%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 33 0 R 151 0 R 271 0 R 401 0 R 524 0 R 647 0 R 727 0 R 807 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2016-04-19T10:11:32-04:00
2016-04-19T10:11:32-04:00
2016-04-18T09:59:57-04:00
Adobe Illustrator CS6 (Macintosh)
224
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADgAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FWmZUUsxCqoqWOwAxViXmH8wLawVo9Ph+tz9PUYlYh/xs34fPKzkCaeb
an+ZXn/12eLUEtkPSKOCEqPl6iyN+ODiLFLX/NP8xV/6Wx/6R7b/AKpY8RW1L/lbH5iVodW/6d7b
/qljxFFr/wDlbH5hDpqvI/8AMPbf9UsPEUWnOg/nn5gtZFi1q1jv4P2p46QzD32/dt8uI+ePGU8T
1jy35x8v+Y4DJplyHkUVltn+CZP9ZD29xUe+TBtIKdYUuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux
V2KuxV2KuxV2KrJ544Yy7mgHbuflkZSAG6QGNatcz3gKk8Yh0jHT6fHMSeQlmBTFdS0zkp2AwCSa
YlqWmqhNVr13y0SayGOXEFGO22StihDbfFWmFDXoDwphQpvCPngV0E95ZXEdzaTPb3ER5Ryxkqyk
eBGKHtH5d/mvHqzx6TrpWHU2otvdCixzn+Vh0Vz9x9umTjNmC9KyaXYq7FXxprHnzzzHq99HH5i1
NES4lVEW8uAAA5AAAfMmMRT12PTYuEemPLuCD/5WB58/6mTVP+k24/5rw8IZ/lcX82PyDv8AlYHn
z/qZNU/6Tbj/AJrx4Qv5XF/Nj8g7/lYHnz/qZNU/6Tbj/mvHhC/lcX82PyDv+VgefP8AqZNU/wCk
24/5rx4Qv5XF/Nj8g7/lYHnz/qZNU/6Tbj/mvHhC/lcX82PyDv8AlYHnz/qZNU/6Tbj/AJrx4Qv5
XF/Nj8g7/lYHnz/qZNU/6Tbj/mvHhC/lcX82PyDv+VgefP8AqZNU/wCk24/5rx4Qv5XF/Nj8g7/l
YHnz/qZNU/6Tbj/mvHhC/lcX82PyDv8AlYHnz/qZNU/6Tbj/AJrx4Qv5XF/Nj8g7/lYHnz/qZNU/
6Tbj/mvHhC/lcX82PyDv+VgefP8AqZNU/wCk24/5rx4Qv5XF/Nj8g7/lYHnz/qZNU/6Tbj/mvHhC
/lcX82PyCP0PzN+Zmt6rb6Zp/mDVZbq5big+u3FAOrMx57Ko3JyM+GIssMuLDCJkYxoeQfSnl3Sr
nStJgs7rULnU7lRWe7u5ZJneQj4ivqM3FfBR+vfNXknxG3m8sxKVgADyRczKK5US1pVfkFK9jgtN
MT1yAR0YuG51NBXb7wMnGTGQYpdpU/CcttgQhRbsT1wgsCFQWEjLt26nJWilNrMjY/aw2hDy2bb1
FMFqhZLcqa9COlOuBXtH5U/mHJq0Y0PVpOWpQrW1uGO88ajdW8XUfePkcshK9mQek5Yl2KvhfXP+
O1qH/MTN/wAnDmVHk9ri+ke5DW7xpcRPIKxq6lxQNUA7/CSAflXE8mUhsy4a35EbWGuZdMrB8bAi
MqpkqgX9wsqxBOIchQNmIrUCmY3h5OGrcTw8vDV/j3pfpV/5Qi0RLbULOSfUBcfWHlAorRheAg5K
6PxNS5oeuTnHJxWDs2ZI5DK4navwUUt7+XTSQo1hcRxh3aaQF2Yq0khVaetSixiNR0O7VrtkeHL3
/j5MDHN3j8fBBajd+VP0UsOnW8qXrwxiaSVQR6yyktxJdyKoabUr4ZKMZ8W52Zwjk4rkdk4l8w/l
9cw2EU2jtEEAOovCiozsIv2CrIR+8kf22QkGlMrGLKLo+5qGLMLqXuQdtffl3TThc6dcfujD9faN
nrKPq7Cc7y0/3o4lePH4a5Ixy70fd8/1MzHNvRHl8/1KEOoeTVlsFNjJ6HPjqdas8kPJHHElzweq
8ax8fhr44THJvv7kmOXff3Nabq3lm2t9cglsjKL1qaY7Rxu0MYWanxOWZG5NHurdtyQOLGcJkx35
c/sTOEyYkHlz+z9qtqWo+RaXi6dp0vA8jZCctUF44l+Jll5UV1kYAk9foyMY5NrLGEMu1n3/AGq/
6Q/LdLtpobC5MSXFk8UUtW/coR9aRv3lDzFeo69KDbBw5a5jr+xHDmrcjkf2MPanI06V2/z3zKct
2KX0T+TPkmPQdCOt36hNR1GMPV9vRtvtKu/Qt9pvoHbNbqcvEaHIPOdo6rjlwj6Ys/bUrNXCtNGg
NKFnUV5dKb9+2Y4BPR1pnEcyHT3umhS0lxEBxLVLgfCDQnr0rtgMT3Lxx70hvdQinWltIHCU+wQ1
K79srkCObZGQPI28+/MC4n0o2epRy+nc3NxFBcISCskADE1RqgFaAcgKiuIKkLbyNYy5aihRyZm2
AA3JNcsE2BihbKe2uSxtp4pwlOXpsrUr0rTpkxJgQpa9qEcJ03SJVJi1acR3DJTn6asAE7EB3cVY
HoDjKXIKBzTO5sZixbv7ZO2ukMbGY9QT9+G1pSfR55K0X9eC1pSt9M1K0uorq25xTwuHilUEFWU1
BGNq+h/K+tHWNGhu5E9K5H7u6ioRxlX7VAex6j2OZEZWGSbZJXwvrn/Ha1D/AJiZv+ThzKjye1xf
SPcgsLY9K8mv5RvPJgm8w29sLfQL9TeejDHHeXUF2jJChnVfUb0peTEE/Zp4DKpXezrdR4gyVAn1
D4CuaZar5T0O91IeXlWO6fy7bWsEraRHbQXF3JckmS6kl9M+olvF6YevfeoqxwcRG7VDPOMeP+eT
9V0K6fFbbflLoD2cUoj1S85W09ytzbNH6M/1fUBZgRAwMR6sTLMu5ovjichSddO/4RuPtjff05IW
X8qdFttP1mae9uJrvTby8to7eJJC1LZwIEkVIJlVrpT8DM6gVFA+9D4hZfnpExAAogfbz69Er/M3
yBY+Vvq82nreC3e8u7NjecWr9W9MxyKyxxCkgkNBQ/ZO/YGErbdHqjlsGuQO3my6y0zyXrkmg3tw
LGx1HWrWCS0jit4YrW3k02RmvjPCqem/1ji4XmD4dKZAkhxJTyw4gLIiT139XL5IUeULXWYB5z0O
3ntNRa4hvLG0sY1SBYxfi1WKKK3iCo8cfF2Pq8yalkFeRPEeRZeOYfu5URVG/wCrfU/o+KZ+ffLX
1/yzqdzfW99Peafq+vT6VawsE/cS3MZecq8UnOGN/iYIVO5PiVEZUWvTZuGYAIoxhfy5e9D3X5Sa
Jf61Ov6O1OxW5v7K1t0gKCKFLrTxcysytBU/V5VIf4hsQNjvhEzTKOulGI3iaBPylXf1Yrr/AOX+
k6T5PutTZL5ryAaesN2zxraSyXiNJOEj9P1P3HAxEc68tz/LkozsuVi1Up5BHavV79uXz5vPssdg
