%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
12.17 Wichman
2018-12-01T21:40:54-06:00
2018-12-01T21:40:54-06:00
2018-12-01T21:40:54-06:00
Adobe Illustrator CS6 (Macintosh)
156
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACcAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A7d+bXmOLStIgtz66y3Hr
XEU9o0nrQtYx+us3pIjerGjhfUViBTc7ZbijzLXkPIJr5I0C+0uC6up9QS6TVX+vPbQovow3M7NJ
O0UtWeRX5qPiP7NRSuRnK/gyjGmTZBk7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWNf
mNdvZeT769j1r/D723pyLqhg+tJGfUVeMkPF+aPy4tttWvbJQ5sZcnlf5OS3nl/zCbO8vLi50qVW
03RbS0P1m0qZxdSXHwtyEYN0FSXhThu5WqjLpxsW1RPCaezap5l0TS0v3v7n0V0y0GoXp4O3C2Jc
CT4VblvC2y1O3TplHCatu4hddULD578mytIo1m0j9K5SxJllWJWuZI0mSKNpOIkYpIpolfDqDgSs
uPzB8jwWMF82u2MlpdTpaWssE6TiWd2RBHGIi5ZgZVLU+yDyNBviqJtfOHlK7p9V1uwuKukQ9K6h
f95JJ6SJ8LH4mk+ADu23XFULcfmB5Sttcl0O4vWhv4JY7eYyQXC26zTRLNHEbox/V+bxuCF9SuKq
/wDjbyZ6UUv6f070p4nnhk+twcXhir6kinnRkTieTDYd8VdD528mT3aWUOv6dLeSmNY7ZLuBpWaY
cowqB+RLg1Xbftiqhpn5h+RNT0+31Cy1+xktbp1igZp442MrryERSQq6ycd+DAN7Yqo335l+SLNb
d31IXEV5E09nNZQz3sU6JOts4hktUmSR1mkVWRSWFdxTFU70bWNO1rS7bVdNlM1heIJbaUo8ZZD0
PCQI4+kYqjMVdirsVdirsVdirsVdirG/Omt6ZbWLaRPc3MN3qsbwRtp6etdQoyNyn4KGdUXifjA6
++ThHr3MJnp3sa/J7yvPa2Z19tTmls71ZlsNJAZILeOS4LsXVlTnNVApdVC0FF5LRslkO9Ih3so1
3yZZ63LrAvLiRbXWdMTSpo4gFkRFeZmkR25jkfrGwK7U75Hi9NJEPUZeQ/T+tjLfkJ5GWCS3tmvL
S2mkmaWGGSPi0NzFBFcW/wAcbkRyi1RiQeYNeLgGmQZqVv8AkB5Ot1t1hvdRT0Gg5H1YCZEtltQs
b1h+yW0+J2K0ataEKaYqgV/It7PzBa3ml6xdCKFLqZtQvZhc3QvJbdLe2pCIo4mjtvRjlTk9eS8a
UxVkOtflDoOt3epS6pqF/cWmrSQz6hpoeCO3knt7dLaOWscKzghYw1BJx5b0xVK4fyB8qw6fNZJq
2r0ulT65cG4iM80kMrzW8zSmHkrwvKePDiD+0GxVfp/5A+S7C3t4IbrUGFvcG6WR5omkaVnspGLt
6VTV9NQ/7J6dV4qoST/nHDyTNDbRz6jq0jW0cVqsguIo2e0h+zayCKGNGj5fESV51/axVlMn5baK
2naTYx3V3Cui6VcaLZTxvEJPQuooYXlYmMqZQtupUgUqT8PSirJdPsbXT7C2sLRPTtbSJILeMdFj
iUIg+gDFVfFXYq7FXYq7FXYq7FXYq80/NrzJ5AgtrvSNRgjvPNFxbLbWEMcQNzG16XigYTtx9NPU
HxUfYdRuK2QB+DXIj4sk8gJqf6Muri71C01K3u7lprGewmae2SPgqNDFUAJHHIjKqgt867ATITAF
k+QZuxV2KuxVI/NGvT6RJowjEXp6hqMdlcvLWixPFLIWUhlo1YxuajLMcOK/INWSZiR5n9BY1rv5
uQaXfX8Cab9ZgszNHFMJ1VpJoIFuGBj4MUiKP8MlTU9sthprA3ap6nhvbl+q1G9/N27tfrcD6Iq6
hpwumvreS9RI1S1WJj6UpjPqu3rj4Qv34RprrfY+SJaoi9txfXu/tUI/zf1FIbiZ9IS4igN5PKY5
/SMVpaXCW/Rlk9R/3gOxX5Yfyw7+77Ufmj3d/wAgaT7yx+YJ13zDJpa2Agt/RuZ4Lkzq8jLa3K2x
EkAQGMsxJFWO3zyvJh4Y3bZjz8Uqrv8AsNJN5V/MzU7zT9OvtV+qtFqN1DaMsUFzaC3Msc0nMy3D
SRzD9xT4D33PbJ5MABIHRrxagkAnr5Ed/fzUNH/NXX9a1TT7Sy02KOPULuCIEn1DFA1ml1NyJkg5
sKsQQPsj7JagJlp4xBJPIfppENVKRFDmf0WgrX86NXja2mv7O3a0e0S6nSBZBJV7a6m4oWkYD4rd
BUjpX6JHSjp+OTH82diRtV/ZI/oRmqfnJfx6PLNZ6OItQjiuJmF3I6QBIGjUPFzjhkn5GYfDRDsf
DIx0wvc7Mp6oiOw33+z73qOYjmuxV2KuxV2Kvn380ILU+a57vzDJa6lqdhxRdMtj9VZ9Okgu5Y/V
dquqK6osjBmIBalOS5kR5Cmg8zb2nyZAYfKmlR+haWw+rRssGnA/VUVhyUQ8tytD179cplzbo8k1
nura3UNcTJCrEhTIwUEhS5pWnRVJ+QwAWpKCPmTy6JJYzqlp6kIJmT14qoAeJLDlt8W2+Hgl3I4x
3rbvzP5es7iW3udQginhjaaWNnFVRV5mvvwBanUjfCMcj0UziOZWwea/LE9pFdx6rafV51V4naZE
