%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
strat_plan_Large
2019-01-24T12:05:25-08:00
2019-01-24T12:05:25-08:00
2019-01-24T12:05:25-07:00
Adobe Illustrator CS5.1
256
188
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAvAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXkn5
w+b59K1/TrGx8xyaZfSRoy2wCJawgzVa5u3Id5FKKUWFV96+Oy0WHiiSY2Pt9w/W4ufJwkC6KB8u
+bPOV359+pJqDzalLdavBe6TMK2drBbxj6jJxUcgrS7Fg5LDJ5cOMY7rao79T3ohkkZ17/2KE3mX
zrb+UdclvdZdp9P8zmzv7qEiBvqionOO3kZZFgHM7FtgO/jIYsZnGo84WPf597ETlRs8pfYmmhef
fNB/L6ObWYrqzR7O4k/xWEilWNI5JEhLRExs8rBFC/CAxZT3yvJp4eL6aO49LOGWXBv8/wAfqYtp
/nrXZ9CtZH8zXCaJc6p6d3fkq95aW/oFo1mlVSqmZ1LcRXjSlcyJaeIkfT6uHl0O7XHKSAb2v5bL
r38wvMH1Hyql15km0/Xbi2hkuIHRI7eNPrBP1i7NGeVpoFHGIL/ld92Omjc6jcb/AEch8eqDmNRB
NSKf+RPNnmq+/MGG0u9Qnnkll1Nda0l1Aiso7dgLQqOPw8j8NamuUajDAYrA/m0e/vbMc5GdX335
dyC80edvMlj+av1SPVbqS0S8tYItIt04P6TgBx9XkiIuA1a+oso+jak8WCBw3Qujv+3p8mM8hGSr
+H4G/wA1+iecvMc3meZbrWbz/EhvryBfKyWyy2noQr+55fYaNf8Ai0Mff3GTBAQ2A4aHqvf8eTKG
Q8W53s7KXk/8xbq1gn1TUvMN7qGoRafc3er6PNbL9Wt542YRJ6iiMwcm4qq0INfuOfTAnhEQBYAN
7n9aMeWhZO9bjuY1F+ZXniz8peYLXUdQvYtTntrLUdKurlGglVWuY450h5gc0If4SvYHMg6XGZxI
AqyD8tmg55iBs77H9b0n8odX8ySXfmXTtfvppbrTpYhDpt04ubqFChJk9VI4RJHLtw4r+vfA1sIV
ExGx69HK08pWRI8mBeX/AMwfPf1rWjBrM2p3iafe3QJj5wQvBVwXtniie3YKKIKspagO2ZmTTY6j
tQsfi+rRDLPfezR/FVsyzy9+aHmueOOInT7uz07RE1TUL2lw0sjBXXgoj5/HzUBzxoPiIrtmNk0k
B3gmVDk3RzE9302kM350+c9RsBLE9jp0dpqGnLc3iK5iaC6Lk8+TyERAw0dhRiNtsuGhxxPU2JfY
1nUyI7tx9qfxfnR5lk80alpcehJLDZ/XRFbq4W6/0WN3R2BkJKyFANox12Jyk6GHADxc6927YNQe
Iiu9JpPzg8z6rHHCTb25iuNLcy2IniJ+tuRLC/rdeH2WoKEjrlo0UI/7LnXRj+YJ/wBj9rM/I/5k
6r5h8xPp91HZ2w/0nnpii6+vWv1eTgv1glDB8fXcr7V6Zi59LGEbF9N9qPu6tuPMZGmNatefmTqf
5q61p/l68uvq2mXWnFk9eFLOCCWENL6sTjm/PiSOHvUbjMiEcUcMTICyD72kymchA5Cu5K4Pzp8y
6H5S0Zj6OpXs0d3cXUl4ZGldI72SJApBjX4VQ1PJiNvhpkzoYTmeg25e5H5kxjfM7/eyfTvzb8w3
XmyCwextBpE+qDTA6mT6wPUhEqNWpT4e+2/gMolo4iF2eLhttGY8VVtdfZb1fNa5LsVdirsVdiqX
a/rtloemSajehzbxlVYRgM1XPEbEr44QLa8uUY48R5MV/wCVy+Uv993f/ItP+a8lwFw/5Sxebv8A
lcvlL/fd3/yLT/mvHgK/yli83f8AK5fKX++7v/kWn/NePAV/lLF5u/5XL5S/33d/8i0/5rx4Cv8A
KWLzd/yuXyl/vu7/AORaf8148BX+UsXmtb84fJzGrQ3RPiYkP/G+PCV/lLF5rv8AlcnlGtfTu6+P
pJ/zXjwFf5Sxebv+VyeUN/3V3v1/dJv/AMPjwFf5Sxebj+cnlEihjuyD1HpJ/wA148BX+UsXm0Pz
i8ngFRDdBT1AiSn/ABPHgK/yli83H84vJ5IYw3RYdCYkr/xPHgK/yli82/8AlcnlGtfTu6+PpJ/z
XjwFf5Sxebv+VyeUa19O7r4+kn/NePAV/lLF5oi2/NHQroCW2sNQnBb0g8Vtz+LiX4VVjvxUtTw3
wcJZx10DyEj8FQ/mRpNEY6XqdLjaNvqu0nwc6L8XxfB8Xy3x4Sn85Hul8nR/mTpFwKx6Xqco/d7r
a8hSahj6N+3UcfHtjwlRrYnkJfJDz/m35at2X17W+hZxVecCqWUMVqKvuAysPmDjwljLtDGOd/JT
H5yeUASRFd1PU+km/wDw+HgLH+UsXm4fnJ5QHSK7G1P7pOg/2ePAV/lLF5tH84vJ5FDDdUoBT0k6
Dp+3jwFf5Sxeay4/NzyVcwS289vcyQzo0c0bRIQyMCCp+PoQcREg2F/lLF5pVoHnT8rfL7TtpGm3
Ns9zwEz8TIzCOvBeUkrkBa7AbZbkyTn9RYx1+EcrTkfnJ5QBJEV3U9T6Sb/8PlXAWX8pYvNw/OTy
gCSIrup6n0k3/wCHx4Cv8pYvNr/lcfk//fV13/3Unfr+3jwFf5Sxebf/ACuTyhWvpXda1/uk69P5
8eAr/KWLzd/yuXyl/vu7/wCRaf8ANePAV/lLF5u/5XL5S/33d/8AItP+a8eAr/KWLzd/yuXyl/vu
7/5Fp/zXjwFf5Sxebv8AlcvlL/fd3/yLT/mvHgK/yli82U+XvMFhr2nDULESCAuyUlAVqr12BbIk
U5eHKMkeIckh/Nn/AJQm6/4yQ/8AJwYYc3H7Q/uT8PveC5c847FUZZaRqN9E8lnA04jZUKR0aQsw
ZgFjB5t8KMTxBoBU4LbI4pSFgWq/4d8wcFcabdFXUMpEMh+FjQHYd+2Nhl4GT+afktn0DXLcOZtP
uI1jCs7mJ+IV24o3KlKMwop79sbCDgmOYK6Dy7r08pii065Z1Yo49JwFZacg5IovHkOVenfGwowT
JrhK5vLPmFVdv0dOVjdY2KozfE7FFpxryBZCtRtXbGwk6fIP4S1/hvzCBVtNuUUMFLPE6DkXCUqw
A+0wGNhfy+T+aVJ9E1mN0R7C5V5AzRq0LgsEAZyoI34g1PhjYYnDPuPyVF8ueYXNE0u7Yl2iAEEp
/eKCWT7P2hxNRjYT4GT+afk1HoGuyTGFNPuTKORZPScFQhCuWqNgpNGJ6d8bCjBMmuEqieWPML3K
2w064EzkhFaNlrxZVahNAaGRa/MY2EjT5LqjamfL2vALXTrkFn9JAYXBL/F8IFKk/u2+442EeBP+
afky7ylq/mby7pixR6BcXKXVx60chR1Y1RacF9Nj8USyAN3rt9k5GQBc7TZMmKNcBNldJ5h1iQWR
l8u3chsERX5Akeklr6TRj9xyWKVW5urFtjtxrXBQ70nPM16Dt+r3ci7S/M2tW01lMvl65mewKwwB
fVClkigs5lcem1WrEoX+RjvywkDvXHqJivQdvf5A9PL4JT5pHmLXLixvJNImic2wWsKNIsrNMztJ
RV+BnecVX3HiMMaDRqRkyEHhPL8fekx8u6+I0l/RtyYpVV45Fhcqyvx4kMBQ15r9+Gw4/gT/AJp+
S5vLPmJZBH+jblpCAxRIncjkCQGCg8T8J2O+NhJ0+T+aVOLQNdmZ1h066kaNnRwkMjFWjIDg0XYo
SOXhjYQMMzyifkq/4X8xc2QadcM6OscgWNm4O4Uqr0rxJ5jr8seIMvy2T+aVqeW/MLsAumXW7BKm
GQAMw5AEkUGxrv2xsIGnyH+E/Ja/l7XkuWtW065FyoqYfRk5U33pTpsd8bCDgndcJv3L5fLWvxLK
z2EwEJ4y0UsR8PPlQVPHjvy6e+NhJ0+QdCtXy9rrW8lyNPuPQi4839J6DmvNT06Fd6+FPEY2F8Cd
