%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 7 0 R 5 0 R 8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
18合格実績0325A4
2018-03-25T18:07:42+09:00
2018-03-25T18:07:42+09:00
2018-03-25T18:07:42+09:00
Adobe Illustrator CS5.1
188
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC8AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AZZflz+Uuv/lX5QmfVbDy
1q97Kp1LVZ5AZJBCs0csXCSVEUtJxIPtkaZ2bZR55/IT8utNj8k6NY27Q/X9XjtNQ1JpGa4uIRbz
SurNXgGkMYA4qKdsNIEizV/yh/J+/vtQ8qDyvBA1lZWtyb2MMkvG8e4iThNX1CyG0JqxI3+eNIsv
LPyP/LL8rtUGpjUobvVdX02W7s7uIwPLZqglpDKOMTD1SqVUc/HbEBJJRn5iflV+T+j/AJbxamlt
q9nPY2d39SupbSWGSe6kotuNR5W6cf3vFUrw2J64kKCbUPy+/wCcY9asf08nm2xsb0TWEsejuk7t
wvP91vsI6D5jEBTJ5H56/J7zp5Lm0u31aGKa51hpksbeyZriRmg9PkOKqOvrClMjTMSZT/zj7+Xu
h695r1GHzHYXlxe6KIp49JCwojjkySrdR3IWoUlPhDA74QESL2rzT+Qn5Zx+XtTRtJu7WKSabV5d
RtTZrLagqWa1QsCRBGF2jVG9jhphxF5d+T3/ADjxrl9q+g+YfMFrZ3vlG+t2uZoPWb1GSa2cw1QB
GBWRkJo2ABkZJL5p/wCcbPzCstUL2tvafVdQv2ttMt0uAG4yc5EB5hQAscZrVq+FTjSiT2DRv+ce
vJ1h5Wi8n6rpsl9rGpwSz3XmqGFSLS4XgY445Go6r8J4jo1DypzAw0jiYj+Vv/OPg0zzhr+nebJN
Pu3trBhY2sgSYSR3DFY75VZuSem0RUhlqCevSqApkynzT+R/5X6P+Wvqazb+nPoWmO82u2gSI3Fy
ykAkA8pG9WnBX23ArjS2VP8AKn8lvyyu9D8sa9Joz6pc3dikt9M88U9kk7wfGs0DycuXJtlVDxan
SmICklBeaPyJ/K62udDU21xoNzqmsx2xhvLmJzNDxZ3EUcUky0kfjGO4JGw2xpeIs5078h/yth8x
3upTaCk000nqxW8iH6lCskYUwpACYvh486kbFtugAaRxF86fnX+Wljo/5l2Hljybpc6jULSCS1tO
UkryyySSKWBlJZR8FDWgFCemAhnE7NWX/OPutXGtN5cfWbKHzIsXqCyZLloeQXm0RuVjKc1WhNAV
8GNDjwo4kDH+VPnTRZ/qN55be71ae/8AqMUjxS3FtCiIjvMTCeDK4uEozVAAb9obNJtlOmfmre+X
fy3v3t/L+irq1tqg0uO+hsohEV9NpGkIAHqOPTIqexBxtFbqujeUbb8wNX13yrr+n2Glea9LuDb2
mtaXCLaJ5OMrfv4IwqSIxg+1wD/F2pQtLdPX/wDnGXSr7Sfy/vdLv4zDe2Or3lvcxH9mSPgrCvfc
YQxlzet4UPzPytufc/5j6Ra6vdfl3Y3RdYW1mKYmNijVt7GeZaMtGHxRjplhagyuPWjfeatX8syw
Fbe10+0ufrCOyM312S5idQV4leItxxKmvXwxQ8d/5x8/w3puqeZvK9kmoRajBqN61xeJUW31W0l9
KHlIzEcxyOwFTXAGUk6/N7XfLF9+T97qF7DqtxYapHLDZLIpUxXqcvqrXCckdE9eNSK+1RvTEoHN
JvyYj1Lyl5Wk138x9SuhN5uurbTdMtb6aR5Fjk5Krt6jco+fIk+CqDiEnyedT/4n/KX83tLvvN7X
+s+XtOluP0XeSu84aC5iZOcPqNwWVeQMibbj5NgTzD0H8svzF8qecPzD84XqRWlnJqstgulQ31r9
ZuZ0iheGT4EcU3jRjQ0FR4VwgoIeu+aJtD0m1i1DWptOtdPiRbeWe6szIoG4Khw9I0IJAUg/ThYv
AvyIGvaRZap+Zfmy7u7XylplrImlWcsshjcyMABBEzceC/3abULNt0OAMj3JV+cPlzzpoPne08wa
XqV9d+TdWvbfU9Nu4biV7eCaZwwXZuKbtWI91IAOxwFIqnrer+ZvLOkecF8pGx84TTCa3t1vra5u
pLIfWFRlPrNdc+KCQByRUUPXCxpAflzdaNp35ofmM09zNcappiQwWEFxM80gsIYmlZUklZ5GHMDk
WO3w+OKnkz86n5XktpNJNqrWf6JOovohsz9VMDHkf3pj+rliWoY+Vf2qd8KGL/kCfKUvkrTzo8sF
zcW0fr6g62rI1tc3YM0tusxCrSJpGQBa/DTAElZ51tPJlx5+8qWUhtV12wvZJYNMeyKRzJLAS8rO
68H9HgHBVtmHiMKvSr6HmZC0KtxCem/HkdyeQpwl/wCI4oeSaKmnt/zlJrC3H9/baFGNMjanFC3o
mT0x2NHc0Hi2Dqno3Yza4P8AnIm5Sb6n9UPqUgSci5EbWMYimaLk6/7pZeinep2phVX/AOch/N8O
jwaHo91Y2l1puvyTWepXNwxjltYpDGnOKQEcOSNJUnwwFQHzxYWuhyfl3rFjqGoTQaTaa6v6LvoY
BPzlMMi/GAY6q8S1+1saeOBl1ei/lLEdA8/X+q6vqX6TGqXwezvoI/Ve84meJ5ljh9Tiryy0QD6P
h3whBL3L8ttTs9THme7s6egdeu4lK9GaCOKF2H+syE4WLMcVfFfmj/nHyXytKsWv+a9MsC9vLdRP
LHdBJFhFWRJPS4NKf2YgebdhkabOJ6T+YfmjXLvSPLF/P5u8uadHa3LX2kahYfW7kvJZwMJFZVWU
bLJxZSNyePU0wliE8n/OLWLryXd+YrHV9Bgg9U6YdZW31Mn6ykJuOMdvJAHbhGzOOVVG+Noph/5V
6l5r0jynq935f866B+iH1EzahqWqW95EVvLhEB+OVYl+MRjqOuISUbd+ZfPHmnyjrSS/mB5eu9Om
hja5ENtMLizjW4Cc0jjiMql5GRQzA02ZaH4sVYf5ostU/M+7+uap570yVdJszOsC2t/BDFCsXqyy
gNDTmyx8n3qeg2oMHNINKt/o+vfmSdE8pXPnexv7rSYq2n+iairOtxEsqtczej6XNY1C1cqa1Bq1
cVumUflf5L86+TLzXtA8s+bPL8uoXS2bXHrieT0zJ6ohaDZY3dqMCPi7VHTCAgm0s8necPMnlHX9
Q00fmLpGpXF5elLy31CK+lj+tySekzxyiNePxfaIPCm52xUon8yvIX5gDy3ofl3zh520230y1DLZ
oIr1muHj6POyRyc2RXCr0HtXfGlBQc3lrzVb6bp35XXPnvSZCl9BNZae0N884ZeDxQM6RUEBedWH
P9oUB+BgFb6s+vNf/OMT3+oHzdoFtZ6WVbULVbC89GEKIyUcvG83xiRWI58qNUUFMUbML0yw1K18
06p5/PmfQJZvMYuNKlVYNRWBZJAofgvptIvH0vtMePvuMU3tTJ77zl54t4LWx/xP5dSyvdLjjt7F
rPUpS0UgMYuAY0WVXPErxY0BB+GowoSP8xNP8/aL+WkGg6p5y0ay0XSkhsrlbH1mvrjjIEVH6ueH
VlQA0BrXAUjmxi8/OzzNLb6Z5fbzxZSR2ri4/wATCwvC3wRvH6Fwrxc5OSyfaWCtQKsdzgtPCz3T
/N/nfz9p2ozaB5o8t6cv12NZJ5IZkuKQJE0SxpdAn0mdSwLpWtQKUwsapW8w/kz+b2sedrLzmmt6
NpmuWMcccctjFPGrFOXJpAyuX5hyrcifh26Y0m2T6b+XHmuz81S+cGttLfzLOnGeVLq5W0ZzF6Rc
QPbySrt2E1OvicKGJa1+SH5ta95hutZ13XNH1JbxUjl06aKdrVY4iTGsUZUmMx824uDy+Jt/iaop
Nsz0P8o7W30CfSNR0nT3inUKyQygwghg/JIWswgYsoqW5nYb4WKSH8sZ7qMWumnT4YNMWexjMd7z
9JXKkx0exlWN0P7ScX364qzv8tvKOoeWNL1K3v5YpZ9Q1S71ICBmdUW6cOELOsZYr0rxFcVLLcVe
TfnD+Vr+dNVFyL+1057PS7iKycmNbia7mEiRxzu6OVtgHP2d6s1ADvgISCw3zr+QV7q2j+W9G0zz
BbC3spr+51S6upVLCW+4SVSOIIjgOhWvwn4ulMSEiSF078hfMMf5cz+Up9Z02KR9abU0u4pi37gW
T23H02QAtJzpTkOPWppTGl4k18mflJ5i8s+RfMfl2O/0y9bzFBbqomvGgW1ma2dLlg0cExLJKy8C
KhgBXjvVpSbTu38pecp9G84WWtz6RPc+ZowfrdrqUocmKGC2jt39S0AVGiicu61JJpQdQoYz5G/J
bzFoZ1hb3UdNgTVNEn0/np96Eb6zIBQyBbWD4CTtRjxp1auICSUN+W/5C6z5Y876Xrd/qWmXdnYC
V3ja4MnJ2svRjCq0YoBM5J+L7KrtjSmSd6T+WVn5b8wad5vvbryvBqF3eINR0qSGCHT7aMFDD+jH
