctvBffrhUInRtGuRKCur
Wuny20geMhrqRi6E0MfoIY9x7/dvktkgpta+UNEEcQurm5uDFQSw+lBaMoBqOJka751/1B74CKZ1
s9g/I7zHYeTdRk09rmU6HqTDlFLJVLeTkxWbiFSMEhgkhRVBAU0+HesS35JlAAA3b6XybWwjVdG8
w3Gs3bRxamLTl6sEsOqLDHIQqD0RDxqiHfvXY775IFiQUMdJ81tcQc7PUmghgSFkbVYTHL+7fl6q
en8RqQrN32I2rhsIoqVppPnNUFrPa6lwEXpm7TVYVP72VWJC8K8oVYhT3ApTcY2FotXmk+bpQzGw
1SQxXHKOL9L24WVOZerKY+IUGgC9aUxsLRVbjR/NIbilnqk0ds37lTq8VJlkBZvUDIa8CoQcuxxs
LRWyaN5uWM2qwatJH8X+kjV4leqI7rSqE/G83Cn+QpONhaKvLovmUzchBqfA15KupwhSWkI5EGPq
iHkPkBv1xsLRWy6P5q/eFYdUJLmTiNWiAJd4WKr+7BCKA4HTYH+bGwtFMdGXzNZ6i7S6ddywXIQO
bjUIpo4eEvD93HxDfFGfUO+/TrgNJFstyLJ2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVjX5jeToPN3l
G+0Zwv1h0MljI3w8LhAeB50YoG3RiorxY0xV8Ja5aqmoJp81jdTXjBWmtYQUkW6QtHcRUKOR9gVH
GtRlcqHqJpux3IcAHEb2r8df0KN3dWEMX1j9BW6yqBA6Xl0ZJQFTgP8AR0aB1PH9or79cECOQvv/
AAWWSMq4iAOnS9tuXP7F0Wu/Uzygu7OMPFWJLOwjlMbVqI2e6SJ16/aVmwRvpHr1P2jn+hgQO/5D
+z9KhceZLy9tY49Rnu7+WOTkEubp3tuP8ohADL81kGTIN89vx+OTSbUbbU2iuZJoIYYhICohMazI
oYU+ET+qfka198lHZBjY3/HyZB5e03zZ5lmjstKs7zVmt+KLHCkkyQq525EVWJSe5oMJJKREDkOb
1ryt/wA46fmPezj9LLb6LbI4WRppUuJShG7RR25kRqeDyJgpk9V8tf8AOPnlrTeMmr3s+rzDkDGP
9FtyCfhPCMtLyX/jLQ+GNIemafYWun2MFjaKyW1tGsUKM7yEIgooLyFmNB4nCrFNU1fXf0/Jb2x1
OO3SaNB6VhFLCFK1Y+oXDFGI+1x26ZIBiShDqHm9wY0u9TjYvDOJW0qE0jnA/cU5gVi/bbqMOyLK
lLrfmkmQwXGrUlYLAraXbEqZgpUVMiBvS4sGP+Vv9nGgtlVfWfNRnkAm1RfTillMK6XCwap9BFVj
IKsJB6o6VXGgtlY+reaxcQ0uNUHKZDJGulwuOEnIrG7CSicQvxkb7jfGgtlRTVvOcYYTz6uZolLy
FdKt2VxIAqqtJKcomarU60740FsoiTUPNwvQklzqTW7TyHhFpsRAhf01iV3Dqy+mzE7bkV8MaC2X
PqXm5We2WbVQ10I2t5/0ZbuICo/eK59WjVLVNR2ouNBbKd+Vb3WLueaS9lvfS4l44ryyS0oHcoqg
qzElfSJ+TjAUhkmRZOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV4D/wA5HflyuqO1/CtX1JKK56Je
WyARDkdgJYxx+hjir5BWKRpREqMZS3ERgEsWJpSnWuKvQfK35Cfmv5ivBbw+X7nTogQJbvVI3sok
DftfvVEjjx9NGPtir2Py5/zhnApgl8x+ZHcFT9Zs9OgCEP29O5mL1A94BX2xV6v5f/IH8pNDlSe2
8vQ3NyiBDLfNJeciKfH6c7PErkitVQe1MVegqoUBVFFGwA6AYq7FXYq7FWG6xB+XcuqStqMZ+vq0
iybXS7yRN6lOFFNY4jUj+OSFsTSGW3/LCa4EYhYy2/KUhhdpx+uJzLENxrzX509sd0bKVu/5UlYr
mCPabgkDhboFvRYcAoO60YDrTp4Yd12XTx/lPND6kqDgtuI2al2G9BB8INN9vQ277bdd3ddlSQ/l
hDIwdSpVxI8lLsAMhecHl7Vc7bdvbHddkLc/8qi+rxXNwGEMPBo2P18caKsSEgb/AGYAN/D3x3XZ
Ue4/Kc2vqyGkEc31of71/wB4AjCQAb9J1P0/PHddk50/V/JukSz2lkzQSsVaaALO4BVTGhFQyKOM
NNiOmCimwEXp3nXy1qNytraXZed3CIjRTJViHOxdFH+6m+7BRTxBPMCXYq7FXYq7FXYq7FXYq7FX
Yq7FXYq7FXYqgtY0bTdYsXsdRh9a2cqxUM8bAoQwIeMq69Ox6bdMVQ2k+UfKmj3ct5pOjWOn3k4I
nurW2ihlkBPI85EVWap3NT1xVNsVdirsVdirsVdirsVYVrN35pF9ffUru/jgR+EUUenQSqoUI5aJ
3YGSoDKK9z7ZIUxNoQ6p5rkpGt3qkE15zaF20qEiJQUkAZTIRsrFN+p+Qw0EWVtzqXnCOCXhd6sW
