%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 52 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
calculation-addition-nb002
Adobe Illustrator CS5.1
2021-09-22T11:38:20+09:00
2021-09-22T11:38:35+09:00
2021-09-22T11:38:35+09:00
256
120
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAeAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A6/548xeadGGn/oHQ21r6
zKyXhViv1eMcf3lADy6n4cx682ovN4vP/wCcd+vrS+SPRekyzLG0khRooQ0dRQf3kp47Hbr0zBzd
n4c0zIyN+RCDEHqzjSvPP5uzWVpNP5XjtI1t4PrUfpylhNcAcURA1aREfGRXY9j8ObCyBQ5e5PEW
WeUPMvnDVL0R6zoTaZbNbLL6hJBWXkQVIbs1KgdQOu/SUZG2QJtl2WM1lwzJBIymjKrEH3AyMzQJ
RLkt9GT/AH+/3J/zTg4T3n7P1LXml2mXmrXV1qMV3Z3FjBaTelaXDvA4uk41MqKgLIK7UbHhPefs
/UteaAk1/Wk8n/p39EXp1H0w50EekbkMZAhSqowqB8W2PCe8/Z+pa80xuLu+jg1OSOGeR7FSbeMB
QbkiESAJSM9WPDau4x4T3n7P1LXmiLh2fSw7faZELfMkeGQkbgPgjo8r8/ec/wAwdF1JbXy75VOs
2rQGQ3xkKqsvFisZUDfkwArXauQHmwDDf8f/AJxu0t1a+SRJIqQz2qfvWR5WZfVjJIQD0+RNSaGm
YUOzsJn4gN730pAiOdvQZvO35uRP6/8AhiOS1aSSJYUWYzERRB/UpUcRJI3AVO1K1IrTYiR/AZCR
Zf5N1zzJqqX51zSDpTQT8LVSa84ygY13NSjEgsPhPbJxNsom2RZJkpzFqxqrFebULClaBSdq18Mj
I8kFr0ZP9/v9yf8ANODhPefs/UteaQQ65rp8qS6xcaNew6nEJKaEGt5J3ZJCiqroDGedAwPSh8Me
E95+z9S15ovU9S1C0j0x4bS6uzf3UNvcJGErbRyqzNNJ8B+GMrRvnjwnvP2fqWvNdLf36acboQT+
qJ2h+rnhyCCcxeqfg+zwHqf6vQnaokCATf3INgc0Vq3+86f64/4iccnRZPGPN/5h/mhpl/qUGmeT
Dd2NrKI7S9aRqXEZFWcBV+Djv41plMgKPEaDD3lBaN52/N6LWbYjycfRa5eIzFZWX6tw2mWhUirV
Wm5p2OYum7PxYZccSSa2QIgbhmVr52/NcT24ufLCyLc0k9GMSAxRysRGJJCeIKBavUbe5pXP4j+A
y4izjypqOsajodvd6vZGwvnB9SA7fJgCSVr4HfJxJIZRKb5Jk7FXYq7FUg8y67rGmXFslnp8lzbS
gma4jiluCpDAcfThBb7JLVNB2ynJMxOwdlodJiyxkZTEZDkCRH7ZKnlnWNX1KOVtQsGswqxlHZJI
uTMKunpygP8AAf2uh7YcczLmKY6/TYsRHBPi59x9xsbb93RKdV0PzJqVjLFpGprp87NH6d3JCJeA
WRWkHHkqtzQFdxtWuQjjvnf49zqhG0TJonnhJf8ARddtorccwlutiqqAYiqGpdzUSnm3j02rl8Yg
Cg2gNro3nwaReQt5jhfVJr57izvBYokUNmxHG0MXN+fEV/eFuXjWm5VbpWi+fre+hl1DzLDe2q8/
XtvqMcfLkjBeLI4YcXKnruBT/KKrKEDhFDkF6DkQKAnvQEmn34qp3ccktrNHE5jkdGVJAFYqxBAY
K/wmngdsBUsc0XRPM1nfGTUtTXVLHjKFt2sbaCWrGMxMZY5afAFcH4Pi5duO9XCP5v3MKHcn3pw/
8sX4Rf8ANWPCP5v3LQ7nenD/AMsX4Rf81Y8I/m/ctDud6cP/ACxfhF/zVjwj+b9y0O5u9QGxdQCg
4igFNqU+YychcUnkxm48v+ZLy4s5rTUora2hmL3MU1v6vrwlCqx05qBRiG5d6U6ZXHEDz3YiHeiv
0R55SeZ0163aFopEghNmqpG7OeD7MzNwjoKcqE9djQXtiHuNB/MQ6RpFtb+aYRqVqjLq1/JYREXb
MV4usQYLFwodl2NcVReiaT51tbyaTVNeh1C2eNFgt/qaxlJAxLuXR1LVXalPf2xVkWKoHWrS8u9P
eCzums5y0bCdI4piFVwzrwmBT4lBX2rUZGXLlaClugaXrtn9YGs3Ueqq5X6sUs4bVowCxYOVmkD1
BUdF6e+V8I/m/cxodybenD/yxfhF/wA1Y8I/m/ctDud6cP8AyxfhF/zVjwj+b9y0O5sRw1/3jp70
j/5qw8I/m/ctDuU9XRntQFYq3MUIoexHfDkFhMuTG18tebpNVF5HrEMFj9TaJbOS09U/WzJyW5Ba
QceMfwheld8jHEOu6BFu90L8zJre9itvNNrazTsfqdyNOWT0FpHSkbSUdgyvuxIIalARXLmaO1vS