Kho7mERM3Lb1Ce1KlpFoS2/L/wAs6/8AmIb+HzfYzaGqytaRW8+mySzXaupZGsxbLF6ca8/ibm32
WDDFbejfmB+XPkrzzdWk+s3oBsY5I4FieDrIQeR9RZOnHoKV71wotLh+T/kb/Fln5nOo8b6ylt5U
jjeJY2+qxQxorA8iRyg5nevvtitpmPJNgbXW7efzdfXSa+Cb8TtpoHqmGK3EyehawMrLFbooFePc
qTvim0sb8nvI0nlr/D9xq9xPa/WGuPVa79N+MvH1YiIGhR0YLQc1PEH2xRaS/mr+Xnk3TdEfzWup
3Ngul2awaeUR79A8Qf0mZm9SXmeXD1GkFB+0OuKQxL/nHv8AMS68waxq1pLZNP5x1m+XUdS10QQ+
gmnQCBGgehDLVVeNAF+04PicAKZB6R5Zs/K9jP5o1zy5bW4lvPMdtYzXKojfC0lpbXMaGmy+pJMf
mxOFDx/82fyq81H8ztZ8zeUrODT7LSntL1biR4reL6ykSzySR+tSI+nw9SSu3zJpkSGQKn5q/Obz
F5g8l6BZXuoV07VllbzFcWyR2Vyz28graW7ztHFwK8C0iFjVtwAOBNopFt+ZXnWf8k9bu7rUIpFt
NWsbfRbt7uOW/WJZVn9ORrQASSKIl+1xLKXPZQW1rdBfl15z1jVfPuppqWs3VzFrltrEdmbGeZYZ
J3jDjjaO/rW0aKjek/AMWpvsaIUjZ61+S915tnudYbV3vHMul+X7iM3fqEfWZLJluWT1P2m9NC4H
frucQgsW8gpqr/mJPqMwvIxe3moC8s7pW+sRCCGGKN7iSM+gyNxCooQNUAl34nCpfQUdOC8dxQU+
WKG8VYb5v027+uy3Uf1AG7SC1tmviB+8LtUCoNS3IKoHj7DFUsu/L+qzXsFq0OlLcx27+jHypIk7
IxMiR8aEBuH2gdhUAVxVrQtOsNOuLq/m/Rk1jZRGLUrj14T6clEDGRRGiRgKp2r3JNa7KqGs6JFq
3lOzmtZNMghciePUhNEYpEav2JhGnwkcdx4U98Vb0zypp66ZFZz2em3V2qSQvdJeAOZJCWQ0Ef2l
UbDFVew0iwtYfVtLTSy55t6xvlYenJWKlTEwK8+nuKYq7U/K8eoSNPHpumtNOHWNhduAzk8VYmJF
FQVpsOtcVeQ/lvpmrx6r500TzFo1hd65bG1n01tUhFX5zqkSc5ApFuyqCfhBp18MAZFH/mB5M/Lz
WPPmpwavJDod9b6XaJpslvNb2Ed5cSyyK12TxdOIekXE/vOIPwn4SGlBKJ/K38tvPN75Wsb3VYIl
LglLe6eSKUxU/d8gqCg4UI4k++9RhCC9EvvJyWunWkcmkWquWW3lmSRnPOZ1VXqYy2x2FfH71DH7
jV/KLeZGshptrDPDaC+eyYzL+7aZV+H9zxc/Afh7AnsDRVEw6x5MR/qbaZayTiNmPwSg0m4yIx/d
VHBWA/pirOrHyvcnyN/hy6uWtZZbeS2mubXgzKJS1Snqo6/Zam64q8g0HTrf8k9C81fXdB1W90i5
vPTTzLaG1SX6o0SRxAqZllQpNJIA/AAkg+2Dky5sZ8jfnR5E8r/pHyyug60mhXF/a6nosChJb1XR
beRkkSSRaq09vzUqxqGwWkhPvK/nzz7548zarqukeU2l8qXWo2MM87PbwSwx2q8JhPUB7qodXMdS
EoAOtcNoIZN58/LXSdE8taFdt5gns/8AD88sFteTada6n+51CRQYRbmMKOLqojehK1Na9lALzmw1
n8qX0fzDYatq2qX897d22o3F+dMhh9CbTXRP3UcLFQ0iyiItSlG+ZxSmmij8s9M81Ra42t30lta3
mrCxsodLS1mBu7aSWcSXCAXUtIpf3bNQrQUCjfFD0PzeE0b8qNZ1zQdQ1OSe6srO1tp57qZ5ITFI
tqtypj5MGAfnKyV58e/cqEv/AOce9dv7/S9TstVna+Fs9vMl1KlCtzfo1xdWlAFFbeRqGiinLj2p
iFL2TFDsVYR+aMs0VvpDReWW8y+perFLEsskQt43WrTvwjmqi8d8VQ128A/N+yh/w7fSSNA0p8xh
7kWUbC3kT0ygH1fmV+Gp33612xVL/LckGpaL5zt5/Jl3ZwmSQGxuJZv9ytfUIkBYfCZSOLEV+HjW
oAGKoy80Ty7H+W1jp/8Ahe5n0yPT2ddBhecycVKTG25V9R2kkUEB6cqb+GKpNJHobSSlfy+1Np7a
K28yQszTLz1CT04xEH5/70xq1GB2+E9sUoa+8teSLDT9Qtovy71Ge1sLK3tY47dp2e4t7yT15YIP
3nqVjllYvy4nr0BFVbel6Poemw2kcNrDJa21sfQSBiWDxwOfTqZQX2pt39yN8ULNUt/IvmG+k0LU
103Vr6yZbibSrj0LiWJinwSSQNyZao+xZehxVJ9I0L8m9Dtm1/S7bQ7G3snYvrEZtlWJrg8eLXNf
hDepxVS1NwB2xSyRvMnlqGKwd9Us44tT4jS2M8Srcggcfq55UkryWnCvUYoYj+Yl/wDmNFeFPLL6
T9Rjghd/0kQClyLhWqSZU6RgFfh6/RRVhWr6V+Z1xpV3cvHoUWuLNbSaO2mm3ZzBFDK863JuUKcG
5+mCp2Zj1WhKnZNfLWlee4tJsZdWttGkvZYEDyTx28dwkyOi8G4GSKSsaEgrx49KNSuKHqWsXRtr
VH+sLaq0saNO/Gihmp+38NT0GKsdutbj+oXsrazBOYTytoX+qgOY40kr+3y+OpqvTp1FcVQl7qGh
Nr0V8NYs2vobJvq2outq0qpM9CiuQnwFlBpX22rirzp/zi85QTzLH9VQs5Ln0FBZh8NW4nc0UDFX
f8rq87/z23/In+3FVNfzj84L9kWi9DtAB06d8VX/APK6POpp8Vtt0/cj+vtir3pruKGwN5ctwiji
9aZ6EgKq8mNBU9MVeIee9C06fz15fvV12/s9M12SOTReEs02lNeLPatDGkUJUKJ4mkYEkKzb1otC
Eh7qgYIoc1YAcj74UN4qwj80brT4INGW88wy+X/Uvl9J4fWrcMqkiBvRZTxY0rXFWJ6t5d1a51Xz
J5VX8wLqDXPMFyt1pUKw3QNhbo8lyYYpFkCnlGeJ+MCi0A7YErpZrTU7bzjrdl56vobCxsf0TfEx
XQj069tVRZJokJjLt8LFuJO7fawqnY1ey/5VtZXZ85mCK4tZwnmKWKVGaRnp9Y9KZuYMbfCEb4ak
Cg+EYoSwzmTTtQvh+Zn+4+LT49OluVjQLbX1u8KzXhcNs7HZkO1X+jFK651/T7v68lr+ZCW0lyYY
bIGJSIJbGON7vgrFWk9RGDMGY8eVamoAUPSdFuobqx+swXQvIZnd45lrx4sxIC8iTSh29um1MVYN
pE+lx/ndrscHlq4tr6Wxj+ueZi9wbe54xwFIfTaP0QyqAAUf9k964pYt5Hg0W8/KbzHajyVe2Nqb
n0m8vm5kee7kX0uBWUxxFOb8elR70wKWQ+YtH8szp5AaXyze3tvYvFHpjo7odMFYAjzR15OV9Ndm
GwVu+FFoP8zdE8mXut3B1nynq+vTXFvMsktibgwhLWGO5UUjdAGkaNY0p1YUOJSGNy6H+XMqPcTe
Qdfk5CMgVuC1NVhQzgIknJfTjeku1FIbiag4FR9joX5eQahYQweRdbhk9W6jhupBNRDZwBecjmVj
xmR+EXLr023wq9suTGIJGk48FUsS+6igrU+wxQ8r1+60rWvyquri086Q6dbSXlP8UweovpD6wH9F
WRon7+nu3TFIRWvWEA8xeRZD5tNgiLGg08cwmrMwT7QqeRYA/wB4W6+JqVCZ6PoU0fnbzFeHzSt3
DPCVj0IhGSwPwhJQCxoRxaooK13xVTg0HWf0qLkeb7ZrQ37Mlj6ELAJJFxjtORfkxU0cHqSfDFUt
vtI1pIzz/MWytmSwhXm9tZrR5bkPHdtVwCJI/wBwuwDdQeXRVk3l60hGrXiPr8GrSxuVmsV9DlAw
jjqjJHQg1PLcDYjxxVH+eLi8t/J+sSWVo17d/U5lgtIwWZ2ZCoCqCpY7/ZBBPTFWEfkzd6Tp2ixa
LJJqcd/M/rQaf5iMUWo+lEiQCWK1VmaO3Hp8V8KHxqUJL1PFDsVYT+Z9l5ovINHh0LQtN10fXVN8
mqoHjgi409ZAXj+IE0qAxHWmKhqWLzE35rxMvl+xPl6Oz5v5gaNDfC6KugRX9XkI+Hw/3fjiqR+W
tO82RaD5yt73ylpdj607vpljDHEIL1CWUvcqsjh3bgCeQWtQPkpTeDSrmb8v9PtbnypYyzx2sh/Q
fGP6skwI4RICWVUfc1qQMUJRb6Vq/pXULflrpSwtYRXo2tAsupSyRNPbsp3+Ghb1DtVR7YpVrnRN
Rto9TOnfl/pQ9JIJNPVRbqbiS5AF4HUCNYygY1PI8htvUgKHoOlwiG2aNbVLNFkk9OGMKo48jRqL
UCuKvJ/NE0tz5n1zU7T8yLfTdPmghs4tNM7lbK4SSEmUok8Y5vwdSvw15b4pS3WphffWbS2/NeCw
uJpre/XhdkNHBDbODAv71SI3Leo7dTTkR0GKoyx0u9d9M1p/zSll0xdV+tPGswFvNHWNlsxIX+L4
Y2qp2PL7PUsqy7WtaOox3yaN5xtNPa5oLKVVjnMLGNd6M1G3jZwv9uKGNfpu5jkED/mnafWGeEuF
itTUenHGVVWL/wB60iSbb1fY0piqZ3L639X0Mt5/gjNilxJqj+jEgvVkbhA9eR9MRHY0qGOKvRTd
