%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Snap_Online_Flyer_5.28.20
2020-05-28T11:00:25-07:00
2020-05-28T11:00:25-07:00
2020-05-28T11:00:24-07:00
Adobe Illustrator 24.1 (Macintosh)
256
200
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAyAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqhzqOniaWA3MQmtwjTxF15IJPsFhWoDdq9cSKF
nkp2asNTsNQSV7KZZ0hkMMjpUrzUAkA9Dsw3G2VYs0MgJibo025cM8ZAkKsWictanYq7FXYq7FXY
q7FXYq7FXYq7FXYqlHm7zAPLvlu/1swfWhYx+p9X5enz3Apyo1OvhiWGSfDEnuYx5O/N/SNdhlbU
IV0qRbqKzt6TC6imkmQyKEkRF3AU8qig8cFtWLUCXPZObP8AMnyRehDa6rHKZJobeNVSXk0tzUwq
q8OR58T2xtsGWJ6pPrf5qDS/PcflZrCExE25m1Ce+itgiTndlikUeoUHZWqcba5Z6nw19qaxfmh5
Alsbi+TW7c2tqypM55AhpPshUKh3rQ/ZBxtn48Ku0r85fm35b0jy41/pd/bXmozwC4022bmVlQSc
GJ40404vsSDUUxthk1EYxsFGeZfPl5p95pekaPpZ1bX9Vha5is/VWCOOJFqXkkcUpWoA70+VW2U8
pBAAslCaT+cXlOayLa1L+hNRhmmtrrT7jlI0ctuwWQc0WhA5Dfb8MbRHURI32KD07837Q6lcwakt
tBYQ6hqdr9dSVvht9PSJkl4BX9T1PV/ZIxtjHUCzfefsT8/mf5BFl9d/TUH1f1TDtzL81Xmf3YXn
QKa8uNPfG2zxoVdq2vecrbTH8vmCIXsGv3kVpBOkgCqkyF1lGzcxQdNvnjaZZKrzKUeXPzc8uapH
xvnTTL6S8ls7a0d2lMnpOqB+SoAoZnA3798bYQzxPPbdV8u/mx5U1S3sUu7yGy1W94qLEO8oDSMV
jAl4Ih50/hjaY54mt9020bz55Q1rUn03StTiu72MOzRRhvsxkKxDEBSAWHQ42yjljI0CxS8/N+4h
8w67pMei1TRobmQyyXMcczm1haXmLdwrNE9BxKEmnxUxtqOo9RFckdof5u6Drmq6NY6dGXXVIbmS
5eRwj2r2yBykkdDXkD9rlT542yhqIyIA6qA/OLS5fKOu+YbO1NwdEuVhNoX9MyxTSrHBNyKtxV1e
vQ9DjaDqRwmQ6J15C88J5ss72U2gtJrC4NtMscy3ULEKGDRToFRxv2xBZ4svGHgHmDUfM1j5l1m+
s9C1aPVr7ULiXRdTaGSNPqz3KxxgWtxbO7MWmQKwdSrslADs1moyHLAQkNo8vlS6ftCOPIDlw+LA
HYXKPuP9oI35XRek/ljrV7qmu6dbvbalp0NhZ3UjQXVoYIDKjxwXUMUpkd5Stw3JuSijL9legOm8
PFphhjHfbf7SfL9vNxsmbLqNV40iQN9q5chw31r7xyZvbz6jHrF1PLq19NYreqi6e2lyKqIY3jES
TLCGkj9U+oZhUAKo5AEl6nKF3z+xkUFzHM0qoHBhf035xvGCeIaqFwvNaN9paitR1Bws7VcUuxV2
KuxV2KuxV2KuxV2KuxVLPMug2vmDQb3RrqR4oL2P03kioHXcGo5Bh1HhixnDiBB6sNi/JLQkgctq
d++oNc290NQ5QiRWtUeONVX0+FOEhG4OCmj8sO82p6H+U1rpfnDSLxE9TS9CsPStp5WUyz3TSyMG
kRQF/dLK3E0r08MaWOnAkD0AZJd/l/oF7rupaveo1zJqlotlNBJxMaIoK8ozx5q5B68tsabTiBJP
ex+L8kPL8aBzqeoPfwNbnTdQaSP1rVLSohSOiBSBy35Dw6Y01DTDvN/qU7j8ivLkln9Vg1K/tklt
ja3xR4ybkGY3AaXkh3EjV+GnbGlOljVWU/8ANPkC01xtPube/udK1bS0MdnqVqwEojcAMj7fEpAx
psyYhKjdEJGfyM8rm1EP1u8ErW9xDc3HNC80l0wZ535Ifi+Gm3b78aa/ysa+f2rJPyK8tPFLH9ev
Qsj3kn2oqg3qxo3+6/2fSFMaX8rHz6/a6/8AyI8q3jSSNd3azNL6qSEwvxDRJEycWjKnkIwa0qD0
xpZaWJZBr35fadqfl7TNItrmbTm0V4ZNLvIOPqRPAvBWpQKar16b402TxAgDlSQx/khoUZ0kx6jd
q2nSNPO49MPcSu/qO5cLzj5H4SFNOIA67401/lhtudm9O/I/y5YpEsd9eN6UtlOCxi3axZ2UbJ0b
1DXGljpoj7PsQH5a/lv5n0HzMLzU3jTT9Ptri0sY0mMysJ5xKPSQqGjQAVIdi1T9wAY4cMoys8gm
eo/kxouoazc6hd6leyxTpciK1d1YQyXaMjssjAuVUOSqE0r1r0w0zlpwTZJRN/8AlD5cuIbI28s1
jfWdh+jGv7fgJZrf0fQPqgrxL8P2qV7eFGknTx+NUgpvyM8pi3ubawubywtb21itL2GOQSCX0Zlm
SU+qsnF+UYHw0FOgGNMTpY8hYtn1jp2n6fbrbWFtFaWyklYIEWJAT1oqADC5AAHJ47qWg/nOfr95
oWo6LqsCzGSK2t2aSR5JTbzQzst36kXrRrFHNF6szemp4xnhwXA4UoZt6MT+B3pr+UOj/mDYPr9p
5zla2udTH1jTYTPayHk0kz3k0UMZljX97dIX+ClWUUpQYstNGYvj6/gslubfT/i0/S59Oj0+NTp8
tuk1pGIor2ZreSkP1SdeaTQiGKJm4SMCr/EuLca5Cu78bMuiRkiRGkaVkUK0r8QzED7TcQq1PsAM
LcuxV2KuxV2KuxV842//ADkn53uZ47eDSLCWeZ1jijVZyzOxoqgep1JORt1Q18iaAbk/5yR88xxr
JJo1kkbEhXaO4CkgkGhMnipGNpOumP4XL/zkh56a3a5XRrE26Hi0wS44A7bFvUpX4hja/np1fDs1
D/zkp53nYpDpFjIyq0hVEnYhI1Lu20nRVUknwxtA18j0VJf+ci/P0MRml0SyjiVkUu0dwAGkT1EG
8n7SfEPbG2R10x/CpQ/85K+dZpUhh0mwklkYJHGqzlmZjQAASdScbYjXyPRfL/zkf56igiuJNHsU
hmLrE5WcBjGQHA/e/s1FcbSddMC6U2/5yX86Kqs2lWAVxVCVnAIBpUfvN9xjaPz8u5Xn/wCcivP9
vAk8+h2cUEnH05XjuArc15rQmShqu+NsjrZgWYob/oZvzh/1bNP/AOBn/wCquNsf5Ql3B3/QzfnD
/q2af/wM/wD1Vxtf5Ql3B3/QzfnD/q2af/wM/wD1Vxtf5Ql3B3/QzfnD/q2af/wM/wD1Vxtf5Ql3
BGWH/OQf5jagkz2GgWt0tvx9cwxXLhOZ4ry4yGnI9MbZR1s5cotn/nIL8xxEsp8v2ojdeSuYrkAr
6pgqP3n+/VKf622Np/OZP5q69/P38yrD6yL3y9a2xs3jiulliuEMbzKzRhg0gI5qjEeNMbWWsyC7
jyQH/QzfnD/q2af/AMDP/wBVcbYfyhLuCLvv+chfzCsPTN5odlAJUSWNnScBklXkhB9SnxAY2ylr
Zx5xUB/zkn53MkcY0iw5y09JSk4LcjRaVk742j8/PudP/wA5KedoJ5IJtJsI5omKSIyz1VlNCD+9
7HG0HXyBql8v/OR3nqG2guZNIsFguufoORN8fpni1P3tdjtjaTrpgXXNyf8AOR/nqS0lvE0exa1g