fOl1exvpWvRafaBaSwtaJOxbj1DMw/a7YqifL+n+Z7OF01jVotTcyckkFsIGEfpqOB4MFJEgY8uO
4PQYqnOKuxV2KuxV2KuxVKPM+sTaRphuoI1kkHPhCQCXKQvIEQFoxyYx0G+U5snBGwkBQi8xXzXW
mwR6fJfQXrXSz6jbUEEP1fn6dalv730+Iq1Ae+4yWKfFEHvUhcPMOpetpUbaHeINQEpuXJiItTHG
XVZSjuKyMOK9B/MQaA2IUIvNOqvc6PC2g3UJ1FrgXXqVP1VIFqjO8aSQ/vGoFDyIe4qAaKo+HVtQ
k+qF9KngFxNNDKsjIXiWNXZJG9MyJxk9Og+IbkYqp2Wtanci0aXR57QXF1cW0yzMpaKOESmOYiP1
FKy+kAPiH2up25KoabzPqaXGmRfoK6X6/dSW83P4vQijO07tAs8QRu3N1PhUVOKqf+K9Y9TT1Pl2
8j+uXk1rNzKsYIopRGtw5iEqcHU8viZem1RQlVNtH1G7v4JZLmxlsGjkKLFMQWZQAeYptQ1xVH4q
4gEUO4xVJfMOtzabNZxxmMC5ajcxUgerFGXpzj+FBLybrmNqM5x1QSBaCfzbqym7EOh3F6tvp6X0
EtvyCzyuqn6uhkRE5DlX4Xbbxb4cyAbCFd/MupjUb20TQ7qSO0s0ulkFVMkr0/0dWZVgZ1B+IpM3
34VRN7rWpW8F/LHpE87WlnFdQQIyepNLJ6nK3FKpzj9Na8Xb7Ww6VVQsnmbVV1W5sl0C7aKCx+uJ
OONHm5AfVQf7r1KNX4ZD0OKr7rzJqkOpfVE0C8li/R8l79YBi4+ujqq2lQ7L6jKxavKm23Leiq2D
zLqcmqw2R0O6SN9P+uyynbhMX4i15FRblyKn++2/aAqKqoeHzfrL3VtA/lu9iE+mi/dzQiOerD6o
xA4ep8I/aruKgYqn+m3c13YxXE9s9nLICWtpaF0oSKGm3viqJxV1BirF5vNl7FNeLFbretbGcQ2d
uF9aZoRMQiEyN8VYADVR9rMWGoJyGNd7IjZdd+bdZhEvp+W71/TdUQkpRuckicv3fqmlEU1pty+L
iNzlMXL5q1wyxp/hu7VXZAzM6/CrG0DE0BWq/WpOhp+6apG/FVAQefPMUkcLv5Svk9RlDKC1U5R8
qENGhqr/AAE/Z7hjiqJm84a/FrH1F/Lk62dJmbUuZMUYjthOjOPTC/G9Y9nNG+mgKqVp531SWdo0
0x7thcCD04Rxcp6ojMwIeZOIVuVXZV2+10rj6fOZ3aSKbHnbzEVnYeVbwiJWZPiIL8YbiTiAyKeX
qW6R7VX94CGO3LJQ7/G+v8lUeVL8hnZOQIAostxHXcA7rbo+4Ao43+zyVVLbznrUr2iv5avY1uFZ
5JKNxQL6NPtIjb+s2zqrfAdjiq7yf5x1fXrmSK+0C50hEhEomnW4VWYyFQg9e3ttygD+IBoQGBAV
TbzHrb6NpxvVtmu+JasKGjkLGz/Bs1WPCgGVZsnALSAgI/N0hvdJtZNNlD6p9Y5tGwkEBt1dvjIA
BDelxqDsxUb1ByWOfFEFSFQ+bP8AS9Ht/wBHXI/SwlJLqVaH0oml+JaGtePHr1K+OTQr2XmJrqHT
5Rp9zEt9JLERKoVojEjuC61r8fpkDFUPJ5vjS90q1ayljbU5biJRMRE6fVurcW+1yqKCtfniqn/j
Ksump+jLpRqF5PZ0deLR+g5T1CtDVWpy67LU9sVXzebZUudOiXS7kR39xJbvJLSMxem6oG4Dkz8y
9QANlVmNAtcVU/8AGUjSaeqaVcqL28ms3Mw9MxiGURepxAYtyryAH7IYk0UnFU503U0v45HS3uLc
RvwK3MTwsaCtVDgVHviqMxV2KpL5h8xTaRcafFHZNefX5RCWRwvpEsih3qD8A5/Eeo8DlGfP4aQL
QUvnYxPeIdMuJfqmnpqH7kGTmWAJiXZd/i2PejbfDlwNhCZTa60RvK2Nwy2lrDdiigtJ6xkBiVQa
809L4q+OFUDe+cvqt7eW36MupfqmntqBKIeTceH7rjSgY+ptvvxf+XFV0nm2RNWuLL9GXBigsDfe
rT42YMo9ER060fry7EDocVbn83xxarLp/wBSmZ4tPOoMo4iXZwqxCLqWbc7E0pvSq1Vbg83RS6pD
YCzmEkunjUWQ0EqgvxEfpmhLGh+yTTvSoxVRg87RS3dpbtYTxyXOnfpJoSKzoCaCL0R8Ttsfs7+2
Kp9Y3a3drHcrFLCJASI50aKQUNPiRtxiqvirsVYlc+e5rebVUbSZWTSxIfUR+XrcEldREoWpP7ij
fy175jx1Fz4a7/sTSIPnQ/WJoRpV5+6dUDFONQzSLy3pQfua/TmQhDP+YQW6SAaRdsWlgiLUHwGc
2o+MdVKi9r78Tv4KqNp+Y8k6wO2hXsazOoYcebqjJz+woJZ+3BfppQ0VXW/5kWs+sTaZHZt6kT3S
VaQK1LWIyElGAIqw4069wCAxVKqsfny4N5JbS6NcRvDPFbuQwepkKAstB8Sr6gBPSuwzHwZ/ESRS
nd/mKbdS36Evn4gEgKCaNDcS0FK7/wCi0p/lDMhDh+Yb+skLaNdc3LigoSQs08Xwjbkf9HDMo3HL
