%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2023_Toefl_фЛхБц ЁхцЅц
2022-12-15T18:20:29+09:00
2022-12-15T18:20:29+09:00
2022-12-15T18:20:29+09:00
Adobe Illustrator 24.3 (Macintosh)
256
160
JPEG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==
uuid:a51569b2-7374-444e-b963-198c51404543
xmp.did:5ae2c09e-ef18-4a11-883e-9c5f6de3082f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:6b8185eb-1c8e-ce4e-a348-1f35e3a2698d
xmp.did:879fd3c0-2d57-4bf4-9797-a8356ca152f0
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:886cfa11-af12-412f-93b4-0d3d8d3cea85
2022-05-24T18:17:55+09:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:5ae2c09e-ef18-4a11-883e-9c5f6de3082f
2022-12-15T18:20:16+09:00
Adobe Illustrator 24.3 (Macintosh)
/
EmbedByReference
/Users/yukiparker/Desktop/TOEFLхЌцшЌхКЇууЉуЗ/хЄцфЛхБц Ёху/qrcode_202112141453.png
EmbedByReference
/Users/yukiparker/Desktop/TOEFLхЌцшЌхКЇууЉуЗ/хЄцфЛхБц Ёху/qrcode_202112141453.png
EmbedByReference
/Users/yukiparker/Desktop/TOEFLхЌцшЌхКЇууЉуЗ/хЄцфЛхБц Ёху/qrcode_202112141453.png
EmbedByReference
/Users/yukiparker/Desktop/TOEFLхЌцшЌхКЇууЉуЗ/хЄцфЛхБц Ёху/qrcode_202112141453.png
/Users/yukiparker/Desktop/TOEFLхЌцшЌхКЇууЉуЗ/хЄцфЛхБц Ёху/qrcode_202112141453.png
/Users/yukiparker/Desktop/TOEFLхЌцшЌхКЇууЉуЗ/хЄцфЛхБц Ёху/qrcode_202112141453.png
/Users/yukiparker/Desktop/TOEFLхЌцшЌхКЇууЉуЗ/хЄцфЛхБц Ёху/qrcode_202112141453.png
/Users/yukiparker/Desktop/TOEFLхЌцшЌхКЇууЉуЗ/хЄцфЛхБц Ёху/qrcode_202112141453.png
Print
Adobe Illustrator
False
True
1
209.999994
297.000024
Millimeters
Cyan
Magenta
Yellow
Black
хцшЈхЎуЎуЙуІуЉуууАуЋуМу
0
ууЏуЄу
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ууЉууЏ
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK уЌуу
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK уЄуЈууМ
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK уАуЊуМуГ
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK уЗуЂуГ
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ууЋуМ
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK ууМуГуП
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
TOEFL_2