CFY2XSbdiCtxx5UMi1JRgOw41bGgtla2v+ZllkVrnUuKgSrw0yEtweu1OdKL6yDlU19NvfGgtlde
ax5shup0SfV3S3g4/BpELq8poBIjCReRHMHj02ONBbKJGpeaZJF4XGpxq4jk4vpcOwkkjX0yS+xU
cuXgDXtgoLZQD635qjhmVZtaMypDGWXSYXPMks8qq0hqrBeNOi1w0Fsou51HzYs9woudUCLCzoY9
KgYcuXMBGLnk3BgvE+HjjQWynXlO71eSW7g1GW9nZTWKW8tIrVeIYiiGI0fanb9dACkMjyLJ2Kux
V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVhGreUdVudcury3sNMZblZI5J7
h7rk8TKAEZUcLy5ruePTpvXJAsCFFfIF2F9NrLSzGqMqcWvEpVCoHFXpT97LXvQjuK4eJeFZa/l3
dGRpLy005S0P1fjbyXdOK8HjJLtX4Xjp8seJeF3+A9Xe3MUljpBEjiSYepesjMjTOvwsx25Sivzb
wXHiXhWy+QNVl9O4ex0g3yRup/eX3pFpGPJSvPdSrHr3x4l4Wn8gau176hsNH9Fiob47/nxjUxxm
gfjyEbUPvvjxLwq955E1C9NwLiz0vhOasUe8UnnMHfo4A+FEoBty9seJeFMPLvlS9sNYa+ubWwiF
CyvavdNJzlQCXaVuABKLTbpgJSAyyoyLJ1R44q7FXYq7FXYq7FXYq7FXYq7FXYq7FWL+dbm3tX0+
e61yLRbZWkDNLK8Zkf4CoUI8YbiFb7fJRX7JyMskY823DpcmY1jiZV3MQtvMenwwpHJ5xsZ3Urwm
/SFwnptwj5SFWMvrVZW+B249xSpUR/M4+9yP5J1X+py+RbtvM1gkEcR832MXJFjnb9IzTsjK8TPO
jSpVmf02HpmirXY7nH8zj71/knVf6nL5JhpPmvydbXMU76/YWwjhkieCDUJZIpJW4cJmRhGnIjny
qpNaGpPROph3pHZOq/1OXyUdGF9q/CO084W17Fb1a8WK5nZl5mi7wvBIy/CKVcUNeo2ycMsJcnGz
6PNhrxImN96ZLovmD1oHGrrDHCiCRTeXcxllVhyl+IoE5j9gh0H8prtY47Q0fzeIwh8xQt6axshZ
pas0Rd/SfiVPF2kAaSteKiqnfFfirSaNq0fww6oZoaN+5kv7uM8jLKUf1h6j/BGyDh0am/uqmXl2
DU7Gec6nqyX0bqPRqxqrerI7bHanF1p4fZ6AYCkFPPr1n/v5PvGCk2F8d1byNxjkVm8Ad8aW2Mar
5d8zTak95Z3yGJ7uOQWslxexKLdYuDL+5kC1L/EFCAfzFumEEIIKnF5a82esLi41T1plLTosc9zD
F6jOj+iYwzq0S8XUMRWjfZ2GNhaKnf8Al7zlM808epRwvMpCQG5uhGrtcPIEDJw+HgypVVD7bEDY
thaKaeX9N1yxllbUJ1aOX0eKi5nuKMsbLIq+uuy8yvEA8j1Zj0wFICf4ErTLGG48hypXiOtMVWGY
9hTFVhdj1OKtYodirYZh0OKqsblga9sUr8VdirsVdirsVdirsVdirsVeO/8AOR1rbzaZojS3cds6
TTBFlWQ8gUWpBjR/s0HXxzA1vT4vU+y8yJzoE7Du/SQ8U0z0tOvob2HULN5YSSiyx3LoSQRuvo79
cwXrct5ImJjKj5x/Wyf/ABxqlzLDFHJpLSmRfTjjtbss55syx09MlhV6AfIYbt1/8nwiCSMn+mj+
tH2+vebohIiWGnu0js78tNvWNWjWP/fPZVBHvvhB8miWmwHfin/p4d996b+UXW5m1q71u9XS5F05
YwLC3ureYQPKazozR8qo2wKg/hmVoh6yfJ1HbwjHBGMbMePmSDvXLYplP/ge1ube5HnHU5JIjOGS
C9ubtawwF3SeNEmVDFGGf4gpr1rtTaPJu0OfyffWht7XzvqEjSEmNbm79O5IkYyc1WSJJePxhRUb
AU23xUptoGq+UIb+aO280NfzfZa3uLj1FAlPqiRVCL8BrQSD4e1a4VITCfz35IgCvNrtkkTEKJjJ
+6DFPUAMlOClk+IAncEEdRja0uTzv5NktluYNbs7iKRWdPRlEhIQAsKLWh+ICh7kDqcbRTKNIVTe
I3MV4khaGvT3GCSY80P5q003RLpoDavIAw3uxbijKI2UVbpwkbt1r3NSAWRCVXXleEwLCvlRZUEK
qo+vmIIFZX9PkGLbOWNR4e+G/NFeSnc+XmCzSHygsszRNCQNQ4c0eViyirfDseZ9zTG/Na8lZNHR
lgC+Vxxtfgtm+v1oqeooqQd9m71+17YL81ryQM/l5mmW9/wcGuUjjC01LjT00UBDuF+HiBXDfmte
Tcfl9KGGHykrQIjBG/SNVJY8Cp3J+KOjfhjfmteSN0u41nTIDb6X5VeNS6CdHvV+FhCi1VpQeYUL
