%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2014 Contractor Survey
2014-09-30T10:47:50-05:00
2014-09-30T10:47:50-05:00
2014-09-30T10:47:50-05:00
Adobe Illustrator CC 2014 (Macintosh)
160
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACgAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FUNqWpWemWM19eu
Y7WAcppArPxWtK8UDN38MjKQAss4QMzQ5lJovzB8pTSNDFfEzgIRF6E/NjLx4KiFAzs3MUVd6ZWM
8D1bzo8o3I+0PKo9G0dXYP5ySGVwYYolguordCL9JHUs7HjEJJFUVOzEEnMIQH877+93Byy/1P7R
f0/emFzZaIljbR6h5oiupLHWZ9QmlntLhlkEqMfqsqgn4/hMhTqVFQAByyZEa3PXuaoynZqFXADm
Pn+hq48q2sElvZ3Xmq2trjR7D9GPMsEq8njBd15l+Msj/WQJI0blRqUrgljF7yqgsdQTZECRKV8x
+ANtiitW8o6JrF1dQWuq22m3k9taGa2hspo5Ihb3E08skcMp5AOkZjpSnwBSOgyUscT1A+DHHqJw
AJiZCz1HUADf7figtEl8q2F+mrN5ktbqqi4SKWzvGgiAit1WeNuQZW52jGrHdWPvyjHhBux8izyj
JIcPAR8R57fammifUdB1lNRuvNCajBYR3YuXmtbiRlhuJFmkkMqMyD97bz+mx24lqVocnCom+K/g
1ZbyQ4RDhuuo6bfcRaEnsfLs1hd2z+Zbf1LEXL3001rcc5EmdoFuJlLr6lxBJPRHXvTxFI8MSPq5
eX43ZicwQeA71W499DuBrdrUfLHlqxtvSvPMqSKl4LZUnge4SG6iuUvLiJWUkqHgFGRthyc9CQE4
4gblYZ8kjtDpfOtqofb+hCjTNKsbPUbq083Czs9RvmvLaSKzugsclnJcXKW5oaFIgQzrTlxQb8eO
CgAalsT3FnxykQDjsxjXMdaF/H9Kcx+X/Ll5JBYnU7fULxdSjuZLlbaZ5poGnMrLcOrOtJPXWNJt
lIG3gJ8ETtd7tBzZIgnhIHD3jY10+V0kWpeWtFeZbT/FSC606QicraXMhlksEuTNJOyMeUrF/wB8
yn/dYpuBSEoR5Xy8i5EM86vg2l5jrVV5d3vZP5Ev/JujG7kbXvr95PNcMlY7hBGlIjKio/JnZmVW
LNVj0qeOW4ZQj13+LiauGWdDhobd3my3T/PXlTUJIY7TUFeS4JW3RkkjMhVkVuAdV5UMyVp416Zf
HNE8i4U9JkjzHL8foT3LXHdirsVSPUrjzul7IumWGmTWI4+jLc3lxDKfhHLkiWsyj4q0o52yB4ul
N0PDrfiv4Ib61+ZX/Vr0b/uIXX/ZFg9fkyrD3y+z9aH1BPzCv7C5sbnStHNvdxPBMF1G7UlJFKtQ
iyqNjgkJEVsyhLFEggyseQ/Wx+TyF5he7F4dG0xblVgWOVNXv0ZDbIqROpW0BDKsYHvvXrlX5fe/
1uSNaKqzW/SPXm0Py+1v6816+g6TLO7yvL6uq30iyevIksiyK1oQ6lo12auP5fe9k/nhVXL5BTk/
LfVXtzbDy/pKWzHl6K6vqPH1BGYRLvan94ImKcvDB+X6frUa/e7lfuj8lebyJr87s8+h6VM7H1OT
6vqDETkIDcL/AKL8Mx9JDzG9RXrXD4H43QNaByMvlHl3e5DzLf8Alm5ie6stGtJfqklmpl1S/YND
cTGZ6k2Z+Jpa079hkJEYzvXLzbccJZx6RKW98o8wPf3MftdI0a0isZre10SOL00W1YaxqFJEEhCD
ez3qynbvTwyqsfePtcsxzkkETvr6Y7be9ENHp31e7s4rXRbW3mtpY7y1i1bUoka25yu3KP6mBwia
STjtRa08Bh4odCPtY+DnsGpncUajz28+Z296Fm0ry/N9Y9Sx0Is7GRgNW1ANHzYueCiz+EH1fCn2
f8nInw+8fazEdQK2n8o/r8vvRF1o2myzSCWz0b1hIbuULrGpc/XiV4muTS0rzBYgv/OAOopkjwd4
+1hHxqFCdcvpj13r9ncmtl+XWpG3jktNF0v6vI5u0KaxqHBpJUkRpafVKVeOYqT3FPDLY4LG3L4u
LPXUSCZXy+mPy+xHw+Rdbt7yO7tfLujW0scqz8YdUv0Quknqx1QWnHjG9Si/ZFSAKEjJ+BvdD7Wo
6wEUZSPwitm8h69NfT38mhaSby6maeecatfqz81dWjJW0FYysrDj0oadAMBwb3t9qRrAABcqHlFv
TfIuu6cIxb+X9HPo3Y1CL1NVv343Shh6yg2lA3FuJ8QBXoMMcFd32onrBLmZcq5R5dy/SfJvmfSp
LKSy0bSkOnyTTWobVb1grXEfpSbGz3qo74xwmNV0Rk1cZg2Zb10HRkX1r8yv+rXo3/cQuv8Asiy3
1+TjVh75fZ+t31r8yv8Aq16N/wBxC6/7IsfX5LWHvl9n6050l9Ye05avBb293yP7u0leePj2POSO
Bq+3HJxvq1T4b9N15ozCwdiqAvtf0exjaW7ukhiQgPK54oCxCirH4dyaZXLLEdW6GnnLkETa3lrd
xCa2lWWNgCGU1FD0yUZA8mE4GJohWyTB2KrZJEjUu7BVHUnYYCaSATyeU6zJ5z1HXWttSbyjLCxf
9Gx3Ed4920QNUBVyFPxbmm21P2qjEmYyO/C7bDxY43A5B30Q3pXlj802023km0nyfb3UHptZRCK8
KxInOQqeLOOXqMOLKx4ip3rQTGEd0WE9bufXk3578+io3kz8yHmuZpdN8oyNM8yBTFe727I5QM1K
8mkf94N1p03x/Ljuio7QIAAnk28+rbeS/wAwSLtRpHk8q5Itqw3g+HhIQJaV5AyMlaU25bE0wflx
3RX+UJbevJ81uo+WvPdqitb2PlFJFduCywXp/dlyQ1VPLlx3I6c6muRliiOYiyhq5y/iyfP8f2Ml
8j69ql01zZate6M8trSGGz0lpiYijupWUzHaicF48R8QbxAF2PIDts4uowEeqpb9Sy/LnDdirsVQ
N5ruk2aNJc3KRRp9uRjRBU0FWO3XK5ZYjq3Q085cgiba7trqMSW8gkQgEFfA9MlGQPJrnAxNFVyT
F2KuxVh/5s+abnyz5F1PVbWn1mNAkJIqA8rCNSR3ozg5RqJER2c/s3AMuYRPJ8twfmTfX35f6/5c
1m4e5uLhormwuZWLOW+tRvLESfarr9PtmADtT1p0gjljOIrv+Sf/APOPHnrVNL8322gvOz6XqPML
CxJWOVVL1Xw5BSCPGmTxT4ZON2vpYzxGVeoPrXNm8Y7FXhP/ADkb+Y+u+X7zStK0eY20jH61PKP2
hGRxT/VYk8vlTucwdTM3T0fYujhOJlLfo8h/NHzxaebf0HqduPQu4rd47y3BNY5g9fhP8p6qf45j
k2Xc6PTHFxRPK3uv/OOHnfU/MHlq5sdTlNxdaY4jWdzVnjYApyPUt1Fe9PGuZemmdw8/23pY45iU
er1/Mt0bTsFUseigk/RiUgWxOaZ5pWlc1ZjU5gk2bdpGIAoPlnWbDzbY+bde826P/o9raavfKuoe
tFGvOOZnaOjuvLkrCi0PPoK5jnm9PjljljjjlzMRs+tvI+vtr/lPS9XdeEl5bxyyL4Mygkb+Fc2O
GXFG3jNZh8PKY9ye5a4yX61cPFahUNDIeJPtTfKs0qDkaeFy9zyv84445fy51WOVzFEzWollClyi
fW4eTcRueI3pmHPk7vQGsw+P3F57+SfnFdB872nluw1eXVtGv1ZWZ4WhijmVS/7kOzPxYKQaqu9N
sjimYyc3tLTeJiMzHhkH1NmzePdirsVY7+YPlOPzX5Tv9EZuDXKfu3pWjqQyH6GUHKs0OKLl6LUe
DkEnyFceXvOXlG4utOvPL0c88jqY7qa0+thSiuo9ByGSjepyKkHdVqNs1pFc3tI5ceUCQl9tPSf+
cf8A8ptej8wR+Z9atXsre0DCzgmUpI7uvEsUO6gKxG++X4cZJvo6vtftCAhwRNkvpbNg8o7FXjP/
ADkN+WGp+ZrO11jR4/W1CwDLJb7BpImpUKT+0vHYd6nvTMPU4zfEHfdja6OMmEuReAGx83XVhbeW