2riqJ0/z1Fdz2cR065X64rsjIvqbKYaMABXj/pHxE0K0NR1oqq6F5xfVdauNLbSruxMECz+tcKAp
J41T4Sy1HMAHkQxDgfZOKovzVqlrpmlm7urVLuFGJMTkADjG71HJWFfhoPn1yrNMRFkWkBZpWvWk
trp/pWbwxXyTyRCJQUjEJrRl+CTk4NQAniDvSsscuKIKlYvnTSWvdIsxHcCXWY5pbYPH6bKsCc2L
xSFJqHoCqEVpvuMmhRTz9or3GjQLDdB9ceeO0DwmNlNspdzIkhWTieNAVUitB3GKr5vPGkRXmk2r
RXQfWZ57W1LwtERJbVL80l4SBTTYhT70NMVWjz5o5uNNg9G6U6pdXFnbmWL0SJLZ/TYskpSQqx6c
VO32qUNFV8nnjSEudNtzHcCTVbmW0tlki9FvUhIDMY5zFKU3+0qkDoaGgxVw88aQfqP7m8U6hfS6
bCHtpY+MsLMrO/MLxjJWgb36bNRVNdN1ODUIpJIVdVjcxnmAKkAHahPjiqLxV2Kse82a1YaZLpy3
llHd/XZhbQtJQ8HleONduDmhL/ER0AzHz5RDmLSAh28/6NbyXtrJbXCyaZp6alMkMYlX0WVSFj9M
luQ5Uoyr4/ZocvBsITWbzFaQ/XC8FyI7O1hvXcQsxdJzIAqxCs3NfRPIMgpUe9CqX3fn3RrXUL2x
khummsdPOqyhISxMA4jiEr6gk+IfC6jFUwn8xWkJmLwXPpQ2gvTIIWqULMpQRf33McakFB1+dFUH
L520mPVptLMVw1xDp51R+MVW9EPw4mGv1hZCfsq0YrQ0OxxVuHzrpU2qQ6csF0JJrAamjmE/3RYp
wMQJn9TatPTp4HFVlv560ieezgSC7Vr3TW1aNpIDGqwqyKI3Llf3rc6hRXYEkiq8lU7sbyK8tY7m
IMI5ASoagOxpvQnwxVXxV2KsPXzbpcGr6pF+i1WbTBLLcTxBTI4CzP8ABVUBdhAagsOo3zGhmBnV
d6aV7v8AMXRLZrpWt7x2tZEicLCASzu6D7bLw3iNA/EsKcQ1cyUKLfmfoK3iWptb7nJJBErehQA3
P1YJyDMGX/e1PhI5GhoD8PJVbZfmn5fvFiaO2vgszKqMYQVHKP1RzdGZU22IYghtiK4q61/M/Qb7
U7nSoLed7iCS4gcsYDEzW0bSSUKSuxX4OLUX4GorhSaYCqyz88aNbX89sdLa2kimhtpTbIGbnOyh
RxCxs1C+4UFv8mm+UYMonyFJIVLz80NBtELy2t9QANtCNw0VxMKfFu3Gzf4ftbjalSMhCtc/mPo1
vefVJLW99UFwQIQfsTTQ1VeXJxytz9gGnJeVCcVb038xdD1C4tLeGC8SW7SSRPUgKooiaBGBkqYz
vdLTixrRvDFUTonnXTtX1ibSYba6guoIBcSGZE9MAlRx5o7jmC/T50riqJ806npumaW17qUUUlpC
WdzMKqgSN3LUCSMTxUgBVqa0yrNMRG4tIUrTzDpkU+n6dHB6cl8LhoY7YB4lW3ZubnjxbgxGzcaV
IB3ZanFISiCNlK9/NmlJeaTaMJRLrIc2lUK09OJpiHVqOKojUoDXLELU85aC1zpdr6rpc6w0y2ML
xsjN9XVnkYhgKD4dvHt3oqvl82aJDeadZTStFdarLPBYxSI6M7WoJl+0BQDjt4kjFVM+ctGF1Y27
esr6hNcW9uzxMiiS1lELhy1ONXYBa9fniqs/mWwWezhEc7PezSW8Q9MqQ0Jo7FX4sVHioNBuaAGi
qmfNumcrNUjuHa9upbKJREVYPBIYpGKNxbgrDcqDQbmgBoqi9H13StZgln02f14oZDDI3B0o6gEi
jhT0OKo/FXYqkPmnWNH02SwGow28hupRb2z3H+/ZpI41RaJIfiZxXtQVPTKM+SMasWkBYPOmiQNc
2zJJG1jYrfyRxoHAh4qxVAhJqgdaig6jtlwOyES3m3RBqN7polZ73T7VL26gVGLrFJXj8NK8u5Xt
UV64VUrzzno1pf3VjN63rWli+oy8Yy37mPjzAUfHzX1EJUqOoxVUfzbpKapc6Ywm+tWtob6Qek9D
ECoYLtUsvNarTaoxVUl8y2Ed/LZNHNzhtDfSuIyQsYbjxK/3gY9VBXehp9k0VU4fNmlS6pFpiiYX
M1muoRhomAMTMV4japccalaVpviqHHn3y169vA9w0ctzprawqPG4ZbRCq8mWlanlsoqdicVTjTdS
stTsYr6yk9W1nBMUnFlqASDswU9R4YqicVdirEj5r8u2uo6mBawfWtLEkt56ADXCgiZgxHBBWQQO
ft9xXrmPDLEzqt9900jZ/POg28txHO0sYtZEimkaJuIeRpEUE9t4j9qnUHpmQhYfP3l4XMdtynM0
kscHAQvVXlFsyBhSoqL6L8fDFVKL8x/LskKT0uFhcBxI0LU4en6hbapIRa8gtSKHbY0VXRefdDu7
qSyihuJj/pCl/TBjZbZOUjE1NE/YqRs1FahZeSVQ2n+dPLMd7LbRQRxXUc0VpMlsjeokszKFR0aO
F/2wdge/cZj4MkZchSSFWX8yvLMcckhadkiIWQrCx4sUnk4n3pauKfLxzIQqJ+Yfl93VEFw1eVSI