XRbTy35heUxLpl16gIVlMMgIJ40BqNvtr948cbCjBkJrhPyWyeX9dj589PuQIxV29JyoHIry5AUp
yUiuNhBwTH8JW6joesabLLHfWctu0LBZC6HiC3Lj8Y+E8uDcSDvQ0xBWeGcOYpA4Wp2KvdPyf/5Q
5P8AmIl/hlM+b0XZ390Pirfmz/yhN1/xkh/5ODGHNPaH9yfh97wXLnnHYqj9M1zVdM5fUbgwhmDu
tFZWZVZV5KwINA56/PARbbjzSh9JRh85+Zfq8tv9cpFNGkMqiOIco4wVVSQtaAE4OENn5vJVX9zc
vnHWprO4tblorj1+A9aSNS6BHD0SlFHIqOVRvjwhJ1cyCDu0fOXmIzvcG5UzSElpDDAWqRTYlPhp
2p0qadTjwhH5vJd39gabzj5haEQtcI0atzCtBAfiLM5NSlfiLty8QaHbDwhfzeTlf2Bt/OXmN42j
a7HB3WVgIoR8alCpqErt6a4OEKdXk7/sCfWGq3mt21pc6l5iEF7BNLEIp0t3AikCvzAkaIV5r+14
DiagAgiujkwyHIAZTo/BFTyzxwTSw+b7ZjZqvpRejCgZrgo0ixKhf4E+HoNqUoAMHwbCT0yDbyCo
wWIWQHnCALEDbgLb2pkiV05/EVlKutYQteZoaeOPwTyr94PkP1qc7QCO1uJfM0EjWysrrBHCTWZT
cs4V3ozCZVXZRUgbhicfggkbE5Bt7vf96pPdajYNpl0fMCvaqXlM8MNqfSlaKfdTX4+beoOLheVa
AmlQ/BMjKPCePb3DuP7WoJL2O5hnTzba84REokdLRqes6hioaRuXAqDU0YUqQuxL8FBN/wB4PsU5
G1GPTtSubHzAk8VsPSmAgtieN5KvNfV5V4NyBqOrAigArj8EHiokT5eQ6+a+5ZIVk4+ZbacxLdzS
LFFar60nNpk5F5HV1dz9gD2VSCxx+CSa/jHXu36rluLyC5+o3HmyOIIWkZpYYGVHiMLKWAaTkxK7
DrtvuWXH4LZBo5PsHk3PA8EECWnmq0mnt3to4bdILRi7SlYf2Gfn6cT/ABcuXTr4PwUggCsgvboP
d9zRa+vLiZW80xvIx9WakNmG5QNLIu/rKm3GuzcN9z9nk/BfUT/efZHp8V+nxmPjDB5uhLzo18wj
treRVmYqZBLVuTbU2psAdgAcT7kwHQZBvvyCloMVxfaWNRbXhDHHNHPf26QWqrCFbjGSCwCikC0H
Gm4HGlTifcjCDKPFx+/YbfilHzJ5g1FNKilt9Zt9QuJZy083p26XIW2fhFssj/ATRwvDxNSK4gMM
+eQjtISN+V7Mdfzp5iN+1/FdGG5eBbZ3QLvGGEhABFFq+9BSnQbbZLhDiHV5OLiB3qmofOvmeCOW
OK+KJMsiyAJHuJSS+/GoqT2x4Qo1eUdWx5480LbfVkvvTh4CPjHHEh4BOAXkqBqce1ffrjwhfzmW
qv7movOfmKKYzR3EayFQnIW9vsgKngP3ey1QfCNvvOPCFGryA3f2By+cta+q3dvM0U/1z7Uskal4
zw9MtGV4hSyfCdumPCE/m50Qd7Qepa9qupCl7P6o+D9hE/u+XGvBV/34334QKasmec/qKX4Wp2Kv
dPyf/wCUOT/mIl/hlM+b0XZ390PiyrVtI07V7J7HUIvXtXKs0fJkqVNRuhU9ffAC5eTHGYqXJjcn
5dflxE5SWzjRx1VrqYH7jLgOWurQOzcZ5R+9Z/yr/wDLP/lmh/6S5v8Aqrj4w70/yXj/AJh+13/K
v/yz/wCWaH/pLm/6q4+MO9f5Lx/zD9rv+Vf/AJZ/8s0P/SXN/wBVcfGHev8AJeP+Yftd/wAq/wDy
z/5Zof8ApLm/6q4+MO9f5Lx/zD9rv+Vf/ln/AMs0P/SXN/1Vx8Yd6/yXj/mH7Xf8q/8Ayz/5Zof+
kub/AKq4+MO9f5Lx/wAw/a7/AJV/+Wf/ACzQ/wDSXN/1Vx8Yd6/yXj/mH7Wx+X/5aE0FtDX/AJi5
v+quPi+a/wAl4/5h+1Ef8qt8if8AVs/5L3H/AFUyXGWH5DD/ADftP61kn5Z/l/EAZNPVAeha4nH6
5MeMqdBh7vtP61n/ACrr8uP+WOP/AKSpv+quPEUfkcHd9p/W7/lXX5cf8scf/SVN/wBVceIr+Rwd
32n9bv8AlXX5cf8ALHH/ANJU3/VXHiK/kcHd9p/W7/lXX5cf8scf/SVN/wBVceIr+Rwd32n9bv8A
lXX5cf8ALHH/ANJU3/VXHiK/kcHd9p/W7/lXX5cf8scf/SVN/wBVceIr+Rwd32n9bv8AlXX5cf8A
LHH/ANJU3/VXHiK/kcHd9p/W7/lXX5cf8scf/SVN/wBVceIr+Rwd32n9arH+WXkJlDx6cCpqAy3F
wQR0O4kx4ikaHD3faf1uf8sPISIzvpoVFBLMbi4AAHUk+pjxFfyGH+b9p/Whv8B/lh/viD/pLl/6
q5L1o/I4e77T+t3+A/yw/wB8Qf8ASXL/ANVcfWv5HD3faf1u/wAB/lh/viD/AKS5f+quPrX8jh7v
tP63f4D/ACw/3xB/0ly/9VcfWv5HD3faf1u/wH+WH++IP+kuX/qrj61/I4e77T+t3+A/yw/3xB/0
ly/9VcfWv5HD3faf1u/wH+WH++IP+kuX/qrj61/I4e77T+t3+A/yw/3xB/0ly/8AVXH1r+Rw932n
9apB+XX5czkrBZxyldyEuZ2IH0S4CZDmn8hh7vtP62R6PoumaPZiy02H0LYMXEfJ3+Jupq5Y/jkS
bcjHijAVHkjcDY+b/wA4LXy9cfmDqn6SvHs7lZLAIQrOhtjbMZyFVGPqArGEqwBLb7VI1eo+s/D7
ntex55Bpo8Iser53t15c79zF9W0L8u1S6m0vzPIWjhElvZS2c0hklpQxLccYQd1J5NEgoV/yqQIj
0LsMOfU7CePrz4h863+89fJXHlj8sjEoHnV/Vd6cm0y4URoqtXkoL8uTcaUbbuD2eGPf9jD81qr/
ALn/AGYasvL/AOWLxR/XPNMsbqb0TGO0nbmEcJZFEMfw+otZHBc7UX4TviIx71nqNVfpxj+H+If5
3XpyG3nupx+WPy7YAt524VZgQ2l3NQBzofhY9eK/8F7Y8Me9kdVqf9R/2cVSz8sfl2KfpDzY8aXM
dybaeKzZxG0Nz6ULSxo0kn76JWcIQhXbfxRGPexnqtT/AA4uVX6u+NmjsNjte6to2hflJJDdJqvm
S7jmjlljtZktpESRAielKYxFcEKXL1BetANlxjGPUsc2fWAjgxxqhe/vsXY8unzV49E/JlZZBLr9
5JEXpC0ayKQnrS1LhrNq0gEVKfackHiNwah3sDn11bQj9ncP6fffw70PHp/5Vw2MM0ep6hc6s8Vu
YbeJQFW7aMmQS+rDGPSSUAVSQmh2r1yJEa+DM5NWZEGMRDffy8qJ3rvD6tzcPn7zT88P+OZpf/Ga
T/iAycHV9q/QPe8xsLbSJdPu3u7r0L1ChtEPMhxuXBCxOK0+yS67+3Sw26mEYGJs0en4pPbvQ/y9
aRBZ+ZJIozI/MzWs0hWIKAlOKR8mLb9hQ+I+KNnuciWLB0n9hUJdE8kJpssieZGkv1UvFELOZUYh
K+nUjYl9uVae2Gz3MTiw8P17+4ug0zyFGT9a1i4uFjuHUm3haMyW4t+aMgkQhH9b4PiP3DfGysce
Ac5Hn3dK/W0mj+RyKt5gkUywO8am1kHozAoVjkI5epVSwqlBUV9i2e5Riw/z/s5L00HyMVdX80EO
DVH+oz8SAWBBXrU/Ca126Y2e5fBw/wA//YlpNF8ihbqOTzE7SKiPaXC2kwQtycOjRkFq8VQg8gN+
9MbPcoxYd/X9hSbWbPS7S7EWmah+k7coGNx6LwUYkgrwffanXCGjLGMT6TxD3U9x/K3/AJQTTP8A
nv8A9REmVT5u/wBB/cx+P3lF/mD/AMoF5l/7ZV7/ANQ75Zpv72P9Yfe35/ol7i+JM6555NPLVvoF
xq8cWv3UlnpZSUyzxAlw4iYxAARzfak4g/D07jKspkI+kWWzEIk+o0E6ttB/L+XR4Hn8zG01VZlj