dI5pgs/FXlDGNSfV6sI2p8sbUa+dXTrT/nI7z3eS+la6NYzS0rwRJyaVA6er4nG0x105coof/oZf
zby5forTeVCOXGatDSo/vO9MbY/yhLuCpb/85FedZ7mMwaHYPc3bLBEyxzlpGDfDGD6nxUaTYe/v
jaRrpn+Hmtb/AJyZ84qxDaVp4YbEFZ6gj/npjaP5Ql3Nf9DNecP+rXp3/Az/APVXG1/lCXcHf9DN
+cP+rZp//Az/APVXG1/lCXcEZB/zkJ+YlxbpcQaFZywuZlR0juGBNvGJpukn+642DN4DG2Q1syLE
W2/5yC/MZWRX0C0RpPU9NWiuFLeivKSlZP2F3ONp/OZP5qC/6Gb84f8AVs0//gZ/+quNsP5Ql3Bc
/wDzkv50jYK+k2CMQGAZZwaMAyneToQajG1/lCXcwHQLDzjomqw6paaJdPd23I27S2szKkhUqsgF
BVkJ5LXauBxscZwNiJ+TKz53/MhrZ7VvLdbdopovRNlOUDTySSvIqmoU1mZaLQcdqYuT4+X+b9hW
zecPP008MknlaghmuJ0RLS6QBrlVQgFWqvprGoSnSgxR4+T+b9hQs3mP8wJNVt9UXy36NzbQyW8a
x2MyxcJoliesdCtCFJ49Ks22+LE5cl3w/Yt13X/zA1rS7jTbzy8/oXPoySslnOr/AFmCOOFbgHs5
ii4U+zQnauKMmTJIUY/YmC+ePzA5OZPKccnMXIobG4FBcyiSgoQf3fEKu/2QAa0xbPHyfzfsLrfz
t+YENjb2Q8qJJDbeiVEtlcSV9Flah5E0Vigqq0HcUxUZ8lVw/YULc+afzDudMuNPm8vzmOeEQrIs
F4jx7Sc2Qqw3k9Zuddm74sTmyEVw/eo6N5g/MDS9Jg0xfL0t1bWyssAubW5fj6jOzbbCh9XpSlVU
9VBxRDJkiK4fsLdvrvnS21K5v4fKpja4ezcRLa3QRBYoqIo3+JXCVYPX4vi64qMmQEnh510PRZf6
357vLu2uj5baKW0uLu5g9OzuAFa8QKyjwVCOSAdDissmQkHh5eRTG486/mBKZOHlOOBZOZVI9PlK
o7ceLRhw4Thw249yx6scWZz5P5v2IXy35j866FYQWkXlFLsQRvCZLmyuXaRXmab95xKhqM5HuNji
wx5ckBXD9hWWvmDz3bapqWor5ZZpdTaF5IzaXIiRoFKKyxqVQtuTyIry3FN6qjJkEieHn5FEyec/
zKmsfqlx5fecPEYruZ7O45zhZHmhZyKDlFNKZOSgFm3fliy8bLX0/YULpvmT8xbOXU5ZdBlvm1No
WlS5s52iUW6yLGgiULGUAmPwsCNhixjlygk8N35I0edPzAF+14fKqszTpcBDYzlQ6QPBsP8AKWSr
HuQMWfj5Lvh+xRj82/mKttcW0nl6SaK5tVtJFe1uf2YnhEg4kfHwelfYYo8bLX0/YUC2r+fX0K30
iTQJnjtvREU7WtwZeEDKyJXpsU2NKgFhWhxYeJk4RHh5eR6JwvnLzlLdyT3vlH1C7TS8xZzvIXkj
ChWaX1Ayc41+0CQuykYtozzveH2Jbo3mD8wNMsUtB5ekvEj3Q3VpcSj4pXmfkh+Bg7S7gr2U9Ri1
wy5IiuH7Cr6j5p8+X1rb2zeV/Tit7q2u+ItLlhI1pz9MSq5ZZC3qESMw5OKVO2KZZchH09e4rZfM
3n11kX/DLBHlhm4/VLkmsEZjAJJJbmD8ZO7EVOKfGyfzfsKnrGv+edU0R9Jm8riONypa4jsZhMeE
vqL8ZBPwiiDwXbvixnkySjXD9ipqHmj8xL3WbPVT5flin09pZLKNbW4McUksSRB1Rq7p6QZa7cut
cUyy5CQeHl70RD5y/MGKaORfKwCRu8whFnciP1ZG5mQKDQHkWIA23IpTbFkM+T+b9hWt5u898uUf
lXgeEMYBtLp1Ahdn+yxK7lu4+Gg48aYr4+T+b96GsfMXnyzXVRH5ZZn1WYXEkj2dwWikAHxRH9k7
dfc4sY5cgv08/Iqmq+Z/PuoXmmXP+GTajTLp7yK3gs7hYWMoRXjMbclEbLFQhQK1Ync4rLLkJB4e
R7lc+dvzKls7iC78vvdy3EKwvczWU3qAKWPIFQvxH1Gq3U1NcWXj5a3j9i3/ABj+YbesX8tF3mW1
Uu1nckj6mwdSKnq7jk/uScUePk/m/YWK6zp3nPV7xLu70i8MqW9vbClvPuttCkCk8gd2EfJvcnFx
pxySNkF9oZN37sVdirsVdirsVdirsVdirsVdirsVeaa7+eGjaOfMFvcWy/pHRrhbe0sjPxe7BKh3
U+mfT4hq716YLcWeqjG+8Mim/M/yLbzy21zq8EV3boHuYfiYpsCy1VSCy8viA3G9ehxttOaA2tMb
Pzh5ZvdQj0+01GKe9keaNIYyWPK2p6taCg48hudj2rjbITBNWxex/OPRpvMreX7q0kt7ptVuNIt5
FYSIxgoBK+ycebsFCjlTxxtqjqQZV50t80/m9a+WtV1bTdT09o5bGO3n09lkLfXIpnCyFRwXgY9+
56HG1nqBEkEcl+nfnR5SnutR+vTx2GnWtz9VsL53Z/rbKtZWVFSqKlV3JPXtjajUx3vYO80fm75f
sJLe20i8tr28+vwWt9E3MLHBI/GSQP8ACvw1FDUjG0zzgcu9PbT8wvJt3d2dnb6mj3GoDlZJxkX1
F5MgKllAoWQgePbG2YyxPVkWFsdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqDk1nSI75dPkv
rdL96cLRpUExqKikZPLp7Yo4hdIzFLsVdirsVdirsVU7i4t7aB7i5lSGCIFpJZGCIqjqWY0AGKkv
O4/Jf5eebLTzHFp+rJfSa1cJcXU8DwSy2zIymkRCkqrlN69RgpxvDhMGjdo1fyd8snVZLy4nurmz
klnuP0XLIptxPdR+nNJsqv8AEvbljTL8vG7+xH+Tvyz8teU7yS80xH+szWsVrLLIxYn0zV3/ANaU
8S3b4RTEBOPBGG4ULL8rdGtfMC62l1ctcrqV1qwjJTh6t4nB0+zXitNt640gYADfnaaaz5J0LWPM
Gna1fwLNPp0U8KROoZHWcBfjDVB4AtT3ONM5YwSCejG5fyS8s/o+zs7W6u7A2sdxbSz2zIrz2105
aSKXmrg7NTkBWn0Uaazpo1Q2Vm/JnysdJn0n1J/qE+oRai0VUNPRQRiCpWvplRTx98aSdPGq6XaX
6h5J8o+X9T8v6jq/miW0GjARWEd3LbxvJFE7NHF6nFJGRPU4sOhXbbBTGWOMSCZVT0m2ube5gjuL
aVJ7eVQ0U0bB0ZT0KstQRknJBVMVdirsVdirsVdiqUx+bfK8mqnSE1a0bUweJsxNGZeQ6rxrXl/k
9cbYeJG6vdNsWbsVdirsVdiqCgk1G5hjuI5IYo5lDpG0bOQGFRVhIm/0YoX+nqn/AC0Qf8iH/wCq
uK7u9PVP+WiD/kQ//VXFd3yFeW14jazYaxaSN5zkvoWt5GEzXLuzP6oQA8DU8WBpU9jkHSEH1Aj1
2+r9Cg8xpomnpqFxD9fW2hF3yiZ29YRj1KsJaE8q75J3UboXzR3p6p/y0Qf8iH/6q4U7u4aoN/Wg
em/D0nSvty9RqfOh+WK7tNevJb2rwAK15x4FxUKDGZNwCK7LTritt+nqn/LRB/yIf/qriu7vT1T/
AJaIP+RD/wDVXFd2AfnfpHmXUPJBSzIuo4LqKe+t7eJw7W6BuVV9Ri4VirFR4V7YC4+qjIw2Yf5D
FzrX5madq3lu3e10yw09rfV7l7JLOJ3Ik4oY4n4v8TJxFahVFa8SSA04vVkBjyA32p7f6eqf8tEH
