%PDF-1.7
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
alphabet_cursive_hyo_001_green_a4
2019-08-20T12:45:53+09:00
2019-08-20T12:45:53+09:00
2019-08-20T12:45:53+10:00
Adobe Illustrator CC 23.0 (Windows)
256
184
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAuAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A6z3zimlramBWzhV3j/nT
FXdvAfjiru/8MVa2p/nvgVvvhVdBDJPKsUQLSOaKB3PhkoQMjQ5qmA8t602wtSP9kg/W2ZX8n5v5
v3frTwlw8u6qZTEY0WUCvAyR8qHpsGOI0GW6oX7x+teErj5a1MSpE4jSSSvpq0ihm47mgrU0GS/k
7JYBoE+a8LpfLl9E4SWSCN2FVVpFUkAgEgH3IGMuz5xNExHxXhV18oaqVBDRb715E/wywdlZfJPC
Xf4P1X+aL/gj/TH+SsvkvCXf4P1Xxi/4I/0x/krL5Lwl3+D9V/mi/wCCP9Mf5Jy+S8Bd/g/Vv5ov
+CP9Mf5Ky+S8JcfJ+rU6xfQxr+rH+SsvkvCVv+EtX/lj/wCCwfyXl8l4StbyprI2Ean/ACua/wAc
iezM3d9q8JQyaJfSGMQ+lL6m8fCaI8qV6fFv0OVDRzNVRvuI/WilQ+W9aXY2pP8AskP6myX8n5v5
v3frXhKXzQyQStFKpWRDRlPWuYs4GJo80Le+RVramBW+/wDDCru3t44q7w/DFXDFWtqf574Fb74V
dirt/wCmKu+WKu/zGKu/Xirv1Yq7f+uKu7/rxVnWmafpTRwXcFuqswV1O5IJHue2dTg0+KhOMfNt
ACbZmJef6/rF9b+YZIQ5C+rG3EiJQAhBFW4yEDjvudjvQbAcrrtXOOoMb6ju6ee/v+3yFMpbpre3
1ydakjMgV4o0ELV4oGfgG/eukg/3ZuVUEjM7Nml4xF8gK7t66kHv6BmTuhPMUt7KiOgWdorMFLlE
5gsWAlk2Hw7rRfp7bijXymQCPVUOdX7z5eX6mMk3luNblisrdFlt5H/3pk4LtxZQw5ceCqEqRtU7
dN8z5TzEQiLiTz28996oCr8zt5st18k9+2mRyieX6w0xitgFVDMrSEIzjhVf3fxGlNt8lKeQ4wbP
FxUOXq32vbu36d6ejtQXVrbTlt4ZJZ5hHNLPOoJOyniikCteTDjTegxzjLDHwgkmpEn9A+J267Kb
pE3FxLLafWWW5tgpIhgjp6soYDjyXixU1+7v7XTmZR4jxR7gOZ+Fbfo6qh5G1+3srGCOWOS+m+GX
1FZqGjOzF1I+Fdl+zlMjnhCEQQZnnfz59w5cl3RV8mtOH+rvGqKlAoqHkYj4iGNRHT9mvL3y/MMx
vhrl8T+ry5+aTai2oX0ItY1j5mcKkUctfXJqodnUfDRByLH5fTWc848Irnyv6ulk+7e/gi1S2vbz
9Iaijx87WGUBJeYHClvE/EqR0JYmorv2yWPLPxJgi4g875emJUHcsd8uz3C63xYKkMrsI4vSVCfS
VlLg+mnELuvj9+anQTl43kTsKrlYvkOXJjHmzXOjbEp1PT9KWOe7nt1ZlDOx3BJA9j3zDz6fFRnK
PmggMF7/AKs5Zqdv/TFXfqxV368Vd/mcVd88Vdv/AFxV2Ku7jFWux/HArZwq7ufHFWtqe3jirffF
Wu2BW+4wqzez1HSbSzhhW9g/dKFNJFO9NzsfHOqxZcUICPFHYd7aCFC980LAhMLQzN+yFYnvlefX
whG4kEqZJUPNd4JPVFtb+rv8YRq70B/a9s1v8qSu+GNsOJTbzTfOWZ7a0YvTmxiY1A6V+PfpkD2l
I/ww38l4m/8AFWqdOEAUjiEEZpTw3bph/lTJ3R+S8S7/ABdrFP8AdXz4H+uH+VcvkvGVn+K9a2/e
p/wAyP8AKmXyXiLh5r1n/fif8AMf5Uy+XyXiLv8AFes0/vU/4AY/ypl8vkvEXf4r1v8A36n/AAAx
/lTL5fJeIr/8X6xTrF8+B/rkv5Vy+S8Zd/i/WAQf3J9ijf8ANWP8rZe4Lxld/jHV96R29T1PB+vT
+fD/ACtk7o/b+teNSXzJIrmRbK0Du4lZ/TNTIOj1r198gO0N74I87+PevEnVj5ojmQGcwwv+0GYr
3965tcGvhONyIBZiSteajpF3ZzQm8gHqKV3kUUbt1PY5Zly4pwMeKO/mpIYR3Ocq1Ndj+OBW++FX
DFWttvDtirYxVrtgVvvhVE6bBHPqFvDIKxySKr9RsTuMu08BLJEHkSkM2/w7ov8Ayyr97f1zo/yG
H+a2cIQV1b+TLS8gsrqW1t7y5IW2tpZwkshY0ARGYMxJ8Bj+Qw/zV4Qjf8O6L/yyr97f1x/IYf5q
8IaPlzRSCPqw3/ym/ridBh/mrwhB6PoOlS6dFJLB6kjcuTsWrsxHYjMfSaLEcYJFlAiFO6PkS0ad
Lq6srdrUoLlZblUMRk+wHDOOPLtXrmR+Qw/zU8ITH/Dui9fqq/Orf1w/kMP81eEKNro/lu7gWe1j
iuIGJCyxSF0JVirUZWI2YEH3wfkMP81eEKI8vaV+lino/uhCHEdWpyLFa9a9BlH5HF4tVtwo4RaM
/wAO6L/yyr97f1y/8hh/mp4QhbKx8p3/AKv1E2939XcxT+hL6nCQblH4seLDwOH8hh/mrwhFf4d0
X/llX72/rg/IYf5q8IQereX9KSxdoofTcFAGUnoWAPUkdDlGp0OIQ2FcvvQYhFjy5ooAH1YGm1Sz
V/Xl/wCQw/zU8IQFuPI1xqMmmW9zZzalFX1bGO4Vp14/a5RB+Yp32x/IYf5q8ITD/Dui/wDLKv3t
/XH8hh/mrwh3+HNF/wCWVd/dv64/kMP81eEIPTfL+lMs/qQ+oVnkVeRbZVNANjlGn0OIg2L9RQIh
UvtM8r2Fs91fCC0to6epPPL6ca12FXZgBl/5DD/NTwhWj0HQZI1kjt0eNwGRlZipUioIINCDj+Qw
/wA1eELv8O6L/wAsq/e39cP5DD/NXhCDuPL2lDUbRVh4xuJC8YZqEqBTv75jz0OLxI7bbo4QiZdC
0GGJ5ZbdEijUs7lmAVVFSevYZf8AkMP81PCElt9U8hzzJAkUy3EoVo4ZLW9ikdXNFZUkjVmU/wAw
FMP5DD/NXhCbzaT5ZgmggmSGKa5YrbRPJxaRlUuwRS1WIUVNMH5DD/NXhCzUtA0mPT7mSO3CSRxO
6sC1QVUkd8q1GhxDHIgbgFBiFS18u6ObaItbBiUUkktUkj55LHoMPCPT0URCEuk8n2uqQaXcKkd9
cRPPHGfUp6cf2mZ/sqNj9oitMs/IYf5qeEIyDRPL9xBHPbwxywTKJIpY3LI6MKqysGoQQag4PyGH
+avCFT/Dui/8sq/e39cfyGH+avCGH65aw2uqzwQLxiUqVFSftKGP680GsxiGUxjy/Y1kbrNG/wCO
taf8ZV/XkdJ/ex96jmzPzHqE+n6FfXkBVZ4YmMTuKojHZXf/ACEJ5N7DOtbWI2+qeW28yWOi2Mpu
Yrdkvbu7X9699eOWiiq6j996RWSWVx8MZRRsBQKo2b8w4R5si0WFYXiMksMgEha6Z4iqfBAqmg9V
6fEfsq77KtSqzLFUDof/AByoP9l/xM5i6P8Auh+OqA861h9Pv7vXNbsdQsLe4g9fSbSGQcpuK1Nw
LdFZStxdzOyh+LkqEIVq5lJTv8xvMf6J8qtptgTa6nf27Q24BAFtH6ZLO8hPBCFVljqfielOhoqn
PkP0P8IaWIbGTTl9BS1pMjI6yMOUlQ6xsayFjyKivXFUzH/HYb/mHX/iZzH/AMr/AJv6UdUB5rnp
b2Nm8v1e11C7S2u7ivELDweVlL7cfWMQhr1+PbemZCVulzaBAdU1GxlMsESok0sagwRx2sZAgg4K
FZY/iJpWjMRXagVXeV/ML61BNK0caBChRoJPXj4yIGCNIAE9VDUSKpIG2++Ko/V/94JP9aP/AJOL
