%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 8 0 R 9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2019カレンダー_4月_生徒版_ol
2018-11-30T17:08:27+09:00
2018-11-30T17:08:27+09:00
2018-11-30T17:08:27+09:00
Adobe Illustrator CS6 (Macintosh)
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/aAAwDAQACEQMRAD8A9GeYPMGipoupKupWyyrb
TgATxhgwjb/KrWuAlICJ0i+tp5tSmiuEltzdKIpFcMhAtoQeJBp9qv04OId6lMhNEejqfkRhvqxt
r14K09Ra/MYg3yWw4zQg0MignxIwcQ702360VK81p41GEkDmi2hNCejqfkRje1rYd68NaeotR2qM
QQeS2HGaFesiivSpGDiHem2xJGejA/IjJE0gFvkviMU24ug6sB9OKLa9SP8AmH3jGlsO9SP+YfeM
aWwp3Fz6UReONrhhSkUbIGP/ACMZF/HFbCD/AEvc/wDVruf+DtP+q+Kdu9B6LqN7Bo1hDJpV0skV
vEjqXtQQVQA7GcHAFJHenFvc+rEHkja3Y1rFIyFh/wAi2dfxwosKnqR/zD7xjS2HepH/ADD7xjS2
HetEP21+8Y0lr1of51+8Yqte8tEZEeeNWfZFLKCxHgCd8VX+rF/Ov3jFXerH/Ov3jFXerH/Ov3jF
VOK8s5lLQzxyKCQWR1YVHUbHFV/rQ/zr94xpXetD/vxfvGNK714P9+L94xpUt1jULS3m02WW5jhg
F03qyO6qgBtpgORJA+1T6cSkBD+X/MGivoumg6lbNK1tACDPGWLGNf8AKrWuAFSETeaPNc288Mup
XTQTI6SRcbYAowIK1EPLofGuJ5ItQ1j/AI58v+x/4kM5TJ9JbsnJS0j7I/1Bm71f+K4/h9ziab6y
p2mm3rXE7+kVRnJVm2qKnxx7JhKHGZCuKq+1GWBkRSvq+n3cksEkcZdYz8dKVG47dcxIaLJHLA1s
JD7w3ZjY2WyAjSpweoBqMt7Y/vP839bDT/3ZUdG6J8m/WcnH/EI+/wD3xYYv71B3V3aW+pz/AFia
OHkaL6jBak9hUjI9jD99L+r+phq5gczW6K1h0e3tXRgyMaqwNQRQdKZrNR/ef536XKkbiEw00/B/
s/6Zu+0/7+Hw+9r0n0FM3ubeNiryorAVIZgDT6czwCkzA5ljvmDXLWa29FFYqJFrIRt14jiBU9T1
y/HDh3LjSPjHghz5/JJuBzIdfS+e2lgZFlHEuOSbg1H0ZVDPCfItksMo7kLOBy1rpv0jxDV2JpTv
gtlwem3GJlNCCD4HFjTXA43uz8P08Vjny6prY+X5Z1jlmkWOGT7IB+M16UqKb5VPKBs3YtIZbnkh
tfi0/TOFrGHlupFL+oWACqSQNqb9MgMpLttF2VGfqPIH5oCHT3+rC4Lg8vip7H38a9shbuzkAPCA
jI7eIW6SCUNKxIMIBqAO9emBqMzdVsgZ7jRNRSTSr1E9eQbWV0PTZ/Axk05f6yE0yBIOxaiQdikW
o2nnLylW80ydtW0SP4pbG4JeWFe/F/tFV8R07r3yoiUeW4aTYTLSvzH0G8gkFxdQWV2rfDHKx4Fd
qHnQA/LLTON83IzwhCdCXEEg81+eU1m7t/Lnl+Un67IkFzfKCBRyFKx1oafzHwymeS9g4xl0DPLT
S7TTrWCzhj9O2gQLGlO1OvuT1rl4FCm6J22UL1I+Z4Dam9OlfbJN+Mmt0hu7krc+jw+EkDlv9NNs
k58Iem1kiaaLW5ku5XjkRawBQOJPfmT0AxteOQIqq6sfnAqGHQ/RhDsIGw9h0jSJ4NNso4tSuVhi
hiVIuNsQFVAAtTDy6bda5TTxGT6j704f7DfI4DyYJLrH/HPk+a/8SGcpk+kt2TkiNEs/TtY5n+06
jiPAUzp8NSxQB6RH3OJjhRJ72F+b/MvnS08z3FnprXMWjRxwi6vF0m4nWAyPH8UDqHF0wXn6lKBQ
y0DMrkWtrVrr35qXOraFz09LfT7qe3TUg0LD0+dhBczhw1GVFf10Rgf7yisduLKs91O2M1nMsY/e
FTQeOYWt03iRJH1AJvZg+u+YJNB8tzX8IBuaelbhunqO1AT/AKoqfoyzQacZdLCJ5WfvLqddqzp4
ymOfT3l5VLYyXUA1TVmvTLMk800zxOVagX6uRIQRxkduNe3h3zdRqPpjVPJSxmY8TLx2bJNf6Xfu
KZaDqF/oeo2MQ+snSbv0VmFxG0cazSqC/p1/kY9e4+g5g9oaSGaBO3HHcfBztDqMmnyRj6vDlQNj
az3e77fte1W3+8k3yb/iOa/tH+/h8Pvev0/93L8dGMy6pZQy8K+oy9Qo5AHwObkzDLTdk5pgSoD+
srQXNvcbo1D1KkUIriJBx9RoMuM3IbeXJXCGu477ZJxpxiKo3tuiROtZJHX1JJF4ANQqoofs7bbt
X3zW49AYZLEvS5MtVcKpRRYgj81LMRRCDQA16nNkbcQAI3RYbX61znYKYxyjDEAE/T4ZXlJrZu08
Y8VldqOuSDV106WBUtJErK8gJZlL8AylTtTrvmPiINj+IOynjjwWUvnjjEr+lVowTwr1I7Zli6dR
wji8kfperNDEq3KF4wAY1NCyH6fnlc8d7uVHL4cjG+IeSUa7q+mamRJFEVuY/hEtTRkqdqU98rqn
odFjzQ+oVE+e6FtZmYBPUJToVrUAA+GBy5xrekwMELcow3qRnau61/jkXGJsboSHyx5ZjtLi41DT