qrhiuzEEV4NsfA+BxOOV1SBkiRdobVdT8j36yWerz6fcxW0o5xXhheNZgrbD1fg5qta03HfrhiJj
cWifAdpUUM8v5aRzvA36IWQwehKCtuB6C0AhdqceO2yE9B02w/vPNFY/JLvOGh/l9rMSPqWowWkI
mk9b6u9qPVlkaKCRpCySNyU+mjOCCoO5AyeKc48gwy44S5n7vcm7R+QrcJbPHpqJcpcQgMsPB1R1
a5jZiOJ+PiXUncip6ZC5+bOoeX45pfpOm+RtJ8y3msR6xA+qaip5JLcWwolzIsg4KixswdinEsWN
KAHJSlOUQK2DGMYRkTe59yYXV75BSxTS7h9ONjE6xRWJWFoRJz4hUjoVqrdaD4eppkQJ3e9szwVW
1L4m8j2F7HFEunWl0kaXcHFYYj6bo0CSxtRa/AhSqn7O3TAeMjqoEAeiwf8AKv4EE0aaWPSgkZPS
WBm9CBJEk4BAWKopkUhenxDxw+vzRUPJSkg/LRrKK3kj0Y2UXKWGB1tfSTkeDuqn4RVhxY+O2N5L
6o4cdVQpNV8yeXmLD9J2oZXEbK0yKwdq8VIJBq1Ph8e2Q4JdzZxjvQU3nzyhDZJeyapELeSY28bD
kS0gr8IQAsfs7GlDkhildUxOWIF2rQecPLE8dxImpQBLQsLj1G9MrxIBNH4mlWAqO5pgOOXcnxI9
6unmPQWiklOoQIkKq8xkdY+CvTiXD8SoNab99uuDgPcnjHej/Wh9H1ua+jx5+pUceNK8q9KUyNMm
DfmvYaVLptteFLQa9bP62mSXCkyuluPXnhjoV5840P7tzwb9rxy3G15PtTbyTquv6hBcvqdkYLRm
E2lXQRIkktpS3pIsXN5V4RqhJkVCeX2RQ5GYHRMSeqb6voek6xbrb6nbLdQIxdI3rQMUaPkKEb8X
ND27YIyMeSZREuaUN+XPlKSS7aezadLzh6kUksrIojIZQi8vhAYVFOlSBsaZPxpMPBiibnyR5Wub
h7iewWSSQ8mq8nEEqyninLitRI1eI679cAyyHVkccT0UV/Lzyath+j/0Yhs6kiIvKQCWVtiWJG8Y
/wAycPjSu7R4MaqtkQPJvlsIyfU6q7mQ1klNGLRt8JLfCAYU4gbCm3U5HxJJ8MIaX8vPJ8ySpLp/
NZqBw0052DB+K/H8K8gDRaCoHgMkM0u9BwxPRXXyT5ZWJYhZkRp6nFfVmp+9YM/7e/xCo8O2DxZJ
8MJF5nh8jaLFFYXmkSzxSxXU/o21T8DFXuCQZY2av2tq0C9vhGWYzOW4LXPgjsR3pbp+rflzHHPq
Fppd5CdPjs6ci6AB6TQrHzmEa/YBbccv8qu8jGfInnbGMocwOVJTda95Sg0xZbzyxdCKW4jkurcX
Urssd4sc6yyAsORoA3A7K69jvkxCV7SazONWYn+16D/hfy5rEEd7cJLdm5gjUzPNKrOgFRyWNkQG
hINB4g5jeJKOzk8AO6sfJvlshgbPkrwyWzK0kpUxS8g68S9Nw7LXqBsNsfFknw4oS9/Lzy3c23oI
k1rXiGmgmcSMi8vgZ3LmnxkeNNgcIzSCDiBCpL5E8vtPayxJLB9VkSXhHIxEvpHkiy8+bFQewIr3
rQYPFkpxhtvIXlNgAbCoUoUHqzUUxRNCvH4/h/duRt16nffHxpd6+FHuWt+Xvk5ri4uf0cFuLoMJ
pUlmRiHbkwBVxxqf5aeHTD40u9fCjd0iJvJvlyYXIe0P+lkNPxlmSpBYjjxccP7xvs02NOmRGSST
jCc+nH6fp8R6dOPCm1OlKeGQZsO/NLRLTUPLz3M+k3euG0V1Gm2U7wyss9I5JEVfhkkiX4kB+jfJ
wlTCYtjv5PfmL5p8xX0ujazbxudNtC1zqY/dvLcfWCEX0tqf6M8bOKVVj8VOQGSnADcIhInYvVMq
bHYq7FXYq7FXYq7FXYq7FXYq7FXYq7FULqseoy6fPFpsyW9868YJ5F5LGSac+NDyKjcA9ThjV7ol
dbMd/RH5ho1F1yGQcQObxRrvz4khFh2/d/GPjPxfDuN8t4odzXwz70FFov5qhI5JtatZLtUnQ8aJ
D+8CemTH9XPIqVJrtT3FQZcWPuYiOTvR91pnn97qX6vq0UVq0LCKoiLrMYI1QkG2I4iZXY77hugp
kRKHd+PmyMZ3z/HyVv0Z5u/w36H15f0363q+p6o9Ph6lfT9X6vX7Hf0uu1OO2Dijxctk1Lh8/wAe
SI88aXLqvlTUtPgWR7qeI/VI4Z/qsjTRkSRhZv2PiQb+GQhzZT5PNvyw8u3Or6v+kdX0ky2enzXF
xZ65LIA91eGaNUlUIkRmX04A/q7Kzs1F32tlOhQaxCzZ6PZcobnYq7FXYq7FXYq7FXYq7FXYq7FX
Yq7FXYq7FXYq7FXYqwb80tC+s6RPrMuoLFHpFtNcW9jcxxtbNcJG/CQseEoejELxelabHobISrbv
YTje/cjPy0vbSTQ59PtLeS2t9KuGt4EuDL67xOqzpLKsyRlGk9XlxFQvT2DkG996MfKu5K/NNxF/
ii6jfzDdaUUt7cJGsV20IeQuqkNFMsBqzKzhow1BXkFrSDYk11PYJbzXFp5svpNRaGSOJHj1CMNL
uB6igkooXapX4d2FDihV0/Ur280GG9fzJc20NjYompRraXrsZL2V1DCV5ElYo6quwLqqmjDlXFUF
HZW2j6fpRfzdrFzYXDTW6RW9te1AE8RYMqP60PptsC/xFWpv+0qmU99oQ0KzmHnma1tdL1Ce1v7y
ISgTyyy+sYJPUaRl4x8lVgadx044pU21uGx0Gys181X95cW7Tw3F8bC7kllFwxMZ4hoyfTYcVYFu