x+E/s4Co9yZnWfMfqGJND5yIAZCbmNF+L1KUJB/32vTpy9saCbK+HVfMbzQq2iBIZGjEswuo2CK1
fUbjQFuFBt3rgoLZTumBLqYqqQ9/oxSqYq7FXYq7FXYq7FXYq7FXYq8d/wCcjn05dM0T61FNLIZp
vS9KRYwF4Ly5ckkr+zT6cwNb0+L1PsuJ8c+EgbDpf6Q8d0bQRrRmGmaZc3Bg4+r/AKZAlOdeP24l
r9k9MwgCXqs+o8KuOURf9E/rT7Tvy/8ANFvdWt7Y6Ncpcw3Ef1WVdQsqrOpV46VTxIO+2TjCXMOF
l7SwyiYynGiN/RLl16pxJZ/mbMbm3azvCYZYxchb3TwQ4aqbiIbVTtse+PDLdxBPRijxR3Br0z/W
mnljUlk/S7+cBeBItMalwLiOQCz9VvXAeyjSXny/lJb7xmTozc9+79Lqe3McI4Y+HXDx77Eb1tzJ
6KyX/wCUaaSZUvNQi05IeThL/VFrEY2l5MiScm/dg7kFqfD2oNm8vujp9f8AytM088mo3fqaes1v
IwutSAiFGeT0wDTlxQ0dN6CgNMUMjh8qaFEiCJtQUKwkr+kr6rMDWshMtX8DyrUbHbDSLVLPyzot
ndx3UBvRJFWiNqF28TFl4lpIXkaKRjWvJ1Jrv13xpbTasX8rf8EP6YqjNJMX11aBgaGhJBHT5DBJ
Meah5msRNcRzR6MdVkCkh/rZt+B9SP4ACehC8tvCn7WAFkWPv5XQXD3f+F/UePm9tGb87PV3IpXj
R2p1rTl4DDfmivJoaMJFed/KREl6BE1b16mNlXZwaMgoTUU6r4kVb81ryVh5bijgFsvlc/V5U9OV
V1A7BZWjVTVhUelK8m3y60OC1pc+gPKAsvloFIZxJAv14k/a5F68hT4mJ4/1w2tKbeXy8gL+VOjR
vyGoGnJX5dKj7Bdj7435rXkmsfkvy/qEMV3qWkiG9kXlLCZ5H9N2f1WAZGCk8+4+XTBaaVJfInlR
40VrAcIlkVFEsqgLKKONnHUYOIrwhG6Xa2mmQmC2T07cs0hUszUZzyY/EWPU42lXk1FBtGpY+J2G
BURB63HlKfib9kbAYqiIe+KVTFXYq7FXYq7FXYq7FXYq7FXj3/ORt3BBpuiLLZw3ReaYq0plBQKi
1C+m8f2uW9fDMDWnl8XqfZeBM51IjYcq/SC8Oj1iCOvp6bbpy+1xkuxX50nzBewOAnnI/wCx/wCJ
ZpH5e05oJJf03oS8AGEf1u7DMf8AJBnG4pvXDwbdHUHUzuuDL/pY/wDEui8uWcqhhregLWFZQJL6
6U7qH9P+/wDtDnuPGuEY/cp1Uh/Bl5/zY/P6U/8Ay8vbLSLrV2gt7bVGSzM6tprXE89YpaNEqSSS
V5kginXMrQ/Wfc6b2h4pYYk8Q9XIgd3PYBmB87qty8Mnl7V4/T9TnN9UMkYESxsSDE8hfl6tFCAk
lW22zavJUpN5+kjm9J/K2shDNHbpKlsHQlwSZPhl5LElN2YDritKv+OT6gT/AA3rFC0YLfVhQLLU
B/73opX4h9oVBIpvitJhoHmOHWUnZNPubJ7dgksV5H6ThmHKlA7fskH6RigpryX+Qfj/AFxVFaaw
+tqOI3B338PngKY80J5hHO5EfPVwSrfFpwpGtQsdCaUr++5g79Dv8NMAZFjskt7cpG4PmSDjLJJJ
WJ15pX1inBWBXtGh37imFC+WdDaV9PzZVwB8IYSDgAtaVoCedfemPyX5oktIsskkkfmT91SRVRuS
sEMrAAClS1Kcf9WuKr4yYLgqF8ySEInxtRkfiybbmgY9zQVHLFXaZq66GjG4h12/eeONl+sxmSnx
Hiihmp6tH+MA78a0wEWoNMue9gUbHkfAZFmo/W5ZWIACp37nFVGdv2R9OKr7GNDJyb/Y/PFUxxQq
Q98UqmKuxV2KuxV2KuxV2KuxV2KvI/8AnIhNXk0nR47KB7iEzytOqQiYBgg9OvwtTYtTMDW9O56f
2ZMBOZkaNCt6eGfUPMH/AFbZP+kQf9U8wKew8TF/OH+m/aj9C0521OIa7p94mm7+s1pZx+t02484
yvXCAL35NGoyjgPhyjx+cjX3p4dJ8o+ncH6rrIcEC1X6nbmoDCpf9yvVa0p3x9O/NxPGz2N8fn6j
/wAUy38vLe/t5dWXyvb3EaSWgqdUtlji+srKfR5PBGjcSh3AzN0P1muVOh7fkZYo8ZiZcX8JJ2rf
mT1ZE/8AyuUyIyLoSxlZucbC9Zg1X9CjgLUf3fP4R+1TtmzeU2Xgfm766/Do3o+pbepUXZPpcP8A
SuI4ijc/7upIp1pirJLI6sLKD9IBBfemv1n0A3pepT4vT5/Fxr0rhQqhpe1fuxVw9Q7CvyGKovTB
MLoVBCkGtRgKYoXzJR5EjJ1VhuCNPUBRz9Nal+IPw8uQIO3xeFAAyLHZtSHxx26eZBIWExkdC6JR
VleD7SkMyjjxPQn6MKFWKMwTBpJfMxBqrfGJIkAdX3PX/J5eFcV+baXlhK8M4m192kT1IlDAjgzx