W+HhNLAxI60EluwqB4eOKug/MbyrLJbRNcSQyXayNAkkUgJ9J4Y3GwbcPdItPGvgcVX+WvPuieYb
2WysknjuIo/VYToFUqCteDBmV9pEaqkrRl33xVG+ZtR0vTtOF3qSyNbRuTyiJDKQjEnZkP2QRtlW
YxA9QsJCEtPMPldH0pK+jNqPrnTmlQux9NZJZSZhzC1RHarPv89sljIMRXJSiF80eVZJ9MC3tvJL
qCytpzKVbkkScpirCoUKv2t/bJoWRecvK0raYsN5HINUklj09owXRnhUtICyAqhCgn4iMVVF82eW
HnsIU1CCSXUZZ47AIwf1HtlLTlStQAgG7dNx4jFVGLzf5WuLiwSC4juGvJ7iC0miAdBLA4jlrIPh
UlnAG/xV2rirpPNXlWWewC3EN011O8NpLGFlRZY3VGrIKqh5yIBvUlhTFVg83eUrh7ExXEV19Zup
bW2ljUSIs8UgjeriqpV2UDf4uQpWuKprpurWOpRySWbO6xP6bl45IjyArsJFQn5jFUZirsVSHzRr
Gh6bPp66oJPUvJfq9m0blKyuyUQkPH9o0p227ZRnMB9QtIXvr/luys7q5mZbSCys4bm6eVCgW3lD
CIcyOL/3bLxVjvt3y4ckNv5u8uLc3UUl0ii0t1uZrhtoTCwVgUkPwuKSJ9kn7Q8cKqd55u8p2lzc
Lc3UaSRWJv5Zih4PZoVBdZacHFZVoA2/LbFVz+bPLK39xC1zH6kFmLyW5oPSNtypVZfssAWBoD3H
jirU/mzyfFqTW8l9bG+Fi2oMwKt/oSuEMhkHw8S7UA5b9sVbh82eWJNQSBLmMSvYrfJcmixfVixA
pMfh2KEla7dT2xVfD5r8uyJbPBP6kdzYvqFrJHFI6taxtGrsjKpBKmVKoPi36YqmVje299ax3VsW
aCUEoWRozsabq4Vh07jFVfFXYqxCTzT5QhvtTjmSYSaZ60t+G5Sog4yOzCIO9eao5HFa79q5jwlD
j2Hq3TujpPO3k2Fpv9PgLREJKI6O1eUi0ogYmnptWnT6cyELG89+S2lijF9DLI8kccYUcqM/1cqa
0oABdwmte/tiqGtvzC8iTJFJBcIwkYNHxiYtunJX4heW67Kab7AVqKqtjzn5Dk1Z9OBX9Ju08fpv
ayRu7xwmeVQzooJMILddx8xVKu03zV5Qe5ugpkjltGiS5e5LOI2ldAlSzScatItW6eJ2zHwGB+kU
k22/5ieRRFJNJeIFh3cmNiQoSajfZNFK28gDHb/ghXIQu/x95EEiq97AknJgoZaMKSzRMaUqBzgk
6/xxVFWXnDyvcxRm1m5q1YwkcLuUP7scHVFYxk+quzU/A0VWeWfNvk7WbqW10OZGuoYVmngWF4XS
MyvGvJXRCPjjY0O9CG6MCVUV5rn0KDSWm1xQ2noSZCziNABGxYuzNGtOHLqcqy8NepIQdlqXkyO4
0qJBDHeTR3EmlmRfUkWNORnKTfGFWlT9uhGSx1wjh5KUQPMflCW80uNLu1muLpJpdLdAHHCFP3rL
IoKx8UJBqR3Hjk0KSa95GuLvSDHPZz3N0bj9DyoivvCAbj05ApEdAw5biuKopNZ8q3M1i0d1aTyz
yzrp7KUcmSJWa4MZFacVB5sPH3GKoUa95HubnTik1pczzXFxHpkiIJSJ0cC44Oqtwbkw5GorXFVU
615NuptPk+tWVzNNcyW+mupjlb6yFMkqxEciG4ryan8Riq1NX8lXv1KZJ7K653klvp7qI5D9cUtJ
IIyAaP8AAWJHzxVN7PULC9RpLK5iukRijvC6yBWG5UlSaHfpiqvirsVSDzRceXYZ9O/TCcpZZhHp
/wC8Ef79nQIq8pI6yF+PGm/hlGcw/iSLbk8weUbWG4iuZ4beO3sY5roXClQLMjjHyZxR1+MilTua
dTlw5IdJrnkyLUblpJ7SO9Nmt1c3DKq87NiFV/WI4ulSo2Y9sKrbjzB5IS8vnnuLP6xDZLPf3BVW
/wBCfdectCrI3IELy3r03xVt9d8ljVLh2ntPr6WP1i4uuKn/AEEsBUz04lC1Ph5fRiqpPrvlAXxe
a4tTcrZSXP1pgCPqQdVkInpxKcyvJQ3htiq+K/8AKjXMV9FJaeu1mZor0BAfqasAT61NowzDauKq
dt5k8oPJZGC6th6lk9xYzABY/qYKiQpLQIqgqvJa9hUYqnFtdW11AlxbSpPBJuksTB0YA02Zag4q
qYq7FWGyan5Ah1HVfrCxrNbCR9WMriQBSspPqxc3biyiTiCnTp1GY8Dj49vq3/andHXPmjyCzTJP
d2chSZIplKrJWbmQg2B5Mr16dPpzIQtl8zfl8ZITJd2LvJLEIG4o/wC8rbGIggGhBmtyD2+E9tlV
lrr/AOXDNAbe405SxW4tmCxqKmPksqmg6R/tdt69DiqyLVfy5bU54YI7X9I+pcRzSR2xVzKYjNP+
+CD4pIuT15fGKkV3xKrNO1vyFFd3TxtFFOJYku5HkWcCWRo2jMjK8wVqmNgzU7GuY+Aw/hSbak81
flenqc7iwXi/OSsSj4jDO/P7HeJJvi8K/wA2+QhVXzR+XAYAXFkOLvQ+kAFf1Z1ap40UtIk/X7Xx