oi7W8kcrlnf00YEsUqTQgftLv4ZXKEebRlgDKosTt9EtJbRbuzl1rQ1niFxYerOOEsTNx5KFZmDA
UbgzA0I7ZqO0O0YafFxnY7UCfqFi686boabilQN1z8nnmqaDqFpcOrxvITJwiYIf3pLUXgF5VLda
dczscsGXD4uHLCcdrHKQvvjzdONRkGcYZ45xkbqXOO39L3fqZL+Uln5fudcjnurqRNUt2MlhbBOU
UoCNy5NQ0K9e2HDRNuaYyEqIerav510L6++ipIZtWgCSHT4FaSajgUARRTpvSvTLZZ4xNdXLxaHI
IeKR6D16LNPvbS5t49QgdgGBHpSKy1AajoykKyMrLTr1FKZi6iM81cP0ft+HJjlxyvh6JbeJFz5V
WtSE8QD882UbrdzcZNMPS8bVNVewfa2spma7boGpIREny25H5ZWJcRruWMzOXD3fgKmqXFk169va
/EsCD15K1HJiSB8+O58MtEt6c7TZSZEHo9t01lbTrVlIKmGMgjcEFRlZeSyfUferv9hvkcB5MEo1
NA9oyHozIpp7uM5Yxvbvr727JyThVCgKBQAUAzqQKaXnt15+1G4/NuDyvp0sEWh6RambzLdTClbi
6HCztY5GookLMr0B+IVHbCmnoWKHYq8+8+eXLjVtGvLOzXlcwyG4gj/mKsSVHuVY098lgyRw4wT9
PEftJdN2npJZ4SjH6uY+DzTVfNdnPpA0mOxe2Kwx20rsxJX03jdzwPesXGlR4+2Z0MZvit53UdoR
li8LhMdgPlX6qRFjcv5l1C0t4bd44Le59eV2d3RIVoI0+JiAxVafCB8sxdZljgxkk7kUPe5GnkdX
kjEAgRlxHuAHIPZASNMuypoQjkEePDNZ2l/fw+H3vZ9ngHY/znnka3CSRrFFzVvtGle4r3FNs2T1
5IINlNpFCKOMZc1AotKj33IwOKN2U6Vc6adNj+ttAJgxQmRgjFa9TXvTvjxSdJqNEDM8MdvIIPWP
qNpGZWn5wCjxvG32iRUKOJ3rlwlYsuv0+nyeLwQFnzHL+xK4NeWUMTbldjx+KtT2rsMfEdhLsKiP
X9iEubvU6CX1uA3KhQtKf5+OQ4y7LH2fpwK4b+f4+SL0/W7WZKXbJDIlKOxAVq9xXpk4ydTreyJw
N4rlE9OoTif0Vg9SOp4oWbkQFqN9j4ZKy6mOO5CO7BzqV7eQerPcjaSiwL8JFRWop2HTfKiSXucW
hxYTUI9OaYJe+rZwWvBFEHI81HxtzNfiPt2yNIOOpGXeidNsXBkmU8ggq/ToTt13OAlry5OQZLYX
tslk0LJVyDU0FCSQQKihyLrcuORlbcZUjiaGo3X2xUhg11Da2Uc8skTWFlaSRWtk8w427i4duMdu
7MQeLjiUFKHt0r5x2r2dqM+M5geIHJKoAchHiHP4cvPvdhi1MI5OEijX1fL8WutpZ4Lme4tJfTvt
PjSRkYN8ImLoj8WHE/FGy9f40wNDptTp8UdTHhEeP/O58JHLkeVd+9NmXJjnI4zd18O9gn5fT2b+
ZZLy7nnXVWLT2TRLEInkfm1x6tRRQUJ4hQPo2zudXmlhgZR59PeTW/7HAxmM+dX8eVbV+m2czJ5d
s7kaukEcesXDMyvGsf1mWVEMjJHxJLycUP2d9jnOxjmMwJSkN7JNgC/4unw5ObPVSOPhu49I39ib
w8hpUAtovQ2WsVACoIqwIP7QJ3987Ls2ZOKpb8Jq+/uPxaokE2eqWanq9hYWpmvpkWSIV4VBkqRs
AvWpzOlIAW2yPAOL+F5xpnmLUlN2llaetd3kzTPJu1A3biPDfeuYkMh3oblwcOeQvhFklfb+X9Sn
9SS/uGjWVy8kKNUsx6k0+EZZHDI8y5mHQZJ/WaB6PpTS40i0yzjQURII1UewQAZY6DJ9R96Jb7J+
RwHkwSbVWK2LsOqlCPoYZysjQtuyckVqeqTW/l+71SytnvZ4LWW4t7OMEvNJHGXWJQKnkzDiM6iE
+KIl3i2kPljW7m/0/wDLuGLWdA1q38z6t5ht9V1vVLmy9KCSYyPxiickE0U/AhXry7ZJk+hn/NTy
7baTBqGq21/pE11K0VppV9bMl/MUZFZorZDI7geqDt2rhYsj07XdG1OKeXT72G7itmMc0kLh1VgK
ncbdMBIAsqltjM9xdNIiFvULsAKDbl7keOYtHPphXUn/AHRYYY+syvklFz5S0jWbyS9lsre59Ull
eqhzxPEk0IJ3BGPZ/HikQZ3Gthf6GvWdmY8krlGN+79iZv5dENpDa6dZx2sMbFjGgRASe/wnrmHn
0OXJPiMgd/P9TfHDCERGFRHkP2LldW0y9p+wsinuKqpBzI7QleaHw+9v0mE45AHvDE7LncK83wgd
wKKOnYDNmXfZKjsiBJ+6KUFCQ3Km+3vi11vbV5Jpv6NI3+tCn0mp/CmKcYnx/wBFIX1MGzFiy1/e
+qshNaALTiBT6euTvZyhpf3vig/w1Xx5pxZ38X6MECxglqnn86EHfvkKaMmI8d2sRYmRyz8SFqgp
XkagU9tsUkljuqC6+tEgj6v2G3hvkg7HDw8PmnSXdz/gerqZA0hgVt/hjB2O1OlKZO9nSHTw/lHb
b08Xx/G6W2dta/UhKZP3p5EDpuv7ND1yDtsk5cVVs299BChST1QXUjnFFLJSu1aorZEyppyTETv9
xS4a/e6ehtraxvbmxdSpka3dJIy3cFgVcV3oVH05jZpyIIF7hwtRqJSldH5EJhpn5h6TbiOLUZZo
ZFWjiSFq1r9qqgdv8nK9NMwxxjM+oBxhmHDuKl82TaRruh6jcrJZahFMxNfSDFZKf6rEN19syhMH