nlRTTb1KV/lDfSqj7HTmexhK3+rRsXErC6uP3wYbcX4gjj7A0wWkBuz0J7eaGV9Tv7owCgW4n9RW
+39scRX+8/4VfDBaaTeO3mk+yu3idhgSi/q4hgZmNSBXbxxVRtrYzMWfZPHxOKor6ooACtSnjiqs
nLjRtz4jFCrF3xSvxV2KuxV2KuxV2KuxV2KuxV47/wA5IWs8+l6KY5I1RZ5uaSSpHUlF4kB2XlSh
+VffMDW9Pi9T7LzAnO+4dLeD/oy5/ng/6SIP+a8wbez8UefyP6lazsPTu4JLlYJ7dJFaaAXUKc0D
AsnIPUchtXG2E8lxIFg/1T+pk63fkflJXy3GVb0/T/3Kbrx5ep/u3fnVflTDxDudfwanb94ev8Hy
6dGU/l9HFNJrkmhyw+XYvqYj9RrmO7CzPIfSmMTyENw6b0H35l6H6z7nQ+0XEMURM8UuLnw105cm
TRteamTcWXnm1m08QtyFqlo4DxurmX1kc0CKjKynah3zavIJfpjeYWW2C/mLp+qLeSCOOVYbGNjR
JFb0RG0iyN6pT4e1Dv2wJ+DK7PXtFgjisrrXLO5v4/TglczQJI8z8VWsat8LOWFFA77YbY0nHE+3
3jFXcT7feMVRemKwu1NRShruPDAUx5ofzFrMdndW8J1mPT2kfiIxbGctUxgKzAkKav3psw8K4AGR
KQSa67/Ul/xUFikk3drGrSmkVFpSiKeda125UpthryRfmqRaw8VqEbzaxmCLI0/6PChg49VOKlaf
3YpQfrxryW/NL59cuyzwL5gVbiVmS3P1M1+AIZG4sgFRvQcipr1xpb8010nzDpKHjd60bx5vTMYW
1kXiCo3+BKUbrudsBCQU2Hm3yjAFLXe7F1VmilO8QJf9jtwODhK8QTuxvba+tIby1f1LadQ8UlCK
qehowBwJXzR+pGUrStKn6a4pXKqqoVRQDoMUN4q7FVSLvilfirsVdirsVdirsVdirsVdirx7/nI2
Cyl03RGuLr6u6zTCNPTZ+QKLyNR040H35ga7p8XqfZeUhOdC9g8L+p6X/wBXD/ki/wDXNfZ7nsfE
n/N+1lPlzU9Rg0eXTdLijvYHkLPOLCaaUGlePNTsKdsIJqqdbqsUDkE5+k/1wAnMfmjzJ6MYXS7Z
kjKBW/RM5BK1pXehrXfx28MkJnuDiHSYr+o/8rAnPlS6e+utcuL68g0LUotMMcUhsnt0jjZj/pMg
mZVIjYdCQDmXovrJ5bOo7cgIYIiNmPHz4hLeuWzVro/l610hLNfMXl+6uNKDwtcPZ20SQy+t6gVo
4pvQipJQ0aMsWFa8txtHlkysfI7Xlzp+oWmq6S+nWHrpb2dlpkYt+MoWi+ok/IFJYwzFCvPdSADT
GkW1N+XeuHVPXs9Q0yxsltwkNtBpiKkdyCqi4VBIG5LFGsahpSKeK1QtLaeXmkedH064t7fzBCtw
5JguxZqksdZi4FWaeJlWKiU9GpoTUE7FdmQW8bpbxLPL6k6oolcCgZgPiNNupxQjtMC/W1+LehoK
ddsBTHmg/MmrfVL62j/Tq6bzcL6AtfrHP4o/hZvi4H4qdtmr2rgAZEpQPMFFsz/iwj1JAKtYV9Wo
i26fADz+jl/k4a8kX5rJvM8sV1HGfMxPqwRyRIbEUdVjV3kBC7cxXY9K415Lfmpwa5F9YMVx5raS
YNKQraey1EJBdA/EI3Hgw+Hx9sa8lvzRyazWX0U80MWjZUlUWApzhUepvx25san7hjXkt+aCvdeh
ktKSebvgkt45AX0wSKQDGGl4lP2mOy9q96Y15LfmzrTobqGyhju7n65cqtJbngIuZ/m4LsuRZIjA
rsVdirsVXQSIxYKQaUrTFKrirsVdirsVdirsVdirsVdirxz/AJyQawXTNE+sxyySmab0vTdUULwX
nyqj1P2afTmBrenxeq9lxLjnRHIfjmHhHqaV/wAs8/8AyPT/AKpZgvZVPvHy/az/AMp+XPPsVvG/
lyG5hju4xcx+le268lZQa1aP4SBTrk4RmT6fx9rpNbqtMSfFIPDt9Mv1phdaF+aEkM1rc/WfRAja
SNr62ofW5cOkXfgcTCfX8fa0Q1GjBBFXv/DLp8Uz8n/6He6t/i2N3CaeztJPJFcxfV1lPrI6pECx
rTbfbamZOh+s3zp1fbhgcETjrh4+4jetuZKY3GqflAnq27WFhK19LOkkCWAb15rQu8it+64sytG1
OR3PTNo8ruj9O88/l5aWoh0+eK1txWQQQW8iKDJC12zcUjp8Uas5I/XhtaT/AEnXNK1aOaSwkaVI
JDFKSjx0cAHb1FWo36jbFCO+HwP3/wBmKu28MVV7KQJOGAPIA0326YCmPND6vqmpxTqEurG3ipUr
dyMhIBBZqCnRFf7vuiGRKFOu+Y1tp0/SWgrdwPuHllCrGaKvqDlyVi5phpbKJt7+I6m82o3Wl+oV