/QAlVC2/8uPaaRFqFx5zutNm1KDnHeLHOZOFBdPVfXmp02odq8Ru3xKtXSfUzJdt5s1Wa0l+pXCN
HDdMsHqKVHP97yPq+qJDHTZRuuKrNT1KwddK01fOWpW99ZlYJZ4ba8cXH1bmZ5JQGbir8lBdj22J
BxVRnudIItmTz9qMEEKytNA0V8ZJuRSOtXb1Rw5pxC96n+bFV2uW1hpN1exv54vbC8lihtDIIbuZ
zMjCYBZGkeN2I5LxX4l5ca0+Eqo68/RF5YWmqweYr5/qTfViRBePNJdQF7gt6buvHiJCHZhxC/CW
C1GKpc+r+Wvqlho9/wCeLoa5C0ot72aC7gmJu3XgGMbR8k+AgfHxPY7DFUdKkmltpt7qnneazgv7
i2udOQpdH6zbwxryhdJ5JOJk5j4aV/m5tuFWruXy5JH+nl82yx294t41veW8d5VYjIBL65jkoOHH
gpKJSg4jkMVb0drCGzk1X/Fs8tjqhfSdMkngvY0Sa4WL02jpMlB+7JVhx+1swNaqpbdz3Fjd3sMv
m7WHuYJ54kj+qzzICzKFFYpgnFPRfd2XY1NBWqrIfrmn/wDKuf0h/jGT6h9b9b9P8Z+fD6zT0OPq
er1+DrSn7NMUvPvzTE+t+bhqP1u40nSbOSG1v01LittFcWQurqG49EOzSIVidgvD49lU/H8N8RQc
eRsvafI7iTynpso1GfVxLF6g1O6jaGWcOxb1DEwVkU1+FSNlplMubfHkkvnBPM1vqMt9pGi6XfXD
xwwWcl2saTySczIy+s0qEqgSqpx6712wJSLU/L3mW6SBH8paTHFbXJFsF4wlVRrgwPSG4QOvNoiY
yepbx+FQn36O8yJqd3Zx6Lpx0i4aWL1vQiUNbpFzgWRRLyYCd32MZqSfsD4mUoDRLDzzFc6NZ6j5
f0yXSUZpJmEUEL2RYGvpIksiVLGvwL7En7WKuFl52Szlth5Z0gwTTiRrZIIQh5qyuzqbgKW40Ut1
7cSD8KhRudO88OFibylolwLuWWS/maKLjyCqYpGiaYl2LlqnlX5d1V+sWuuSaXpMF1oGiXF0r3Au
oL1bdRawvcqkUluheRTUMrNvuQOjGmKW7fTfOwS3W78s6PcPbW8EKXHpQqxVXk9WNU9QhF4hOIU8
QSdj0VQoazYeZl1oWVvoVpL9dupzDqD2EM6xW6ssiepIrRogJQbPV2/ySAcVa1Gy8wrpvA+XdCud
daRwllcQ2yB4naMxqn79jvxkNT14dO5Vb/QHmcX8+pXfl/TJr6WMPcX1yqyJzt43SDjG90yx8Sqm
q0qp7GvFVF29h5jj0m4tW8oaYJo7y2mt7WOG3S2dCFWab+9YCVfj49wKde6lQ0zS9WvNUS9k0DRY
oI/rDzX0UFq6m6QycfUlEskimOVVD8VryBPIdMUN6K/ny7W6ivvLGjLY2lvPJpSQSpccL0OsiQty
cBTz+1SgqteQ6YpSz/D/AJ8vdNskvPLGmQ3mnRSSWgWOMWyTSvJ68a2kd4ImEiLHxZ22LVbuAqnt
zp+vx376bDoulfUfWnn0wvBAvFobZBBKqetXkklF5COtNvgADFVAz2HnGhlvND0t5p5TSa4htAxM
rIyoR6pq/NSV+I70ryIqVCdfozzB/wAq6+o/oax/TXCn6L9OD6p6nq150r6X/FnLj134fs4EpD+b
nlUEp5kOqXkdrG8Ed7pqM7R0BaNbi2I2t54lldg7fBWhNKVy3GejXkHW2aeVPMOl6pb3FnZzTPPp
En1O5W7Ki6PpExrNIleYEpjYhmVS1DtkZxrfvZRle3cgfMn5caL5g1Yapez3KTi3Fr6cZhMXBX9Q
HhJFJVq9D27UOQZKMH5X6DDqLXwuLlnM6XQif6uyCWOZJlb+55E1jpyZi1Cd+W+G1XwflnoEOoJe
iW4eRLn636bGIo0gdZF5fuwW4sn2ieRqSSTvjaoPUPyd8qagT9alvHVp3uGRZVRGdypHqKiKJOPE
j46k8m5Fq4LVu+/KXQ715xLd3UVvJBHbQxwGKJ4kjmMwCyhC3GtFVfsgDpWhBtWh+T3lYX0t56t0
Wmj9KSImEpxMZjalYuQ5VJajb9D8O2NqibX8rfLtvFfQia6ki1BFinjkaMqEUxUVQIxt+4Ub++Nq
g7j8n9DuJmMt9dtBJHcpJH+4Eha7QRu3qrEG+z9LftEgUxtVc/lN5dZkL3N44SW7nKs8RDG+iEUq
v+6qy8VFKn51wWqoPyr8uD16S3FJ0jjI/cGghjaNP91fHs/R+Q7AcdsNqg5fyh0v6xZm3vpYrWAu
bmF44XeQsqqCkgVBEaKKkKagAdMbWnf8qh0j9KQ3C3bx2FtFGttZxxQq6SRSpNy9bifhZk3TjSpJ
642qPtfyv8sW09zKgkK3JkLwkQhAZopInpxjUmqzN9omnbqatqp235WaDa31rfQXN0JrNndIi0Yg
keRBG3qxRpGGBVQtBTbbpjapfp/5KeXLWNg99fSyzMsl0TKCjuIpImosqysqMs7fDyPYdBjapnqf
5YaDqN1e3M9zeK987yOI5I1EbSRCBvS/d1Wsa0642qnp/wCVeg2N3aXUV3ePJZvHJCJWgcBooo4l
NTFyBKwryKkE99tsbVmeBWD/AJq2uqS6VBJbavaaNZqtxFdT38kiQSPcQmKGGRQViZHdqEyH4diA
3Q2YyN9muYO26l+WXnPyLrFvb2GhW31DUls/VuLB4wJ0iguHtj6siijsJVY7tX4uXfBOJHNMZA8k
d5lXWLrXY7Ow12LTiyw+lD6yxzcw5kcLE8Mom5on82wB+HeuRZpEt15outQWP/GGmy23MyXttbXM
YnEYlTksfCEuvGMMmxBr35fEFCDubrXrny5Df/41sYbiCyWdryK7/dsyXJeOR4xElUI4xsOHJjVD