4fLKx3MBdJJ0sCL2XlJz/fTOCfgIoCONF2rTMR6LixgmZnt79n01+RX5dXnk7y1J+kaDUr9/WuEU
1CCgCpUbHjTr417UzO0+MjcvLdra0Zp1HkHpeZLqHEAgg7g7EYq83/Mi61nQfLeoXGl2k15flClk
II2kIZ9vUIUHaMfEcwMsTF3ei4ckhZodXzL5Y/K7zv5l1RLaLTriBJH/ANIvbqN40QE1ZiXCl29h
vlEYk7B6TPrcWKNkh9oeWtDt9C0Gx0i3/ubKFIU8SEULv77bnNnjhwxp4bUZjkmZHqmWTaUJqlo1
zbcU/vEPJR4+2V5I2G7Dk4ZbsaeP7SSL7MrD8CDmIQ7EFKtI/LLymfMtrr9tpcVre2jMwmhBjQlk
KGsa0jJo3Wle+Sx4rNss2umMZgTdvRczXTOxV2KpD5n/AMeUT/C36LJ9Nuf6U+sf3nNeNPQ/Z4cq
960yufH/AA05GDwf8pxf5tfpSG4T85nWREg8uPOEDRTyi7MPIsnwGh9T4R6m/Gn2fcZXWS9xFyYn
Sjrkr4LrU/nYyFZl8uwtHMVqFvOLw1joygOxBoZOtNwvY4R4v9FEvyn+2cvL8dzOsvde7FXl3nD8
3oYdUm03yzrGkR3mmR3Lazb6xBqIZTAAaRGCPi3EBywHI7Cg65jTz9AR8bdtpuziY8WSMqlXDwmP
X3lJtO/NjVLia1uv0j5dXTru9a2tp2tNSSSVGUCLh8JCkShlYvx2FfhyoZv6v2uTPQAAislgd8U/
8n/m/p15dSWmvatpz3UotDZR6bb6iF/0kIn7x7iID45ZAEp2696W49QOpHwtxdT2dIC4RlW92Y9P
ce56XmS6p2Kpdr6a6+nOND+qfX6jiL9ZGgI3qD6RDDtvvkJg1tXxbcJgJeu68uaD8vw+cI767Otj
TFsSFFmunrMJagDkZTL8JqeVKe2RgJA718GzNLEQOHivrdJ7lrjOxVhH5ga/5z0J01CzudHs/LkY
AvLi/S9kuQaMzmNbdXTZV25A75RlnKPdXxc/R4cWT0kTM/Lhr7WCTfnH5ilunSK78vyxi1a6hZ7T
VXZ4SHaOb4Y9kFY1cMA3LkFr8Ncc5z/R+12I7NgByyc65x+X3pjZ/mj5rvJZLGy1Ty5JqLGO1tIR
bausf1xZI4p0ZylGTlKvBhTr7E5MZzyuP2tUtBjG5jkrmd4cuj1TRv039QX9NfVv0hzk5fUvU9H0
/Ub0qer8XL0+PL/KrTbMqN1vzdRl4OL0Xw+aNyTWtMak1JP0MR+o4q16S+Lf8E39cVd6S+Lf8E39
cVd6S+Lf8E39cVd6S+Lf8E39cVd6S+Lf8E39cVd6S+Lf8E39cVYr5j1HzpbX08OmaKmoaf6SNHK0
pq7MwR42UuvQEtXwGYuWeQHYWHaaTBppQBnkMZX/AGH9CVadrv5klVhbytHZQRoFjUT8gArIoVVW
RePwMTT/ACaZAZc381ycuk0Q3GYyPu9/l+LRFzr/AOYscCSReXFlZo42eL1yGWRkYuN36K3Ee++J
y5v5rCGk0ZNHKRuenn/ahpPMn5pIoI8rJISpYKLgggjkADWTr8I+/B42b+a2DRaE/wCWPy/YiJNf
/MZbcyDy4pk4FlQTV5MGpxp6nw/Dv3/HHxs381rGk0d14p+X7GT+X59UvNKiuNWszp985fnaCUvw
UMQlWBIqVocyscpEXIUXW6rHjhkIxy4496Y+kvi3/BN/XLHHd6S+Lf8ABN/XFXekvi3/AATf1xV3
pL4t/wAE39cVUbXTbC0hEFpAtvCpZlii+BQzksxCrQVYsScAAHJlKRkbJtW9JfFv+Cb+uFi2iBOV
CTyNdyT2A7/LFV2KsP1f8uBqWsTakfM/mCz9YODZWl+YrZQ6cPgjCHjx+0N+uQMPMt8c9CuGPyYF
qXlb8x1ufqdvp/mC90+IzMLyTzLbpJL6UryQxtGY+PGYAKeQNFNCRxysxl5/NyY5MfO43/VQzeTf
zSiMscttr+oJbCWK2lXzJFCZo3ncxScXSTjNDEFox616gjYcMvP5svFx/wBEf5qtJ5K/MmO6nWOH
zDLbwRzfV+fmiJ47jnKUCOk1q5DCKQsvL4fhCmp3J4ZefzR4uP8Ao/6X9qB/w7+aMYgNxY+aYIGE
VoVj8yW87oZ5uZm/dW7k+kaKxYU4HrQEYKl5/Nlx4++P+l/ajrnyz+ZTiWf9GeYi9zFHI1mPMtoU
ilVzE0aq8BibnGTKxPIVpsDQh4ZefzYjJj74/wClKO8teQPPV9q9/HreoeYtG0cKy2LjXoriUtRl
2WKE/DSUspZgylRXlRaSjA9b+bHJmgAKESf6r0Pyx5QGgPM/6Z1TVTNGkbfpO5+shfTeR+afCvFm
9WjU2oF22yyMacXJl4ugHuT2Q0Ub03X9YyTUuxV5n5o/LrWbS0k1DRNZ8zarqIDxppy60trGwmDK
ZOU0bIpjD1TbqBlRgRyv5uXjzgmiIgf1WGnyb+aqafd20dp5mnnkKS21xc+ZrQ0cwyqAQImKGJ5A
aKaMwDchxAyHDLz+bkeLiv8Ah/0pRqeV/wA0JLAJcafr0s6xoA/+JLeF+Vvbxxq6cI5Wja4ZT6gE
x35Hl8WPDLz+bHxMd84/6VSk8nfmYoueFj5kmIj+rwCTzVblWCkILgcrdjHN8HqA079j8IPDLz+a
Rlx98f8ASftW6f5c/Mm9vEt9QtfNNsUWza8dfMMAgQRsYjGhFuPV5RfvZeDMSdi3LBUvP5qZ4wNu
H/S/tXW3lz80lWJbjSPMkxnmRbkyeaLNxFHGgVXT9yvduR4BX5LWvieGXn81OTH3x/0pRHl/yb+Z
uqatPba7/iHQ9MmZgt7D5jhmaKMopHGNInZm5whSars5p3qxjLrfzYzy4wPTwk/1XrPl7y+uiW88
I1C+1H15BKZdQnNw6kRpFxRiFop9PlT+Yk98tjGnCnPi6Ae5NckwdirsVSDXdZ812d56Wk+Xf0rb
cImNz9chtvjeQrIgRwT+7QB6960G+RJPQNsIxI3NfB5r+YH5l/m1pOr6Xb6d5e+rR3MZa7h9NtQ4
EXDxq3rQcUHONVbj1Fcxc2WYOzttDotPkhIzluPOuiT6J+bX5xXWsW9teaR6Vq+qWlrI/wBRnWlt
M7rK3ImmwUfF2yMM0yRbfn7P00YEiW/CT9Q59HtS6hqRNDFtxJrwPXjX9eZzzrR1HU+APpfESQRw
boKYquOoakGkAi2X7PwHfcDFXDUNS5KPS2IqfgbFUTZXFzNExnXgQ6hdiu1R4nFUj1yXXbrzbZ6P
p+qyaXbtYT3crRQwSs7xzRRqP3ySUFJD0ymZkZ0DWzmYhAYjKUeI8QHM9x7lT/Dfmv8A6m26/wCk
Sx/6o48E/wCd9gY+Nj/1MfOX60BqkXmnRbvSJX8wzX0N3qMFpPbS21oitHLy5fFHErA/D2OQlxRI
3vdtxnHkEhwVUSeZ/WzTMlwHYq7FWHqvmXVvMuu29vrs2m2mmzW8UEEVvayCklrHKxLSxu1eTnvm
P6pSIBqnO/dwxxJjxGV9T3ov/Dfmv/qbbr/pEsf+qOS4J/zvsDX42P8A1MfOX61Gw/xBp3nCy029
1mXVLO90++uSk0FvEUktZ7NEKtCkZ3W5aoOGIkJbm2U+CWIyEeEiURzPUS7/AHMry1w0Drmlpquk
3Onvd3FilwnFruzk9GdBUEmOQA8TtSuAiwyhLhN83kmoP+Wmhtc+Xrjzz5ijv0t0aYxXF3NPwBWN
HSWK3da8qH4NuppQnKfSOpc4eJL1cEa+H61EzflmPUj/AOVjeZXS4hntfTN5dyrT1uDupa3f4o2k
CByen343HvKayfzI/IfrSrzH+Xz+cbnQ9R8r+aJbvS4bRZUuNVe6NxKkt3Oy7mJTxXiUXkK0A+eU
5MJmdj06/FzdLro4ISE47k9K7glM35B+cGtr2MeYLQGe5jlQ87r4VUSgr/d/8WD7sh+Ul5OSO28N
j0nYeXkrL+Q/m4ah6/6eteH1I2/Hnc15fUvQ5f3fTl8WP5SXkx/lrDVcJ53077XaZ+Rnmy0bSZJd
dtXWxv2upqNc/Gn7g8RWPr+6PXxyQ0svJjk7YwyEqid4108/1vcGVOc378d+zbfEPbM95twVOaf6
QPs+Df0xVH6UAIJKSc/jTcVHceNMCWA/mrfWlr5h083EnANaSUNCf92jwBzA1Z9Q9zveyR6Je9jV