mPqv7s/D7wgqmoahYadZy3t/cR2lnCKzXEzBI1BNByZqAbmmZCWAaX+hLvSlj0p4p72/urb9Ewwu
sj21hYyqsEvKrMqLErTEv1aQr1amKozzx52it7weXYZI4XvJFs7mcu31getEZXFtEiszOIPstsOb
Kq8iTRVnMKosKKi8EVQFTpxAGw+jFULpn2bn/mIl/wCJZj6flL+sUBjfme9vLjV4ltbuy05fL8kd
5NPqPJkk9eGWIqqK8XFVjkYiTl9ranXMhKP1/wA0QaL5aj1O2tC4lMcVnaycbUVkNF5mYxrEqqCx
5U8OuKpro2oNqOlW160fpPOgZk+KlehKFgjMhO6sVFVocVdc/wDHSs/9WX9S5j5P7yPxQqX99b2N
q1zccvRUqHKI0hAYhalUDHiK7nsN8yEpF5OsdT9S+1e/n9T6+wjs4WgEDR2luzrAONagMGaQKRUc
vHbFUn8tXi+avO+oa29lLHaeXml0nT3nZVpPRGnkWIVfk6uF+KnFQOrMwRVmeq/8cu8/4wSf8QOU
an+6l/VP3IPJp7yCz01bmckRRoleCs7EmgAVEDMxJNAAKnLMf0j3JDzjVNYj1a6v/wBJ+X70a2rG
z0qObTnu47K3kO92JIVuE5sPjO43CoOjOZqi/Pd1q9tpGgeXdAtvq9xqKC0hsDMYmg4xqsTzPFyr
FAoZnVGqxUAck54qzzSLS4s9MtrW4lE00Eao0ihgDxFBTkztsNqsST3xVh3mb/juXP8AsP8Ak2uc
v2j/AH8vh9wapc0Po3/HWtP+Mq/ryrSf3sfeo5s51aWWHTp5IvtgCgI5DcgHY50etyShilKP1Bys
MRKYB5MdttVvgjsXWF4k4wKIRuOvEUGw2zQY+0s5BJlRHL08/sc+WmgCKH2um1bUIpQ0MiyMyhnk
EIUhmAqNxXsMGXtLURI4ZcW3837FjpsZ5iviym2dntonf7bIpb5kVOdNhkZQBPMgOtmKJCF0P/jl
Qf7L/iZynR/3Q/HVgEiub24TWmbhGnCT0xceipdY60NGpy6HNLm7QzxzmN1Dirl0dnDTwMLrel82
q3hS4pOHKOvoqYQeag1ruNuPXBPtDKBKp8jt6eYUaeG1j7Uy8v395dpMbk1KFQvwheta9Mz+ytVk
yiXH0ro0arFGBHCih/x2G/5h1/4mczv8r/m/pcPqgvM1xPFbxxoiyRylhKjoJFIFKVDAjMHtXVZM
Qjwdb6OXpcUZ3xJdBq98lvCiyiKjBCgiAVEHSgAzWx7RzGIuVEnf08h8nJOnhZ2+1dYarqP12G2B
H1b1Ag4xqg418ANslp+0M8swiTceLuRk08BAnrSeav8A7wSf60f/ACcXN9qv7s/D7w6wqmpKrafc
hkWQek54OoZSQpIqpqDktRMxxyI5iJ+5sxgGQB72NWWqXamdiy27MvOqQqC7jYVoM53D2lnN8Uq2
29PV2M9NAVQ+1dNq+oKkUiSiSZxWT90Bxp9kVI9zgydpZxGJErJ5+nksdNAk2PtZFps0s1jDLL/e
OtW2pv8ALOg0mSU8UZS5kOvzRAkQFmmfZuf+YiX/AIlh0/KX9YtQSXzFM6apDIsEUkkCBoZXiR3Q
kmvB2BK9O2antLW5sWThhyrudhpsMJRsuk1S7kJQ3IKCISfFCGBkG/ClNt++UnX5b2n/AA39PXuZ
eBH+b17+ner6Hquo3V6Y7g1j4FvshdwR4DLuzdbmy5OGfKu5jqcMIxsJnc/8dKz/ANWX9S5tsn95
H4/ode1rNzPbWDywGkqlabV6kA7ZV2hmnjxGUPq2b9PASnR5JDHrupmKVpJSJBT0lEY3J6127Zoo
dp5+Eknfp6XOOmhYofahLa6k01p49MjWGGeVriYrEo5zSAc3bbqSPuwZe084l6TY/q/sTHTY63H2
sr1Ik6RdE9TbyV/4A50eoP7mX9U/c6qSva/7zQ/6i/qy3H9I9yhjaa1qZvTHJL6cIZhz9MGgFads
5uPaOfxeGRqNn+F2Z08OGwLPvQ0ssrzLq5MT6hByt4HMS+qIm3NCRUA/LE6/PwGQlvxVXDvXeowQ
4qrp3p/oN5dXdm8lyauJCo247BQe3zzbdl6jJlxkz58X6A4mpxxjKo9zFfM3/Hduf+ef/Jtc1HaP
9/L4fcHClzUNG/461p/xlX9eV6T+9j71HNDfm9+Zl35SmsbfTyRdsBPKjKjRyRszKENVLdUNaFdv
nm71eolGYjDnzPdTvOzuxp6uJkJcIB7rTL8rfzOh86abdvNa/UrzTBELwlw0TCRWpIpovGpjaqnp
4nMnBm4xv0R2p2VLSyiL4hLky7TtYsNRM4tHZ/q7BJS0ckYqyh14mRV5AqwIK1FDlsMglydflwTx
1xdfMH7m9N1bT9TjmlsZfWjt55bWVwrBfWgcpKoLAcuLgqStRUEdsm0qeitx0mE+Af8A4mcxtF/d
D8dUDkxTRfNXm9/MF2NYiso9ArJ9SaBZRccef7ouS7qfgHxgKN+mWxlInls5GSOMekH1+9k975l0
ayvbSyuJnWe9UNa8YZpEdTIkVfURGQfHKgNW25DxwyyRBossekyTiZAbR57juJ5E3yB+SrqOu6Tp
0ttDeXCxzXc8VrbQgM8jyz8vTUIgZqERu3IigCsSaAnJuMuH/HYb/mHX/iZzH/yv+b+lHVA6nd3w
up447qO2t0RfjcAHmatRWJ69O39mZECuTVMmzvQXw6pLaC6bVZVpCY+HpIxJ9SqhVRebMSykACpy
GSUYi23BCc5cPM/JX0rX9I1Z7hNPuPXa19L6xRXUKZ4lnjUlgByMbqxHUAitK5EEEWGc4GJMTzCH
/S+nax5eTUtNl9exuCpgn4ugdVlC8lDhSVNKq3RhuKgg5Rqv7s/D7wwK7zPe6jZaTJd2ETTTQkO8
UY5OyAHkEWh5N4Dvg1RmI3DnbfhETL1Ia18zRR6fB9aIl1GoS4tomDMrkmtK8eVOnwjMaGvjGAs8
U7o1+PubTpiZbbRR8Wv6VLqb6akrfW4zRgY5FQtRjxWUqI2aiMeKsTsfA5njJEmurCWlmIcZHp94
+7n1HTqmGTcdAWUqxQXUjV4rcS7Dc/apmPgNCX9YrEWhRq1y93VAfSUnlFRQSmwrv379cJy7+TkH
GBHfmjbDUBdMylQrD4lpUgr9IHTJ48nE15MfCqafqFrqFol3almt5RWN3jePkp3DASKpKnsehyUZ
CQsLlxSxy4Zcx5g/cp3P/HSs/wDVl/UuU5P7yPx/Q1KXmJ7pNHuHtSRKgDEqaEKCCx+gZkJRGn+u
unwG5BEwjX1Qd2rTfp1OKqOl63p+qeobMzEREBzLBPAKnegMyJU+NOmQhkEuTfm088dcVb9xB+4l
QfV9O1PStVNjL6y2ZuLOdwrqonhUiRFZgA/BvhJWoDAr1BAr1P8AdS/qn7nHPJLPM3mG/wBFh02W
FVa3l4pIpH2mI6cyaLQbjbfK5nKIgwFgDdfDyS+gXXNF6P5iiby7Pqt25NpZRu8lwFZi0cKcnagB
qRQj4a46ac+D94CDH9TbiwzlMQr1EgfNNdO1Kx1G1W7sZlntnLKsq1oSjFGG/gwIOZMZCQsLlwyx
y4ZCiick1sD8zf8AHcuf9h/ybXOX7R/v5fD7g1S5oTTJUh1G2levFJFJoKmlfAZRp5COSJPeo5qH
5r/lmnnWW0v7K7a0v7WMwkSwTtFJGW5Luq1UqS3QGtc6DPETPELv3S/U9D2R2z+VBiRxRO6v+X/5
aWXlby/qNhNdzz3urhVvLiOCRUVUDBERWVqgc2ry+1XphxxAiQb38j+pr1/bBz5YzqhDkEt1z8qt
Q1bWLi7fzLq1vDcyhJPRBRjb8fVZyogCmRpqRFfsmILWvEAXQmI/zv8ASn9Trs+fxCDQiAKoX+n5
+9lfk7ytpflC0njt73UbyJ44E/0wSOEFvEI6qAigF6cm9+1a1kc8QLN/I/qaLTbQr+2bS4l4uSvI
MBG7D7RPVQR3zG0WePhjn8ixB2QFxoVu9zyhlljt2NWj9CUsvsp4/wC1mR4nQcVe6X6nK8aBqUo3