uoxbXE8bI1yY2kjHpRcVjt6TCrlnqV4oR8VRyZRLaNx947vf37frbBDHX1bouLyj+WJYiTz8Eoac
hpN4wPwg1HxA/aJXp2rkDnzf6n/sgy8LF/P+wqNvoH5ZwuPrfmmW8V7Z3421nNB6c49LihaRJede
cnEBQDxFXTlUE5Mx5Qrfv/H46FRjxXvL7G5fLH5a8lWLzsx/dhmd9MuQPUIkJWgYkcSqLXf7Ve2I
zZv5n+yC+Fi/n/YUJrWheRbPT71tN8zHVL6L6u9motJ7dJVeSVJ4yJFPFo0EUnIsBuVFTvk8eTIS
LjQ94P46sJwxgGpWfcxbMloe1/8AOLn/ACkms/8AMGn/ACdGajtb6I+92XZ3Mvo/NE7R2KsY8zye
V7TUrU6nosd9LerIzXQto53VYPTHxAgu3wyV2rsDkDiidyA2w1GSIqMpAe8scfzV+WKzW0X+Hf3l
yFdUOmIGCOSoJUry+2CtAK4+DDuHyZfm8v8APl8ymMd9+Xkl7bWcfl5Wlu1heFv0aqxkXCo6fvGQ
JXjIOW+29cHgw7h8k/m8v8+XzKHOt/l0ONfLLcmLUT9FpWikAn7NCPiHTHwYdw+S/m8v8+XzLdlr
P5d3ctvCvlrhNOEJVtMUBebFBvw+PdT9jl+vHwYdw+S/m8v8+XzLR1v8ufqP13/DY9EEAg6aivQp
zBCsoqNiPo8KEnwYdw+SPzeX+fL5leurfl08xgj8uq8wj9Vk/R0aUUcudWkVF+ApRt9jtj4MO4fJ
fzeX+fL5lDw+YPy8kRyfK5jaKNJJVfToVozvHGE3FWIaYV4ggDfpSr4MO4fJP5vL/Pl8yraHq3kn
UZrW3byoLG+nlMTQz2VuoiIQSKzSGiMCrD+7LEE08KjwYdw+SPzeX+fL5l6BljQoXdhY3iqt3bRX
KoaqJUVwCfDkDixlEHmGH+YdQ0rRNYW0bydJf6d9Ta7l1GxtEmCOj0aNk4KKiMF9n5HoqsThY+FD
uDHbD80PI18+nJB5I1Utqkjpaj9FQkmJPT5XNFdiYP3tOa16HFfCh3BHy+ctAjjd/wDlXWtuVeVF
jTR4SzCIxjkPjpxf1arUivFvDdXwodw+SpY+aNInMMU35e6pDNIIxKf0ZCYUeS4+r09RzGSF/vC3
HaP4jTpivhQ7gpL5y0L6hFdyfl1rStI1wj240iJpEa2RXqV5V4yl+MTD7RB6Y2vhQ7gqP5q0VbtL
cfl9qrLJIyC4Glx+mqIQC778hXfiAprt0rsr4UO4fJDN530cwWt1F+W+sm3lNwtwr6SiTxehCsq0
h+It6jOEQ1AJrv8ACcbXwodwZjothoWp2X1p/L6WNZHRYbq1jjkKq1A/AioDDx/txtfCh3D5J3b2
1vbQrDbxJDCleMcahFFTU0UUHU4GYAGwbmhhnhkgnjWWGVSksTgMrKwoysp2II6jCDSXmX6a8rR2
we4/LPUBcCFpnhg0iCZfhB+FH+CrFlYKpAY0rQBlJs8ef84/NjwDuam8x+RYIrqW4/LzUII7aSWL
lJokQErRPHGvpH9r1mmHpfzUOPjz/nH5rwR7kPD5h0GTUjbH8rL+O1WOWRrh9Khr+6AAQKFKF3fk
FAkoVowJrQPjz/nH5rwDuRGo655UtZpYYfy01C5MM5iaVNGj9NkRpBJJGQGLDjDVNhz5IB12fHn/
ADj814B3KUPmTytMbb0/yr1etzIYgj6Naxsh4o6tIXdUVCJCOTMKFSMfHn/OPzXgj3NTeZvJ9rBd
Xmoflxd2unwXCW0Vw2l24LmSYQKxjf0yoZzUEVHHqQxCl8af84/NeCPcrT6tocfrSx/ljcyW0Wop
pwb9GwiVkoWluhEEZjCo+yw2Y7fCcfHn/OPzXgHc3ca35VjtreeL8tNQf1jCWjbRogyRyo0jllQS
MGjCFStPt8R0NcfHn/OPzXgHcynyNcaBf2lxqGmeW5/LzrK1s8d7YLp88iqFYOq0q0Z5bHxByMsk
pcySkRA5MnyCXYqlXmOy8w3dvaxaJqKaZKLmN7u4eJZybZQxkjRGFOTniK1FOvsVWMN5J/McNzj8
+usgjdAzaXaN8bU4u3xAtxJc8K8dxQDjuqxbzX5k8zaRe32nXP5iw6fq0Trcx2a6N66R2XCR93WN
uTtFCzgV+0OFfiBwqhovzHuPVgmbzncl49QkaSym0qKH1bUw/WzZoUEiGWONOPIup+JSaBl5qsa0
j809WvL+czectSiMURnsrZtPsUkkjMEcxE0bTLEJHnUrEA568aqp44qm2pfmR5hXXLuytdd1iK5Z
TLcw2ukWF7HapbK9tK7r9cnaH95wkatF+GtKPiqYxefr2fTI1m8/XenXyzRQ3KT+X1+sQSyWVVgu
EUSxB2lHrfCf8j5KsmuvIf5tT2zQD8y5Iw8Xpu66PZq/M0DOrIyFdq8eJqDvywKyTy1ovmvT9RvX
1fXjqunusaWMLwRxyqVUB5ZHjCjk1KcVHH9rblQKsixVD6kl9Jp10lhIsV+0Mi2ksgqizFSI2YUb
YNSuxxVhlx5N/M2e2Rf8fNDcLLBJ6kWl2wXjHEFmQryq3qyDnudq0odqKsIv/NOpWV9/h/UPzUSz
1uO8ls4YE0ZpaSsYjAjOAokKI3c8Sz0Ytx3VWX/nq4S0t7+3/MuQsBUSvorpDPHcQRSqFQRuOUaw
vNXgWIYoCOxVF23mZdT1e5kt/wAx7i2aS5nurKxfTT+4Cgr6bUZo3jSK7hXhIN2X1AAx5YqoP521
O8iuptE/MZrmeWG5ubUyaOIbaNaRrbxsWikkojX8J5LGzNSjeAVb1Pz/AD3KK+k/mnDFb3Uz3Ecg
0T15I7ecTmGCNVQiT0xblaNR6qxY7qmBU48ta7ceY9VvNM0r8yJLy8mtmuktF0pIJIUMVBJWVB8I
+uW7Bdj8B7l6Kp9pPk78yrbU7O81Hz4dSht5AZ7Q6ZBAk0JUCSM+lIKMzAMr0JXtsTVVnWKuxVJP
NOkeZdSitU0PX20BopC1zIlrBdtMnEgIPXqqUbeoHtiqQ23k38x4bSGH/HjvMI5BcTtptsxkmkaZ
hKodm4BfVjAQfD+72A5HFUs1nQPO+ixHWb78xpbe2Qm3dn0uKWMNeSrFbgRI1PgnkUcuJNNuQXoq
k9t57s7Gwt9Tu/zKaXSpA6QudGfg7xOryMzskjkelewrsQOQqNg6YVSLUNUsp2hmk/NXVLO+hElv
cSyabqFvBLdpPGHIgrDECpdE9JelT2riqL0iKHzLPHoVj+Y+py6pNbRrb3UcGpW/OL4rh5h/pKoJ
qEpWSlBRSrGmKsw0v8s/O2l6ZeRWn5gai+p3DQi3vbyFb2KGGJSCoguXlq8jsWaTmP2RSg3Co7Tv
JPny01QXUnniee0EkbtZPZQkMi8fUjLu8hHqceq049tyxZVnGKuxV2KoG61vSbWYwXFykcq0JQ1q
Kio7ZCWWINEtscE5CwFL/E2g/wDLbH+P9Mj40O9l+Wydzv8AE2g/8tsf4/0x8aHev5bJ3O/xNoP/
AC2x/j/THxod6/lsnc7/ABNoP/LbH+P9MfGh3r+Wydzv8TaD/wAtsf4/0x8aHev5bJ3KVzrnlm5i
9K4uYZY+SPwcEjlG4dDQj9llBGPjQ71/LZO5V/xNoP8Ay2x/j/THxod6/lsnc2PMuhEgC9jqdh1/
pj40O9fy2TuTLLWhSuLq3t1DTyLGpNAWNN8UEgKH6Y0v/lqi/wCCGKOMd6hJc+XZLlbqRrZ7lKcJ
2CF14hgtGIqKeo1P9Y+OK8Y71f8ATGl/8tUX/BDFeMd7v0xpf/LVF/wQxXjHe79MaX/y1Rf8EMV4
x3u/TGl/8tUX/BDFeMd7v0xpf/LVF/wQxXjHe79MaX/y1Rf8EMV4x3omGeGeMSQuJEPRlNRtikG2
5ZY4YnlkbjHGpd2PQKoqThAtJSz/ABT5f/5bo/x/plngz7mHiR73f4p8v/8ALdH+P9MfBn3L4ke9
3+KfL/8Ay3R/j/THwZ9y+JHvd/iny/8A8t0f4/0x8GfcviR73f4p8v8A/LdH+P8ATHwZ9y+JHvU2
1/ys9zHctcwtcQq6RSkHkqyFS4Bp+1wWvyx8GfcviR71T/FPl/8A5bo/x/pj4M+5fEj3u/xT5f8A