WuKomPWfMNxdO8Hm/T0khtYrW+iMiJXUIk+JooZrdzR3ahKnfpxqMVUL7zF5vltY0tvMOnypLLbQ
SyR3VtBLCJFPqGYTQxOtaVURqHbqvClMVRkdzrUU0hk872Lmxl5nndWw+BA0JjuEWFQAZCgbvy6c
T1VWR6t51jHqT+adKigVrZRcSTW0kUnqss+3pwRFfUt1fiWIqOg/3ZilfLr2sWSSCbzjpoinDR2s
5lhlKvJcgxu/GCigQuF5MSgqFp+2VCxNe80CG/5earFYo4oora7lSFyLt35sDFGkcn91DKEUxjls
VJxVpLzzbdrGjectM+sSLbvbxwXECCSeRAypw9D1BG3LkqksW2rsSuKtXN55laK20+PzfZW3+h3E
l+ZGrPSN5GN1HcNEgWNeUY5FAhFeOwpiqMtNS85R6tym8zaRd2qfVzHYpLEksvJVidXPp7epI44F
afERtQ8cUoCDzL5our2/W282aU8U8t5b6XFUB4pjKkNsktbbqr8lFft1259cVRN9c+ar24mnPm/T
bTS4TaGRYJUgeH1Ifi9QvG5q8pDRqxAYe3wsoUtR17zgbhBba/ZrYLZBW1KJ7WWFrsqWQFEimlq/
BjyoqU2Va9VVCwuPzBv1ttbtfN2mPpclqkVzJzUR+s0PPmkb2w9JwzcqOSSOoA+HFKb+YdQ8x3lj
c3WkeYtN064tXjaklzG8UHqII+M7emynlJy48l+VD0VU/wDEPmT/AJVh+k/0on+IKcfrP1dOHqcu
PD0qceXD4vtceX7XHFU//MUV8kauxhsJ0jg9SSHVld7NkjYO4kWIF68VPDiK8qYYc2MzsXlv5SQw
HzTKdBuoLG8uTJcatp8q/WXSxt5I4UhSXgp/vTLxf1at9tkYn4bp1W7XG+LZnXmJ7qLzY8sflmTU
mhihntdQWSeJPUjJYrWNZkLLxFAVHYb78aG1JtMtIX842fHyVeWyQtLbJqJlY26rMpWRpPWjWQER
ofsHgSR8TGhCqCm06O2ghkk8h3V5ftEbQyW13erIYCyyCkkg+GnKjc5QQBxVmHwhVvzTpujKNI1l
/wAur3UtQuI2uCsUs/qWrByypJ6fOkhDk0Kin2fkpV7TT7XXrLU0j8v3ejzaJPzhiiuZHkueWwjk
R05qHVeTp148SCQ2KEZr8dtaaPaXCeULm+nvrYXV1bW0t8kiSy8DJEhjiZ1Yd/U9PbYVqRiq2bQt
PbTriYeTnjlv7u1t762WW6ZpbYRMqvyURlCquVcU4ncMdyQqoPBar5X0ya38lXcCtMbeTTmmvkng
SDkYnDWySy8TU7kDw32xVV8waZZ6VeStpfk+W4F5BFeX5ja7LyPGrhYFaAOiFQxU/FvWnArviqFW
AWL3OpW/kOYTSj41W4vJJJBb/HGvAxUSpI6V7ihxVMbnTYLqCCT/AAlI8E31nT76yeW7U/VkkSNJ
UBVULSD4gWUHiPt0GKpNo9xoceqfpeHyHcQXUN9HbXV1bte8o6n1GmkSWC35CPip6HalafCCqmGu
29t5f1q81DS/JtxqklxLBIlxaPeJI5jEcqseKypRHO9eOw40bcYqiYIDcaTp92vk+aD69zTUtOml
nE8S28ixQlXApuDyowWo77bqpTouoWKC9/5069a3n1CKG+ZDdEwKInQuRJbWrlIkdj1b7W5Hw4qy
PTtC0SHVL7Qbbyw8ej308cl5eSSXHpykRmcSEOpX+8ULRZO55cT8LKWMPYaTbC4s4/y1vVtNUmNv
fvBLMAYYpyEkYJRvj4eoeO3SrGtcVZb6af4Gp/hmX1PVr+hfWnrz5fb9Xh6vGm/2PbpvihV/MLWP
NGnQrNp1oTo9tFJdarehIrqsaI/KA2zyQuQdiXU9MnAD4sZX8FX8tNP06y0SeGIW7avHcyRa9cQK
/KS9U829WSSrO4WQciDxrXjQbByc1hySXzouhR+ZLlT5kn0rVbqC3lntrZLuST6tAZFBH1Z0K7yM
fAbkg7EQZsdsNasmv5b7VfOcsEFjdLcvp3DUHUQySQyRfWC5i4s4iKhVXh8ewoaFQjdbXSbq71bU
LbzVqGlPLdrFFcxW964A9MSMiKr/ALyM0+FuAUfs7mpVVPMOtC4kuNRtPMV5JZG1Nqi2MdwX+s2g
SWdmjWa1CuwZePDep+JuNVKqUQx6ctjb3l158vL62mhlurTU5ILxlj+qkrLulxzjkNDQALypTcUG
KoyGXQ7XVdLNh5rlZBqTWuoFBcW0VX4VWRi3o/vCoRS27FgUb4aFVNrmby3f6rf6vc+YLh7aO1uZ
YIJra9VLdJITDI6hyI2Ko/2UQHjvv9oqoBOMWo2cFh5qvprOS94lDHqBMccEbmnqSTemyVFFY/A3
hJTZVFxa60PlbTdPj81XM10b5kk1mWxmZ1EatOEnUyo3DlxXmGYP9ncVOKoC6utDnXSopNY1OJLR
bmBblI7pzUH1Y52MVw7rwDBa0JP+SlRiqK0ae0gtpdBTzjcX+vapHDBaXd7HfW7M0UrysyOXC7xS
Bf3bKTQfF8QopZBD+X2siNBP5lu5JI2ciRWuFJ5qAAxNw7EBhUrXif5a1JbVE3nkrU7zSdOtH1eS
3vdMheCG+t/XRnqEUO5E4kJKx/EDIak+2KpbJ+Xvmq4jmin81TxxtNEQqCeRZLeOL03ikWWdgPUJ
34/Ni7bhVbcfln5lkeNY/Od/Fbozful9ZW4NM8nDlHcR9FcIDTYDamwCqvN+X3mV5bpo/N96kU1B
bxH1j6KiCSEAMJ1LHlIshLbll8d8VRGq+QtVu9Th1Cy8x3emyrLA92kHPhOkMaoUdDLw+LiTyKk7
