%PDF-1.7
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>
stream
application/pdf
8thトレラン2019_ura(確認用)
2019-11-22T00:09:42+09:00
2019-11-22T00:09:42+09:00
2019-11-22T00:09:42+09:00
Adobe Illustrator CS5
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/aAAwDAQACEQMRAD8A7truupq6W9jY27TXEzTq
qrPZv9uznSp4TsQAW3ORJZAMzyTF2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KpNrFj5hudMvreG6t
S08MscaG2cEl0IA5G4p360wJCKWHXeQ5XlqVr8QFrIDT5/WDhVH4odirsVdirsVdirsVdirsVdir
sVdirsVdirDNC11NIS4sb63aG4haBWVp7NPsWcCVHOdSQSuxyILIhNvO3nHTPJ/ly41/U4pprO2a
NZI7ZUaUmVxGtA7Rr1bf4skxDz/Sv+cmPJ2r3JtdM0TW7u4CmQxRwWpbiCAT/vT7jK55YwFyNBkI
FZP/AM5PeSoNRbTZ9H1qK/WQQtbvBaq4kJpxNbnrXDHJGQ4gbC8JZFB+bsM93JaReVtca5iiWeSP
hYAiOTmEbe8/aMTAeNMw8namnhHilMVdfHb9fwZjDI9EDqf576Tpemtqd/5Z163sFbg1w8FpxBqq
itLo7EuAD0PbLYa3DKfBGQMu62JxmrejxXUEkQlDgLQFqkVUsoYBt9jRhmUwYb5486eYvLwjlsdO
g1CKSRkWP1ljkASnLmZXjUbV47n3pkMmSMPqZ4MM8pIgLpNLXzZElkF1ee0stUeP1TbJcRfu1cfA
SZWTlQ7EgUrkZ54RNEtuLR5skSYxJHKwCfutJpLv80pL/wBG0n057N2ZkvDaTFFjIJTkouFctUU2
X+uSEyTsPT321nFERJM/WP4aP31TNILmpEbci3Jl5kUG1SAelDxp2yZYRieG2MHz5AuvXGkSmKJ7
USTXFw00Sxw2sZWssvI8l+H1OvTjv8LA5EE7sRZkIgblW0HzVear5huIIRazeX3gjm0vUIriOSW4
qqmQiKMvRELj4m4ncfD3xjK2RBBo82U5JDsVdirsVWTzJDH6j14ggbAnqadsry5RAWeXz57dFQP6
dsqMaSbAkfDWtPDf9eYf8p4d9/pv7Pu+NJorv03Z8GYrIOP7PGp37fCSAfnTDDtHGQeY4QCfK751
dcuqkUsOv2gFfTkO1dgvb/ZZgn2h04lwni6dP5wsdWzwZVa5NbtGahSReu5A7CvYnJ6bt/T5piEe
KyL5LLDKIsufXbJUDUckmnEL+Na8fxzL/lLFwCe9E19tc+XToeW/JqI3pdbavb3E4hSORWNd2Aps
K9icq0Xa2HUmocXyZzxmPNhnmf8ANKysxPZwO1jfLNJbwSXUc0cTyJGSv74wSw8fUKhgpZ6BgF5A
gbRg7SPPuo3SyxKBNIyokElJHJklgM0b/DbwBI2Eb7yqqj4fj+OiqoDSPzI1iS+jWVVuLW4WS4tZ
gzMr268ZEHBLWF/Ua3bkDG0ilvhXlyBCqyL8y9WaKW/jJubX60ltFGiPH8TOI2+CS1q/xklU9VZC
g8anFUM9t+YD63z8zXFrGL67MGj2t5G09iI5kieGNEt34fWYSs5LTq3Ki8GUFiFUPc695s8r3Hma
G9sLnU4dLgjns9QN1+jrMqlvEGK24l50kmZ6ULcmBUFeyqI8q+f9en1Xy3bm5e9ute4/XbCWEpax
RCKeWS4s7kc2Pp+hwkR2kUuRxYDcqXrmKHYqxf8AMzyXJ5z8n3nl6O7Fk100LC5ZDIF9KVZPshkr
XjTrikF4qn/ONE/l2Rb2bWrW/WUiBYLjTjMnJ9w3E3CdOPWu2V5IWOZHucjBjOQ0K2FrbnyLr19c
XPr+bWlsXnke5042ax2r0lLSpw+to/BmBqAa5r5fl8VCqkKF8NnlQ3o/a557NzdSN/f1+DItK0/z
DpUzTx6lYGWeNbZZBpqJxhhErQxAR3qqEj9TbatAATmr1Gj0eYUZZKjv/FzNWdxz/WWUdDmHIx+3
9S7UPy88x+cNE1q0fX4IbB/Qie1FmVWA2p+sH0VW5ZQZC68ix6ADttsdH2dgjw5IWSL3PM3tvf45
nq4erhPFtKtxeztRWebXG1y1bVrKZTC0wgtrWjLCnDjIxlUOvFd67UArWlRlcMuIyB39zp56ufCY
/wAPu3H219j1Sy5XkNtdJMZI1AeE0UcxSqkbfEPi9vvzOHJyuMHhI+nn77Yv5z8tXt3dQ6pJqktt
Z2aRokMcIlBeedg73NJow8fxDZVHGhY7bZjzIiLIsObDGckqiaO/f0HT4IjzX5vs9AtDJw+uXlx6
j29rHzdOCVJmZI+TNHy+FVUVc7fKc5cAAHN1Wo1vCRCO858vcBzPlt8zXexfyF+YN6+szWmu3jJZ
XAaeOd4Gt44JEcqBWSOJfTb6aUU7BqmkTMK4jYPXzdfpdVmw5SM8oyjME/1ar3bb1ZeffmfYHVfP
F9p0kivHqc1qslrBGfrPG1ZZpGiBimM7pHdV9ONJNvicKqrhJPEdvxTvSOE2DyZh+Qegaxper3k9
1ZyW8d2kKtJLNLK0kdvbRxwOKu8QRhV0VC/HkY6gRjlOECJXVBhKZmTI8yXuuXMXYqpNdQgkfE1N
iURmFR2qoIyPGGYxlUR0deSGowg2xII5sbmvdah1a5QS3P1cc/REtvCtuD8JXjMp5mlf2hv9GSDE
3WyD/SXm8wUa4sfXNKn0yVpwoRT1P59/ltlt475GnC4dTw84cX9U93v7/sVV1nX2Xj9Ys3ckcaAU
NGqwp6h/Y716707ZH09xbazVzj8j3+/u+3fyQFzrXmKC4X15tPKStxjQRBnBbYM1ZV+EGtclwY5d
D+Pg0VqQecK/qn/ikVd+ZNQtUj9CCOa6blVFRwoCg1PqRRzitduJocGLTwO/L5fsXVaueOhGPFI+
/wC8CXyR1rr1zc26S8uBZavG8fEq24I/eemTt3pgnDhLkafN4kbqvn+ldFqjkBopIiKbMix9OnZs
r4QOjexrX3sr25lhOnLctMU+vXEaTWzuy1KI7xR0nSiAGrlex98iOEEWT9zrM2vlGfDGPFXP6h3/
ANGj77TDWtS036vGXghuY7ai2QaFY5EDKFJiB/eR7AioA6ZAY7NOdHLxCx+pQsLnTE0K4s7SKGWG
dn9S0veLevI/+/mlaRnqAoq3LYAdsHBRospyPCTEWenRrT4NRstSa+gsrSKWVBEW+sO4jQMxpFGy
8Y+WxYJQHv8AZGJEO8/L9rRGee94xr+sf+JV9Rll1eKKPUrDTL+W3/f28Nx6c6pKFoHQuhK9SvIL
iYx869zITzcP0x4q/nf8d/Qk8+hXUTzyaRaQaTIylQbC6NusgoWAe2CG3NWP7Skip38SIw6k/Jrn
k1G9Qj5er/jv6UV5bh1bTppZWsrRLl0jD3zy+vdSHieSyTyM8hCt9kVoB0wzjDoSx0+TUknxIxA2
6+W/2sz0K8vLqCdrrh6kc3ACPdQvpo3Xv9rKi5sSa35plgZOxVjnn2wnu9DUw2j3z286TfVopBE7
UDLsTDc8t23HHp37GzHkMDYYyjfWnlP6G1uOxjln8rXy/WzJNPFFcLPLEJTzVanSudaswK9VoOtc
Z5OKXERv/WlXy4qYDGQKEpfZ+pMbLQI7uSOLWNC1exMRDK1pHb3C8iGT4z9SgqoVq99+21chjqF1
e/fKZ6g/zvJMoyNeo7e79T0Dyp5b0eDSr+3W2uPquoSlrm1v4oYyRwVCAkKRrwIHQ964k3ER6AVz
JPxJJKRDnZu1y/ln5CSVZY9EtkmTdJlUq6kmtQwNQa5DgDUdLj/mhPreCGEG2RQsKKojjHQACm1e
4pkhs5PCOEMc1m8Edve6dqjNBJcQvHHcRiscyOONaE/C4rvXb78vlpRlj6eR5+TRj1xwSHEN4mx3
FT1D8ufKmv2kUeqQtdssaKzO3JHooAk9JwYgW49kGYgwREjKvWeZ6mkTwQlLijce6iaAPdbHYvK3
5Z2Gq+lHYTfXoiAjMl6wLXHBuYmC+kC3FeW9NqHKZ5AdiLHuLlYuxIiIkZWPPL/NP80zv7PgynUd
M08aVPLZ2cbajEgNos3EcnqeABYrtV2Xcjvl+OMaFBOosb2xLTNX892morYJo9tA4jPoleKwr8Gw
9QSPHT4Kbe2TjOPGIm/kWs4peGZgivfH7uf2Mxl806XpVnZnWr1LC+uo3kaGnNC6MBJQIH6M3Zt8
hxUBxbFjlyY4yIBsWa8xay0/MPylqIigs9TikuLlvTh4cxy2LFlLKPsoC30YJZBS4c0JyABu/teQ
eevN11e+abm1aW1sbmxYWXoQzF1aGGWr8mezc8uo4g026g4J4IS5hy8erywFRkQLv4vbPLN+99Y2
9yAnpTREI0blwyxEIrmqpRj8VRv065KqLUTcbPek15IsetXsiQwCVeQLJqU0shHw0L2RCxx18Qdv
pywBrKBuri+uAFMnpqOyMRX51c5aAAwKCSxKMHQ8XU1DAgEH5g5PjRTmsOTFmNWY1ZiQSSe53x41
ptLJkrwYpXrxNP1NjxLSvMb6eP05rhnTupIAPzoRXIiglSt3urCQvbp6nMUZa0HUUP2l/XkjUuZa
pzMeUSfk3PrGszBR9XmhAIrwaME8u5rM32e/4VxGOI6j7f1NP5nIf8nLp/N/4rohXjupromaJ25C
rXDNGQSNgPt8ug8MlsBzH2p8afFXBKu/0/rVf0cKdvw/rkeNyaRH+ncWT6w5V14sC9dvDdsGyVlt
BNayiWBuLDY77EdaGjdMSb5oAb9K4+s/WhIRPWvqV337bnpjYqkq0Mt5FdPch+Ty/wB4pJo1OnRq
7dsBoilZR5Vnea2u3cAN9ZpQEn/dMfiTlMhTIJ3gS7FVshpGx9jir528/wCuatpl7LbNqFzaWeo6
g8Fxd3HOkSuZpENuyvbx+kvBPVKyclQqOvqKKscayG/UPefx72yj4fcb8rrff8c2Na35l19ZblrT
zZDJH6bGye3hcQTyRpFCn7715FT6xO5HPkUSo5+maxplYtVCQsQFee32MJ6XICBZs9Ps+O/d1D0/
8jbjW7ie8nv7+S6hKKkUcqNEylXkUsUMk4AYKrLRuh3AwZMvHyAA8kzwyxyMZcx+Pn39RyIBCL82
/mebLzFdaVaCWS7tXS2khFvHPwklQSiSMm4hK8I3Xl3JB41zDlCUjYNfD9rmYsuKAqUSfdKr/wBi
Wd+XtRa7s/rhilIais0hQMGUANUc2A6Dv8965ZC+R6NWSpAVt5fFV1uzttV0jhLyiLfvLdTRX9QK
eK0Pc+GZODKYStwdVgEgYljXlzzQkDm2vrpI2tgIEiNNggBIfiCRsRufHww63NgjLecIy7jIA7+8
teixZzAXCZjyBETW23QeXzY7e2H5Xtrr3lxq8EdxCUR7Z7+CKIBRUoYXCvxatW3HgCo2zDjljQqU