MdW9S8u6ffXsVw81wghSFIFFsGaJrd2dHhd4nKMS3xHuAMrlwmQO/wDpT+psx66UYGIHO99/4hW/
f5MT8v8A5L+XtG1tNaXWNYur5Lxr9nmUHlI6cGDMIA7Ap8O7VClgpHJq3eLHz+R/U4ds7GqWv6cZ
KSV9AL/dvWoYmnGnLofDMX8zHx63+nuPexvdu5EjXf1i1leEsnGRWt5WDEdCNhT7jmYM8eRB+R/U
xMTdhCzab66xySXUy3cU/rJOls/T0nhKcHWQU4zOf9Y19sry5BKqsV/RP6m/TZfD4rHFxCuo6g/e
GH6n+T2l315LcjzL5itGm9f1EtpGjQ/WZpJZDx9HiW/eBAxBPED9qjA+KP6XyP6mJkye2s9N8t+U
LPRLZ7iW2sI4re3e4V+ZSNhQFmVR8KigzG1moiMfXp0Pf5sZFOL64F1YSR2xkSSVR6chil+Enfl9
g9OuXZMgnChe/kf1M4SANpNb6GsV7az7lIWEkg9CTkX5Mxo3pgkD4QK/2ZgQ0kYyie439J/U5MtX
YI70FrvkeDXLG7s73WtViW6uBc+taRi3lRgFT4XSGo/cp6f+rWtanM6JANkyP+afd3Ll1fFERjER
2rryu+vnv+xU/LnRtR0LSLmXXLu6u9Y1O4e8vRJ6kyQk/BHFG/pJXjEihjTdqkUFBlvjDz+R/U4l
pxp19Z3dvdxkSUad2+GNyaFuSn4QfuOYml1EZCXP6j0KISrdcLOBfiWSUSnYt9XkI4+FKfxy2XCf
53+lP6m2WW10tlZNYT2sTXELTJ6friKXmo9vh+/D6aIHEL8j+plDORIEi6eZ3/5b+YtQ8/6ddtf3
Nl5V0soYYLMvbhhHxnKC1jhEaq9xwFDWixsTVmUrKExEVv8A6U/qXPnOSRkeZ95+0vTLrVbVdWs4
yJKhZK1jcH4gKbEVPTtlGTUx8WI369C45O6Jvpo7iyuLdRIGmjeMEwy0BZStfs++ZXjDz/0p/Uyt
fJch4GjRpo5StBMIHJVqfaAZCMByiuv+lP6kxIB3FsIvfyy0e4kuJIdX1qx9ezaz9OzeWCNHkm+s
SXKIkYHrPJ36dqUpSMJRiKF/I/qbc+olllxS/AHIJjoHl7SvJ/k6fRbS5vbuH9+6z3wd5WkuCWYs
/BF+J2LH3JOVarNEYpc+R6FokUw1Wy03zB5eWylElHVHhl9F24SIPhYfCflsenfLtNqY8IIvl3H9
Tdp85xyEghk8vKPL+n6RHfXVoLMIzyW9uW9SVWD1YTxSgryqaEfqxzZBM/xD/NP6m+GsEchmYiV9
9/opiuu/lIt5ci9sfM2vW9yaRvH6jrD+9rHPcKiwgLP6crsGWlWp7ksJxiK9XyP6mnNn8SRlQHkL
ofNNfKX5eW3lzWF1NPMGt6gFhaA2l3VoCG4b8EhQLx9McQtAB825S8UefyP6mm2tfnjn1i5ljqVJ
UfECD8KhTsaeGc1rZiWaRDVLmp6N/wAda0/4yr+vIaT+9j71HN6DMZhDIYApm4n0g5IUtT4eRAJA
r12zrW1i2mebrm5sLSP17S71W9vntrcQAxo1vFK3OcxerMyj0ImdavuePTlTFUV5o8zXOnanouj6
dElxqer3FOEleMdrDRriY0I+ypAXfqe/QqsixVAaEANKgp0+L/iZzF0X90Px1QF+saiNO06W74er
IvFIIS3H1JpXEcUfLenOR1WvvmUlT8vajNqWjWt9MiK9wnMGMko61ISRK78ZFo4r2OKoy2uI7iFZ
owwR68eaNG2xpXi4Vu222KocAfpljTf6uBX/AGZzHr99/m/pR1Wa9qMunaPdXkSK80SfulevHmxC
rypvx5H4vbMhKG8v3WpSz6lb3c63SWc6wxXIjEXJjCkkgCgkEKz0B+YO4xVHxahBLfz2UfxyWyo0
7goVRpKlUYBuYbj8W69MVU9YAOnyAio5R7H/AIyLmPqh+7Pw+8IKLmd0id40MrqpKRggFiBsoJoB
X3zISx7SfN7X7La/VFOpfWJIpre3lM0cUMUpia4eVki4qSjcAVq5Hw1WrBVFebvMsfl7R2vvQa7u
pJI7awsUPF7i5mbjHEpo1K9TsdgdjiqcRlyil14uQCy1rQ9xXviqE0sAJc0FP9Il/wCJZj6flL+s
UBL9e846Rokdx9b9Y3ESqYbdIpC1w70EccB48XZnPGgPXrmQlG6Hf319pMF5f2f6PuZAxe1Ll+Kh
iEPJkib4kAajIpFaEA4qg/KPmZfMmmy6nDbNBYNcSRafMzcvrEEdAJwKDiGfkAPAV74qj7kD9J2R
puFmofoXMfIP3kfj+hCXeY/Mt3o9zYwxaa98L6ZbaIRyKsjSursFRCDUIsZaRmKhV3+LpmQlC6H5
xu9Tu7aCTTDbJM91C0vrBwXs3MckkI4KZICwAEh4mrL8PfFWT4qhdV/45d5/xgk/4gco1P8AdS/q
n7kHkq2v+8sP+ov6hlmP6R7khi6+ebw3txanSHUWl3a2l1KZlKIbwxhEqFIaZfWBZEJVR1cbZNWW
4q7FWB+Zv+O5c/7D/iC5y/aP9/L4fcGqXNQ0b/jrWn/GVf15VpP72PvUc2c6rBNcabdW8Nx9Ulmi
aNLoCpjLjjzFSN1rUe+dYSBuW0BIn8r2EOq6fdaXPb6da2UDWzRQRoJDGWjbij1ovL0VViVJ4140
JrkPGh3j5suA9yU3nkKS91ttauNajbUnuo3S4MSsYLKKNqW9sGYiNvWb1Oe9SByB7viw7x814D3M
9WnEUNRTY5YCxQOh/wDHKg/2X/EzmLo/7ofjqgJB5k0PWdXlmspNRgXSJbm2maMnhMkMJQywIVUE
F2Vm9QsSK8Qq/ay85YjqGfCe5G+a9Jm1fQJNI03UotMSVRHI4XlWEChiHF4yqt9liDXjUCh3A8WH
ePmvAe5NtLgW2sYbYXH1kwqFaU8QSf8AVQBVHgAKAZKMweRtBBHNaP8AjsN/zDr/AMTOU/5X/N/S
x6pR571CeDRXsoLI30upiS0VCsjRjnG3956e4B6VLKvi69culIDmWQBKBs7dfJ3k+6me9m1bVAhk
nmJ9RpLqZiSUjReKp60pY0XpUtXAMsT1CeE9zvy58tjRtMe8vp2k1vV3+t6ijy8wksoBMagUBYAA
M1KsR/KFARlieoUxPcyXV/8AeCT/AFo/+Ti5Vqv7s/D7wwK7VPrx065FgyJemNhbyS/YRyKK7U6h
etO+ZBNJY9oOgHy/eNZ6Q9rBoUpjuJizlpzMsfpSKFpx/e8EdpC3Xl8NTyyvxod4+bLgPcknnDyx
5r1/zRY3yX9rDpGlOslharM8b+swYPcSuq1JUAKIx1VjR1bfHxYd4+a8B7nocPL0U5OJWCgNIABy
NNzQeOTBB5MaQ2mfZuf+YiX/AIllGn5S/rFAYvcw+d5dYSe+Wxn06yuZJ7azExgkc/GkDcuMgKoj
BirgfHuD8IBtlkiOZDIRJRnmKDzJfeWWsLW5s/0hdVW9k9RokWFyS8ULAM3IofTEhp/NSu2DxYd4
+aeA9yd6PELbTre0LwF4UC+nbgJEij7KRpU0VBRRhjkieRCDEhu5/wCOlZ/6sv6lyrJ/eR+P6GKX
avpepT3tzfQzRQyxWbWukyOTSKa4b99M+3bhHxHsd/iy8yA3KQLS5dK1Sx1XnpT2SWFrYxWWnLM7
MVVeQK8VA4/FxdzX4giqKVLCHjQ7x82XAe5j995D1+X67NHrc0s9wLg8W1CaJXeQxRRbovGIBImm
YIlPUYLTgtC+LDvHzXgPcz64S6TQZ1u5Flufq8nqyRqUQsVJ+EEsaDoKmuQ1P91L+qfuYHkioCws
4yoDOIxxBNATx8d6ZZj+ke5IYr+hNVhXQ4Yri1c20k93qlxI5/3tm3aWOOnxj97MFVmHGqHfjTB4
sO8fNlwHuUfNeg6/rN168OpJbRWizvY2sFzLCskghKQrO0fEsssj1k/lVQq15McfGh3j5rwHuZL5
dt7y20a1try4W5uIUWN5EYuBxFApdvicgdXNCx3oK0ycZA8igghinmb/AI7lz/sP+Ta5zHaP9/L4