03piqp/gW8/wt+hv0s/1v639c/SFJ+XP1fVp/vR630+t/TArB/zh8+ea7bXv8JaXFG2nahDCs1xa
gTXjCRpFubZUPILJJHxEfw1qa1/luhEVbVORug9E8h6VDY6BFKNIOhXF7Sa50s3D3XpMFEaDm2wP
popYKB8VepqTXM2WcQm9xo+k3Nz9aubK3muQhiE8kSPJ6ZrVORBPHfpkWSGHlXyuFlUaPYhZ9ph9
Who+/L4vh+L4t98VbttD8stA31XT7JoJJGkb0oYijSj4WY8RQttQnriqgmneUNPhW0aOzjRJiixz
FGImuqfB+8JPKSoAXuKAbUxVVXS/KpRLJbSx4IZII7YRw0BZS8sYSndWLMtOh3xVfF5f8t2txHPF
ptnBcJI8sMqwRI4kdaO6sFB5Mq/ER2xVZbaJ5WktpLe2sLF7b4o5Yo4YTH8YDMrKop8QoSDiq+XR
fLUDRXUthZxNb/DDO0USmP1DxorEfDyLU261xVx0ry2D9RazswZQzfVTHF8QK8XPCm/wmh26Yq6T
QvLRje3l0+zMQHOSJoYuPGoPJlIpSqD7vbFXL5b8t/WUvF0qz+tJT07gW8XqDiOK0fjXYbDFUdJc
20csUMkqJNOSII2YBnKjkwQHdqKKmmKuFzbtO1usqG4RQzwhhzCnoSvWmKqmKtMyqpZiFVRUk7AA
YqthmhmjEkMiyRkkB0IYVUlSKjwIpirT3NuknpvKiycTJwLANwBALUPYE9cVVMVeJ/mZ5b1XSdQk
bR9OSx0i+nSVNYtZjG0F3PFcW0kc1QfQjna8/vV2XepB40vjO+bTKNcg9a8t6XHpWgafp0cItxbQ
IjQh2l4vxq49R/if4q/EeuUyO7bHkxPzlqfldLrV9N1iO8WO7WwSaWGSNAxLSPEIjzV1JMbA16/s
98VYg0X5b2l2LeaLVxeTQSwJLIlozqLeENKzT0O8gDKzSNTrWiYqpWmh+Q7pFtrqPVYW1iOw9P05
rQrGZyRGYRGqU/uqN6a/EK8QQDRVO9Il8ktexIltqhefVoLiMyx2rK1y7fuy3pVJQelyLv8AH3LV
xVLtR1jyI11dFE1K3v0ge0EkqWhjH16GedZCzSRlk4lqr6gXpzHU4qhtEfyLpsY1qRNUvpIYpPrb
BbEW4EduYG4xCRhFzW42VGqO9FPxKrI18kPb3UcVhdB4XgtmYvZmsaRr6cpUQuFfjHx4OgFK8ajo
qse58m3Wt2yXLagkMUjXFzZ3EVpcBhcyJa+n9YLhYwsj/GtGcj7R7BVkGp235fWWrulxFeyTWMcE
AlQ2hp6BHpON1nQn1AiMwVSPseOKoZoPKN3aaHpCWF/cSi3trSCKeW1Pow/XDAzux9Qlo6t9leNP
g+FtsVSmysvy9AawuYNWifVLtLeGatrM6SXamKRR6ScYkU/aUAjpt1UKo+/g8gTRjy1NHqTQQ3dz
Et2Jbf6wlxcXCPJwB+JQTH9mgfenA8sVVdIg8gX19FBCdUiN1PJMl1NJaPEk0krS/wB4jSMf3h+E
ivbfFVmm2mheW7iIzPeXct/azWlxPFHaW0Qt5J5IpCsH7yTlGYwxIbcbn4vhKrrG+8iWdzqmssdR
nt7rTvq81tcSQykQljBzEr3DQ7J+7XlT9pSSx44qo2lr5DjsFb6rf2UdjA8rLD9QRfUllEBZSUiV
T8aPy+FKcQ29FxVCQaT5fhRhrNpcv+kJJ/qzoloklvatcvAxIYO0knGENJVfstxO4AKrKvrfkz/l
WX6XrqX6E+v/AF30/Si+t+t9c+zw4cOHq/8AC964pZB+aGsnS/J9yUHqXF68dnBbfVnvPXMzUeH0
Vpy9SIONyBksY3YT5bMd/KjX721K+X9a1iO8llSmj27n1Z0NvJcQ3MLXCkrMFNtzXuFPUimSnDaw
iMt6tPfNh1R9Zit7bzBb6UrJC8cLXMcMwpPRmELxSiUSHigJIH7NDXK2xjd1rPmn65brD5y0spdh
7hVjljZeEcqVYMtvIqxIqsnxEV7nlVgoRsknn59PlvLHzdpc9nAjLd3kj2/CKUOjD95HblFpFWvP
+b5UUoXVdY1q81DVDZebNGhlgnjbSPrCxSG0j9BhPy5Qqys7Uo/IjifkCoRV1J531RLGbTfMuiXN
hZQW410ExyxPco3KR6iN+AbiONWHsBilQv73zrBo13execNNlbTELXlypjZY42UMhmjit5asWB2V
FLD7NCcUJ3H5hu/0VBDP5l0lNVghmtb2VJoihvmWlueDAEEMj8koK0O3gpSiPUvOsRtFufNmlmS8
tXurZ/3cUM0KOCZU5QN9mE8yfUPyA+LFCEW/1l47oRec7LnF9WS3Zr1UVTFJyl5F7dwBIGorP6nq
DpQdFUbPrfm0+X5r6LzRpRWPVzGmoKv7prQgUtl/dSB5SW24V8ORxSjTP5wu7a0bSvMunzxW0c82
pTs0XN4Zoy1o54wMkdOvLiFp+y2KsYRvMun3U00XmjSLSG6gnkvpYJrQKZnjE0ErFYIiJGozcvRe
qVLE8VxQyJ4/NGqadHNa+ZrK5u7KS5uWe0lj9F7eWWlv6qiK4U+mkciglD8Q/aIriltfM7C60aY+
ZbCb0BIdUtpLmO2aXmGp8DRCgTmpAIQmnXrVQkvmS5u76/OnNr1hLod1eTTXM8l3aPHAgPKJKXCy
MXUpskey/tVBpiqLur/zhpmnrfSeatPkjuhJ9RZ57YJcMqMeMTvBFEvEnb4qVAqafDiqveXvmmN9
HS98wW+nanJFC89jNNFVpGmk4cvRh4OsikRlgVWo2HIghVNPrPm3/lXnr/4h0v8ATfL/AI7vwfUe