SO/iDuodnaiY4hiy0e7HL7Cy3S/MTRaXbwakIormeMNY8SJbe7ThzWW3epJJX4mV96+NQTCGYChL
n9/uRqNN6icZNct9pQPKpfdfXyOzX+LNat1SLT/L9xqluBvdJJHCPULNyXhJv8JA3G24p3paMvFy
H3uPk05hQkRdeX60VJba7q6Q3RD6dJJCvqWMxqYX6kB0+FjvSv6xlkdxu48470xLVrm8g1iKPUtM
1LVoxJDPAkcNs9meHGtEkeNRyPxV4Eq32e9caeIGVmyPsY/nsuLbGDE9ZRqyO6ydh09NX1tTnm8t
C6e/u/IF3D+9YyX9zp8UkimaQNI/JJTIfiNfhUse1TTLLLAamzvCX2PSNC0vR9O09ItJhhhtHLOq
26qkdXYs3FV2HxMTlgDfKVoXVNNs1unvrm6htYHVUHqJEhEnKpb1jxc8lUDjXtkog9Gqc4xFyIA8
0DTy/wD9Xm0/5Gr/ANVcnwy7i1fmsX8+PzDax6E7cU1i1ZidgJFJ+X95jUu4qNTiP8UfmFGytGaW
5F9d2MMSyH6m8Fw0rPFU0MisIuDUpUBm+eCj3M/Fh/OCL+o6Z/1cof8Agh/1Uw0e5fFh3j5oLVLW
aOJG0q5sLmXkfUjurl7deNNqPGtwf+FwUe5fFh/OCN+o6Z/1cof+CH/VTDR7l8WHePmuj03T5JFj
j1CJ5GJ4opqTsTQASdgMBvuSMkSaBCC0+0kPqrqd1YwMjfuvq9w0vJKE1cOIeBHgOXzx3R4sO8Jk
NChIBF0pHWtDuDuP28Fs7CAvdH1lLy3WxFnPZsUF1JPcSwyqpajtHGkcyuVXdQXWp2qOuNp2R40G
L/lpU067H/mvG0KdxobrbubaeOS4CH0kkLojPT4eTKXKivUhT8sbXZS03Rb57YHUnt4bkEhkt5JJ
kI7NycQkE+HHbxONp2TfSrBLKKVVl9X1ZPULAUoeCpTq38mAqEbgS7FULqV/Z2Nq013MsEP2ebmg
q2wxV4l5m/LXyl5l1cTWerW0N1PLM8sTRmT1RKWZx8DwN+0dwa0qCSppholAkByYlqf5L6Gycrfz
ysMTc1kikiVo25xegaiMx/7qqteu5oQSSTwkknqvHEe5OPKdna/lpBqWpabrVrrlxeSIpjRCkoQt
I6vM7SSPM2/EDb8ScpyEwDZkycR4jvaZ3H50ebpdWgttIs7e9S5njtuMbtGzTSyGNIyZB6UcjBSw
Bcf6x65VGZPkSyhIHbuTzyV5k1LzbIqm0GkalPYm4eePmV5yzz26tIv93Ky/VA37zkQfh2IOTGOJ
3HP8fNslnnwGPFt05Gvd3c+QpMPNEfmTTHtvr3mGcuGY2bLBbAM6hK9lYAcj1r9NRlkBLiq6t1Wo
hMAEXL3DklKza7ZBtQgj/SM93KWEAMQklkKRRSEowSM1YhgNhXp0zW9p9jzyagEGBJHWAPIebu+z
u0Mf5T1xPo2J7yZE7V792Pa1puqatqjTPYwaVcOOVxNJawPMZe6tJFIkgNNqUpt1pl2m7GzwFXCt
+QAG47hbn4vajSwx8ExlkIkEATI5EHkdubLkvb+00jTGOviBbOMRwxvZq3EwRBCiSLyZQ4od25H8
MyMuHwTGEjvWzzOo10c2SWTi4RORNH33WzIvIOpalqWnLfXF7LdLPM/GO5t47eSILQiNlieRCSpL
g8j4GhFBLFMG6NtuCXEDZ4q/HxH4CT+e/wA9NF8o+Y/0BNp1ze3vFG/clVUeoKryZ+IH+dcZZKZE
0oeRvzm0bzXrj6OmmyQS2lhJcl5GR1ZYmiR1HGtd5B0+ioIOHHk4uS7WnV7pfnm6mRfqentYR3Pq
wxm5nUiLnUHiIyvLjtw+zuRieIuNKOQkbDY97Nba3it4ViiUIijZRUgffk3KCR+drWa60uCKJFkf
6zG3BzRSFDGhOSjHiBANWDv3OFr4kwFC/UNmKPYarFwJ0y3bm4FEINCST/Lsua89jSIrxsnKuf7e
bi+PMf5KHP8AHTkrwaXqX1q1d7OCFIJBIzxsCxAUrToPHMjR9nHDkMzknOwRR5c7WcpT4RwRjRux
z5V3Kk+s6g1wiP6enW5BLySH1Jab0YKnMUNPA5mzzwjzLbi0+fKdhwx/HwHxQEiv9dWWa4vnWbhF
AnNVLyPX4KRsvXtTBLOekT+Pisezhdyyff8AoCe2s9xLFDBbW8kLEspacUoY6l1G7s7fD4V9tsrn
qDyA3c3Bo9rkaA+J7vxZCaW+nT3HIJNNDwpUzwrRqj9mnA7e4wjJJBwR6Wrfo0217YSNO8jesw4k
KF3gl8BX8cPGSCwOIRlH3/oKR6pqqRavKg8wWFlHbGP6zY3MdseKiISMWZpI3Xl6it8VNunWuQbQ
PJQs/N9nY/VkvfOOm3auvwVW3BkpwWtYZlX7QboKbjw3DO/JIfNFp5p80agjeXfOlhb21zYmKO1V
IJCZFufWlmShZuIjVI6En+brit+SPtfJf5hx+aP01H5ihn01ru7u4bE2sSgQ3MXGGP1FNW4Mfibq
w6canFb8mUpF59p8d3p1R1Is5qH92AKD638P7yp77YrfkvSLzry+O7sePq1oLSSvpeoh4/71fa9L
mtf5qN0+HFb8k1sDdGJzdACb1H6DiOIY8DQM/wCxTviURNonFk7FWB/nVc6lbeSZJdNWN7sTwFEl
KojKsgZwzFX4jgpqQK+BwGYjuRbbg08s0xCJonveSR+Y6zW31W3gfWfTW5SG2trhBbISsSfWZAFK
pJ6x+Jtvh6/tGfikmuQ/H4/U0HERHirrXx/H6WIWV9ez2Op6w2pJbWFk9vZXR4mWON7uZYpJZAg+
FIuLUC1LclNKMpZlIkcvx+j4/pTHDCJ3Ng1uOnfsfq+B87obnOhatA1tc2Gla2qXFpJbWqNFKoSY
3ayNyM8jICD6LcFFeRUMvwlGajJKMoirv8fj8bXSwS3jdjy/H6+fNk8n5d+cJvSnl0trwRkTLFGt
vaK08hMjTH0JRG7JK7kSGMHiaKifDkZnJI2fq7/x7+/zaoS8OuAfj5/igzj8sdD836ffXker28lr
aRMU01GkjeJI/iLGONAOHJ35EH8BsJwB6sI31TPWNK1xRdHXJl8w2bM0lvpMFqscrKA0iRqxk4lx
6dOXw7ncjtLhlue5hCMuKpHmf2qMMlveX6WV55ZvNJ0u0iknE8iQCAtGQVQMru/M7sBxA61O+QgZ
8YP4+52ZmOAxuz+O4u12NfLsMQtwTJPGIp5W5TcDQgKpJYqSN6/qzZYssSfWfc6LX5DAXEc+tJp5
fvIdL0ZDw9SCVizXHGQBidiABGxotKZHUAznvt8Q26YQhDY2O/hLereY7itoscQ4yyIeILK6mtOJ
DqpPXbbY44sIIN9AnNnMDHh3s+77+95v+ZH5Y32veem1sh/q0kUFRCsUjhkGxAk4KQjAMVJIbwPT
NdPGSbDmxIEjYsUf0/d/b5g9I8q6pouvjW5zx1WCxWGO0tlkka6t7e3iiMCoCp58E5sdwzhdvs5L
HLw7vexQ6d2/XlTQYyJG/V7LpPmWzvdOS69RIFEZeaOUhXi4jdZlJrE4o3JXoy8WqNjjGd7EU2I3
RNSfUtNhvHi9B5VqYuSycfbkhKt8waZMFVPXf7iD/jOv/EWy3FzcfU/SPegMyXGY3qckt5fGWC4E
VlDHVpHUcHZC9QrEE03+17fSKzm3oc3IjECHFL7/AL/L70tupGNrJdRRXBkYKZbhVb0lUEJxRlfi
1dlBNK/PK8piTyrz/WuCW3EbO3LmP83evlz96SWMV9cTTBpJLmSTkZOTrGxjrUIzAFfhoB33yE5T
wxJviA7wuGOm1ecwAljMoiMjE2NhzIN866HblXMvQbK6gj0K3sRAgWNarB65BEhq3FpIytaknoPo
zQz7dkJn0Gu/fl7uF3GPsuGIcESeEeX2pj5Wup/TZbmH0DK7LGvq+qAUH2OWw3X4h9NembTBqfFi
JdD8EavTQh9Bvv8Ax9nyTC5uraTULSCOVHnhmrLErAsgeCYKWA3FeJp8sygDTrMnOPv/AEF4/wCe
00KXznqUVzLq0NxOiws9nLpixIfqkD8lWc+uTRQBUbEk/ZpkW0clHy95W0IPN6upaxNJFG6S2NxN
pDA/F6jRyMhMX7p4Qft/wxUsgh1PSvTlMd1qhijS6t+JuNMCD0Hq8SEsDGXUBSsfGgTehPxKoe90
dpJGFl5s8yXDu6AiG/sVKK8QDfCxTjwryNVryG1QQCrbLNJ1d9H/AC9vtXae81Z7KO7uiLqSKS5c
x83ECNCJEO44RjfsMEjQZQjZp5T5m8ySrd22o+Q7jXE82ScUi069u5Lmwmbea4j43U7fvXjDInKN
h8IVEVuLLjx1cZmuRdhPs0wgZcUfd6r/ANzX2/F9DL9p/n/AZkusC7FLsVef/njY3195FltrGKWa
4aeBo44UEjc45A8bcTJBUJIqv9rtvtXIyFhsxT4ZWOYfOv8AgXzYoeSy8tXFvdXFolhJRIBGY4ZE
WOejy3HGX04g7bfE+5+L4sEDKJu97v8AHl72zjjwmJjcT0/VzqXn71by9+XXmW11XUdU1Lyy015q
Fo9vCUaKNrWcQBlnt1WMwwrHLEiwmOjr2AHSsxO26ROO+w3+zuVNF/KTzf8AW9L9We8s7QJZrqGm
mW5lt3mspzLAygkUhTmQEblxJZhSopaCAKpqO57vx+C+oL3zj5b0OG1g1W+W1lkjUorK5qKf5Kti
ZAOPPLGPMpPD+YOqXmouun6db3OkJcRwfXzc8HoVR5SIGQOSgfYD7W24rgEieTR48r2ApM59ejk1
G0uLdokhiJjvlnJWRQ32SladN/7MtutiQylkJkCOXW00kfTdRKxTTRuhoY7dZRyYjercG36dOnj7
REu5yRMdCx3zD5Y1jWrxrK31WbT7O1ZZKK0hklWRCtDIGVwoPPYsanenwjHJGwCC05sRkRvSceWt
MGl6VbJNffpFggSO7C1LKxLdQXqKUqfGrdzjRHPm2YcZArmkuoaBq0/mFryKdFhdg8dwSH4L0HFT
1IOwp3pmfi1EI46PP73AzaTJLNY/sVp9Ce3khU3t7dX7LyFvFIEoo25M5qEUdK/QMjjy+nlEBs1O
K52DIk9Aft8nmf5peYPNFnLo+iXEDXT6oZw4iHqyPBB6J3WOO4DxEv8AveUbckqv7VcwNfjxykDH
lu26UZKqfNhXl/zNNZarexanrkk2kOy3GkafeukljIt1GIZkvyI2kWD0pwifZRW4swykTHCAHLGM
3Z5dH0J+VmqNqvkjTtSfjzuw8rqgCqrNI3JFAVBRT8IoPv65bjNhEgAdk514gW8BJoBMtT/sWy/F
zcTU/SPewfzRrdx6CxWwK2swb9/uPUC05BD4b70/25TyWeEbebSRwx4vqPSPU/s76s/eItd6t6r8
IHaCEjj9X9XkPfYcRv4UzIx4eEd7z+s1c5zPOHfG/wBG33Mu8t+Xbb9F+veBZTdpFLCoVCFiSXjK
QxFQ6h6sa9x4bYmqyGiHpOycQMYGQBobe8XXx5JxBYWqMERYo7uwnlEFvFDUSKfiVZPTqfCjVH+U
OuCWUUa3cvHgEKEQI/YnRTUJuDxWkcMZX4klZUfke+0cwIp8jkYUeYbJEj+JByaNcG5ikuZyrTOU