yv8ALHysvmPzda2sy8rG3/0m88DHGRRD/rtRfllOoycEXE1ubw8ZI5l9J+Z20xPL96dSmNvYenSa
VRyKgkAUUBuRrQcaGvTNdikRIEc3lJ6fxonH/O/HXZiek2/kp5NNt7e8kuG1ehsY3gRWD6fHwk5M
YldDSGnFjStaDMjJnyb7cvPv+LRDsUY+K+UeH+b0AA6ddvJD6n5e8madfWGmXupTxXk8XoQKEHAC
SVgrOYkCR1eTgpNN/pwjWTkCQBzaMfYMTGwTURXQd55Cu/omvkmHysb3VP0TdPdzn0lukmRowAnN
UePkq8lY8hUVG2U6jJKQAkOVuXi7N/LyMv59fZ/axH/nICym/RmkXgiUQQzyRy8SB8UqhlBHXpE3
TMMuQxjz958h1zQYYbWUPLfMDNF6YVkjjYsVduzF1UjiemBLCvK+qnTNbt7g1MLN6c6juj7H7uuG
63Qy1Lgap+adjHbyh47eiRncAelE0jrv/lchkrssaoU9OjsXeTizcFruR4ZbbXwppb6VoETcn5yn
vyag+fwjBZTQRpufL0TB44lVl6UX+HTBumw1N5gsFX4OanoKBfwqNvoxpeII/wAueabL6/HbFmH1
kiMcgAOX7HT32y3CaKJG2bZlsHwvrn/Ha1D/AJiZv+ThzKjye1xfSPcgsLY7FV9usDXES3DtFAzq
JZUXmyoT8TBCV5EDtUV8cUG62Zjq35Wa7Fq+oWei/wC5W20+6+oPcM0FtI1yI/UKLA8zSGoB4U+1
TbfbICY6uHDWwMQZekkX1O3vpBeWfJMmv6Bqmo2b3c99pstvH+jrSza6Z1uOdH5I6soX0mr8B7eO
xlKizzanw5gGqN7k1yTLzL+Vl7pb+np1zJqM31y008Wzwi3uPrF5a/WkUxerKy0QgEnatfA4BNrw
60S5itie/ka7ku0DyQ135qHl3WLptMuZIWkt3hjjvBI/p+rGilJkQiRK8WVyCaDvUEz2sNmXU1j4
4jiHy/QmNt+V80Nnbajrt62naZdWE1+txDB9ZaMxFOMMyGSHg8iSoU+LqwHiRHxGs60EkRFkGudI
7S/y00pNSn0zVpp5Lm31PSLJ5rSWJY2h1eNmDLVJhyjoDUMQw+/EzLCeslwiUaoxkd/6Lz6+gW3v
biBSSsUjopPUhWI3yYOznxNgFG3nmbW7zS4tKuLnlYw+nxiCRoW9FSkXqOqh5PTViF5k07YiIu2E
cMRLiA3SzC2vePyK0U2Pl6bVmjHrajKRG7DcRQkqKH3flmn12b18Pc6LtLJxT4e5nfmO6v30S9S1
uhp87xlUvApcx12LBQa1p0p3zGxZCZja3XCUIeqX0hjkGlwWWh+W/WvoI7eykk+ry26Sos31q3lj
UqWeR1c+qZGYnrU7ZkSM5SkAN/uopydoYvrv05Kr7/uHySrUvLurDU9OtV1R5bezZr2O1vGmuWdl
ZVMnMuKenyHCvQmtMqGU8EiR5WNnIGrhZgR65DptsPh5hb5dnudM1rWbya5S9ubsxx3PBDFThyZS
1CQXIehpTBmyHgjtQa5aqGX0R/yfP4ou8+pXtnd2V41xcW14rLIrTBivLpx5owBU7rtscxAaYl4R
rdjbWGqXFnbXIu4YWCrOBx5GgJ2BboduuZINhpKBqcKHrnkTyt+gUGoyz11K5iUBQpHoBviZK13J
2qcFrTLpdS1kryAEyk7MQTU/TkuJHChH1i8qRJAAe5AOHiRwrku3lUssT8R9pgCQPntjxLwrJLle
hah8DscPEghQ9RldXRyGUgqQehHTDxIp7lomorqWk2l8pFZ4wz06Bxs4+hgcz4SsWwL4k1z/AI7W
of8AMTN/ycOZkeT2uL6R7kFhbHYqvt5VhuIpWiSZY3Vmhk5cHCmvFuJVqHoaEHFBFhm6fm7q66lL
qI0nTTczagmrOeN1T6zFE0SEAXHQeozU8T4UGQ8MOF+QjVXKqrpy+SQWPmuay0bUdJisLU2+pzxX
Esjev6kZgLemsbLKBxUOw+IE79cJjbfLAJSErO3u/UnN/wDmnqt2Vb9F6dA63Vpeh40uCfUsIfQg
BEk8i8RF8J2r71pg8MNMdFEdZciOnXfuSfUPOOrXvmmLzKRHDqMMkMsXph+Ia3ChCxdnkc/AOTO5
Zu5wiIqm6GniIcHT9avqPn/zJqGl6jpl1MrWeqX/AOkrtACKzUNVWh2j+z8P+SMRAMYaWEZCQ5xF
Jon5saml5Ldro+miaWawuPs3dFk0teFrx/0n9ldjWtcHA1fkY1XFLr3fxc+jDr66N3e3F2Y0hNxI
8pij5cE5sW4rzLtxFaCrE++TAcyMaACjiydir6x8uaV+ifL+nacV4m2t443/ANcKOZ+lqnOczT4p
E97yuWfFMy7yi73TkvLOW3acxLMpRnjbi4B2PE0NDkcZ4SJbbd7RlhxxMdxfdzQd1oNrcWVpZyys
IrNlaIoVQnghTiQiqvEqxFABk455RkZbeppnpISjGJuo1XTpXTbkt1Cwje4iug/76GOSJRXbjKUZ
qj5xDKeMiJj0JB+V/rcjwgZifUAj51+oMXOlW9td3Vyin1Lsq0tdxVa0p95xyaiU4xieUeTHDpIY
5ynH6p1fwU7kSCFliAjcghJOCsVYjZqHrTwyoFyKeL+ZPLU2iG3W4uFmnuA7MqA0UA0U8jueXyzK
hO2mUaSm1tpbq5itoRWWd1jjBNKsxoMkTTEB7Rpur/o+xgt7+BLqeCFIiVag5oAC9eILVp3ykSbe
FrU/Mpv2DekIAi8EEZIUL2GStCC/xDexcQJy4SnHkFYgDoKkE4bYqV/5llu7aO3liUJGSVKKqnfr
WgFcKoSHVzGeNSybfC3anh4dcLGmRLY3lxax31ojy2srMq8QWIK7kGmIKDF6j+Vd3K+iXFlMGWSz
nI4sKFVkFaU/1uWZ2mlYprmKfM19bQG9uC8SlzI5YlRWvI1rXOkhCPCNngtT2tqxlkBlyACR/jl3
+9Q+q23++U/4Ef0yXhx7g0/yxrP9Wy/6eX63fVbb/fKf8CP6Y+HHuC/yxrP9Wy/6eX6070Dyla6t
ZancckhbT4DNHEIVcysqPJwBLJT4YmO3Jqb8aBiK58MSNhu5em12syRkfHyjhF/XLfYn+d5fs2KI
k/LPzJGkrvpsISFo0mb1rWiNNMbdAx9Tb98rIf5SDWlDgE8f4DM5u0x/lcm1f5XvPD/O79lRvys8
1rWukx0E0Vsx9W2oss6q0SMedAWEi9f5h4jB4mL8BJydqf6pk5gf3nU8v4vMfNC3nkLU7RZPWt7Z
WgglubpGlhQxLDcyWjg82UO3qwkAR8q1FNzTJAwPT7PK2qer7Qjd5smwJP7w7VIx/nb7jpfRMP8A
lWv1jy9p2rac8dw96vKaCZYLdIRzkjq0ry8ac4SAXC8qjjU8gIccRIgj8fJyBm10sUckM+U8XQzI
rmOfH3jyv5rbf8rdaeG7M9pHb3FvbNdxwu1uAyRNF6wlcyAQskdwklH6r9GE5Mfd9iI5e0aN5cgI
F/3h6Vdni9NCQO/RtPys1e5Mk1hbxTabHFHK9/N6UEamSyW94vyY8KI4XkTxr1Ix8SA2I3/bSjL2