fcGmXNQ0b/jrWn/GVd/pyrSf3sfeo5s51O2kubCaCOnNwAtdhsQc6PWYTkxSgOZcrDMRkCUih8t3
iQyo8cTu9PTfmRxpWv7PeuaLH2PkESCIknkb5fY50tXEkVbVx5avZPT9NIoyqKr/ABk8mAoW+ztX
HL2PklXCIjYXvzPfyWOsiLuyyS2jaO3ijb7SIqmniBTOjwxMYAHoA66ZskoXQ/8AjlQf7L/iZynR
/wB0Px1YBJ77y7fz3s0yGPhI5Zasa0Jr4ZpNT2RlnklIcNE/jo7PHq4RiAbdP5cvHMvpxxIHdWT4
j8KgEFfs96jBl7IySuhEWRW/LntyWOriKu0x0HTLmwSYTlSZCpXia9K+wzY9l6KeASEq3rk4+pzC
dUiR/wAdhv8AmHX/AImczf8AK/5v6XE6oTzFYyXccHCSOPgWqZG4jenTMLtTRTziIjW183L02YQu
0vt/Ll1xi5rE4Egd2DVqm3w9P45rsfY+QVYj9Vnfp3cnIlq471fJdZeXb+G+inYx+mjhiAxrQH5Y
dP2TlhlEjVA/jouTVxMSN051f/eCT/Wj/wCTi5vdV/dn4feHWFXvImmtJ4kpykjZFr0qykDJaiBn
jlEcyCPsbMcqkD5sasdAuCJGIhnQho1Ic/C4ahP2T0oc57D2PkjfEIysd/Lz5Ownq4nlYXTeWrx0
iEaRo6rSRuZPI+PTbHJ2PkIFCIIG+/P7FjrIgm7ZBp1u9vZQwyU5xrRqbjN/pMRx4oxPMBwMshKR
IU9M+zc/8xEv/EsdPyl/WLUEp1jTZNQvw1tNCxCFShf4qoxDbCvQmhzU9o9nZM2TijVU5+n1EYRo
2pny3d/spHUx8DVzTnSnIfDmOeyMnQR+mufXv5Nn5uPnzROiaJeWV4ZpihQoV+EkmpI9h4Zk9m9m
5MOTilVU16jURnGgmNz/AMdKz/1Zf1Lm1yf3kfj+hwFmtwmexNurKskrKE5dyDXtXK9fp5ZcRhHm
ab8GQQlZSkeXbr6qIjDEZeVTNzatK9Kcc047Jn4fDwx4u+z+pzPzceK7NLbvy1dSSBreKOBOIBT1
Gap8akZHP2PORuAjEf1if0LDWRA3JPwTzUgRpN0D1FvIP+EOb7UCsMv6p+51sle1/wB5of8AUX9W
W4/pHuUMdTy7ei7aaRIpYiXPplyK8gabgdq5zseycgyGREZR32v9jsjq48NCwXSeW7po3CxRrI0h
ZX9RtkPRKUp9OCfY8zE0Ig8V3Z5d3JRq43zPLuTXQrCextHimKlmkLjiaihUD28M2vZmllgxmMqu
7+wOLqconKx3MU8zf8dy5/2H/Jtc1HaP9/L4fcHClzQ+jf8AHWtP+Mq/ryrSf3sfeo5phrnmfzZp
t5cQpZQTRIZJY5UEjcIF2VpKfDv1rXOtbUttfPnmueO7hS0hN6kam2V4pAPVeRY40ZS8debNx+0K
degOQyyMY2ObkaTHGeQCf09em3Xofu8m7388/JWlXotNZuvqs0sUt2kKo8jJbRsyBmaPnG7MYXJE
bEjbY0ZhHFk4hadTp/Clw+QTzyX+ZnlHzlPeQaDcvcSWCRPdVjYIvrcuKiTdGI4GvEnLXGpOtD/4
5UH+y/4mcxdH/dD8dUDkxzXo7PVdVHr1ppjpPZzxvQo6UaopX7RFDTttm1GmBiCebhHVHjIHJlMm
oWkNkt3cyrBA3Cskh4qC5CgGvTc0zEmRHm5+KJyfSLLHfKvn6w1iWOxnPDVZOcn1dUaix0DpyNWo
wjda1ofYZXikZRst+rxRx5DGJsDb49ftT8f8dhv+Ydf+JnK/8r/m/pcbqwX82dXurKTT47cIsp5M
s0iM4RaEuTSa3H+6x4nwHg58ko8qFObpY4ueQSl5RNfoKI8heZNQn8v6rOzpqU1nF9ZgESyRl2Ku
BFxkknYVMO1D+19nKtPqTOBPc26jTYxlERcAZcJ4iDW/PalCD87PKlvHdQ39013eWRJkbTraWVXj
Z5PTdI0adqenFzY1oB37DJxyJFlx9ViEMhiARy2PMGtxyHI+TKYNd0/XfLMWq6czPZ3XBomdSh2l
AIIPgRQ5Xqv7s/D7w4pTzMhKSWEjab5eupJXCNam5YuVMgqjMa8AVLfKorkZyoEtmKHFMR7yxkfm
/oemJFD5mk+qX/pO10lvBNJFBJbxSSTJLKvNFc+hJxjDMaDqeuQxTMhZcjWYI451CzHmCeoPL+37
Aj/yz8//AOMNPuriVFhuY5BKluiOBHaXA9S05yEskkhioXKHjWoHQ5a4abX0V/N5d1uHTmK6hIl4
lmwPEiZlYRkHt8VMxsP0yr+dJMKvfveC6af0brlndaRJx1n63HJfwehJE9ukSlZI7jkFVWbkVZVJ
5nfYHiOdlkyYPUT9IlXvsfP9A283exgMm1bF7Rc+eJ7LQ4bm6ghj1KdlS2guJTbx3HNQUMLhZv2n
VTypQ9SBSu60+rlLDGcwBKTi49AMmUxjxcEeZAuvfuPNIx+e3k2wQ22q3bXGowRSy3Dada3MkDC3
kaGd0qGoiSRyblvsryJAOZ8Ttu4GaMRMiIIje18/iztpop7zT5om5xSxyPGw7qyqQfuynJ/eR+LS
87/MieVPPOlqdcl0yD6vF6kEbIFIaaQM28qPVl+HZD075udJMiBAw+Jv9Xd9nxdfq8QMxI5xjr+D
rLf9PJn8upNb6ZLcMyosMDScuLOV4JUEoCpb5Aiua/KREE9zssETOcY95YBrH5qa35ehVNXOny6j
eH6nptpDHNGGv2ZYVDyNJJ+5WaO4DNxqQgpuwBxcWWRlRdprNLhhDix8fPqRy3PQDfh4T8Snnkfz
lN5w8jX2tyGL0pHu4rURRSQ/uIgUjd1lZzylA9X2Vgu5BYy1P91L+qfudVJlNxcCHSg3LjI0QSKn
XmV2p8uuHirGPczxxshS0i6Z2lhlkLPUOnI1NKAECvgf14MM72bM0a3Ybr/5s6f5UvpZ/M13BHos
kssVj9Xt5muTxcRoZAHkHEvHOOQWh4g7cgMYZSZV0cnPp8ccUSOLj2vcVys1t3cPXrXRl/lvzTon
mS0mvNHn+s2kM725nAIRmjpVkY7MhBBVhsRQjYjL3XsZ8zf8dy5/2H/Jtc5ftH+/l8PuDVLmhNNM
w1C2MIDTCRfTDfZrXvlGnvxI8PO1DPHGoOvGSG3ZT1UuxH4pnU3k7o/M/qbGgl+JGkEFuJHADOGa
pA6VPDG8ndH5n9SoC98vxXty9zdWVtLNIIFZmd/s20xnjH2enqOS383Q1GN5O6PzP6k7o7jqUcbC
GC3U0+EBmAqBQdEHYAYJHLWwj8z+pG6W6XBe3WipDPFE8LcqAyOjEcj14Dx98x+z8maOMEcP4+DC
UBKNHkpr5WKFvTARW6oJmp+MZP45szrM55iH2/qcYaKA5WjLPSp7SRpIoo+b1LcppCCSak8ePH8M
qnnzSFER/HwbseAQNj70by1P/fcH/Bv/AM0ZVeTuj8z+pu3S8PrP6cb93Dx9Abcm48eW29K1r7Zi
A5vH5R+lG9rdX0A6qyPdRKskYKrJFcTRniTUqwVeLD/WBy+eOcuYHzP6m/FnnDlXyB/s+CEg8mWd
vpFzpMNskdreEfWStxMHcBuXHlxqFO9VG1CfHIjDIRMQBR8z+ptGty+IMljijy2CbwWtxBGscNra
xoiqiqpYAKi8VH2P2RsMtHiAVUfmf1ONKRkbPMobW21VdOYJHCFDJXizEgchSgKqOuY2sOXwzQHT
7/cwNo5W1XiOUcHKm9Helf8AgcyQctbiPzP6k7qdvBqEKuoSJg7vIeTt1dixA+DphvJ3R+Z/UndC
63o0us6Pe6TeQxC1v4ZLecxyMj8JVKvRuG1Q5+/G8ndH5n9S2UXDFfQRiOGC3RQAAOb/ALICip4V
PwgDG8ndH5n9SEHo76wUueccP9/J1ZgeVfiAoG28MxNIc1SsR+ooFqUvlezlmmmksLdpbh/Umb1p
viavKvTxA+4eGGWjBJJhGz5n9TkDU5AKvkj4rW5igit0trYQwrwiQsx4rTjTdD2y+MJxAiIxoef7