r5m8uRW86TIlxPJT0ZWaVRHT7XwpTlX3OY4mKdjOEiRRofDddour6dPr2kwwzB5GvrbioDdpVPh7
YcZ9Q97DVD91L3F7pm2eUdirsVeT615zk8v+cvMMUU6RG4nt3IdC1QtlAoINPGuYGTKYzNfjZ32m
0kMuGJl0v7yrP+bVr9RQpfkX4r6imBTCfi24moYfD7dcH5o1z3UdmR4uXp9+6r5N82P5h8+WryzJ
KbXTL5EKKUAMs9mxHTckRVHyOWYMplLfua9bpo4sPp6yH3S/W9NzMdKtlijmieKQco5FKuvSoYUI
2xUFhDfkh+Vjly+gxsXmNwxaa4J9VuJZgTJty4DkBse+V+FFyfzeTvSPzL+V2gaTNa3HlvyKuuTc
7qeVm1WW09OSYKWoJXcM03Hj4LTIyxjoGzHqJS+qdfBH+TtHttFt7ewj8vLoJWzhkk0wXT3notJc
3TFPX5EPueW381OwyWMUTt0/W16iXELvi3Pl0iyMsnF/9HH2h3b398tcVdyT1P7gfY61b+T54qsL
p6S/6OPtNtV/Ae+KrmZOc37gd+7b/EPfFXBk5p/o4+z4t/XFUfpRBhk4x+n8a7Cp7jxrgSkXn7yH
aa7ay3tlpmn3fmFVjjtpdTNwtv6ayAur/V2D/YLcad/bKcmGMt63cvT6uePayI+VfpYd/wAqj1z6
yP8AcF5X+rczU89S5+n6Yp+1Tl6lf9j75V+WHcPtcr+UZfzp/wCxTLyn+Uwt7yOTzFo+iNFHCjh7
A3nqC7D1O0zcDEF+zUV8clHTRvcD7WGXtCZHplL7GZ6z5ttNM1KPTfqV7fXckP1n07OH1eMfPhVv
iWnxZZPKImqJcXFpjOPFYAutyhf8cf8Afv6z/wBIf/N+R8f+jL5M/wAp/Th810Hnm0e+s7O40vUr
Jr6X6vbzXVt6cZkKM4UtyPVUOEZhdUQg6Q0SJRNdxefar+WPn3Ub2e+n0nyjJdXE0kk0kn6UJcFQ
UJ4ugDM9eW3Tffoazp7NkD7XKhrhEACU6H9VYPyf80BIf9xPlRnqDcHjqgB+P4gn77b4DtXuPfYf
lh3D7U/yif50/wDY/qRvl38t/O2k6ppmpR6Z5Xtrm3Zvrj2/6RJ4PIqkw+qWowgL/a/ap23Eo4KN
gD7WGXWicTEymR8HreZLrWN+ZtC85ahfQzaJ5o/QdmkTJNaixguy8hDgSCSU1WnJTxpT4fc5Eg9C
245wA3jfxYjf6f5z0xzBqf5uW1ndBAwW50/TIWCtFJ8ZRmXYvGzj/JQjxbIGx/E3iUDyx/aUIdS1
D0nJ/ObTpIZoZYYnFrphKymriblFIv8AdRkcugp8Rpgv+ky4R/qZ+1gv5nXWrSav5fkg/MG2vYng
JF7DLJbpcL9blAotissLFAPTLcqkrvTMXUHfn0dx2aI+HK8fXy7vNh1xPr31PUaeeYgfrkXFvrd/
8A4z/B/dbV9vDKAfN2IELH7vp3R8vNXWfXf0r/ym8ZX9HH939bv/ALX6O/vKelTr8devfrhvzRUO
H+7/AIu6P873oOafX/0Laf8AO9RBvrNzWX63qHxD04KLX0q/D1+nG/NmBDiP7voOkfPzRd3Prv17
X6ed4lA58E+t3/7r/S4+tItqD4dsb82ERCo/u/sj3e967+Vfm7S103TPL115jjv9dmV3RQ1zIZFC
tJX1JI1/ZUnfMzTZBVXu8/2lpp8csgjwwHuep6ZyML8pfV+Nd6k03HiMynUplirsVdirGf8Aypf/
AG5v+xrKP8r/AJv6XL/5D/5/6Ebf+b9AsdettAuJ5P0vdxie3tI4J5S0Rf0+fKNGQBW+1U7Dc7ZY
cgBrq1w005QMwPSOthB+cv8Ae3yv/wBtmP8A6hbjIZf4f6zPTcp/1P0hkuXOK7FXYq7FXYqw38x9
R8l6Jpr6trcOnJqEiNFp93qFo1ypliR2jVzFHJLwXm/ToC1OuVzIHNyMEZyNC68i8c0vzTpbAvdW
3kQm39ErBaaRqHxJfxKsYrLbrxaRSgFDSmze1Rl7nOljP+2fMdPikXn/AFfy858mzyaRp831mwEs
baQLiwsk5Xk1fRt5ERwOVSSwFTU5jag7/D9btuzYT4J1IjfrueQYnc6t5ZFlqROg1AvYQw+ty7nj
cb9NuhykOxjjnY9XTu9z13yN+WfkbzDo1rrk9lPBcXFr6LRpcsVCG1EVBVf5DmVhwCUbLodb2lmx
TMAQQD3edpu/5F/l01jDbm3uvSjllkUfWTXk6xht+Pggy38rHvLjfy3nu9vkrTfkh+Xzz6hI1vdc
rvl6/wDpB3rMshp8O3xKMfysfNA7Zz7ctvJHaD+VPkvRNdsdYsYLgXllGUg5zlkCtG0ZqvHf4XOT
hp4xNhqzdqZckDCVVJ6FpLI0EnBOI5pUVr3HiMudemmKuxV2KvB/zs1rXrTzpGul61ZaayWccfov
FeS3D8jJKBSG3nTfg/Hie2/bMLPAmV277s3JjjjqUZHfyr7Sw6bV/wAwIbqK1k866YJpkMkarBqT
jipo1WSxZRQkdT3HjlXhnv8Ax8nN/MYP5kv9j/xSJ8neZPNF95o0Bz5r0rVoXveMUHo6kgMkfBGF
Ws4uBpcKFLELU0rko4yCN2vUZcPhyHDIbf0f1vqDNg8w7FXYq7FVKSaRWIWCRx/MpSn/AAzA4qt+
szf8ssv3xf8ANeKu+szf8ssv3xf814q76zN/yyy/fF/zXirvrM3/ACyy/fF/zXirvrM3/LLL98X/
ADXirvrM3/LLL98X/NeKqNzq0Nrx+soYOVePqSQpWlK05SDxwSkBzLOGOUvpBKkPMGnlS4dCg6t6
1vTanf1P8oZHxI94ZeBk/mn5O/TdjIFCkNy+NaS25qFqSR+86fCfuw+JHvCDhmP4T8mh5i00mgkQ
k9AJrev/ACcweJDvDL8vk/my+TY8waedw6Hau01v0FT/AL89jj4ke8I8DJ/NPyRSXcjqHS2kZWAK
sGiIIPQg88mGoim/rM3/ACyy/fF/zXirvrM3/LLL98X/ADXirvrM3/LLL98X/NeKu+szf8ssv3xf
814q76zN/wAssv3xf814q76zN/yyy/fF/wA14qqRSSOCXjMVDRQxUkig3+EkYqvxViXmX8wToV89
oPLOvaqEMa/WNMshcQkyKW2YyJULSjGmxyBnXQt+PDxC+KI95QN5+a621w1ufKXmR3DIqOunkxtz
TmWUq7MwQfb4qWHYHfB4nkWQ01/xR+alF+cEU6Tm38p+YZpLeiyolkrgS8EkeAmOR+MiCQAhgBy2
r1o+J5FJ01c5R+aJm/NBltppofKXmKYxCbigsKFzAwUcavUiSvJDTce+2PieRYjT7/VH5rh+ZrUi
LeU/MSo7qjSGxFE5qrcmHqc+I5UJ47EGvar4nkV/L/0o/NQi/NeSV1jXyZ5mWVl50fTuCqKKQGkM
nDkQ3QHYgg4+J5FP5b+lH5pNqf5gaDr6Il/5O8yyXVrHN6tpHZkSIjiNHJVZVLqzvRaVNY222yrJ
GM+YLlYDkw3wSjvX2fj7UT5c8veVtcvbqIeXtc0dInlnWW/9S2ikkaaj+kFlY7sisKgbUIyA0sCe
Rb59qZ4geqEtgOQPIe5ktt+XXlKzlinhtXDx1XeaUhgxpRxy3G/4ZMaPGOjjz7WzyBBPPyCCuPyf
8hzxxxPYv6US8I0E0oAHJn/m/mkP+1g/Jwb49vaqJJEtz5DyH6EQfyt8mGNIhaOERGiVRNJ9l2mY
1PKpNbl9z/DCdJBr/lrU3fF9g/o/8SFTV/NyeXtQstFh8vaxfwvHGsV5YWyzWsSkmNUklaRSpHHe
o8D3y6xHYBwRA5LkZC/NL4fzRkliEq+TvMqqY2kKvYKjgryonFpQeTcNvmK7dB4nkU/l/wClH5rZ
fzWMNq07+T/MxZCoaCPTub1ZpF+HjIQQPSqTXoy+OPieRT+X/pR+bc35qelbTznyh5mYwu6LCmm8
pJAjqnJAJKcW51WpFQCfmePyKjT/ANKPzU4PzetLqJprDyzr97Asjxevb2SyRn05JYnZXEtGCtAa
8atuu1TTB4nkVOmI5yj82cWs/wBYto5/TeH1FDelKOLrXsy9jlgcciiq4odiqE1bUodL0y51CaKa
aK1jMjxW0bTTMF7JGgLMcBNMoxs0kj/mFoEdy9tLDqEcqPIjctPvOP7tiKhxEVIalRQ/OmR8QNng