/Ih/+quSc7d3p6p/y0Qf8iH/AOquK7tCS8hnhSd45VnYxjgjRlSEZ67u9fsUxVxkvJp5kgeOJYGE
Z5o0hYlFeuzpT7dMVb9PVP8Alog/5EP/ANVcV3d6eqf8tEH/ACIf/qriu7xDz79a0P8ANka95ltZ
b7QZbVIrVorNLqEgKBJDwmcrGxbma8q71oQTkS4GW45eKQuNdzLfyN0nzJYeSSt2DaRT3c09jbXU
TGRbd1Tj8IePiGYMwFO9e+EN2kjIQ373oXp6p/y0Qf8AIh/+quFyd3enqn/LRB/yIf8A6q4rutW9
kjt7t5gHez5cigKhqRrJsCWps1OuK2u9PVDv68A9vRc0+n1RX7sV3d6eqf8ALRB/yIf/AKq4ruhN
Wttfl0q9is7qFLySCVbZxE6kSMhCEN6ppRu+BEga2fMdlphOh/4UtNBvU89nUopjesgBHp81Kh+s
aJUNy6E/ETQDIupEfTwgHjt9SxRawIkEl1A0gUB2ED7mm5/vRk3b7rvT1T/log/5EP8A9VcV3U7h
9St7eW4eWGRIUaRkETKWCipAb1GpWnWhxVHYpdiqF0r/AI5dn/xgj/4gMUDkl3nHzdpvlTRTq2ox
zS2/rQ24WAJs87iNTJLK0UEKAneSaREHStSAVLCpv+cgvLCes0Wjavcx29ta3c8kUdnREvdOfVIw
Q90jErawyM1AQCpFd1qrSa2/5teVLzzPa6NbWl1PqN9ZG90Ob04UF9F9VS8C2/qSJKnOOQhWnWOM
ujrz5KRitK+kfmroepw6ZOlhqFtFqSQSu9xCiC2jvbprOweekjclvJ4yITDz+H424p8WKoryJ+Y+
hec0uxp0F1aXFklrNPa3saxyejfQie2lUxtKhWRK0+Ku24G1VWVYqldt/vHov+w/6hnwMe5NMLJK
da81+XtEWQ6nepAYYRcSxgNI6wtKsIcpGGbiZHCg0/Ucsx4ZT5BIBKn5b85+WvMv1j9CXn1v6pw+
sfu5Y+PqcuH96iVrwPTDlwTx/UKtSCEw1LU7LTLN7y9k9OCOgZqFjUmgACgk5i5s0cUeKRoNmHDL
LLhiLKW+VPNdt5htpZI4jb3FuwE0BPIANXgwei1rxOY2h10dREkCiOYcrX6CWnkATYPIp5mc4CFv
P96LH/jO3/JiXFBdZ/70X3/Gdf8AkxFioRWKXYqxS/8AON/ZxvM+lX80QWJ4mtLJrsSetBJMBH6U
3M8Wi9JiyLR2Xop5C6GHi6x+JYSnXQoqDzDqMvl9NYNhdxF5BGdNksm+uqTP6HJolmYcR/eV5fY+
LAcfq4bHv6J4tropXq/5gXenNxXRNYv3E08Ei2mkzOF9B+Afk0qIySj4o2RmqOtDtlkNNxfxRHvL
CWWuh+SZeTfNT+YtLTUDGLcm5uLSaxdeFxbyW8jqFnXk3CQogZoz05dT1NebEccq5ssc+IWj7n/e
PWv9n/1DJlKe9NMLJh9r+ZmkXHny58mLazrfWysz3J4eiQsYlNKNy6N4YLaRnBmYdUqtvzx8oT+c
W8vLJSD+7i1TkPQeetPTB8PB+hPTsWbYDVwM+F6KCCKjcHocLkuxV2KoXVf+OXef8YJP+IHFB5Ir
FLsVQulf8cuz/wCMEf8AxAYoHJLvNvk7RfNVlZ2mqiYLYXsGo2kttM9vLHPbNVWWSMqwqrMppuAa
qQwVgpYmv5NeUdPlvRbafcz2N+kcTwJeSPIqRafcaakf+kuTwW2u5ACJdvhAWi1yjJOcTtHiHkRf
yNCvj8OrbCMSN5UfPl9l/d8W4fyp8rfu0fRLu4ENs1pareXSRwxRy6fHpdweVs7SVms7eNDVWoVq
vAlmyIzTO3BIe8xr7DI/YWRxxH8Y+Alf2gD7Uxt/yo8sLcaLdIb+1TR0hSLTkvbgwSxWkzXNjFdI
8s3q/U5ZC0Xx0B2+xRRdAkjfn+PMtUqvb8fcmnlbyJ5e8sT3E+lRyJLdWtjZXDSSF+UemwmC3ND0
b0zRqdaeOTYshxVK7b/ePRf9h/1DPgY9yaYWTyr85PWslfW7S3QvNapZR6hG7GVJ7e9iu1j4cuPE
LBI1QlRTcgZsdCRL0k9br4Uzgx3TL9tP/wAQWNnqEWn29rdz2lnL9YW0CfVrxnhjad5VX99HeTlU
+EfuiVBPI5jdrQlLCDEkT2POrsb/ACr8bMc2kzZ48OGMpT5+m7+xMuPpaKmm6LdW+r21xMvqXlnN
GzRXkwMPon0pH+BolZRy2bkflnIazFkxxEALEuvXiO1c+Vbedu67E7M/KRPi8UZ86lGvSAD1HQ/c
jLHWNG0uy1LT9L1B7O/Uj07/ANMOty0FaLz9SRFWRieJCrRaVLd+y7O7DjpoxPDxcQHFv+jy7nle
0/aA6qUhxcHCTw7be6+t1z2Z15J8wPrmhpcSqVuIG+rzsSDzdEUlxQD7XKtO2OtweFkocjuy0Gp8
bHZ5jYpref70WP8Axnb/AJMS5iOYVkM8EM1600ixqbhVDOQoqYI6DfFQjQQRUGo8cUqU93a29PXm
SLl9nmwWvyqcVYtrHqWvlix1iyt7q5fTvSubyx022tri8vIlh9GSBBc8Rv8ACX4tzKpxXcjFUXda
bGuptaKsNtowhgZUjEHJJ4pubotu9q44XENEkczVAACKjVfJCJK2j3k0SOaOdbaNp4+TRyJGnNKo
EYhjShZVC7bkeww8BW27e400SQQ2ipFynkkeJAo/eSLJJIxC7cmdizHuanrjIHqgNXP+8etf7P8A
6hkytHembMqqWY0A6nCyfIH5leYBN+YmvX+j3hMF0xg+sQts8fpLHIoYdVbiRtsR7ZF0eoyfvCYl
huBxnu/5MfnOVMHlrzLPUGken6hIfoEUpP8AwrfQfcguz0mrv0yZR+bX5zQeVh+idEMd1rzUaVm+
OK3Q7/GAd3YdF7Dc9qklu1OqENh9TJPy4/MfSfOuk+vBSDU4ABf2BNWRj+2n80bdj9BxBbcGcZBY
5sl1X/jl3n/GCT/iBwtx5IrFLsVQulf8cuz/AOMEf/EBigcmLa/L58XWpo9MlKWIDFG9JXWt3Clt
aipjYn0LtJJ5v5YyCa/ZzOw+DwjiG/v7jZ69Y0B5uHl8XiPCdv1ih06S3Pkk8/m78xrjXbOC0014
LKS44tK9jdFFguJBGguRIsf7y3Wru0MvpmvWgyfgYQAb6d45gdPI9LFsRmykkV1HQ9T193kaRuo+
Z/zCs7K8ZLCK4uopQtr6dhdlHVZbuNuSpLI/xraxOjDYeoob4TzBhgwSI3odfUP6Pl5n5H3InnzR
B2s9PSf6Xn5D5/FNodS8yPq1qt0GgsZm1VHWKzlYhLaVI7Qs9ZOLuivIrkcHB4hSeJzFywxjHKjv
Ud7F7g3Qreu6j+hvxzmcgvlcuncdrPT37I/lMVSUS3SXLCL6wFiiMohZpRGWQhlG7VbiCdvsjfNF
GcjUvXxng4vTGxG5cJI5D+lV/wBWPTaEDcenhF1uauhf7PvKc5tXESu2/wB49F/2H/UM+Bj3JphZ
Pnb/AJyD84a7ovmy00vQr+TTIPqXr3IsnMDtNcTMXLtGVNeMCGvXr2OAus1uWUZAA1swK1/NrXgs
q6ppuka36jmVTf2EJKSP/euDAICXl25s9TsMZEy57stN2zqcF8EyL7tuXupNvKH5t6TosDWkmhG1
gmn9Vn0+6mCw8oXgaWKG6Nyxm4y1qJlDcEG1KmsY48cZEXwm/v8A1ubqvaTUamJGaiSDHiAo1sen
cRt7ymdt51/L27DUvLrTZJEPBL2AyxRsrL9qa2LuxZa0pBTsfHN7j7X5cQ+X6v2vMy0WM3wy+Y/S