kk5ARQSfWvOGm6dqMoSwuJE5rHcSuBHCkhpMjxP8dJKoDuBmJ2f2BHJM6zAfqErgb39VSIH8Jsed
/G3Sa72hhhy+BkgajIAzP07xuIve+flXPol9958urmGW8ezYaRG8QlFxcqiBjSOvGtXJ41JXvvlY
9nYZtRIz1AlXqGKIPCJVtxfEbihug9sakRBhpiI8jOUoja9+EdRX0kEh5sl0dL1p5rCTl9TndYXP
cIxWjDbqNj0yrLp5ShwZRRI3/Z+h2UZgSuPJlDfmvbaKJTb6PFBdTzNPJcRyH0XupkLF3SDiZeRb
4+Vd/HfMDH4sTI3YIEd470L8/i77RdlY9SB6hf1cMTvVgG+gPkmY87LpOliSe9k1XUr1Vmjt2iEE
cAYdKcUYLXs3xfrzYaOMMUaiboAV0HX5+fVw9VqBf0CFEj6uK6PMnl8tmLWd6dc1GWTW79YLbZ5B
svKhAVE2zKjMy2kdnGhmlMcMpVDuZXFqnliCBbXT5Y0HTjHWpPj0qT7nMiM4DYOww5ccdgQhqIHY
K4dv2gDU9e+XW7UZBLk960//AHgtv+MSf8RGVF4fJ9R96s32T8sieTBJdY/450v+x/4kM5TJ9Jbs
nJvQ7hkjEZ3j4g08DQZ0ZzDHgxyPcB9jh4bMiGtd0Tyx5otI7HVYkvILW4juo4i7oVngaqN8BVtj
X2OW4sscg9Jum66R17b6M91bXd7FA91biRbSaVVaSMSgLIIyQSvNQA1OuJyxBAsWVJpCXr2rWd5L
bxLG0/xTyBQrSMqhAXI3NFUDfsM1/amWUfR5LAiUSUrsoopbYxTLI0cscsbelQsOYKGlfZjmVoZi
OlgTy3+8teOAlKQuiRSDu9B8u3MJsZ/rcsSNC4SWkjrJbtyRuTk13A2yjTaXGc85wlxGY3DnnJww
jHiiODkbUNM8o+V9E1W31SCO6huYvU4txiXn6oHMEgcqHiO+ZP5jFHbiDCcCTxGQ3TiMCPRb5VBV
Ujl48tiRxJBOY+u/vofD723FISy2DdyH6GAWdxepaiYLILY/tgHhX7PXp7Zti9HkhEyra2pLqdp0
dZeKL1XfffcYpEABVLrm752x4xsWQkvKKkcaDantiiGOpc0vkhtYbWC5S8ieRzQ2qn409zU1wuQJ
SMjExPvVbPVJ/rHplB6XZt+w+7fAQwyYBV9UymuPRRAQEWReaUpupJFdvlgceMLKU6he26ujf3ig
1dakVAPSvauSAcvFjKb+S55dS0zWdPjRlt68rbc7NID+75nw4r27nJ1s6ftmMcObFlJ9XX4da+JS
J4ri1uGimQxyJsyEbg9cg7mM4ziJRNgo6xmdqh+nQHpgaskQntxpt3FHDDKWjNzGrxmNhz4t037H
IHd13iRnddFtn5a8s2yzNcacJ76UArPOfWO/UkyczU5Dww4xxWbHJJdR8jeW9SmdIIW0+4NeMsJo
tQO8R2p/q0yMsIK5NKKthev6L5m0+zT6wbmXTVPwtISVR60rxqeFfHvksefLp5Xjk6/tTszDlAhP
95Hn7iklxdrLpgsgGLMxeV3o1NmVVjFNhRyd677jB/KGQ6g5iI8XCI7Xy57717vLZxcGihiweBC+
DiMu+ie78c90FBCsMYRSWFSSW3JJNd8x8+Y5JmR6uRjgIignGr66L6S0eCyg05rNAqG1BQsQahiS
TuOx6++VTqQoht4yOWyBure4hcGf+8kHM1NTuep98Jx8AAqm3UYpwI4+Z3ej+UPLWmjSbeeWBHuZ
kEjyuvM0c1XjXp8NMy8WMAW5mDHGMQSNyib6HSYYplnto2YECNwF4qa9SADXLuAdzsMeDiIoD5JV
GYStYVCJ/KABT6BkwKc4YxHYB73p/wDvBbf8Yk/4iMoLw2T6j71WQ0jY+AP6sWsvM73zPq13bPAz
Igf9pFoQQajqTmFHQ4wdxbg4O0yJgzAlDqHWvmfU7dVCmNiqhSzL1p32OX5cUZwED9MeTTLWkZJS
gKiehdb65qD3ICemrzuKlgaVJ+fTfI6bBHDxcP8AE1nVTmRyVLrzDeXdvb3Y+EBzHxli9Ng4SOQ7
B3qv7wCviCMw9Np8cqmLuJ/UXadq48umkIylGXEOnvpF6tq2p2IW1E1vcQzxhxJGK/a69/bMvUaa
OU3JwJaieIcIIIKXW/me/tWRE4EtyCgqT03PQjJDTx8Lw/4Q3aYZpxnlHDUBvfmqW2s6jdagiho0
kuXVC7CijkQK9cjp9PHDIyjzLi/mZ5CAa3KFtfOGo6xothqLxrAJ/U/0ZhSWNopGjIkFdq8eQ9jl
MtBjJs25Op1GSFCwUQ3mbUmtZbYiMpMrK54mtGFD3zJzYhkkJHmHHw6/Jj5VztLVmdbIWS0EAqKU
FaE1pX+PXLuMuce39QZcXpv3ft/YuNvZ3Jhiig9P0o2MhU1Z+Kl2pUqK7bVP04eMuRDt/USkBGhf
O1OF7b6hFJaEvaXsZlj9QKHpyaP4lVpOJ+CvFjyH7QVqgPEV1PbeohMXwn4ftQP6IsOYfgaj/KO/
44+IV/0Uav8Ao/JVWxtl6Kf+CP8AXHjLA+0uq/o/Jc9taLDNLKrmOCN5XEYZ3KoCxCICOR9seMs8
Pb+qnKriPgitEl0+0Vbs2HrQ31sOVteLwlRZACVdSX4OOhGJmUant3UiXCSNt9tl1he3OnWMdnYF
YIkk5swUFmBJJDE1r2HyyQylpHa4yzlk1A4zw0ANhfz2+C3UZxqEgluIo/UHV0BUntuQd8ByEtOm
7a1GEVE7eagUgt7S6u2hlljs4jM8VujTTMAyrSOPkvI1avXpXBxlzcPbmpySq4j4JhPcywXQ4S+u
I1X0ZHDAhCoKgo5qpANCp6HbBxFoy9sZ4kx9Pyak1W5cgsF+EUAof648Rah21mH835ftaXU51NQq