S8vmGF61o/5Kahqd3q9/pOoXN7dysL6ZbfWVqzx/Vy5RQikBH4gou1ar3OQPA5EJZgKBH+xafQPy
NuY2kl0S7mSZ5LmUtaavIfUnePnyHFmPJ1FQPh6+JqKh+LXjzDr9yM8ueQPyf1cOunaFcxKglmKX
K6hBGfrihZuImYISePE03FPh7HDGMT0Y5M2WPM/c7XPy3/KHRrW2jvNAuZLVLiKJPQa/nCsWmuFd
wkjM6hi/I0bqAdqUMoRHRENRlkTR+5Kv0F+RcTae0fly9LWBBtGW11P92GkZxzJpzXnK+zch1H8o
MfR3NnFm33H2I/yfp35TeXNZkvvL+najBdXJEaQG01CRFbm6NKnqRsQXVzWrfZFAAdsMeEHZjlOW
QqRH2Mx0/wDMHy9f3sNpbpfcrhuEUslhdxRkkKVq0kS8a8/2qdN+1ZjIGiWCQF7fMMik+yP9Zf8A
iQybSwHzxL+bQ1tU8rwh9J9GjSJ9TVhK3IVpcuWbh8Lfsg9PGtE+O9uTsdKNNwfvPq+P6Ev9D870
ls+U/qxoy/WuH1D94AyAk1VOOzMeK12WnKpyP7z8U2Xpd9v90hom/PpGlSVDIpqscyHTQV5KDzoa
boVpwPXkfi2BwfvfxTI/lOn++Xsfz1ltoVVTbTlXM0hfTpN44F4gLxoPVl5eND4Lh/e/il/wQHv/
ANN3/oC6Zfz0MoVGKRyxrDzUaexikSRVafi1OYlQMwSvw1pvTd/efikD8p+OL5fBMtIsvza1CKdN
Q1NtEkqssEzW9ldbNyVoCsbfs0Vg9d60PTJRGQ8zTVklp41wji+Mh8U3Plzz2SCfN9KekQq6dbgE
ooEnKrEkSEE7EUyXBLv+xp8bD/qf+yK4eX/PQFt/ztgLRycrk/o6CkqcUHADl8G6sa/5XsMPDLv+
xfGxb+j/AGRRGl6F5rtZYfrXmRr6BAvqpJaQo7kNVvjQigYfD0J98RGQ6sZ5cZ5Qr4lkOWOMxT8w
dU83aTpj6rolzpdvZ2cbS37aql06gAihX6ryelK/snFBYHZ/m/5ml1i2szqfl6SKW/8Aq0qx2usr
IsJaPu0RQPST7TEIaqa0rhpjxFJIvzq/OttRSCbynbQWhmCSXPoXEhSMtQvwEwLcV3oOuY/HPudp
4GCvqZ35Q/Ne8v7q20zXtGu7S+u55Y7W7jt2W3eNTWMyLznaF2WvwFm6V5b0y2FkbuFlERKom3o+
Sa3Yq7FXYq7FVsn2R/rL/wASHuMVebfmZZeZH1FZtO8zwaUEiBisZ742ZkLc1OyBK0PHgWbrWvam
PlBvn9rtNFKHDUoGXnw2kElp5nk1U+h53sWs7qes6DV5C0VtFR1MYHAh2RW502PsN8ro/wA77XIE
sYjvjNgfzeq1rLzc7eoPPOnR2bRyCFl1S5NZWgCEqx+0qS0YbnjU/LGpfzvtXix/6nK/6o7/ANSn
faJ5rluPRPnixWNrZAqNrE3q1MSO0g+Cm/8AMBuh6fFiYn+cPmmOXGBfhnn/ADB+P2sutbLy7bQW
7Xnnu6klsjEbtRqcfply5PFwBzCMzcaE9KDtlgA/nfa4cpTJNYxv/RU5dO8nyssy/mFfojhIl4ax
DwLxqBUVBHNtmYd/CmGo/wA77UieUbeFH/SFXfR/K0szzJ521CJjyQqupxrx9cGFVPIcqqyNw5bh
q98aj/O+1HiZAK8OP+l+Kz9HeUXspuHn2+9CZiROmrxfu/TA5Kj9AF9Ra18RXtjwx/nH5rx5L/uh
/pVqaX5Qtpo5H8+ahJLtMqvq6NzQOHB9NdilEIO1OJaviGo/zvtT4mQj+6j/AKR6Bb3NvcwR3FtK
k8Eqhopo2DoynoVZagjLwbdcYkGio6pcX1tp1xPY2n1+8jQtBZiRYfVYdE9R/hWvicUMS07zV+Z8
9zEl75GSyt5HVHmOrW8pjUyKrOypGagIxei7/DTvhY2WIt5v/OjkeMPllRU0V4L7kB4GktK5X6/J
y/3H9L7Gh5v/ADqBqE8sA+Igv/8Aqrj6/Jbwf0/sXf40/O/w8s/8ib//AKrY+vyW8H9P7Hf40/O/
w8s/8ib/AP6rY+vyW8H9P7Hf40/O/wAPLP8AyJv/APqtj6/Jbwf0/sS67/Mz88oNUh06PTtFuZJ0
Li4htb426mvEK8hnUBie2+Pr8lvBf8f2Mx8qa3+deoaZZ3es6HpVjOLqRL+zeWaKVrb92I3hC/WV
VgS/LmxqAKAYYEkbsNRGEZeg2HoUhoo7fEv/ABIe4yTS80/MKCZfMKyW+nXkqNbBXe00S11FTK7N
8bTysG2UUKUp0OY+Ub8vst2mkI4NyOfWZj9iRfoO8tLkww6bdh6vEt1b+W7FVLkvBzRjJyRayLJU
0Xiu2xyvhP4i5HigiyR/ysl7/wBiHsNN1S1NpEunai7QiYk/4asIwDLGqLxk5niy8AKnlyP2jx3x
APcf9KynOJveP/KyTKx+Vsl9b291Ne2qXnpkq8mjWKupaMrGHSnWKq7EkfD9OWDDfX7HE/PcJIAN
f15fjdVm/K7VZDzGs2SyyFBcudEsG9RVRRxNRXdlJ3JpWnbD4J7/ALAxGuj/ADT/AKeS6b8rLhg8
UOp2kNnykkhtBpFg0aSvEkayUK7lSpbtXYdBu+D5/Yo145kG/wCvJUj/AC11PlKkusWr20kMaCEa
RYLxlQq7SbqwYM/NgpHw8vHfHwj3/YEHWx/mm/68lfT/AMuFtLu3LXVpLpihhfad+i7KNbktHwqz
Ig4b0J4jfphGLf8AYxnrbB2PF0PFLZPW8m+UGBB0PTzVQh/0WH7KjiB9noBsMs4I9zj/AJnJ/Ol8
ymVlZWljaQ2dpEsNrboI4YkFFVVFABhAprlIyNnmVVuXE8QC1NgTQV+e+FiwjTvNv5nXF6Ib3yGL
G2MiJ9bbVrWVQjSKruUjQv8AChL0pvSmFiCe5iDD86ixP+LxHU19P9D27cfbly3p45XwS73L8XF/
M/2TXH86v+pyH/cGt/8AmvHgl3r4uL+Z/sncfzq/6nIf9wa3/wCa8eCXevi4v5n+ydx/Or/qch/3
Brf/AJrx4Jd6+Li/mf7J3H86v+pyH/cGt/8AmvHgl3r4uL+Z/skBrGqfnVpsEco8y3N80sgiWKz0
K3lcFgTyasihV2oWJpjwS71ObF/M/wBkp25/5ypN/EXmjn0oyKXmjj02KZoSQTxjlpxfj2baviMr
PH+KcgHTEcqPxel+ST5/+tasfMoZdN9aMaMLk2pvDHU8zMbILBQjjQda17UyyHF1cXNwUOHn15/p
Yp+avmabS9b9AzaokP1cOs9jepbKrcwGi9NIZDX94hLvXqB75RmlR6ux0GAShfp59Rf6WMaf5rvr
/UW0qzPmC4+uzPHZStrCozmNHVOIktk4I/8AlGlR3K5WJ3tv83KnpxGPEeDYb+j9rMItD87pLfKL
HWDAgkWyjOtwBJFEoda8UrGWBIFOgHE+OWcEvP5uGcuLbePn6Cp6bpP5gRyzST6brJ5oyrBca7aT
w/vHUEf3JI4oWIYgkU23OHhl5/NM8mHoYf6Q/rXvoPnky3XK01okpN6DRa7AI/soYwgMSFWJBAJX
bvUHHhl5/NHi4tt4f6Q/rX22n/mDYyCePTtVuZrdf3ayazbypMV5QgOJU4AlG9Wvp7nqARiIzHf8
0SnhltcR/mH3/s5qUPl/z4svOW21mQIhCI2t27AtGrhSD6S8TIY1qewf2IwcEvP5sjmw98P9If1/
ilFfL/5gtaOjWes805mMSa7buzGSJgGDCFSPTcDgKjcgnpjwy8/mnxsN84f6Q/r6rV8u/mP9Vt3N
vq/q/wB1PbnXYQ1fSjUTl/SYcQVJ4jflU7g7vBPz+afGwWd4/wCkPy5vW4k9ONI+TNwULyY1Y0FK
k9zmUHTk2uxQxm7X8yG1VjayaSmlC5j9Pmtw05tTxEvMVVfUHxleLAdK98UbvEp/JX/OTRnkMfmd
whYlB61zsK7f7oyjw5d7tBqNP/N+wfrWf4I/5yd/6md/+R9z/wBUMfDl3p/Maf8AmfYP1tx+Sv8A
nJtZFZ/MruoILJ69yKgHcVEHfHw5d6PzGn/m/YP1vQ/KA/NXTtRnm1eNZbFraGGKzEt1eMZ0JL3D
SziMoXrTgg49PDeyESOZcTNOBHpG/wAB9zKPKvmDzpqOqXsGteXxpVhCxW0uvWDtMAT8fAD4ART4