QXOnPcW/+kwvGxQRn7YodlI8emKvL9B0/Sr/APKW5t4vIT2tpbXDyL5TvJ5o/WaIhw6uyPXm26gj
iT374pZw3kry5fvol/qGmL9f0SOP9HBpZJDasoX4VbkA9CoHIj4qb4oSPR9Vafz75n0+bynPbQQQ
cpNdLM6aivFOMIRlCuVDMFHJuI2+HlTFUom83aHMJWn8katKlvc3U31j0DIrzWse0yMHaRvWDERN
xqaV264qhI7/AMkXtwI5Py/1KI3x0+1nLWpjWNJEW4jVlVwUS2ZQrgKOP+q26qe+RdT8vTeb9fst
O8tXmkXUM7S3V/OjpFdSSk8pUDGhPw0Y9qgYq9AmQvE6A0LAgH54q8t1ry9eRfmz5fvdOubu5v2k
9TUFAP1Oz01LaWN4ywQLWeZlKhmLcqkACuKXqmKHYq8s/PaLyVND5ch80PqCK9+RYNpvo1ExSlZj
KR+7AO9MUhYtx5En/Mi886zz38GqaOf0NJDN6K2vJmkhDLuW/wB1vuWHXFCSeXrz8tdG1bzl5P0+
PV7ue+thrOqFlhaMxzrG4jhJaNuRF0NmXjTv4hKeXuqeS9O/KnTDJe6pZ6LLatBbNCo+uojyqlOM
fICSNiEHGpAr7nChidz+YH5UrYX1u3mXzCoSxGkXE6F2dBZvCGmjIUoJqndwN+TYE0m8vmf8tLk6
jI2va1I96ixXCI86CM6ZCkjmOgVIy6GrcSA1Dx3DYUPVPK1/YajosOoWDyva3nKeP114OokPLiV2
40r06+O+KvKvMdh5P1C/816DqOpa076SI9X1KGJbFPUCRw8DAfTWQ/AFj3ouxqa74pSvTPJv5Ran
rehuk2rNfeYdGkt7Z5GHH6usRtys4jJKSSRxuqgDgaN3pgW01s/K35Yal5U0HTGh1DUNJOo+hppk
RA8E7AAcmi9P4D6nL4eXEE1ACfAUWtvvy2/JnQda0zQpre6S+v5/TsQrSyD1LGNZAzNyYLxW8HXq
T7DAmylCeT/yKnn0i5F1f2z3EFzNplu3MH0NIKySgo6s9FFt8PLdhX6Fd01XyH+TWr/V2S2vkW60
55YCY7iFUtbW4Z2pzAEbiRCQooadBvhW3rENhp+heX10+0lFlbwoYraRjXg8hPD7XKp5tihgNlYe
dLay0OK489wXMmmXU0+tXDR8TPbFoysffcLy3bYcxseK4qgNQ0P8yLmy1W0t/P0UV3cait3bTqCr
Q2PGcGDiIzw5s0ZrvTj1NN1Np9pl7dad5n1fVNS8420uk6hCI9K06WQcbaVFQM4qFD1NSRtT3rso
Ql/rOuTT6s1p+YWn2sF19XOkoI7WRrP01InDM0f771WofiG3amKom68x6m93K0HnbSorU6hHPAnG
LmLAK3qWzFgwLFuNH60/FVX0fzLJbNfnU/OOn36zXNxLZKGgi9K2dh6EHwIlSig/GSTXx7Ks0slu
hZMZGo7VaKreoVUgUq9Pi33xV5rrF3rY87usWvPa2rXHl9jZCUKCJL25SaMpTpOqKv8AldO1MVer
Yq7FWCfmxd+Zba00ZtC1uw0Rn1CNL19Qkt4lngIPKGI3EcoMjHoF3xSEjsdd16y8x+cZ9S816FFo
9vKq6ZD9Zsons5WmYBLt/SLIz0K/vORrXauKpxqOuTC81KG38zaJDqMGi8jbmW3j9C6ZFb63OrCa
VYOLoyVPHjSoNQcUIm/l85SeS9Nm0++0ZtWkiSRr2Q/6C5fiyvCwDVVo+VCBuaU2riqHZvzINjPx
u9BF01xIYXZn9NY/Wj4CRQh5OsfqcqEfERiqAD/nA5mZ7vy36Ya69MgyOfT9NDbhiVUBg4LSduJ9
t1WceVW1VtAsjq0ttPqHpr9YmsTW3Z6fEY9h8JatMVY95i1nXBqWtWdhqek2TCzhgsBeTx+pFeuz
uXmTizBHiZaIQa8ailcVSHTtQ8/2/mHQI73zRoj6ZZaf/wA7Hbq9vHJLdOs0iyIoj5Ipj9N/hdQQ
rHYdVK2fVfPM2oeWbaw836FNJDfN+nokeDndQzTI9tHBHRysklosrUBX2ZuuKsq1uTzYutt9QuNL
i09UkNbzeRXEK8WIUqaBt2+L7OKEuU/mt9cZ57jQYtOee1MJUTM/oGNhdLViqhzJvF9rYkHFV7D8
y4rjSIzf6K0Kpc/pYcXjZ2Irb+gp50CsV51xVlWuQTS2BaFlWS3dJwXBYUibmRRQxNadhirzR/zQ
0+fyFqXmz6wI9HknNlI7W06zRXDCOFSsfFeSg0bY+1QRTG1pPLDXNfl1LS7iOWO4h1nT45rLlGy+
lGwiPKRmdal2kqVVCR0qNqqsRu5l81ard/l8b2O3vvK8S3E8oFYWjjRUPFfWllbiJl+0tQeVTuBi
rGLzy55fs5NViuNfCSaL9XGoqLO6b0zdryi3VSDt9ojZe9MUqtx5V8u29xdW7+ZYTNZX8elXUaWl
1IUu5lLJHRFNa8SOQ2rtWuKplpP5ZWurT3EFhr0E0lrcy2U49CZOM8Aq6fGFrt0YbHscUPe4UMcS
ITUqoWvyFMVWNaWjP6jQxmT4TzKgn92SU3p+yWNPDFVXFXYqwnz5pn5deYrm00vzMfWutNl+t20K
esJEbgTyrEKkcfiIrTap6YrbH7ryJ+TN9HrE0qzyReabpZb6RXvAs1wrs6CIgbEO7HivjTptjSbR
9l5S/KqLXb7UrSGc6rLaxaXfsv11mECrHAkTpT4eawInSpp7mqi0XqOm/ljrmjp5du42u7BHkX6o
qXIJcyiaQH01U19Xix98VUB5O/KtrC7tjZ3Elm08k96pOoFPWeSOaUyb0B5woxB8MVS5fy+/JRrl
ALSVrm8NxcwqXv3eQ3cfCaSMEkkNGlPh22qOmK2yrSNZ8keXdLt9Jsrg2tnaQoYYpEnJWCgSNqup
PGnEAn2xVCA/l1rGsS3qSPf37H1mRfrUyqRF9X5pDRkT4G4nior3riqDu9L/ACrOmzWs3OGyEjRT
EG7jAmMHoMrsKfH6PJSG3PJ6/aaqqhB5N/Kew1SyvVtZY7y1ngNmHW7/AL62h9KFaFauyxv0apPU
1xW0Xreifln5k1Ka/wBSjmvLu2SaCYj64BEk8IglVkQBV5Ig6jqK4qg7vyr+URtfrV1FKLaeS1lW
4d74IZLNaWxVyQPhA7de9d8Vbsbf8mLFuVr6ETBp2VlE1Q10oSYjbYuq0rirJm/MDyWylW1KMqRQ
gpIQQf8AY4qoR+cfy9it2to7q2S3Y1aFYWCE+JUJTtiq/wDxv5DpEPrsFIRSH92/wAU2X4Nug6Yq
5fPPkVZTMt9AszAhpBG4YgmpBPCuKrU85/l+jl0u7dXIALCJgaKCFFeHappirm85/l+xYtd27Fzy
YmJjU77n4OvxH78VVR5+8khuQ1GLlv8AFweu/X9nvTFV3/KwvJv/AFc4/wDgZP8AmnFXf8rC8m/9
XOP/AIGT/mnFWQKwZQwNQRUH2OKt4q8411bmLzlquo6fbXNxcWlvCJ3WGzaKNWTmeJub21JJWPi1
VoOXXqQqkU8rrY6NaTaPfvZ6hdRw21La0aqhnkiEirqRZI19V+RC8qD4vdVux85Ppvl3VfOT2N8k
IjX6881pZrJW3kKGQwLqINfiptT7NcVpgemf85C/l3pt9DdWy6uFhSZREbK2YFp5ObsWN+WrxCr1
rQDfBxMuAo5P+cnPIiWeqW3paoRqryvM31G3+EyxCI8f9yHYKMeJeAoCy/5yE/Lu0nsZY4tTH6OL
fVAun268UeNkdWP6QJbkzczXvWmxx4l4CjLj83vL+u2d7rNrpuvtArR/XdQttJiktkFqjS8GLX0i
LRaOy8ui1p1xteF6h5S0t7fRrbzdDqHr22pafFNFFJYqsqwXSpKoKQzULbioBPtXCxYXf+c/y8Gm
3V3c676djqt3Ms0rabOWa5FZFK0l5UjBqtBSjb/axWkxuvzY8i3mqMW8wmC70YTepELG5hk+z6Ei
tymHM8yOg6injja0m2j+b/LkzSel5kgmHmAn6tDcRRhmMS+m4Aln5EHjxodq1A3riqE0PUtB/MDQ
E0TQdb+txaQImuJIrT02oQ6Rhw86A/Z7eHvitK3/ACp2b/lvl/6R4v8AspxVTuPylW2t5bm51Rob
eFGkmmkhhRERBVmZjcgAACpJxVZp35W2Wob2muLNH8Y9WOKKVOUZAZeUdw/xDkNsVYt5qt/JPlbz
FD5e1fX549SnWJ4Y47BpFYTMVTdZv5gRimkp/wAQfll6EU58xXYhnm+rxP8AouUgy8Q3HaQ70YYL
Wk40Wz8na1c3Ftp2uTzTWhInX6jxCkMVPxGcKdx2OFCcf4H0v/q6T/8ASIn/AGUYq7/A+l/9XSf/
AKRE/wCyjFXf4H0v/q6T/wDSIn/ZRiqFfy15ZjvUsX18reyAFLUwRCUghiCE+s8qHg3btir3OEBY
UANQFAr9GKr8VeZ/mHBqul60+o6Pp1/dyarAovpbSW1iiLWdTBE/rQzMeXJtq8aEjucVYx9U866v
HHb3Xlq7szZxQrZu1/ZxTQRXUSRStbtFpvqxPGs3BjVDxB3WmKW9F8mXHmAXWieY7TVtD0W+U3Vx
cQ6pb/VZrlqL6CpFBB/erM8ki8KF+RarYrbz5PyXt2tJn/5V7rP1uNpeNudUjUMsdOBEhtuNXqdv