P1PofyppUGmeX7O2i+KsYklkoVLPIOTGjKjd6DkKgUBzXajN4kzJ6LSYBixiP4tGXn+9Fj/xnb/k
xLlDeVJbS1u21CC6iSaFp1rHIoZf7iPscVDG9SmfyvqaJpq/6FdwlzauZHRHjdVLIF5Ffhf5YpTG
21zQ7K3e5u5l/SJhjnuAQTK3rDkiRVA5KK8QF6d964qxrzVZ3E2nWdze28Nlyu1vobQRQzek1syy
RScZ1dFmPxKzoAwr8PFt8lAgcwpSxNE8+ajD9Zt9QvbpJBwF0Tp6MWj9NGbi0QFSYG7U/eNT9jhl
wnjrnX49zA2jU0Lz0scataPKyJweR5rYM/SrNwZVqadgB7ZYMmLvRRTXy3ovmiPXILm/txBbRc2d
mkjatUdVUCNm35SV3ptlWacDGgd0xBZJc/7x61/s/wDqGTMJPewj86rf8wb7TrTSvLMHqWeoP6F/
LE1JVDbBWrQJE2/N6+xoD8SXH1QmRUer5cMEv1j6uo5y8/TCrvVq0oPpyLpeHek3byR5vViraPdh
lqGX0mqKddqYtv5efcl2k6bcapqlnplsVFzfTx20Jc0XnM4ReRANBVsLVGPEQO9lfmTQ9X/QwOuW
kq+ZbNxH+7UySvZoCvqXnGoXiVAikJq6+KhWwOVkxy4fUPUPu80g0jVvMHlTXYr20MthqdqQTHIp
U8WAPCRGpVWU9DhaISljlY2L6o8nefbPzp5Lu9Rhia3uYYpIb23IPFJRHU8GOzKQaj8cNu6w5hkj
YZphb3YqgbKX0dDgl6+nao9P9WMHEIHJJ7vzrp9moa7uoYAwJX1F4149aVffrhSpp590d1DJf2xB
FRuNwKb/AN503GNKov8AmT5eSRo31O1WRQ5KEitI6hzT1P2eJrjSuT8yfLzz/V01O1abpwFCehP+
/PAHGlREHnTS5rjhBdW8twyEkRgMxSNqGtH6Kz/jkeEXfVb6MgsLr61aJPt8fLpt0Yj38MKoO2/3
j0X/AGH/AFDPgY9yaYWTy7zzo3lzWPME9ja6doerancAtqWm38ktlqtw0UAMX1C7HI8QsQDcV4fC
wLA8qBxMsYyNVEnz2PwKS6J+WHly/wBU8jXiabAZbLS7aTzRprxBFZbizl+rXEqMFR3+swur9WJp
yFMWuGniTE1yG/y/WxrR/wAsxN+Ustq2kGfzFqFpLr9pqItmYwxRPCIbNJ4w3N7mEO6x1qK7rWhx
ao6f91Veo7/s+LMJvJH5cS3ieVtQstF0+zmsoRZTR3Kx60byegX4WPqN1JHLkCabEVGLkHFjvhIA
2+L2DC5iFvP96LH/AIzt/wAmJcUF1n/vRff8Z1/5MRYqGL/mLCSNPmG1PrEdaM27Rcl2Ug9Y8UpX
Z65BaTQfW7aO+azdxZysjRtECygAM3qEr8dQCNvuxVB6zrt3qc4llcAUCQwpyC0LFivwyqTyEa12
79tsVekaVZ/UtNtrUmrQxqrN4sB8R+k4qisVdiqV3P8AvHrX+z/6hkwMe9MZv7l/9U/qwsnxFZf8
pHb/APMYn/J0ZB58f3nxT2y/8mt/2+JP+T7YtkP77/OS7yB/ynflv/tqWX/UQmFqw/XH3hkfki8l
Sw85A6rBZGS2VDFchXe4CuwEcRaRCCo8AcDlYJfXugfzMnaf8y76VtQh1Rmkta31sqrFJSCIfCFe
UfD9k/EdxiWvOf3vyfVs+n2Gn6Hd21jbx2tuIpnEMKKiBnDMx4qANya5J3NADZMsLJ2KoGzh9bQo
Ia8fVtUTlStOUYFaYhA5Mbv/AMtrHUOH154Lr0wQnq2wegalaVfvQYbShz+U+iMpVltmUqE4tbBh
xFKLQydPhG2Nqvm/KvRpp2nmS1lmYlmke0VmLEgkkl+uwxtV4/LHTRcPcVt/XkDB5Pqw5EPUNU8+
/I1+eNqwfWLRtE84/UfL1h+kmsoC+tw2VmVuFW4IkVkZmVZDsDQP3NfipgtNPW/LcltLoNhcWsvr
2tzClxBMVMfKOYeop4GpXZuhxQstv949F/2H/UM+Bj3JphZPnXzf+YH5yaNcX/1vy9HCtjPcNZa/
JZPcPbRXMhYCK6Je348GWP7PQUO4wOsy5ssSdvjTzzSvzV84aZrllrNvPG1zY6fFpMUckYaM2kIH
GNwKMauvMtyrX22wOLHUzEr8qW3H5p+dLjzRZ+Z5Lxf0tYwC2tpBFGIxHwZGrGBwPL1GY7dTtQAA
KnUz4uLqyv8AKC91vzd+b+narqRW6k0+1aS5cgCkcFv9WjendvVdCfc1whu00pZMoJ6B9SYXboW8
/wB6LH/jO3/JiXFBdZ/70X3/ABnX/kxFioY758u7fT/0fqV7El1YwPIjWb/tyOhKtTiwIRVYmvQb
4pWaRfrqdlHf2Hl23eByyq/KFCGjYo6kMoIKspGKoS98+2Wj6p9QutJEEylBJ6JViOdOIHFaMfjX
YHuPHFWbwzRzQpNGaxyKHQ+IYVGKr8VdiqV3P+8etf7P/qGTAx70ylBMTgbkqaD6MLJ8s2v5LfmL
HrUV02mUhS5WVm9SP7Ik5VpWvTIU6gaSfFfmmtt+UvnxPP8A+l206lh+kXufV5pX0jKXB41r07Ya
Zx00xk4uloPyj+Tn5g6d5r0XULvTeFrZ39rcXD+oh4xxTK7mgNTRRiwxaSYkCe9lM3/OL3qTPJ/i
anNi1PqNaVNf+WjDTaez7N8X2ftdD/zi96cySf4mrwYNT6jStDX/AJaMaUdn0b4vs/a9s1X/AI5d
5/xgk/4gcLsTyRWKXYqhdK/45dn/AMYI/wDiAxQOSKxS7FXYq7FUi17ymmq3RuodTvNJuZLZ7K5l
sTbhpoWPJQ5nhn3iJcxstCvJvHFU5tbW3tLaG1toxFbwIsUMS7KqIOKqPYAYql9t/vHov+w/6hnw
Me5NMLJ2KpZqflfyzqsyz6ppFlfzKOKy3VvFMwHgGdWOLCWOMuYBYzrH5JfllqrySyaLHazOvASW
bvbBadCsUbLDX5pjTVLS4z0a8h/k75Y8latNqmlXN7PczwNasLqSJ0CM6OaCOKM1rGO+K4dNHGbF
s6xchC3n+9Fj/wAZ2/5MS4oLrP8A3ovv+M6/8mIsVCnrOh6ZrNmLTUYfWhV1lSjMjK6dGV0Ksp+R
xSqaXpdlpdlHZWUfp28XIqpZnJLsWZmZyzMWYkkk4qgbzyh5fvNXXVri2LXqmNiwkkVGaA1iZ41Y
I5Q9OQ7DwGKpxirsVdiqV3P+8etf7P8A6hkwMe9NMLJ2KuxV2KuxV2KoXVf+OXef8YJP+IHFB5Ir
FLsVY7LrHlO1t9Pf6+Rb6jciwsGjuZijzAsnBeL9mjK+xwMDKIrfmlbefvI41E2Ed9LPP9et9Ni9
G6Z1kmuQtDGRN8axlwJCPsnG2HjQur60m0mueS4pTDJrtukwLKY21EhuSFlYUMtagowPyPhiz449
/wBrjrXlExXEkerpOLS3kvJ0gvZJpFgi+3JwjkZio6bDrtivHHvSXT/zG8gX31RYr+5Sa9MC28Er
3SSMbiZrdPhLdBIlGPQbHvjbWM8D1VYfP/kKa70u1i1GeSTWHaOyZZLlkLLKYaMwYheUgoK+IxtP
jQ235sr/AEbb/wA8/wD0kT/814W2ll7+i7eC1huog8JkjgtkMTTAOwKp0V+O37R2Hc4qaYNH+af5
a/pi40y6gWwa2e4jknuoI0QvbMilQF5v8fM8OSivEjrTBYaPzELopvaedPyzu4Lqe3u7OSKyjE1y
whI4oWCg7p8R5MFoN6kDGwzGSB5FLNS/ND8sbOW3SMRXizyRxySQQrSITisbt6gSqsN/hrsDgsMZ
Z4BFP+YH5ZPY31zZTWl9JY2kl7JawxD1WjiqCAGVfirtQ9Op23w7L40KNG6VdJ86/l7qdIrf0Gvx