Sa5Y4wZVgS7FVsn2R/rL/wASGKsB8/az5xsrmddHfUqKkRgFjpcV5EWb1KhpHk5E7CvFaLQbGuUZ
JSva/k7HSY8UgOLh+Mq/Q3oUHn3V7WZm1670y4guXSX63pMMfqR0Uj0g0jrw6gN94ruWIketfBcp
wwP0iQrpJNZvLnnh5uSebmjhLljGNPtieJdiFDE9lIWvtXJcEu/7GkZsX+p/7Itf4c89CB0Hm9vV
aJUWU6fbHjKGUmQKCBQqrLx969RjwS7/ALF8bFf93/si0vlvz3WP1POBIWvqBNOtl5goqjcluPxA
t9OPBL+d9i+Nh/1P/ZFavljz6LWRG85ubpuJjnGnWoVKFuQ9PuGBHU9vueCXf9ifHw3/AHe39YuP
lnz8YoV/xkQ6MWmcabbfGNqKASeNKHx648Ev532L4+H/AFP/AGRdP5Z8/SXTunnIxWrkEQLptsWU
U3CyMT+KnHgl3/Yoz4QP7vf+sUz0DSPMdjLK+ra++ro6IsURtYLYIwHxtWIVPI9BXb365KMSOZtq
y5ISHpjw/ElO8m0KUkMjMSs8iD+VQlP+GUnFVv1ab/lql+6L/mjFXfVpv+WqX7ov+aMVd9Wm/wCW
qX7ov+aMVd9Wm/5apfui/wCaMVd9Wm/5apfui/5oxVJPM+uXmiRRPHb32omRXbhbJExBQqAv931b
nX/VVj2oac2bg6W5uj0YzEgzjCq5/H9XzISZ/P16JViXSNVaUmSqeioKqkUcisf3NPi9Ur124t7V
pOrP80uYOyRV+LCtuvmR+j7QpwfmFqEstkn6G1VBdoHZzEvGKrOvGT9zs3wfjj+bP80pl2RECR8W
Hp8+fLlv5qS/mRqZtpZ20HVwIlRyvpJUh2pRR6P2twaeGAaw/wA0sz2LGwPGhv5oiz/MG7nsmuZd
H1iAiT0kiMCFm/dM/L+7Hw1CrX/KGSGr2+kteTsgRlwjLjO18/Ov1n4K/wDjDV/rQhGk6g681VpE
EZUK0cT8/wC5Hw/vgPGoPhj+al/Na/5Nhw34kfwSK5+X3IK4/MbUYFVn0XVG5iqrHGrtuCRX9yAN
xQ71yH5w/wA0t8exoy5ZYfj4s4gjuJYI5GnmjZ1DGNhFVSRWh+DqMzQbDpJCiQv+rTf8tUv3Rf8A
NGFDvq03/LVL90X/ADRirvq03/LVL90X/NGKu+rTf8tUv3Rf80Yq76tN/wAtUv3Rf80YqqRRsgIa
RpCTWrcajalPhCjFXTzwwQyTzOI4YlLySNsFVRUk/IYCaSASaCSXXnvyjaKWutTit1CeqWlDoPT5
BOfxAfDyYLXx2yByxHVujpckuQtAt+bP5aqxVvMlirKaEGYAgjB48O9t/k/P/MkxPWbn8urzV31m
f8xdUs4rgoy2UGpmGyAIJXhHw6Nxr13p4VGQOSB/iboYM1cIxg/DdKraP8uoFmW5/NbV3M0nqxAa
s0YjQ8jGqghzQK470ag28QJx/nNhwZzyxf7FE2eg/lzreqCDTvzI1qe+lf1kht9WBk/dxcWCsYy4
XiKmjfqFCOEnYm2GSObHG5YwB7mUyeQLOSaGVvOXmCsV012yrqPBX5sreg6oij0RxoFA6E75bweZ
cT8x/Rj8kLB+WtvHcXEz+dteYyzyTRKt9xCxyD+5YlWZlUkldxTtQ1JHh+ZSdT/Rj8lc/l5YtbpA
3nPzCyJIshb9JUZgnqfAzBASp9X4h34rXpj4fmUfmP6Mfktg/Ku0daQecfMpVIRAAmpkBQIfRDhQ
lOX7dafa39sfD8yn8z/Rj8khvIvy7sLy7sb/APMvWIrqIC2lgk1go8LxDgxHFVPM/tcq75WZRH8R
cqOHNIAjGK/qpdbD8uI42il/NfVGRZXe2MWqeiyJJGFKOFBjfi9XWiKF6AU6gSj/ADmZwZ/9S/2K
KiuPysT4pPzN1OeTm8iySauaqZCCQvFVCj4aAAbCo7mrxw/nFH5fUf6l/sWtNtvIt5exwJ+ausXN
7csYobeDVAqEvP6qBEKyNyp8FSx+Hw7ESiduIonizRFnEAB5Mon/AC60uZiX826+OvALqTIUrM8x
KsqhgT6nCta8AFyzw/MuGNT/AEY/JCz+QdCsLeS6vfPOvR2sUISSW61UemhHECYtIlFk5LXlXqTg
MAOZLOOaUjUYRJ8gyLyvN5c0vS5Y7fzFJq8SGOSa9vr1bp1DQpwq9Qqq0YV+gry5ftVyUSAObXlj
MneNfCk8TVtMeWSFLqJpYqerGHUsvIVXkAaio6VyVtJiQLXW2oWN0SLa4jmKkqfTYNRl2YGncd8Q
bUgjmiMKEFrYro1+OMTVtpvhnPGE/AdpGqtE/mNRtkZ8izxfUPe8jvedtA0klnp2nSfV3k9abU/U
TiWjjEhrqNv+7egjb4tiF3b7OYfw+3/jztYbmrMt/wCb7z/MO/X5pS2pw+mZUvPL6xxskdnKb8FV
COpcf8dldwscbqFOxAHYNg/HP/jzkeEeXDPz9P8A1b8yPxSy7u7FNRZGuvLy2ssjNeCa8UT14kbj
9NUZjzYEtTZj16EUL6fP/jywhLh5Tvptt/0ydqx0rVLn1dQ/w9eaeDK2nvd3iTyFePxfE+scRwYK
HK9R2Xphluenz/48uISgKjxiXWhX/TtkP5a+XvK/1241GytNBkubTisNzp7qGT1Q4cOsd9fjdelS
O+XYYRu/x95cXtDPl4RGRnR6S/6Ri9F4/wCRaf8AB/8AN2ZLqXcf8i0/4P8A5uxV3H/ItP8Ag/8A
m7FUfpgosm0Q3H9ya+PXc4q+cPOfl3WJ/N2tTfUvKTrJfXDI13dxJcFDK3EzKbhSH405Cg3zW5I+
o8uff+16rTZoDHEXl5DkNvhsk3+F9X/5YPJf/SbD/wBlOQ4fd8x+tu/MQ783y/Yuj8p63LIscene
TXkchURb2IszE0AAFzuTh4fd8x+tTqYDrl+X7Hsflb8r/LtlaabfXehaZb69brHLM8DtxSddyU/e
MNjmbjwRABI3ef1PaGSRlESJge/uZjKBFE8sv1SOKNS0kjOFVVUVJJLUAAy8l14BJoMP1WbWtau7
iw02TypqujzxsIrO6laaVpYftmREaSNlim9OoAqK9QaVolIyNDhIdhihDGBKQyRmOo25/rFpfdWF
nbgy3ugeSYGuQsVu8t6i+rIrBeHJrNagMgoBU1Wnyia7o/j4NsZSOwnmNeX/AB9G2unQa0YB+ifK
Wp2bKZJWinWflKn7t+C+iy0Vm+1Wu/GnfGIvpFrlM479WWJ+X6fxzZL5T0eCy1GeaDSNI09HURGf
TWVpX9IBQkgWKLZNxSppT7rYCugcbNkMgAZSl7/7Sy3LHHQetIZNGv0EaSl7eVRFK3BGqhHF2qtF
PQmoyM+RZ4j6h73isMUMM3+i6bBZoORWRNXDtycR8vhXWIacuLVPLsuYIIHl8f8AjzuZWRub/wAz
3/7WfxaDmh1C4kuvW06weNwxiL6s0hc1XiJQdYHURpU7/ZGx2wEk86+f/HmwcIqif9L937v3rn/T
EjGWWxsZJ0CGKQ6w5NQysy1OsEqAy8lYHqo28Gz5fP8A48gCI2BNf1P+raH1I+ZCONlpmmXCT8nu
kudbljHNhw6rqsvqfBsWIXwpiSfL5/8AHmeOOP8AiMhXKoD/AIgU9I8ieWP0bpRu7jRrWw1jUj62
qrFcyXAeQM3FvUkmmLEq1SeXfMzDChdbl1GtzccqB4oR5bV+gJ5cXdhbTJDcmygmkKiOOSdUZi7c
F4hnBPJth75YZAcy40cciLAJbjuLOSGOeP6m8MxVYpVnUq5c0UKweh5HpTHiHephIGqclxZuzIn1
NmRS7qJ1JCgAliOfSjA19xjxDvU45dybaYhVXPppGDSnptyr+JwsXzt520LUJfN+syp5K0C9R7yZ
lu7jVFimlBc/HJGb+Lix7jgPlmunH1HYc+/9r1GlyxGOP7yY25CP/HUl/wAO6n/1IPlv/uMJ/wB5
LI8PlH5/8eb/ABo/6rk/0n/HGe/l3+Wtpc89Q1/yVpumzQSRS6ZLaXrzK9KsXqt3OvwkLTMjDhB3
I+39rq9frpR9OPJKV3div0Bm2qw/mJ+kZjpNpon6N9OluLqS49f1eB+JzG/DiH4jiBWld9qG+XHe
1U67H4HCOPj4vKqcI/PskhjudG0N7NhxkUXs5ZwxIIIaLiBwI8a07cvhHr60tYBuDO/cP+K/Hw3I
77TbLS5wdT8s+UbMSsyaWJ71IHc8Ej41e23LIKHh0FF365AgDmI/j4OTCcpj0zynv2v/AHyrFpkJ