GszkTd7lf6V7v/o9tuKH4m6b/wCR/lHJ3k7o/M/qYboK7fWf0tZUjhpxkp8TEHYcqnjUdqbZiZTm
8WO0eqDdpP5k/Lqx8xa3baxqKE3NqiRJHHOyxssbtIAw9MtuXNaHNxp+0NRigYREKPv/AFODqezc
ebIJyux+g2yOK3vom5LHD4AGRqD5fBmGZZD0j8z+pzgKXtHfN9qC3bvuzHff/I98jeTuj8z+plZQ
uq/pNdLuQsUCp6b8+LNspB5EDiBXKNUcvhy2jyPX9jE3S+3j1CewhjuLe3kUotUdiQdtqjiwyeLx
DAWI8u/9jKJIX29pcWxJgtbaNm2ZgzciPduFTk4xmOQj8z+pJkTzXyRXkgpJb2zjwZmPj4p74byd
0fmf1IsrlGoqKLFAoqTQOw3JqT9juThvJ3R+Z/UhhOum4Or3BuFVZqryCGq04jjQn/JpnNa0y8WX
Fza5c1ujV/S1p/xlX9eR0n97H3qObOdV1CHTdLvNRmBMNlBJcSBepWJC5p9AzrW1hWoab5rt/Mfl
6a31Jm1G+Mh1SF5pTbRxIA8zJaA+k0agiFT8LBmRiWqTirJl836C/mN/LyzltTiQSSqEf015fZUy
U4cj4VxVOcVQOh/8cqD/AGX/ABM5i6P+6H46oDAdZkkvvM2t2mn6ve/WI4VtrbTYLqZWkv5AZFmp
Gw9C3tldFLKArHkH5FaHKSzLzN5os/LtlbvOkt5e3cqW1jY24Uz3EzGlEUlVAHVmJAAxVEeXdetN
d0uPULYcUZmR05K3FkNCOSkqfEEYqrD/AI7Df8w6/wDEzmP/AJX/ADf0o6oLXpZZbzT9LEz21veN
K91PG5jcxQJyMUcilWRnLA1U14q1KHcZCVLytdpHoMt1NcMbCOW4ltpriRpHFmHZoneSQs5Ux/Gp
Y14EVxVvy/5utNav72zjgkt5LPgQJigd1dQ1SilmSiupo9D8VCAwYBVMdX/3gk/1o/8Ak4uY+q/u
z8PvCCiLnj9Wl5ymFeDcpgQCgpuwLAjbrvmQl535FmvNUntNVt73UWsFu7l2+uSXCwLbESQw2gW4
KvPN6hSRnIbgVKKw2GKs21PzFpOm31nZXcpW4vWKxBVZgoAJ5ysoIjWooC3f6aKpliqD0z7Nz/zE
S/8AEsx9Pyl/WKAxzzzezvc6bZ21zNb29pdQX2uzW7cDHZVdEDsCCA81GP8AkI57UOQlkmpatp2m
6bcanezrDY2qNJNOTUBV69OprsANydsVV7a4iuIUmiaqOAw6VHIA0NO9DiqHuf8AjpWf+rL+pcx8
n95H4/oQv1KzkvLGW2juJLVpRT14iVdRUE0IIIqNqgg+BB3zISx/ynpXqK2prfXz2Mk7tpttNdTT
obdB6SOzStI8glKmVeTdGHhiqN/xPG/m7/D8MLOIYPVvbkAlIpJKNbx1G1XRZGNd9h44qmWq/wDH
LvP+MEn/ABA5Rqf7qX9U/cg8lSBS1nGoYqTGAGFKiq9RWoyzH9I9yQwW21d7aG10u1vpmuPMN3Lc
Wss87zyW+lwKvrXPqSsxVZlj5R9ArSigopGTVmOq69pGk+l+kLlbcSrK6lq0CW8Zllkan2URV3Y7
VIHUjFUXbTx3ECTR14SAEAihHiGHYjoRirB/M1f05c/7D/k2ucv2j/fy+H3BqlzQ+jf8da0/4yr+
vKtJ/ex96jmzvUzafo+4W8j9W1dCk8RFQyP8LKR7g51GfMMcDKXIN8IGRoJHpM2h2TTXMC3VxOVV
Jbq4Zp5BGtSqBnY0Ubmg+Z3qcwI9r4pAkCVDy/a5B0kh3IVLTybb60dabT3OpPV4p5gz8OZLMYVd
iqcmJJ4jc4JdsYhzEh8FGjme5lsUiyRpIv2XAYV8CK5s4SEgCOrjEUaQeh/8cqD/AGX/ABM5j6P+
6H46sQgrXUdI0zlp9vHKOMsjEfaLSyyNI7cmNSWdycx59q4ozMPVxXXJyo6WRF7UlOu2mi6vq8Nx
qlmZrGwikRonjq3rSkKpZgfhVU5gCvxcvYYJdq4xdiXp57clGlkeo3ZBoU2lGzW10yAW1paKsccC
IsaIvYKq7AZkaXWQzgmN7NeXDKHNVH/HYb/mHX/iZyf+V/zf0tPVKPN+j6Df/Vzq7XZjVZI1htrm
eGNw9K+qkTxrJ8mqPoyGq1kMABle7diwynybsptBtNPa1itZpLa7LCYygzNOzjg3qM7Mz1A479hQ
bCmY/wDKuOgalR5bNn5WXKwkf5Z2Nv5f02WyuoFg1bUbyW6vUhUCNZZT9kEhW4imwI26YY9qYjPg
9XFdclOlkI8W1My1f/eCT/Wj/wCTi5lar+7Pw+8OKV2rW1pdaZdW94pe0lidbhFJBaMqea7U6jbL
ckxCJkeQFsoxs0kVv/hx9Ta+hguHmUtOIeTGFJCOLTLDz9MSEftca9fE112PtbFM1ESPw/a5MtJI
cyFG/g8o3lzHeXtnNLL6wuldy/F2SNoVBHPi0aqzUT7NSdtzWJ7YxAAkS38lGjn5MptriO4gSaOv
CQVWuxzZYcoyREhyLjziYmih9M+zc/8AMRL/AMSyvT8pf1iwDGfMnl/y5Pf0v7jUFjmMkt7Z29w8
UF16qhONyEKs6qiBVWtKbZRqe0ceGXDK7cjFp5TFhEavaeXNRsrXT57a5htrVRLbQ2xaFUXiVDcY
2C0Ck0qNuooaHIHtTGDVS5Xy6d7IaWXeEx8vXGiQwR6ZpcBgghUlEp77ksSzMxJqSdydzk9N2jjz
S4Y3bHJp5QFlG3P/AB0rP/Vl/UuX5P7yPx/Q467VJbeOwmNxz9F1Mb+mSr0f4fhIIIO/UHJajPHF
AzlyDZjxmZoIC11zSYbRYraJ0trZEjVFUAIgHFQBX2pmAO18RBIEqH47286Sd1sldtb+UdP1eXUo
7OZNQlYySPIXf949aycXcjmVfiG6hPhHw7Yz7YxRNESB9yjRzPKmR6oa6Vdkd4JD/wAIcztQbxS/
qn7nFkq2wBtIgehjUfhlmP6R7lDDrTQvJME1vHHZzzTWYMaGR5JC0acSI35OecaeipVG+FabDrmv
Ha2Iy4QJE+7ucn8pKr2b8waP5L125N9qlndSzCNrUyrJLGoQlX4USRV2dFcf5W/XIntfEBdSrlyT
+Ul3hk2iSaebBY9PjMVtCTGqEU3+0T1JJPKpJ3JzM0uqhnjxR5XTTlxGBosS8zf8d25/55/8m1zQ
do/38vh9wcaXND6N/wAda0/4yr+vKtJ/ex96jmyrzbrOn6ZpLvepLKklAIbf0/VYBgPh9RkU/EVF
K7kgCpIGdJq4xlAwldS7ublYbErHRKfK7aHr1jJPZPd26k0kt5mhD0qR8QjMijcMCCag1BAzW4ey
8RBEZTHfuP1OTPUzB3EU5fyxZScec87cRxWrKaAdvs5ZLsbHLnKZrzH6mA1khyATWKNYokjWpVFC
gnrQCmbWEBGIA6OLI2bS3TbuC10SKaZuKLy+ZJc0AyjRf3Q/HVOOBkaCU2h0TU9Qdg9xBcyMXQEo
AT1+EgHfMXL2PjlMzuVk3tX6nYzOTHDoQmg8t2gjeITz8JCGkHJfiI6V+HIDsjHwmPFOjz3H6nG/
Nyu6GyK07S7fT1cQs7CQgtzIPT5AeOZWk0UMAIiTv3teXMcnNosF1Z2OwFsCfoc5Z/lf839LR1Sa
HW/Lfma5a0huJOdtydSFaNXQMUZ42kTjIgdCvJCRXv0zG1GDFqqBJ27v7HYywZtMOKQFS8wa60aO
xreijoNEsJIY/RupjGpEkRDL36Mp49MgOyIAAcU9j3jb7Gn82TvQ3VY/L9ol2t0ZZWlVudWK0J67
0UYY9lYxk8S5GV30/Ug6qRjw0KV9X/3gk/1o/wDk4uZeq/uz8PvDilfqEtuluYpiaXH7lVWnNuY3
4jvxWrGnYHLcmMTiYnkRTOMqIKS2OiQxskUz3EV1IXBEYAURqdizKJFHIU6t+o5q4djY47iUx8R+
pyTrJHmAi28rWDABpZjxFFqy7DrT7OA9iYjzlP5j9SRrZdwTO1t0trdIEJKRigLdfwpmzw4hjgIj