C801gIKzR+knORWonGq7jrQnpjYZRyRPvSmx/Nn8srpIi1sbZphyEc9tGpCcpQzEqWWiegS29dx7
0FhhHUQP4/Hcmnlnz95H1vW7bT9JtiLya1+uwzegiqqkcWUspJV1qVbtWorhBZQzRkaHdac+aNR0
DQ9Ol1fUrQTjnHGFjiSSaWSRhHGi8qVJNBuRiWc5CIsses/zG/LeRZ/r6w6VNBNHA9vexIkgaVOa
E8A6gbMDvsRv2xsNfjQ67N235jfllNc3MLvBAlvJFEk8sFEk9aJZVYfBVRuR8YH2WPQHGwozQtE2
fnn8tbw3DW0tu8FtFBNNcfVyIwLmX0YxuleRegpTv88bCRlgfx3oVfzK/KprkRi4tvQIT/TDABAH
k3WMsV5BuI5Gq8QOpxsI8aHejT51/LJdPj1FrqzWxllaCO4aEhDIgUstSnhIp+WNhl4sKu9llv57
/K+5ura0gurWS5u2EdvEtu5ZnJA4/wB3sanevTGwoywurZX9Wsba2mVYESBgzTRpGKN8NDVFHxEq
KdMLYxO987eQLLVIdPuoVhNxaJfxXL23GIwysFTqOfIlhtx274LDWcsQaQlt+Zv5VT6Yt8Li1jdo
fX+ovHGLkVIAj4Co9Qk048vfpvjYYjPjIu11t+ZP5Xzm2Jkt4YbmISLcSxxrGr8lUwMRX94OVTTa
nfGwozQ70wvPN/5aWV1Na3d5YQXEBdZo3RQVMRIcGq9QV6d9qdRV2ZHJAcyFLUvO35c2GkXWqlre
4t7UqjLDCpd5HjMqRpyCgsyIW6/PGwsssALQf/KzPysOp/UkmtnjEH1h75Y4zbqodkKlvtcuSjbj
vyWnXGwx8fHdWik89flVOh4X1hIhUlv3QIpuKN8GxPEgA9e2NhkMsD1DNAaivjhbXYq8+/NyHynb
WGn6lrum3OpN65s7GC1lMTRyzgzGVRyRQ37j7XXAXH1HCACRbBdCuPy2fV7I6V5b1J57TV47eBzd
qFW4JDQVV5qsn+hNQEUHClanA48fDsUDz/HXy+xONYsfyQh1vUp/MN3619cX91LMfSu44+Uar6tu
TCvCRY2jqdz8fvtjszmMVky71fQdX/K3Tjrllo8FzcacmjNcapeqbkymFJHrCgkCSBqXBJZWAHen
HZ2ZRljF13eayDRvyKm0S5uFdxbae1vDc3b/AFtZreRp5Hjcuy8l5Su6s4+HaldsdkcOGvd71by7
qv5DaXfxXukzoJ0BFsHiu5AnqNDHzjWRG41dUAYd+W/2sdkwlhB2/HJ6bo+r6frGmQanp0hmsrlS
8ErI8ZZQSK8ZFRqGm2243G2ScmMhIWEZiyeL+Y9W8v2mratYw/lqbyeGaQR3n1Y+lPK7IOdRCfhJ
+LrTbY75FwpyiCRwfYhPL+tw6bp91Bdfl5cS3+pSTRahFHEfS9KFEaKNCyNSNRQUr1WoqaAKwlQ+
jcr49e01ZpbW+/LYXE8V2luotrZh8KyyRwkB4uPwIvXmAeQpQE0V4h1h17mrTVb2DTn1az8jxW8N
5fXdjfWiWbLMdM+rLcGKQ8f92SO4Z+NNqAGmKBI8+Hr3dKtFN51eFZhov5f3Gn319LFHPPNaloyl
26NcLKqIK80TpWlNzT7ONsvF7o1bNvKWheVNY8rWl03lqDTYrpPj06aEBkEckqqG5KhP9656dGPY
4W7HGJjypkmm6Jo+mGU6dZw2hnNZvRRU5Hkz78QP2pGP04W0RA5KuoadYalZS2N/bx3VnOOM0Eqh
0YVqKg+BFRipAIopQfIHkg8Q2hWTBPT4gwIR+6BEexH7IJwUw8KHcGE/mBpWkeXbzRk0byfY34uP
rLzSGzeYo8CxGIVj6c+nxV6fPAWnLERIqP2JN5UudWudJ1j1vJen2dn+iZb02q2NxGbiWCSU28Hx
H4qyRh6dd9sWvGTR9IG3d71C3/SVorQ3X5cWCShw0/o25KRhVtQkhNWDUW7kBVWqu/8AK2KxsfwD
8V+t6D5Z/L7ymPK2lWy2LLZeoNVNjM7yr688BQrJ6qozhVkoAyr03Fa4acjHijwgV5pzZ+SPKFle
QXtpo9pDd2o4286RKHQbj4TTr8R3xpmMcQbpOZJFjjaRq8UBZqAsaAV2AqT9GFmwfzDqv5Uy6rAd
dis2utQsEuRc3UIFbUyoIg5cBlJdqqCNqGtMGzROWO965JNNrv5Fw3PofUbIwcfq892LZBDFSrCO
SoDg8oh0XrT3wWGBli8lln5i/I2aUWsun2VmOTyv9ZgiVUmWYR8WoWPNuAYdivfqMdlE8XLZFeYN
Z/JfT9RuV1VLW81Ce7m+uI8f1iWOVo/Tk5hqlVpCFAHehA747JnLEDvVomLX/wAp7vylpsrWdsNF
1O8it4bKSKP4LtkCD1EqQrJHQMwOww7JE8ZiO4qEOr/kLHSeI6SnIkBxCFNVYTU+z/NQjx7YNkCW
Hnsr2s/5LXVzb6dZNp6XF1cQyR28C+mZZYZPVjVwoFR6j/Zbau3amHZI8LkKeh4XIdirDPzY1by5
pnllJtb02PV1NzGLTT5FDF5BXmyjxSLma/1wFpzyiI7i2HJ+aP5QaXPcPaaDMBHcfXFuYLa34yzR
yPAk0ZMoavxScKgbV6VwWGjx8Y5D8clC9/Mb8lrm+uZrvy28tzLI5mlNtas0jOql34rMXPKq12qT
XwajYQc2K9wm0fnn8rLbTYdZi0KSNfMUkulToltAsjBOKSJMBJx9M1XoT742GzxcdXX1bJJL+Yv5
car6ei6dpJ07TtbmNx5hllijt2MMSPPzBid+RJi32IoT0Y421+PA7AVxc0TpfnL8srzULewufJ/D
Wrm8Rkt4ba3YCWf442ZneIqRGFL1AHKvGtCcbSMmO64d7exWtrb2ltDa20aw21uixQxIKKiIOKqo
7AAUyTmAVstu7prcQ8YJbj1ZViIiCngG6yPyZfgXvTf2xUlgkv54eTrYLHeGVbsvcpJbQBZ2jNvN
JEokoV4NIIuYBGwIqab4LaPzMEPB+dFpf+X9T1LTLB5p7G6t4IoHPANFdTiKKR6/Gux3opFaCvWg
tA1IMbH4tOdB/MzT/MlreP5e068vri0hEohkWO3R2ZyioJXfhU8SfDY9xTDbOGYSHpY/P+eC2mo3
the6DOlxYlUnjgmS4ZZPq0s7qwjWlIzCVJBO1W7UwW1nU0SCPxVq9t+ddteahDYafot1d3Ml2lq0
cZ+IIy1eZRx+JUdJVPQfBWors2kagE0B1Q+r/npbadq95pv6JMrWmoDTi/1gKSSWX1Cvpmg+DYVx
tEtSAarrTNvJfmWbzJ5fh1iSy+orcPIIofVExKxsU5cgqU+JTtTCC3458QtA+ebvzlZ6dLc6JJao
Emt1UyhaiOQtHM0hlaNBwLo60PYg4lGQyA2S7TvNn5kzWV6155Q+rXMEBktF+tRsJn9RVCfD0IQs
3vTbrjZYRyTI3jXxS2D8w/zKupdQhtfJ8UktiSpjF9AzhzKAqSKrNxPp1PXem2NsPGyb+n7Uxj81
fmeLfULiXyklYGjSytFuk9SUtJIrtzqV4qFTsOtdx0bLPjnv6VkPnb8wUtNTuNS8qx2EdrDzspJb
yILNIZvTCGpHH4KtSu9P8oY2oyT3uNfFJT+Y/wCZd5rFlaWfl23hjF4y3CfXLaSSSBSyslA54lQQ
xK13XwOC2vxshI9PXvD1h3SNGkkYIiAs7saAAbkknJOW1HJHLGksTiSOQBkdSCrKRUEEdQcVYJ5/
l0Gx1O2Nz5SbXrnUIpmluooeZQQRFVR34t9tXZQK4C0ZSAfpu2KW2o+X7u31vUJ/y5MdlawW119U