VYjREYKHRvhER29Nh9IyGSIJHc24sp4TsOLv57cq3269ysND02xv7Ce3iKzmRoy5Zz8PoSE/CSVG
47DLuIkU4WQ+qPv/AEFg/m9fMLeY5orW0mNq49Y3SNcMvpizCEqkdrOhPqbceRO3Kh6ZBmOSjqn+
M7q/kura4vII3WK3+rGGVwA1WQ+p6Fd/V4M3D4d/i60UpP5kfXJI00PW2vbmnKZEtorwoJxCQFM0
NqwownO5b7Q2r2VTjU/JX5grrAvdNEElvNcQyyW8k5VERRSQfHG7OG2+E0PWreKrKbWzuYPLp0HV
oA1zqT3q29vF++jigMjNEDK6qtY42U/FTfpWmVZtxVXbk6eG/FdCNe/4dXn2kwt5P1Odr/T59VXT
n9W4t7RJLo+o5BjeJpqcuLH1N2qtPEZr4YJjLZFiLtoyjmiICYgZ9ZGh52fs+x7XbyxzJ6sR5RyU
dG8Qygg7+2bQGxboTEgkHmFXCh2KqN2bQRVuigi8ZKU/HG1QHr+Wq09W1qOo5Jg4gtML8+eWn8xB
bKy1GMWMzj/RrYqjV4FCkpVhzjcncHvTHw+I2JVty6fdbr9bgyTBANA936e8Jb5M8m+c9Phn8vam
tumnyW37pYWf91XkrNFPz9Za/D0Hwt08TDFjlEkS3hvv1+VDzaNJiywBxnl7/uN33JtYaCumeZIN
ON1dR3lzC7QGa7ubuN0UfFwjk/dD0+PxM3TkvUtjxQjPh3O2zssfZ2UwOUfTHY+q+6tj3/oKT+Yf
Mun+WPMtlba1DeavclIZoEtEhjiE0MkkcXFpbiFmkJahBDVHEYzyCNCRYRwAgcW8gftCRa55l/Lv
XdUguJvK2oQ3I5NJPb/otSRNT4pys0jMg41BY0H05UcuM9fsTLSRkeKvi9A/LXTfJk2mLeaJpRsT
BK21xHB66OwDkepHzoKPT4WplmPhO4ZQ08YcgyvULe9eeF7QqhYNFPIeqo2/IDuVI29z4Vy8EdW8
cmKeabm+tPLGv3OmpdQtHDJNp11HzK/3QBEagmX1G4txPHiWYd8Zg1fVssVQ+OzDPya8x+etS06/
u9Xiu7kJdeta30/oP+7MUa+gxQll48Sfh6VqeRauHCYy2O34/H63GzSmPpNgdPx+h6roXpXKXE0k
iT3DyVn4Vp0qilWCtRRsAw98lluwOjDDVE9Tz/UwX83PJWra9rehajpl/FY3OkPLKpmlaNT6kfEE
BByLBlFDUClahweOYmWMiPS3hgtr+T2pTXdxNqEmmGJzA1skbRzRkovpVkiuYJo2cR04OoWm4pvy
xGM7XzDMT+L2T8tdDk0Pyja6ZIIw0Mk7UhZmT97O8o4l9z9v+m2WRjQprtv8xWK+XGIND6yfjXL8
IuTru1JmOKxzsMX8geXbTUp57y8JZLYgRxglaud+XIEH4fbLs0zHYOs7K0oySM5dPvZOsnC9UpaM
9nV0WSW6d4FIVn5ksWWhVSGA5b+HfCOY3t1erhpo8J4tq37z0FVf3+aKlsZdQi9bUphBZCojt2UR
goQVJYMaryU04t9IH2RGUbHqKwnRqA/Sfx7kJYXBtYpPQkQtAfRf00d0IU/AaojirLT9r7snilEg
Dr+PgjPikDewB35/gpvbaybtuFtbvyHUz1iU/IgSYZCQ6faxAh1l8gf00t1WHV5LOQxSRRslJVVF
LODGQ4Csx4mvGm65XMSIbsMoCY2sct/Pb8brpYON1p8hnkmJmajOQBQwSn7KBV/DJxHm4mae8RQG
/wCg97zfzTYWz+a9QY6xaQTXHps1i9zDHIEjtoQ3qI9vO38pNTShX6SgFAx6VYFZl07XLJWsbWK2
1lvrdu7rMZwv70yW0pAaaILX4fiH2e2Kb8kHDa20zJLD5ksLiMSKI2j1K3NSAQfiWzbqpYj5eHRW
/Jfb6Np00RuI/Mto9tPGFSWK+sW9TkVXtZUbZ6U96d64rfkyPTNRsfLy6EbnWtOFspvYLh5bmLk7
ymNkWF444ldl9P4uSg08euR4fUD72cZ+kij0R19q+nzarLp8es2IvHuTbLaNOnqeu49QRcQSeXHe
mZMckQ0kFlnlcx/4f09Y5orhUtoUE9uQ0LlIlUtGV24kjbKKHRtlMykZHmSmmKHYqxP8yrFr7Q4o
BFHMv1iJpIpZGiRlDdC6h6fSpHiKYDAS2K28S81eU/LNsunIbt4C11bWdu7txM0nIkg/V0+NpPia
hdRT4Q3EBSDjj0AHz/X9vcoAu/x+CzLyXpujReZE0tLWGG6ML3EN7BcMLr0vViTnJEzCgLrxUqrq
SrFirNxNsccY1KI/Hzajcrifx+PtX/mf5mvfKWoxXDarexRNAI3ukNs3FmeQofReJnlpT4lDqKDb
vkZyyTlwwj0QIcIsn4lJrHzB+ZJ9aaLXmvIDErW/rxRwoZWVJURl4xyqrxTqKlwVdTUUIGV1Kt6v
y37+uwv5jzbI8R/H4/Qh/MmneYdWitLu6W4nv59Ks0vpIkjBR0nlkaWGUw3MbSox3ionJf26VzE1
GYgjys/j5foT6RL8fj3MZ1XTfOE1xfxSaZyu3heSyu4DEJEMZ5wzzzsAsyIhaKJYy/JSwanxrIDm
AvYi/wAd3/E8myU75D8fjvt7H+S9lqOk+VLtdScIVuGnb1nd+CvDG71nk+KRQ5ch2H2diSRyORp5
gxthI0B5D5Ml0zzx5X1a5mgtb1JJrchfRo6ly7BQY+apz+L4fh/iMtx5Yy+lxNPrMWaRjE2Y8/x9
iV695p/QUKSfou4urC+RJV+qLI6W4G6s7KjqjNVaDpUbVPWychEWS5oEpS4Yiz+Oiv5Qv455Xvfq
EthHdmoE0XoyMzKZebBVRHDCvxhe1DXs7Hl/bYDKQkBv8u7cjcdDt8kV5g1XyzpmpQT3urw6TdTo
yo7yxRiUAioPqbMRX54fEoUXHMATYYN5+0DQtc06TzBot6l/d6ZDM9jCJLeWG4u/TrAk5b7dZXQU
5Anlx7jIHKPqJSMXQfj5sVs/IFwyxT3U0k8qW9rPdQRtb+k8yRu13GkL20Yp6iJQNKgo1Pg4jlWK
JumRw+rne70f8htUu9U/LTT7y8it4bl5bpZIrQJ6C+ndSoBHwaRCKKNwxr1yY5MiKLK/NP6MXSzJ
qUscNrE6uxlRpFNK7FEKsdtzToBXpk4ypoz4RkjRYPZ6r+Xmn3Ml6ut2YMoaCTnbzCNvSf4lYBlB
4NsV6A9RXJZMnGKPJOGMsX0cMfdH9qpJ5x8iS3Qlk802hZHdjEsUqAurcPiKOrkxseIq3wnbKTAH
vb45cgBA4N/6JP3yr7E0HnXynbxG8Or2KRoSrXTWk+xBIIMjP1qp6nJCMR0YHJmO3Ft7j/xSvF51
0BhI0er2zrv6tLS5ZRVBKa/HQfAQx9t+mSsNdT7x8v2rk8+aEUaRNZtSihebizuKANXjU8+9DTGw
tT7x8v2o+HzHBLbpcrqdssMjQJE8ltNHzN2wS3Kc5FLLIxorLsd/A4LC8M+8fL9qrp2oW2q3SG11
S0vlsX9SVbVeW7pJGAXEsi9a/djYXgkSCSNvLy97zfzr5oeHX9csbJ0S/t4liCM6sXM9nFIGSMXd
uQVZUWtUK8qgHlUhtCR6tPcT2t9erJM13ZQ3pnktbhEgPFg1wXA1JXf0uRerMOAGxQimKoSw1OW+
mlZtVS1tJoyBF9ZolHuokHADUnPL1ISGp8VKgftKVUe62n6ORHu5J3CKlrLHdqAYzP6FtJVNSUmk
afE3xFqcl3qAqtGnrPr62p1RL2aeSdYobS/keaWOZzxKxyakr/3URf4R9kHp8WKop7mWKS2ntE/S
NzrCKbbT4LoPdqJAZpJFkbUHXcR8UeJRwap3GKvXvLOp2OqaJa39izNZ3CK0DMyOStAAeUbOh6dj
igJpilSW5ja7ktRX1Yo45W8OMhdVp/yLOKqGq6TY6rZvZ30SzW0oKyROqsrKeoZWBBBxBUi3mP5w
6amg6Bb6jpVrAZLe4V5p5rdLgQQhXEkiRgKSxVuAoR9rc0rjwcW10yjEHnyee6J5412585t5Y0tr
aVnthdHVIIrcvAjhX4SSotGRf918fi+P4vj+xVPDIQAv1/jby/HLkwF7i/x+keaYfltLf/mdfvH5
ss4LjSmg+u2YryL+ldlYuZiHxKjpKlHkUMB/ddTlxxgb9fx8ECZEjGzyHu/G1vXL/wAhaStvLKI1
DhWqV5oTVi5qQ38zE75FnbyjVNX8yQayK29wugNGYnjijjuyPSIjLAxPDNF6oruOfH4WUHkyJaJx
EeVy9/4+bWYyJ3ND5qXk3zlBqms2lnqQum1O59ZHtZfStUhpKXieO3tJJiOMdFZLhy3xB/jSvETn
GQuqruv+z3oEJRre/fX49z0H8x/L2q6tpKaZHwtdAlQSXxjVnaRfgHxxRqzvRjstKb8juBTDnKYk
f5tbVd35+SY4cmTLEChEXdy4Ry29/XYkDrzpiWi+Q7/T7q3j8rMfSillU3TLcW6wtMhlkr9YUNIr
D+Xlvtt1FZySJHCPV3m6/Q5GTs2skck5R9APKQMjdChw3EX1MuQFiJL1vRLO0tNCjl1D42kHqzy3
FGqWNRxBHwqf2E7dOuZkYECibLGZBnYFe75MZ1PUbs3ksFjb37NJB6M8ljCjKpatfRkWVGQLsFKA
dKknGciDVbOLOZE9ht+n3sJ/P2xu9UTyxI6SDlDKJ45EVZVeiOrNGvNt2TiUQE/Ft0zFzzAIvZyY
GxuwDTtT1vy7p9vo2lz3B9efla8AqsjkhPWljlWKRVktwzL6kS0b4QCeSrASrcnZmAKVj5m84za7
a266zdRxSm0iuI/Rt5YyTHCtyTLCLiIlrkTAxLwC/AK058Jyyi9vx7lhGx7n055V0TStF0G0sNLt
o7SyROaW8ShEUyHm3FVAAqzE5ltSE86/7xWf9x/vSf8Aev8A3n/3nm/vv+K/5vbFXz7qsUoupLtL
SSB5LqZYwUeOAMJ1XklTQR0Z+THaoFemKsjj8qXepKtz+kPL9nLZ+tFdQyyNC4VpleRp14srOqAc
X7H6cVT3TPKf1Sb9Iy6j5fvWVVtbWKaetqzH4QHRVVC7sHbYV5knfpirJdOljXlFK3lUcVYvFbkD
biySE16D7CnboD7AKoC1T6utzLejyYkj0WBohwBlRuMolZq1ozDpuCaHFUi/MyfVbv8ALrVZzf6e
t9bw2ZU6UY5rUm3upAsS+urFXIYlePQoeRC9QWUebG/yJ8zaxY65qg/Ql5NZ6i0bJDbpCDGkbcHm
CsFkkjTmp2f9rZS1AYCZJ33QQB6WSeeNQsh5o1a0UytfrGxS1iuE5OTa2ZEnpG+tGBWlF2X4t/Hl
YgckNPbaebWe4j1EvcFbhbuOK/McaF5QZOKrf1VYg/CTbr/LUqyqnPbXlnYTWMGpendgwsqLdFQE
muBPAxRNRqAyivIE8qGm2xVSt7fzBZyz2GoXMg+rSQTWsqytGk8RviDKrnUuckciqOPPqDWlRwCl
OUsptU1ew1O5kk0u/wCHqy2Vxc+hPw5Uhk4pfiNFZJJeDBSGYcqHjxxQn8SeQLCzh5Xd3FbyTQod