kHFnMyNlQ0z7Nz/zES/8SyGn5S/rFgEg8w3ennXIraeC5d2CI0sTRhFBO2zfEeu9MxtV2Zjzy4pE
3XSv1OTi1MoChSbf4dtq1+s3FQnpg81+x/L9nplf8kw/nT5VzHLu5MvzZ7gqWGhWljOZonkZipWj
lSKH5AeGWaXszHglxRJuutfqY5dTKYo0q3P/AB0rP/Vl/UuZOT+8j8XGSTVPOHk+bUf0BcajGtw+
8jI6cEZKsVdySFI47g5TqvCyxOOR59znYtNqI1MQlXfwmkcPK1gFIE03FqVAZaGnT9nMUdiYqrin
8x+pH52fcG38r2Ltyeadm2FSyk7Cn8uMuxcUjZlP5j9SBrZDkAjdUAGlXY7CCQf8Ic2OoFYpf1T9
ziSYX5q/NK18vGK1htfrUkfpJM5bioLKGKigJJC/jm00WgOTGCTWzh5dWImgLTXy3HpOuWY1O1ku
IJC7LKnNao5FSAQu4IbNFn7BhiyXxSvnsR1+DssXaJyQ5BND5atDGYzPOYy3MryWhbx+zlP8j464
eKdXfMc/k2/nJXdBG6fp8NhC0MLMysxclyCakAdgPDMzSaSOCPDG6u92nLlMzZYZ5m/47lz/ALD/
AJNrmh7R/v5fD7g4suaho3/HWtP+Mq/ryrSf3sfeo5pp5p0m6OupqzvObJLVLaNLdGmZJmnJLGJV
diGDLuF2pU0zodRiMpA9KczHMAUt8taTdDXhqcTTJaxwz2lwLiNoS8glUrwjZU+GqseYFDtQnBp8
RjK+lJyTBFJLJffmTpF215p+hXutPe2sZuLa4vbaO3jvEIEnBZHLRo5ei8BQcSSCKFbcMZczf7XK
1uXEYiEBH0k7gfw9Ae899/rZd5Kg1mPy9BNrfrJq94z3d9bzSCX0JJmLehGVLII4hRECnoN96nMh
1qCv7fUZ/L9kllbtORI7ScWVSq1YdGIr1zD0kzHHGhfP727TZhjNkWl9pout2mo2jNZSSqHSV2R4
6KoapBJbqPDv2zKllPIRP2OXl1sTEgA7qN9H590nVJ9Y07T5dUW7uJ1GmyX8hjjtyqlXEcp9ONqw
VVVr/eNuKKpoxQnxGR5d1/j8FdTqMZxRxxAsAXLhA7+vM863r6Rz5oGPWPzY1rUtAivPLcukafBd
QXGsSRXcKM4WNv3R9OVz6IkIkcAnkAqEHk4XJde9BKhtWdT0a2AP0ucx/wDK/wCb+lj1SWz8nWOl
TXc9jJNFKYClrNJI8yW6l2kKRpKWRQGPKlKfQBk8OCEJWPwO5zNTrsmaPDKu/YAWaqz3lC6D5VvP
Lmiat9QnnvLqVJG05pWDSAGPlGgiqLdOMzOQsaqtCNsy9ZqDkFgUa+38VzcPQ4IwmBI3HiF33fju
CUTeYvP+kNLDb+Wrh9LdhK+p3uoW/wDocPIxytIZZJGb00UTHdhuw+zTMPCCAb73M1hiZDhIO3MC
gT7qHu5fanPlfzNqPmbyTDrd9pzaZ9cZZLWF2BL27SKYpaDcB1IpXc9aCuR1X92fh94cOTX5geZ9
b0NrJtOtlnSUSeszxs4UqBx+z0rU5kJSzy55s1zVr+/sfqykJprTRRRl4mMzOURfVqGQdeh26jIz
ujTbhrjFmhfv+xBXGp/mn5b0Wzt9H8vT+Yr+Vib2W8vEpGVgWP8AdtJK7FTIvLcryq1AtdqsAkI+
rm5XaOTHPJcKEfIV1J7hv+ihZTzyfq35iS6lFp+vaH9X06O1YyatJcwPK08UvoovpQ/79jj9Ynty
p2GXuAyjTPs3P/MRL/xLMfT8pf1igIK6kpKzSwOz7UcMo3p0VftbdOmZNrSF81ya1J5Zkhsbedry
6X0y0B4yRq37WzRkE7DYjjWvamY+oMuGo83P7P4PFBmRQ336/f8At5dWI3+qfm7q/mbRLaPQpNH0
O31Yy6jdpcwM72cMS8UkAlBZJHduVB+yNm73BwzT0O8Utf2qhuLMkwDDqPhXfKMv95H/ADv0MQdw
8Cj/ACr/ADE0/W0e3sTMYZqpdxzRKjgH7VWbkAw61H0ZrPyuQHYPoR7a0eTFRlVjlRej+YLTzvpH
6EfQ9Ln1y4toYIL6Iai1pa1QbyBOahuHpkUKfFyFa0odlDEQRd7DveOy6qJjKhH1SP8ACLA99db6
Haio3Hmz86I4XT/Blu91Wf05ILyOSI8IWaL+8aBvil4jem3bvmS65PPLOpecr/yvqLeatJGlXsKy
xQD1YpGnjSID13WFpEjLvy+AMadiRuaNT/dS/qn7lkj77ytpd/b2pNhaSOzI1xJNGGYoSGkpsas1
OO/QE/I5enzyjEbnl+hqliiegY/aazqGizaitlo97eW9szmO2gtooWlJnFtBEkhWCJlRUaQsTyow
3PBsxY55zlUiTzdrn02KGISjwiR4eR8rJIs94HwPeGPaj+cfmtNa0yRPJnmCLSo4Jn1G3js1kZ55
G9OBGlYcUjRUkd2DDfjvStbXApEXf5mebYvPpibRdUTy9FBZRJaJp8rma5vAHkle4EbcUgSUKY1+
Isp6ANhWk88zf8dy5/2H/Jtc5ftH+/l8PuDTLmhNNh9bULeLkyc5FHNdmG/Y+OUaePFkiPNQz02S
opLXMwVRUsX6AdztnU+D5y+bZSyOCCSNJI7yR45f7t1kBDVFfhI64+D5y+a0qfUf+Xib/g/7MfB8
5fNaWyadzRl+szjkKVD7j8MEsFiuKXzWkBoOnhdLiP1iYV5GgaiijEbDt0zF0WD90NygBGxQ280S
zRXkkkTbLIkoZTvTYjbrtmX4PnL5ppeLIEkC5mJGx+Poevhj4PnL5rTf1H/l4m/4P+zHwfOXzWku
Gl/7nWf6zN/cA/b33Yilf5dq08cxBpv398Uvp70Vui7hLSAxrcXzRGZhHEJJVXm56KtepPgMy/B8
5fNNKgtUZmQXUpdKclEm4r0qMfB85fNadJpsckbRyTSvG4KujNUEEUIII3Bx8Hzl81pA63patprK
s8oClAELVWnIChG2Yus094zuen3oIRclqlvbPI9xcskKFm4lnchRU0VQWY+wGZIwUPql800gLbVN
OmtVumnuoQ9yLIRyAiT1i/ALxAbud/AVrShofB85fNaTT6j/AMvE3/B/2Y+D5y+a076j/wAvE3/B
/wBmPg+cvmtJdo+l+mtz/pMx/fyDZqfZNKn3Pc5iaTTUJeqX1FAC7UruCxkjh5Xl1dSqzx21v8bl
EoGY14qoHIfaYV7VzL8Hzl800iLEW99ZwXltdTvb3CLLExYqSrioqCAR8jj4PnL5rSv9R/5eJv8A
g/7MfB85fNaS670vlq1k/wBZm+zJ+3uOIH2T2rXfMTLpryxPFLr1QRumP1H/AJeJv+D/ALMy/B85
fNNO+o/8vE3/AAf9mPg+cvmtO+o/8vE3/B/2Y+D5y+a0sm0uOaJopZpmjbZl5kVH0ZGemEhRMq96
06LTEijWOOeYIooo5k0A7b4x04iKBl81pf8AUf8Al4m/4P8AsyXg+cvmtO+o/wDLxN/wf9mPg+cv
mtO+o/8ALxN/wf8AZj4PnL5rTB9dg9DV7iPm0lCp5uaseShtz7VpnNa2HDlkLtrPNZo3/HWtP+Mq
/ryOk/vY+9RzZ1qhsxpt017Gs1okTvPE6hlZEHIgqdj0zrW1i3lO3GoW2k+mqCx04ve3Uke8Uuo3
IdpI4SNmjheeQkjblxA3VgFXal+ZNva61Jp1rYyXqJErLLDzd3dpxCWWKKOVzBHSTnKO6FQCStVW
YxvzjV+JXkAeLCjCorQjxxVL9KgguNDS3njWWCZJI5YnAZXRmYMrKdiCDQjMXR/3Q/HVAed2Gs6J
fS+Xom5fo3ndeYR6IHGa9MivbWMaLvJJCL1WKr0ZF7hqZSU1l89af5au5bK/9NtXvXF5qTNKI4Yp
7l4oLe3MhDA8I2QO37KLyI+JQVWXeXdcGtacb0W01qvqyIkc6SRsyK3wPSRYz8SUJ22NVqaVxVXH
/HYb/mHX/iZzH/yv+b+lHVIPzDki/Ql5DaWovPMElldLpkagGSMFQzy1P2UVkQnxbio3IzISidK1