brXBSeJmflv/AJxo8i6k16uqaRqmkNbOiwh71JhMrJyLqywquzVXr/CrS8RTr/oU78q/5tR/6SV/
6p40vEUda/8AONXkW0sZrC01LWrexueX1i0ivikUnJeDc41QK1V2NR0xpFs/GhWem+UYtEtfXNnp
1lHbWwiatwY7aMKgVqfbIQCtOuFDyi2/LTyrPbpZHy3PbWtnIXX0b9H9OeaJvUUiGNnWQqixHj1Y
KOwOK2lMvkLyS3muK1uvKNzFZavcTWV7qQ1KP0oQhS5Uy+gGZXLooUFxuCKkbYKTbKLfyfpWkE2+
h+X7+eHRmmGmXEd+WdXVhLMYyVkaP6wzBGFf3gBUjgMKLT3y5azaK13+jdAvLY3Es0t5Mxi5ySGQ
LDxpD8Ssr96cFG/Q0VThdd10+mf0ZelG/vGX0wQSJD8KvChIHpjly4/aHHltVVsajd6jZxQXel3r
2+oIY57SeKAjhJDzeOVXjEdN/TcOwBOy8sVRXlTT7W2glS2039E29vLJDBZrFDCjKeB9UJFHGvxc
QNq9OuKvOPzb8uafc+ZpdTl8kah5kuLaygnjvbWdkjLRTMgtxGqSMWUOZDRTUdsCQgrX8qPKOqeX
tRvLzyPe2dzpS3LaXpZuSHuWP2fTIVRGXMC0qNuVe+K2reRdGtYNY1Ev5J1XQ5JIbeRpZJnmjmec
lmiQJCIV9EkitQP5qbVKC9AsdDtrjUZraXT7u1gjjR47iV0IdyTzQBA6/COJry35UG6sFVTH/CGk
+Mv/AAQ/pirv8IaT4y/8EP6Yqh38geW5Llbp7fndJThOwQyClaUYrUU5H78VZGoAUAdAKYq7FXnP
n60Tzfe3XlufSre6tdCe21EzT6i9k3rPBOYiFjtrk8RQg1+famKpTdD0fNVp5qk0O1l1bzQiaMyn
WHCfUZIVnkaNDagfAsRZgpB71o2KWPSQaTa/lHLPL5VgGleX7qS/XTRqsssy3FvK0bn1DZlKgq9R
7EHAvVhGrf8AOTui6rf299eeTZWltpJZUVNWZELzQLbsWC2or+7QU998HEy4Emj/ADx8nparar5O
u/RXTpNJA/Tclfq8szTsSRa1MnqOfj642vCil/5yC8sLJLKPJ1z60y2avIdakLH9HxGGA/7zUrwJ
5H9rqe2PEvAzPyf+dV6NK1fzPoPkAnToZ7q41O5l11WIlkRJ5+Mc8RlC8IlIWNePYCuG0EPevL+t
za55T03XIIFhn1SwgvYrV3LKj3EKyrG0gUEgFqFuP0YWJeUTHR7Sz1R9Pt9Nt3vdTN3rMs2pwvGm
rLyn9FowQC6zVVV59VqQBSqrVho/l/W2139LWGj202janbTWC2V7Ekc2tBZAfrTRsTz9VuP71OTb
1BpQKU30PRDaWGtW2haTZgX17y1hP0g0g+vn0ZNmZV9I85SAgX9mopUclCzRfLunWGnRvpcdhDey
yrpthE2ryzxmO0uy8EYRiwLIjB2CsX3oR2xVTg8i6RPBD9c0i1R3lurOFINWkJ5Xsj/W1ViwqSY1
fju3xBeKUYlVkvlqxjtr62udMsLcCWV4r5orxbh0WGNYfscuCsvGPkqs1ATXcKCqznFWH/mGLYfo
e5m1e80k6dd/pCllG8v1iO3X97DMFB/dsjkGvf3xViOs6t5W03WNcuLzzhqHp+b4EsbGJEleKxa4
jkSN4CmyMDE7VoCNtx1KlbHD5ce18raNH541GS70S/UfWQs5bUTJPHIsUrn4ZUPqIvJWIofDFWca
jfafDrGjxy6/LayXN/cR21oFJW7kVTygckEBYuJoRxFaDc9VCW6RdaL9WgQea7684a00QlYkM9xQ
N9QcmPeJa0/DlXFVK/vdGjguqebdQtD/AIgEMjyq5C3JFRp8YaND9XbrVTT/ACqYqzXT+HCbjM01
J5aluVVPM/AOW9F7dvDamKorFXYq81/MnTfNdvqy6toMVlHbyQcLm7u7q7tz9dY+haLSC4t04t6v
EtSuKpBFoGoya5D5d1d9Mn08fWJNZsEvr5ZodP8ASjfeKS8k5AtMwZuJBHgDiqSa55c0/UdFTVVH
lu/0vULpYoDcXd9IlzdpJ6EJEz3IVnW1BAFKinX9nFKjaflLDFr0Nnq3lPy1BZTXV1EONzOLholj
D23pxtdDk+4Mq/yspHfBS2n/APyq/wDKiSeKSDRNAawks7qdJE1CSRpJIKUdD6iL6ScXEx34/Dv9
qjS2WI2P5T31xd2lufLXlJ2lhjuJEiubl3khM/ptLABdg8CjLxJBHI0r4tJt1v8AlNqN9C403yz5
OvLqJZIZ4orm7Zku4rsK6sFupAqpbSIzrXkGPyxpbfQwih0Py/Db2MCxwafBFBbWyElVSMLGqKWI
JAUUFThYvn69/M/8tX0yF5vKDMNQ1W4na2YKGF5bKs5uWKzsFPC8PfY8h2wJpNpfzN8jWV/qka+V
nN1Fq8DTn0CWkviJZEnjrIaSfun8CV+1TdcK0jT+dnlzSbe9ePRhHbFLfVriW3Kt6rTvA/MUkDtw
9dT06ClAMbWlTRvOHkS80nQr6HQQGMV7r+mRqoJjuYWJlPqSzxD1XMb7tt8DdQCQqyD8tH8tebtK
Oq2mhw6YdP1OaeGOVVkYXhVfVnRop3A5t/wVOXfFSy1NH03y3p93fWsMUEFv9Zvp0t4JZHZ3HOZ1
jWRi8jcNqCvYdcUIjy/5gh1mJbi2Yvbv6gBeF4HDRlP2XJNDzxVLfPLeYvW0NdHGnGI38Z1IakwU
tbV4yR24Kt+9ZWND2+nFUJqI81z3vmZZBpMlra2hk8vepxeWK5WJij3SuAFTmTTfpiqDs73zlLo3
la5vrvSF1Oe4I1dqxSxTRrNRVs3Dp8ap8W1ab96VVZe0UrzwmW1t3ljuXIeikpEQeLqSeQcjjy+n
2xVD2p11Ioi1pZWrG65XahjQwstWkUqP7wtUb4ql17H53a1uQtvo9yP0pWJJFlVV03qzSAswN0PG
oU+A6YqySz9b05PVVF/eycBH048zQtufiPU4qr4q7FWKaxqE1/f6pp0sFutho4t7p55biSE8yDKr
tw4BVjKcuRbYivbFUntry5vdftr1NF0mS81W1WJtR9WRme3ngM/DkIfjRvRC9e1adMVYhd67plhY
Loj+W9GhsPL2sxw6fZvc3kfC7jljhE4/0Urz/wBOidAXPJGLVHDAlnLl9S195pNL0y5udJAvLe9d
pDLG8okhLIrJVG/0REah/VuUMV0u+0118uxJ5b0aGz1Bb60szE905ghlErSxqgtR8M55cxUDuOSi
uKsR84/nlZeQPOUumReTrCe9sbWK0jvoLiRKW20whXnByCJJ07bAjASyEbb8pfnlfNoWq6/oXkjT
bSztprm5v6akIpXmeNZp5fSMPJ2ZUX4qeAxtSHuOmX7eaPIllqJtYxJrOmw3Ys5GLRB7iBZVjZqC
qhmoTTcdsLEvGdPu9Vni1PUdRuPLCab5Xnjtr6dLa4la0ufVVJqE+ntvUMgO+3jilPNE0/yt+i7W
wvbTQn85+aojeaIi2MqQXFqIxIhmAj5LRAxpI1fl0CqY6fHo/mP9LX2jjRpbvT7yWwvp5bO5XjNH
KixLI0pV3IoCWU8dhT2UKtvJ5ZstAcWd75ftBwOoWLwo8cMdpbXRWKcxiSh9EsfiBHFq091URY6y
unA2EOtaSI7e5hsbeyt/XgVZLocrWJ1SST0mmqfhoe1O4xVMtNsfzFfV7S4lv7G78vzSySS8PrMM
31d1Qw+n+8kFalup+zTvirNI7WGOT1F5F6FQWd3oDQn7RPhirzj8yPM/5Zv5m0by/wCZ1uZNVs7m
PUNLjhR+ImUVR+a0qB4HbxxSxz/laP5ETPq2rn62T5qrpepyiO5YT8YuPCiswUhJABTffbvgtaKL
0S4/JXWYtI0fTrS5mTydcNc6bCfUHoy+ryNXZ/3lJADQk9q4VZNqdt5F1O9W8vbG6knSK5hUiRkX
hegif4UlVSWDmjHcdqYoU5NM/LqWyayn0mSe1eK3geGX94rR2hUwqVaQj4eAxVT1DRvy61DS9X0u
6065ex124N3qcXqMDJMZUmLBhJyT44lNFIGK2mtp558m6ZNHo0MhhuX+KKyZ4/VIYMRxQycqUjb7
jirMVIZQR0IrirsVeXfm5FrmnXdvq+mXOm2FvOPQknvnuleS+KsLVV9BhtRSCaV/gqkGmaXrVv50
tNCnuNJLWBbUdcs7YXsM0FqFjkWaJzI6sxnc7jfvt2VRMmqaImjWetW2u6Ynl2+vLi105pBfojMp
ZbWFT6255Lyc8ABSle+K0yPVNOsLGaJJ7i0h1GS6aO35Xc6SNFDEZuJLyf3ixvzIXoDirF/J9n5f
W+jv9eu9AFlJp/1+SSzu5PUBs7kw21yJeSAxRorIG/YYUGKtD8uvy++sySXP+FWgX05bhvTAkRbs
8rbkxuGB9WIM6sacj0qK1U2UJJ+Vum6lqMyeX9I8o3EFvE1vNEFkldL+C4T1kkKtsBbyLyXqrH5V
FLb1/Uni8v8AlSQ2EcdtDplqq20JIjijjhUKqcjyCqqild6DCh4fo35qW915durm58pWWnvqeqG3
1PTpVgT1gsZmNzchrVFPxKV5yftK3hsAkhWuvziWHVb+C28s28s/lgLDp90ht2CQetBAY7eluJE5