Ql1OAMOMbcJGlM4dgAGqwqW96bKs68nS6VL5a0+TSCTpjQR/VC0iysY+IpykRpAx8TyOKE0a5jW7
jtTX1ZY5JV8OMZRWr/yMGKWPXGuNpOq319rf1Ww0+O1tBNc/WHcKWluFTYwp1Y065CcxHcuRp9NP
NIQxgykegUx+av5dHp5gtD/s/wCzKvzWPv8AsLn/AMga3/UpfJjH5g6l+WvnPTYdPuvMkMEdrcpO
3A1BeOtI5AVNVNfiXJ4+0IQNg/ewl2DrD/kpfYw3yv5A/JvQdcTW7PzGkssNosJiZyYuaqvO4I4k
1ZQCRXiK7bUoMmvhM2T9ijsLVxAHhS/WyfyVeflP5VNv9R8w2ZFtbG2582DOpcOWkpRGYvU149Sa
faNY/m8ff9hZf6H9bd+FL5M0vPzD8jmAxtrMEZl+FCeQqaV2qMH5zF3/AHsR2LqzyxyYc1x5GmSQ
Q+Zow61rIrcyhJ/yo2A8MH5vF3/ek9i6sc8cki0nQfJGi6vc3tl51NqLtYRLbxiOIP6bqw9QpEvq
B2FDy3oeINCav5vF0P2JPYurkP7uW34+5lvnLzT5L1vy7Npdv5nhtHdfQlljIJ4gq0qlXUqfhQ1U
0+eA6vHd2yj2JrKrw5b0g/Jc3lHQtNubJ9eU2c0gkjgVeMcREfp0SiuSGA+Lkx6UpTANbjsG+TH+
SNTHbgJJZHN5z8qyFDP5hhKJyaM+myMGZSpYMKdFc0oMsGuxd/3sR2Pqf9Tl9iLg8/8AkSBUiTVo
AXoa0IZzT7RooqTTI/nMXemXZGrO/hn8fFivno/ld5tuLZdS1qNLi2Rlt+DMkiF2BDp8NeQKbdsj
LU4Zcz96Y9kawCxjlSR/4U/K1bBbdfMRUICTcszSOdquzeojoeRHJvh413pUAis5NORV/ex/kfV3
/dn7FBPK/wCVcF2txF5khhigmNyYwCDz5q7c5AA9OUddz860AEOPFe0y2R7I1oFDHLd6TafmR5BS
BIU1y2k9FF5EEnYLWpoPDfMr85j7/vYHsPWDnjkhNZ86+QNUtBGdbtP9HkEh9VTNEaho2SVPh5Ky
sy0qN/ux/OYu/wC9f5E1n+pyYPLaeR5ofq3+P1EZaZzGq7Fbpy3DjyI4gPwWnbxO+P5vH3/en+Qt
b/qUlJdC/LsNcpL5ygmmvGKyNJboZPTK/FAGqG9MqVqD2C74/nMXf96P5D1lX4clGbyz+XMkrk+d
YhHFJHM1qLeMwxvFK0wb0iCo+I717D51fzeLv+9f5D1m37uW6taaB5AhNzJH51ieO4YSOjW8bIpa
Vpzx8OYeh33WnffH85i7/vU9iaz/AFOScaZB+XunW7pca1pWoxvK06PqGnrMUdzyPBuS/wAv4YPz
mLvYjsbVnljKZ2Wo/lfb2t5pU+oaalpfqkS6dY25solWJmkqsaFj6nNyxYEdttql/N4u/wC9I7F1
dX4cqa8q6r+U/lwM1vrcFzeMWC3c7cpVjcqBGpCigoE5U+0dz1wR1OIdfvT/ACHrP9TktvdW/Ku4
1SfUpfMfp3d0pDlLiZFAWNYW4KCONBEK0718WrP83j7/AL1HYWt/1OXyQ1zcflY97cXR823EIuyh
e3S9mWKlQSiof2JWSrr0beuxIwfm8Xf96jsLWnljl8nX91+Ust4s0vmh7aeP0zwjvJ4lKIyyIjIC
Ay/DTf8AZJHfD+bx9/3rHsHWkWMUvkiYda/K0SSTJ5nEjg+oXad5DGRJ6lULA+nvUfDSg6Ux/N4+
/wC9T2DrRzxS+SaWXnT8svTjhg1axuGhHFGZfVkC1JA5ULbVOJ1eMdfvWXYWtjzxyCrL52/LOIIk
uoaeiqKorRgUA7io7VwDWYu/70R7D1h5Y5KkP5mflvar6Ca5ZRKhoIlPALTanGm3TD+bx9/2FkOw
Nbz8KXyRFvrjatqtjfaJ9Vv9PktbsQ3P1h0DFZbdX2EL9GFOuWwmJbhwdRpp4ZGGQGMh0LFv+cgY
1tfy81jUXJkR/qMTQqQh/d3JNeZDdfW/l7ZHLj4xTkdma+WkzDLEAkXz8xT5e0Xz3Lo1091p9u8U
8kTwM5lRvgkFGADRHcjvmIdH5vQan2sy54iM8cCAQf4uY+KfJ+enm1LhrhJXWZm5Fv8ARjQhua0r
bmnFtxkhpKN2689rwMeE4YV75+7+d1VbX8/PONtC8SSMVeNoTyFsTwaOOKn+8/ZIU+7CNMRyl9n4
7mE+1McjZww539U+8n+d3krLv8+POl26vc3UshSvEEWoG/LfiLalfjah6iuMtMZcyyx9rY4Co4ID
/Oyf8X5Ii6/5yE853ITm/EoweqrbCvHjQEfVyKfAO2J05POX2Bqx9o448sUf9NP/AIrzbsP+chfO
FjZ/VLYBI+TSEgQAl2kMrNtABUuxJ2xGnkBQkfkFy9o48kuKWKN/1p91fzu5TuP+cgPOc5BMroQn
pjj9X+yeHjAf99D8fHH8sesmUO08cf8AIw53zn5/0vNTT8+fOC20luJn9OSvQ26leXOpUrAD/u1s
H5U1XEyPauMyEvBhY85+X9LyCYn/AJyU88FnY8SXpyJEJ+yaj/dOS8Gf84/ION+bxf6lH/TS/Wh0
/wCciPO6Q+kkzBOSuB+4JBTjQAmA7UQAjANPICuI/Y2HtDETZww+c/P+l5qcH/OQHnGC5edHYtIz
OysYWXk7SMSAYNv798RpiN+L8fgllPtPHKIBxQ285+X9L+iFNPz583Jei8V2E3w1Y/V2JCnkoZmg
LEK/xCp64BpSN+Ldme1YGHD4UK98/wDiq5bI7/oZLzxTjVePEpSkB2Khe8PgoyXgS/nfYHH/ADmL
/Uo/6af/ABSXf8r384esJvXk9UKyhx9XBowlBqRb7/37HfvQ9QMj+WPPi/H4Lk/ytjqvBhXvn5f0
v6IdH+enmmNZwpflcy+tcScoucjbD42EPxfCoT4t+O3TB+UP84rLteJr91D0ihvLb3b7d/v3VF/P
3zkLeaBpmdJ3V5CRbBqrKZuq26mnNjt92SOmJFcX2fFie1MfED4MNv6U+7h/ndyFP51+afrBuBLI
JWVEZwbcEqnp0Ffq9f8AdCHbw9zkfynn+PwG3+Wo1Xgwr3z8/wCl/SK2P86PM6SpMsj+tGpSOUi1
Lqjgh1VjbVAfl8Xj3xGjrqk9txIrwYUf6U/+K6dEyb/nIfzwwuA0zE3KhXYC2BFCWqpFuN6muTOC
X877A4w7QxCv3MPT/Sn/AMU5vzy89jTYgUlFqgX0rkpBSgpGtGNvw/3Rx+g++R/Kn+dt7mX8qY+I
y8KG/wDSn5/0vNbefn150ubONZgwgqUjlVYFBKKQygiCleMxr/rfLGWlJ5y+wfjquPtOEJWMUf8A
TT/4ryHyVj/zkZ539aGVX4+iWKqBBQ825GtYCevgckMEv532Br/PYqI8KO/9Kf8AxSDh/PrzhDKJ
IpXQhg3EfV6UHAKv+8/2V9JaZEaUjlL8fgN0u1cchRww+c/P+l5lWuv+cgPO15IC80nJkMRVDCAw
ZZE3UQUJpM34eGE6eR5yP4/tYY+0sUBthh85+X9LyCEl/NbzdPqckjwTnUIJDLOqrCJFeJyxLAW4
ZOLMQemQOiBN3u5Me3RGPCMUOGq5z5cv5zp/zn82IzQSNLCY2UPCfQXi0QjQBlNv1At0U17Chw/k
/P8AH4DEdtR5+DDr1n1v+l/SLK/IvmfW/NkGs6pqmpyWml6JGl1fRRm2aSb1ucVFiaOGMLxdyzn7
JpQVpQjRA3ZQe3eEVHFAHv8AUe7+l5D7upZ35e1eS+vrXRfKt3faZcGJpFN+ltNGrMHl9GX0ojwc
SRAGrHr8NRlg0oiPSSHAl2lKcickYzvvseXQh5NqH57ec0v5AZDHcwK1o08P1cMUVlBAf0C1CYh0
OQ/LH+c5UO1MYFeDAi7omdXv04vNiOp+cRqd7Je3ts8l1MeUsokjQs3dm4wirHucj+THe7fB7X5s
UBCGOAiP63631N/zj9Gt1+Xmj6ihMaJ9eiWFiHP7y5BrzAXp6P8AL3zKxY+AU852nr5avMcsgATX
LyFLv+ckP/JR6t/xltP+omPLC4Eeb5j/ACmvJLTzpbSx3lpZPwcLLfRPcRs2xVFijZGd2YAKOX47
ZVm1M8MDKMeM93Lr3sM+khmMeI/TLi+wj9L1uaDzTZ+jFqWoaHALG+kuritlPI6xTSTRwNQSD1RN
LbMqxDcGgqTQZhQ9pZTswxyNxFee0TX1bUJDflz7nB/0O4AACT6ZmX8PX/N5eTBPzM8g61Ba3uvX
99ZPcWkhWSxtY5I/9Ga5eGOYci4BMu3Cvwjvjh7ZGqmPSRYG+3PhEq7+R5udpez46aBjE7WT8z06
AeQYxqX5f6lpvkSx82XkojTULlYLayKnmYpI3kSYtXYN6RoKdN64cfaMJ6g4I7mMbJ6cxt9rlGBE
bZjp3/OP896sUkevwPBLbwTLPBA86GS4d0CqUbdAY95Nh36Zrs/b8cd3CViUhRIG0QDe/v2HNmMJ
PVIdJ/J3zBf2d3cNPHbm1ubi1CGOeT1WtiVd4zGjVUyKyL7g5n5O08cZAc7APOPXvsjpv7mAxliV
l5e1++ZFsdMu7ppOXAQwSSFuBIanFTWhG+ZuTNCAuUhEDvNMACeSKbyV5yT7Wg6iu5G9pONxuf2O
2Vx1mE8px/0wZcJ7lC68seZbSze9u9JvbeyjPGS6lt5UiU8uFC7KFB5fD167ZKOpxSlwiUTLusX8
kcJ5vZPyTn84/wCFVbSr/QLO1F49uqaushmJjT6wXHF1+A8yu3hmUJGqcSeniZ8XXbu6fBP9e1jz
/b6W0MuqeU3iCWvNqTI8Yubj0xV+Z4em1Odf2cl4h5tR0UDHh3+z39zy3/lUOp3SS3r65o9vzjku
THNP6LVWdoinphSEOwIBoN6djldOYCirb8ir+e4lh/xLoyel9ZO87VItXVCaBduXOoFfnTGk8TzH
IsnYqzH8qI7qTzdCttdW1nKEDCe8jMsI4yo3xoHjqKjffpXbLcMiDY7nB1+OM8YEr+qPLyPuO3ft
ye+Qp5liYFfMPln4npvZtSv1jn2uNl5Hl/q5cchP48ve4EdPAch9386/5nx9zB5r3WdM/M2e6/Tv
l6K6ayuz9ZuVkt7Ng8qgxhVlYtz6xgsR9r4e+V5Zk1fc5mhxRgJUDvMn+zYbJ/d+ePONhcSXtv5u
8l3LuzSNGsz/ABkLIApo7MABXjv1YeOVEubSXad5r8wW9lZ2481eWZpYJzcQTXV7M4DLNczJVCRx
A9UBQWFBQe2ayXaZF/usu39H3ee/Pp3Ft8HzCJtde1221v8ATi+cfKct6s15KkUt3K0CLffV/USO
MShkUNach8R3Zsx/5aP+oZ/9J+1l4HmPml+p+Y9buvKEPk1Nf8nfoyyis4Ibp55GlZrMwSqziRZY
JFYxgMpQg7g9KZeO0iRfhZf9KPP+l5faEeFvzCD8veZPM3lqxu7Wy8weTpFvpmlmKySRAN6QT93F
bLbwR1WBfiWMGpBrXfLIa8n/ACWQfAeX9Lz+woOMd7IP8a+ZUt5LM+aPJ31e8Mq3AjnnidVkmeUl
JYpQyt+9fi3IEda8viykdqk3+5y/6X9qfB8wqXH5meZZIwg1/wApmC5ndxDHd3MJBkUoDLKH5BVW