XQLHRZ7y2uWvolcNcX6jk13cyAD4GFFkdiVQKuy7JtxoFVDyn52Ov3txa/VVhNsGLPHKZgRVSjCi
KAjo9VZqcqHgGUcsVT3V/wDeCT/Wj/5OLmPqv7s/D7wgq95LLFaTywoJZo42aOMkKGYAkLU7Cp75
kJeaeTbnVdY8w2TQW/raNokTBrtnj4PqN1Vru4cxtIGmKu3FEqFEhLMCeIVVvNnmjztZeYbO1sYy
surpJbafpqtbM6UlQm5bmSTKkCSuAf3Y2B3U8lXotqbk28ZulRLkqDKkRLIG7hWYKSB40HyxVQ0z
7Nz/AMxEv/Esx9Pyl/WKAxvzr5k1vTb21sLRLcxajwgh9Oaups7vxkNtbMqxH00+Lm8gVepBpQ5C
VDzfrt55U8nWrR2jWtrbRIlybSSFmgjTiohtzcFOchHRip+FWNK0GKp75Qk16TQrdtbiMN5QUR2V
peNAR6vABQ1ajbtQmhJAVR1z/wAdKz/1Zf1LmPk/vI/FCMzISk9x5s0e31VdMkdvWJCs4Riiueil
qUy0YZkXWziy1mOM+An1e79KGj82yvZtcLpNzzDmNIPUtuTUXkTX1eI3+Hr1ylyls/nOOKOKQafM
6P8A3jCa0AjNGJVqzBqjiO1NxhyegXLb3sRkieoUJvPqJDHJHpN1I8pAWMSWld1r2nY/aHHp1zGO
swg8JnGz0sNsccpCwCQiNM84/pH1BBpszPFu8ay2ztxopBokp68jT5fLLxIHkmeGcfqBHvCZ2upX
c8iq+m3FujED1JDDQAoHqQsjN1PHp1yTWj8VYH5n/wCO5c/7Cn/Itc5ftH+/l8PuDVLmh9G/461p
/wAZV/XlWk/vY+9RzZ1qdy9tYTToFZkAorCoNSBvSmdJrMxxYpTHMOThgJSAKQ2/mO99B+K28Swq
OMfFhUdAFAbttmih2xlkCfQK9+/2udLRwBA3al8yX8TqQls7MgPJAxoDuFPxfhgyds5o19B2va/1
pjo4H+cyW3kaW3ikagZ0ViB0qRXOjxTMoAnqA66YokIXQ/8AjlQf7L/iZynR/wB0Px1YBKrnW57f
UDaRRQRxRycUdlPw8up2I8d81OftXJDMcY4aurN/rdhj0sTDi3bn1e75zfFZSeioPIhvir8VE3Ne
gwz7Sygyo4zw+/f3b7qNNA1tLdG6Dq1zqHr+sqL6XDjwBH2q1rUnwzK7M109RxcQHprl521anAMd
V1RI/wCOw3/MOv8AxM5m/wCV/wA39LidUNrmpTaeIpIERnlqrs4JNF3A2I/mOYfaetngETEDfvcv
TYRku0vj1y9MMHEWqiRuAjIICU7n4thmDHtXMRE/u/Ua67e/dvOlgCfq2/Hc3aeYL19QS3aOHi8g
R3QNvvSoPLHB2tlllECI1xVtf60T0kRAyF8k41f/AHgk/wBaP/k4ubrVf3Z+H3h1xW65a293o19b
XCepBLBIsiVIqOJ2qpByefIYY5SHMAlsxxuQHmx3SNWeztfqltHBBDEruOXqMzsTyYszOWZ3JJJJ
qTnPY+2csrvgG18j+tz5aOI71CSb0dXXXDDC9/PCEV6ysFRSV+wX4q3UV+fias+2M8QDUPUL6/rW
OkgSeezL9PuHubKGdwA8i1IXp+Nc32lynJjjI8yHBywEZEBT0z7Nz/zES/8AEsdPyl/WLUGO6tHa
ad5lk1OK3SS+mjSs0zSPxopQemhfgnw1Hwjuf5jXV9o9p5MGThiBVdb/AFudp9NGcbNqerqup3dn
NdiCRrFDcRqWkVDUq3BlVyHNY1/V0JBrl2nmuv3f08XX5c+bMaaH9LnSbaLrt3fXhhlSNVCFqoGB
qCPEnxyzs7tPJnycMgKrpf62Go00YRsWmFz/AMdKz/1Zf1Lm0yf3kfj+hwUZmQlieqeVbYX0t5ca
qtrBc3CzGKRIwC68X4rIxB3EVdvDMqOpoVXR10+z+KZlxbE3VDy/Uld3+Wvk25SG4F+Y0jn+seos
kRVxIyhEJII41AC0/XmI7JFXJ8tu62knmm0VgTCsDTxFi0vwleLSk8mX4QB9GHV1mjw8t/0EfpcY
acjqjLWw0uYq0OtQyrJK3EIy8TIZiXCD1CK8n4d/DNRPssmfFx9br4339eXudjhz8EOGr5/a1F5T
hT1JP0u0SS8IS9sI4GJgahUyCpJqhB75s4Y6LPUarxIgVVG+donTfKiwXltfLrN/drBzpHLcF4n5
nqyj4TQE/f8ALLHEZFihgfmb/ju3P/PP/k2ucv2j/fy+H3BqlzUNG/461p/xlX9eV6T+9j71HNmf
mDW9N0TSbjUtSalrAtXUDkzEkAKq9ySc6nIQBvu5EIknZh/lbzvFrr6jrj8LTy9p5MK2P1V5Lo8w
jCeZ4zJxC0b4VXYGrHYZjRljNmhUfJyRgyWIj6pct6++ubLrnUtBtrG8v7iSKOz09JJLyZloI0h5
eox2rReDdPA5eMcD0HyceXFHmjbS5gubaOe3PKGRQU2KkDwKsAykdCCKjoctAa0qgvzZeXUmUAy0
kEQbZeQLtViSKABSTvmJpD+6Hx+9Ysf0jzBq8Nzat5gks5Uv3kiSO3hIdHQqBx+KQycua/f7bwup
DjETxeTk8Nio3t5sktNa8vXbokDo0kixOsbRMjUn9T06qyggn0X2O4pvlw8I8gPkmenzR3Pn17qv
7wq3esaLpy2plmSP6/dLY2ojUuZLhiw9MCMMarwYt2UAlqAHLowEeQpxiSVUf8dhv+Ydf+JnKf8A
K/5v6WPVq/adpEjgjWRk+KQSKacT/KSONdvHKdZ4m3AAe++7yb8dVZKQvr8recdP0C1tI3SW2lvt
SaVKPBFXhCF4mlWfrXtkMeQSlECNWLNjcOcNMPy8ssidpCMfM9fsR/l7zP5a16a6j0pmeWxYrcCS
1ntirLLJCQPXji5FZYJFPHoRvmaMcRyAdaZHvTDV/wDeCT/Wj/5OLleq/uz8PvDAq15c21raTXN0
4jtoUaSZ2+yEUVYn6MyRDiNd6mVbpL5WvbW70BbyTlMy85JOUYeShJcALGvJvhNAACe2+Vy00YDc
fYzhmOQ0Nt65/rTHT7zSNQiWWz4So8UU4PplTwmXlHUMoIJXfidx3G+QjDGeQHybcuPJjNS23I59
3N2ma3pGovcQ2FwsrWk8trKoBWktuVWZU5AcxGzhWZagN8NagjLQAOTSWNec/NUvlzy1d3Fu4ivr
u7mtrK4eJpoYpikkoeZVKkJxiO/jTMfAdpf1iiItJNA/PfyLqjxQakk2n300np26TW7yesrNSJk9
MSN+8DDYgb+1CbTGJ5hsojkz+4vtHgmhikA5XHD02SJnT943GPlIisic22XkRXtkDHGDVD5M4Y8k
gSOnn+L+DdlqWkXGo31jaMrXmmmNL1VQgRtMnqIhegUsUIYqDUAivUZZHHEcgGkyJX3P/HSs/wDV
l/UuVZP7yPx/QxQureYodNuUt3s7u4LqH528XqIOTFfiNRTpUnoNqmpFchlSX3+p6Rq1vDb6lpF8
0VVlEckD1RzstfSYsGCyV26dPtUGBUksLHyMsE3o6HfW63BdZFkSVTJ6XMhTyfbflw5U3pilGS6d
5SvLldSn8u3kF806XbSCKSKb1gYkVyYX34lweIJoQ5p1JUIH/Enln61Jbny1rQaOIxyuttIUZD+9
YMUlPMu1A9aljs2KphdxeU70CC80G6CvPydfSYL6szHmz+m9HoevXwWvHZVERaxonluCW10/Rb9b
RX9Rjb27speRUYkB2D/tgEU2ofDFU50jXYNUaQQ211Csah+dzC0IYM7oAvKhJ/dV6dCp74UMV8zf
8dy5/wBh/wAm1zl+0f7+Xw+4NUuaF0uSOLU7WSRuKLIpYnoBXqcp00hHJEnvUc0N+aPkvU/NOp6d
e6XqtokFrE8clvPMyUdjs6FA43DfFsPsjrm91NT3jON1XN2Om1EICpCxdsm0jy5o2neU7bQIb2KE
xiJprmH0QXmjZXZyrAq3IpT4gfh2OWx8MQ4eIfYwGqrJx1fPb4Ux/VPyq0HUtYTUZ/NOppFFMs0e
nx3MC2wCFSEZfTLODxYnmxPJmavIsTbHLjAoSHzaZ5DI2eaaeSvJmi+UHuJ4vMF9qTXESR3B1G7W