CZaKFUDodxTCtMh8m/mDa6vomnX0cGmaf+nTPeXtn6kKTPcwzemzmIQVkklkj+At8TEYqQlOj/mC
mo6UZrryesN76dmLfT3tohLNa3MjzzvChtm5xR+m8tFJ3FTRjxxWmR+XfMQ1vzsdJ/QkDWgSK8Oq
QwpMir6Un1SX1jbKh5qhETfZ414t0BUPRLyObT9LmltRPcfVIWaCxt1gVn9NKrFGGVUBNOK1IGKq
Oh6ndXyJLNb3VoXEoNvepGkg9NlCsPT2owauKvMfza8u3c3msataeUjrd3HZxiwv/ryWtJhKUkiC
Eg7RPyrQ1O221VKTR/k9olza2on8sQyos9xxh/S8nqxSsodlpwVfUcxAD4jTrSmNLbJtG8jW+keZ
Iv0boDJY6g80WpajHfqyK0bKUMcDfsnk/wAIAYUbanVQz3/CGk+Mv/BD+mKu/wAIaT4y/wDBD+mK
u/whpPjL/wAEP6Yqh38geW5Llbp7fndJThOwQyClaUYrUU5H78VZGoAUAdAKYq7FXnP5j+ctG0/X
tA0HVtJ/SKalfKLWZoGmjgkjVf33wktzUzAAKtaGtcVYCf8AnJHynN+ldVbQFae2dNPluWiRjNHc
BzRnRnPp/wCjb1r2wWnhR+m/mb5PnL6DH5TSHSdIQarDC9rHCkcojF0HSKZ4kWQLMG2au+1SRUqn
snnrSNV17y+lx5cS4n1Mq9tczRQSPbzXFIJuaiZ+PCOMBySG6Jx5fDihmqeQvLSQiFdI0wRramwC
/Uk2tGcyNb/a/ui7FuHSu+Kqv+DNC5Mw03TgXWBWIs1FVtV4242bpEuyfy9sVQRn0XQdeTTraxW3
vdTdrl7i00+T0nluZFSR5Zo24h2KKW5GtBXFU9uY7m+0SRInSK6uLc+lKVDIkrJ8L8GrUK29Dirx
2+N7Z6NqWs6j55ZbLQJbWO/ktbG3+EqRA44PE7FpnJ25VBxSjjqd1+iNI8oP5ip5x81ob7RNeTT4
ikVoCJ+DIaIW9CMrvTc/Tiqv5NsfMF1rt3e3XmhL+x0/U5bK508WMSo7MUCRh0AICfEeQ2OxoBti
hX1PVLO6vtU1PTPM0FhpGk6pBpt/bDTWkZJoUaKa1qyKeLySK3qIGA6g4qitLujpLalp+t+ZILzU
NAsjeauq6bwpFKS8UwPFuVEQgqhO/wB2Kp/5e1nQZF0vTrm7i1DU9Vtn1CzmWzaFZrVmLq32SicU
YDiWqetMVZFYfUZbeK7s40WK4jWSN1QISjgMvYHpiqXeY/J2g+YpdOl1WAzPpVwt3ZEMV4TIQVbb
rQr3xVLdK/K7yfpnMW1q5V9TXWuLuWC3yg0lX+X7R6fLptiqLPkHysZ7ac2gL2t7LqUO5AF1NQmT
buOIp8sVVtQ8m6Ff3+nX1zE7XGlXUl7ZkOQFml+2W/mHsen0CiqUaq/lXy60FksFzf6pLcPqNnpd
oS9w8tKNIRyjjjjqN2lZU5d6mmKvLvMXnXQtO1y88u3+g2OnTtfwa/Kt7rMlt6l1czJGJC/1Z4R6
fqeo6KzjipPbBaQHq2lecLW0uo9O1uxl0W6vJWME0jrNZzTStXhHcpQKxJ+FZURm7BjXChluKuxV
5l+b732lS2GuxeY7Xy7b/FZJPPbNcM13cI3pkFEkZRSMVpQGnxYqEjt9B8z22vJo8vm+ykvbD6pq
2s6b9RWPjZpEkV28UqxUJmIZenILT7NdlK/zHrfk5tLtfMWh6zaabpuoTW+m6PqXou37+KTk0YDW
kzKtIwASeKlfuVpNodK1jy95jstQ1/zday2Et/NZGGS3WCZ5L1S9vaRyx0bkaJI2/wAVKGtKlQzG
78xeVLSK5ludTEUdnOlrdO08tI55G4pG3xfaZthirdz5h8p2zaktxqqRtpHpfpQNcyD6v69DF6nx
fDz5CmKplDHZTcvSlkfjxJpNL0ZQyn7XQg4qs1aaSx0mSS1FHhVBEpIFfiCheTB6V6VocVeO2f5l
+bF8vrNd2KjU5bo/WoIbOIxm3UrJXeb4m9MOKk/a4/PFUvu/zb/MAazrVpbWVmselxzDTrlrWUyS
NHKIo0VaKDUMW+Amo6DemKVq/mx+Z8Wq6BZrptqYdTkgTVLj6u6RwM1xNBViokKjhEjBmFRxO3Fl
OBaTnVfzF/Mb9ETXGlaXbQXyXitHb3JZ/rNrMzJC6f6PbhWc0+2eQ/bRKg4UPTtIuJZ9JtJdUvI4
tRlt4zfwxtCYxMyD1VXklSnKoFe2Kr9Sufq+n3NxYzi9voIZHtLP1baL1ZFUlIhIycU5sAvI7DFV
Hy3q2pXiBtSt/wBHy0lrZtPb3FEjKBJOduAoqGO1cVYfrf5kagda0e1Ed5YaXrkjrpctpFHJdXEa
RNIJgZlljCyUUCPhyCsGLBvgCqX+XvzH1PV/OsvlrTZ7mG9tzOWW+e2ubZo4mYIXEUcMqtKqH7Ep
4HqrCuKpd+Zf586roFrb+hp7WSyXD2dzIskUtw09u/C5+q81eMxRH4fUdDyb4eCfawEpAtJk/OzV
f09Bptld39xK8kI+sVsbm2dZoElDFVjjdwPVBKxMp4BmqOJGNrStqv5tjyfb6bdXWkz6j5j81GC9
v7xwYbVEuFDR28cxEnIW6MEWNfdiak1bWrY9ffm/pj/mBealLosx0s6ha6PNefWyHDWtwJo5Vt+B
X7UHIitSNq42mnv2oWmlata3WlXqRXUEicLu1ajfC425L1FaVB+7CxX+Q7y9l0WSyv5mub3SbmXT
5bl93lWIhoZHPd2geMuf5q4qyPFXnH5vXmvafHYXkHmSy0HSpZEteF3aG6Ml9Ixa3YEK/H02QONt
qV2xSEht7XzEvnN9LvfNmnXOvJBBea5anS4g506KKBLxfrAhHJJ2alG7AUpSiqrPzHg9HS9OutP1
LTNF8r3ctumh2F1o/q8L5yWDiM28jJzWtG4bdd8VTltP1zSvMNleeavN1ld6O+qPD+jrmwt4zJdz
xn6ikcqoG9ZI+JDV/wAnelSoZbqer+RorW6fUXs/q0F0kV56sasq3UjcUDgqfjLNsffFWr7XfIdo
2uSXctkj2fojzATGrMPVULCLiikvyUgLWuKp3aS2UhkNtxqSrSlV4k8kUox2FfgoK/R2xVvULaS6
sLm2ima2knieNLiP7cbOpUOu43WtRirw7zHb+YLbS5ltNf8ANc97LerYJPbRs8cJmhMbTsnMH0Ua
Ats44s2zdcUhkc/mS/1WVhHDrtkmnX8WjsiN6PrRxyHnfqX/AL1JeIRd+vjXFCDjtfMHmYXd7HrW
v6H+g55tNMXBwLsSGJI72JPUjWReQdqtyFCeIWgxSmN/52Ooaal+LDzPYuLBrkWsdmUlBjuJLVov
TSXe4mdVZVdmolCpUknFaTC01a/WS4s/rGts4kt7VZTaRsqyXYkm9SpaR/SiVlVzUEUFGbaihOrP
RNXu7Fbg61dKt0iyxRyp6bxB40oGEbr8SEM3WlWPIMAoCqI1HQtRk0fXbZL+W6n1K2kitvVooicw
mNePHioqaE0Ub74q+fvzZ83aoL3X57Ex3Ed7penPpzCyTnpsUc888scnISssiSWfAk8eLkbKVrgL
IPQfy8/MSxvvOkunJo8cEN9FE36c9V5HnulgB4FESSGIuociP1FZeLc1DGmFDzP82prT/D+mcLm3
e90i6v7K858Gd3gBeUIWinjV5WgWRSVHalK4CmKa+VdU8sav5tbTH8vW9pbw8ItOvllZyZ4IFPpo
IVMEb+jE1QsisFWjDemFCU/mjcXN95d8s+WY0e61ry1qMdtewxL6jm3SMC3uSEGyyxcSdtmqMBSG
J+ZfKl9P55udH0jTdUhu5tcE7WEyepblC7VuUlVF/djlsW/ZO+BILOZrbzF5R8+3vmfUbCdwl3Ak
KGG4v1kF+YoJH+vKsDPJHGWCRFWVSSq4WL37yNpl/ZaI0+pR+lqWp3E1/dwbExGdqxwsRUFoYQkb
EbErthQyDFXmv5n/AJg2Whappej32k22qQ6hcIkYujGEiblGvqt6vwjiszHkaAU67khVgEX/ADkd
Zy3d5fjypbyajHcxaYbmJg0sqTtMq/vGjR/Trb7jpuMFppGXn5z6Jp9vdac/lC2FlpUNvfGySEAI
8xhBpA0aem8frMSW49B05bFaTbTfzmXXLLRri58qmcamsl4vD6rOkNxBI0EYYzzQOJC0MgWqBjxp
GHNQra0yX8u/M8vnrSb+4v8Ay9HpKw3Rja3u4BKszpXlICSoJWTmvQ7998UFmZ0tWadmjtS10ALp
jb7yhRRfU+P4qDpXFUs1DzF+jNatdJa3nea/4Mtzb2Uj24LOIh6kwfgrAAEg78cVTC/uLg6GbiMN
65jjekKO7VJUniiMrt8gw+eKvGte1H8+xptotjBdDVBPPNOtvAojaCVhLbwNJK86gxqxhYgLTjUt
J9sqVO6vPz4F1rLWQv5okVG0eGaNI1ZxJbEqWEKtvGZq8+IB6MeIZlU38tXv5yC30Q6otxKFEh15
prZvWq8hiiEPpSwIwXjzb4Vou/xk8MVZD+XNv56jbUG8331zdxcxHp4MUkT/ALtm5yEQolA9RxBr
8IBrUnFDNf8AQ/8Al6/6esVQ+oc/qFz+j/V+v+k/1P6x9c9H1uJ9P1OHxcOVOXHemKoby02vkA60