Spoi7rsa9cnDrTOfD4c4+ZG3Xrf4sebGWOhdoTT/AMwfM11q8sF1rXlK1gEsOrCSS5cxtLOgja3D
rKw5Qhvi+Gu1Qczba6S7U9U1/wA0ebbLXbjzj5W0bUNMi9ISWt3NHFMCyycH9SjNGRIAycypIceI
xShfMl759kdYJPzY0i4hn5Ai3vpIwAQ/JGW3iKceP858B4VVYZe/lda27Fh5z8uzR+m0hdL0sxZV
kbiFVGO/pgePxDbBSbYjrOmrpupT2SXcF9HC7LHd2riSGRQSA6nrQ07iuKQ+wP8AnG//AMlHpP8A
xlu/+omTCGEubv8AnJD/AMlHq3/GW0/6iY8Sseb5n/KJrSHzcLy4v9O017O3lntbnVlZ7cTLxVQF
WWA86MeO5p1pXpi6vSjPjOMkxEudc/d1bRLhNvWZdX0yCKO4g84eVrh4JXmVHtp1JaBneFDW45sq
TzSPGT48hXYZhT7GxyB9c/UKO48gTyqyIgHy5JGY9yFW/tr60SG881eTTbzTNLPbNFcyI4MpcRyC
V0Yp60jTfEa8vbJR7JhHcTmDVXY7gL5VdADly6Kcx7ksvtbu08v21hfedvLut2qyC4FtdwSvzFvE
ClvKIV/u67iqhiwoCa8Sf5IwjIckbhIgjY95u+u/4pfGNUULonnq60vVVsoNX0P0rWzW0sL7jcrH
wSsgJAkA+3NTi9OlaAihGo7IxZbEjKpS4jy7gO7bYdN+e6xykdFeLzhe6Y40k+atD1CAQzTyXjx3
TPLI0stY3MTxwktsNm2BBA/ayc+y8cpcVkfLauVbfj3IGU1yUvLPmfUdO13TNGi82aN9Qjim1Maj
dRfuY7i4eX1IXKSIeZ9QmnIdemOp7JwZuLiv1AA0e6q+5McsgnPmHzxqmlP9ct/NPl/VIxMW9C1R
2KM8bFpEU3PNmdpfT4seApyPGhOUDsLAI1cuQHPoKrp5c+fmnx5MV8/+Y7zWPK15LP5k0y7Kzx26
6fbCeOaZIppG9dYjLJEA5k5MeI2VfDfI0vZmLAbh+juA51e1d/UollMuaSaRr9xpX5XTx2V/pfqX
Op/6TpU9rHPeOqxKUlb1/URolI+FfToGJNeXTYNfV6R5f84XXl/VJtGsPMnlWW2e3gf9IvblInNn
bqqITFPEvI0QfFvWoACpTCxpPPMHmy81XSb/AEm484eTmtryC5tXljWQScZ46lkrdMoarEKSKA4q
xDWtG01jCyed/KxNq7SBIbW3PqGOJXT4meQ1Jbiu60Nd9tlVBvLumw28ltD528syRxObmMehbBHa
EEqnBn4KJHkJPFKjseKgBS82/MKNIvOGoIl/Z6moMVL3TVVLR6wof3SqWHw/ZO/UHAWQTX8m7y9s
/PEM1mIjKLa6DCZDIhQwNzBUPF1G32shIyA9IsqXt3mG1hs4o7u6sdFjs5gKqdHV1DPxIDIk8jqG
kdK1IC069cxY59RW+IX/AF/2BeGPell95a1SfULi6RtNFvFHLZyodKUxrRYY+KRC55DgsacXUfDV
iPaQzZ6s4xfdxfsWo96Xar5Q82RrH9Us9ElvdPlM1pD+jbaAyiG89ZV5iZ+CyMeP7Pw1BPVsthPI
auNfFG3e7ypYappcf6Pu4tOtNXie31C+jfTBMUjspFiXhcLMsb8Hp/dn4eR6DI5MuUE8ML/zqSBH
vT6fylrZtjG0ulCBIbi3kmjsXhYQXNwZKD0b1a+nvw5VNK1qSSaxnz1/d7/1gvDHvS+y8s69HrEf
1VtNNzb3X1942sIo1X63AIgjN9aZ+H+jK5+IlmNSdjlgy5esP9kgiPexPy3ov5x6DNcW2naPpt2r
PAQWFgi1hcTI4UPA371EKkuOXHwPTIFoNJhrGq/nLLaXMcvl7TLWER3ivJE9srBb9jO3xC4+JkRS
qUFfGpw7rsqeU9C1WHQ447zy9Zj0HmvEglispxDb3K+rGI5Lp5ZCOP8AMSRQA1auIQSyibR/LY0m
5tr/AE+9h+srBPqKWlnpIi5RBCvABzRPhX4abjqKVwoYnJpYm1250fRtMSSC2b1IfrdjpgmQckab
i6/u1ZXMlEU7DjtQ4pY1eWP5ii9nuhoemSLb8y0slnplWCUDEmnxuvqLuhPiO5wJ2QGsfl3+ZGt6
vJcvoVvbTyRqxhtXtIIQEYQk0ElC5cfFU8ianBSQQwvVNKv9LvXsr+Ew3MdCyEq2zCoIZSVP0HFL
7C/5xv8A/JR6T/xlu/8AqJkwhhLm7/nJD/yUerf8ZbT/AKiY8Sseb5q/Km4ht7zXp5blrNU0v/eh
JntmUm/tBtKjIy1rTZt+mB2Ggx455RHIahv1ro9aaDQRb8h5g1gzmvw/X78LTnTvJ/LmvE9XxfQO
H9nv73YeBpL+rHX/AAwf8U1K/lC2i9W98z6rboaKC2pXwXkQSRzZkr7bfRlcsmtHKEfx/nH71/La
YmonGf8APH/FLEXQAQlx5h1aFmlKBjqF+aKzMsXw+oCWb4dq9TlmTJqgLjEHbldb7db97ZLR6XoY
cv54/wCKYPr3mWVdR0y30vzDfS2k16kV3Jb6ndzTGEsBRYhLK3xLX7Kk1oO+Z0SaF83D7T0+DGI+
Fwm+fqvdmGq2D2dtZ3KX/msRzvwnWZtTjcciOHpg0rWjD4qe1clO625unCnf2Fzpt1dTalqfmSz0
a1oXunk1UyhTEDV1C8FAkruW6ZjGebw74Y8fdxbc++u7y5s9r8mF6Z5rke9drrzLqI0t9RmiiuH1
C8VxZoUKMBzUk8XrulfbNtgxwOKZNeIB6QTVmveHX6vLkjOAiDwn6qF196fXPmTymkCG3836rLMz
oGVtQu1CqXo7fbPRN6D+zKMUMpkeKOMRo/x3e2w+rv8Ax1Weehtxk/1D3/1e5WTzB5MoPU86aoCe
NQuoXpAFDz3JFd6U2yqQz9IY+v8AGPh/H773ZDMOpn/pD/xKFsfMfluXS1e7846lbakRIWjF9eyR
gqT6YFJBXkKftZkaiM45qhCE8W2/iAH+l16b9N2rFnkcdy4oz3/gJHl0Sny1qmu6/wCbrTSV13WT
aTRMxGm31zPOWXcniTNTiPbp38Br4iEiMVHbbfn7zvTkaLJKWMHIKl12pnn+CtQGopb/AKc84GBo
RL6qXMrMN6MSPSHw7Gjd81pnn4L4Y8W+3F8v4XL9NpRrOkzaLo95d6v5n8y6ddK4SwimvZxG/JQw
5u8EdGKhyEWtQOu+2WOW7G3lvna7urxtEuruZ7i6m0uFpp5WLyO3qyirMxJJoO+ApCn5C06w1DzN
aQ3t41hGjLKt0iq5Qo6ktwYMH4LV+NN6ZKABO7VqJyjG4i9x8r3Pw5veGmCKIm/MG6AfnGkZ063q
0YkEZO8G/wC5o/t065Zwjvcbxsn837D3/q3+xgHnfzn540TWorPS9bn1BA0voPNY2/NufKMSKDB1
kSvw9RkcgAqjbbppznxcceGpbeY7/JIY/wAwfzZjRrFZp6SsztC1jCzMxYSMd4S2xofbK7Lk0HSf
md+bM8Zd7uZ43FeX1K34kepWopDT+8Xr9GNlaCGh88fmXDYXNnHLKLKg+tRGzhZAJG5DnyiPHkzV
96++NlaCUa7c+bNRSKTVoJmW3QrHI1sIuKD4iOSom2/fFIpLTpWqB/TNnP6nHnw9N68d/ipTptit
qg0LWy6xjT7kuxoqejJUnwApituOg64AGOnXQDN6an0ZKF+nEbdfbFbc+ha5G3CTTrlG2+FoZAdz
QbEdyaYra0aLrBWRhYXBWKplPpPReJKnlttQgjfFbcNG1goHFjcFCKhvSehG3enuMVtqbSNWgZlm
sriJkUu4eJ1IUVqTUbAUOK2hMCX2b/zjf/5KPSf+Mt3/ANRMmSDXLm7/AJyQ/wDJR6t/xltP+omP
ErHm+TvLv/HI80f9syP/ALqdlgZvoK5fyve2un/pW51pWijtrKzRtJu0WryODEjC3HMji3Gu7EHw
2zRqpRJo8z+Ojzc+xo5Yx8SP0xAG/Id31dGOfmnB+kPKtrpuijV754aRW9tJpdxF8JmrxDGBKhiO
QNakinjlWTKZA+bnaXReHOG3pgCB5fabTyCbUbmxjjuNX8zJeclP1RtDbjEEqYZEEdm3xIyxshBq
Gqeu+UuzYLoX5T2ura9cRatbazb+pHFdfXLewltbYSyhDLEiPbVWjmQx0QLxH0Zga3JmhG8UeM93
wPmOrbDhPMsm8waBPZ6Cy/4gudOWBIBby6naxx29KRvGOf1KM1I9SnxVJHehzAxnNGdyxmieh/rd
8/d8/gJnhI5sPutS13kLv/HulSXNDFX0qGi8j2tyaFoF3pvUeOZWKXDsMcx15j/ivM/I+TEi+rG9
DkvrnzHZSQtFqF5NqF64kf8AdRTM0aFn+z8IP2h8P0ZtMRNg04uqAOOQJoVzD2HV/J35k3d9cXj6
Fp9pXkzw214I4V9JAW4L6R7b/PMuGoIFcMS6TU9mxnMy8TJHyiaGw6Bi/naz87wefdDL6DpsGqrd
xm1sLeQNbtKiIyqa+lxRlHJvioT18MoySJA2dlpYRjknUiTtY6Dbp7+qPl8ufmvq1lHA/lbRJVuY
eI9J4UdIp7dYjQxzfCzLaAgjp8qcanN2ebRflt5+t75I4LArc8YJFpNCppdf3XLk605HYg/TlGbU
QxbyNbE/Lm2RHFyZdPbfn7qkSRSxJLFGqIlF0xAFU81+IcaisdeuY8+08EecvsP6vNIxE9Ek8x+S
/wA3NVjF7rVq08dpEQD61oqrHGC5PCJxU0rvSpxj2lgkaEt/cfd3J8Mhjvmz+40D/tlRf8npsziw
CO/Ky5S28520zyiFRDcjmZBCN4HoORuLIbnt6m/gcQiT2XTPNWsX0kVwZ4FsvSiKxm9aORIo6Byw
bViK7OVU/C3wmm9QbY0jdS1C0vL2O6l1P0riBTJ6X1tCoZwnozL/ALluTOlOq/EKnY7Y2hE2eqCZ
pZob8NLBREYXo3Z2o9D+mPtAkfEO2xquNqiZNQ0iygKx3INrKxjWH6yGVVRi8gr+ljuzsWY16967
Y8QWmEH8x9M0u/uVvzdLqF1JW5tYEnmilTnwiCyxag3P04mDLX9r4ceIJpCJ+bWksl1amTUplmee
MR3MN1IHMspdoxw1EcOMbenTjutOVd8bTwoe+/M6lpbDT5dVmubVI7i3Z476JJjxTnHKU1BqxSfF
VlTrWnWuDiC0lg/OzzmkZjutL5yyyMFka41RWqEChV/0rlyQUpQ/PffHiTwqF5+bvneVmX9HyQyc
R6bevqbPHIFCmZS9y3xkncnxp748S8LUX5yedI4RG+nmaX1Q/KS41WhRpG4xcVulqvMcdya8fHHi
XhSi/wDzB/MXUnWazudQsoZAV9KzuL9onHIt0lmm6HwwGS0EA3nr8xinJtc1QiIFvVM8/JFYipD1
qoJA79hhtNBCzeevO06lZvMGpSq1QVe7nZaNWuxem/I42tJHgS+zf+cb/wDyUek/8Zbv/qJkyQa5
c3f85If+Sj1b/jLaf9RMeJWPN8neXf8AjkeaP+2ZH/3U7LAzfRs2k2mqWOn2z6dI9ysBv7eFDYGF