hKzDNkMALszI/hEv53cfd5qek/l22p+ULvzBbrylt7lLWGyWAN6pdokqJOQp8Uw247/fRlKInw0E
YdRrsmA5Rmy2JVXFLfl14vNdqP5W61amNoLWC7gk+qxiWOS23uLqOF/RVRIxYhrhQCNiPi+zjHJj
PTv6Lky9ox5ZchHp/wAp1kBt9Xn+nksn/LLzDZGY3tpbWMlvC1zxnntkYpHMkBI+Pb43HEmgb9kk
0xE8Z5C/gieXtKN8WWcaF75fOv53mm19pP5l2kF1cXGqXQtLZpkW5N5J6crW92llIEqwK0llH94F
+EE9srGPAduGP+lHdbRkGtgCTOXCL34zW0hHv7z1rZD3+m/mZYi/a9uruEaZxN5zvl+HkEYcf3vx
7TR14VpyA6nEYdOaqMd/6P7GM5a6HFxTmODn6/d/S35jl3ov9F+bp7aL9H67eXN/xtnubeScwRot
5aPexlJ5JuLBIYW9TkFoenLrkfBwjnCNe4dDXc2cWqkPTlmZemxxEfVEy58XcN7ppfLn5iXFnZy2
d9d3d3cpPNJaR3QYxwwLC4fkszA81uUIU0b2IIOPhacE3CP+l/Z5JA1sgOHJMyNmuPoOHf6uvEPN
T03SPMD6rqWna1rlxpsumW/1i5KXEdwB+9jiKFvrMUYYGWtOde1K0GMsOGgRCJv+j+xcU9Txyhky
zhwiz676gfzwOvf9ql/hv8x5EV/VmKtLFbqWv4h++mbikJBm2kr1T7S9wMPhaf8Amx/0v7GIGv8A
58+df3nU9Pq5+SSeZPL+uWRtptbRZfrC/wCjTGeK6BUKslA8bygfDMrAV6MD3ycMGA8ox/0v7GjP
n1mOjOc9+Xrv7ie8JNHBDG6yRxqkiEMjqACCNwQRln5bF/Nj8g4/8oaj/VJ/6Y/rRT3185LPcSsT
uSXYn9eD8ph/mR+QT/KOo/1Sf+mP62jd3R6zSf8ABH+uP5XF/Mj8gj+UNR/qk/8ATH9aI+vlUQEA
kAVJrU7ZymoiBkkBy4j976PoZGWCBO5MI/cpnUiTuBlLktG8jPUb4Vc+pzekIVciMHkFrtXpXFXq
v/OPut3Musanpsj1ia2W4VdusbhP1SZlaU7lrycmPal+UP5iTajdTR6TyjkmkdG+sWwqrMSDvLnS
R1WMAbvAZux9TKciI7EnrH9aG/5U5+ZH/Vo/6eLX/qrkvzWPv+9r/kXVfzPtj+t3/KnPzI/6tH/T
xa/9VcfzWPv+9f5F1X8z7Y/rRNr+Vv5s2kM8NrZTW8N0vC6jivLdFlTccZAswDDc7HInUYjzP2Nk
OytbEERBAPP1Df37oiX8vvzomWZZo7uRbhFiuFfUImEkaV4I4M/xKvI0B6VwDPh8vkzPZ2vN3xb7
H1j/AIp0f5f/AJ1Rs7Rpdo0sv1iQrqEQLTdPUak+77fa64+Nh8vko7P145cW5v6xz7/qddfl9+dF
2jpdx3dwkq8JFl1CJwy8ufFg05qOW9PHEZ8I5V8ln2fr5CpcR/zx/wAU3F5A/OqFbdYUvI1tAVtQ
moRKIlIoRHSf4QRttic2Hy+Sjs/Xiq4tuXrG3+yXJ5E/O6NVWP66iovpoF1GIAJWvEUn2FR0x8bD
5fJI0PaA/nf6cf8AFLY/IX52RkmNbxCWWQldQiFXRQittP1VFCg+Apj42Hy+SjQdoDlxf6cf8UpQ
flv+cVvAsEFvcxQIjxpEl9CqKkrBpFCiagDsoLDuRhOfEf7GEezNdEUAQP6w68/4uq64/Lv85rmQ
S3EV1NIJElDyX8LsJIgRG9TOfiTkeJ7YBnwj+xMuztfLc8R6/WOn+cvk8g/nXJKJpFvHlCPGJG1C
IsElNZFqZ60c/aHfHxsPl8mR7P15N+q/64/4pv8AwJ+dvotDS99FmZ2j/SMXEs7+o7EevSrOeR8T
vj42Hy+S/kO0Kr1V/XHv/nIt/KH5yy6Rfabdac14uocPrF1cXsck3GN0dVBa54EAxCnJSRvQjkcj
4uEEEHl5fsbDo9ccZhKPFxdTLfp/S8u7v70vj/Ln85I0t444LlI7QMLRFv4QIhICriMCb4OQJBp1
yfj4fwGkdm64VQl6eXqG3u9SonkD86kWFUS8VbeMwW6rqEQEcTcQ0aUn+FTwWqjbYYPGw+XySOz9
eKri2FD1jl3fUot+Wv5vtNcztbXBnvEMd5Kb6AvMhoCsjetV1NBs2H8xi/AYnszXWTRuXP1Df37q
zeQPzqZUVkvCsXp+mp1CIhfQPKLj+/29M7r4dsHjYfL5Mj2frz/O6fxjpy/i6dFLUvy3/OHU/T/S
Vvc33o19L6zfQzcOVOXHnM1K8RWmGOfEOW3wY5ezNdk+sGVd8gf0oL/lTn5kf9Wj/p4tf+quS/NY
+/72r+RdV/M+2P63f8qc/Mj/AKtH/Txa/wDVXH81j7/vX+RdV/M+2P63f8qc/Mj/AKtH/Txa/wDV
XH81j7/vX+RdV/M+2P630J5e0n0vKuk6dqVujS21lbw3EEgWRVkjhVGH7SmhqKjNTlqUielvbaSB
hihE7ERA+xJNf/KPyLrKsW09bGdulxZUgYf7AD0z9K5jywRPRyhMh5H5v/IvzRpCvc6Qw1iyXcrG
OFwo94qnl/sCT7DMWemI5btgyAvMZTLEzI4KupoykUII7EHMdm9K/wCcfLiRfPsiAiktjMjfIPG3
61GZOm+phkGz6SzPaHYq7FXYq7FXYq7FXYqwnzJP+ZEGsXMuiW8l1bJ6P1KClkbRoytJ/W9WW3uv
WViWQI4QgAE9cIpzMQwmI4jXfzv9Ir7UmfXvz89Scr5d0/iqsIE5RkM5kotXN8p4CP4i3EGvw8f2
hKot3h6Xb1H8f5v470y0bVPzcub2MaxpNvY2L285nFsIHljn4EwiORryRWB2+JovtfDx4/HgNNeS
GAD0kk/j+j+n9SUxah+fRito5NNgU2xtmlnAtPUuP9Fc3CyD6zw/3o4gCMR8v5kFcPpbTHS779/f
tvt07vf8URe63+eyWyy2mhadLO2xtiE+EiOBuRkN+o4s8kyii1+AVHxbIEWMcelveUvxf9H3fPyb
n1f88ZpnaLRLS2hW5YxRcoWZ7dZ4TGrym6bizRGXmRH2+EVYFRsohpgPqJ2+2j5e7qj9H1z82jql
vHqvl62OmyIgmmhkiikjka6CM5H1q4qqW1ZCqg/F8IbvjQa8mPBwnhkb/Z7h12Z3kXCdirsVdirs
VdirsVdirsVdirsVYz5s/Lnyn5oUtqdmFuv2b6Ckc4/2QBDf7IHK54oy5shIhKPIf5Q6P5Q1ebVI
Lya7nkiaGJZQqhEdgxPw9W+ECu3fbIY8AibTKds9y9g7FUv19ddbSLgaC8CaseH1VrsMYAea8vUC
fFThXphFdVYVp8/5/r9U+u23lyRFYLeqr3ayMqyEFo3HwAtEAd069v2cmeHzVlH+I9Y5sv8AhbVK
Do3qaZQ/FTb/AE2vTfft77ZCvNWv8Sazw5f4U1SvHlw9XS61rTj/AL3Ur36098Neat/4j1jmq/4W
1Sh6t6mmUHxU3/02vTfbt77YK81cfMesBC3+FtUJArxEmmVOxNP97adsa81d/iPWOQH+FtUoQTX1
NMoCBWn+9vXt/ZjXmrv8R6xyI/wtqlAAa+pplCSK0/3t69v7Ma81cPMesFA3+FtUBIrxMmmVGwNP