+W6P8f6Y+DPuXxI96JsdX02+dktLhZmQVYLXYdO+RljlHmEiQPJGZBk7FXkf5l+X7fU/NKXL3E9t
NZhTE9uyofjWMn4irMP7uh4kVBINQaZgZ5VMu40sLxj4vKbbSrm11GexabzfM0MNxEl366SxTI7N
Aj+rIsdJVMxePwADE0GRJ2/hbAKP8SHZR6dxNHZec3dbcQRGWQqyloTKVRwzT1Lj4mow50X7IAw/
6VB/zl0FrDcwXM1POyM0VxdfGxik5mVYuMa1WkgWjRrSnCvuMF/1Vr+sqWbveaebeW1842QgdbxQ
HKO6SMlskKupU0RSJWi240Y7908/4VHL+JDR2OnWOr2/mC20DzJcXEZuLyCzmSNIBNKzuzOkYaTn
WaQKDv7UNcNkirCKAN1JTn0Ty1f3jajFonmfTllhUNaW0Bgj9O0tzIlsYenEmJeI6NKRvjxEdQpi
CeUkXcadYCa8u5dN803F1cLNfJcgI0lrx+tW0UNuaqysomd4o1DceSse+C/cyoc6ky3y55Rhiu9N
1We91KaSNElTT7+5NzHFM8Sxs371eYkUchUEfabbemQM+jMQ2vd9E5tHQJD5w/3ig/4y/wDGpwhp
zcnjnmu/tdUnudKvdC1uRdJkhvra6solCTSqQsZgm5qC8bSc+O32d/5cLSGM2tvFqN1AJ4fOsMST
LOn1ksQX9SeX05VKsBGphSnFiN4+h3xT8l13BcTSSR2s3neO5W2dLd3Yx27tZWrRUZ/Sm4Nceny5
mMszsGXfFfkl7WesaTYXAs7LzHdRzcYYbKC4u4pxJIsg9VpVto4lVOMaV/Zp+0lKqUTeRFbMpe2/
nlrxzDNJ9Wc3KiW44XHGEsFjX6s6cOXppTcb4o+SvDeySfV9Mkt/PCGqqt2A1WSSO3YtPLRVUp9X
KHia/E5BJfZX5KVxp4mjnsZV87iFYjYhIZOUckZnQrLycL8TLL8ROwRWXoN1fkzvyprDTJa6emma
rb2wtWnS61RSJFpMYxBKzMzmTj8S8iSV3JrixIeteWP+OPF/rP8A8SOAuTi+lEa5/wAcXUP+Yab/
AJNnJY/qHvZT5F4Fq0PncanLNo9xYmxaFEjt7wSHjMPV5vWJQ25MXVugbYHfNmeLo4YpAX+p+eNO
tmmvrjQbdS5ELTSTwq9GDenVzTl6CSNy8f2aKSQTIdyQB5pdY+cPMs8Ns0+qeWoJpJQZoDcszeik
SPMi8JGX1FqWrUgLSuATPknhHmsi8zecXuVRta8stI0belBHLNxaShTdyWLcZ1C/DTatRWmPEe8L
Q81+pefLvTLayuLzWdGaK5uo4DLbLdTI8Zit5JAvo+vxl+ORk5HiVZCe+JnXUKI2pWXnbzC9jbh7
3TLidniRp7eG/lVxFKVufsQ05MssAQUA5FvbAJleEIbQ/N3nO/uYGGqaRNBev6EMaw3sbes0c1Qn
qQpsslo/Hn2DcqnjiJE9UmIZNdR/mSGWS1m0lisbAwyLcJG0hI41I5uAtTvXen2Ryqk/Uw9L1P8A
LT1frVx63ES+gnqBKleVRWld6VzH1XINuDmWf5guS7FWKa/5RvtS1OS7imiRHCgK/KvwqB2B8Mxc
uAylbsNPq4whRBS7/lX+p/8ALRB/w/8AzTlf5WXe3fyhDuLv+Vf6n/y0Qf8AD/8ANOP5WXev8oQ7
ikvmT8l9Q10Qh9auLAQg8RYzGKrF45FduUb1ZGiHE9qnxyUdPIdzCethL+cly/8AOP199Ve2l8za
jdI8EluwubppVYSBfiZWi4sylag07mu2S8GXkx/NQ/pKtp+QEdtrkOsJqDNPbyGSCFmX0kqs68AB
EGCf6W5C8tj9NQcMiK2UavGDdFk3/Kv9T/5aIP8Ah/8AmnIflZd7b/KEO4u/5V/qf/LRB/w//NOP
5WXev8oQ7iuTyDqaurG4hoCD+32/2OP5WXeg6+PcWdZnOqS3XdLm1C3jiidUKPyJatKUI7A4hhkh
xBJP8H3/APv6L/hv6YbafBLv8H3/APv6L/hv6Y2vglI9Z/LXzdew38Vj5iXThdhBA6QCR7ehjEnB
m7uqOP8AJLVG4xtIxFKLv8ovzKeSM2PnlbRIlWMK1ik7FQkatUyOQzM8bPyYEjkR0xtPhK5/Kn8w
3Ns8nnJPVhnEs3CzVEkQChj4czQEDvXuQK0IbXwky8u/l15zsGnOs+Y49ZEiRLEv1VLURsikSMPS
BLeod6Hp2xtBwp1/g+//AN/Rf8N/TG0eCXf4Pv8A/f0X/Df0xtfBLIdIsZLKxS3kYMyliStabmvf
A3wjQpU1G2e60+5tkIV54njUnoC6lRX78lA0QUyFhg//ACrrVf8Alpg+9/8AmnM383HucfwCh738
q5r6IQ3v1O6hB5COZDItaFa0ZCPssRgOqiei+Ce9Bv8AkjproEex0tkCiMK1upAQKEC0MfTgoWnh
tg/MQ7k+FLvcfyTsfUhkW20+NoHLoUi4bkEGvFBUfF0PfH8xDuXwpd6ov5MWawegtppog/30IFCf
ZVPs+nT7Mar8lHhh/Mw7l8KXesh/JTT4YmihstMiidQjxpAqqVDcgCBHSnLf54PzEO5fCl3oix/K
T9H8vqEdjaclVG9CP06qpYqp4INgXYj5nCNTEdEHCe9F/wDKutV/5aYPvf8A5pw/m49y+AU88q+W
LzR7meWeWOQSoFATlWoNe4GUZswmNmzHjMWSZjtrsVea/mFr2t6Zc6jNpxuLiW3g9SCwhleP1XEf
IItK0LHatMwc0jx1dO202OJx2QCXn0f5yawlk9xf6X5htPQTldFo39JWVGdwsjvHyUcOIbiASRkf
V/O+1sqFbw+xFxfmrrEl3Z250/zAqXwjMdx6UjRR+owAMzo7Kg4sGO+wrWhFMFy/nfakRh/M+xR/
5W35gQFJdJ8wtNGivKYIbh4hyI+FHk9FnZVbcBOoIqdiX1fzvtWofzPsbT82tfdY3/Q3mVEkKAmS
IgqHNN1WV3+GtW22Fflj6v532rUP5n2Kw/NLXxJBBJpfmD151Uj00ZogSG5VlMiKgUrT95xrUECm
Ny/nfavDD+Z9gUrf82PMMkReXRvMcTgTv6fpknhCgkWp9UDlIGAVRU8qjtXG5fzvtURh/M+xWv8A
8zPM8SXP1HTdZupbWcQsshkhWRS8yerC37zmoMAbp9l1PemIMv532plGA5Q+xM/KnnLzRq1ms2pQ
32kXiSKk1nNOzj4kWRWjkHEOvGQA7CjBl7YDOQPO0jHAjeIHwe15snRMZ8+G9/RirZSmG5bn6Lil
A/H4a1BFK+2ENOY8nmUeu+d5r36lb3WmzXFnKBqESTuZRG0HJecYJMbeow+a77dCWm1b9IfmUWKA
acQi/FIJJ6l+vHhU8PhI3Jbxpvsra59V8/QWcklwdPSYCJYOc8yo7uyBuTEfCftcVFd6b+KtoaPz
D+Ys9JrS1sruydo1juIrkkOpMYklT4ipQAyd6imwburaIi1T8wmKRs2nfWCV9eNZZiYloeRpWr7l
SPs7ffitqKa354e9uLSK902W6jiNbT1XEiSqqtVlDMwFJ0Y1HTj05VxW1sGp/mZIn1XlYmZVdZr1
JXYRyjgVR46ghircunft+0rauuo/mSwVlTTz8Tcx6s3QNQICCdwOpp12oMVt655dZm0a3ZiWY86k
7n7bZEuTj+lV1piujX7KaMLeUgjqDwOTx/UPemfIvDNX826tp1+0C2F9eW4tWuBcW3OSsqtQQ8aU
5MN/tfRmyNDo4gvvSKX81NcVj6XljXpFPDgTC6GsqBlDA9OLVWTc8dutdo8XkmvNMbr8wtRgDONF
1qWKJA03pwlpAWijkVUQP+83k9NuJ+Fgf2QWBsdyKPehrn8ztQtba8up9C1z6vZyvGxSGrNGlB6w
VnT4CeW4J2FenRsdyaPerWv5kXlzFJLDo+tvGLeC6gZYlKzJcGMKsb+rwLr6tWHLYAmuII7kUe9f
defdYjtvWt9I1S4Mk5ht4+EqEoqczLKGXlGp3UVU7+GJI7l+KWr+Znm9LW6mu/LGpRNDPHFBFE00