V8aH+uPEV/lrP5fJB695tGlaRLe3ltJd2/qRQPb28XqswnfgS3JkRVA7uwBNF74LbtP2jmyki4j4
JNN5L8v/AFx29OQRcyfTUsg416cWHJfkdxlXhBxZdoZBKjXNV1Tyr5evLxp4bY2sZAAiibiuwpWl
O+E4wVy9pzMvSAAhD5J0SnSX58/7MHhBr/lLL5Jhp/5d6De8nubmWNVeKFCzqzFpSVXZinwrSpyc
NPxlyceuy5NyR0/HNMkjNkq2iUpagRKwJ39P4QainhkhIgUyHbmoj6fTt5KE1tBMCJU5A9d2/rku
MtkfaPVDlw/JSTTrNBRUoOvU/wBcfELM+0+qP835fte0WaMlpAjfaWNVPzCgYGyRskrpv7mT/VP6
sWJ5PJ7GG2llYXEvpRhS1fEjoN8i6TT44Sl6zwik70bS7EWSXVyqu8lSOf2QK0AodsLkabTcQ2Fl
Mxpmnf8ALNH/AMCMW3wo9yC13UfL2lWwuNUMainGJWUM7U/ZRevfKsuaMB6i3YtIcpoC0Ymn6cyK
wtYwGAIBRe++WBpOKPcEx0rQdHmshJLaRs7PICaU2WRlHT2GFuxYYGPL8Wiv8NaDUH6lHUfP+uGm
X5bH3LpPL2jSGslqrt05MWJp8ycaScEDzC0+WNBP/HlH+P8AXGkflsfcp23l3Q3hRmso679j4/PB
SI6fHXIKo8t6EpBFnGCvQ7/1w0y/L4+5tvL+iSt6j2qSMf2ySxP0k740p08DzCyTy3oQjY/UoxQE
9PDfxwUg6fH3Kdt5b0N7WFns0LMilm3BJIHgcaRHT46GysvlzQ0PJbSNSNwwqCPprhpkNPDuc3lz
Q5GLtaI7PuWJJJ961xpTp4Hoo3PlzQo7eWQWSckRmHXqB88FMZafGByVR5Z0Ef8AHlH+J/jhpP5b
H3Lo/LuiRuHS0RXXowqCPxxpI08B0Wv5a0J25NZoWJqTVqk+++CkHTYz0UL3y9okVnI6WcYZV+E0
JPh3xYz0+MDkrjyzoI6WUf01P6zjTL8tj7l8fl/RonDx2qI42DLUH8DhpIwQHILP8NaD/wAsUf4/
1xpH5bH3Kdx5c0NFDLZR15ovfozhT38MFIlp8fcqf4a0H/lij+4/1w0n8tj7l8fl/RouRjtlj5gq
xUsKg9RsemCkjBAcgsHlnQR/x5R/j/XDSPy2PuSTzV5Y06HTnvbOP0ZIePNQTxZSadDXffAQ42q0
0RHijtTEpobZLSGRJOU719RP5QOmBw8kIDHEg3I8w9Zi/uk/1R+rJO7HJ0390/8Aqn9WKnk8rl0s
xaZFftPERM3FYASZNqgkintkXQnFUBKxuyHTFh/Q8AmoI+NTU0G7H5YQ7PRmYA4PqRV5dwWVjPdy
mkNvG0rkfyovI/qyM5cIJPRmImUq6kvB9a1u+8z3rXk0/oxO/GKAbhEHRKnj9/fOZ1GcznZG71em
wDHDhD3q0gEFpDADURRqlak14gDqc6aAoAPJzNklO9E/45yf8ZJv+TrZMNuH6fn96OxbVGzA+rrT
bqfvJ8MVVsVULD/eOE+Kg9Kdd+mLGHIL5o+YFX4oN39x88WSnbAF3ZK+n0qSTWm3evQ1xVWl/un/
ANU/qxQeSnYkNZW5HQxoR/wIxRDkG7iNWALBmC/srTv38dvbFkp2ZFZQFKUI+A9fn9IxVfff7xXH
/GJ/f9k4sZ/SVbFko3JZikSdWPxGlaDFV1s/OBDQL24jelNsVUtS/wB4Zvl/H2xLDJ9JROLNCXEZ
a6X916gK0O5Wm5PWmKq1r6fpkIvCjHkvX4jud++5xVbeCsK/8ZYv+Tq4sZ8vl96viyQl0ZJZREqe
oi7yLWhO2wPbv/n1CqIilEi8gKEGhBxVK/N3/KO3m9Nk9v8Adi4C4+r/ALsvMsDo3sUX92nb4Rt9
GSejDpf7p/8AVP6sVPJ47kXnGX6ZHbvpNvFMVIIrxJpvUnCC7bS5ZYwDE0UZIbeWIxl1KMKbEZXk
xicTE9WyGWpcXVib/lv5XfUIrtQIxHIJDFGwEbEHlxKGtAfama6HZxjLeVxdke1CYEdWX+pH/MPv
GbV1Vppocyfo5eTAH1JtiR09Z6Yhvwn0/P70ebiAUrIorsKsMLbxBTgaGKJYzIlamlCBWpJxWwvN
zbAVMqAHoSwxXiCGsbq0WziHrIPh2qwrT8MDCEhQ3XXE9vIoVbiMCtSOYU/fvhZcY7247q3U0a5i
4gbLzX+AWmK8Y710l5aem37+PoejL4fPFBmO9S0+7tRYWwaaMMIkqOS9eI98CMchwjfovluLZiGS
4jDL/ljceGFlxjvdFPaqWZriMs9OXxim3hivGO9be3dobOceum8bjZhX7J98WM5Cjur/AFy0/wB/
x/8ABL/XFlxjvUpJNOkbk8sZNKfbHTf398V4x3ugmsol/v4+R6nmPHbvivGO9T1G8tPqM1JoyeOw
DD+uBhkmOE7on65af7/j/wCCX+uFnxjvUZLiEtyjukBpTiXWnz74rxjvXQ3FpGprPEWYlmIZRUn6
cV4x3rLu8tPSX9/H/eRftD/fi4GMpiuat9cs/wDf8f8Awa/1wsuMd6k89uJDJHcRgt9oF13p774r
xjvXQ3FpGlDcxsx3ZuSip+/FeMd6W+arq2bQLtUlRmIUBQwr9tfDAWjVSHhl5tgdI9ijp6a06UH6
sk9GELqN28DWsagcbmR4nJ6gCCSWo96xjFTyeTENyUggKK8x47bU+nAHUafJhjjmJi5kDh8u9muj
f8cy3/1f4nFvw/QESyxAEsooeu1cWylqm3Y0ABPQbYppf6cf8o+4YopNNCiibTlYotfUmFaDoJnA