P1inXjwrw+D7P2vffAlCfm3rYg0kaVa61PpOpzATxQ28EjS3qglFtIbgUWFpJCvJlbkq77LU5ZCP
VhM9EJ+TP5f+ZvKlvqEmuzW7tqCWssFtFRntpODNdRFgoUJ6slVVCVG577uSYPJGOJHNW89OsWrX
D3vl59TsZFtIoZIrm4tzLP6peNWRf3LlXAo1eX7O4OQZpdJZw3LSG48j3Bi9P0WQ3d6VMLARkrH6
QT1ONPf/ACtsVRdrbWul+VYbLT/KN69hrUJN9pKz3I+rvQKyH1Qrpy5KOS0rQn9nFKW2Nvexm+nb
yawEA9W0An1GrTIhb442jIpxQU9PlRjTcsaKFtvNq3l3S9Tt/wDCmoasupXMyS26y3DAQB/3QhIg
JjVVkJ3etd1Zj0VVtNa/ttJP1HyhdouoI31y1v5rqSVUhuEUQoyo3AGNywP2mIqeVC2KtanqWmaX
Fe3155Sngg9V1e4nuLxYRWkZY/umCcvVp+7BDH7JbjXFV1xPPd2tlFq/lGWeyhtmtozHPfsv1R5k
hX1AI2DFYWMh5sT8PJT3CqJvtOg05o/0f5TefS7S3ngjjD3nqtxlEcXHgshCNG7n7DN06KC2KrZ7
maPyzNZ2vlC6NmwE8cM0uoPL9ZVyihgImuOAWIdDuCBTieWKqYiGhvrMsXlN4vryrbT30ElzVrd4
fjLc451UxkHf7NPtEGgKqGsNH0S7eWQ+Rr5JkjsuNy1zdKJleP02Kv8AAeUSSN1UEnduB3xVH6Dq
F7aW8Jh8oXtpJd1t2tmnvHXgYkf/AEh5Im+yZXVWOwAoNxxCqVX+l6DHbXs975InS0lQzX3K5vUT
9yp4s5pRhRI67DjSvxcRiqcx2eiat5dkvLXQLhTd6e7rJby3NQUZEjWJnjqxKUkDCMttTixqMVQk
cl3d6Fp+ky+Vr91tJK208s16snKoMjyyLFZvyb1D1+Gu4rxxVT1fzFE8enjUvKjz6lPFdR2Gmwy3
cDmG1DmFFiMSs2w+26JTl8HLpiqc/ofTv+VZ/o//AAx/ov1in6ArdVp9dpz5cPWrT9504+/HfFK3
8z00m7vtJ01Dbtrl/J9Vo0rpPFYyfHO8fEMkdfSA9RxsK8KvQZZjOxa5jcMj8l23mqLSi/mW6M1/
M5ZbekJ+roo4hPVhSMS8uPPkVHWnbIzq9mUL6pf5k8kavql/fXmna/PpD3lvFB/o4k5K0L8+VRKq
bio+xy/yqbZBkhbPyJ5oEdu9x5ouhPGg9VQ80oLq/Jfi9SFGUAAGsQLb12NAVXQ/l3qkduIz5iux
JylkkeJ7mIyPIqgM5FwzMVKA/Ex8BQY2qk35feZLnSLC2uvM1yl5b27x3E9XnLTM6tFMGLRDnCEA
DcAT12qcVWj8u/MjyJFdeaLm8szERN63q8mf0YohSNZRGVLRM7c+W7bUYl8VX2v5eeZIkt0uPN99
cLEV9ZiZkeRQZ6glbgBeQnUVA/YH0KrLz8ufNEx/c+cr6JOQbifWOwijj41S4jNKxFtz1Y96kqs8
jDiNRIQzgAOyggE03IBLEfecCrsVdirsVdirsVdirsVdirsVdir5u84nTbnzTdQa3HYaL5lmrc6q
88kk1l9i1FnHdyJLzERVZl5IEKkgleLVOUDVcLjEXYlT6J0+WSawtppTE0kkSO7W7F4SzKCTExA5
J/KadMxS5LFvNGs/mFaapNDoFhp15bNAn1OO4m9O4e4LVkFDIgKCIEjYGuKoa41D82JZ/wBzptvb
xxtLw/uXWQCRhEXJuOQBj4kqoG9fiHTCq+LW/wAw7oa1aR2CQXllHCLG4a2ZYZZS3730zJcBZQUB
IHJeNaFj1xVTGu/mVYxyQ32nWs7pYM9tcRlfVuL5aH01tlmJb4KkgMBtWoG2Krr/AFb82IYYZLbS
tPd2YCRJ3ESgNGgHKQXD8D6rE/Cslfs7bOyq2z1b81Gn0+TUdNtLOJpVivIEeJlIeQgt6hn5D4Kc
eKsa1+FqgKq6fWfzOjndzptrEjmSG2hd4SHYT/umUG4jJdoKkpzptWo6FVEWHmDz7Frr22uadZW2
kujJbXltL6kvr7lOcRkDFWVHIVRX3rtiqF0zzL+ZM0FvPe6RZxJeTRLAquqfupAzV/ezo7MEFWXg
CvQB+oVa13zd5s0681GIiwWOAlrKBSkl26+oOAMP1jm5dAx4hVJ8RihW0LUPzNuZI57+2hgsriFp
QrwpHJE7W4KI6m4ZgFlHcE70PiFKGk1T8z7XRWDraTXMdmGe7f6uH9YuV9Xj9Yhh4ldwDQe5+zih
Mrm//MC1+vy/VI54khT6jGsayM03ONWqFmiJBVmNDQbbsB1UpXdeZ/zMR5YItPsBPbQGW6+KB/TJ
RWUyI1/CyL8RqTX7J36Eqr77XfzN0zSGuv0emoMsNUEUIuZ3maU8QEgmiVl9On8oHUt+ziqcy6n5
ym1O0WysoH0iaBmuLsMjPHN6RKqP3w29Wg2RsVSxNW/NO3FjFPpltcM/px3E6oKFudGduNwfT/di
p+EqOxJPDFUb+mfPf+B/0h+jbL/E/Pj9S9dfqtPX4V9TnSvp7059fuwKxb8zPJvkc6k2vrJbp5qe
8sne2nlV4rrkBZpDdQPy/cNCWDEAbVPSuWwkeXRrlEXfVnHkefUJvLsH12wTS2haSC30+OOSMQ28
LmOFKSAE0RRuBQ9RkZgA7JgSQxbzyvka38zw/pIXE2t3gglgtbU2yyM0BdI+JlMb8iryHZtlQ0of
tRZsUnsPJF/c6bHHHqr2Wkm302CeOe1aThGZJFd04u9OQ4leQbj+x4qEXolx+XUmpRzWEGswS6RB