WC1tfLnlWSEy8rQLdKoRSdmjiWFw78hJ0Za0+dAAD0j+PggzO5Msvnt+ni93erzeWp7SJnXyv5Zh
tmPpSW7v6asjMQoM3pU+IyMePpnc071wmBHSNMRn4v48l/jpxfpTvyfpMem6rPAmgaPoy8C6foyY
PMys1A0kYhg4huPidxTLIijyA/Huac+QzAJlOX9b/pIsyyxxUFraF9Fv0EIuC1tMv1csVElYyOBY
FSOXStcjP6SzxfUOm75Z/wALT/8AlsLL/uLXX/ZZmu+A+39b13jj/Vj/AKUf8S7/AAtP/wCWwsv+
4tdf9lmPwH2/rXxx/qx/0o/4l3+Fp/8Ay2Fl/wBxa6/7LMfgPt/Wvjj/AFY/6Uf8SnXk/wAg6fqu
vQWWr/l3a2NhIrmS4j1O7dgVQlQFF23UjwyzHEGVEfj5uNqtZKGMyhlMpf1R/wAS9q1g6tp9hF+h
/Ly6nNzWIW/1tbcJHxP7xpJC2y0AIAJ36ZmSJA2FvO4oxnI8cuH4Wkcg1K8nS61L8uhNcrSNJfrN
hPIsIRZSOUkyEH1vhCg0qOVRtlZs84/c5IjGIqOXb3SG/Lu7v1NJoOjyKYZfy0RUtRIbb4dLZD8X
SIfWaqX67hR44eEfzfuScsxuM3Pzn9uyqmh6RLKUk/LtEV/tyOumkfGrs1Qtyx6yMrbdWPUEnHhH
837mJyTA/vftn+r8UybyZYWdlZ3MNp5fXy9EJv8AeZBbqspoP3oFtJKtD0+KjeIyyAHdTj55GRsy
4/n8t3iXnPyxLcebdXnH5Uy6qJLuZhqQvb6MXFXP70IjhV59aDbMKY3Pp+96DTZwMcR4/DtyqOyU
ReT5GlRX/JyZEZgGb6/qGwJ3P95kaP8AN+9vOp2/xj/Yx/U+gdN0Wz0zT7fT7HSjDZ2qCKCL1ZG4
oooByYsx+k5sIgAUHlcmSU5GUuZRP1c/9W4/8G39cLB31c/9W4/8G39cVQl/oGlagFF/oMN4EDKg
nAlosgo4HMGgYDfxwGIPNnDLKH0kj3MU/RlwlxLI/wCV9swd4mkliuLNpHVBUNR/Sq8bKOILU6EN
1Aoo/wAz7nP4hX98ev8AO/bzVbLS7aExlPyx+q8zK0pjbTgVNFKn4Zhy9SgB8CN9qHCB/Q+5jORP
+Wvl/P8A1dE/8n2FpBcF4fKJ8utwK+oRaCqgKAv+jSy7UAAr/L8snADur5NGeRPOfH/pv0gMtyxx
lK8tIby0ntJwWguI2ilANCUdSrbj2OAixTKMjEgjo81/6Fu/Kr/lguP+kmb+uUflou0/lrUd4+Tv
+hbvyq/5YLj/AKSZv64/lor/AC1qO8fJ3/Qt35Vf8sFx/wBJM39cfy0V/lrUd4+Staf848/lday+
qmnzk+Bupx0IYEFXVgQQCKHD+Wgxl2xqJCrHyCWefPK+leVoIP8AD/k/UteGpfBeQ2OpahAsQthG
IWZYzKK0UBTQH4chkiI8ok/Nnpcxyn15Iw4eVxied2k/lqW91fVLbSNR/LrWtKsJnaV9Qm1XUmEU
kavKsnJljYOz/Dy5g79+mCG5oxI+bbqIxxxM45YSl3cEd+jP7XyVoNt6Zi0y9LRKyRvJf3sjqjUq
oZ5Gam3Su30nL/Cj+CXVy1Uzzr/Sx/Uu/wAHaIts1tFpt5BCwoRBfXkJoDyoGjdWG/gfHxxGKI5f
eUfmZ3Zo+8A/oQVjceYfLUj6doXk24uNMG6zvqfIkhTTilxzZQePxb/aNd6sRAcUdhHb3t54Mg4p
zqX9X9X4+xh2p/lD5Y1jWLzU7zylrkdzqFw9zcN9csgnOctLIQFlcgBjSnuO2+VnCCbqX2ObDtPL
CIiJwoCuUunwUNI/J/QdN1Sy1BPJ+riezuI5o2XULWRQ8bLIj0Yxco9vi/ar0UjfBDDRuj8wyy9p
znEx440R/Nl+o7vQptU1KMKV8n6rLWlQk1gKVVW35XK92K7dwe1CcriPcfs/W6kYYn+OP+y/4lUg
v9QkdVfyrqMKlOZd5rMgGtOB4TMeVN/D3wcR7j9n60HFEfxx/wBl/wASyNdHsioJVgSKkcumTaVG
+8s6RfWVxZXUbS2t1G8M8ZYjlHIpVlqKHcHtgIsUyhIxkJDmEkt/ym8kW1rFa2trcW0EKelEIL27
iKoZPV48klVvtjl165WMMR+C5MtdlJskE+Yj7u5Vj/LLytG7MjagOTGQj9J35HNm5FgDPsSepHiR
0OHwh+CWJ1cz/N/0sf1Jno3lPSNHmM1kbnkV4FZ7q4uFp4hZpJFDHu3U98lGAHJryZpT518gPuCc
ZJqWmNSakn6GI/UcVeexXX54m6uLZ9M0QRoQ1vf/AFi5EciGbjwMQdpFcRfFXcV/Cq5+TlGOHvk3
YX/52rdW0OoaJpDxSuonure7nRI0UfvCyuWern7HENTof5sbn3KY4a2JQsF1/wA5CGOL1dM8u+oS
PVIuLxRTmQaDk9Phoa1Py32bn5JMcHfJH2Vx+dUi3Bu9N0O3ZIS9uFubuT1JdqRtsvDbq2/yw3Py
YmOHoZLPrP54ByTpehNGs5+Fby8DNAE2AqtFYyb8t9tuPctz8k8OHvkqX13+cqzzpZ6RozxCOI20
r3tzvISnqhl4KaU508Nuu9W5oEcPUyQttqH56ylzJoWiQKjMAJb645OFNKp6YlFG/Z5UPiB0wXNJ
jg75IiDUPzna/eKXQ9IWyjuGjFx9enDSQUXjKiBXp1OzUJIpQChJuaDHDXOXyZ28agVBbqB9pu5p
45Y4zfpL4t/wTf1xVi3myf8AMa11KzbyxYWGoaY4Vb6O6nlhuEdpVUujhuBRYyWI4122r9nISMuj
diGMg8RIKTS3354w3CING0a7hdgvqx3dxFwBWpZw5Y8QRT4eR6bUqcjc/Js4cPfJVgufzuaSNJtM
0KNaOZZVurt+xZAFopr0U79d+mwNz8kGOHvkqxXf5yG3uGfSNFWcP/o0f166p6ZQ/aIjNWVwPCoP
amNzXhw98kOl9+d/puH0XRPUqODi9uQKcSSOPE1+Kg5ch0OxrsLmnhw98kTHc/nH8HPStFIMIMgF
7dgiflLsP3bVXj6fy361+E3JHDh75KOjah+cP6Sji13TdFisXnT1Jre8uBIluac+KPy9Rx2NV+WI
Muqyjir0mVs6Jt1NDJQ+BkP9cstx6KpGiKCVJIc8qkk9gNq/LFDb/ZO5Gx3AqfoG+KvONaf1L2f4
POE/P1F9WzAiiFI4zzjU+lx+z8Pw/aLeOY8v852eLYD+6+KW+vBZm4vJ287QxWcyyMZzHwb7UgjV
iavGfT4cS1KkDq28eW/qbaMqA8HdDz29zcRBLdvO8EkvpRRXLsZVQFVb1vhatTwKtRv2j7DB/pmQ
IHPwfx0Zfp3nWS3s7e1/QPmGcxqi+vd2oMjAyCMl2Vt2WtTUbjffrloyUORcKemsk8UPgUUfPcon
eH/DetVRDJzNqODKGK0VldquQKhfvph8XyLH8qKvjh81CP8AMmGVpRD5f1qT0NpQlpyIf0hL6fws
V5j7JUkENtj4vkWR0RHOUPmy2CX1oI5eDR+oob05BR1qK0YeIywFwyKK/ChbJ9kf6y/8SGKpP5p+
LTJ4fV1FPVQJ/uKT9+OUqDmknE8WWu/xfZqaZCfLr8G/B9QPp/zuTz5Q0ZQhPPjKYhOVL8h8IciN
qnkGYCnEeIrvTKP9O7H/AJUq0FncR/UY55vOjXEUjAvG37uQPKAPWqzLxUN1PHavyCP85iZDevCp
ZodjHrGtXFo975v0+RjRIbmQpHEjIwWR+RlHxNExRioox+RxiLNepOWfBEGsR9zLB+XqCR5P8Q65
ydFQn66eiuXBHwbHenyy3wvMuH+b/oQ+SM0fyeumagL0azqt6wjWIQXl2ZoaKoUt6ZUDk1Kk+OSE
KPMsMmo4o1wxHuCeXHq/V5fR/vuDen/rU2/HJloHN5/M8nN2mJ51PMt1r71zHcsIzSrO4ullaNgQ
u8aNUFqDcLUYgWyMq5sw0+JorKFG6hRX6d8viNnDmbJXy3NuhKPKqPTxFRX54kqIl5h5ntvM1vrh
1K1bV72D14xDDb6xDBC9FVAzWywEJGWX4x03qdq5jyu+vzdphljMOE8A2/mH77UptA84ApNBFrUy
wwTKsra/AgIaMEH+6arhnZanYcK1O2Dhl5/NIzYuR4OY/gP6/wAW1daB5++pSNYxav8AX3VOUb67