4gzgyOkkTcXCy7EBW+gccyTpyOfQ06mHamORAAl6o8Q5fT80D5m17y3okVpr2o6TOkM8CSg2a6eH
KmTipdfSQMp+HY9DvxyM8JiCe5swdoY8soxF+uPEPd+j4o7QNR125u5bV9INvc2v1VZ7qltzMNwp
uPtOkgleNQEJU0qPDppsvbOnhESJ2N/7E0ftdmMEio+Y/Ntt5dtpLjXdAln0BhFGl7GmmSStLLGG
JkQhDzH2VIWgUfaNdrdP2lhzSMIn1C9qPQ17kSxSAssJX87fI0kDWd35eknszPHKVkgsZBIqLSjx
GNUHxKKL0A998zrY8JYVqH5mq97IbPy5oQsVb/RopNLgVuK1Cl+Jb4mFOVGoSMFppCeSyk/mPQCy
IiS6pJyjHwxhWENV+JkotNt2xCyD3rUPLyXmqWt5FJa2+m+giLFA8SSFncB5JUafhxQBgTuw2O1d
p21cA7nSeWtDhml1G7s7G8jh4CxW9EEzkOzuixqJlT1TxUN3pSprUkJArkqadoXkprWBF8uacJQY
gs9xb2wKq9Txl5zFgeJO3gB41xTaDuLP8oSzRTWOladd2zV9G8GmwtMCremzB7mvBhRj9mp49jup
3Yrr3l/8nNVs7R1vbSw9BC8o02ayhkkpAGCn1p6ksU/ajB5GmxJwbJFvNr1PypMVx9Rm10TcKWon
isyvqUO8nGQHjXsPvwMt0F5s/uNA/wC2VF/yemxKhV/LuzsLzzXaw36RSW3Cd2WdgqckhdlNTcWW
4YAj96PkemIUvoG5uLdbaOSK4iKxJAtzIb5UZYuDEGOmrn/djDuvw18BXH/JYP5kd/IdeaOOXelu
ow6JOLe4vnt1u7S8drOWC6jlYQRqrKrO+qghWWFVff8A1W6ZZHBjiCBEAH8fpRxFfp1za3srW7qo
Q24mkRrpyhDSMPUD/pfi8hIPwmhIoTWuAabEDYjH5BeM96y4imttFlsINSisbi7kDxlLxY0T6xLz
llVn1VyxYOxYkfa2ruTkJaHBI8RhEn3DokZJd6PV7B7t0mv/AFluChgi+uKUieJP3pT/AHL+qnND
ypyqSPhIwx0WEXUI7+QUzl3sN1rz75b069b0IH+vxCeVLaMXbwyvKtCxmg1RwKFSrELWg38MmcGM
7GI+Xdy+SglCaj510CQwSW/mXXNLjhWSC4SG1mKMynkgYXF7cBTU9ugyqWhwE2YR/wBKEicu9ILn
WfKd1PBLd+dNeuHtmW4hkks1fjPuGKFrmqkbUamWR0+OIoRAB8lMpIDW/O15LDHc2fmvV7rUoiPT
EsYgUBj8dJI53b9hDTjlUdFgjHhEIgHpQTxySP8Axx5y9US/py+9QMGD/WJa1BLdeXixw/lMVVwR
r3BPEe90fnfzhHaJaJrN4ttGCEiEzgAM3I9+5OE6XFxcXDHiPWha8RWTecfNc8EtvPq93LBPGYZY
pJnZWjJ5cKEn4a9sI02MGxGN3fIc+9eIpPlyHYq+zf8AnG//AMlHpP8Axlu/+omTJBrlzd/zkh/5
KPVv+Mtp/wBRMeJWPN8neXf+OR5o/wC2ZH/3U7LAzem6X+c0N3GkNn5Aiv5IxDGzRO0jFlLPVgkB
3kCmvsMtOVwI6GgAZd32fHqxr8wvzDi1vThpcnlWPRLgFZBIWbnQtyDBWjjO4qoPhkZTsU2YtKYy
4uL8fMsl0gWUctzbXIgYWWgusHI2/ppc2iwW8kqetPH8fqxylXWh3rTc5DhDk2yxfKXly+NhbTQo
bO0skumX/RuM00UVoqrKWLjiFLVC1PxHbrh4Qi0jT8gfLF1G8sd/cwNKGaFDNZEKwZ6/CWVuOygc
ip640vEg738jfKkeqixt9SvGPoJL8UllyZiXR+NXRR8aigLU/wArGk8TzXTUt7TUbNGvZrGK3vrs
JfQOEljMaR8GV0LAHkBupp798MALF8mvUSmMcjAXOth5/Z970O71Ly8q6j9U/MjXHFv6KaXHJeSA
zJy+PkRsgj3K+OZMYYtrJ8/L7HVZc+uHHwwiarg2+rv/AI9qS3W/MNnB5j0+z0/z9rd3oTzxpcXU
l7MGSEKvJhTlwZWZgvwH6O+Jqtsd4950dvPp3Ow0s8spyGSIEBXCe/bfaz1TK01nysU4ap+Zeuln
MgJgurpk9Asv1YGsTfF6MreovZuQ7UOoy6jWfwYx05nrvfXldV+K2AjDqWC/mDD5eW8t5dI8wXGv
cuaSPdc2eKNOJiUO4XkCHb9kbjoMzNLkzSH72PCfff8AZ8z72EgByYnmUh2Kp/5s/uNA/wC2VF/y
emwlATL8pWC+eLQGT0laG5Uvz9MUNu4NWFxZ7e3qfQemIRLk9zm1W31a4m8v/WpJfUtPTnga4ZVa
pKhiH1ZQAKFk8dtskwdHq0qXCusgbWQqQ6qfrlOQ4ystZf0vFtH+8p0G57sKqtWd/rEsElzJdj6g
8IEcoveRDBmYoUOsceH2G5V339qqujaRl9V78apcxx2xkllvY+Tz2yV6rqygM3LkaeOyjfFVqi9s
ILW3trr6vZIvK0pd+kiD0uPojnq44BfhA8QBvTFWP3uvecbC7txY21rqUaRyGK6udXazlpK7txom
otHwTkV3Y1HXeuKUov8AUPzGv7e456ZaR2uoWzA010/Cs/w1IkvmRTWTdXX6OtQnZLIdOdZnC+SP
LswLVLDV1Kj0+o5G/Khe3bfxxVUby1dQtPBJ5K0BpGkZ1La1EjKj/EFSt6tU2PE9e1cVtBzeX7i+
tri7t/KWhQwrGUKxaspKElU9UVvW+yR32Fd+uK2qafok93d2oi8maLJ6LPayg6qojkYRhuUnG7qO
PUONiTxqTQBW1eTSJmjjZvIugcUJJpq6Izh2oBT66rH6MVbuNGu4Hf8A50ry8DdUkiJ1WFkRdxxW
t4O3Xf38cVeeearU2usPE2nwaYeCn6ra3H1qHcfaSX1J617/ABnfw6YCyD61/wCcb/8AyUek/wDG
W7/6iZMIYS5u/wCckP8AyUerf8ZbT/qJjxKx5vk7y7/xyPNH/bMj/wC6nZYGaI8q+YfPHlq6aTy+
09pcMVlbhbrISUEkakiRH2pI48MVNIXXta80eatRbUNVeXUL2ONYXlESqVSOoVSIlUCnyxXk9Rtv
MWkpe38lrcXHG602+gVvT1LmZZrhZFUsFd6MPi68RtXfqWFMg0j82NEmmj9AgD9HRQFHkv1ZJ3e3
hkDenEF4IkBbkHUVHH4PtYJSIBI3UBPLnzDoslxNH/iGGK0ntmRbX07gsbhZBJbXBatf3DDlxA+K
vx1zUnX6n/UJf6aLb4cf5yF0Pznpl3p0cdzcNaTCxj00p69zIXeMTRCSsfAHmqLJxNaV4/snMnNq
ssTUcZkPePL9Z+XmGIgO94fPrh0vzIdYjiFx6Oq38ixu32uXAbsR/leGZsZci15MfHExvm908v8A
5meXdcs1m1HUPL+jTTQh3tpYyWjaZSrKDyVeScQfp8ajLBNx5aUH+x5F5w88weavN1lHLZWtpa2t
7wE1oUWN1DKgZPUVkVW4ciGqp75GUrbMWDgJI/i6dE8trjy61rcmeZXtW1znLErWBnaA6nEW9NQv
qbx7/u6L4jjSobWQR6V5P8wXGsWrSs07Tz2WnCKXRhElmi8o2NIpLhWLqSR8NCa1VqHKdRnjijxE
EjyFsoxJNIO8/Jn8v7K0+sy3l9KkB5zrFc2hd1INY0UqNwxTq3Tl7Zh4u08c5CIjMX3xNfjZsOMg
dEt1L8p/Ja6LqesWdxeiGGOSext2ntjLwRCQskYUkvUrUBvH6JnXw8QQqVny2+aBA1ezzzzZ/caB
/wBsqL/k9NmcWITL8p11k+dbVtHhS4vVSRVhkne2DCVfR/vI+m8g61Xx2wxFteXIIiz3183tmoWf
5syzFotNtbW7aFbSKZdVuHdI451V1CsTHvIoH2Nuo8cnwlpOoiNvxzr70Hq3mj8x4f0pazaZaxTW
dubi8kOqXpQiMMkqorvxBcct9tiPi2zHz544jES/iNBtwyGS6/h5ofTbv8zZja2f1KJ4FnuLS8h/
SN7Gk/7lZGWUkswHEUV0IDNvupBOFk7WwwFknkD8Ca/t7m8YSUws9S88SRWdpaaTaxxxRWMiKdY1
FjwlDJBXc/ZEZB2IFNtxsJ9r4Ygk3txdP5nP79u9RhJSjXPNf5iabqE3p6fbR3MMc95JKuqXjLxS
ZLZqerLHx4s27N9pSd69LsXaGPIARfq5fGPF9yDiISe+i/Na8mji0e/h0iynne3+pW97I8STTK14
372QOWDetT4HYc6026RPaWMXfFsOLkeV17/f3bJGJK5JvzrvW5ya9O4kFtIjRySOriX4InAhjanW
nJgOX7PIZadZAde/7Of46dUcDH9V/L/zjdwz61qNzbT38xlmnhadWuGEMqwzyOQPSHpu458nBHfv
kBroGfDv7623Fj5+TLg2WeXvym81a6AbJ7Mp6phMguUmjDCMymslt66UAFDvsStftDKtT2phwi5X
yvkb511r9u9cimOMlOk/5x985uZljvdNd7faZFnlLKaVAI9LYnMQ9v4Bw2J+rlsy8Er/APoXXz6G
IebT0FSAzTvQ0Fa7Rnt+rID2k0pFjiP+anwJJd5l/JTzf5d0S61m/msmtbNY2lWKVy9JZBGtA0aC
vJvHLtL25p8+QY4XxSvp3C0SwyAssAzcNTsVfZv/ADjf/wCSj0n/AIy3f/UTJkg1y5u/5yQ/8lHq
3/GW0/6iY8Sseb5g/LbR213UNT0BPVE2q2IghaBI5WDR3dvcfZklgWhEJH28MIE3XRjmzxx1f8Ro
e+if0PbdN82+em1SWwtNTMl/dSGN4TpUFSy1BUE6iB+OXnS5BHiI2dbj7Y008nhxl67qqP6kk0Vf
NUnmbXNP0GaS21K5s2Gpw2mk6fboYRK0byAnUUrIrymrV5fP4cqnAxO7nYNRjygmBuiQfeOif6D5
d/OPy9btbw3eoXsLXPL63e29hcsHfjFRWk1bmF+Hw23OQbtmK+WfLHnLyRdWV9pc9/G2pKLKJGsN
Oljk5uZVD01Oi/3ta1FB1xSSn9zD+aVrrkfmI3t2ss8XpxRiy036v8MT3BCRPqnwuI0Zjx60xRs1
5e8r/mpoFrPKmpalctfcVMeowWU8qm1kaJUjEmq7VaY7DY7YqaYTf/lbq2t+YRb3kmpLqWr/AFnW
VY2VlwcTENK3NdSZRuB8BPLGk2oXP5Dapb3H1dxqZetKi0sAuyBz8TakooFYb9MaTxIVPyguYr+3
twdSNxNIsUQNlp0iF2VWAJ/STJ0lWtfEY0vEnGo/krr9hbfWJku2QRrKyxaXpMjhXDEfCt+Sx+A/
ZrjSLV59Au/LJs7XUNIid3cwR+voOk3LPJxH96yaixFa7FiAT0xVEjyfrca39ydEjEdyY7mQNoGj
kQqioFEKnUKxq1ByUdSTXcnFbWaR5Y1O/wBLYWOixXMF7F8M50HSPVQSUjBUnUVaNgfEVBxW3m/5
hWUmnapZaVJFNE+nWMVuTcLErv8AE786Qy3CUPPtIcBSEH5JuPq/mCN/UEVYblQxVpF5GB+NVRkJ
o1CN+oGIWQsPWLd7WfW5beWazt7CAxy2916motHOs8g+A8JZDxj9B/eh+1TkTK2vgHcpz6HoSazD