HviqOttd8mQPDYW9zZwerGWihUJGnBlianQKvNZ4iFP2q7Vpiql5Y1PyRcTGDy9HbxTJESY4bY2x
ESStGRQpHssqspHY4qjvMcehSWATW152TOQVIkKk8GrzEf7PDlXltlWbhr1ckhC6cPJyyaWLUW6z
kTDSQ9RLQc/VEXqfHsOf+xrTbJY+Hh9PJBRM/wDho6jpSz/VjfkOdHD8fUoI6v6Nf+K69O1cmrhD
5aa405wlqbgGUaWfg57AtL6XfalWpirV5J5X/SWmxXYtW1F5Z20lZFRpfVT/AHoaGoJBHL4yMVWT
t5TW6sfXNoLlriddP58ORuPV5TiOv7XrLVv8qnemKrr9/K313TYr8Wr3jTyPpSyqjSfWEP71oagk
MpPxEYqtuz5SDWRvBZ8/rjjTzKEJF4ZSH9It0k9bY0/a264qjtNt9IgikXTI7eKIuWlW2VFUuQKl
uG3KmKovFXYqkXmaLyrJJZHXkDtG5eyLCUhZOaAMOGwfmV413r9nvlGbg/iSLWwjyX6lyU+q+t9S
BvOdPV+pGNR+85/Hx4BeVe3GvbLhy2Qij/hkavdA/Vf0sbcm7Hwet9X+EMW/a40Ccv8AY1/Zwq3d
W/lo3l7PcpbG8jtKX7PwMi2c3KvqdxHJ6B6/a4f5Oyq+SHy+NUuJJEt/0n9V/wBJY8fW+qsSKv8A
tcGMdPfj7YqsnHlv9MP631b9L/VHMnLj6/1TkokJ/a9Plxr9GKqsd3on6QtrWOWH6+LZntYgR6n1
ZioYoOvAlF+7FUvA8kSX0EPGxe7/AEeGt1ZULfo81VaVH91uQO3X3xVOLGKxitY47FIo7RQfSSAK
IwK78Qvw9fDFVfFXYqxKSL8u0vtRknSJblxM2qPMJQCoEokMxf4SnFZAtdv5cx4+Hx7fV8U7pjPF
5N53SzLZhy8QvAwSvMM/pB/evPjX3zIQpvN5GN3xZrH63HNCv+6+YnP1YwDx5/Fbce/2PbFUPG35
cTQpwGmvCZFjSoi4GThwUbileHw/LbFWoLT8uRqc01slgmpqtysxg4rPwAH1kcY6MQOQ5U7nxxKq
dgv5dNqJntxbm/nlik9WTnzeYsBC3KT7T1+yeuY+Dw/4P0pNqwH5dOJlH6OI9RjOv7v+9WKdm5D+
YRCc/wCryzIQqOPIK3MQb6gLgPKIf7vlz9Wb1Qvv6gm5U78sVVi3kq+mtSRY3MxEgs2YRuQIzEsn
AmtCp9IGnemKqPlqLyFBdG28umwFzDAo9O0aNnW3PErTiSeFOH0ce3HFUf5ij0uTT+GpStFasWVi
q8qhonV1YFX+H0y1dsqzCJHq5JCHt9L8uXNzY3rMbi8jW5WzaZ2VmWVj9Y/cfAjbtQ1TbbDiEREC
PJSvXy55XSfTmjtoYms0lGnQxsUjCSqBLxiVgj8l+0SpyxCrZ6X5cs7eytrOG3gt0ld7GGPiqmVo
5A/AA0Y+mz167V8MVUj5c8qpJYgWlvEbeaU2MSH009V/jlAjUqrn93yoQaca9sVUV0HyXby6fFHD
a27w3U0+nwRuIgbksfWKxqyh2VuoIPH2piq99E8n2z2UPo2tqVuGlsoEYQq9xzVmpGpUSMHRTQg0
IHgMVU/0B5Jt/qMawWtssV69xYxRuIVa8LnmQisokcOPskGhHTYYqnFnp2n2KOllbRWqSNzdYUWM
Mx25EKBU4qiMVdiqT6+ukmaz+vzyQvyP1dUQOGcSRstQUk3WRUK++Y+ojA1xpFoM6L5Hu2uxMttd
SS2McF8k0nM/U1UMheNmpGKcW5cR2Phl45IRcvlzyq11cGa0t2mktFt54XNVFopHFfSJ4KlYxuFH
T2wquu7LytMl3pl0lqUa0SK8smKACzj5cOUdRxjXm1DQUxVfNZeWpHk06VLUsLX05bElBS0r3irt
HXvTFUNNoPk5tSeOW3tfrosTA1oWA42LPv8AuK8VQutOXHtSuKtw6J5RTUUjiit/rf1EW6WYkqv1
HmSALblw4F/2uG/jirrfy/5QWazjht7YlbMxWVsGDRm0TYlIalGUevQvx/apXfFU4trW2tYEt7aJ
III9kiiUIigmuyrQDFVTFXYqxeax8q3VzfQ3Vy7iVZY72OSsSemfXLq0qpGeI9Sanx+OY0I4xMkH
1bp3pFL5b8mxTySC2t1mqGcl90JMnQFvg5M0laUqa1zJQh38sfl+k8Tta2SSh4kgBcL8Sm3MSKvK
nWOD4QN9v5t1VK18tfluPQW3hsX4skUCCUOCQgCRULnkONKIdvbFURaWPki2mvIrWa3W4mkuHuo1
uDI4kKAT0Qu3AqlAVA+EUFAKYlVGGw8n3Vw8c8wuJHnWRorkCINOSjDbhFyY8E+E1+W+Y2njjH0F
Jts+W/y8gWZHgskFypilDyCrI0U3wfE32fSeaijalT22yUNzaF+XlzdrNLFYyXEhYisinmUklLVX
lRuMkko6bGoxVWsPLnkhZLa4tLe0leGNjbScxMeCCIF6szcuAjiAY1K7UIruqq6JpflH6/Lq+jC3
kuriIJLc28vqhouRA6My0LRUqP5adsVVPNWkaLq+lmw1mUR2MzcXVnRBJVGHAlweqknbfbK8sQRu