9O3e3k/fEBmYq5c9AvE0HeuJCgppb65ox5AX1uQKEkSoQOVAKmtBXkKYKTa7/Efl/kV/SVqSqh2A
mjPFSOQZqHYUNanGlsIuN7O8hinjaO5hJEkMqlXWo6MrCo+kYpVsVdiqx5Y0+0wHt3wKh3veyL9J
xVDvLI/2mJ9u2KovTP8Adn+x/jiqOxV2KuxV2KuxV2KuxV2KuxV47/zkddxQ6boiSWkNzzmmIaX1
AV4ooopjePry3r4DMDWnl8XqfZeBM50SNh3fpBeQ+XbXSNWuJobo6dpYjjLpJdPdBXYfsAibrTxz
CAt6jVTyYgDHjn7uH/iU6Hlfy4InkGs6IGQMyoJLrkeC1WlJ+rdB+NMeHzDifm8t1wZflH/iV/8A
hLy1xiYa3olXFSPUuapv0P8ApGHh8wx/OZt/Rl+Uf+JT7yaRoS68NETT9Uvf0Y1zbSWXrzP60ZPC
JgXkajEgkLucy9FtMjydJ7QTlPDGUuONSqpV3c9gEan5g+f/AKlNcyaEkTmGWWCO4tL+3CETukRk
cCcGsShinwtX/XHHZ28nQWjzt56vLuG2k0CC80u6luVmdrO/WAwJGzxKZCJftfApf0mRjX0+e2K0
FW18++c18y2Okz6XG1syRy3UlvY3wXg6pGY43leJ1dZ+R+OHj6dGJUAnFaDJH8/WUeinU30fVEkV
BI2ny2ckU4BlMXHlIyW/Kq8uPq1K0IrUVKKZHb3KXFvFOsfBZUVwrVDAMK0Iqd8UIm3IMoAUDY7i
v8TgKY80v1+OQSqiQ6W7SA0W+ILlm4ryoafCIhIDSp2HuMAZFKY4PUuZLuI6BLNLEUuHjqFdWLEM
aFqhpAla+B3wo+SpE7F4ZxL5cINw/wBWlG7EHiqhGr/ecetPYUxX5KtsbGXUjb3qaJ+iY/30b27h
JVEfxITUp2Svw1FFYHFU/wCXkdeXxaYpmWr724Lqict/EKjV+WDdOyrp2reU7WxjtrHULNbS3UJG
qXEbKoAJpXkeyk7+BwUU2E2iljljSWJg8cgDI6moKkVBBHY4pWzhvSbiaEb7Yql+BXYq7FUzs4fS
i3+025/gMVV8VdirsVdirsVdirsVdirsVeS/85Cvra6TpH6PjkeH15frBjj9QBuA9OuzU25Zga4c
u56b2aGMznx1dCt/n+h5T5ZEU0lyPMb6jbIEU2ptLZWLPX4g/KN9qZgAR6vSavYDwuA99y/amkcP
lksoe51hQQC5+rIe+42gxqLjGWXux/6b/jyImh8jfF6V1rtSqFOdvFsat6gNIN6UXj0yRGPpbWJa
jqMX+mPw/iTvyOdQSXWF8tyTNH9Tqsmqw+nEt0rn0i7RxoeJQmoHgT8svQ/Ua5U6ft7+6jxcPHxf
wm9q36nqyeE/mYYIT6mizyfWU9eRVukRrXivqcBWSkofnxqStKV3rm1eWUUj/NyKJ09XRLhxPH6U
siXSVtqD1OSpUepX7JBp7DoAuyaaNJ51lumfVorOGz/eqsUIkM9RKRCxbkyUaIAkda/dhVO+Uvv9
2KG6zeB+7FVay9Q3AqDQVrtgKY81PVEm9cNDoaaiw5N6jPDGeQQAUL1PxD4K/wAMiGZSqa31KCi2
nky2KVZSFmtYxxQh4tuJrVyT7H78PxR8EQ2nvG8NunlW2+qI4cPytgsbkpVlTj1AZt/8n3GPxX4K
VqNScuZfKdvbPtGretbvWMKQK8VGwrSnvj8V+DjZ3t1E8c/k+1EbcgSJ4Ef+7C8gyLUcvsdQQBh+
KPgidNs4zeRWV15WtbSFg7+sgikjSiAb8UpyYuy9em/fAke5k8cccUaxxqEjQBURQAqqBQAAdAMD
JdiqXOnFyvgcCtUxVXs4fUkqR8K7n59sVTHFXYq7FXYq7FXYq7FXYq7FXYq8e/5yOsZ7nS9FaOSJ
Qk8wZJZo4ieSLQqJGWtOO/hXMDWjl8XqfZfIIznYPIdCfueax6h5aSFE/wAMWbOIlR3bVYjycKA0
nXbkwLUrtXMLbud+cWYn+9lz/wBTPyXDUvK6wGP/AAtZlzGy+odWiqJGFFfb+U78cPp7vtR4Wa78
WXP/AFMr31fykwXj5Ss1p9o/paI1NTTr7UxJj3faxGHP/qsv+VZZB5PsbfWYtfi0XTrLTTNpbWj2
T37XEU80rNweT0CsqIB8LFTUdsy9GPWa7nR+0HFHFETkZniuzHhrbkmlh+Xmq6fp6R2+kadBJHDQ
x2mqXipI5IqsgdFkkBCKvJ5vs/DQrs2zeTtByflfq5u7VLbR9IttKt3ErQHUL57h3tooltCshjKx
kG3VXHxrx/mbctLa+X8sbqXUrtG0PTRpepJax6gzXtzc3DtCSC/rXHJaIirT9zyZupH2w0tsp0KH
8wbTR47fUYNJnu4h6aNazzxxiNFAQ8ZI3Lse45KPfwKDSb6B+nn0qE66tump/F64tarF9o8eIZ5T
0/yj47dAoKc2CkXINR0PceGCSY80FqMXm+TUp49Pdkt2eJoZXe2jRYxGQ4WsdxIf3lCSy+wA+1gF