97ad8a81cfMesBmA8raoQoqGEmmUbelBW9+nf9eNeaufzFrChqeVtTegJHGTTN6NSgrejtvv299s
a81d/iPWOar/AIW1Sh6t6mmUHxU3/wBNr0327e+2NeauPmPWAhb/AAtqhIFeIk0yp2Jp/vbTtjXm
rf8AiLV9/wDnV9T2AP8AeaZvVSaf729jt8/bfGvNWv8AEesciP8AC2qUABr6mmUJIrT/AHt69v7M
a81cPMesFA3+FtUBIrxMmmVGwNP97ad8a81cfMesBmA8raoQoqGEmmUbelBW9+nf9eNear18wasZ
Ah8takqk0Mhk07iPi41NLwt0+Lp099sa81TrArsVdirsVdirsVdirsVdirsVS/zANcOi3i6CYF1h
oyti92WECytsHk4BmIXrQDfphFXurAkk/wCciluLl/S8tvByP1aN/rVePqNTdGWh4U617d65P0ea
sl0zWvPFvp8Y17y/9b1JpJeZ0Wa3a2WMMfSr9dntZORWlaAjvt0ESB0VGHzDq9T/AM6xqZp0PqaZ
vvT/AJbPpwV5q0nmLWGC18ramlQCeUmmbValDS9Pbfbt77Y15q4eY9YLKD5W1QBhUsZNMou9KGl7
9O368a81cnmPWGFT5W1RTWlDJple++16fD8ca81d/iPWOQH+FtUoQTX1NMoCBWn+9vXt/ZjXmrf+
ItX2/wCdX1PcE/3mmbUUGn+9vc7fP23xrzVb/iTWeKn/AApqtWrVfV0uo2rv/p30bfqw15q3/iPW
ObL/AIW1Sg6N6mmUPxU2/wBNr0337e+2CvNXJ5i1hgtfK2ppUAnlJpm1WpQ0vT2327e+2NeauHmP
WCyg+VtUAYVLGTTKLvShpe/Tt+vGvNWh5k1ngW/wpqoI/Y9XS6nr/wAv1O3j3+eGvNW/8R6xyA/w
tqlCCa+pplAQK0/3t69v7MFeat/4i1fb/nV9T3BP95pm1FBp/vb3O3z9t8a81W/4k1nip/wpqtWr
VfV0uo2rv/p30bfqw15qqQ6/qslwsT+WtSijLAG4eTTigBbiWIS8Z6AfEaLWnvtgrzVOsCuxV2Ku
xV2KuxV2KuxV2KuxVLvMdhqWoaJd2emXp06+mTjBeBSxQ1BPQqRyFVqDUVqN8IKsHbyN+akmlXGn
t52KSreR3FhqCwL6ggpMZYJUHEsOUqUrIdk/Z6ZPij3KtTyP+bb6O9heedkuLmV4pRfpa/VpYWWR
nlVBAyB0dX48X2AUUA7PFHuVkWixfmRp+lW1tqLadrt+sdbm/eaSwrIQTwEUVrOrKDtz+Go/Z23i
aVFm98+cdtH0rlU0H6UuKcaihr+j+tK7Y7KuN554o1NI0wkE8a6lcCoqKV/0DbauDZWvrnnnk3+4
jS+IPwH9J3FSKjqPqG21fHHZXfXPPPJf9xGl8SfjP6TuKgVPQfUN9qeGOyuW889V+LSNLAqvTU7g
/DT4j/vANweg7+2OyuN556ptpGlk1XrqdwNiPi/48O3bx9sdlb+ueef+rRpnT/q5XHXj/wAwH823
y39sdlWm98+cdtH0rlU0H6UuKcaihr+j+tK7Ydlba889V+HSNLIq3XU7gfDT4T/vAdyeo7e+DZXf
XPPPJv8AcRpfEH4D+k7ipFR1H1Dbavjjsrf1zzxVf9xGmUr8R/SVxsKnp/oG+1MdlWNe+fQoKaNp
RbuDqlwB37/o8+3b+07K29758AHp6PpTHuG1S4Ud/DT29v8APq7KvS786l1D6VpqoacmXUZ2I+Kh
oDYivw79eu3vg2VO8CuxV2KuxV2KuxV2KuxV2KuxVBa5YXOoaNe2NrdvY3VxC8dvexV5wyMpCSCh
Uni1DSu+EFXnsPkf86Uu7MSfmDG9lEDJdf7joRJJKJvUC9yEKHgaONh9n4qifFHuQnOg6H+amlyy
3Op+ZLXzGv1cJDp01rHp6euWWshuYEmdQFDbek1fbATHuSnP1zz1yH+4jS+NDU/pO4rypsKfUOnL
av8AtZHZXfXPPXI/7iNL40FD+k7ivKm4p9Q6ctq/7WOyuF5564AnSNLD03A1O4IrQd/0f417Y7K7
65555sP0RpfD9k/pO4qfi7j6ht8O/Xrt747K19d8+cK/ofS/U414/pS4pyr0r+j+lO9Pow7K39c8
881H6I0vh+0f0ncVHxdh9Q3+Hfr1298GyuN5564EjSNLL02B1O4ArQ9/0f407Y7K39c88b/7iNM6
Cn+5K468TX/jw/m2+W/tjsrX1zz1yP8AuI0vjQUP6TuK8qbin1Dpy2r/ALWOyuF5564AnSNLD03A
1O4IrQd/0f417Y7K43nnrk1NI0sqB8BOp3AJNe4+obfDv3/jjsrnvPPIDcNI0xjQ8eWp3AqeW1aW
Bp8O/wA9vfHZVj3vn8H4NG0lhvUtqtyPl0044dlXteeeuJ46RpZamwOp3AHKvSv1A7cd6/7eDZV1
reed2kQXWk6ZFEWUSNFqVxKwWo5EK1jGCQK0FRXbcV2dlTvArsVdirsVdirsVdirsVdirsVSrzVo
EfmHy9e6NJcy2iXsfpm5gIEiUYNVa/Lf2wg0VYnb/lHJDqdtfN5v164W1uEu4bS4uhNCJIySBwdG
HAqxXj4ZLj8lZL9T88bf7l9M6Gv+42468RT/AI//AObf5be+R2Vb9S8+cV/3MaVyFeZ/RdxQ7bUH
6Q233/zrh2Vv6n555sf0vpfD9kfoy4qPi7n6/v8ADt067+2DZXJZ+eQF56vpjGg5cdMuBU8t6Vvz
T4dvnv7Y7K4WfnrktdX0sqB8YGmXAJNex+v7fDt3/hjsrQsvPnAg6xpXPs36LuKd+36Q+Xf+w7K3
9T89ch/uX0vjQ1H6MuK8qbGv1/py3p/t4Nlb+p+eNv8AcvpnQ1/3G3HXiKf8f/8ANv8ALb3x2Vb9
S8+cV/3MaVyFeZ/RdxQ7bUH6Q233/wA64dlb+p+eebH9L6Xw/ZH6MuKj4u5+v7/Dt067+2DZXJZ+
eQF56vpjGg5cdMuBU8t6VvzT4dvnv7Y7K4WfnrktdX0sqB8YGmXAJNex+v7fDt3/AIY7K0LLz5wI
OsaVz7N+i7inft+kPl3/ALDsrf1Pz1yH+5fS+NDUfoy4rypsa/X+nLen+3g2Vv6n542/3L6Z0Nf9
xtx14in/AB//AM2/y298dlXW1p5zWWI3WqadLCGBnSLTp42ZduQRmvZAhO9CVb5bbuyp1gV2KuxV
2KuxV2KuxV2KuxV2KuxV2KuxV2Kpf5hs7+90DUrPTpvq2oXNrNFZ3HNo/TmeMrG/NAWXixBqN8Ib
MUgJgnkC89/wb+ctiwGkeZbYK8AWf649xc/vqzP+7FylyUVDMiA8iWCBm/lMrDnePpz9UTz6UO7u
r8FNbHS/zkGo6dJe6xpv1CGSD9IwxoWeaNIUWfixgSjSSh3AFKV60FMGzVKeno1GV9Pnt1Sy58tf
nn9enubTzFZIZYxEolbnEvEykMsH1TirEuu/KoAo3qUBwghtjm01AGJ/FdeL8eSJt/Lv5xnXtMvb
rXrVrO3kYahbxuFWaF5EYhIvqnFSESnxszdeLry+EWKYnLp+EgRN9Pxf47kFc2H59QKUGpQ3TpFe