kUd2RKSlo129uE5J6Y5XKoS/2uwxVbf+StLnv7vUbQ/Ub2/QRagUjilhukFaLPDMjq3XcrxY9CaY
qgrr8udO1HVLfU9UkjlvLVBFDPa20NrMIgrL6YuVD3KLRztFKmKq2vflv5W1iGBTbLZy2saQ28tv
HFRYo68IzFIkkLqtTx5IStTxK1OKpU35TWM+qR6nd3oN/EOKX1va28V3x4lCv1hllZQUYj4OPXam
Kp7ceQvK02n21ktn9X+psz2d3A7xXUUj/bkW4U+qWc7vyY8/2q4qhE8n+YIl9OLzRcvENg1xbWkk
oH+ukcSn6U+dcVROl+RtMtL6PUr64udZ1SGpt7u/dWEJOxMMESxQRNQ05LGGpsScVZFirsVebfmw
mq2UtnqVtrsWiWV1XTpOUbSSS3NwCImUhXC+mqFjWoIHQ7Aqsfex1VfOaeVoPMoGo2EMGq61bfVV
VJ7CP01nRX47NM8jDjy6b17BVD6p5gl8xabB5p8sa4bDy9e3KWtnFNCGmW8TkZmpIknEOsfXkT4b
kYrSfz20/lnWtNudY8ziPRptSGmyaX9VkYTXVwjS2caywqGQjkknJhxBqK+KqU69NrunXmrXsfnR
NL0S11SG3SERTv8AV1lLRehwWL4+crBuQJA4mrUb4VUx0LWL3y1Lq8vnPzo2r2vl61hXWuNrNAYZ
7mUtFKBBGxkDRsqfCdqEkYpelWwsbnn6MkrBONT6swBDoHUirb/CwxQvvdPtrrTJ9Ol5LazwPbvx
NGEboUNG7Gh64qwLy3+UmmW0l7PcSXluzzLHFHHdKySRWjVt5yqwxBXL/GV3G1G5AsCqmeg/lP5Q
0TX7TWtMjuILiwjuIIYWk5QkXLc2YhgWqo+FSGG3Wp3xVanlG0ur/Ubq90yVJhfEwTi5kDypM4Bm
BT7AiB5RhaUI69TiqQa75HTXJNVkuNF1JZdCE0OixpfpDFeR3MXpuYl4GOLiq7VXqanc4qiLH8pf
LFrqOlQLpl3F6UNtcS6iLuQsLiyj9KKKVUURyfBXk21aD/JxW3pFnNLNaQTTRGCaSNXkgJqUZlBK
E0FeJ2xVVxV2KuxV2KuxV2KuxV2KuxV2KvN/zfbzLafo3ULDUpbXSy5s7i1t7SO7ka5ulaO3mpIr
cRGzU26kgGuKpUG8ywecrnSLjzi8t5p8FtqmowSWMAjksYFRblEkVFYmQt8a12qpBFaYqoeZ/wAy
NKuPK1hr2j6pJp2i61eRWWmmO0t3eO5DsZHdJUkoH40Pcde+KaTDzjJ5jsdU024vPN5sbFr1tKa2
jshL6t7exl7SpEZ4ekrKeXQ0pyWuKoyTX9O02HVLi882XD2VheR6bM13ap8FwwMSD4LdBJymc82V
eJp9oUbFCBmv72y8wa7Pd+c5pbbQrizn1nTm0xmVYJlHGJGhjVn9Qk/ZMnEAV74q9PtLu1uPU+rk
HiV50BH20V16/wCSwxVi35hfmN5e8nWHPVpG9a5qlhZQqZLi5lXj+7iQD/KAqxA3xUBjvkj87PLm
saimhzqdM11omuJbF5I7uILGhkk4XNszx/DGvIh+B9sbTSTX3/OUnla10+zuxpdzMbgXH1lEIVIm
t3KKqzSBI5vV48l4GoHUYLXhZl5v/MldF8raZrkdnJW/ktOUEtFESXPEkSyjlHGVDdSaFhxFSRUo
Rtr5/wBLvtHs5oriC01PV7aObS7G4kXmzzxPJEriMvsfScchseJ41xVifln8yvOMNprmtearG1/Q
1nIIbV9OfkFlhvJLO5WWSeRN0Kc68FXhQ1rtilOPNv5q2+kaRpGr6bGmo6fey+peXSLM8EdglPVn
9aJXVWHIcVYfFv4YoTrTPP2kX/mE6AkNwl8Hu05siiImyFu0lG5VNReJSg7NWlN1Uxk81eXI5ZIn
1CESRO0ci8q8XQlWU07qwocVW/4u8tf9XGH7/wCzFXf4u8tf9XGH7/7MVd/i7y1/1cYfv/sxV3+L
vLX/AFcYfv8A7MVd/i7y1/1cYfv/ALMVd/i7y1/1cYfv/sxV3+LvLX/Vxh+/+zFUR+n9G+pfXfrc
f1Tn6frV+HnStMVYV+a9z5i0+bS7+z8yroWlSu1jPD9XWd5rqdW9B1Lq3D0eJf3p32xVII7/AMyQ
ee7jy3L5ymnv9Nt7fV9SheythE9nAsSTxq6BX5zFzVfChBHTFKB80fmN+kvL9p5k0fzBNo2g6zcx
6bpUX1SGWWK7jlJkMkbI/HmI3WvPaoahpitJvdXes6Hqp07XvOEsk19PeS2YW05ejHbW0czVdYWU
mFZFcMacq8RuMUK0fnfRo4pW/wAY3DgWQ1X07qx5OtgztapK6Jbx1b6xIOagBitK0G+K0owajqI1
jWdUbzzLLpnl+ZLvWdOfTkUC1W3+sNGCqRuecKSGvxdFHiMUvSdA1/Std06LUdLkMtrcIkqOUaMl
ZEV1JVwrD4WHXFDDvzk/Li5876ZpUFubathefWLiO6D8JITEyOgaNXZSeQoR0xSCxLyT+S/mTy95
g+vpew2Oj3FjcWd1aafNeySvJPUidWuiwjkVyGDAfrwUpLGD/wA4yXlnbwW9rqFvJcra3VrP6jXE
Y9WeZminT0w/xegyo67A8e+9Wk8T0/TPyrjTyj5Z0qW5lj1Dyyyta39t+7JcKyuwjmEiGvPbkpws
bYj52/I7zLda3oJ8vNbjS9F09NP0+WeZ1ntpyX/0xvhbmYwFIod2psKVwUm3oHmv8tNOv9K1aPQ0
g0zUtXuILu+neL14biS3fkBNAzKrK37XSvevTChEDyMb/wAuQ6Jrl208aCIXjWqJax3QjPLg0ahy
kRYCqIwr0JptiqM07yi1l5gOri/eTkbrlbGKJRxuhbCnNQG+A2da9Ty36DFUtePWX8kaj+hdQg0v
UU1O+kivrqnoIseryvKJKg/C0asp+fUdcVSCS2/NqOC4ik82aNFdSylLAuSf7tmlkRgUWrJG3FgA
dgG+HcFVGwt58tLP0NR8y6W9/dTzC2Zp0iAik9VoBGBAObKskO1N+tfFVB6afzT0c2v6a8z6LdRe
vBLf3EzcG+oCSUSOicbdFMlY1BqQDXrirDvzO8y6xonmzWLmK51FJo9RsbnTbuLUQdNgtYW0WKaO
5tf0rZQovO8kEkU0A9QTo/qIgZ8Uqsf5seYNY1TTdA0ixvpbG7+sWMulwPeQapaW/O2t7S41G6vL
d7n4bm1vLa9uLUuLfnX1WmWNnVY3c+YNZ8uX2kWvmrzDrGpaPZWpsLiWK/GnQT6qupRWt49rczap
pt/eLGYZ4ZWnYrbtSYItvIiKq+gvy+a+byF5abULj61fnSrI3d16y3PqzG3T1JPXRpFl5NU8wxDd
anFCf4q8q1j85NC0281G0vPNGnpNpc5t7mH9D30rBwZFYLwujz4ek4cr0oa42mlrfm95f+vxQDzR
pj3NzcCxSRdGviGkIj2Li5+x++Qcj8O/XFaX+cvzYt/J2qNpWsavbpeCEXJSHRL10KllVaP9cCMT
y6g0FKEhqAtqAjrr8wLeC70mCbzJpCzasW+r+rp8sLQj0DPyuEmvo5IeUa0HNQa0GKEd5p8yX3lj
y+/mDVda01dMj4ATRaXcS1EhHDjwvTs21O34Yqk+lfmnp2q6JqerWnmXSjp2nPJBM82mzQiZoo+f
GES3yepyT7I6+2Kaa1P82NP0jRLDV7nzJpos9QUGFbbS7i5dGEQlMcq297J6bKnUHwxWktuPz50e
2srO8utftbe3vZrmCJ30e62e0KiXkFvWpT1BTxwWtMt8meadV846FFreiazYSWUjtGRJplwjpIho
ysPr3UexIwoYr5i/OXRtA8yXek6l5gsl1Ox2uAmk3LqGCo1Ki+68ZPwPhjaaRZ/OPTF80yeWpPM+
mRahFI0DO+mziEyr6Y9MP9e3ZjLxG3VW8MbWkKfzxsR5s/wqdYiGri6+omP9CXdPW/6TeVOXw1p7
/Z3wWtNaN+e2h6vrraJZeZbNrsGURP8Aoa8aKX0QWYo6XjbcELAmgpja0y3y15l1HzNBLPomv6fd
wwel6rnSbyKn1iFLiL+9u0ryilVtuld98KE5+qec/wDq6ad/3Dp/+y3FUk8y6frGk/l9ewQXunPq
jXTXC3eoQypYiS61D16NCjXEm3q8EFTVqV8MVYRcz6vqzzwaTdeXbi+k+uwI8ljqATnPdQ2sqzEK
yPyZvTcnYni1NtlUXqX5bfmVexyNInlmSeF2XTA0NyFihR4BABRSEYQpIpIU/sipH2VKe+XfJPmy
wsLu1urfQ0ZUaz0lrVJgsVjE4kt4pFZAWPNpK0PwmhqxxQwH8ztR1/UfzRvfLV1qSWnllrS3juo7
uCRleC/triG9lt7ueCKzsWtNPW/uRKsrNIytGzSqPQgUsQvtS833tt+nI9HsdDj0b0pfNkuhpdWW
s6LaLpVvbiFbCSC0Jka3N0tpPLHcJCJWCyxJGZcVQvkrzL+X76pHPqumz2Hkm5+oKs93O95Zvc37
2kFtYiPVFcCztItKuormVmaORoPUX03itEiVfUPknUbXU/JmgalaWSabaX2nWlzb6dFT07eOWBHS
FOKxrxjVuIoo6dBihOsVeQ+bvyFvvM91rlzfeZFE2rXkdzbS/USz20EMM1tHa1NzxZFiuG3VVq/x