xDfgA4fn96Okitgp5onHvVQcLbwhbHHZybpGh/2IHf3GK8IXNbWzfaiQ06VUYrwhDabb2x0+Eekl
CoqOIocAYY4jhCIaK0jWpjRVr/KBucLPhDSfVZKhVUnuKAGnyOK0FzQQlCCgoRTYDFeEKGmxRHTr
UlFJMMdTQfyjFhjHpHuVxHb1KBFqO1B/n3xZ0FJk08ScWjj5n/IHv3p7Yo4R3KWpWlt+j7oiGMN6
UlDxUb8T3wMMkRwnboifqlpSnoR08OK/0ws+EdzXoWbuy+khZKA1QdxUdRivCO5r6vZGQoYUL05H
4B0rTrTFeEdyhqFpaCymIhjBC9eI/pgYTiOE7In6paf75j/4Ef0ws+EdzUcNoVJSJAO/wgdN/DFP
CFo+oynhxRj1oV/qMV4QpX1vbJChESLSaEA0UfalUeGBhOIA+I+9F+jF/Iv3DCzoLAtsU9QKvCla
0HQYrQaQ2rkhVUkdRxp+sYrQSzzYka+X7tlQVonQeLqMBcfVD92WAyT6a2lxRLAy6gjnnOD8LISS
KivXfwwOpMo8AFep6Xp900z3UZAC20qxIR1IMEclT9MhyTvxySzU7+7ku9LRtNuIgblxzdrcqK2s
434zMfwwKeRYFZW8M8jpLKIaIWVm6VFNsXR6fFGZIkeHZlmjf8cy3/1f4nFy8P0BFOgcUJI+X3Yt
q1fjmLdk2HhXvilUxQmmgU/Ri0/37P8A8n3whuwfT8T96JvKemu9GLAIaV3PzxblkKuLs+rXnxqC
KcaDbt/rfh8iVUViqG00UsIB4KMWGP6QuuUYtGwXmqk8l+ffofwxZtWzGSWRyvGh40267Aj/AIUY
qqzf3L/6p/Vig8lHTP8Ajm2n/GGP/iIxY4/pHuXrX6y3h8Xj4JizU4gPqjMQPUarGo6t+zt49MVa
vK/oietSfq7V8fsHEsMn0n3ImM1jQ+IH6sWQU4q/WZ/D4adfDFLv+Pz/AJ5+J/m8MVWamSLCem54
7ffiWGT6SicWahAvKJg3Q8a/8AvWuKrY6SyI0f8AdRgqG7ncHb/gRirWpitsm1f39ufDpOmLXk5f
EfeisWxDQBDZqJSAu9TUj9rbfrirQ9UXMQlCioIBSvYdDXFUD5vr/h27p4J0/wCMi4C42r/uz+Or
zPA6R6Lpt/dR3mqqmm3Myi6QCRGt6GlrAK/HMrfhhekHII3WATPpu1QLiSv/AEiT4lTyLy3A82y/
SLhF06BSr1C9VRmHU9wMXZYZekIv61H/ACyf8i5P+acLZxBpZ4UFAsnv+7kPt/LivG39ajrThJ41
9N6fqxXiTLRL+Maeq+nMx9SbcRORvKx60pti3YZ+nr16eaLkvoJUKNFcL4H0ZK19vhOFs8QefyLo
54kct6c7tSnJo26fcMU8fvXnUIxX9zPt4ROf1DFePyPyQunalGLKIejOaClRC5HU9wMDXjyChsfk
if0nF/vm4/5Eyf0ws/EHcfktjv4UWghuKeJhk/5pxXxB3H5Nvfo0bgQz9Dt6Tjt22xUz25H5KGna
jEun2qmGc0iQVEMhGyjwGBjjyDhGx5dysL+ASFxFcEn/AIpkp2/yfbCy8Qdx+RWNNaVNEuOLV5Ks
MoG/X9nFPiDz+Ravb6BrG4T0pxWN1A9GTupH8tMDCcxwnn8lWDUIfQSsc4IUbejL4ey4WQyCuvyL
vrsCMXEc7GQVNIZdqbfy7Yp8QefyLQvYTKJPSuOVONDFIB1r4Yo8Qdx+SjqN9HJYzKI5weNamJxS
hB7imBjkmDE8/ki/ryUr6U3y9Nv6YWfH71MXEQQoIpyCRX921dqDuPAYrx+RajeIUNbgAfsFHpt8
lxTxLdQuo/QUBZK+tCf7t+0yeK4GGSW3xH3on63Ht8Mm/wDxW+34YWfEpiS39L0SspXxMcnff+XF
eINRyQRgMfWbbblHISP+FxXiCA82SBvL94FDVonVSP21J3I8MBaNUf3Zea4HSPUtHB+sakSOtyhH
/SJBhD0g5BMJf7p/9U/qwoPJ47kXnGaaOQdMt6fy/qOF2eH6Qii9HC069/v/AKYtrmfiyr1LfqxV
diqaaB/xzF/4yz/8n3whuwfT8T95RvqfvjHT9nkD9NMW5YZ2q3FK8SQftdR8lOKqw6eHtiqG0wk2
MNRTan3EjEMMf0hWWTlI6U+xTfxrizaMw9YRAVPVj4D/ADOKrpv7p/8AVP6sUHkoaZ/xzbT/AIwx
/wDERixx/SPcq+sPjJGyCvzAqO/yxZqZuiq8inQkUHLqtagfCB2xV2o76fcilf3T7f7E4sMn0n3K
0P8AdJ/qj9WLIclqzArIzDiIywPyXvilZ9aIZeUZCPsj9fvp/n9GKrdTJGnz068DT59sSwyfSUTi
zWJKGQuRQD5nalR298VU1uqlOSEK/wBk9e4G9Pn/AJjfFVuof7zr/wAZoP8Ak8mLDJy+I+9XlkWN
C7VIHYdT9+LNTW5FSHUpty6E7b0+nbpirluQSKqVVjRG8d6frxVL/Nn/ACj15vT4V/4muAuPqv7s
vMcDo3sURrGh9h+rJPRjk6b+5f8A1T+rFTyeO5F5xmei0/RdvT+U/rOLs8P0BEsP3w+j9TYW1SkJ
+MsCK7LXYChp1pXfFKIVuQrQj2PXFCbaH/xzk2p+8m/5OvhDfh+n5/eiaf6ZX/iv/jbFtUCsQ9Ui
ZkYMx4g8Qdye/XwqMVRcTFo0Y9WUHpTqPDFVDTDWwgNa1WtT74hhj+kL4h/pE/vx/VizQqKgiLmY
pM32lDU36fZNab7n8e+KoxixtiW2YpVh03p74oPJZp/+8FttT90m3h8IxRD6Q3Co5SA7g1r17u+L