yCS2WzCuWRVsoh68MR9RZCzOaBOA6ltifSzjLSnpXLv+PI/goq80b874tOkmt9dtp75YpKW6rb8W
dbeMR8OdpGOTziXZnUAFDXZlYWGMcmmJ3ia+Pf7+6vtUT5e/PG4sVm/xBb29+JjLBFI0JSOFoGRY
5RFYqJZFkf4jUoaVC1Aw2E+LpgfpNft/rftVx5b/ADmlub1LrzFaNp91p8kSRx1jljvZLQIJI5I7
eN0RLn4lIavHtyxsMfF04AqJsS+y/f3L/wBBfnULaZBr9n6vpFbcn0yVf11ZebGx+IiHkrNxHIkf
AtCWFhfE09/SfwP63f8A2lnekjVRYqNVMJvQ8nI25Yp6fqN6O7KlW9Ljz+EDlWgpkXCnw36eSLxY
OxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kpb5judbttFuptDtUvdWUKLS1lbhGzMwB5NVaAAk9cI81YP
P52/OALczweRFMdtOqJbvexCSaFVkErRsCQCXReFV6H6cnwx71TzyX5w8za5bXM+seU7vQvTufQt
kklSVpYxUGZldYGRQV8DXqKjIyiB1VP/ANJz8OX6OuvsluNIq7Nx4/3nU9flgpV36Rm5AfULndkW
v7qgDivL+86L0bGlWjU59v8AcddbqzdItuNfhP7zq1NsaVcNRmLU+oXIFUHI+lT4xUn+86J+1+Fc
aVaupzlQ36OuhXnsRFX4BUf7s/a6L/DGlR+BUn8yX/mCy071tG04aleetEn1Yusf7tpAHarMBslf
l13pTGPPdKT+S/NHnvV7povMPlI6BAInlW5a8juKt6lI4hGi1r6e7MSN+2+TkAORQlN/5t/NuPUp
4LTylFNaJfGC3uWmA9S1Fwyetx57N6QVqNxG53oNyIx71ejZWrsVWSmUKPTFTXfvtT5r+vFWAa75
r/Na116/sdI8pR6jYRrH+j75rhIUdjDG8gk5Pt+8Z0G3bfJiMa5qnGva354s9D0m50vQo7/Vbkf7
k7ITBFgf6pJJRXYqCv1hVSteh8TgACoryTqvmvU9Lln8zaOui3yyIsdqkqzBozbxOz8lJH988iU/
ycZADkrIMirsVdirsVdirsVdirsVdirsVY9+YEmlReTtTl1a6uLLT4o1kuLqzPG4UI6sPTah4kkA
VOw70G+SjzV4tLqn5OSWj2n/ACsLWZ7mSQXUV7E1w72hhS6ELK6Q7KouAtAxr6aUoMtqXchPPK/n
zyb5ZvNSTUvPWsXn1n07iB9QtrmSL0J1E0H1dZEndeKXsPOvHlsacdgDEnor02x1WwvtOt7228xB
7e6t454ZmFuhKSMCkhR0Vl5A8KED78rrySimuIebD9OKPjlHCtttRK8Ps1/d/a8fHbAqmbmD0a/4
hUD0wfVra/78p6n2ab/Y8Ppw/BVQ3EPrKP04o/fMPSrbb9P3P2a7ffvgVT+swenX/EK/3NedbXpz
p6v2af5Ph9OH4KneRViP5jSaJH5e5arfXWn2v1y2rcWdPU5i4UqOh+Gu+/Sm1TQY4+eyWI/k3f8A
ku41SVNC85615kuBbzM9pqTXLRIDc/vJ6PHHHyZ/s8jy4n55bkB6hiEB5ZuPy9f84mt7bWNWl8yp
eak4sZ1/0PkGuhPECAaLGXZlqa0402NMJvhS9rylXYqo3fp8F9Tpy2+z1of5tsVeC+fb38toPOuu
Lq/mbXNOuXW2W80+y2jZTbWwT0Siu1VUpI3ga9cvjdckMu/MaDykfJHlm11TU9UstPbjFZT23Izy
f7jpgPrFe/p1b+YtsOuQjdlLK/yxl0yXyHo7aXc3l5YLCUhudRIN2wjkZD61OjBlIp2G2RnzVk+R
V2KuxV2KuxV2KuxV2KuxV2KpR5u1o6J5b1DVBYSan9ViLGwhHJ5QSFKgUbsanbphiLKsJk/NjRra
doV8la76SwTSzyR6avEGF5FKfaFSzxyDem5G1CSJ8B71av8A80NBvBALnyXrF3brd/VnFxpoJjkj
MLxuityUjmyEHkKcK9lqiB71T7yz590zWpry1k0PUdJazWqre2bIHjDyKwX0/UXkrQsStehWla7A
xpWQDU9MZuPByxZR/vPL1mFRvw7jr4d8jSrV1TSWQEI/Ehx/vNN0j+JhTh9I8e2NKv8A0lphcDg/
LklD9Xl+1Luprw7038O+NKtTVNJdRxR+JDgVt5htH8TDdPevv2xpUxwKlHmbWjpOjzX4sJNSMMkI
FpAOcjF50jDBQG+xy5/IYx3NJSLyb5+tdd1M2EHlnVtJKwCcXd5aJb2/okKY1586liJB8Kg0IO+1
cnKNdUKGj+f/AK358uvLQ8r3tr6E0sTay0NLchFkkEhfiBxkIPH4jUtiY7Xas7yCuxVZLJ6ag0G5
pVjQDbud8VeceY/zQXSPMN/p48m6lqU9t6PpXlpb+qs/qRRO1H4UHprKR9rfiRlghY5qyHzP5obT
tM0i6m8v3WpPqEgVrSKMSyWz/VpJqyLQ9OBQkDv9BiAqZeUtYl1jy7ZalLp0mkyXCsW06YUeLi7J
xOy9eNdhTwwSFFU3wK7FXYq7FXYq7FXYq7FXYq7FUBrt1qlppc1xpdoL++Qp6VoXEfMF1D/EdhRC
ThCsHi88/ms+oW0Tfl+0VtM3Cdm1CBjF/dgycgOLL8Z+GgPw/dPhj3qutfOf5uG5srS48iIfUERv
NQTUYVij5SBZAIiC+yhqfGex70x4Y96rIPPf5s84IpPy8MgZreOe6GpQRKPVTnLIIikrBYuhHImu
3XHhj3qzs6jN6gT6hc0Mhj50ioAKfGf3n2TXIUq39Jz8OX6Ouq8OfGkVa8uPH+8+13+WNKuGozeo
U+oXNBII+dIqEGvxj959kUxpVv6Tn4cv0ddV4c+NIq15ceP959rv8saVH4FSnzHfa3Z6RNcaNZDU
NQR4hFaMeAZWmRJDyJUfDGzP17Yx3O6Uk8o+aPPuqakLfXfKP6Es/Rkma8a9jmo/qlIoVjjQ8maO
js3IU6UycgByKEn1Lzl+b8Gu3lpY+S47zTob+KC3uzcpF6lo5flMOT9aKvYce9cIjGuavScrV2Kr
JWdVBXx3NC1BTwG+KvPvMPm7817PXL6z0byemp6fH6P1C9a4SFXrHE83Pk1dmaRVoOq5YIxrmqf+
YNX852Wm6TLpWix6hf3LhNTt/WCLAPq0jllY0DATKq9f17RACrvJWp+cb+0u2806ZHpt1FMFtlhI
ZZIjEj8tpJdw7Mp37fPGQHRWR5FXYq7FXYq7FXYq7FXYq7FXYqx/z9cabbeUdRuNSurizsoVSSW5
tDSdSkqlfTPizALko81eLtqv5bW+q2s7/mL5knnhmEYiMkpeZfgHpufTXlHzjMZr+0x7VOW0e4IQ
Wn6r+VdlC9u/5i+Y5LfT7eSeGAmYRyQXVrGgaJFiPFV9Wq8+PxN7EkkS7gqYLrn5aaZfhbn8zPMk
H1WSExWnqXRgaNQOIWOGFqRs3wlWoaDpShIo9wV7Fp2s6dqmnW99ZeYa214iyW8jpDEzKiVc+nLG
jjkDyaq7e2VEeSUWbu2qx/TyAAM9OVtsktBH+z0Un4T398CtNPEQVGvqGBCE1taholrKKcep+03h