FIFDxE1oY1Hws7LsRuqtuK4mMul/NMcuG9+Gv6hVL3RfP9xqEgFprcdlKJXDRa3bxvG0s9eK/CRR
YwOAP2QSK+CYzvr80Ry4RHnC/wCoe5Ut9L84ss08ltrEULO7BpdZUMytyWMKnpI0dPVYgUrUKPi7
NS8/mgzxcrh/pP2oeDRPPt3Z2c72WtW8q3cUrRy63Ez+iI0UkgRxgVoaqRWtT7Y8MvP5sjlwgkXA
7fzFSPQ/P/pvALTV0t0ZZF/3NW/N5JEEbKHSNPTjh5M3Gh5MBQY8MvP5oOXDzuN/1D+N2b+W/Lkm
mlbu41DUbm5mhVJLa+uvrCRtxTkFCqi1rH9oDufHLoQrfdwM2bi2AiB5Ck9k+yP9Zf8AiQyxx0i8
5T+no9wtdVPqRhOGjR8rocpEHON+J4sv+t9mu2Qny6/ByNMLkPp/zuTC5bT6tyb1PO8ypRlVJPU9
QrIEoN+QqHJIPH4RXqBlP+nc4Sv/AFFQtba7a4mkZ/Oc8MCIi27jj6vqKXWQPKyfEhFGoqspKjsx
Io/0mUpCv8kqJLaGTUIUHnL1IZIkuYxKoZfrSDjIp514p6PxMT8NfCtHb+kijsf3X9n9qyIW93La
yR/434XCJGHQ8IzQJJ60jKRu4bgX+dPHEf5yTYv+52/FLGM1tGbm3PnWR0a3SWEqs5YOFnkqqsjc
gqcGZj8PKigrtj/pl2Ox8Hr5eSL0DWE0nVZJ47TzbqI+rEPbXIE8SEKrDlCOPCd+Fd/5vfYwlR/i
YZsfHGrxR36bfb3Js/m3SpUeCDy5rM6bypeR2QdJD6vp1Vy/xVry/wBXw6ZIzBHItUdPIbmUPdbJ
tKsWC292VaP1Iw5gkXhJGWWvFgCw5CtDkoQrdoy5bsJrlrjJTqdg8s8kpcJGVHxGvXpQUyuQb8ct
qeK67oNk2p38V9LosbqZf967u6E4D+lwM1JUoWAHKh6EeJrjGPudvjySAFcfwA8+Wyppnlqy4kzX
HlqKBSAH+vXcUkbLSVWjk9VviR5K7ilKfLER9ynMegyfIfqR+jeTtKhurc3uo6BLaKnHVkt7+cyS
RNE1tGqAFeP7udVFKciw70qYwHUhGTUyINCd9PSPf+hkK+UvyRjkt5YLqziER+sqkWoE8wnIhyfV
aTjGeTfCQNt9hlnBjcb8xqt7B7vp/Yi5PLf5MxNKkktkJCE9VTfyFwsSEA09bkAI+XI91rXauHhx
sBm1R7/9L+xbD5Q/J36wlt69pNdSsywxG/b1CHX6uEVUlUtQL6a1qa9+WIhjSdRqaujX9X49yen8
tfJJiaE6YPSeMxNH6s3EqSWPw86VqxNetcl4Me5x/wA7l539yt5f8heV9BeGXTrQpcQxrEs7ySO5
VeXXkxXf1G6Dv8sMccRyRm1eTJ9R2T6T7I/1l/4kMscZKfNNn9e0qWybTG1SOUxlrf1hboQJUrWQ
MHBVavsN+NOuQmLFVbdglwyu+H4W87TyVcx3c16PIf724Cn0E1dVWN7dFeOnHhXnIeNf2StelMo8
P+j9rsjqQRXi8v6Per2/kkMwMnkGOL4Cr11ZnJ5gxMvKu4EaJsRTf2x8P+j9rE6n/bf9io2flpLv
lZTfl5LbI1YrkHVZAvD90wbmCqyAtEK8WJ+GvfEQ/o/aylmrcZb/AM33spT8qvJUwFxPphinnBe7
iE8rAtIjh05cqhR6zfY45YMMe5xDr8o2B92347lQ/lR5E9b1E04xKWSR4o5plRniUrE1A/wlAxpx
p1Na4fBij8/mrn9ypJ+VvkOS+a/fSwbtmVjJ61wN0pxook4j7I7Y+DHuQNdmquLb3BGaV5F8q6Td
wXen2IhuLaMQwSepK/CMcvhAd2H+7Gr41yQxxBsMMmqyTBEjsU+ybjuxV59cfnf+Us0LRHzDDRqV
rDcHv/xjzHlngRz+wuyh2ZqQb4Pu/WlI/MP8gC7vLfWExkADh7NyGAoAGrDvTiOvgMgJ4vwG86XW
VyPz/aqR/mP/AM4+RpJHHcaYscpUyRixcKxWnGo9Gm3EZLxcX4DD8lrO6X+m/avH5mfkAEZBc6aE
anJfqL0NONKj0e3BfuGPi4vwF/I6zul8/wBqldfmF/zjzdIy3Fxpr8wAz/UpA+3T4xCGFK+OJyYv
wEx0etHIS+f7V15+ZH/OP15G0dzdafIrdT9TkDA0AqGEQYGgpUHE5cR/sRHRayPIS+f7VVPzQ/IO
OYTpeackykFZVsnDAq/NSGENdn+Ie++Pi4vwEHQayqqXz/amX/K9vyn/AOphi/5FXH/VPJfmId/3
tX8lan+Z9363f8r2/Kf/AKmGL/kVcf8AVPH8xDv+9f5K1P8AM+79a1/z0/KgjbzDF1B/urjsf+Me
H8xDv+9f5K1P8z7v1oTWvz18gnS7gaJ5jsV1Xj/ohvYLxrfmCNpBEivQjaoO3v0wHUR6H7Cyh2Vn
veBr3hJLL8/LRHl+vap5fuE4N6Agl1OA8wx4hy1lP8LLStOh8ciNQO/7/wBTYeycnSMv9j+tUuPz
/wBNaGI29/oUM4lBmWS61KVGhCklVYafEVdmoORBCjejfZx/Mj8X+pR2Tl6xl/sf+KdP+fumi6uT
BqehPalojZh5tSSQIoJlEpFk6kuQAhUDjWpD0oz+ZH4v9SjsnLX0y/2P61Rvz/0Y8St/oi8h8Sm5
1FuBU9m/R68+Y26Lx6/H0x/Mj8X+pH8k5f5sv9j/AMUpn/nIHSobSHleaLeXZKCcx3N/bx/ESHZQ
1jMaLsepJ3+l/Mj8X+pP8k5b+mX2f8Ui4vz98uyLHS60oyMoMqLdX7cWJUELTTfiG5327eOz+Zj+
L/UxPZOUfwn7P+KQjfnys9vNHDJotpd80FvLJc6lcRlDQu/ppp0LNQGgHJanwHUfmo9/3/qT/JUx
0l/sf+KVLn89IWhEcFzotrcMKGWWfU7hY25Hb0hp9uZKrT9tKE96fEnVR7/v/Ugdl5O6X+x/4pk/
5d/mTpXmaFNOl1Kxu/MsMUk1/BpyXS26okoQMhuY4325oCD3y3HlEturj6rRTxeogiPnX6HyvZ65
5CHl6ygvNO9XVbdVSf8A0Q8ZONw0u9xFfW7fGjBG5RFqCisvXNdtXm9hLFm4yQfSfPy7uE/epw6n
+XxuLmS5s3k9WQSRFbSRERTyd09KPUo/2uKLR9lqetMQyMM1Cj9v/HE58u+bPyshDw6zoZFo8V2F
S1tFklSa4MYif1rm7kdliQMFXbiVDCpdslEjr9jRm0+oO8Zb7cz3c9hHr+OQVLXzZ+Ups4oL3QQ+
5aUxWTpIuyKEEw1MF6oGHIqByo/Dlyqgx/H9qJafUXYl9v8Axz8crQNj5r/LgT6b+kPLUNxa26mG
8jjiuIpnjAADiVL9UeU1arNF16bEBBEjqGc9Pno8MyCeXL7uHl8f2q2XmP8AK231Ced9MZ4JCVjh
/R/JEU28kQJWXUpWPxS1KhwxKq6uhWhIq/x+tEsOoMQOLf8Aref9T8biittPM/5c26mE6VFJbTS0
uVOmsZTbrKZFEU0mqSPG5X4PhoeLGrOVU42Px/amWDOd+Lf+t193B+PLdfD5j/LGG7F4tlyuIx+7
VtIDwueIWskL6s8W4Wpog3ZqUPEh9P4H7UHDqCKvb+t+ngtNdc88fk1qVtaPB5a+qalEkAlkSzVL
YSRg+rxhgvIGkVjT+8Ymg3wylE9GnFpdVEm53Hfrv9sT9iSnW/ysWR4jpnrQs5V5VsrhPhWM+nMi
/pbmrGVm5pz4svGnFhguP4/tb/C1Hf8AaPl/d/bz969PMv5ZC3jRtHQysSlzOthKHMajgjoG1V40
l41Zvg48j0+EEg1X4/WjwM9/V/sv+OckNFrn5bQRNMmlB76G4WS2jazn9GSEMWaOX1NVmpXlxFEO
y9Sx5BJFfj9bM4s5NcW1d4v4egK0eu/llGJUFiZUnigjb1tMYsrwRLGzRtHq0RX1Dyd968qeOxHD
+P7WJxZz17/4v+rfRUsvNH5aw3cc50iBFgEqxRHTJ7hHElVHqrLrO5APIHcqenQYQY3+P1olgzkV
xH/TAf8ATtA6jqP5cXumX8NvDLpdx6yS6e0Ni0rGJIyPQeWbUZacpHqzca/DXvwWO34/tbIQzxkC
fUOvq+3aH4+1L/KmreWbNJV1KwkmuGUCKdJ/Qo3I1PL05afCaUoOla9snCURzG7TrMGaUwRL933c