JbIitPFEAOKVkYb1r2Nfn1+eKu1IkaddEGhEMm4/1TiwyfSfcrQ/3Sf6o/ViyHJRj+GK4NK/G5oQ
TX6MUodI0X0jyDlm+KI70DGu/wAj498VVtUJFhNty2G30jEsMn0lFYs0NFFzt2Tx40rWmyL2xVpF
la4USkNwG3Hptvv03+ycVa1QkWyEGn+kWw++dBi15eXxH3hETPEsZMlCvgabkb98WxDKfUPqyMAx
4kRBugU1PQ77V/z2CrbOhS2QMC6stVB8BQ/rxVCea1B8v3gP8qn7nU4C4+q/uy86uRYiKIW5dpKV
lLdK+A2wOry+Fwjgu+r1mL+6T/VH6sk7scnTU9J69OJr92Knk8dyLzjMdG9QaZb0UdD1JG1T7HF2
WH6Aiq3Fa+mlfHmf+acLZZcfXYUaKMg9QXJ/41xWy3yuP5E/4M/804p3TTRnu/0evCKMjnLSshG/
qtXohxbsJPD8/vRjG9DclgiJ6EmRgaf8izhbbl3fj5LXS5LFvq0DMaGpkNajp/us+GK3Lu/HybeT
UwBwt4WP7XKZxT5UiOKCZdw+f7ENYS6l9QhMcEDfCKVmYV+6I4GEDLhGw+f7FdW1EEsbaAM32iJm
3A6b+kMLO5dw+f7GmW9ZuRtbcsCCGMrVqOn+6sVuXcPn+xuWTUfSesEIHE1/fN4e8eKCZVyHz/Yp
WT6gLGAJDDT0k4kzN04ilaR4EQMuEbD5/sVg2oAki3gBPUiVt/8AklhZXLuHz/YtLamH5La29Tsz
es4NO3+6cUXPuHz/AGIfUZdW+oXIa2gCek9SJ3JpxPb0R+vAwyGfCdhy7/2K6S6t6Scba36dDcP0
7f7pwsgZ1yHz/Y2X1VT8Frb0O5PruN/+ROKbn3D5/sW/7kg/JbO22NQ3rMDv1P8Ac4rc+4fP9ijq
Euq/UpedvAq8dyJ2PU+8S/rwFhMzrkPn+xEerrH/ACy2/t/pD/8AVHCzufcPn+xuNtTUEfVbdd+i
zPT/AJMjFQZ9w+f7HE6ipLJa2/Nqcj6zAmniREcUky7h8/2IXUX1NrZBJBAg9e3NRM53E6FRvEvU
4GvIZVuBzHXzHki2bUGFGt4GHgZWP/MrC2XLuHz/AGNBbxSCtrbgjoRK3/VLFbl3D5/scovUNUtb
dT7SsOv/ADyxW5dw+f7Et8zyXn6Cu/ViiWMqoLLKzHdxTYovf3wFo1JPhm/x9jAZNPuo7GK+ZKW0
zMkb1G5Xrt9+B1BxkREuhesxf3Sf6o/VknoBydMSInI6hT+rFTyeO5F5xmeiknS7eop8PT6Thdnh
+gIh3l5MFAAUV5NUD76YtzmkYwF1oG+/vTFVXFCa6Ga6cv8Axkm/5PPhDfh+n5/erGa4ILhQgDcQ
HqK/FQH6a/7eLa3JPLxZ0AVEXkS1QDtXv28cVVo2LIC32uhp0qNtsVQ+lCmnw7UqK0+ZJ74hhj+k
OaedYzMwCoK/Aag7fMfj+GLNdLJcoWaiiMH4QTuf119umKqjNzty1KckrT5jFB5KWnVGm2ta1EMd
fH7IxY4/pHua9e4URu/FQ7U4moPjQAitdj/TFmva4/0gRggKDR69ST0A/wA/1Yqt1P8A45t3/wAY
ZP8AiJxYZPpPuVVYrbBgCxVKhR1NB0xZDkpiacNGWpxfqp2IBIA27dd+uKWoriWTiQ0dDQEGvKvf
av3Yq3qP+8M3+riWGT6SrTOUjZgKkDYAE/gATizUhLKskSPSsldq7igrtirUN0JpTwZfTFQBtVvc
b/5/qVWanX6slBX9/b7H/jOmLXk5fEfeERO7JEWVSzbAAAnqadBi2KJmmR+D8akDoa05E7/s7bYq
4TXPKIME/eUNAGrTav68VQXmxgvl68J8FH3uowFx9V/dl5s1zcNAtu0jGBCWSMn4QT3AwOl4jVdH
rsX90n+qP1ZJ6EcnS/3T0/lP6sVPJ5VpZ0tWnOoBmX0mEASv94fs1pkXQ4uDfi7mT6MKaXb/AOr/
ABOLnYfoCrKzM3Aq3p9GIHX6ajC3BdJRrc8VI9iN9jiqrihNdDFNNUVr+8mO/vM5whvwfT8/vXuz
SSkyxyekK8UC7H5/5/xqtrc0jysF4SCGlTRSGJFNt/H/AD9lUTFx9NeK8VAoFIpQDbpiqhp21hCe
tF7Yhhj+kKfqszl5YpOK7ogUnp8sWa6dlPLnGfV4kCld6dB1q30DFUSgb0wG3NN/HFUPp7BdLtmA
JAgQgDqfgGLDH9I9y1HZpPVmjk5AkKoBoADTpXfx6fwos2pEnQJyoS0ikEVPxe+3SuKr9R5foy65
U5ejJWnT7JxYZPpPuV6+nD8ILcRsB3pizCHjNZhJKkhcmi/CeK1NMVWMgaL0xDwmbbrypv3P2qfR
iqrqYrYTjpVDuMSwyfSVeVyiFgpY7AAe5pizQkYZixkR/VcFQ5WgWvTuen+ffFW3RXQIEIlqfjpu
DWvTr/DFXaqK2qf8xFt/1ER4teXl8R94RE8jRxllQu3ZQK4tijbUD1dXMr7F2Ugd/u6f57DFVRFL
XLuRQLRVPj9HtU4ql/moA+X7wH+Vff8AbXEtOePFAjv/AFvMEbkisQVJG6nqMBDq9bpxhymAkJ11
D2OL+6T/AFR+rC7kcnS/3T/6p/Vip5PHci84y/R45Tp0DCZgpX7IC7bn2xdlhB4Rui/Rnp/vQ3zK
p/TFso97fpTf7/b/AIFf6YrR72jDNWouHA8KJ/zThWj3r7Oe/jg4LduFDPQcI/5z4qcUwlIDn9yt
9b1T/lsb/gI/+acWXHLv+5v63qP/AC1v/wADF/zRivFLv+5xu9S7Xj+3wRf80YrxS7/uQ9ndamLW