7SxyLI3rUji+ELwUMNyOWC/6Ka81VvzA87+rBCnly5kklTk4W4nVUYxK6KZJLeOPd3EZ+Kq7kigx
vyWvN69+Xs88t7dCSRnAiBAYk0+L3ynVAUGzCd2dZhOQ7FXnvm+yvZdeneK3kkQqlGVGI2QdwM1+
eJM3caScRjFlJv0ZqX/LJN/yLb+mU8B7nK8SPeGMeYPJHnzUr5pLHXbvTNPZVAsorJGYMKBiJ/hf
cV27H7ssiK/hapyB5SpQn8k/mdPcOD5hmhsiqIIk05DKwESq7+qOHAvJyaijbsR2a/ooMv6Y+xc/
kj8zWtIIl8zXCTxLKJLhdLgJkZ2rEWVuQAjG1B9rxxr+ini/pj7FSPyT+YMcDRrr9zyEUUULtp6O
UZPR9SQ8yxdpPSk+0fh9T/JGNf0V4v6QWz+SfzIl58PMdxCeP7rhpkPwv6aLybly5DkrNT/Kp2BD
X9FeL+mPsZV+jNS/5ZZv+Rbf0yvgPc2+JHvC+LTdREqE2s32h/utvH5YRA9yDkjXMPWM2rzzHvOP
+89t/rt+rCGnNyea6n5B8p6nc3V1fWJmnvKi4czTrUFBHsFcBfhH7NPHrhaOIoV/yu8iOzs2mVMk
csLn1rjdLj+9B/eftU69fDFeIsV1fyvdWmqXH1XyPBqVzNqD3dvqsd40Ucklx6rPLPC8hb9yrceL
PxYk8ONeOLIHzVW8pnUWFxqfkNmunWsjS6uZn5SrbWsil+dT/oweviI6dXxW/NQbydItvA9n5Ajh
ufrFuKS6r/dw21GR2ZHNSpTiqgnsTsKYrfmiNP8Ay803UNaB1HyeumWkMEEH1tr+S5M8KWbW/pcY
54+HpAiPmyvzXtvyCjiTqb8m/wAuJmBl0gtRQgX6zdcQqp6a/D6vHZNgaYo4iyDS/LGhaVe3F7YW
3o3N0qpcSc5G5BWLDZmYdWJqMUEvTfLf/HFt/wDZ/wDJxsBcrF9Krrn/ABxdQ/5hpv8Ak2clj+oe
9lPkXiesWN9e2TQWd8+nytUGdEV2oVIoOXTcg1G+bUi3CBS6HQvMUNuYo9fkYrE0cTywJIQ7U4yO
WPJytD+13yPCe9NjuXHRfMHCSmuv6rGLjJ6EfwhC5cca8f3gkArTbj9zwnvWwoJ5c8yC3aI+Y5Sz
O7ep6CVpIzEj7RIoGAWhoKbDBwnvWx3Lm0HzPJbXUUvmEmWccYpo7ZYzEp68QsnXwbqMPCe9bHc4
6H5r+Bv8QlpEIFBbRIpXoxI+Oppv/TrjwnvWx3Ks2i+ZJJ3kXXmiQs5ijS2jooZyyA8mPLiKLv1x
4T3rY7nadonmC1ktzPr0l3HExM0bwRj1QRShapZaHfY4iJ71JD0v8uf977v/AIxD/iWY+r5Btwcy
z3MFyXYqxHzZ5+Hl57xpLX1oLKL1pGDUYqE5tQEU2HvmNPORKqc3FpBKHESwdP8AnJrynuZomt0C
Fi7q7AFYzMVIiWRqiNefSlOh3GPiy7kjTQ/nH5Kkn/OSfliHUdQsbqFrZtPERedw7RyCW3a6Bj9N
XbaKNieSjwFcfGl3J/Kwv6vsVD/zkZ5cLrFFbvLPK/pWsCJKHmYRQykJyRQtFuU+3x/DHxpdy/lY
fzj8lKz/AOclfK09pFcyx/VfW+xFJykb7Bk+1biaOvFSaBvbric0u5A00P532Kzf85GeWjbzSwwv
cSQlkNtGk3qGVYGufSHNFTkYo2IqwHvj40u5P5WH877GoP8AnI7yxcWtve28ZlsLg3KrdhJlQNaR
CaReLosjH06kcVNaHHxpdy/lIfzvsWt/zkn5QVORYbqrxrwuOTq6NIOI9KtaI1QdxTem2PjS7l/K
w/nfYm3lv869G8yJLLowju4YJBDM6mRQrEBqfGi12PbInUSHMMo6KJG0npWZbrkBrGq/o6BJfS9X
m3GnLjTYnwOLCc+FjOrfmlo+kKr6kq2qOpYO8h48VZEJLBKABpV6+OGmsZvJDW35y+VLlHeK6tQI
uRkWS5WNlCI8jErIqsAEidq0pRSegONJ8U9y8fnB5VKhvrlkAwBFb2IGhDEbEf8AFT/8CfA40vin
uWQfnN5Qnj9SG/sHjJIDC+hpUcv+qbfccaXxT3Kf/K7/ACV67wHUbFZUALB7yNR8Rou7ACp8PAg9
CMaXxT3Lpfzq8nRXEVtJf2S3E0pgji+uR8zIpIK8aVG60377dxjS+Ke5cfzm8pBlH12yo6s6yfXI
/T4oglb46cK+mwela8fi6Y0vinuTGy/MOwvo2lskiuokYozw3CyKHABKkqp33G2NI8byZHpd99es
1ueHp8iRwry6GnWgwNsZWLX39ybWxuLkLyMETyBTtXgpan4ZKIsgJJoWw3/lY9x/ywp/yMP/ADTm
X+UHe4/j+Tv+Vj3H/LCn/Iw/804/lB3r4/k7/lY9x/ywp/yMP/NOP5Qd6+P5O/5WPcf8sKf8jD/z
Tj+UHevj+Tv+Vj3H/LCn/Iw/804/lB3r4/k7/lY9x/ywp/yMP/NOP5Qd6+P5O/5WPcf8sKf8jD/z
Tj+UHevj+Tv+Vj3H/LCn/Iw/804/lB3r4/knPlrzTJrNxNE9uIfSQMCGLVqaeAyrNh4BzbMeTiZB
mO2uxV5Z+Yur6VpmtzTalewWMLCNVkuZUiUngNgXKjNfnBMzTudJIDGLeWWd/dpBEkv5l2FzOZlY
yejYKGSI85YlVX25Iwqa1HXIkf0Wyz/OH2KtzqUrKzx/mHaQmP6xG1IbJlMlHkSgLciYEkjqAd+O
/U41/RSZf0lkt1cWrSyy+f4fUu4mFq/oW7RIOUg9UKGKERFaFtgKHmTUcWv6KLr+J0l+IL0sn5h2
aOgjWa1kW1kqsBLTDh6oIdgKVA2+KvI8eLX9Fbr+JXs9UINy/wDj2zuIIV5SxmO05wKoEYLkPyUC
RwZC48B8O9QR/RSD/SQl7dagkrwyfmVYQRGkkaPBZrPwarx8nE0YKt6iVKovJQKEVJJH9VBJ/nL7
HV7u41KX/nfLCbS0ItlCrarK9zLDJReQ4rs7K6cCa8OJ35MUj+iokb+rZkvlXWrJorPTrnXYNW1b
lIjzhY7eSZopXV+MCn9jgQePhXvkDHe6ZiQqrsvoDNq8+kPnD/eKD/jL/wAanCGnNyedeY9Mur9L
ZYLSxvFSRvWj1CP1FCOhRimxoSGIO24NMLQGPXXlzWEubprfy75feJ0mEcjxcS68JI0SU8ejRy8T
sdi42BxTaWfWtHSeG7k/wiuoQRq1oxeEFB8VxKyPu6gRyq/w7UJfvTFfmoyJYy2NhcPH5YE+nF3j
mEyxokn1ZWkbgpjUdAWRtuIrtQYpQ1x/hx5lVrfye10BEZZ2W3Mio6kxyc2TgaqEptT7wMV+aK42
0/mWaSyPlSe/uJZIRCoha4LkOrMzAeq03EkMhO45e9FeiZHypqs4fT5/L2iLaPbyepcpEErLLbyQ
0TgQ6sPgRmoKpWh7KotlXlnSf0XpKWpt4baTnJJJHbFjHV3JBBf4vs064sSXpflj/jjxf6z/APEj
gLlYvpRGuf8AHF1D/mGm/wCTZyWP6h72U+ReBan5Tgu7u6vRqeo2ZuFHqxWlx6KfCEHJQF+1SICt
ehPjmzMXDEmC6RqtmLi1UT+c5pZpFlijuQv7yMS2zF+IADQ7UJX9kyfzb1g+9mR7l8GlTX9reyw3
HmuK5tuEM9hLfPHvNVTJCeDu3HjX4wBQ1pvjXvW/cqaHaKdLgttV07zHPFcxPZJa3B+swwpBcBor
gh47crJuvBjHUKvtUo5b2p+C61it7BrC6On+Z7vTkRr06dOiyoJBLI6LLahd2WWYFRyqCqNSiswI
271+SJYNGDYR/wCLpGPJVuidiYrZYg5kboH9TkKjeRS1PF+aPkptbwwXVneSf4kW+uXktPTtpGkk
khguQyzXKyJG3BGnNOIKhS1Kg1L81+SM8v8AlS31PSuLXvmSxicVkt9QmWKR/UdGbmArAl/Q+L2d
q/awxjfeplXc9m/Kq0FmZLQSyTi3to4xNO3OV+JA5O1BVj3OUaoekNmHmXomYTkOxVinmvQ/y81O
49PzNZW97KQr+nco8q7CgPHde2UT4Ad+fxcvF4pj6eXwShvKX5LPXlpNg3IMGrC5qGXiwO3ddj7Z