ezIup7qeVleh48eKpIGFBUCp70AaQYmyYfZutm8z+WvrEsY/LC8li+scmc2Y5GRm+1xKbGsY5b9d
sVOSP8w/JGeZdVupbTT/ADFZ+Ror06xFJNdw3UJ+twzQAx1k6Aq8FeHfEspy2EhHn80og822y20l
re/ltJJaWkaBbeGzZQtxIDHcuvJW+FhHFxoAw7k4sBk/obDyTDSbjy1rF/bWK/lobW3a5jt7i4ur
cRiNZA68wPTqeKx79KYso8MjXB8w9JtfIvk20uIrm10WzhuIWVoZUhQMjLxKlTTahQYackY4jonm
Fm7FWL/mFf8AmfT9Kt73y9aRX12lwsUltKnIlbhTCroQfh4yOvL/ACa9sBaspkBcd3m0v5jefIrZ
km8puLiGWO5ZIbY8DbJOsT2gBik+Jxyf1Qdq0C7YLcY55gfT+L5Jq/5r6xbsyn8vrgOHm5emXIJi
UgMD9WFebVHy39sbZnPIfw/j5JpL588wWnleXVr3ygZbiLUhbW2l2/qF1iaES+uSYTuKlahQCdts
bZHLIRsx6pfefmRNNaMlx5Cmmj4OWgmilIqkgQow+qMKovxSdh+zzxtBzGvp/Hy/HS1U/mzrfqcz
5FvVuPViWUPzDqrI7B6i3IJVRsK9+2Nr45/mlnnlLVNU1Ty7Z3+q2gsb+dWaa1HKiUdlX7YDbqAd
8Ib4EkWeab4WbynzLqX5ow6/fzWPl6JNH0/13jeIQyG9RnhY+oDzerxo4PBa/ER1AyJcWcsnEaGw
+1JLbzF+dOr2Eupadooiiv4547SJY4YRCIxGYplErc+XNXK8+W52/Zx3axkyyFgM98rN5/uo5NS1
a1g0gwetFHoECRkTlQTFI1zyYpVm40A7cu9MLkYzM7nbyQGh+YfzLku5JdY8pwRQG1nmLQOvrNcR
KRFGeTtu4+EfPr2wMYzn1illrr/50WkMUUnlS2uJ7dAs04aJObNI+8XCVVCqjLtTryx3YieUfwro
vMX5uSSeofJtmsvqQFudF+Nlb1H9T1T9lh14kivfu7qJ5P5rOfJ175gu9FWTXtNj0vUFkkQ20RBQ
oG+BxQtTkPfCG/GSRuKLXni20i58p6lBrF01lprxUubpN2jXkCCBRu9O2JXIBwm+Tziby55GWOK+
k/MHUBa3EUtvE311TGzQWywysNuqqQ30jxFQ4xhHnxn5q+g/lb5J1O4e/wBE803t3cxem09zBcq7
8mlMvKQgdZKHZvnTGkwwRO4kfmym3/LVIdYbUxr2qOzS3cvoPODGDeRGKlOP+6uqeBGGm0Yd7s9U
ob8kbGXR73S7vzBql5FeLCtbiVZBH6Dh14KykDpTGmv8qKIJJtF6N+TXl/Sr2W9hvLpriR7p0krG
rRtdxiMtGwSqsgFVPjjTOOnjE3+N0M35LQSLcLN5m1iQTRCNVM4CIQqJXgoAaqJwo37J8d8aY/lv
6Umf6XYR6dplnp8TM8VnBHbxu1ORWJAgJpQVoMLkAUKY15x0/wDMCTU7e88q3VvGiWskMsF0z+mZ
XmiZX9MAqSERhyO9KgdcBasgndxY5qulfnxe2zQRajp9pygId4DwYzGQghH9Msq+nuO/Teu+Ddrk
MxGxCIuLf8+vUu2hutI4VItUo38xNd08BtXx33x3SRl35PRofW9GP1uPrcR6nHdeVN6VptXJOSvx
V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KsU89+cNL0PTZRqmnS3lnLLBayKyo
IpPrPM/CXNH4CM8h7j5gEtWTIIjd5tdee/yknsrWS48rlILaO5ksrKSNI4uU8Ec8rFPsVYqiI2/U
ccFuKcuIgEj8c2Sad+YXkbygq21zptxoMd/Zw6oYpEdpA0jtarCYwCU4Jbrx6Dj2Bw22jNCHMVtf
6ETqX57eToPWi08TX95byenNAI3iCqJFjd+bKRReX0+2NpOqhyG5R2nfnL5JvNOuL5pprZLOeK1u
kmiZSkk3PjX/ACaROamlAN99sbZR1ECL7lCD89Py5nQOl7NxMkURrby7PMGKg7duBrTG2I1eM9W0
/OnylL9TmiWf9H3V21i148bKFlEKSiigMWH70KfDr0pVtkNRH7aZb5c8w6X5i0eDV9LkaSyuOXpu
6shqjFGBVgOjKcLbCYkLHJMsWTsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir
sVdirsVQGvR6m+k3I0pIJNSChrRLqvpF1II5U/D3xLGV1tzec6pafnYbK4WZ9AtoZYxbiUc0dS/p
ooR2FF+Mn069/wDY5FxiM39FNEi/MAazIkV3pWp2VrbiO5tXAe7SRbReKs2xPqXNW+Mjb5ii2eu+
lICw/wCVwRT2c+sQaPDp8rRtqEojHO3h+KSdnJdFFEQKdzvT3OO7GPi9apEeVdJ/M6G6Uz3mk3uh
XMjXZu/jnlmD85IeLCi8alaEbBePHvVCYDJfThSU6F+eVozXsbabJNJcW5SzhP7qNTF6Mj8GVQAh
CvQE0PI0xotfDmG+yPjs/wA62kk1BIdMjjjlAttMcUpDG71IVaqJCAgU8+nXHdl+957M38ky+YJf
K9jJ5gtktNXYObm3iCqqj1G9PZSwBMfEnfrhDdiMuH1c08wtjsVdirsVdirsVdirsVfKv/Qwf5lf
8tVv/wBI8eRt0357J5O/6GD/ADK/5arf/pHjxtfz2Tyd/wBDB/mV/wAtVv8A9I8eNr+eyeTv+hg/
zK/5arf/AKR48bX89k8nf9DB/mV/y1W//SPHja/nsnk7/oYP8yv+Wq3/AOkePG1/PZPJ3/Qwf5lf
8tVv/wBI8eNr+eyeTv8AoYP8yv8Alqt/+kePG1/PZPJ3/Qwf5lf8tVv/ANI8eNr+eyeTv+hg/wAy
v+Wq3/6R48bX89k8nf8AQwf5lf8ALVb/APSPHja/nsnk7/oYP8yv+Wq3/wCkePG1/PZPJ3/Qwf5l
f8tVv/0jx42v57J5O/6GD/Mr/lqt/wDpHjxtfz2TyXw/85D/AJkRyo7zWsyKQWie3UKw8CUKt9xx
tfz+TyfQX5e+dLfzh5Yg1iKL0JuTQ3cFahJkpyAPcEEMPY4Q7TDlE42m+uaWNW0i6003E1oLqMxm
4t24SpXupofp9sLZIWKYhe/lFY3eiW+ky65qpjiulu5ZzccpJGVVVQeQKgr6YKkDY4KaZacGNWUF
p/5H6ZZPcyJr+rme7VVnmFx6bNxieNa8AvLizK68q04gdzVphHSgdZfNE2n5RQwJPbTa5qN3ZXFl
cWsy3E7u7SXC+kJTv6f7qOoReHffGmQ0+1WeSGf8jtO9MxReYtZii5SskYuQVUSFCFFV6Dh3640j
8sP50vm9JRSqKpYsQAOR6mnc0wuS3irsVdirsVdirsVdirsVdirsVfBuQeaZzrup+WLnQLWWbR5b
TWbcW8ImhtYrW3YhIZH5+nxDswMh+JamqGoFarmTlDhBIo7dGSSn8m9W1S5vBoOvsZ53EsdvEpUX
EszOsaqjgJ8FRw8Om4qS21hkSeGTEkvfyya+02WTT7xLZYpP0pboxIaU28Zj9MmTlxFz6gO4+Dj3
rgcfixWNvejtRn/KWCNTDpWqLLJHFJGk7cQwdTzYN6n2enp7djUmoAWyRwjoXFfyst9f1EXWmaum
lK1rJaQMAsyQMgMparinJnQoWJqvgSDiisQkbBrZDeW5fyxltJ/01b3EN79Zmmj4lzELUQkxRLSV
WaQy069u+KMXhEHiZILf8qzpl1Dp+nahcaVG1tdahqRUlIxFZyusBuAG4TSTyCM/CFJpt8NStwGK