Ol4yimw4R7feuLGEpVz+5W+tap/y2t/wEX/NOLLil3/c39b1T/lsb/gIv+acV4pd/wBzhd6l3vH9
vgi/5oxXil3/AHI6ytLoafbkX0iKIkP2YqABR4pi2wgeEb/cp6pdppdsLq91N4oWYIrenGas1SAK
IewyjUamGGPFM7fP7m/Fp55DUTv8EYkNzIqSJeuUYAqQkdCCKg/Zy8GxYazCQPNQ1C2ul0+5Ju3Y
CJyQUj3HE7bLiwnE8J3VorS8ESj66/Qb8I/+acWQia5r2tbs8aXjrQfFRI9z9K4UmJ71Eq6SBH1F
w1fs8Yh1/wBhlEtRCMuEndRCXf8Ac1fWlwbOUG8lYlaU4xUP3JlzGcDXM/Z+pEfVZ6f72TfOkP8A
1TwsuE95+z9SXxalp82pPpkWsNJfoCz26+iWUKaGtI6beGVDNAy4Qd2+WjyiHGeLh79v1KljqWn3
l1cWdrqhuLm1NJ419LkvTwQdK0+e2MMsZEgHcLPS5IREpAgS5Kmpwyi3U+vIf30ApSPvMgr9jt1y
xxcgNc+o+9E/V5tv9Kl29ot/+EwtnCe/7nGGRdzdSAe4jp/xDFeE97f1eWlPrMlfGkf/ADRivCe9
K/NaEeX7wtIzCibELT7a06DAWjVD92XmuB0j2KOvppXrQfqyT0Yam/uZP9U/qxU8nj2RecZnohrp
dv8AI+P8x8cLs8P0BWlVhyZpCCT8Cg0G29Pw3xbgseRuS82K1WooeO9BtT78VV4S5jBfrigtQfYP
+u//ABM4sYqbqy/FJIa1qApNOINeg8BizaL8ixdyjKPsrtv0+nFVeIsYwWNSe/tXb8MUFTs/95o/
l/HAxjyU3YIaGQ+pUVG4WpG23hhZr2UsHcsw49ADQUAriqshJXfr0P0bYoTG5079I+W/qIcxme2R
FkFdjxBB+VRlOpw+LjMO8OdpsnAYy7mKNa2E2i2miag73b6decLya2K8IAA7fGz0qoQ70G1PGmaI
Y4+DHDMk8E6JHTn17q+Ts+MiZnH+KO1pv5Tudau729vJ3UaKapp6qV4FEaisnH9kKNye+Z3Z8ss5
ykT+65RHTn0+DRqhCMQB9fVP7t0l0+4MbK4MT0INRup8M2xddPeJVkYLArHoqgn5AZCcxGJkeQDO
ItAWurvMZOds8KqoKO5SjE/s7MfxzUaLtbxiQY0N6O9bfDz/AGORkwcPmo1iPIlBU78wpWpoTu/u
cz+ISjzv439jV+7vlSOuiH0xySKNHWtdtx45kjlu1ZKo0s1PVE05FnnidrWtJZkHL069Cy9ePuMr
zZhjFkenv7llKnnvl/yfqGmfmFqHmK61CGXSQr3cJj9R5GS8ZwnqALSiUJLAnsflrsWnGPKchl6e
fzt6HV9s4smkGERPEBGz027neQPKl/oPm3UL281CC5trlntrFIOTSS+r6dx6jDjxCrGRWhPz8RpM
Ax5OIyu9h58j9yO0+2MWowxhGJEgRfy6fgPRtQ/3nX/jNB/yeTNw89k5fEfeicWajdWcF0qpMCVR
gwANNx8sWcMhjyVWdFpyIFTQV8T2xYgWlXmwA+XrwH+VT9zqcBcbVf3ZecubM2aBFYXQb94T9krv
/ZgdVI4/DFXx3v7nrURrEh/yR+rJO8HJ0390/wDqn9WKnk8dJApUgVNBXuT2wU6LFp8mS+AE8Is+
5mGgyB9KhoQSvJWA7UY9foxczAbgESY5TIWO/wDKCAQKHbuMW9vjKpdgoJf8Nqb774qqRpwQA9e/
higrYBRD2+N/+JnFAWCOT1C7Dk37OwoPl8WLJdLGXQbAPUEsKGhHcVxUFVAAFB0HTFCjaA/VY/Gm
BjHk50mdfTYClftHcU/z/wA++Fm4xyAOq0o5JLdKVxVVUcVA6nuffFCfWAIsbYHYiJNv9iMLlQ+k
PP8AzRb+YbrWbiT9H3Z9Kn1N7c8o0daDmrBRy5r1DA06ZzGux5p5SRCXw/sczFquAVVstXT3vdAg
tzC1svp0Ns3FT/klwoCg/tEAdc6LS7YwOGtuR/Gx+5w8plI2DurWdjPZaPJFPIssohIeUDjyIU1J
FT3y0knmw4aBRzRtJaBENGKihrT8cjIWKbYGt0EtldyEclWIVry2J6198xAMhqPDQ8z+gM+OXejD
YWpblwGTOjxE3SOIuvRW1ceNB95A75lNc+Ss6K6lHAZWBDKdwQeoOAi2TF9I8v3Fp5hnjdmfS4I1
e0jbdRyZyqnx9MtJT5jNbh0xjmIP0RG3x/Vu1CHq8lfy9oH1DV9SmIb0Q4SyDVoEdFd+Ne32U/2O
T0ul8Ocj0/h93P8AZ8EwhRTnUP7hf+M0H/J5M2CcnL4j73XMN89zA8E6xwIazRlal/auFyISiImx
ZVbmZobeSVUMhRS3pr1NOwwMIRsgclKIxX1rFKyMimjhG+FgRUb4WUrhIhJPPVnp8umJc3JP1i3b
/RFDUBdiK1HegFcF01z1k8OOXCa4hTAnhkRUZ1oriqnxGRefnhlEAkUJcnr8X92nyH6sk78cnTf3
T/6p/Vip5PHSAeoBoaiorvgBdHg1OTEbgeEq9pNNHKqxztArkB3UkADxNCOmBhiPqAurRF3dahb3
DRi9eQClHVzQ9/HFtz8UJmPFavBqUR0ydZrm5GoBgbdg7FCu1Qd+vXFEcg4DZPEgjqeok73Mv0OR
+rFr8WXe4alqAUqLmSh3+0f14o8WXe2NT1Ef8fMv/BnFPiy72jqWoH/j5l/4Nv64o8SXeXfpLUNv
9Jl2/wAtv64r4su8uGo34UKLiQKOgDEYr4ku9v8ASeo/8tMm/wDlHFPiy72v0lqG/wDpMu/+W39c
UeLLvLf6T1Hb/SZdjX7ZxT4su9cNZ1cAAXs4A6ASuKdvHFPjT7z8136c1nf/AE6ffb+8f+uK+PPv