Dixd/wB7Zw5+77IrpvK/5NzFDNpllIY/7svE7Ffh4bVG3w/D8sbxd/3rw5+77IuTyt+TUdsLWPS7
JLZVZVgWJxGFcOGHEClGErg/6x8TjeLv+9eHUd3+5Wy+UvyWmYNLpNhIw5ULwux+IEN1HcGhx4sX
f968Ofu+yLo/Kf5Lxxzxx6VYpHc8hcosLhZOVC3MAfFWgrXHixd/3rw5+77Iun8pfktOYzPpNhKY
ePpF4XbhwAVeNRtxAAFMeLF3/evDn7vsitj8nfknHIZI9H09JC4kLrAwPMcqNUD7Xxtv7nDxY+/7
14c/d9kVS38r/k5bX8F/b6daQ3ltz9CaNJVKep9srSm7dK9aVHc4OLF3/evDn7vuegKwZQw3BFQc
ynASzX7azntU+tzmCNXqHArUkHbCGvIARukH6O8vf9XI/wDAH+mLVwx73HTfLpBB1EkHqOB/pivD
HvSpvIX5aszs0FkzSAq7GziJYMnpkH4NwUHH5bYrUe9ZL+Xv5ZSy+rJBaM3x1BtU4sZVCOWXjxYl
BxqRWm3QnFaj3tXn5d/ljeFjc29nKz+mHY2icmWGgjViFqyqFA4nam3TFaj3oq38neQLaT1Lf6tD
JyMnOO1RW5luRaoUb8t6+OK1HvR/6O8vf9XI/wDAH+mK8Me936O8vf8AVyP/AAB/pivDHvZHoiWi
WCx2s3rxIzDnSm5NaUPzwN0KrZW1NIX027SZ/ThaGQSyUrxUqQzU9hkocxTKXJ5rGfy5lhE8XmeF
4SzqJVKleUVTIOQ2qlDy8MzfFn3ONwR70WNI8oEVGtMQeh9Nv6YfEyfzV4Yd6jbWfkO5aYWvmBZm
hk9O4ES8ikgAPF+ING4kbHEZMn81eCPevm0/yTAgefXvSRmSNWdCoLyMERQSOrMwUDucfEyfzV4I
97pLDyREaS68EO2zIR9pgo6juxA+ePiZP5q8Ee9t9M8mIUD64VMjcYw0ZBZqE0FRuaAnHxMn81eC
Pe2dI8ncxXWTzoafujWm1e3yx8TJ/NXhh3tPpnkxCgfXCpkbjGGjILNQmgqNzQE4+Jk/mrwR72Re
ULHRLe6uG0++N27IA6lCtBXruBlGeUiBYpsxADkWUZjNzsVeZfmjNJDPdzRyrBJFZM6TuCyoyq5D
kANUL16HMDUfW7fRn90fi8o1Xzb5o0+1mMur+WobmJGHCeW4FJFdXPNVPMUgddqVLsPEDICAPQtx
nIdYqj+bfMLRzImseW45lcqrtPNxVQZww+IgF1/cVHY86/s48A7inxD3xUP8XeZibkS6xoVulvP6
Sq4uYrhxbSR/WaJKPjqvNR6aEElaHHgHcWPiS7wi7HzN5k/0I3useWisjVvDDNKp9OSMNH6Idzyb
lv8AFSq+GAxHcWQme+KFPmXXWhsHl8x6Msrv6Nx9Uk5QuTOkqFXaOYqzW0MyvU0HKvgcPCO4o4z3
hUv/ADP5tSSS6s9X8stpHJykrPcPKEWMzgcYnYO3o8XPGnw70piIjuKTOXfGmtJ8y+bikH13WPLV
wC5M7208rFlnI+rCOlAKtzFSDUAe+JiO4oE5d8WReU9WvtUtp7m5vLC7jZw1sdPZyEiccoxL6nxB
jGVbp38KZCYpsxyJ7nv0H9xH/qr+rNoOTz8uaUebf+OWv/GVf1HJBpzcnj3mC4806NBeazda1a2+
l2hZyksDSII2kAHMRJ6tQpovE9evLC44pCHzNcR61dQQebdJmtwI5fQumjWSNZS6hVaLgoq7Iq8u
R8QaiqmlaLzRfR3KG91/RYoC1WjfnCxjjkMUpjaR1DfvBQNSn3jFaUG80XySyynzPopjFvE/1dHW
VlaOP1bh0VD6jKYqyL127UxWltx5svbbSZZ77zHpgVuAgvLKN3iXg0UUpllpcRqfUuI+q/ZJ6faV
Wm7LzfcahYDUf8QafFbyQXF1YJArh5ljSQKHinjMrBPSd39NeVV6UqCrSJm8yX6ojf4h0SKZ7aJ3
hlfgA0rkpIoZg6qySRAcgak9sVpHWUvnK6QzW+oaVdWplKx3EKSsCI5mWRSFdhyCrxNG2cH5Yo2e
r+Uv+OW3/GVv1DAXIw8kbrn/ABxdQ/5hpv8Ak2clj+oe9nPkXy7q+ieTdIujpUXlPVb6K7WVpJbF
ZpLes4Pq8nadArsppXrSgrsKbEgDo4oJPVCOvli6nvb+fydr4fUYWjuIWhYBxMpZ6Kk/wMwiAPSh
p0LGo27infvCpNH5KurlmvfK2oi+lvLdXRVlLesfUmjlASUEKnxFzQUruKY+nuRv3qMB8rWVitxJ
5R1hIoS0sYkgdGjjlYzHkFkCDh9WVRUk/ZrStcGw6FO/eofV/JXCyZfImuGOAwrbfuJxIjRSSekz
Bphsu5LM3Qiu2NDuK796NhsvLDX8FlP5N1aKPTrcS6fcgTPGsKRxzcGIl/vvUhCCMc60G/xEA0O4
os97UeneS2tAE8matJGkIthBNDNyEBZ4+CiWWm3pc6VFOQf7RxodxWz3rI9P8hJPGYfJ+rXD2l+Y
IrxYZZiZTIS8/rNMztErxfEzHvT+YY1HuTZ73tH5I6fpdhp4h0uxfTrN7WOVLKYMs0fqUYrKGLNz
FaNUnfKdSAIimeI7l6lmE5DsVYt5n8oXOs3jSq8PoPEInilBIYb1BFCCCDmNlwmUrDnafVRhGiGJ
TfkToc0yzS6fprsqNHwaGsZVvTrWLh6ZP7lAGK1AFBtkPAn3tv5zH/NVZPyR0eRXWTTdKdZDWRWt
kIY8maprHv8AE7H5k4/l596fzmP+b9zpfyU06WaOZrTTxLHJJKHWIKS8oIk5UT4udatXqaE9Mfy8
+9B1mP8AmrV/JDS1uVuPqtgZIyGhBQlIyEWMcE48VosYAoNt/E4+BPvX85j/AJqqPyY04Kqix0wK
hDIot1oCFKAj932UkfLB+Xn3p/OY/wCb9yyH8ldOhEqpa2BSaRpXR0LqGaFbZuCspCAwoEKrQU+Z
w/l596jWY/5rdt+SulWtfq2n6XBUqT6duibpXj9mMfZqaY/l596/nMf837kVYflUNPVlsI7KzV+P
NYI/SDcFCLXggrxUAD2wHTSPVI10ByD0SNSkaKeqgA/QMzA6sndBa3p0t/ZiCJlVg4arVpQAjtXx
wtc42GN3nkJ722ktbwW1zayjjLBMvqRsOtGVlIP04bavBKXt+UOhPK0raXpbSuFV5DbRlmCEFAT6
dSFKinhTG18KXeul/KXRppXml03TZJZH9SSR7dGZnqDzJKVLfCN/YY2vhS71h/J7QDdSXZ0rSjdS
8/VuPqsfqP6oKycn9PkeasQ1etcbXwpd6pa/lPplrb/VobSyEHqeqsRjBVWDIy8VK0XiYY+IHTiv
gMbXwj3rofyr0uDh6Fjp0Xp8vT4QIvHny50om3Lm1fGpxtfCPehj+TPl9phNJpmmyyKU9IyQI/pC
JEjRYgyH01VY1oFpja+FLvTW18iSWkPo2v1a3h5M/pxKUXk7F3aiqBVmYk+JxtfBLI9E06WwszBK
ysxctVa0oQB3p4YG2EaCvqNs91p9zbIQrzxPGpPQF1Kiv35KBogspCwwf/lXWq/8tMH3v/zTmb+b
j3OP4BYtJ/zj5ftLPMPM2opNOArSLeOGCiJ4gq/u9gDKZB/l0PbIePHzZeGfJUi/ITV44Xi/xTqL
K/oHk118YMAQVDiEN+89MepU779K4/mI+a+EfJb/ANC/XhM5PmG+JuOQcm7kJ4GF4UjqY6lYxLyX
lX4gGaprV8ePmvhnyda/84/3tvZy2q+YtQaORUjQm9lVolji9NRFwReP8x8W67bY+PHzXwj5Ka/8
49agL+3vn8z6jJPbTCZOd0SpX1DIYiBCP3bFqMvdQB0Ax8ePmvhnyXT/APOPuoTSmVvM2oc6ymM/
WifTMvqVMZaElColotOgVfer48fNfDPkm+hfk9qGjW0ltFqkl3HJJ6im9nluHj+BU4I7ryCfBypX
qTkhqYjvQcJLLvKvli80e5nlnljkEqBQE5VqDXuBlObMJjZnjxmLJMx212KvP/zE80XehzyzC/Sy
t44FIaaVYYfUYlVDO2w5NQZh5pyEqDs9LigcdkBgT/mH+bCFoU0drl1VCs/123gBLRuSWh5TFOMi