7YquS4hkZRHritzLMiqbY1WQ8IwPh3CvsPE7Yqm+BWLfmI2lJ5TvG1W6uLOx9W19S5tAPWDfXIuA
Fa7GTirf5JOMOaSwz8qr/wAkz+ZpItG85a3r96LUu2nX73LW6qVi5XRBjSPlJVWHqNWrnv0tmDXJ
iw7WLn8qz5+KXXmbzBBq0Gu1+rwk+glwb+UGEBQxWP1G6nfjxp4ZMcVcgr6NzHS7FVksfqKBUbGt
GFQdu42xV595h/Ju11vXL7VH8xatZDUPR9e1s5lij/cRxInE8Sw3gDdepOWCdDkqf+YPI1rrOm6T
YfpG9s4tJcNHJby8ZJALaS34ysQQ20lTt+vIiVKv8leTIPK1nc20V9cX31qVJne5IYhkhSH4aDYH
0606YylasiyKuxV2KuxV2KuxV2KuxV2KuxVLPM2t6doehXmq6kjyWVsgM8caeo7B2CBQn7VS1KYQ
LKsKX88fyceR431JFMcpUFrK5Kly3JiGWFl/vK1PiCffJ+HJbR+j/mX+Wuqauml2c0Q1Bx/dvCEC
okImqzkcAFWEDrsVHtgMSrKTc+X2Y1ltCzFUb4oySXUcAf8AWUCniMjura6joXEFbq14/HQiSOnw
j4+/Yfaxoqu+vaKTT6xbVPBac46nn9gdf2qfDjurQ1LQ2HIXVqQeZ5epH+yP3nfsPtY0VXJf6MWV
UubYseCoFdKn1DyjAof2juvjjSozAqSeZPM2i6FpFzqmqKwsbZo1nZVVyDJOkKkrXoHcGp7b4Yxs
7Kxmx/On8s3Ezx3LW8draxXE8ptpOKQv9VWNf3auT8V/EtFrQ17CuSOMraHf88vyghW2vHv/AE7W
/ilura+NjchJBBMUcj916h4ycvi40rXeuHw5It6La3MN1bRXMDc4J0WSJ6EVRxyU0ND0OVpVMVdi
rsVdirsVdirsVdirsVdirsVdirsVdirsVcQD1Fe/3Yqoizsx0gjFCWFEXqa1PTvXFXJZWaGqQRqa
k1VFG7VJ6DvyP342qG1bUtI0eya/1F0t7WMqGlKlqH7K7KCf6ZKMTI0GvNmjjjxSNBCJ5o8nMnJd
UsQgVWJM0SgCVSy1qRQsik08Ml4U+4tX5zD/AD4/Me/7lz+ZvKUbqrapYhiwA/fRGhC8lrQ/D8PQ
n28cHhy7ik6vEP4o/MIj9K+XlnW2+uWguGPFIPUi5kugegWtd4yG+W/TBwS50z8eF1xC/f8AH7t0
NbeafKNwC0Op2RCuEqZY1qw2XjyI5D+UjY9skcch0LCOrxS5Sj81WPzT5akUOmq2hRpPRjf14+Ly
cUbijVoxpKn2fEYPDl3FRqsR5Sj3cx5frDR8x+W5wUe9gdFUzOXI4KsZ5FmZvhXjTlv88eCXcy/M
Y+8KZv8Ayc6ram505lQhlg5wEAwtzBC1/wB1tb19in+TjwS7iv5jHdcUfmPP9R+RaHmDyhJ6Vol7
ZSo9I4o0aN0+NjGF+Gqjkw4gdztj4cu4oGqxHlIfP4ffsq2/mvyzcRNNFqlqYkZ0MhlRVJjT1H4s
xAYKnxEjam/TE45DoiOrxEWJRr3/AB+7f3Lj5n8tiCS4/SloYYq+o6zxsBQO1Nid6ROaf5J8MfDl
3FP5rFV8Ua948/1H5FDX3nfynYSxRXWpwxvOCYhUsGIZ04gqCOXKJ149agjIkEOVixyyDihuEw0v
WNN1WCSfT5hPFFIYnYBlo4AYj4gOzA4FnAx2KMxYOxV2KuxV2KuxV2KuxV2KuxV2KuxVRmu4IWKy
NQhedPEVpt71yEsgHNkIksT81+Z/Pml6qYdG8rNrdgUtyk8dxFCwd3lM6t6jKNkjUL4M1SaZdEA8
yxSxPPv5nIzif8vZ6s6LBHHf27Hiftln+zReu/EnoBtUnhHeq6783+fLlreGX8vZpYfTa5nEt5aO
odPW9OJKn7ZMcZqRtypToSgAdWMog8wkUl15nu9LZJ/ymSQ0YyxxX9pDzkAiiRomXcKys1Pi2Vcs
EyD9Tjz0WKQowFfgfc6V/MB12Nf+VWQtaTMsF9evLbGkRcwwFIwXUcF4s9P2evGlMeM19SnRYSb4
I/IIme/86yzWE2meQLCWOaNXubp57dxFcJLLZkDg24+rojjfZW4n4lpkb7yWYw4zuIj8bfdss0j/
ABGqWKXn5YWdpL6yx3E0cttJGn7tpI3VQpagfihYnY1PTfCch/nFhHRYRyhH5BCaJfeb3S5E/wCX
emXEemiL0LO0mtlk+tzcY5iGd5FRYhDRjSp2H7LYTI/zjusdNg5CMdvIbHl+j7FfzPdec7bULuKz
8h2E2gySNG9zLJHHJJxcQs5POMIrxgMjNTpTqdhGXmbZT0+KjcRR5/cva58zW8s10PypE7sJEl9O
+tF5KTIKpC3JKOtw4JqGapqOgx4z/OR+TxWTwjf9v/FH5o+wutVgiUXX5ax2jqIhVLizaEIoMhbk
BRREzftUNakZGUz3t2HRYN7EY15IeOS7eSK2h/Lu3a0VA6wJdWYPC5j4c+KsVf7Ljl4dD1x45c7b
B2do64QYf6Xv/WP0tWC6pbQz2l1+XEMVibjha0u7YsyyMyLz5kk0E704nvxAwnJIm7T/ACZo4xAB
jX9X3/rI+KMF1eI0QvPy9QyrNLAkoe0VAXYypx5k/wB56h3r9qo6mmVmy5MMWPHGozEY92/M/tTG
w1XzJp8EEen+SWtY5FQyIt1bjiBReLUNeSg++wwJlCEjvO/gVQebvPZhavkyYT+lLKoN3bcaq7CO
PZiSzJxJ6eGNI8DFf1/YUfpvmPzXc6jDb3Xlea0tHZllvWurdggBYK3pg8jWg+/viwnigBYnZ7qK
f/W4PUEfL94W4cO9aV+6mV+ILrq08JVsmxdirsVdirsVdirsVdirsVQlzpy3M6vK5KJ9iMACh71P
XKZ4eI2SzjOglPmXyTp/mTS7fT9SuLhY4Jhch4GVWMqoyoxLq/8Adl+SjxArUbZZjHCG3FqDjkSA
Evi/L68ht7i3TzRq8iSWLWdvNNcu88cjTNMZy4KIzCoRTwDBajlSnGy2Z1QJB4I875fYpWX5Z3EN
rFHc+bdfnnWhmlF6UV2rGW4qVdlSsWw5EgMwqa1xMky1YJ2hD5KVp+UdjZ2b2dn5j161hck/ub1U
YV9MChEf7KwhFr0Wox4knXEmzGB+H470UPys8vvaXkN3c3t9PqEUMF7fXMqtcSpBctcqGcIoO7BK
02RVUUpkoZDE2HC11anH4chULuht3fq+9Vh/L2KCa4kg1/WYkuGmcwR3KLEjXHqczGgjovxSlh4N
Q9cmc99Iuuj2cASRPILvbi23vlt5370SPJZFqbca/rArLNL6xugZAJ4vS4Bih+BPtJ/K2/XI+Lvy
DZ+S2rjycyfq7xVe4dO4pfN+VmjT2pgm1DUHZpUma49WJZi6NcvXmsS/aa9k5fR71n+ZPcPxX6mg
9lYyKMp87uxf8Xl/TKxPyp00Wy20mtavPbRxtDDby3KPFGjQPb0SL0uApHJt8O334/mTd0EDsmFc
JnkIqqMtuRjyquRVovy7aWynt9U1/Ur761bNa3SNKDAVJFHSGYT8HVVADcie5NSTg8ffYAMx2dcS