jQNfsY9pmuflzNpGl2eu2F0ZbFeMxtAqc/Uu5pJDzL/ERC0QqwqaFRx2bFpjkxGIEhy/Wt0DXPy/
Hl6fTtcsJRcS3Us8MtpDGZIlaPjEpuJH9V40b9gcfct2Vx5MXDUh1Zjb6B+VSIdW0zStW1C2tpLS
S3MMckvqCVWHE7snJblQjlhxP2VUmrYuQMeL6gCUmRfyjlht5ZtE1t7qcW5umRQI+UzuGaEBx9th
RK7HoN64tdYjvwyb1eP8qdHmg9Xy/q9vMVJaDURxq6tEpVlEiH7JkJqAeXH9k0xWQxR5xPxYt501
Hyjcm2tvLFvPBY27yMPrIAkIkSL7TBnJ/eK/U7DFozzgaEeQYzi476X/AOcZ/wDlBL//ALakv/UP
b5IO37P+g+/9T0zVNf0LSQjarqNrp4k/uzdTRwhqeHqMtcmIk8g5spAcyiLHULC/t1ubG5iu7Zqh
ZoHWRDTrRlJGAgjmoNq+BLsVdirsVdirsVdirsVdirsVdirsVdirsVfBuQeaZsn5r64YVgubOzuo
I4YreCOWNqIsUcCAqQwapNqrbmm7djTFyxrJdy6X83fMMl1d3H1e2U3j85kVZAu87TkfbqQWem/Y
Yp/Oy7luo+fNd1zR9RgXSLNbRYFF7LBEwMStco6SfaPHi9I07Kp4jtiiWolOJ2FJjP8Amt5g06Zb
a80DT454Y7QQLJFKrx2sVJ7WKnqbqEk6sKkNvXFkdXKJoxCnYfnVrViqJDpOneigZWhKTFWBeJ15
fvatw9AAciepxUa2Q6BSuPzh1SeYSNo2loFngnjijhdEX6vxpFs9TExWpQmnI1G+KDrT3BAWf5ha
/wDX776jaW6PrF59ZktYojxMjAqkaLUkAOwYf5QGLGOplew5lnOk+YfOFnby3k/kyO8vpFWCxdV5
wM1n67StJGGZn2WThQ8fh+Hpi5UckwLMd0nsvzC86NHYvF5esrkzWaukjws7XEGmmYzSP8dTVufP
xI2xa46jJt6en3KGleZ/OXlvyppN9HoivpkKxehezl5IW9K9muon9NHCoxeZ05MK7fCRvVYwyThA
Gtv2qOkfmV5r1S6t9JhsLK8vtQkghdpE4tNJFJzteTBkVTHIxav7RJ5VxRDUykQKFlKPNnmnXbqz
XS9Wg4XTt9amlL7kSqhiVVjITgsKIFVq8e1KnFhmyyI4ZDdieLiuxV9L/wDOM/8Aygl//wBtSX/q
Ht8kHb9n/Qff+pIdK826PYyf4i1bTf0zr2p8b27lmETfVbJrWWdIYRK4KMpiZQFFOIqxBO+cYE7A
0A2CYHqI3KZDX9AtvMUXmHyzay6X6d9BpmvaaPREM5uH4iRFtpJYWKcZVJDbvT3rDhNUd+5kJC7G
yIvvNup22q6hbJ5quNKP127X6tdaWbsoinZoHje4VlQsoClk2q3EdGRAVyv4pMj3/Y0fP7vFLKfO
81qECtwk0X1NgqeoR6Y6FqkV3AI69cfD/o/akz8/sZl5ZtvMeo2mk6nceYJLmxIaaWE2kVtJPWvp
8zGzcAp/ZFa0367VTIFimcb72Mfmd548z6L560LTdNuJobF4obq4tY7VZDeL+kIIbmKByl1LcSx2
zMzQQRxuin1PUagTKmxjh/MHz+PzC/RK61/uMa8S5eB7a2LC3XzVJoRtI3WNSI3gdXZ25Scl2YVO
KoHRfza83ajZeYLW41bUItdleOPQba10wPLb3bXN+jQXNslneGBIobZJZIWkml9ONikjNVAqnfmH
z7510t7m3i1h5r210m8f6tLpvoSSW9voaXqa26OnK2b9JE2xjk/dmvphA8bkqvRvJN9r8ra7p+uX
kOoXek6kbaO8gtzaq8U1rb3qKYvUmp6X1sxg8qlVBNWqSoS+8/MhrfWjpJ039+ZUtkZ5mVfrE161
tBHJSJzH6tvGblSf2Oldic4aO4cV+fLoI2fkfT73D/N1LhI8viZUPmPV7leH8xrKZl9PTrogs0fp
kweo0nq2ccXp0kMLpL+kEZX9UCgruDXAdEe8fb/Svpe3D3L+cHcfs/o11rfi71k35n6TDZ/WZrC8
Rmtob6G2JtDPLazLI3rxxi4JZUEJMg+0o3IpUgjQyJqxzrrV7bcvNH52NXR5X05b78/JNLfzS11q
cVlbWEpEp1BBPI8aKG06WOBmorO3pvLIVBpyBH2OJqKJ4DGBlYv07b/xAnuboZ+KQFGvV/sTSMF7
dqPVlEKeqwgiiMy8BKskin95xqeQC0UKTXag3OaoZsnOo7+kDiH1Ay4t68hWxPfGO7ncEeW+2910
2rb8e87Jjmc0Pg3IPNM+H5qlNLsraLRrRL62a1NxfcFLXAgIMwkBG/rCCAN/qt/Ni5n5vYbb7fj7
leT824BqEU9v5fso7OGCREsSoaP1w6m2mO1axRwQqd96N/Nin85vy2/FLIPzSsLK61S8sdFT1tTE
du9tcOktotlDJ8NuIvTU7wqqM3Ktativ5oCyBz+5M3/O60ntJxeaH69/ePZy3tz6sfF5LRYV5CJo
XVQfRai9By3rQYWf50VuN0t8w/mV5e1qwu7GbRZ4obm9F5yS6XmOMIj3Jh3ZnXka7U2FMDDJqoyF
EMiv/wA0vJtjplhHp9u17cPHGJzCPq8lmEgjUx27SwFY+UiNUfvNi3xDlhbpauAArf8AQx6T8z7S
6/0x9OhsL6xE89glslFku5G9O1Z+nFbOFzw8WA2wNX5oHeqI/A+S7y9+bFpo+n6VF+jJbm+00ycb
qSdSU5wTxH0GMRljDNcc2UuVqvwgVxRDViIG24VNN/Oq7shb3f6ItptYgg+qG4YskTRPcNcTsYou
H7yZyvI1p1qDyphWOsocvUpH83TFLp1rZaasGh2SSxvZkxNMwaSZomWcxVBgEwKAgrzXlTAv5zcU
PSi4fzmtIrhZE0Xii3MdyQJUDOYZrR0dyIgDIVtZOTU6yMadisvzo7vxshrf82rOC2WA6HHMpWMX
CSupSYx21tCPUHp1I52rP1/a+nFA1grl+Nkg/MPzla+bNbj1G308ackcCwmPkru5DM3J2VI60DcR
t0AwtGozDIbApi+BofS//OM//KCX/wD21Jf+oe3yQdv2f9B9/wCpPJPIuraNrFxfaDb6fqWm3RZ5
dJ1GsbRuyhT9WnEc3EMnwlWWnEKO1cyPEBFFyTEg7LNN8iapf+Y7bV9Ys9P0fTtPZZLLRtNo5kmQ
8kluZhHBy4OAyqF7DpvyTkAFDdRAk2Udd+QNblnuZIPNupW6XMjzCJCtI2dixCUpRQTsv68iMg7g
y4D3txeRNfjVR/i7USVZSCeLfCtfhPItXrvXr86EPiDuC8J72Z5UzdiqXXumXz8jYalLZu7cmDKt
wlTWtBLVl+StxHhmJl08zfBOUD8JD7d/gCAO5yMeaI+uIl8x936rUW0CS6s2t9WvXv8AluKxwxqj
A/C6BVLBl6bsQd6jK/yRnDhyyM/hEC+hAr7yQeopn+aEZXjjwfE/Ln+oprHHHHGscahI0AVEUUAA
2AAHQDM9xF2KoaXTNNlcPLaQyOJluQzRqx9dFCJLUj7aqoUN1A2yQnIdfL4MTCPd5qNt5f0G1RUt
tNtYEVuarHBGgDckfkAqjflDG1fFV8BkpZpnnI/P8d5+bGOGA5AfL8dwWXPljy3del9a0mzn9CNY
YPVt4n4RJ9mNOSniq12A2wxz5BykRfmiWCB5xHyV30jSZGjeSygdojMYmaJCVNzX1ypI29Xkef8A
N3yBnIgi9j+hnwRsGtx+lebC1LPyjVo3jjiMJAMYWIsVotP8rMX8rjJNgEEAV0qN1t8W7xZd+9k3