aSF2k6PokFpYrastxFZrLHZy8leiyNSRQUopApx+jxw4wBGhyQURFpOkxiz9KFFFojJa8dgEkUBx
QbHkAK5NUFH5Z8sJc6XPHCiz6cZzphSRlp6ykTAKrBX5DqCD09sVVX8taBJdWF19XVZ9OlnksWjd
owr3AImHFCqtyFaqwOKqZ8q+WmmsphbKr2NxNcWfpyOgWeZzJL8KsA3xL0NaUp0xVuby7oDXFhIV
WJrSeSe1hRgiNM55MSg2dlK7d17Yqtl8r+V3Fkr26Ktreve2kayMii7MhkL8VYBmD1oDWnTptiqY
abpNjpsUkVmjIkrmR+ckkp5EAdZGcjp0G2KovFXYqx/zXoHlvV5tOOtTrE9jL9asUaSNP30bKRIO
YJJQ06bb75TmhE/UaSFo8q+UpXubmRVuJbmwSyu5nmZg1mFHGqhvTUfDyDKo3qR1NbRyQi38teXv
r95etbqLm8tltbqrtwNvH9kemTwHHsQuFVO68o+WJry8vp7RPXu7NrK6Yu4U2pCgrw5cFH7tdwKi
mKqkvljy82ozahJbqLua0NlKebBPqxIYr6XL0xuo341GKrJfK3lh9Xk1B7WP9ISWZs5PiYA2papX
0wwSnIdeOKrofLnltNUhvY4E+vR2Ys4hzYj6oGqF9LlwK8j144qpR+T/ACuJreaK34SRWB02Bopp
U/0MkNwojgH4qHl198VTaxsrextY7W2DLBECEDO0h3Nd2csx69ziqvirsVYlD5T8mnV9SuxcrLe6
oZY9Rj9aOsg4SRtGQoDD00dhsajvlEYR47B3TaY3nlfyvcCQ3EEY9QqWYOYyGWSWRSCpUqQ8rnb+
GXoUW8leT3njlNqhkSWKeOkjgepD9W9NuIYD/j0g2pQ0FeuKoeDyH5IEUcSQh1DI0JWdw/wpxQB0
ZWICjbft7Yquh8keUrO+nvAXW8laeWSR7lyQZI2RiQzUb04pmCcweCttQYlUPYeSvIy6hPdRSJc3
FzNDczJ6ylWlgZfSYxx8V+EqoC049NumUYYRj9JtJREvkLyNIjq9pGUJ9Rh6rgCsc6V2bYFLmbbp
vXtl6Gz5E8kLcRObSMTRF2QGZ+skssj1Bf4qyTydeldumKr7XyL5Oje3ktraj2ySJA8c8oYJK0Mk
g5K9W5NBEd/AdsVRXlry/wCWtFhaHREWNHQcgsrzEqZZZakuzneSaQ198Vb82aRYatpLWV9cJb20
rEO7niDyRloCGjIPxVG/bKssBIbmkhvStB0uK20942W4awSaO1uUJNEnb41Dcnb9kftdRksceGIC
lEx6Hp0b2UgRjJYRyRW0jOzOqShQ682JbfgvfsMmhAjybpIvNKulebloxnazRn5rW5HFyxcM3TpR
hTFUcuh6er2snFmks5ZZ4JHdncNOrrIOTEtxIkO1fDwxVB/4O0T63p12VnafSri5u7Im4mKrLech
MWTnxeokYDkDQEgfaaqq648qabPcWE7PMG064kuoVL+oGeQ1If1RIxUN8QAIo1G6gHFVObyZpEr2
DFpqafdyX8KM4kDTSyeqeZlEh4h/iABFDQ9QDiqZabpGm6ZFJFYW628crmSRUrQuQAW/DFUXirsV
Y75u0HS9Vm0x7+8S1NhOLq2V3ZOUsbIyn4ZIiQKbjcGuUZsYlzNJBbTyZpEjXc7yyy/pGyjsZyjK
i+kiBeUbIA6lwBy+LfauwFLgKCEU3lTRzqN5qNJvrd9bLZ3Mn1iY1hj+yqguQtNz8NNyT1JqVWXX
k/RLm9vb2RZ/rOoWQ026cXE29spJVQpcqCC7fEBXc+JxVdJ5U0eTU5tTYT/XJ7M6fLJ9YnINuWDc
QpcqpBWvJQDua9cVWz+UdJm1dtVczfWmsn040lYD0ZXV3+L7ZYlF6t9HXFXReUtLi1iLVVaY3EFl
+jogXBAg5c9np6vKvfniqlH5F8trdW100Eks1rp50iP1JpXU2jMrMjIW4EkoKtSpoK/ZWiqcWNja
WNrHaWkSw20QIjiXoATXb6TiqvirsVYhF5P0CXWdVna8jmm1b1Ir23VzzK8JY+AUyMq8VmYGiDp8
8x44gJ3ff9qbTK+8l6JeiUTCX98yNJ+8LBjHJJKOQfkrDlMw3B2zIQ0fJOgtLHKyTFo3SVf38oq8
RtihbiwLUNjF18MVQkH5a+WIUSPhLJEjKxikcOjBYxGFcEfF8IHxfa98VVrjyJ5fbUBqSo1vPGZZ
F4FVjDzW31VnIpX+696E7mppRKpfpnkXy2dSuLyG5jllmnhunitW4oskBX0yq85RGPg/Y4n3zHwY
hHkbSSjW/LrywwkHp3FJK1/0mfYtFPCx+33S8k2O2/TYZkIdL+XflqS5juCk4eN3kX9/Ifjlknld
uTFm3e7kPXv7DFV9t+X/AJbgktZDFJLJZxyxwGSRio9ZoXdjGKRluVrG1SvWp7nFWvLPkLRPLt19
asWmeb0Wg5Ssn2XkEjEhESrMwG5/iaqq3mmwt9YshYPNcW/pzJKZYYZ2NY6kBWjC9+tD7ZXlx8Yp
IKWWPlbSLe40m6knvpLjR454YCkEsSOtzyDcgsfLYPtxYAUFBhhDhFIKu3lzQTd6Nc89R56GJRac