eThFSEWzoYeMzmSPlDJRXRah6D4Q2wOKoC1P5eRafIlwNWq/ooxDWN3xW3t5XjqwVkoY4dw4pWnH
4atirepSaFb6tFeWdpefVbdV1O2hJtWkvZbqJZZEWYsfRaIOnM0PMsAWpvirWnwaDbarBe3+mT/U
rCNII9OhW2mkS4LmVuUz/V/3dUZOCChr03OKoye8/Lm+nv7pLPVbmMXMkM6yG3S3R2Naos7gBQN0
NNuI6Yq01n+XGlWEmiMurvb/AFqKxacG1kkM0Us/p+oyH1AKyv8ABKv2VAK0b41VTRrr8uZ9a0yG
3i1KF3SW7snKWwWQvA0kruyD1Y341XkpUEqNyBiqMsovKFtokUUemXM+jeZI0kgvv9DW5aSNzyga
LjCiU2A48gQW6AVxVLdJ/wCVbzW9xqcZ1qWKH/T5orsQqrm6uliKs0gVBxls1b4nAFdjy2CqE1Gx
8s22mpHdaZqBtrik8yJNa+rHDZM9qJFQQKqN6Nt6nwUdW2DLucVTvRvInl3zBLZs9nqFnBPYyTQX
Uc0AWSCdfTRp0ESEScX+BeNBxPUYqzWX8u9Ck0C50QvKLe7ne5llpAZC0jlypBiMbKCxoGQ0+YBw
JS6D8nvLMElvJHc3im2ijhiQNAsYWK4FytI1iEanmtDxUVFe5JxtUVJ+V3luSxjsnaZoYppbhP7m
vqTKisTSLf8Au+p33O/ShtUCn5MeVRqV1fy3N9cPd+qZYZ5Y5Y6ytyJAaMmqtutTjasj/wAH6H+g
P0F6J/R/P1eG3Ll6vrdafzbfLbAqSfmH5a0aS0n16WC7+tw28ltN+jEVpZo5+MYM6Di80cFefHlS
la1GW45Hk1zj1d+VXmufW9AjtbjTp7KbTILeITuWkt7hCpRZIZm+JyDEwkBqVbueuRmN0wO1M1yD
N2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KsH/OCO3k8pcbjRTrkEc4nltmme3tokhR3
a4unQgtDFTk0f7Wwpk8fNhPkw78jDqet391quqLeW0mnrFJp70WG3urXUvrF0vNQnx8GuCftkL8N
PezIaFNeMWbe05Q3uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV5r+b2jrJJYaiJiJZq
adDZKJuNxNJKssSzlWZPRUoWZfT5N9kE1Ay7GdiGqY3BZX5L8yp5h0hb+CweysahLRi8TxyqqgM0
XpsaIr8kHIKdug6ZCceEs4ytFa1pWqX0sbWepGxiEM0MqBHYs0pQq4ZZIuJT06dK0Y0KnfGMgOYR
KJPIpPp3k7WrK9t7p9bl1B4UlQG69RuDyg0kRTI6ngPhCkVp1ftkzkBHKmMcZB52hn/L/V4raGG0
1+4423ppaxSF+EaL6qMQwfny9Oei0YfZAqNuJ8YdQx8I9CjovKeurdwyv5huHhhMZEPGQcuEXBuZ
9U8uTAPuPnyqTkfEFcmXAb5rIfJ2tR2rQHzFdFmNvWX96W4w/bALzOQZD3B6fa5HfCcg7lGM1zQV
35dvtJg+t6h5pu/RWFLaN2Fwx9Z1WLm6xzEMD8R2UFa8udV5ZITB2EWJgRzKWiPT4tMFpa+a7q39
SZrn1ZIryoLuVYEmRJFJl5NxZ9xU8f2slvd8P3IoVQP3q95NpK2Fj9a8y3IuLm6We2ujDdV5JE0F
FQN+6jZ/UepNG8SowAGzspIoWUqtZdNWJ4ZPPV5cy1eEOqXgYSAcDz4ybBHlQ1HHoanqRM3/ADR9
jAVX1I1dT024tUsJvM93FNA/qCREvllf6zKhjWSjdAA8aBXII+IdMjwkb8P3MuIHa/vdrWl22nPN
p2o+bbgS3jNLJbencyVhflVeEEm21ST36sCMYyvcRWUa2Ml9vc2+oLpmnJ5smFxDygf0Uu/Um9QA
q8jlk9NysyV58uLbKQa4kVZ4fuSDdC06XyRqod5Tr9wZyII1npIXWKI8pFq0zf3pC7jw+Lkd8r8U
dzPwz3qP+A9dcRCbzJO5guUuIjxmqAFZZE5NcO3xBqA12FfHD4o7keEe9FWvkm6t9dl1OPWLhYZ5
5rme1Tmod5OQjDfvChWIcKDhvx3+H4cBy2KpIx73ahH5H15eLHzNdl+S+pvPxZVcPxANw3EmlCQe
/htj4o7keGe9bZeRvMkF36s/m29uoQnEQOpUBxRg1UkWv7wVoeq/DWmE5Y19IRHFIH6iU/8A0Rd/
4d/RX1+T639X9H9JVf1PU409X7fOtd/t5XxDium3h2q3jXmzzTrOq6/Frmj6s9/pdq8txpVjbWgm
aCO3ht1kuvqrupuWP1+oJ+KNRyVeuWiHDzDUZ3yL3OyuLe5s4bm3NYLhFmjanElZBzBIIFCa1zHL
erYq7FXYq7FXYqp3FtbXMYjuIkmjDK4SRQw5IeStQ13BFRhBpBCDby55eeMRPpdo0YT0ghgiKhA3
PhTj9nn8VPHfDxy70cA7mr3y5oF8LYXmnW1wtn/vMskSMqAqV4hSKcaHp079QMROQ5FTAHmHSeW/
Lsru8ml2jvIxeRmgiJZiQSxJXckgHHjl3rwDuXf4f0H4/wDcba/vG5yfuI/iavLk3w7morjxnvXh
Hc4+X9ANx9ZOm2puKBfW9CPnQKFA5ca7KAPljxnvXgHcvTRdHRgyWFurKQVIiQEEAKCNvBQPoGPE
e9PCEZkUqcNxbzhjDKkoQ8XKMGo1AaGnehBxVUJAFTsBiqmlzbvII0lRpCgkCBgTwbYNQfsmmxxV
UxV2KvEPzM/L7zRD5vuvOdvqckGlTzW0Un1Hkt3ZW/oiKS4ipQu/r0ZlTdl+E7VGXQmKpqlE3b1j