KmztWta7EZX4h/nN3gj+YFK8/Mv82Y/qaRaHxkueJk9XUrcBCF5yx9AWYcSAVBH7XthEz/OQcI/m
BW0n8xfzSuZkF3pJS1mdhFdw30DosQRCkrUJZlkLNTiCRQdeuA5D/OTHDE/wBTtfzH/NkRoL/R/R
nZJSgGoQASTBJnigQfF8TenGC1afET0XEzPSRUYR1gFNfzV/M57t4Y/L87QKkzfW/r8AhLRAlAH4
U/ebb12rv9lqHjP85HhR/mLtV89/nOlzYtp9nAlm8kYvxNcLJIqyGMEIecC8l5P41NKe6Mn9IqcA
/mhCwfmJ+c0lnPNLDb200CyK1uZIZDzBQRtyW7VeLHmCrFSKdT0J4/Mo8EfzR+PiyPyz5q/MWawM
nmKeK3u24FIbVmPEemvMPVnFfV5ceLH4ad65XLKehLZDTxreIezQkmFCdyVBJ+jNiOTpZc0u8yTz
QaYZIXaN+ajkpoaHJBqyGg8rk/NuCK8W2mfUYg6ylJzEzIWicoUHAs/I8a047fZajAqC0XLvRE/5
nLA8qPLeVhd43NVArGzKaVcV/uzSnsPtEAq8Uu9bb/mlBJbm4knvreINxHqo/ImsQ+FELud5wNht
Rq9MVuXeof8AK4tJ5kfX7wr6XrLIIZ2QoEEjbhTQhWHWntXFbl3qsH5qR3HrJbvfy3EIRntuJR+L
sicqyMiUDSUPxdjSoxW5d7Q/NqwZ+KXd655iI8YpjRySvE0HWqnbrity71VvzTsFZa6hc8G5cJeE
pUlJDGy9Kg8lp8VOuK3LvQ8X5v6Y8bu19dxCMFmDI5PAKH5qE5chQjpvvity73qHla6nudOeSaRp
W9UgM5JNOKmm/wA8BbsRJCN1eWSLSb2WNiskcErIw6hlQkHJYxch72cuReGSfndZQahJp95rE9rd
pctZpHIjnnIhUVVow68SXAHIjM7hx9zjXNCn/nIHRTFLLHrV1JHBbi6kYQTp+7aRIo6CREJ9R5AF
pt4kDHhx9ybm3L/zkBoEPprN5gmjlkBKxejcM/wu8bbJG32XiYGnh7jHhx9y3NXm/PLTInaNtbnM
wYoIhHKSSGRag8OND6yb17+xo8OPuRc1RvzqtDp730Gr3Fyg4iOKOOQSSO9s12iIJFQVeKMkEkCu
xIOHgx9y3NdN+dGnwyTxya7MHt0kkmURTkqkXPm20Z2HpP8Adg4cfctzaP502KqHbWrhY2eGJXaC
4ALXAcxf7rrRhGTy+zShruMeHH3Lc0NP+e+mRwRTJrFzOkxVY/TikBLSRiWMUdU+0rCn40o1Exx9
ybm9I/LHzVL5ije9S7ku7KaESW7SBl/a414uFYdPDKdRGIAIZ4ibNs8zEb3Yq81/MrSLPVNR+q3t
sLq1KQu0TryQtG5dajoaMoNDmBqCRPZ2+iAOOj3vNdV/Ljy1ZaPI9ppVwyWVjd20VtaF3neO4jZH
VDIXLNxduNa/TQDKxORLfLHEDZIdO0PyswguG8la1Hc2Rt7gF0uK/WPWR14Ayqr8JL2RmNAKK+1B
TJni7wwjw9xQNjZeQp47vTYvJ+uzQRtDdGAwT1QhxEFVvW9QlHLFlY7fEP2aAni7wxHB3FG3nk7y
zDexyHyXqcsFxPcW8yxvKeJlURvccEk+ISibiWZxQKxA2qwBl3pIjfJ0WmeXVudOu7fyhrcDubp7
uFoLgsBHDNEEk5+opV/rD+mFkXt22x9XeF9PcURFonlm0VIY/JWqm3u4nVxGkz8TNKvqxyK8q8QX
toyCKim+w6j1d6+gdCqeXPJvkjVppDH5R1HS1iAkVr5Lm2Uu3pyMFX1OoZVr7g/SylIdWUYwPRlW
j+RPL2jag+oabYPb3ckZiZ/UncFW9MN8DuyVb0Uq1KmmVmUjzbYwjHk96g/uI/8AVH6s2g5PPy5p
X5pBOlEAVPNemSDVl5MN9OT+U/ccLi0h9Rsr25sLi3tZ3s7iWNkiukQO0bEbOFYUNPDFWNyeUvOz
PHKnmuZJTaw292fqcRSSSKUO0yR8uMTOhdDx8Qa/CuLL4Njyp52KxvJ5rma5jkmZXFlCkfpyqEVD
EpAb0xVlLE/FQ0oOJV+CgPJ/n8wmKTzezh4JYXcadEj8mR1hkV0dWBiZwx3+KnapxW/JtPKX5h/A
8vnAtMlRyTTYkQqTCd4/UYE0ik3P+/DSlKYr8GSaNpt7Y2At7mYXUoklf1lhWAFZJWdF4J8PwKwW
v7VKnc4oKN9OT+U/ccUUy7yipGmyAih9Zuv+quAuTh5I7WwTot+BuTbTUH/PM5LH9Q97OfIvImtC
7I7w8mjJaNitSpIKkqabbEjNrYcKl3ozfyN9xxtaQWr6dq13ZmGwvJNNuCSRcpCkxHwkAcZQV+0Q
Tt2p74D71CQL5U8+Es8nmlzI44vwsI1QD1g/wKXbifT5R1rXoa1GRo97Kx3L7ryz57nluYx5jaK0
lQCEpZxiVG5LyHIU24qwqDX4u3GpSD3rY7lfS/L3nS1vbaS98wm+s4x/pNs1jHG0rcHBIkVvgBd1
agH7NOlcIvvU13Mi9Gb+RvuOStjTvRm/kb7jja0yr8tbVba4uIY4vShjhVI0A4qADQAZiarkG/Dz
LPswnIdirsVdirsVUrm7tLVBJczRwITQPIwQVALEVYj9lScUGQHND/p3RPi/3IW3wV5/vo9qBia7
9vTb7j4YaY+LHvDcGs6PcXJtYL63muQWUwRyo0gKfaHEGvw98FKMkSaBFozFm7FXYq7FXYq7FXYq
7FUJqer6bpcCz39wkCSMI4Q27yykErFEgq8kjcTxRAWbsDhESeTCeSMRZLtM1fTdUgaewuEnSNjH
MF2eKUAFopUNHjkXkOSOAy9wMTEjmsMkZCwUXgZuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KsY
v/PBsZLhptF1J7OBRL9bigbgYyityIk9MqVq3IH7NN/aXC4s9Vw3cZUPJZaefPrUk6R6JqQKwG4t
uUNPVRQTtvtyp8Pj89seFY6q79MuXcv/AMcvxLf4e1kKFJp9U+IkMFoFDnxJ+jHhX81/Qn8lg89y
j1S/lzWeKvxj4WpYstPtEErTcHbft47PCj81/Qn8kt13zDba1bvp175a1w2ZZHEsdrxfmrdKMacS
uxNehwgNWXOJjhMJ17kkj0LRnMsqaR5jiinkjSdWhi5FpUmRpOLKzUozciDQc+3w4baRigd+HJv+
38fFMtKGn2Oprqkek+YmdJW4QzW8RRfrfN2AC0k9NSzGlSFY16nAWzHUZcXDk593f+hPk88StcSo
fL2riJFqkhtt3YGhULWlKUINd9+lMFOQNSbPpl8mm88SGSOOLy9q7F2Tkz2pRFVqFiTVt1B6U6il
e+PCv5reuGXyVR5zrZ/Wv0Fq9ORT0fqv72opvw59N+uCk/mfTfDL5bqL+e5OLCPy5rTOFBUNacVJ
NKAnkabnfbDwsfzf9CfyTjQ9ZGrWrz/VZ7N4pDDJDcKFbkqqxpQnb4qfMHAQ348nELohMcDY7FUP
qSXcmnXSWc31e7eGRbe44iT05CpCPwOzcW3oeuGJF78mMgSCAaLzqXVfNMKm9i06W31K4KQJLDF9
eL2xknlml+sSRpIOCkvDFQgHiojIJAvHCZVfp+W9frauEgXXq+e19/3BC+bVvNYuVFna3f6QgWxT
TNdt4bi0v25TNHdRXU6QIbdfTl5+mV4/t0NQolhMRz877uW32sM2HiN1vtuLB89x0eieWfrx8v2D
X9xNdXkkKyXE9zEkEpdxyIaKNY1TjXjxpUU3qd8x58y34weEWb9/4CZ5Fm7FXYq7FXYq7FWNfmDp
Gq6joUcujxiXWdMuoL/ToiyqGlhejKWcqo5Rs43OZOlyRjL1fSQQXG1UJShcfqiQR+Pc8yb8rfNV
iYxZ6ebqeGe3nheWS2e1eX6nbpcSTxu6ybzq/F0+Nd6VrXNl+dxy5mufffM1Xw+DrvyWSPIWbHdX
0xsnrzvcbplY+QvN0U9t61hynFwkljqH1iMfo9U1We5uDxDVf6zBIv2QfBqUyuWqxkHfpuK+r0gD