IP2Eji/GzONE1r8rLXU5taa9+pmaEQ/olfr8z0Y1kMtxCtkHqQDT8TtSZ8M/g/scA4NXvEC49L4R
X+6r3dOibX354eXkKGGTULmSMMqsJ9RXkrLQqxbUAaE0Jp3AweIPP7f+KRDszMekB/pf+ISW6/Pd
meORNMkup4qCOe4vtSVtujUW7YA1APw0yPifiz+tyIdlS6yAHlGP6k3/AOcaL+TUfzV1u/l5GW60
25mk5u0rcnu7djV3qzbnqd8s031Fh23Dh00Y90h9xf/Z
uuid:c368b391-2ed5-ad44-a53f-2caaee8dd0c6
xmp.did:55de22ef-b1ad-44ad-929c-7d2f5bbc8945
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4ceda372-3d7b-fa45-ba86-919d2412e20a
xmp.did:774f3f66-d6e0-4e6c-afc4-311ea4932134
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7be16627-fa87-43eb-b957-819a63f37107
2014-09-18T09:38:35-05:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:55de22ef-b1ad-44ad-929c-7d2f5bbc8945
2014-09-30T10:47:47-05:00
Adobe Illustrator CC 2014 (Macintosh)
/
Print
False
True
1
8.500000
14.000000
Inches
EurostileBold
Eurostile
Bold
Open Type
Version 1.51
False
Eurostile
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-It.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Semibold.otf
PalatinoLinotype-Bold
Palatino Linotype
Bold
Open Type
Version 5.00
False
Palatino Linotype Bold.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=0 M=65 Y=51 K=0
PROCESS
100.000000
CMYK
0.003100
64.928699
50.939202
0.003100
C=59 M=4 Y=0 K=0
PROCESS
100.000000
CMYK
59.304202
4.324400
0.009200
0.003100
R=248 G=241 B=223
PROCESS
100.000000
CMYK
2.059968
3.292897
11.938658
0.000000
R=181 G=112 B=83
PROCESS
100.000000
CMYK
24.448004
60.939956
70.495152
7.751583
R=104 G=92 B=83
PROCESS
100.000000
CMYK
54.140532
54.528111
60.643929
27.838558
R=242 G=146 B=42
PROCESS
100.000000
CMYK
1.818875
50.405127
95.529103
0.000000
R=221 G=51 B=73
PROCESS
100.000000
CMYK
7.513542
94.079494
70.312041
0.479133
R=0 G=180 B=158
PROCESS
100.000000
CMYK
76.211184
1.977569
48.462653
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=15
CMYK
PROCESS
0.000000
0.000000
0.000000
15.000000
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
Color Group 2
1
R=124 G=204 B=193
SPOT
100.000000
RGB
123
204
192
C=76 M=33 Y=54 K=10
CMYK
PROCESS
76.119626
32.999158
53.789574
10.153352
C=24 M=0 Y=10 K=0
CMYK
PROCESS
23.804073
0.000000
9.982452
0.000000
C=34 M=73 Y=78 K=32
CMYK
PROCESS
34.476233
72.661936
78.124660
32.361332
C=19 M=48 Y=49 K=1
CMYK
PROCESS
19.250782
48.191041
49.149308
0.671397
C=38 M=55 Y=51 K=10
CMYK
PROCESS
37.949187
54.576939
51.207751
10.296787
Color Group 3
1
C=71 M=11 Y=31 K=0
CMYK
PROCESS
70.846111
11.490043
30.939192
0.000000
C=52 M=9 Y=24 K=0
CMYK
PROCESS
51.781487
9.301899
24.396123
0.000000
C=81 M=61 Y=62 K=59
CMYK
PROCESS
80.563056
60.802621
61.965358
59.118026
C=82 M=36 Y=46 K=9
CMYK
PROCESS
82.003504
36.160830
45.673302
9.372091
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Color Group 1
1
C=0 M=99 Y=100 K=48
CMYK
PROCESS
0.000000
99.000000
100.000000
48.000000
Color Group 4
1
C=0 M=99 Y=100 K=48
CMYK
PROCESS
0.000000
99.000000
100.000000
48.000000
C=8 M=100 Y=100 K=1
CMYK
PROCESS
7.513542
100.000000
100.000000
1.351949
C=25 M=88 Y=78 K=18
CMYK
PROCESS
25.439841
87.804985
78.435946
18.191805
C=9 M=84 Y=71 K=1
CMYK
PROCESS
8.831921
84.093994
70.583653
0.759899
C=36 M=97 Y=92 K=58
CMYK
PROCESS
35.996032
96.624702
92.455935
57.576865
Adobe PDF library 11.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 612.0 1008.0]/Type/Page>>
endobj
13 0 obj
<>stream
HW[s~طc ǖG-5Ox: YH!A+z_wvڙZq9='^9a{I!,Kb[潏l\HYW!={)Uw&dI*62kRaY>5R1'JH<۹zQb2FssO]ڳ4¼"(jzD~&8<uބQsWy6bM YH04/JyE*m <]c)#q
*$wki`+'Ӽ"b7SNW2 )dCp>fΟP@Ɖ~F4"-RfhUl~l
,-MPap Iìuj%`BP&kFV( 4WZ04Wcbti'Uf]kD:f&_eE 4im[A!MMPЛ'U)־+iz M!%QG-B4v
Z[I:EGSYwʪal[+K]J(ͅ3f6CnH< u#|<3V*B,h{0
Mrr,ʻ.j,iu2H\W3aEhJ9/y7dlAxAC9[ĻuUƢfNlxU,Zb0k+;viVYvyL'@tug7~@=iK=@٠1{$5MKCӝ66I=.M
:p;x66hmۡ]&I]<RdGpG5T<
E]yfSGCLCGCUvM6I"Tvؐ=E^v!5vF]V5I[;6#5iZ^\Sc٥ڃ١Fs%vj
<>FLq7
6wo]j5mn}MhSn9.|;p
7$#dEӊgp*5XVS3uƱWFH3av7PΒqe<"&ELVh,diHE{msϫ(gvE [O
ݪ3X,#b)Q(c5qaDfUI(n% {_"4=+n+2.ChW9kSG^nf(&-2lDVi][RR\5aEy߄6Ui\%1t/xC15A |s+xW!T=)0kصp8f䌝 7fy/7 bXApPIi' e尊,to`c]/]:Jpvu4|r,/qrA1LI<VY Q*M:U!rp)^;g.%" D5P!L<9yMh(*;pNbJRcUqss# -EV*A}u|Ƞm)'A5__=d+Dp?{o8awR';ϼ+~FkKM.k'=[J>
)|6|T=Z7!x{4PqBժgTH
FԻeݽ`J{d<\Ƿ?^d}Ѯf?C?}'kXS}oKQJӾ`P[v3o_Xĕuڛl3}{xq'DDz_04GB y0o\N#~.ZojJȟ_br >Cл{(B=?[G}Uq+Wŝhdܻsű藀r#};MΒG37?#7>ղgBrT:,wHq_Ckqa
OC 5}WBh<Ѧ76hkC
H.&0 cݜ-3|X/ᐁUR[]ڋ')ܱՓ@fM
z
0BX-D$o?|u<9}38|P