ypqkOpaFazRXMl76S+hJfSwtbmeSH4HmEbAUV2BYU2yuQotkTYTfIpdirsVdirsVdirsVdirsVdi
rsVSzXvL9nrVt9XupJUjqvIRsOJCyLJQo4eOvKMUbjyX9kiuKsdP5SeWfRiQTXKSwmMx3KGFJQIp
TMqgrEAFLHcAb9etSTarI/yf8qQlDbNPbMkryloPQiL+ohj4vwiHIBWPv4k42qNl/LXy/L9TDS3Q
FjGIYlWUKpRZGdVdQtCAJGT/AFdsbVCf8qj8sFXVpLhw9eVRbgkFg9G4wrz+JVNWqdhvsMbVen5U
eWUujcJJcKPhMUAaIRRMhkKPGvp/CymZuJ7Y2qY/4E0T/DX+HKy/o3nz4VSv2uXGnDhxrvTjgVJP
zD0bzXcTfWbHUD+iVQTvaPJFbrFc2rCS2KH0+cpllp8DyBagV8MtgR8WuV35Jz+XupaFf+VbOXSH
tuHANeQ2nNY4rqT95OvCSkiVkYkBxWm+RyXaYDZkmQZuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV
2KuxV2KuxVhX5vtD/gySGe/stNt57iBJrm+ia4+ENzC28Cbyz8kHBO++TxndhkArdiP5KahFeale
voVpbR2MdLfXJpZeV4Wilums90HCU+i8a8tlp9ljSgsyAVvzYQJvbk9jyhudirsVdirsVdirsVdi
rsVdirsVdirsVdirsVdirsVdirzf83bjVvRW2FhbXGkNbPJNqM1uZJbKXmIzLbyFivrskhWFQvLl
vU/ZNuMCvNrmTfknn5feWvIWjWkx8pyQ3BeK1tr+7inFw8n1WLjB6pViqt6bVoAvXpkZEnmmMQOT
LMgzdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiryT8yfOUjeZ9N0ebRb1tP0++jnF0nJ
JLyZI6+nZKGRX4GZA7t4ngAw5C7HHz5tUz5cno/lzy7pugaatjYq5XkXlnmb1J5XY/alk6uwFFBP
YAZXKVlnGNBNMiydirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir5u8421/o/nR/LUeiya
roMrrY2MepvSPULq+ggmkT62VQhwbSNUk5clfqeJIXJEuIW41Uap9CaICNFsA1s9kRbQg2crmWSE
+mP3TyEtzZPslq75jlyQjcCuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVgH5i6te3Ev
+F20r1YL5Fube4aYVuEs2FxdQwoiu6ShEARmoKtUHahthHa2uUt6T/yHpUOm+WbVIpnuFui9768y
PFK31pjMPVR3kYOA4Db9e2RyGynGKDIMgzdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdi
r//Z
uuid:2ad59ca6-f12d-024f-a157-42a2db12686d
xmp.did:F13C2CB445206811822ACB1BE5B48614
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:adb39a56-c1e0-d64e-b96f-58868964ca77
xmp.did:0980117407206811822ACB1BE5B48614
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:61ED9986A6206811822AB2CE5BB27C03
2018-11-25T22:15:58-06:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:F13C2CB445206811822ACB1BE5B48614
2018-12-01T21:40:52-06:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
5.500000
8.500000
Inches
Montserrat-Regular
Montserrat
Regular
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Regular.otf
Montserrat-Italic
Montserrat
Italic
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Italic.otf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Bold.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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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=88 M=55 Y=27 K=6
PROCESS
100.000000
CMYK
88.232201
55.303299
26.871099
6.280600
R=61 G=97 B=61
PROCESS
100.000000
CMYK
74.865303
39.557499
83.700302
31.335899
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 396.0 612.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWˮ$9Wla{K#BZb8Ww]TèN;'Nwz=~y+^m?_=ʽ]}R_r?_.<ÿbܵZ[Z]~~Ϗ|څϞ?}#֒XTĚvcݽW>۹EKgķ\Y~ޥU/)x]icu+;vĬo&RrvޓЂC֢Uήm.~1XĠUvRة(VտڶRf2{/;kBֻrAZuұtva5jprԹ#c >Rp8+U=;]Nȭ\*дƝ}:3q1\Yڋ8UpɩJV\WU&:D·V5 89w'(wʌ=r<}Mf^.`}30>FS*%@$W| ?CCO.=eޫ5's~M