5FnHS5ARt12P831kn/TDu+KYflz5K816J5tlvtTjA06a2vzGfUjYxTXF8jrHRWJIeKESVptUg77Z
Xq9RjnjqPOx9kfwGzS6fJDJcvp9X2y/ULeoZrHZuxV2KuxVKdZ806Lo00UV/P6ZkHJivxlATxUui
1ejtspC9jhAasmeMOZY9rnmjybrlldWc2pXEUdv8UkESGJ3eJlkUq0sdQwaIqBVe/wDknCAQ42XN
jyAizt+P0Mfh1H8vLOBFh8y6rIgeKRIPjIUxsOLBWgCfu6A/Jdu2SouNHJhiNpy/HwRVpceS5p2g
h80awk9p6zh/VflIij1ZWBER5Cqmo6kjp0wbs4yxE0JysfjuU5dV8qBfTTzjqxjrESqm5aVhxZlX
1DHRWct2oKChFdw0e5ByY+XiS6d6pLdeR7Oe6tp/MmrJ68UMs7tJI6y+rEoDfDE3JjGU5VHSngaO
6TPFEkGcun45e5Cya15Jhkm4+ZNcuZTH6Mc/qsXT4g7ekzxqVJMSq3Y8vCpU0WHiYhfrmVSe58hv
G8Q8z6vM8rwSyBJHDs37tI3ZmhUHj8Lda7eIpg3ZGWE7ccun6PJUWX8vyLmJvNOqvHIkrXELyT8W
5AxsxHojkRX36DqMd+5N4dxxy+39SrJqfkmG6t7qXzLq11HbXCSPFJJLJAGB9ZDIjRDkoIA+Gp6Y
7pM8QNmctj8O/uT1fzS8ofWDFLPLCvFnErxPxPFmWlFDNUheQqvT32wcJcj89juiWWKwZQw3BFQf
nkXLbxV2KuxVjE2h3OlXcJ0WN/qCzRNHo1uNPt7WMTSejdSgG39YFEuGuPhkJdlK7cqMqrWWnerr
2oarczcTaziCCU/UpOdoIEcxM6wLPFGlw7NwaQtyQNy4txxY8Q7+SfxGQxoZVVZSo5qpLKGpuAxC
1HvQYsl2KuxV2KsK/MLzzqXla/0j6vaC7sZ1uJ9TVY3kmWC2aHm0ZVkROKTM1X2JAXauZul00col
Zo7V8bcHV6qWIxoWNyfcK/X+hKP+V/8AkwBy9nqMZjBLq8MSsKOyEcTLXqh36dvtGmW/yXk74/j4
NX8q4u6Xy/b+OXPZUP55eWoUjmubW+WK7ci0T0YVZVWCGasjm4ZKOtwGDfCAPtUpUj+TZnYEbfrI
7vJP8p4xzB35cu4Hv8/1pJrH536pa+YYore3tk0OcW0yy3CMs6wTWUV2QzGdIy59Xj8NeO2zllBu
x9nRMNyeLf7yO78eTRPtMiY5cBrn3cIPfXX4edhCW353eabnToZ1g0+C5F8tleQyRTExI1uJGmZf
XVlWN0krXqB2ocmezoA1vVWPny5e5jHtKZiD6QeKjz2258+httfzo893OofUbHSbF7t/qawWjllm
aS7hVynB5YmKqxNZAtFFOWx5B/k/EBZka3+w+5f5SymXCIi/Tt13H43/ALWUXH5stpOuXOma5ps4
m9a3tbOGzRJSZnghkl5yvKiU53KhNht13NBijQ8URKJHU7+8+Xk5ctdwSMZA8wBXuHX4qUn5x2mi
R3cfmKCWa4hurqOJtPt+MZht7prVSfVnYli0ZZiDxFQDuV5EaAzrg7hzPeL7mB7RGMHjHU8h0Brv
/HysY/50eWAsZjs9QleZ7OONFijBZ7+IzRKC8qrsBRt9j49cj/J8++PX7Gw9owobS34f9kLCv5e/
Nvy/r2vx6HZWV+t1LzIllijWIKisxZmEjEfYK0IqG2IBrSOXQzhDiJFJxa+GSfABK2b5hOc7FXYq
7FUPF+jvrtx6Xo/XuMf1rhx9Xjv6fqU+KnXjX3pixFWe9en1X6zLw9P61xT1qU9ThVvT5U3p9rjX
3xTtfm6f6rzh9f0+fqf6PzpX1OLfYr+1w5dO1cVNdVXFLsVdirsVQ+ofo/6lL+kfS+pcf3/1jj6X
H/L5/DT54sZ1Xq5IgUoKdO2LJ2KuxV2Kqdx9X9CT6zw+r8T6vqU4ce/LltTJRu9ubGdUb5Ia2/Qv
6RuPqv1b9I8U+tel6fr8eI4epx+OnGlK9sTxVvyYx4LNVaNyLY7FXYq7FXYqlsf6F/xLccKfpz6n
D6/26/VPVl9Lr+7/ALz1Om/jtTLDxcA/m39u37GocPGf51D5b1+ld5g/R36Gu/0l631D0z9Z+rev
6vDvx+rfvvnx7e2OK+IcPP4fp2TlrhN8vK/0bqukfo79E2X6M4/o30IvqPp14ehwHpca9uFKYMl8
R4ud7px8PCOH6a29yLyDN2KuxV2KuxV2KuxV/9k=
uuid:e4ca5bbc-30dc-41b3-afd8-9a775309e684
xmp.did:42921AC61220E9118C8581CB54E5329F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:40921AC61220E9118C8581CB54E5329F
xmp.did:40921AC61220E9118C8581CB54E5329F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:40921AC61220E9118C8581CB54E5329F
2019-01-24T12:01:01-08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:42921AC61220E9118C8581CB54E5329F
2019-01-24T12:05:22-08:00
Adobe Illustrator CS5.1
/
Print
True
False
1
36.000000
24.000000
Inches
Arial-Black
Arial
Black
Open Type
Version 5.23
False
ariblk.ttf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-BoldCond.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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[9.0 9.0 2601.0 1737.0]/Type/Page>>
endobj
13 0 obj
<>stream
HWn\}OdZ; ))0[/h$2"}NUV$᭺]g/g_J//g +kBBK%YV6!EnI%v[6yMryqqfsWoWghp'm/Yh ^T%J/q!X`U٦aҕw;6 #dUJ]k)bKMʲ.+G'{Z>LMU)
O7ۛesv)Q"(=_&:Yv>_2BnH`^hZf\vRK{+(̲Fbxfu1CPoç'mrzPlEe]췒<FUosÇ^A\wLqu[gOhڱ#a0DˉMɌn
qk &(I|6(@B4PRF^ţmq_Wn\wS?Iv>+E`n3䰇"IH?G*No.E>!J
\&!|!k`t Q5-]3١/76!COVwͩ^k" _*Ǥ JcluE怇Ow)ycOs#v lk)uFTzO)xhKioQ1pScEsHA\kǩӐVSW0S@dBc F(bcwk:ʒ¨>_\V(LD:b)fi j5Ũ;K]eMdav3b
#8ΫFG(bYeyS!ηjZ'kBø @E>STti"y ZxJ|0aHb҅i$i7 '`Oы;2%,G`˝!$0'V*$V[N[h2~8X>\;$Ɇ~d^\#E&Qp[M,El4G8p*䶉KC';czș$EQSG%z~u5J]9)i`*xkY4{ڜk;!,FUA0܀S-Q<-Lb;6?AT:w; چ(X|W݇)$K$2PԢY '19y `!Gpi_qSuc^.[aO#8P
GEP)mLwĨh9@ߜ*EhkS>NވŖ;܅2'ES%8_a#ڳyb㵯͗b$=OT\eb¨-`#C]lǹH[qHE!S
7
!x(*,!!:u$y9u2'0 쌾ӼÊUcJ4҇TA"HF
Gw10HL5=p%C:@ms<=PJjqrR{rn:ɼGqC̄ ;!!'Qacj;TWh(*c `=+l\=+2Y`pYs\] }`qǜV$^rGU$$CSGDЎPN$z0@Y_&uG_V)0
cKYl?~o.d5ibã^AGVfL 7Fa͆6ÍӜuy1ś~2np`U2p\3cP[cIdeB&PFqΩ ĴPƥ!)b̈-–87A9,hj1OuF{v; h0:
V!/6b-Р+5F!(m0?˒sy굗VZ( 8hZV2*[,[ x) h8G@2SCNL!!E$rj,[
ҊJoHfl]UTAz}AFgԳsl(GC"s[Z8CInmX4&"$,i3:miь9.9TzWq@)[]ݝ]N$NENsO\i`yV4FTpGPytZ9'=M@27
-:}4wB\C%Y$Xq%=kObut
K!0sR4_
Sdr3p>
h+n{(BNAi2|hWU4`y#vG2[Ajh@(h_q|̽
;𧏻mPP۷!Eti%'m dgը