rGqXWmSWk1lNaC3uUvfT9QNzMnx1ZmiDttypRetagKRsNkfJdeRIdN/SH6D0OR/q7XQt2WdV4+gZ
Ai+o0TfGX9IHh0XfpTAlJbG48pnSDqn6M01Li1tvrV1oMscpZliiChOTR8qNw+16m3JhQiuKpo9p
5E1SyllWPRGnuUdUkRbw+kBGFZgTVTwZ/UJrTkDWlTRoLux7TNO8o2+s2GoXep6JdWYWb17NluRb
s0/CNObEjdBKx3I2SgHHdVKzzn5j8n6VeQ/o/QNKnlnj9VpLM1SB1ZVWJhKLha8Yw/wkfb+nEqAk
s3nvy9cem48k2QjRFh4o8oQsBXsK1L7kV7/TgtNNXvn3RzZzW0fkvT7Od+XCZfVBRWLtSh3I4sB1
3C4rShbfmDZwsRH5dtJAvxIsklw3xLQ8mKuhI+E7CgoW8cdlpH+WPNHJYLNPJ9vqYvZXs7SS4lnE
YkupCsUYd2EK+mGWNS3bqfBrrTEkXV7o/wA03l1daRqLL5X0q3X04x6tnqVvdzRLPLWPjHHNJI1W
lSnEdhUY0lgtn5R166hmmEMVvHBIkMpvLi3syJJByRQLmSImoHbEgpEwRYNobWND1HSJII75Ygbq
L14HhnhuEeP1Hi5B4HkT7cTCla7YpfX3/ON//ko9J/4y3f8A1EyYQwlzd/zkh/5KPVv+Mtp/1Ex4
lY83yz+XmqeW9M8wfWfMP1n9HeiykWckkMpYspA5RMjUoD3wwlTVqcUpgAVz3uvPvBZ/B5z/ACfU
28kn6ZMomZril3d7xH7IU+sDy8Tlxyjz+39bgR0WQUTw3e+0eX+lYvP5h/Lr/Fk95Jbanc6M8AiV
EuHWbmZORJeSRnKhNuJbc+HeqcgTbnabFOEKlXM8u5E33m/8r5L5Ta6Rq4seXJ1lvnL8TIOSKOZF
PSqAS1a9cjbfRQ0nmf8ALKeRDNomprEsolEP15pAAI3qoZiP92SAA0qAgNTyZcFpooa48wfl098G
Gj6lLZR2ZgijlvTX1+NPUIoaCp6BuNNuPfFaK/WPMn5ezaZdQaXpWp290RItlJLelkjrKjRMVqRs
iHktDux+LYHG1oovyR5n/Lyz01bfzBb3f13iUe8gQyniTKAFP1mErxV46UXqtQR3IKkFEXnmf8qr
tLLTxY3cdjVze3bxOLgEQqEdQLySN2MqUbkv2WJ67Y2iij77zv8Ak+0ojtvL9LcMHSQ2zF1rJ8Qo
17QfuwAOtKDG1osfuPzH0prokeWLG4tFVUSOd7upCn7Tfv2+JhUGm2/yo2nhSm6826ZP6QPlyx4x
yeo9ZL0l/wB4z8WpOq0o/HYdBtgtaVR5x0f4q+VdMJZWWo+sClY+AanqU5A/F/LXt4NrSjH5p0lJ
A/8AhrTnCiiqxuSKeoHFf3u/wVQk70NeuNrST6jPYTNC1pB9XPpn6wu/EyGRyONS2wjKL9FcUhE+
W9ak0XVk1CN5kZIp4w1u4jkrLC8YozK4pV9/hO2KkM/t/wA5be2tZool1YmQysFa+Tcu07jmywjk
OcwY7V5ciS1cNseFq+/OdbxIluI9RmS2lmktYmvCm0wfkssiAM4YsvTiVp1J3La8KHsPzWtUluBe
PrLxOSLdvr/NkDM7MT6a2zt8T13k671qMIIvdTFM5PzY8qCBoYY9R4sse0hm+FxHwdh6d9Gp5H4t
1607KMs44dxYcEu9L9a/NDR5NJ+p6QuoW0hk4VSaWI/VpI3W4j9Se41AkyP6X7IoEG+QlKPRlGJ6
oW3/ADMtbWY/VptbFtOWFzDNqCzArVPSKkxK1VVOO7dKdO8bTwtr+ZtrHCYornXwo5GI/pCEMv7w
lQW+rGtY9m+Eb06AEM2vCsT8zIVpS619R6vqNTUoTVaEcV5Wxoem55fLG08Kv/ytO2aKSN7rzCA0
aogj1GBFqo2ZlFrTYk9Oo998bXhQGo/mHDcaff2kcusuLqJoYkutQSSMKwUUkWOCH1Ps9+tBgtaR
Xlb81W0+y0TRruziWxsbu2knvQGdxDFciZ6RH4S1K7jfLRl9PC4ctFebxL+Hn775fD4qelaz5a8t
R3F9pur/AKUvuMfC0e1nhEz/AFqKVzLIX4fCsbcKIKfPrCMqNuTkx8cTE9URq3n/AEnzTDO+rMdI
nEsLW8VvE1xFwjieM9WVq1f9eSyZOItGl0xxRq7v4Du2FmuXexbzZfaVc/omDTZ2uY7GyME0zxej
yka6nnNFLOfszLvXrlZcsPq//nG//wAlHpP/ABlu/wDqJkwhhLm1+aHka81jyu2mT6q0dvcSF5io
uXJFtDJchaT3MybtCN+O2ApBYl/0KN5c/wCr/ef8iosNLxO/6FG8uf8AV/vP+RUWNLxO/wChRvLn
/V/vP+RUWNLxO/6FG8uf9X+8/wCRUWNLxO/6FG8uf9X+8/5FRY0vE7/oUby5/wBX+8/5FRY0vE7/
AKFG8uf9X+8/5FRY0vE7/oUby5/1f7z/AJFRY0vE7/oUby5/1f7z/kVFjS8Tv+hRvLn/AFf7z/kV
FjS8Tv8AoUby5/1f7z/kVFjS8Tv+hRvLn/V/vP8AkVFjS8Tv+hRvLn/V/vP+RUWNLxO/6FG8uf8A
V/vP+RUWNLxJRqX/ADjFpNnZXVytzqr/AFeKSQfDYhW4KW/39Whp4YKTaIX/AJxY0gsAbrVlBNCx
SwoPfacnDSLR/wD0KN5c/wCr/ef8iosaXid/0KN5c/6v95/yKixpeJ3/AEKN5c/6v95/yKixpeJ3
/Qo3lz/q/wB5/wAiosaXid/0KN5c/wCr/ef8iosaXid/0KN5c/6v95/yKixpeJ3/AEKN5c/6v95/
yKixpeJ3/Qo3lz/q/wB5/wAiosaXid/0KN5c/wCr/ef8iosaXid/0KN5c/6v95/yKixpeJ3/AEKN
5c/6v95/yKixpeJ3/Qo3lz/q/wB5/wAiosaXid/0KN5c/wCr/ef8iosaXid/0KN5c/6v95/yKixp
eJlv5X+RrzR/K66ZBqrSW9vIHhLC5QgXMMdyVpBcwps0x3474ApL0LVP0Z6A/SHD0fjpz6f3L8+n
/FXP6MkgIzFDsVdirsVdirsVdirsVdirsVdirsVdirsVUb36t9Tn+t0+q+m/r8vs+nxPKvtTFVbF
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUHpf6M9A/o/h6PwV4dP7lOHX/AIq4fRikv//Z
uuid:0bf74cc0-1ce7-7546-90e7-cc2541244c24
xmp.did:03801174072068118083AB5596F5FAFD
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:02801174072068118083AB5596F5FAFD
xmp.did:02801174072068118083AB5596F5FAFD
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8992544E74CFE0119FA9A4BA04BA223D
2011-08-26T08:58:39+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:2c065789-f900-4fc9-97ce-e5645cc782a3
2019-11-11T09:15:02+09:00
Adobe Illustrator CC 23.1 (Macintosh)
/
saved
xmp.iid:FF7F11740720681180838E7DB991929D
2019-11-19T22:32:11+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:008011740720681180838E7DB991929D
2019-11-19T22:32:25+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:2AE830380F20681180838E7DB991929D
2019-11-19T22:33:34+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:01801174072068118083AB5596F5FAFD
2019-11-22T00:05:28+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:02801174072068118083AB5596F5FAFD
2019-11-22T00:07:56+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:03801174072068118083AB5596F5FAFD
2019-11-22T00:09:31+09:00
Adobe Illustrator CS5
/
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018⑫.psd
56C704D66F530D50F7874AABFC355092
xmp.iid:1F3EC9D01020681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018⑨.psd
AC3652AAC9D02023379A0C08B1467138
xmp.iid:E0950C260F20681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018⑦.psd
6053F571DCE32CD42ABBF439F73C3346
xmp.iid:D6950C260F20681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018①.psd
BCF83EB05404DC9973B95118652FF8F1
xmp.iid:D7950C260F20681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018②.psd
539095B62DEF932D5F452FA339B93050
xmp.iid:D8950C260F20681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018⑪.psd
DAA3EA65FF0B1950347C5BCF7132B3F6
xmp.iid:1D3EC9D01020681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018⑧.psd
700E20E5559294E469DFF67F7D96B16C
xmp.iid:FA9105A90920681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018⑤.psd
B42C7FEEF20CD335E9C0482392DF6B81
xmp.iid:DB950C260F20681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018③.psd
99AD2AA7506BFD8351C97D2B99B01901
xmp.iid:D9950C260F20681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018⑥.psd
553FB65DD7477966D4A7614C038A0C62
xmp.iid:DC950C260F20681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018⑩.psd
EEFB0723A5D02050C287C11D207309CA