GvTBSbUdR/5xzt7zXbPU1154orO6trlLc2wY8LaG1hCh/VFHb6l9vjsGI440tq/5ofklrPnPzM+r
W2tR2EBtFt0jcXcjK6tXkoS4ijWm9KLT4mJBNCGlBVdU/JrWdTurHUJ9WtoL7QreBNBRLd5ojOqo
J5L5p3kluRJwMa1b4U33bCtoz8yvycTzh5cOnW11HpeoXt1aXWrXcSyGGQ2lu8ChYC5AQcvhTkOg
qajAQoNMa8tf846ajoOk6zoEOuRTaRrc8Au5pbflcJaIsolSBWJjimkWRUMnxbbgAgY0klGax+Qu
o3/lu28uR6nZRW+m3L/onVvqsov4LJ+J9FmimiWVvgEZJpVQD9rGkWkWo/8AOMes32i6XY/p20tr
jSnnb14be4LXRuFQPNcO05f1GESIQp4henhjSeJ6r+V3kR/I3lVfLv1wX0MFxNJb3HAxsY5W5gOp
ZxyBJ+zthQSxvzP+SFl5h/MG38yXV2Us4UMnGNYhci5rROLtEy+kg3AbkeWK2h7z8oNd/wAZx+Yt
PuLG3Fs0xht/V1KNXMsiSCWVIbiOMOfSrKqKEkYkupOK2xm3/wCcY9XT8wk80y+aHZBfyXxcITd7
Nzh/eH4GYts/wjbp7Ck8WyloP/OMGuab5ytvMz+Zo3uIrpbycR23AyNJI5uI6KVVVZGA+ECtSKLt
jS8T1/yL5Kj8qWE1qk63HrC0UskbRAC0sYLJdmkm6i2r1703PxEsSyXFWPfmCmrN5O1IaTcXNpfh
EaG4sYY7i5TjIrMY4pZIEY8Qerjb3xVgkU/mk2uqaKLzWILq5uvrFvri6VCxgNvcrHLDH6c7rKkj
pVarsGYmo+yqnPlqz8wa1YPd2uv6raSTx+rw1GyERR5J6hfSZqjgkJTirU4sDWu5VRmneS/Pdrqk
t3P51ku7Rmd47B7JQikyiRAX9bmVShSgIqp613xV4f8AmhoOlz/mtrOrW99Yr5oh1vS7e30tgkl3
fW89nplo9m0EupWaS29wl7LyT0KMsciyTorUxSpx+eLrUNT0bSNYguvMTFI9TntLLUTcuYI4kZre
DT7q3ury7XULCSBlqI2MEjxSurDUJpFUvs4dajvL7VprqfzFYLxiuLCKS44XVl5quorOGbUZDd3+
qendaXHbrawRo88bxxs8Q4h7lV9Q+SbtrzyZoF20yXDXGnWkpuImuHjkLwI3NHuybllatQZv3h/a
+KuKE6xVJPOHnTy55P0d9X1+7W0tFIRBQtJJIeiRoPiZjTt8ztitMRP59+TrZ9GbWbW90Sz1+L19
Kv70WphkiPGjt9WnuJIlPMbyIvv0NBaaekI6OiujBkYAqwNQQehBwoYn/wArM0O48y3nlvRba61z
VNOTnqK2Ah9K3NaCOSa4lgi5k7cQxPXwNFaVvJv5jeWfNsl5a6e8tvqmnMU1HSbxPRu4GDcfjjqw
Ir3ViMU0kE//ADkF+VkF1fW0uqssmnF1uz6ExCFJlgI2U8vjcbjbvgtaKvpv56flxqUthDZ30sku
pSQQ2qehKCXubhrWMGq7D1ENW+z77jDa0z/FDsVdirsVdiqD1XV9P0q1Nzey+nHWijqzN4KB1xVL
x5w0tHtVu0ls0vUEltLN6fBlahBJjdyvX9oDFUdqus2mmonqB5riYMbazgX1J5uAq3pptWg6k7Du
cVSbS/PX1qSQahoOq6HbxirXmpRQJBT3eGafgPd6DFU48wanNpeh3+pQWzXs1nBJPHaK3FpWjUsE
DUanKlK0xV4Vf/8AOV9xZ6ZaX0vlQAXks6RcdQEiFIFiq6OsFJPilZT0px+4Wy4WZ/l7+dyecPOE
3l79FfUBFDdyidpzKXa1njh4qvpxj4g7NWvamFFPUcUOxV2KuxV2KvD/AM09bisPzp0FL/R7nXU/
Qs6+X9NhjSSJ9SuJJI5PVDkDh6SoGb9kHkdhgSOStrOj6Fo+g6Ve3VsvmHUPKmmjy9qqQQrdw2U1
zHCz3U9r9p4okqSqAmhpTqVVV/J/mP8AMDTvIlhbaf5eGr6XNC0OjapZ6hE7wxByiNdCSGFQI1FV
MSMtAFoMKq/5Pp5f17ybbxaXbWsegNcSR3LW7XcV7Ne2shYXNxIrBlaZVSYK7sVqByOIUoTVtaeL
85/J1kLHT28x3onk1C/sjOky6d9WbjDco4HLkw5r6lacRQDrgUcmCRD8tNUuL99RTTPr+tXJF3bR
3WoD1pEmmMZJEfFSGiGwADGvLoDiu6b+X9N/KuLTre8gg0tpNJisLib95ec4po7yRyEaYVCfWf3d
PirvXYYruyCP89NXeW6kWfQpbCzgM09xHJdcd41CULIpKmf1FrxrxFafaoVpMLr8+9G9W6S3v9Lj
S2ERkkka9cIDcNDKT/o8Jeg48Qo3bkPAlWlOb87ZIrOPjfaNNe3Nv61oYxfGFnMrwAMVicr+/aGO
h68i1aCmK0uf82PNt1pZ1HShoT28MBubqS4uJkUR+m5Dx/ZkdfUhcH4K0HfFD1DRL2a+0q2u5xGJ
pkDSCIlow3cKzAVA8e+KsO87XkcHmOL67YHUbRbT91ByZFV2kNXqobei0pirfme+0xLDS/U0X6x6
1mpgHqOPQBUUTZTy4++KvPbC81ab87dMi1A3H1aLynMbRYtpPTZnBeKv+7DxoD7DB1T0Qum/o/8A
wB5++q/4z5foWfl/i3j6NOD/AO8/H9v+b2xT1ei+W7rWLj8itOnuJY01CTRIy1xexiaIL6PwyTRu
fjUpQtXrhQWDaP5xsrOF7zWNa8tT2ly8zW11FaxbPGkaArxWMEo5pyJNAw603VpmGjeZRd2Vpp+i
6npT+YbG2un1CREhYBBIiyyL6bQhI1k4+oeIDMKbEVChTPn7UbiOG2s/NugyakYz6g/cohaO3Z5G
UG6lJ4l1kI/lFNtzirN9F1pp4hazTRX2pwoJLr6o0IAV3ZUb0/WkZQeBXc7kHFUz+szf8ssv3xf8
14qrRsWQMyFCf2WpUf8AAkjFW8VS/W9Kk1Gylht7yXTb14nig1G3EbTRCSnLj6qyLvxFdvkQd8Vf
Kv5Z3flzyn5w1vVbbzPrd7LYPTUbSGDT1+vs17HaBeb310s1ZbgN6nFfh5MGBO8QzL3nTvzh8tSy
aHawabqMUOrgxwOYFZIZFlkhWKQxvIpY/V5G/dlqKtT1yTCmEa7511SbSdU1bylq2r+VdO0Jol1L
SJNL0WURpKjMksS3E8DcW4U4GRnJZeKUwFkHqnk/QdQtrK3vtb1SXXNWkj5C8uLa0tWiWVVLIiWq
gD7IrV39jTCxfPs19pb388KjzvGvNlWaO7WFC5upINmCCtDJXboir4YEsz1n8uLTSdcitI9Z86Xi
tDFG31O9iMFB6cPxV9MqSXD1/mFepGNLbP1812KCON/L1/NIbWKV3eCAyMJBTi/xgFgFq3bChkml
fU77TLW+Fh9U+twJL9WmRBLGJFD+nIELLyXuASK4qiXsLF+HO2ib0yDHVFPEg1BG22++KqqQxIKI
iqPAADoa/rOKtqqqoVQAoFABsABiqld28k0TLDM1tMRRZ0VGYfQ4YUxVhl/5kvNC8z6ZpOp6hfXw
1F0RHt7GJYEeVisSSy7n4+LH4NwqljQb4qkGved9A1LT9V1u20zVdJ1XyrEU+v8Ao2EVxFaXStV0
S6nVGif0dkYq5NOK1rilH+U/y+81S2bt5n84XnmDSNUtwJtIubS3hBilWpjlZHuOzUb02HscVZp5
j0uwvvLWoaZc3LadYz2skEl1C6wmCNkK80c/CnAdO2KHj1v/AM42fllf6ZDpsXmW+vINPlnlpHdW
z8PVWPkjKqMqqpQMaAHfr0wUy4mUeXfyi8oeVLu58xaJdSPeXNpfxgtMvpz/AFuRJV7hKR+nxUfZ
3qfi3w0i3nGk+T/PMV/Fc3ujTRU+pPzlvNJI9L0o47kkmPk6lEYOVpUV7ADFXrGjtqaeYdLnvUaO
cW8ianM09i3VEEav6ISWRfUoFJGx+eKGbte2aAFp41BCsCXUfC1eJ69DxNPliqqrK6h0IZWAKsDU
EHoQcVbxV4Bp3/OUut6nZTX2m/l9fXtlA3Ca4guWkRGpyozLbEA0OC2XChbr85b7VLrVNHufymv7
y5vPQvdVsWllkZxCUWCV4/qxooMK0pt8Pzxtab0L83LyO4006R+UN2k9vazSaUyyMCltJKDO0Ja2
2VnkHKniOxxtaXQfmbeTQWsUf5NTywahI2o2oZg6TSyR1aarWpDMYpO/b5Y2ikw0r89PNttpNhHp
v5U6nFpnpKlgsckgj9KNaKE/0XpxG3iMbTTy6/8AzU/K631G4W+/LB4b9JCtzHNqdwrq6zeuysrR
jj+++IimC08Kc6v/AM5L+S9Yv49Q1TyAt3dxLxSSW+rRQyvTj6HE/FGp3HYY2vCof9DFeQa/+S8T
iIo4BH9ePD0oSWjTh6HGgZienzx4l4E60/8A5y+0nTrG3sLHyabeztI0htoEvgFSOMBVUf6P0AGP
EvCjrL/nMOG8vILSPymwkuJEiQm/FOTsFFf9H98No4Xtn6T88/8AVhs/+4k3/ZLhYu/Sfnn/AKsN
n/3Em/7JcVSX/lZF4PUrBpC+jKsEpbV6cZX5cUNbbqfTb7jiqCbz3a3jPrrWOiTvokCyvfHVQxtY