PROCESS
100.000000
CMYK
80.000001
0.000000
30.000001
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
DIC 254s
SPOT
100.000000
LAB
41.176472
-8
-30
DIC 69s
SPOT
100.000000
LAB
67.058823
-15
-28
TOEFL_1
PROCESS
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
TOEFL_3
PROCESS
100.000000
CMYK
80.000001
60.000002
0.000000
0.000000
уАуЌуМ
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
шМу
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
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
56 0 obj
<>stream
HдMnd[ч^
7@rђ?s№Hі/еt?мЊыкЊvLJnпыгЁЃЏђќѕхМзмы|P}§з_^ўќњЯ#gGљ§ўt^џія__ѕі[|к6ўjїЕ<%jуѕ|9юЫЇјжэг№КДіЯљњѓ//*Њёѕ_*сѕѕ/ОўќхлOПћіылыПћпѓэПМќї?љіьл_/ќѕхп%6з"J<#>L]жгїJL1qм)ЧЇЩ=LWоуии~0БJ]qB LЇIo%Qт@bЦq@ DqіHМEі8~b8п$ЮпчлФўaІбfАЧa*yd3aЌАЧYІ;VиЃ у{Ј+SbЉИЮБ?ј§УMбМЧё'*К![MTцu!]"uJNЂ"ЄЕyээ`тИa+Ђ6Џ5bнpмп%~Oйьka&sХчmЅ0ШM7DФ0@<0fТи!пы
ўљeгMъо0ўLUг PЂЕTЭЅзжRUш#h-Х2лLu^Ё&ќqЧўH{Фб?Йj.єqу
=2в>NA<АG2ѕЬ<є5љ;JnЈMѓCJцЃcэRрJй
Ђ_УйrЈL$МЁKДЦЖ!№9ТОbMtСmXоћЮй3лЦЃfКa6lжPУCдожp#в 3ЕwQ/"]jоA№гхэRЂЏmШnпЯ ёбџxОћ|xјHЦQт)бЃЦXЅв(qЗи &лЄГсИПKьo?:мњRтёгLЫ$ЦЙz0NЄ,C N8JNS`јC{.'іЧППИЗhЭ=эwl?ўАУБРzЪў0ПЮёѓыЃV0%@Ќ8ж#бЫФё@ќ?0ЛЮ№гЫ%Д~сOд-qф ЂдЖлCxYУиd\(ёјмњ0Obѕ4ЂФНSLwЪёiІФGrЧUЂЁї8ўDўАRЉлDsХ D0a&НDaЧХuи#ёQbиујuп6љ|8KлфЭaІбfАЧa*yd3aЌАЧYІ;VиЃ у{Ј+SbЉИЮБ?ј§УMбМЧё'*К![MTцu!]"uJNЂ"ЄЕyээ`тИa+Ђ6Џ5bнpмV6ћZbФу\ё9D[Љ&rг
Qт#1LЃ" O&oAЇ0vФїzЁ~йtК7?Sе4ш#h-UsщuЂЕTњ$ZKqЬ6SWш#уУФёAаДG§ЋцBЧ0^и#h)шуФ{$SЯlШCQoИЃс:а4?Єd>:ж.Ў ъё
ZDgЫ)Ђ2№.б.#кJpРцDћ5б;Дayя;gЯl?щ
кА%ZC
gQ{WXУHj.ЬдоEНvЉyСOoЗwJОrЖ!Л}k>!3dl%=jLU*mw`тИM:ыћУ[_J\#~уrdТ8WBЦ %SbDУGЩЉb
hЯхФўXтї7ѓЙБ=уэУv0ЖXOУцз9~~b]qд
ІФ5Чz$z8>GаЯюG%G8ж
AміR](ЈЯыР ^D
^ЧЅg
Н6уЕыПgК]L0m Z)ЛСqA QD{ЉfЫйaЧ 0нp@GъМє~§§БФ0књ8wg=уэCL:ьq c>rюи лї'БBхD[Љ*єЁСдцЯV]чјљMѓ@ (Шп$ЮпчЧ6ysи#iДьqІAйL+ьqщі(eТјРъЪиe*Ўsь%~џpг
@4яqќІnШVy]DcгЈщР fDm^ЛE;8nФЈЭkXї#їЭОБaт8W|бVЊ мtCјHгЈФ уPЩi&ёН^ш_6нЄю
уЯT5
њ%ZKе\ўC}ЙЅ8Х@tGBЋзў76сfЊaРхДЩЊјNs ФБNЈ7ЮR3шу$бY7dЖъМAg8VјCc
?в_qєWЭ
>40^и#бQ:аФ{$SЯlШУЈЩ7мQFФpCh)ЏЎЕK+eыѕј8ЌЮ-Ђ2№-б-zFЌсox!+оDhУѓйЮяьпOЭ4a6|ЮPЧCдо
ж'вЙ 3ЕwБ("Cjо јіfљјMб_ЮїШnЃљЄJe/Ab<{OЉ9SbCP_ЂФнтz8nЮz
уўиrыKk$Д8ЎI&sх2aHy2%@ьQтSЂULсыЙ8^Kќ~qѓhБgћ3іo&?\0іXЯУз9О?БjSbФcS9НL+њJњщЎЉ&9FФБ-AtкК@yD}о"*є6!=CTшaЃLїYПЮё;лэbbщБJй=Lrш.ЕlбІuгєЁFTчэ@зgЏ%ўРjшCю6ПcЦўЭФагХd{h3aьаG.гњxќxєQAtAvкМXеuяo