xmp.iid:1B3EC9D01020681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018⑬.psd
251F682711299AD97FD1896BDEC7963A
xmp.iid:213EC9D01020681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/トレラン2018④.psd
248DE9941A2E680F5C29EA220DCCFBEA
xmp.iid:DA950C260F20681197A5D69D28196288
/Users/sankoimac3/Desktop/トレラン2019/素材/前回/link/真船さん切り抜き.psd
xmp.did:C15727DC9C2068118F99EEE3FB657DB7
xmp.iid:01801174072068119109EEB8A2FB963D
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018⑫.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018⑨.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018⑦.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018①.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018②.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018⑪.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018⑧.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018⑤.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018③.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018⑥.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018⑩.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018⑬.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/トレラン2018④.psd
EmbedByReference
/Users/h_mahito/Desktop/トレラン2019/パンフ/8thトレラン2019_入稿/真船さん切り抜き.psd
Basic CMYK
False
True
1
445.999822
323.000095
Millimeters
Cyan
Magenta
Yellow
Black
DIC 519s
DIC 2603s*
DIC 2468s*
DIC 38s*
DIC 398s
DIC 51s*
DIC 582s
DIC 213s
DIC 2469s*
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
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
M60Y100
SPOT
100.000000
CMYK
0.000000
60.000004
100.000000
0.000000
M70Y50
SPOT
100.000000
CMYK
0.000000
70.000000
50.000000
0.000000
m60y100
SPOT
100.000000
CMYK
0.000000
60.000004
100.000000
0.000000
C=30 M=35 Y=100 K=0 1
CMYK
PROCESS
30.000002
35.000004
100.000000
0.000000
C=50 M=10 Y=0 K=0 1
CMYK
PROCESS
50.000000
10.000002
0.000000
0.000000
C=50 M=10 Y=0 K=0 3
CMYK
PROCESS
50.000000
10.000002
0.000000
0.000000
C=60 M=0 Y=10 K=0 1
CMYK
PROCESS
60.000004
0.000000
10.000002
0.000000
C=0 M=20 Y=10 K=0 1
CMYK
PROCESS
0.000000
19.999998
10.000002
0.000000
C=20 M=0 Y=100 K=0 1
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=70 M=0 Y=70 K=0 1
CMYK
PROCESS
70.000000
0.000000
70.000000
0.000000
C=70 M=60 Y=0 K=0 1
CMYK
PROCESS
70.000000
60.000004
0.000000
0.000000
C=0 M=80 Y=20 K=0 1
CMYK
PROCESS
0.000000
80.000000
19.999998
0.000000
C=0 M=10 Y=20 K=0 1
CMYK
PROCESS
0.000000
10.000002
19.999998
0.000000
DIC 582s
SPOT
100.000000
CMYK
12.000000
18.000000
20.000000
100.000000
DIC 2603s*
SPOT
100.000000
CMYK
89.000000
79.000000
0.000000
0.000000
DIC 213s
SPOT
100.000000
CMYK
78.000000
25.000000
95.000000
0.000000
DIC 38s*
SPOT
100.000000
CMYK
60.000004
0.000000
60.000004
0.000000
DIC 2469s*
SPOT
100.000000
CMYK
0.000000
75.000000
56.000000
0.000000
DIC 2468s*
SPOT
100.000000
CMYK
0.000000
70.000000
40.000000
0.000000
DIC 519s
SPOT
100.000000
CMYK
47.000000
52.000000
52.999996
0.000000
DIC 51s*
SPOT
100.000000
CMYK
0.000000
72.000000
48.000000
0.000000
DIC 398s
SPOT
100.000000
CMYK
57.000000
3.000000
44.000000
0.000000
C=50 M=10 Y=0 K=0 2
CMYK
PROCESS
50.000000
10.000002
0.000000
0.000000
C=80 M=0 Y=30 K=0 1
CMYK
PROCESS
80.000000
0.000000
30.000002
0.000000
C=60 M=0 Y=30 K=0 1
CMYK
PROCESS
60.000004
0.000000
30.000002
0.000000
C=15 M=15 Y=30 K=0 1
CMYK
PROCESS
14.999998
14.999998
30.000002
0.000000
C=10 M=20 Y=30 K=0 1
CMYK
PROCESS
10.000002
19.999998
30.000002
0.000000
C=10 M=10 Y=30 K=0 1
CMYK
PROCESS
10.000002
10.000002
30.000002
0.000000
C=10 M=0 Y=15 K=0 1
CMYK
PROCESS
10.000002
0.000000
14.999998
0.000000
C=8 M=10 Y=20 K=0 1
CMYK
PROCESS
7.999998
10.000002
19.999998
0.000000
C=8 M=10 Y=35 K=0 1
CMYK
PROCESS
7.999998
10.000002
35.000004
0.000000
C=30 M=35 Y=100 K=0 2
CMYK
PROCESS
30.000002
35.000004
100.000000
0.000000
C=56 M=5 Y=0 K=0 1
CMYK
PROCESS
56.060101
4.559398
0.000000
0.000000
C=0 M=5 Y=25 K=0 1
CMYK
PROCESS
0.000000
5.000001
25.000000
0.000000
C=60 M=0 Y=30 K=0 2
CMYK
PROCESS
60.000004
0.000000
30.000002
0.000000
C=20 M=0 Y=100 K=0 2
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=0 M=30 Y=10 K=0 1
CMYK
PROCESS
0.000000
30.000002
10.000002
0.000000
C=0 M=30 Y=0 K=0 1
CMYK
PROCESS
0.000000
30.000002
0.000000
0.000000
C=30 M=0 Y=0 K=0 1
CMYK
PROCESS
30.000002
0.000000
0.000000
0.000000
C=0 M=60 Y=0 K=0 1
CMYK
PROCESS
0.000000
60.000004
0.000000
0.000000
C=60 M=0 Y=0 K=0 1
CMYK
PROCESS
60.000004
0.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0 1
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=0 M=80 Y=20 K=0 2
CMYK
PROCESS
0.000000
80.000000
19.999998
0.000000
C=60 M=0 Y=30 K=0 3
CMYK
PROCESS
60.000004
0.000000
30.000002
0.000000
C=0 M=0 Y=0 K=95 1
CMYK
PROCESS
0.000000
0.000000
0.000000
95.000000
C=20 M=25 Y=100 K=0 1
CMYK
PROCESS
19.999998
25.000000
100.000000
0.000000
グレースケール
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
クロスカラーグループ
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
70.000000
80.000000
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000000
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
65.000000
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000000
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
85.000000
60.000004
10.000002
Adobe PDF library 9.90
False
PDF/X-4
PDF/X-4
endstream
endobj
5 0 obj
<>
stream
pADBE prtrCMYKLab acspAPPL ADBE -ADBE
desc rcprt p +wtpt A2B0 A2B2 A2B1 B2A0 E 8B2A1 ~t 8B2A2 ( 8gamt desc Japan Color 2001 Coated text Copyright 2002 Adobe Systems, Inc. XYZ ` 3 mft2 $w\D.
q[E/qaRD6 )!"##$%&'()*+,-./01234}5w6q7m8i9e:c;`<_=]>X?U@QAOBMCKDKEJFKGLHOIRJUKWLYM[N^ObPgQmRtS|TUVWXYZ[\]^`ab1cDdXemfghijkmno7pQqkrstuvxy0zK{f|}~Հ+He
#