Mjanp6ecWvh+lY7poI55QrW8toqsOa+jJwHpsIgnIMjM7fPs7LuhpP8AHUqgu7tEXgE0UUlsrmMR
KZwn7tOLGTkAfV/4Eb47Lur3UfnGS5VbUyWun8YYkJe3e5BqrSSPzSRKcWZNmJ5AHpWrsu6xh595
vHbyOJDcERySC0NuLatAzAcZTJ4jpx/ysdl3TDRX83nUk/SkZFq8bmQL9XMUb+oxVVKn1m+GnxEA
e1TUJpRbI8iydiqEu0o4bxH6sVUQCTQDc9MVTOCIRxhe/U/PFV+KuxV2KuxV2KuxV2KuxV2KuxV4
3/zklHZtpeiNNM6SieYRxogfkpReRJLLSlB865ga3p8XqvZYy450OgeUeVpNX0xZ9R03T5r2CaJ4
2mksTPEoH2mVg9Ay0612zBF86ek1ghkqE5CJB/n0fuZGfMPnlr0sdAkM0bIxhOkuaFfhFV59ynfw
yVSvk4P5bT8P94K/4Z+xubzL52keZm8vsrUUS00qQBd34mnqUU15U+RxPF3IjpNOK/ef9LB5eXuT
zyleyX91qUnmEtoE0OlBFmW3OnubUyktc+s7sBwYEB/6Zl6O+Pfb0um7cxxhhAgeKJn/ADuKjXJn
+g6NBo+mpYQ3NxdQxkmN7qT1pFU9E5mhKr2rv75tHlEx+HxP3Yq7bxwq74fE/dgV23jhVE6eF+sj
fehpt7ZGSY81PUvLWjanPzvIGlbiyVMsoqrcqghWA/banh2yNs6WXPkjytcWjwS27KCsiKyyyll9
V/UYryZhXmOQ2x4ijhCtF5W0KOKSOOBlSY85KSSAlj+3s2zeBHTG08IVtH0HSdGhaDTbcW8TkFlD
O1SNq/GWxJUCkxU0IOBKvirsVdiqlcJyjPiN8VWWcNW9Q9F6fPFUbirsVdirsVdirsVdirsVdirs
VdirFfP35d6V50trSG/uJrY2Tu8TwFd/UADAhg38oyjNgE68nZdndpz0hJiAeLvYxH+StpY2Ysrb
zFqcdqKkQK0QQFq124d6nKfyQ73On2/KUuI44GXx/WqxflddREmPzVq6O4UMRJHUhKlanj25t95w
jSf0i1ntkHnix/I/raX8rJxz4+adWHqAI9JI/iUEkA/BuPiOD8n/AEiv8tD/AFLH8j+tMdK/Luxt
JJzqF/days1v9TMd+UljW3J5NHw40Kt3By7DgEDd30cPWa854iIjGAu/T1LIE0uEIApKqNlUUAAG
ZPE63hbbTYQK82/DHiXhcumRkVLN+GPEvC1+jo+VAzfhjxLwrv0XF/O34Y8S8K5LKOFw6sS3vgJU
RRCLQVPfAyaHxNXsMVVMVdirsVVkNVHttirbMq9TTFVJrkfsivucVUucsjBa9e3bFUeiBECjoMVb
xV2KuxV2KuxV2KuxV2KuxV2KuxVpmCgk9sVQTnm5J6Dc4qtO+/c9PlirYoBX6BirqdF7nc4quA+7
tiqxviag6YquYhVoMVdGu1fHFV22KqY+JvbFVzmgoO+KtqtBireKuxV2KrWkYEhTTxxVTJJ64q7F
UVaR7eoe+y4qiMVdirsVdirsVdirsVdirsVdirsVdiqV6zq8diYw8M0qvXk0KGQJSg+IDfct2Bwg
IJSuTzRZxyGE2t2ZKIxUQMdpE5j4h8NQOorXGkcTcfmezkuUg+rXaySMqJygYCjV+Ik9FHE9caTx
KH+N9H9URmK6DUVlU28gJ5KzDYj/ACDh4UcSIXzPZ+iZjb3QJl9IR+g5c/BzDcRUhSAQCab4KTxL
R5tsWZ1FteKsfENI1u6ryb9nfeo+VMNI4kVputWt7cy28cU8bxqG5yxtGrAgEhS3WnIVwUkFH/ab
2wJYd+YP5oaR5PVLdoze6pMvOOzRuIVNwHkeh4gkbbVOY+bUCG3Mu37M7Hyare+GA6/qeZv/AM5F
eZSTTTLILXYH1SafPnmJ+cn5fj4vRf6FsP8APl9jS/8AORPmYdNMsv8Akr/zXj+cn5fj4r/oWw/z
5fZ+p3/QxPmatf0ZZV/56/8ANeP5yfl+Piv+hbD/AD5fZ+pv/oYvzP8A9Wyy/wCSv/NeP5yfl+Pi
v+hbD/Pl9n6nf9DF+Z/+rZZf8lf+a8fzk/L8fFf9C2H+fL7P1O/6GL8z/wDVssv+Sv8AzXj+cn5f
j4r/AKFsP8+X2fqd/wBDF+Z/+rZZf8lf+a8fzk/L8fFf9C2H+fL7P1Lf+hh/Mv8A1bLL/kr/AM14
/nJ+X4+K/wChbD/Pl9n6nf8AQw/mX/q2WX/JX/mvH85Py/HxX/Qth/ny+z9Tv+hh/Mv/AFbLL/kr
/wA14/nJ+X4+K/6FsP8APl9n6lYf85I+aAABpdjQdP77/mvH85Py/HxX/Qth/nS+z9Tf/Qyfmn/q
12P/ACW/5rx/OT8vx8V/0LYf50vs/U7/AKGT80/9Wux/5Lf814/nJ+X4+K/6FsP86X2fqZv+VH5r