b1AVbl9V+D1U+kjbFUMfMeiBbpm0Xy+0cd1c3d27airKLu0Q/WJHY2hHqxRt33VemwxVpvzW07y7
LH5fFhptgbO19aGyjvLgIlrHB6/JOFiV4LCOWx2xShpfzc0DzNpf1Ca30m+07VZX08wvqE6pLJ6R
laM1s1p8A67CtBWpGK0kFne/llo8d1e2ug6OiW7yLcSLql3Pwd4hyKj6tJ9pFAUqPtUC/FQYqmVn
5u8o6o9v5Pt9G027NhBI9raG+vGUQCNZnaOdrOjq0bKahzyU9wcVTNtM0XULexsU8s6PJDNamext
oNWkUSWyxmPmEjt15rwkK712rihZpFloWsXDfony3o91NaxRtJHb6tJ8EczGRPURbcfaIOzD26Yq
mknk53gjgPkrTFhiijt40TUZEAii5BE+G2HwgOfn3xVkfkq+WS0vtJGmR6T+gLlNO+qQS+tEF+qw
XSFG4RbcLlR9nqMVZDir5X/IjyJcav5Cef8AxPfaRY6hfGG5062a3Mc1GjiqUlV/tF0Rh0IIBBG2
AMpHdkHkPytdX/5i+atMi82a5C+j29hGL2GaB7maKVTccZna3YN6ckh4g/GBVOPYKlD6/wCV9X8v
+dPL2kaB5v1GC11S0vWhvbk2zSRegsTejHG0NuFjoqPIvIV+I0BryUJb+Y+l69pFh5Y+q+dr27Oq
Tx2NtbS+l8EVyCjNayRxKY+MUqCpVfwChKQnGu6D5j0HRLo6R561CT9C6dd3S2jG0fi8DywMJOKm
aiyW7hj6bfH1ZCvIqEm0b/nG+x8waFa+Ydb1fUYtd1WF7y9t/qsaN9YnBkHwE8vhYjn41/Z7NJ4m
L/l3+Rei+YNFtdQ1nVbi1uZ7q5tJ7GBIy8Els3pmJzWRhIXeM8WVW4nZWHxYAEmS/wAvfkLo2o+b
Nc0e61mdLXSWsoYriG3k/eT3FJZY2aVI1RljUqAR9p1O4BBaXiVn/IPQofPll5cl1S8azn06a7mv
TCsIE0EoR1R3BjZArAk126k0ONLxKHnD8ndF8mx+XdYsNXlvHudTtofRmSJRKjt6oljKuacE9MED
nXlyqBtjS8VvsnJMGI+ZfzCt/Lmoz2+pWh+rhbZbKeEyytLNeGZYkkRISIV5WzguXI+z40CrCfMX
mj8vDqd1p195aku/9ytjckQBZEuLlrU+nKqp9pYmidGU/DVXJ6MMVSyXUPyv0zRILqLyrc8dX0qW
8k9Z5kKGFVctFPJ/u6T1wqzxGpbgta/ZUpnFo3kGa3nSx8vs1NTfS/qX1u6S0mErRxvNE6o8RdOI
d02ZOMhr15KEqufLvlPXtWi1K40BprjULa1sITFqc/H6tfB7GJ4qW68+VrAZ6Mdo/iYK2xUpvq35
eflv5LXR7RNJnubO0mvdbeVrlg0ZtbdElZiRRgysuzOi1G7diraQalH+UOs6V68UOo3un3+p2MV7
DHJBbklo5niuXRQrsp+uiNmb4+bItQ60AVT8qXn5bW0+qeZ7DRtZivodGkeacSsfVjYzQlQ0A4Rj
jB+7mPFaUpTaqrIdFv8A8urnVNGg/wANFJIEmtLN463EsSLZQ3JdoYULvIihYWahaN1AHXChE+X9
T0rQrz6xpHluCK5kt0tQ0d/M/NPr31K2Cq8G/wBZZWMUlBVI9yqKuKs/8m+aYfNGhJq8NrLZxySz
RCCenqD0ZWjqabb8a07dMVQvlL/jv+df+2zD/wB0bTsUlk2KH5w2nmXzHZwRW9pqt5b28JVoYYri
VEQpL6yFVVgBxl+MU6Nv1yDbSK8reYtQ03WI2/TGoaXZXk0Y1W40+eSKYx8jyc8T8bIGZgD1+nFS
GcR635Ei1jV5Y/OfmNI4Y2n0u+RmWa6nuB611G9AGiZ2ijjLk0ZviPwjCxooPX/OMdx5b0qPT/O+
uXOpPxub+z1Ge4aC0ntIjIohdVZmeSYhYWWgUirkbMG0gN3N75Km07UdN/xfq76Ylg81jp80k7QS
6islxIqMnoFOLy+nJQqtPUYmTku6u6Y6l5m8ovezXWm+btUs47HR5U0W0je4SOG6PrIbSMCFqQyi
KBuJ4ij/ABPVKY2gAoPzBrnlC2kmg8p+YJ7K2uIraa3iRr2K2tbx5UjuZEVI42U+hGGeiPtspY0A
VAPVDeX77ynHqena1e+btTstauYbt9Z1KCS4+spO0ixoFcW7OfUhZ2rzbmQFYxVrik2ld5L5U0vy
1Zal5c12+HmycpHqtr8aII3jLylXEUeyyqq09Rq9cCoPTvOXmS71S2h1TWbq4srnULe8vlurh3ja
WNlUTSeoxHJUFOR7AeAxtJD7l/5Wf+Wn/U26N/3ELX/qpk7a6Lv+Vn/lp/1Nujf9xC1/6qY2tFAX
v5o+QFueUfnLSki4LxjS9tHUtVuRLD1GBA4+368bWikGrfmrHFcMdD81+WruyATe9vLZJyzV9Qoq
zwLRAoCK1ORO7gCuNrSVN+ZuuR6aIF81eVJZ7hrhpnOowhofVcsiI/1ofCgY8WAqPhWh3bBa0rt+
ZV8mtG9HmzyrLbFre3W3/SEYRYGMkk8nD62E9QExpyIY8RVR1UtrSC8vfmL5gsob03/nPyxe3DSq
YVudStWjZQaOY2iljMatyqOSmnGnHcnDa0vsvzR8xw/WbmXzP5Tlkup2K2zahBxhijUJEVX64QPV
ABkXmeJ5FS1QuC1pE6N+aN7a6fOl/wCZPLdzcxRW8Fi41O1Yt6Z/fSzq1yoZyteNHXkePLhU8Ta0
iovzXvnvoC/mbyjFYrduLlTfQmRrSg4GNhdUV+oqwPX7IpuLWmZ/8rP/AC0/6m3Rv+4ha/8AVTDa
0Xf8rP8Ay0/6m3Rv+4ha/wDVTG1oobyBqmmapqXnG/0y7hvrGbWY/RuraRJon46Rp6NxdCymjKQa
HrgCll+FD//Z
uuid:1472eec9-7a01-534c-afd4-a38a8451ec95
xmp.did:FA7F1174072068118083F671C3CD1CA0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2a94dc44-89f5-5049-bb7e-98a7262da0f5
xmp.did:F87F1174072068118083F671C3CD1CA0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:058011740720681180839042E374091C
2014-03-26T18:23:46+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F77F117407206811822AA48E8B265A48
2015-03-25T14:20:06+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:018011740720681180838AF719CE9DB8
2016-04-01T18:34:02+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F97F1174072068118083A9FD4F53A2C5
2017-03-09T13:22:40+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FE7F1174072068118083C7911DAF8F18
2017-03-22T18:50+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F87F1174072068118083C6612F4FCE5A
2018-03-20T13:08:50+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F87F1174072068118083F671C3CD1CA0
2018-03-25T17:25:29+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FA7F1174072068118083F671C3CD1CA0
2018-03-25T18:07:38+09:00
Adobe Illustrator CS5.1
/
EmbedByReference
/Volumes/share/LINE QRコード/那覇造形美術学院.png
Print
False
True
1
210.001652
296.999959
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=100 M=50 Y=0 K=0 1
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=80 M=0 Y=100 K=0 1
CMYK
PROCESS
80.000000
0.000000
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
ビビッド
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 9.90
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
11 0 obj
<>stream
HdWM%9_Q`ji_w Qk`o B{""]կA-(/|)r;v?QN߾y|(_GmSzb(g7}s1u;x}_Xp/6/
ߜM=>G<39"?wY6S.|Nys/*W{BkՊ{k6pf?bEQAM
Z>`s@y"~ia:(M_'ps[Kc#%[/yݺM*,XϺx]wY^-ϲG; F|:zKʌs~S17lt;;zTA$єx!I5yLw(Z)-ф!nsru3gvI)VUZbʡqni
~faIc:FlÐD4Ud̍EEd.b/(uU7um80\[˒֕2QW
Ω d'la(␦= 5I >hVcT|PL,}B