JznK40d9vkb3/HNVb8vYASlvrmsWlmIzDDYw3QEMUfpiJVQMjN8KqONWO+/c1Hj94DL+TwNhPII1
VCWw2ruQdr+VOm2xVo9b1j1IkWKCQ3S8okSOSJFjIjHEIs7cR27d6zOpJ6Bpx9kQhynk7vq5bEbb
eZR9x5EinsmtJdUvbqN7iW4JvWS5KLPbyWzxx8lAVQkxKVqA3YioMBmo3Qb5aAEUZSO5O+/MGND4
HZKIfyg0q1mRrS+lWMRrC4lSN34KYwQjIIkQlYq8uHLn8VTupsOqJ5hx49kQifST8fh7q5c6u976
F99+T2g6hcX895d3Ia+uJ5+NuUjVRPIkpHxrKWPKP7R8eg2oI6qQqui5Ox8c+LiJ9RJ28yD59342
VtU/KnR9T1K6u7i7uVjueJKo/OXkI3iPKaf1yV4ytxVQtPcBaCOpIFUzzdlQySJJO/6iOZvv25fd
Rt5c8kaV5flvpbOaeR79IUl9ZkIUW6sqemESMJ9utBsOwAyvLkMxRcjS6KGCRMSTxVz8u7b8dExj
0spMlwJT64/vGI5Bh369DTMMYKIN7uwM9qR+ZDW7FXYq7FXYq7FXYqwwTXIaNhc3FYxRazSkEf5Q
LUb6c1Pjz73K8KO3k1yuPT9P61c8eXKv1iblX/W51p7dMP5id3aPBjVfpLZkuSZCbm4rIKNSeUAf
6oDfD9GDx596+DHfzSm9846Fp2ofVL7XRaXdvGrmK4u3jHB+XGvNwrseLHep2rlgllkLF0UcEAfc
o/448rLHCn+JYv3kgEKfpBjIzluHGnqcz8WxXsclea+vyR4cKr9Jbj89eVp2kEfmaBjJSoGoUqK0
BT95sC21U77YLzDofkvBA35+bk8/eWPXVV8xRNJEI41X64SG9YIY6DnSTkJk+Lf7Qx/fV1SIwt0X
nnym6xRx+aLZ+UlIqamGZn/lr6tW/wBXEnN3S+SBjhVfpbh88eWbmd4IPMcU0k4Qn074svxtxQKy
ycVLMaAKQTjeYb77J4IG/PzREXmzR5QJo9bDcV4hfrT1oK9Yy9S3vSuSMM42Il+PNxY6rTS3E4/6
b9DUHmfRpljSLW+QUhk/016ksaAEl6tuR8J9vHGUdQOYl8lhqdNKgJx/037W/wDE+jsJAdbC+qRy
DXjoa1JHGrgr0P2fljw5+6XyT+Y02/rjv/S/b9yHl88+W4ZCZfMCRvGihla8cUR05q7KX6FTXmR9
OCs3Lf8AH45N8PDkBIGxXf8Aj5tv518sQxwmTzNAiAerEz6kByXmU5EmX415oV3qKgjBxZj3/JPh
w2/WubzfoJufqa656lxcywxiOK7kdvUuFaSFQUc8PURGZRtUe2PFm577L4cOXf5lOPWuefP6zPXj
wp60tKfLlSvv1yrx597Pwo3aW3HmXSrMvHda0LY2Lqs3r3jx8XkQyqshdxyqgLANXYZMTynle7Hw
4D4eaG/xx5XeEMvmWB47mTijR6hy5PsSEKyEigcEhdgNztkrzX128keHD5+bl8++VpJRw8zW7tKj
KvHUAUotOVKScQ1Pp6++P76v4k8MLVrbzVolxc2tpa66txcyFvq0MV80rvRTIahZGLAKtfi2wGeU
Ak2oxw2/WmRa4Ksv1q5o55H/AEiYGvsedQPYZD8xPvT4MfwSuMtyXZvrNxV14H9/LSnsOVAfcb4P
Hn3r4UWhJcD06XNx+7+zWeU1r/NVvi/2WPjz718GO3kyXQyx05OTu5q3xOzO32iftMSc2GCRlGy0
TiAaCPy5i7FXYq7FWFZpHOdirsVSvUPK3lvUbo3d/pltdXLBAZpYldv3RJTcjqvI0OWRyyiKBYmI
KCj/AC88ixzpPHoFgk0biVJFt4wwdW5BgQOtf6dMl+YyfzijgHcpx/lp+X8aKq+X7EhUWOrQI5ZU
FBzLAlvctUnvj+ZyfzivBHuRi+S/KS8CNHswYhEI2EKVAgCCLelfhEKAeygZHxp95TwhiXmHyxa+
X7i1OgeR7TV9P4D64AyrKjR0SNkVxJyYLuzcSzeNcyceUzB4pkFgY1yCE0Wy1GBpkvPy5srWG3j9
e1ktGhfnJEwa3jPwhwV4mrUO9NhkpyB5ZD+ObLFG5URQTiO412KYXcHkeKC8oQsguLcsOXGM/Eqr
T4Sa+IHvkTOxwnIa+LOPZ+mjPiHDxd/Dv+OiGA15JIjF5BtUo4DyevbioUBtgF+H4l2rXpk/Fsb5
Zfaxj2XoxuBG/wCoiT+kX/0mTyNAs8UiRqrSwOxBpRlKofhHI1+X3R8QjYZDXxWXZulMgSIk9/Cp
LZGecmXyBbc3RYXmeS3OyoAELMlSg4ha+GRM/wDbD9rdHTYoigRQ8kJLonNYW/5VzZtLChigRpLY
rElWk4g8acS8rGg74RP/AGw/ay8DF/O+xErYSl5AnkSK2DXEY9aOeGOTjbJ6cEymMIyskbsEo1UO
4wcQ/n9FODH/ADvsRmi6dqN5f8NQ0fUdOtlUlLk63dzAkEMAY1mU7mu5/VkZyAGxB/zQxyYoAbSs
/FPJfJ/lidJVuNOhuTP6f1iScGaSUxRGGNpJJCzuyxuV5MSaHKRmmORaeEKFn5A8lWcEUEGjWqxQ
MXhVow/BmjSJmUvyILJEoY96b98J1Ez1KBAdzv8AAHkoLIo0S04SksyekvGrR+kaDotU22+fXD+Y
n3lPAO5E23lLyxbX0V/baXbQ3sCrHDPHEquiJGIVVSBsFjAUDwyJyyIonZeEJtlbJ2KuxVk2h/8A
HOT5t+vNnpvoDi5fqR+ZDW7FXYq7FWFZpHOdirsVYprp/M9NYdtCXSpdKcKI1vWmWVCEBYkRj4qt
0+Lb37ZEPC4fVxX5MDxXstnP5nyzIY00y3hUAuqvKzM31rcVZCFX6sNzSvImnbEeF5/gfrX1IeOf
84WktkktdEjjdibqRJLlii8tgikCp49/HthrD3y+xHq8nRP+cMUCo0WiXMiCJTKz3KFzQeo5CrQb
9ABhPg/0l9XknKa15ggjjju9Aubm5Cr601jLZm3LEb+mbi4gloP8pB9PXKjCJ5S+d/qZWe53+IdX
p/yjGp9OnqaZ4/8AMZj4Y/nD7f1LxHud/iHV/wDqWNT7/wC7NN7f9HnfHwx/OH2/qXiPcuTX9WZi
D5a1JABUM0mnUJpWm14Tg8Mfzh9v6ls9y8a3qdR/zr9+N1Fedh3G5/3q/Z7/AIVx4B/OH2/qW/Jr
9OapSv8Ah7UK0rT1NPrWtKf719e+PAP5w+39S35NnW9Tqf8AnX787sK87DsNj/vV+12/GmPAP5w+
39S35OGt6nUf86/fjdRXnYdxuf8Aer9nv+FceAfzh9v6lvyRC3OpXemXDxWkmn33B1t4rswt8fH4
Gb0JJ148vevtgoA87CWP6JdfmfDcV12x0+5sY4aUsZW+tvKoFGpL6UHxkkEVUDsctmMR+km/PkwH
F1TP/EOr0/5RjU+nT1NM8f8AmMyHhj+cPt/Uy4j3O/xDq/8A1LGp9/8Admm9v+jzvj4Y/nD7f1Lx
HuVbbXNTlnjik8vahbo7BWnkk08ogPVmEd270XvxUnwwGA/nD7f1Lfkm+VsnYq7FWTaH/wAc5Pm3