Ll1vWVFBfT02/wB2N2+nFfHn3la2s6uwIa9nZTsVMrkEHsRWmK+NPvPzXHW9ZIA+vXFB0pK4/UcV
8efeXfp3Wv8Alun/AORjf1xXx595aGt6yDX69cfTK5/WcV8afefmppqepo0rC8nrM3JyZG36bdfb
CS5eq7QllEQBw8Ma26+aquuayooL6en/ABkb+uBxPHn3lo61rB631x/yNf8ArivjT7z80TdavdrF
H6Gp3UjsP3oMjgDb54W/NkAA4ZyJ6oV9Y1aQ/HezncNT1HpUGoNK4HHOaZ6lFHVdSFkk36UnM5Yr
6PqNsvid8LkGZGMS4zxXyQ/6d1qgH16fbf8AvG/rgaPHn3lp9b1wowW/nDN0JkegP37YQ5Gl1IGQ
HKZGHUAoee7vLnibqZ5nUUBdmenjTkcBaNRMGZ4STGzV93RbJNJIFDtUIKKPAYsZ5ZTAEjfCKD1+
L+6T/VH6sk78cmLeYPLzrpOpTommo6287rItjSQEIxBDib7XvgIZ2htM8kWkr3kN1cyPJaziIPEF
jDKYY5fst6m/7ynXGnAOgh3lHf4A0n/f9x/wSf8ANGNI/IQ7y7/AGk/7/uP+CT/mjGl/IQ7y7/AG
kf7/ALj/AIJP+aMaX8hDvLv8AaR/v+4/4JP+aMaX8hDvLv8AAGkf7/uP+CT/AJoxpfyEO8u/wBpH
+/7j/gk/5oxpfyEO8u/wBpH+/wC4/wCCT/mjGl/IQ7y7/AGk/wC/7j70/wCaMaX8hDvLv8AaR/v+
4/4JP+aMaX8hDvLv8AaR/v8AuP8Agk/5oxpfyEO8u/wBpH+/7j/gk/5oxpfyEO8u/wAAaT/v+4/4
JP8AmjGl/IQ7ypXHkXTIoi6G7uGFKRRtCGP/ACMCL+ONL+Qh3lCf4Ttf+WDUv+Rlj/1UxT/J8O8/
j4KFh5dtbuxt7oadqSi4iSUKJbIgc1DUqZFr18MV/k+Hefx8EytvIumSxB5Dd27GtYpGhLD/AJFh
1/HGkfkId5Vf8AaT/v8AuP8Agk/5oxpfyEO8u/wBpP8Av+4/4JP+aMaX8hDvLv8AAGkf7/uP+CT/
AJoxpfyEO8u/wBpH+/7j/gk/5oxpfyEO8u/wBpH+/wC4/wCCT/mjGl/IQ7y7/AGkf7/uP+CT/mjG
l/IQ7y7/AABpH+/7j/gk/wCaMaX8hDvLv8AaR/v+4/4JP+aMaX8hDvLv8AaR/v8AuP8Agk/5oxpf
yEO8u/wBpH+/7j/gk/5oxpfyEO8u/wAAaR/v+4/4JP8AmjGl/IQ7y7/AGkf7/uP+CT/mjGl/IQ7y
gdT8kWkT2cNrcyJJdTmIvKFkVQIZJfsr6e/7unXGkjQQ7z+PgifL/l520nTZ3j013a3gdnNhWQko
pJLmb7XviA55LIdV+rfou8+tV+q+hJ6/H7Xp8Dyp70wsQ6z+rfWL70a+p66/Wa9PU9COlPb0+OKo
rFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqg9G+r/oix+rc/q/1eL0fUpz4cBx5U2rTrTEJKMxQ7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYqhbz6t9YsfWr6nrt9Wp09T0JK19vT5Yq7Svq36Ls/qtfqvoR
+hy+16fAca+9MVL/AP/Z
uuid:2669270f-6be9-9743-b951-d62f218f38ae
xmp.did:B0CC8E8123206811822AA51753DB2A62
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:AFCC8E8123206811822AA51753DB2A62
xmp.did:AFCC8E8123206811822AA51753DB2A62
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2A2F7879292068118083A1FE24458C91
2013-07-03T14:23:51+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:B0CC8E8123206811822AA51753DB2A62
2018-11-30T17:08:26+09:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
296.999959
210.001652
Millimeters
Cyan
Magenta
Yellow
Black
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
C=65 M=30 Y=0 K=0
CMYK
PROCESS
65.000000
30.000002
0.000000
0.000000
C=50 M=0 Y=38 K=0
CMYK
PROCESS
50.000000
0.000000
38.000000
0.000000
グレー
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
輝き
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/ExtGState<>/Properties<>/Shading<>/XObject<>>>/Thumb 54 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
13 0 obj
<>stream
HtW͎&
O/0HQ՛ 1|AN?UEs
|բ$,}?}^>o~;}9_Bӟ?ק?|zkwabw~Hh8;n{Ōq}ק~lׯ?^j:s{d
S뗫K_foOsƥ͍l %t{[&pձq&):B}2XJGr5yޞ`F ԉzľKp%qV(
\3^}c@q0[Yb+a^(M& ; ˎv{iW`S?odmL\7;Α Ray-X\b`p=XNA[k},`'Ae3pHS`I .yS%C7Yr;6"