ѓЬxWМу
>\(^|j'ъђ{ј!bx№fQoИУћ:УЗзЬvЩgџЂY0G(бБT!5NФpBAД$ђHOaфh"OЪЬuј7Я+еЇ?ж.ћJо(й5ЂC4 Чhћn!ьаЦiЂњn+ЖCФАСЉзoаћуњuo/аFЦ3QЗФzPп\Ф!]9]&ЌЯHЬ>L8d#(qЏ)&;Ec)БJЎ2q\%vьЧПШ^&ѕчNbqB ч0a.НDri(nРiУіаИёз&_чѓГMоіШУДкіPІЂщіИ:06иCiЦ{1aЌА
1%:з9зППмl!ЫgџЂЂi{dЋЪМ-bKФБMЖ!ФЈЭ[ЗX&ё"jѓV#о§
Ч§БВйзУ >LчJ]Ѕ0ШC7DUЮ0D2a|Lr у@bЏњћЫfИдГeќЊІCЧЮRsн :KЭ Dg)ойfЊѓ}aтXсU&ўHХб?\5ња Тxa~SFєѓ=ВлцS8ь*яIм_їпћYb<{OЉ9SbJ_ЂФнтz8n}
уў+ёЕхжџОt%q6Ч2ЩqЎS&)OІФ J|JД)0ќa=Чkу§Фбb5Я0і;fьпLИ2aь#А1%?<Ўs|b[ $eJx3ql*Їc
@B_)B?н5е$Ч8Ж
A"юR[(ЈЯлР QD
о&Єg
Н5rу>2ыз9~gЛ]L0] V)Л у@NнЅ-КУДa№>дъМш#уњуЕФXm}шгнцwЬиПњ`К,`m&њШeБCџOb>*ЎR3шУSзЋКЮё§MSуё#Ђ6П+^KёBЎD/>Еuљ=ќ1Qм=в)1ьЁqтЏM>П$Юџчџ4љЗУyVУЪT4ђШfТи`]ІьQЦБТЦ8dъ\ч8^KќўrГ
@,qќІэ&*ѓЖ-Ч6%кJTl`wЂ6oнb}8nФЈЭ[xї+їЧЪf_Kј0q 1JtZТ н%V9УД*Щё1Щi&Н^шя/сRЯёoЊ}#:KЭCzш,5>NЅxCfЉЮєqc
?T8Vј#§Gџpе\шCу
=ђЅ}hA<АG2ѕЬ№ТБтM4р6<§чќРўНРјдLvhУшuМ9Dэн`p"mК0S{""8Єц
ooп§х|ь6O§Љ@CX%ЯЂФSbjЮиЄв(qЗИ&лЅГ^сИ?ЖмњRт m&+d cxу2aHy2%@ьQтSЂULсыЙ8^Kќ~qѓhБgћ3іo&?\0іXЯУз9О?БjSbФcS9НL+њJњщЎЉ&9FФБ-Atк"ш$QЗAЂ
НMHЯzkф(Ч}dжЏsќЮvЛaК@ЌRvЦ"КK-[tџЁОмRЩb К#qѕіПБ їЧP
.ЇMvХwK uBУДA&аЧQЂ:Џ}Є_БПјЋЭЁѓtЗй3Ж&>.&uиу4Ц}ф2Эи Чџ'БBхDWЉъ#h0Ељ3ЂUз9ОПigЦЛbЕD/єaтХЇ6Ђ.?АУ7Л|УжзОНfЖIіy!)3KдсoЦ+еЇ?ж.ћJ^/йUЂCдЁЧhлШй$Bи hЂњЎ+IФАТyЎп їЦЇcзОН\BщЯўEнO :@m[pm<Їрэ{їзФ§=q?Kl2ЎExF|ўєaФ.ыiD{%І8юугLф&ЋDCqќiќ5Б§0БJ§ЙXFHЦiв[I8 ІuQ\=R)1ьqќ:Ф_|~Iџ'ЮП4љЗУLЋЭ`УT4
ђШfТXaГL3VиЃ у{Ј+SbЉИЮБПј§хІh>ујMн&*ѓК.Ч:%ЇQвAЬкМvv0qм0QзAЮW8юoп)}-1bУФqЎјЂЋTyш(ёІU'ЦЁгL;т{Нап_6нЄ-упT5
њ%:Kе\zш,U
>"ЮRМ!ГЭTчњaтјРч0q|рДW§ЋцBЧ0^и#ш(шуФ{$SЯlШCQoИЃс:а4?R2_]k#чVѕј8ДЮSDe"с
]Ђ[4FДс7ЬіkЂ;Дaљь?gwЖЦЇfАAЖDgЈсЭ!jя
kИiCMа
кЛЈС.5o|{Г|ќІш/gВлц37 ё
ЂФSЂG)БJЅ-QтnБLЗIgНТqKќЮrыKдO3q\.LчJшaТ8!ВdJh8Qт(9ULсэЙи_Kќ~q3oбgл3Ж&?ь0al#А2%?ЬЏs|b]qд
ІФ5Чz$z8>WаПюG%G8ж
AмюR](ЈЯыР ^D
^ЧЅg
Н6уЕыПГн.&A.н`ТИ (ЂЛTГхь0у@&аЧQЂ:Џ}Є_БПјЋЭЁѓtЗй3Ж&>.&uиу4Ц}ф2Эи Чџ'БBхDWЉ*єЁСдцЯV]чјўІyќё#Ђ6П+VKёBv(^|j#ъђ{X1Џxz!*єк0H&AзЎsќЮvЛaК@ДRv у@ЂюRЭГУДap@GъМє~}ЦўZтЌ6>ЮгнfwЬи~A.&uиу4Ц}ф2Эи Чџ'БBхDWЉ*єЁСдцЯV]чјўІy dяеaМШiтХЇ6Ђ.?АУ7Л|УжзОНfЖIіy!)3KдсoЦ+еЇ?ж.ћJ^/йUЂCдЁЧhлШй$Bи hЂњЎ+КCФАТyЎп їЦЇcзОН\BщЯўEнO :@m[pm<7.;Р&уZ<gФчOf ьВЦИWbсN9>MјHю!bИJ4є УПШV*ѕч>"pТDЇIo%Oр7bжpР