682em+gOLl+pH5kNbsVdirsVYVmkc52KuxV2KuxV2KsY806F5yvb+C78v68mlrGixvbywevGx9Sr
yceSgn0yQAfAbjrl+LJACpRthIHoUJH5f/MtZY2fzXbsgflJGNPjHJQ5+GvPYGOg27798kcmL+b9
qKl3p5Jcea1dhHp9hIgrwdr2aMt8VASotH41Xf7Rodt+uVVDvPy/ay3aN15tqaabYUq1P9Pm6U+H
/jz79/D3xqHefl+1d3C6821FdNsKVWv+nzdKfF/x59u3j7Y1DvPy/au603XnHj8Ol6cWoNjqE4Fe
W+/1I/s7/Pb3xqHefl+1d1n1zzxT/jk6ZWn/AFcrjrX/AJgMNY+8/L/jy2XfXPO//Vp0zv8A9LK4
+j/jwxqHefl/x5bLvrnnf/q06Z2/6WVx9P8Ax4Y1DvPy/wCPLZd9c88U/wCOTplaf9XK461/5gMa
x95+X/HlsoixuPND3Krf6fZQWp5c5YL2WeQbfDSN7SEGp6/Ht75GQhWxPy/aotNMgydirsVdirsV
dirJtD/45yfNv15s9N9AcXL9SPzIa3Yq7FXYqwrNI5zsVdirCW/N/wAoRv6cxuIpObIUMYNArFOZ
Ksw4lloN6+1Myvyc3L/JZDyXH84PI6yFHupUogerQSb1JHGlK1FK9Kb4/k8ncv5HJ3Ii1/M/ypdQ
SyQSzM8VvPcvB6RD0toxLIlT8HIKf5qe+ROlmPx3sTpJg7/i0P8A8rf8lfVfX9eb1Nx9X9Ji/JeN
VqKx/tjfnT3yX5PJbL8lkukRpP5neVNTltYY5ZYbi8ZEghliNS0hdVBKc1FTGe+RnpZxvyYz0k43
5KR/NjykNNtdRDTm1uZHhLenQxvGqMwcEitPVX7HL7gcP5SdkdU/k8lkdVp/N3ySshR7iZOJlVyY
XIUxdjSv26HjT6aYfyeRP5LJ3Jta+c9FuXjCGRI5oZZ4ZpVESOIZBGyr6hU8iTttQjvlRwyDScEg
ka/nB5YMMs31e84woHYcIjUM0ailJCCf3w+gH2rd+Tn5N35Kd1sznMRxHYqxPzH54n0zX7TRbPTz
fXVwE29QR1aViqIlQQSad/Ede2dpdEcsTK6AcPW67HpxHisymaiB8O8jvCZz+arC2tYp7uOWDkiv
PG4UNDzBIEgLD4hxNVWpFNxlE9NKMjFytLLxoCQFX0PNXXzJobLUXkZfi7GJWDSD0q81KrU8l4nb
2yvw5dzb4Uu5Dw+bdKe7a1lcWrxBvX9dkXgVYrQkMy/sneu30jJHCatkcJq1TVPNWiadEkktyknM
0CxOjNvGZFJqw2YCi+JIwRxSkiGKUmrjzVoscZ+r3Md5clo0jtbeRHkd5WKKooadVblvsAScRil7
lGKXUUm+VtbsVdirJtD/AOOcnzb9ebPTfQHFy/Uj8yGt2KuxV2KsKzSOc7FXYqxweTSt1NMus3/p
ySJIluzxOkfCtVUtGX4v1bkx33y7xvIMaPeVFPJF6JBI/mXU5WHMfELOhDrxFQLcL8B+JduvWox8
byC0e8qr+UL1nlZfMWooJI1jCKLTilONWWsB3ah5cq9dqbUfFHcEcJ71q+S7kTQyt5h1FzCIxxYW
nF/T2PJRbgfGFUNtXbHxvIJo95VtA8p3Gk3j3E2t3+qK0fAW956BRSCKOvpxRsGABHXeprvgnk4h
ypQCOqe+hDx4+mvGpNKClSKH8DlVsrcYIWrWNTWtagdxQ/fja220MTceSKeBqtQDQ+2NrbSwQqvF
Y1VfAAAdv6DG1tfirsVSrUvLWlX+o2+pyR8NRtaCC6UIzACpAKyLJG1C1RVdjuMyMGqnisDkXF1W
khmEeL+E2OW3zB/AHcgtS8k2V88skl1cGSdjLMZWWYSTcFRHcSBq8OOyigFTSlcI1R4rItyhKUcf
DE0aoS6jzUIPJt/blng1C3jn5q8NwmnWyyJxDilVoDXn1p22pU5cdViP8H+zPk6s6fWGJH5g/wCk
j57d3d06LZvJd/MpaTUbZ7guzNM2m2zEqx5FTWv7RZq+5rhGrxA/Qa/rlfy+t4aGoN3/ADI/Lm0n
kzVFSZf0tEfWCgf6DDxXiyt8KluNGKVK0pXfE6vFt+7/ANkUDTa2j/hH/SuO32r7Tybf29xbTfpC
2YW8gcqNOtkJAYGgZd06dRgnqsRBHAd/6ZTDT60EGWo4h1HBHfy5spzAdo7FXYqybQ/+Ocnzb9eb
PTfQHFy/Uj8yGt2KuxV2KsKzSOc7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXY
q7FXYqybQ/8AjnJ82/Xmz030Bxcv1I/MhrdirsVdir//2Q==
uuid:c34b9d91-5ff8-454c-ade6-13546d224f35
xmp.did:2DF1107493206811822AFACBDD531662
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ba5dc92b-6d0a-484a-ab90-b9370a4a0965
xmp.did:0980117407206811822A897E387FE54C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2DF1107493206811822AFACBDD531662
2016-04-18T09:59:57-04:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/drewmontemayor/Desktop/Mont's Work/01-DM Design Solutions/01-Freelance Work:Clients/01-Graphic Design Clients/Your Voice Heard/Woman's Retreat/Brochure/image1.jpg
Print
False
False
1
8.500000
11.000000
Inches
Archer-Bold
Archer
Bold
Open Type
Version 1.200 Pro
False
Archer-Bold.otf; Archer-Bold
DINAlternate-Bold
DIN Alternate
Bold
TrueType
9.0d4e2
False
DIN Alternate Bold.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 228 C
PANTONE 321 C
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
PANTONE 228 C
SPOT
100.000000
LAB
31.372499
53
-7
PANTONE 321 C
SPOT
100.000000
LAB
48.235298
-56
-22
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
7 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 816 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
809 0 obj
<>stream
HWn$Wԑ{`YuV-!a,F+i!;"z87,;ca{xMBx9=oe{)2ZBm,q~eqm`3=Jbq=z{=_%
O4M`h$^8{=F/J(X+.cӸ/筦Rulj}Z֊zvգ+{Z+9Z'QeVN3Twg- /2KxqR4Z4x{A:`+#Ux~χ3`0Ϝ;{V~)|DE