cM0bu4kAoKORJx+HY0rTkSSTnxj+IfNgSjJR9f8AK/1awv4rLUkPO3mkNPTcOTuAVYclJWo8e+Ym
mzROEASAl+1cche/JAaRpFzcXmn3PmBtPMmmFnjeKQS+pOd/VUuAy1opJJrVenfJCQlIGUo7ebcc
kQCI9VG+/LzRLvQrjSW8w3kYnVF+tJPCsqcYVtzwIQAVjQL7b0+03KzH4cf4h8w5Gq15y9Ix93vM
vvP3dwS/QPyh8saLdaRPD5jv5k0RlNhbvPbrEtFKPVI40FZA3FmFGK13qzlrvGh/OHzcG2cjVNP/
AEyR9YjoYAobkOPIOTTl0rmN+Yx+N9Q+n9LG92Lfml5bvvNOn2VvpGpWltJbStJK007RgqVoADGr
/jkNZGOWqlHbzd32N2hi005HIDIEdKP3kIr8uvLqeW9B+rajdWcuqsziS9gcOxjLVRS8iox4+BFM
OkjDHHcxv3tXa2vjqMtwsQ7j3+66Suz/ACs8v2+q2upr5iu47m2tjayLbS29slyfTeJZ7oQorTTA
SsebHr4bg5M8mOQI4h83XY8nDIHY0WSRxaZo3luPTo9Qe8EPACaeUSzP8YYkkf0zEzZMcMVcV/Hz
Z6rUeLMzIEb6DkpeeIBrXl97Czkt7hJ2X14GuDAXQGu0i17gVBG/69xotXgjPilKu47F1utGSUKx
gS7wTX2pXodnq9ro2o2siW1qzWjQ2qwXgaV5CpCnmQEQr2NMddqMBx1jnxHfuCey/EGbizRjGNjk
TLr8Esi/K6Gb0ry783XttqMkTLdLYy28cHOVlY+mrRsQEEaKnsqg/D8Ga/DOEY0ZC/eHb67VRy5L
iKiNh7v1nmfMpt5M/L7yx5S1GbULPV57p5Lc2wS8nhkWNGne4cqwVXq7yVerfEfiNW3y3x8f84fN
w7ZHpuoabLFdI80ZV5pao5ADKx8G6gjMbTajGRLcfUWIKRR+SfLKmKbnYfXYL36zBci2tqpbicyL
bqKbUjPp8x8X7XXMjxcf84fMM+JS1TyzHqEy6Xb6j+ivLVpYfVbaO1uFD+oVKIYxSsfpoSOXKp2p
SmUmcTO+IcI83NjnxxwGI3ySPPuH6b/WkUv5KeWjY3Frb+bdZt2urqW8uJkv0rI0qLGUdeHFkEaK
tCOw7bZf40P5w+bg8TPPrun293p1t9bEogiaNpnZSTRVUF2XivJqeAzGyanH4sdx1Y3umf6QsP8A
lpi/4Nf65k+PD+cPmyt31+x/5aYv+DX+uPjw/nD5rbv0hYf8tMX/AAa/1x8eH84fNbd9fsf+WmL/
AINf64+PD+cPmtu/SFh/y0xf8Gv9cfHh/OHzW3fX7H/lpi/4Nf64+PD+cPmtu+v2P/LTF/wa/wBc
fHh/OHzW3fpCw/5aYv8Ag1/rj48P5w+a2wfzBNDPrFxJC4kjJUBl3GyKDQ/RnNa6YlmkQbG33NUu
aK/wfq3jF/wR/wCacv8A5Ky+X4+CeEu/wfq3jF/wR/pj/JWXyXhLv8H6t4xf8Ef+acf5Ky+X4+C8
Jd/g/VvGL/gj/wA04/yVl8vx8F4S7/B+reMVf9Y/0x/krL5Lwl3+D9W8Yv8Agj/zTj/JWXy/HwXh
Lv8AB+reMX/BH+mP8lZfJeEu/wAH6t4xf8Ef+acf5Ky+X4+C8Jd/g/VvGL/gj/TH+SsvkvCXf4P1
bxi/4I/804/yVl8vx8F4S7/B+reMX/BH/mnH+Ssvl+PgvCXf4P1bxir/AKx/pj/JWXyXhLv8H6t4
xf8ABH/mnH+Ssvl+PgvCXf4P1bxi/wCCP/NOP8lZfL8fBeEu/wAH6t4xf8Ef6Y/yVl8l4S7/AAfq
3jF/wR/5px/krL5fj4Lwl3+D9W8Yv+CP9Mf5Ky+S8Jd/g/VvGL/gj/zTj/JWXy/HwXhLv8H6t4xV
/wBY/wBMf5Ky+S8Jd/g/VvGL/gj/AM04/wAlZfL8fBeEu/wfq3jF/wAEf+acf5Ky+X4+C8Jd/g/V
vGL/AII/0x/krL5Lwl3+D9W8Yv8Agj/zTj/JWXy/HwXhLv8AB+reMX/BH+mP8lZfJeEu/wAH6t4x
f8Ef+acf5Ky+X4+C8Jd/g/VvGL/gj/TH+SsvkvCXf4P1bxi/4I/804/yVl8vx8F4S7/B+reMX/BH
/mnH+Ssvl+PgvCXf4P1bxi/4I/0x/krL5Lwl3+D9W8Yv+CP/ADTj/JWXy/HwXhLv8H6t4xf8Ef6Y
/wAlZfJeEu/wfq3jF/wR/wCacf5Ky+X4+C8Jf//Z
uuid:e2d781e4-7700-4268-b8fc-f21f673f88b2
xmp.did:69fc0254-296c-784b-b45a-5d7253884e80
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:286b066a-247b-b944-a5a9-898c50735a77
xmp.did:286b066a-247b-b944-a5a9-898c50735a77
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0098D7FD7589E7118236B0C589CEE2EA
2017-08-25T18:15:52+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:69fc0254-296c-784b-b45a-5d7253884e80
2019-08-20T12:45:51+09:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
C:\Users\株式会社DFC\Desktop\20100721_hikkitai.gif
0
0
C:\Users\株式会社DFC\Desktop\20100721_hikkitai.gif
0
0
Print
False
True
1
841.889579
595.280300
Pixels
LearningCurve-Bold
Learning Curve
Bold
Open Type
Version 4.000
False
UDDigiKyokashoNP-R
UD デジタル 教科書体 NP-R
Regular
TrueType
Version 2.00
False
UDDigiKyokashoN-R.ttc
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 6.30
False
meiryob.ttc
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
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=0 M=31 Y=5 K=0
CMYK
PROCESS
0.000000
30.594300
5.163700
0.000000
なぞり文字
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=33 M=0 Y=0 K=0
CMYK
PROCESS
33.000000
0.000000
0.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
6 0 obj
<>stream
HWˮ$;WTv=
@bqHW9 6eW:rhG95:O??8fk×_uOoX!xU~K1_-ǯV?Y@Uv>js~}~rW8ŏטhۣ[=K?^h-ܩZ~_PZuI7t;:^}@uinu/枟=?|J9Y|~2dF>?}~}~6~
kuUfC,>>Y_u@p6Pn(%~c>V(\
Vr\_*6A%Ghs~l^:l3~u1ߠ>Q!~P檖*\hP&F
KmecNf
`"3\>6l-fTZ!آZVи1RA`48֍b>y~ՁJ-v$A.*b$Y_lhr+<]y?z-_!D*@
Bb\ЮD2UKl@Ek-O;-n8vOH݁:!9BBΫv:Yjʗ.C*PؙfϙV1s'<(%O jyl63iaвY9L+/N1 t$]0 y10gg"%ne9o Cg@vCv Ȣ#M#dI,hM̴6'
7 M`6ϵNXܷ婎k|@%(ru>kPǪ70x2j!q:58`]Q!p+2VΔ7gWT)B%UUv&?R'h(Tdk(¯*<
t(U_>n*s%"Ō<3&|e4<+ؤȣm
8%%8Tڈ@m
O!%"ܛֺvUf#ShIKb0E
obF`er!XDNTHz6n,QV(Q(:p@@ewfYU
TTd,dłfdt|rPAX!0A- sWC("ޜl0hz]Ⱥ&w,|+ӂ9r)Ҥ'WU=^C)4M,%_\
f<