kuHZvXhaBvUleNpjRHNArgA702FJqpw+V9CiutHnSbUj+hTcNapIk0vJrpeLl5JInm2XoFdR3IJA
oqvk8uaG97pV16uog6RLcT26Mk0vN7r7XOSaKSaiivELIBvU1IUhVdb+X9Dt5tOljk1InTLu6vrd
ZBdSgy3iyLJz9VHqAs7Be4r13aqq2Xy3oclxps3q6kP0XdSXkKOk8/OSU1Id54pZeI7Kjr4mp3xV
TPlXQOWn0l1Ippt9LqUSSJNOWmmcyEM88UsgRWOwRl96nFU500afp8ciQi6YSPzbnBMTUim1Ixiq
M/Sdt/JP/wBI8/8AzRiqvDMkyc0DAVpR0ZD9zhTirF/NuiWnmJbZWubu0Fvz3it7irc+PgFFBw7g
5Tlw8dJBUZvKeg3El5LPLqHq39gumXBhimgHpIFHJTHEr8/h6szbfD9nbLQKCFaXy3oUup3WoPLq
Xq3Vl+j3RVnSkI4GvqLGszSVj+27sTUg7bYVWXnlbQbu9vrqabUq3+n/AKLkRY5lKw7VZZRF67Oe
I3kkbvtucVXy+W9Cl1WfUnk1Eyz6edL48JgUgLB2YTCL6wXJUbvI3sNzVV03lvQ5tWl1J5dS9SXT
zpfAJP8ADAz+ozCb0vrBcsBu0pApsBVqqug8t6FFq0OpCTUWlg0/9FxIUmqIefMt6wiFwXJA39Xb
9kCpqq3b+XNCt5LR0l1FjZ6c2lRCRLiQGB2RmY842/eExLVhSvToBRVObGeys7WO2iW5McYIUtbz
E7mu9Ix44qr/AKTtv5J/+kef/mjFVcTIYfWo3ClacG5U/wBSnL6KYqwe98l6dfX97c3N7fCK+iuY
JYYre4WiXJapUsrgOvOleNPbKIYKkZWm1e58m+W7lrhpJdTJuJI5H+Gdv7t5JKHlE3Kpmbd6sopx
K0GXodD5L8tRXn1tZdUMlYjQ/WafufqvGpEfJv8AeFN2JO7b9KKoa0/L7ytbCAJNqbegysvON2B4
R+mtR6FK0A+MfEe7EE1VX2/kXy7b6tPqsc+oG7neeQh7b4AbiJoiAEt0biFfoG+IgM5ZhXEqo6b5
B0e0ldpL3UJUeeO5KrBNGRJE4kHFgjFAzLvw4nsCBtlOLDwdUkrn/Lzys6TI1xq3Gc1ccZQB+5nh
+ECHY8btjy+0SAST8XK5Co3kLyu1ws5m1MMjOwCpKtGeaeaqlYQyfFdOPgIqKcqnfFURp3k/y7YT
2k8MupM9pG8aB0mKESNAzH0xEI1NbRPsKo6+OKr9A8qeXtD1y41izfUWuLiBbVoZY5mhWNOHHivp
Ch/d+Pc4qy/FXYqgZJNS2lEfAdGiqrUCsampK9VynNCfFcJCtuY+aAbG43YV+aOo63LpdvBpd09l
ycyXMcT+lcyQqCKxOGXZWZeXE1/VjqIyIHCeu7TlEjVbC90q0fWfO40nQ4LHVIbuRZnm1BJiklyL
IsFQMxYoxWu7cu4HXM/s2OIYpjNZnwng9/S2WAER9RJRVx5h87zOsWm6pYSzBGXgJLcsZgWC1Unb
br1zVaKGoAHjGJ58vsb4GJ12O9tJXr/nXR+Pcyny8mpvZW0XmC7SPXGqJoIpgTz3eiKrCnwCtB2z
YEx6N+vGHxpeCT4X8N803SC+VRE0pIcsOQ+Livb4jRuR8d8jKjycfhBHNFxLKpbmwZajhtuBTvlc
QbNpNUKX5Ji7FXYqtkZ1jZkXm4BKpWlT4Vwjmg8kE01/EwlkSsJ+J0BUlagUUEleh9soMMgntL0b
9PlSb25PNvzT1LzA9/brZ6hNaWsaALa2kvoTC5ZuStMS8fJCimnb6Mr1MJk+k7V073FywlI8yBXT
vRj6/wCdxdWYTU7KXTobJE1C5XgpN5wNWPqEcQzqdge2bHJGB0UxE/4V/Cf4fx73MwGII49+9Zda
v+ZV0kzaLe2NwxeOOP8AeQFRUUkBPZi9ABmHpY5AB4pHLp3tvZHhHW5PzRP5Xh9Fc7259e9m9jCJ
YkSS75agIgZYlmLMGpQ8uLdOX0ZkcQ7miQHEaO1o2OG7qkcsrEKFZ3FN2H7IO23zGRNdEmIrmiIR
KEpKwZ6ncCgpXbIQBrfmmRF7L8kxdirsVWTPKiAxR+o1QCtQuxO5qfDCAOqJE9EGJ723ak6mVCKK
V41LVPvXp7Zj4oZBL1SBjXdvaZHueT+Z9Q82TeefUt9Ze3tvUWPT/Qk428JRlWdbmEuObKA5II32
ApvSvLjyGex22r9NuJOEySbI5V3edp+PMXnI6nf3TahZLobSoNNlBjCcNwwZ3IPLbwzYdpxidPj/
ACu2a/Xxcq8uf46Oxwyxg+u6pStdS/Mm9u4TaXtnc6cJyb5o5YKpbhwOSup5bKGr0yrECAePn0T2
KMfgZvzZ/fb+Hw8uW1/HvZzFAkqSGyvBLOhAYrKWVSQG+IAtvxNRXLOIdzjxHeihHdMzn1GBSqx8
gKMSPtNTr92VTBrbmzoAgolOQUciC1ByI6VxF1ug89m8KHYq7FXYqxPW/J76u6z6lZ6XqlxBVLNr
6zin9OOSQGQcnQsPgAqFIrQYqhrXyDbWsSJa6LolrLEpWNoLKFYgHFXFBGGHxKvTr9GKqMf5fRw3