13RGZDW+Sf8AlRX5qf8AVk/6erP/AKrZGnR/k8vd9zv+VFfmp/1ZP+nqz/6rY0v5PL3fc7/lRX5q
f9WT/p6s/wDqtjS/k8vd9zv+VFfmp/1ZP+nqz/6rY0v5PL3fc7/lRX5qf9WT/p6s/wDqtjS/k8vd
9zv+VFfmp/1ZP+nqz/6rY0v5PL3fc7/lRX5qf9WT/p6s/wDqtjS/k8vd9zv+VFfmp/1ZP+nqz/6r
Y0v5PL3fc7/lRX5qf9WT/p6s/wDqtjS/k8vd9zv+VFfmp/1ZP+nqz/6rY0v5PL3fc7/lRX5qf9WT
/p6s/wDqtjS/k8vd9zv+VFfmp/1ZP+nqz/6rY0v5PL3fc7/lRX5qf9WT/p6s/wDqtjS/k8vd9zv+
VFfmp/1ZP+nqz/6rY0v5PL3fc7/lRX5qf9WT/p6s/wDqtjS/k8vd9z3L8jfKfmDyx5Su7DXLX6pd
y38k6R+pHLWNoYUDViZ1+0h2rhDsdHjlCNS73omFy3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
XYq//9k=
uuid:191fb588-14f5-2342-8c2b-b0aa5a29eb90
xmp.did:ae6ad55b-1344-44df-9e27-642aafbb5c1d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:4dfe0cce-2a1c-4091-83a8-0bd2ccbd73c4
xmp.did:4dfe0cce-2a1c-4091-83a8-0bd2ccbd73c4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:ac3126c2-7ed8-4c1d-b826-54baadc5016f
2020-05-25T10:57:23-07:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:ae6ad55b-1344-44df-9e27-642aafbb5c1d
2020-05-28T11:00:09-07:00
Adobe Illustrator 24.1 (Macintosh)
/
EmbedByReference
/Users/admin/Desktop/pEBT/SNAP Program/Logos/SNAP Logo.png
0
0
EmbedByReference
/Users/admin/Desktop/pEBT/SNAP Program/Logos/SNAP Logo.png
0
0
EmbedByReference
/Users/admin/Desktop/pEBT/SNAP Program/MA_EBT.png
0
0
EmbedByReference
/Users/admin/Desktop/pEBT/SNAP Program/Logos/Walmart_logo_png.png
0
0
EmbedByReference
/Users/admin/Desktop/pEBT/SNAP Program/Logos/Walmart_logo_png.png
0
0
EmbedByReference
/Users/admin/Desktop/pEBT/SNAP Program/Logos/amazon_logo.png
xmp.did:B00C42A0A39711E4BD99D6C6C76C7C5C
xmp.iid:57c22008-f2fe-4120-b4f6-5110358b3097
EmbedByReference
/Users/admin/Desktop/pEBT/SNAP Program/Logos/amazon_logo.png
xmp.did:B00C42A0A39711E4BD99D6C6C76C7C5C
xmp.iid:57c22008-f2fe-4120-b4f6-5110358b3097
/Users/admin/Desktop/pEBT/SNAP Program/Logos/SNAP Logo.png
0
0
/Users/admin/Desktop/pEBT/SNAP Program/Logos/SNAP Logo.png
0
0
/Users/admin/Desktop/pEBT/SNAP Program/MA_EBT.png
0
0
/Users/admin/Desktop/pEBT/SNAP Program/Logos/Walmart_logo_png.png
0
0
/Users/admin/Desktop/pEBT/SNAP Program/Logos/Walmart_logo_png.png
0
0
/Users/admin/Desktop/pEBT/SNAP Program/Logos/amazon_logo.png
xmp.did:B00C42A0A39711E4BD99D6C6C76C7C5C
xmp.iid:57c22008-f2fe-4120-b4f6-5110358b3097
/Users/admin/Desktop/pEBT/SNAP Program/Logos/amazon_logo.png
xmp.did:B00C42A0A39711E4BD99D6C6C76C7C5C
xmp.iid:57c22008-f2fe-4120-b4f6-5110358b3097
Print
Adobe Illustrator
False
True
1
11.000000
8.500000
Inches
AmazonEmber-Regular
Amazon Ember
Regular
Open Type
Version 1.010
False
AmazonEmber_Rg.ttf
Jost-Regular
Jost
Regular
TrueType
Version 3.600
False
Jost-VariableFont_wght.ttf
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
R=120 G=186 B=232
PROCESS
100.000000
CMYK
49.079117
13.058670
0.000000
0.000000
R=237 G=59 B=41
PROCESS
100.000000
CMYK
0.534066
91.552603
95.458913
0.057984
R=117 G=191 B=66
PROCESS
100.000000
CMYK
58.577853
0.079347
100.000000
0.000000
PANTONE 285 C
SPOT
100.000000
LAB
45.098038
-5
-59
R=235 G=20 B=140
PROCESS
100.000000
CMYK
0.692760
97.790492
1.098650
0.000000
R=255 G=194 B=32
PROCESS
100.000000
CMYK
0.036622
24.982069
94.973677
0.000000
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
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
13 0 obj
<>stream
HW[Z~?bJD\KDY+uϜ [vURtLwO/R<ᅨۿKȘJêzd-#
JaC3/_m2O8F4شI/'P,ZڄhVڋŎŢo|m[Z{U[鄭NEE+J0BۙL
\fX2+^WՏC1cUZXkj`ckQi(Pb!i/iASd3$㒯?@糡eg3wPEB'W`duJ0lWwcohdQØ YIjYxc4ǘat]aeLq:3kgo}3Wc;s;߰.{_kZ}p
9,u*UFm\z8QN4O't?>ɯUpi+/O73՛g|B1RډMR ,!v+,!as:f/{ѱ]rcpԈriGE'oފpTnp$D\xh<>B8c{n>
WT(@BY1+a:$ܮJn6-&`aaTeVڟ6;qȢ7K`
bX;x'zq JOn7ORͷďnPE`Bhɧ*Iy[4pu?4*oa0^9>6h"
Oz>J#,ξnHR)X[t2RG0ڙR!3 (D!AM#*mj-!6o(;eX46TA|L+*ui,{Ȓ:ScۆhgzoQ9ȁ_W˧jQA"Sf;B_6KV9kպyָ69ɱ+{xRR.[#AD1N 40y*ٶvp"X-U" #T:(0bibkDKZjF9`XT#jG
g9-Fq>t0:l{L'rOtrxQcTXBmK^PМ1XhZ"W?hir.#3ㆦhZM
:)ž@P\QP-^r8#P3ΚT4,3r *t`(f樫8CtBwd ,;/uHpw<|E
;QԖO:"lc,BsXDM 1]AB"7
ΎV%aVC.8?|gȤ*\SL5D{G{\vM>6ِvWMMT
.X%ʂðm`Hz_GCHYČ&LN%T×.J