6z5y1m8sb6zt7eO3t/XVoOfItzVaHkzbfFl+n1Epyo1ydR2x2Pj0uMSiSbNbvUMzHnXYq7FXYq7F
XYq7FUq/xZ5W/wCrzY/9JMP/ADVlfjQ/nD5uT+TzfzJf6UtN5t8rBSRrFjXt/pMP/NWPjQ/nD5r+
TzfzJf6Use8w63YXnofo7XrCH02dpq3qxcqrQAGMk9e56daE9CM+PvHzYnRZ/wCZL5FJY+UcW3m+
2klKgHnf/DUl6nqelIyPGhHQ7n8xj7x8wj8ln/mS+RULiOY2iQp5ttS5UxvKdQLdHJWQqXAB4tuB
4D54/mMfeF/JZ/5kvkVcNIFKf4stHBjB+LUCtJeaSGhU14/CU+W/egfHx94+xfyWf+ZL5FqP1VSV
G832jgr+6Y6iwIYMCK0NaHhQ7nqfpfHx94+xfyWf+ZL5FDAakYhXzfY/WKlWk/SD8fTKMlAtacvi
ry68gDj+Yx94+xfyWf8AmS+RReoXd7K7vbeadPhZ3LgfXyVWrsacQAKceAp7HxNXx8fePsX8ln/m
S+RRer/mr5L8vaWiHUk1W+ijVFhtXE7SMoAq8o5Ku/Usa/PKcmqgOW7sdJ2JqcxA4TGPfLb9r5x8
xa7e69rV3q16f9Iu35lR0VQKKi17KoAGayUjI2X0LS6aODGMceUU08m3mn2yaislxbWWqSxxjTb6
9h9eGOj1mXj6c/F3T7Lcdtx3xjTja7HKRjQlKG/EImj5dR8rZRBe/lsljLpr3STXlzcPqI1L6oqR
K8c1YoeQKtGrRIw9MQ8ayDcccl6eHz9zrpY9WZCdVEDh4eLflufPet+K/T5pmPNX5ZPf3bwWtvAb
yYTXTPBWJDBKsSLbjiaJIgaVv9YDtjKUe5xzo9YIiyTwihvvuL38waj8FJvMH5YS3V/dNHbwT+pD
DGv1cyW7iOKQRXQj4k0WRl9ZKfFxrTemNxP4+39bIabWCMY7kUTzo8xcb930npaQWmqaJa+Y3u9S
1G2vpDpk6z3VpaRiIXZLiNYY3ihSRgnD4mSnLvQYNr/Y508OSWLhhGUfWKBkb4drs2SN72vkn8Hm
nyTdppNwiWmnoLyOTULV0hH7pbpDIXiWzk5841ZqJMgFaUptkhKG1jr+Ojgy0eoiZg8UvSeE78+E
1vxjke+Jb07zL5B9GO4nkt/VaBeUklpD9Z9VYL9W5xxxpASryQBPH4anbZEo1v8Ad5S/YuXSam6A
NX/ONVePqTfISv415gU80fl7dz6NcXNj6c0dxcfWHUQQKB9XgRZbmGO3dJPVkR2Coy8TXxx4okbj
8beTcdJqoiYEtqjXM/xS2iTLahW5u1W48w+UIpvWE8P1cWnBFgS3mkWUmEVSKSzhCtQP9uWTIXH8
f2MI6bORVG+LrxAV6uvGfLkIr7jUvyyJu7ESwCa9uHv4ryG1Agj9GQGCEvWNk9SGJuaLDx5SdRxy
Z4KP6vx933Iji1m0qNRHDRlubG5re6J2PFdR80JY3XlO0bzHFLqdgINRkmmtZ4ImklSI+pwiVJrW
SNgxZQUBSnUNttEcO/4/R+ptyQzy8MiM7iACCdr232kD8d+6nmmQegdir13/AJxs/wCUq1T/AJgf
+ZyZlaP6/h+p5j2p/uY/1v0F9D5s3hnYq7FXYq7FXYq7FXw3mifYHYqnOg6boF5bXJ1PU/0fcLLb
R2q8C6skrkTu1OgiRa+/TDs4upy5YEcEeIVK/hy+ZTE6D5LEksf6dJCRXjxSiM8ZHjZfqqhSAV9V
GPKvQilcdu/7HH/M6igfD6x+36vkVjaN5LjthK2tSSy+tdI0EcRDenCshhYMw4/vOEf/AAf+ScaH
eyGfUE1wUKjvffV/Lf5eatdeXfJSWzPa+YfXmWymn9NojH/pUYhKQAmvLn6klCP5cNCuf2MIarUE
+rHQ4gOf8O+/wofNUuvLnkKK4vI4fMxnihjRrWUW7r6jtJIrJQj9hUjqe/Ko2GMgByP2IhqtSREn
FRPPflsPv3+VITVdD8oxSyR6frZmVLhUEskdFNt6Su8oA+IsHYqFoK0wGg2YdRnIuUK27+t8vlva
L/w35CMrKfMpVBdmEN6Dt+49Ll6uw3+Pb+GNDvavzWpr+6/hvn1vkhtH07yWnniOy1LUGn8sAuHv
wHjLD0GZDRQzL+9oOmSgI3udmzPl1B0xlCNZu7n1/UjrzTfyt/St0o1S6iswIGtvq8ZlU84l9VS8
ihqpLXfj06bimJEbaYZdbwD0RMt7s112+Ycuj/lRwLNr99yDbILY7qT15cetPbGo96+Prf8AU4/6
ZSk0r8rxI3DXL1o6ErW34tUHpTiRv41wEBkM2sreEfmr6Jp35bTaVM2o3pgn9a4VZGaX11hXiIGW
FIzG7NyYmrL098RVbn8fjzYZ8urExwRsUO6r673YU10/8pxOyNqmpmEMeMixICVDCnwlP5flvj6b
6svF1tfRC/f+1B2Nh+XxM4vtTu1rKwtTBHyAiAHEy80U8ia1Cgge+AU25Mmq24Yx5b2evlumWiaf