gni0Hy8szEym6SxjVxL8NWJCcuTGpriqYWXlnVbQrPFb6Ut/EWEN2luqOsbJQqpRFK8nqzb/ALR+
WKsh05NSWFv0hJFJMXJQwqVUJQUHxd+uKorFXYq7FXYq7FVK6Sd7WZLdxHcMjCGQioVyPhYgg9Di
rDdX8iPql815qGmaJqV06ilxe2MUrqyIyr8TIznrTrsK4qrDyFYiJIYdH0aCGFg0cP1KAxbKFBVQ
ilWWhp7HFUJZfl5DbmSKLQvL9tGziUyQWMKcpPiIfj6Z+JTTc/7aqa2mha9ZlpbSPS7e7lXjPcRw
FWcAkqCUVKhQQor4e+yrILBb5bSMXzRvdCvqtCCEO5pQNv0xVXxV2KuxV2KuxVD6hHeyWrLZSLFc
8kKO45LQOC4I/wApajFWG3X5cWMuoNdnQ9AuJ3b1nvLjT4DM00p5XDchHWrtVix3JO+Kq8/kSCSH
0ItH0VbXk8n1WayhZObVcMAqU5BpGBPele5xVD2HkS5tVZLTSdB09AzsEt7KNOT78XNEoPiPLxB8
cVTq30jXbFZY9LTTrGGRjIUihKgyEKC7BAgLHjuflirIE5cRypyoOVOlcVbxV2Kv/9k=
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:4B8D12E14B1BEC11AAD6D0E18167DB78
uuid:4e782cd2-f6cc-45ca-8afb-2b6e52f29656
proof:pdf
uuid:16b113ca-7b2f-42a1-8479-18d9afc39b51
xmp.did:45B6F4AA3B1BEC11A60E817C06C7E029
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
proof:pdf
saved
xmp.iid:96EBB9B3E000EC11A355E0C55C8A85EC
2021-08-19T20:29:22+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:97EBB9B3E000EC11A355E0C55C8A85EC
2021-08-19T21:29:56+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:98EBB9B3E000EC11A355E0C55C8A85EC
2021-08-19T22:10:38+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:A3472D2B4301EC11AEA08081448FC5FE
2021-08-20T08:14:14+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:A4472D2B4301EC11AEA08081448FC5FE
2021-08-20T08:14:45+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:A5472D2B4301EC11AEA08081448FC5FE
2021-08-20T08:16:11+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:45B6F4AA3B1BEC11A60E817C06C7E029
2021-09-22T09:27:17+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:4B8D12E14B1BEC11AAD6D0E18167DB78
2021-09-22T11:38:21+09:00
Adobe Illustrator CS5.1
/
Basic RGB
1
False
False
595.280273
841.889648
Pixels
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
RGB
PROCESS
255
255
255
ブラック
RGB
PROCESS
0
0
0
RGB レッド
RGB
PROCESS
255
0
0
RGB イエロー
RGB
PROCESS
255
255
0
RGB グリーン
RGB
PROCESS
0
255
0
RGB シアン
RGB
PROCESS
0
255
255
RGB ブルー
RGB
PROCESS
0
0
255
RGB マゼンタ
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
グレースケール
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Properties<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>/Properties<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
9 0 obj
<>/Properties<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
57 0 obj
<>stream
HWɮWL*
`gcFh}GDf|7UYDF}o??/[Gǘ{Hc8y^Oۇo矯l~=j1v8vbG-xKIG(eoX~m3M=$ƣǎq aDG?EE,hGlrC.fh'fKjXwyp4*S%a$o`u#ρE&OXQ7ZeI}81NdžIhLJG;
\8/jj6@h& `,Ӂûik:s LGPQK?cYD{$+|}0膤q$~3}1f l]q+@YY &YXq!F?AAU5N48d 3 t(HKmǜ aۑ[;2"t{<괈)7j-
"%|!UPBW`@4(r}aڰ>r\3pK[a.03JN)H)桷zpG+DNE֔fg(d