+V8uhXj6neTQ3/1lltGBYyC25qA5jA4s3Cpp44Y8Nb3bRqMusGQcEQY1v7/f71B7H8pxO4XUtUMH
I+m3px8uPLYEcAPs9/Htj6b6sxk1tfTC/ef1oWxsfy7PrfXtRvUJmYW3ooGCwcQUMpaNSXryDBRQ
bUrvgFNmTJqtuGMeW99/lvyVLay8jvoE0slyI731GEYZpDOI/VIU+mqiJj6dO4rv0oKjoxnk1Iyg
AemvKuXfz5rxZflXRi2oantuihI6nrsax7dslt5o8TW/zYfj4oLV7XyHHp8raVeXs18KCKOdEVPt
CpJC9OFe/XBs24J6kyHHGIj5McwOe7FXrv8AzjZ/ylWqf8wP/M5MytH9fw/U8x7U/wBzH+t+gvof
Nm8M7FXYq7FXYq7FXYq+G80T7A7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq
7FXYq7FXrv8AzjZ/ylWqf8wP/M5MytH9fw/U8x7U/wBzH+t+gvofNm8M7FXYq7FXYq7FXYq+KP0H
rf8A1b7n/kTJ/TNE+t/mMf8AOj8w79B63/1b7n/kTJ/TFfzGP+dH5h36D1v/AKt9z/yJk/piv5jH
/Oj8w79B63/1b7n/AJEyf0xX8xj/AJ0fmHfoPW/+rfc/8iZP6Yr+Yx/zo/MO/Qet/wDVvuf+RMn9
MV/MY/50fmHfoPW/+rfc/wDImT+mK/mMf86PzDv0Hrf/AFb7n/kTJ/TFfzGP+dH5h36D1v8A6t9z
/wAiZP6Yr+Yx/wA6PzDv0Hrf/Vvuf+RMn9MV/MY/50fmHfoPW/8Aq33P/ImT+mK/mMf86PzDv0Hr
f/Vvuf8AkTJ/TFfzGP8AnR+Yd+g9b/6t9z/yJk/piv5jH/Oj8w79B63/ANW+5/5Eyf0xX8xj/nR+
Yd+g9b/6t9z/AMiZP6Yr+Yx/zo/MO/Qet/8AVvuf+RMn9MV/MY/50fmHfoPW/wDq33P/ACJk/piv
5jH/ADo/MO/Qet/9W+5/5Eyf0xX8xj/nR+Yd+g9b/wCrfc/8iZP6Yr+Yx/zo/MO/Qet/9W+5/wCR
Mn9MV/MY/wCdH5h36D1v/q33P/ImT+mK/mMf86PzDv0Hrf8A1b7n/kTJ/TFfzGP+dH5h36D1v/q3
3P8AyJk/piv5jH/Oj8w79B63/wBW+5/5Eyf0xX8xj/nR+Yesf8466dqFr5n1J7m2lgVrKitIjICf
VTYFgMytH9fw/U817T5Yywxog+r9Be/5s3iXYq7FXYq7FXYq7FX/2Q==
uuid:4471db68-3f20-4dc6-a684-d3b95f9ea44a
xmp.did:2908b232-fc3e-7f4f-9f8b-2c61b0c82db9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f431cf38-bf05-49f5-bab7-adee003c468b
xmp.did:3c7847da-cd65-2b4a-9d09-ac8c1147ac45
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:88262421-b756-7747-b4a1-e03bef0cdcdb
2017-03-16T16:56:48-07:00
Adobe Illustrator CC 2015.3 (Windows)
/
saved
xmp.iid:2908b232-fc3e-7f4f-9f8b-2c61b0c82db9
2022-03-02T09:17:56-08:00
Adobe Illustrator 26.0 (Windows)
/
EmbedByReference
C:\Users\camer\Downloads\PV770MRUMXGM_D.jpg
C:\Users\camer\Downloads\PV770MRUMXGM_D.jpg
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
Montserrat-Regular
Montserrat
Regular
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
16353
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
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 16.03
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>stream
HԗY#Dy
^XNoA:@C03F?0<2X\?.I2| s3tM%r_cf[|XFrJ>6/z՞^nskŮ\X|I__]fYfq>ޜ[#P-寗܉ڵ4mKůMyޅV-@6Q
V٬~f6{+[dg}[ڪ3ݯ~@^2t*ܬoqCw
0&]E}liG4I{Q35mcږIR_oiIS7rǤZ#9iGtskMOf~ʸ@MSYPAi]nޞuUuWlync[$s* xˎf(}kmixMV.ɵ7C%qyBEe
x{go5u+T}ǘQ~O&u>)T+(f[uj#FVIL2>Gq9$53NB|{?C^}gJLP]Iȣ|W t3PoRT1Ոu¦v^KD f?qBb1:ӄ