%PDF-1.6
%туЯг
1 0 obj
<>/OCGs[13 0 R]>>/OutputIntents[<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
strictly-education-greenshaw-learning-trust-case-study
2017-04-28T10:43:36+01:00
2017-04-28T10:43:36+01:00
2017-04-28T10:43:36+01:00
Adobe Illustrator CC 2017 (Macintosh)
256
176
JPEG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uuid:1e61f14b-ae56-e843-b935-e56848de2a06
xmp.did:670fd4e9-9469-44e2-bba5-abdabbfdbbc1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:a0fb2a56-046b-eb47-a52e-faf85174a250
xmp.did:5ccd5aeb-4cd7-4930-a911-9005fce458db
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:e765f381-0d74-480e-a8ec-839faa082ac6
2017-03-20T17:14:28Z
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:670fd4e9-9469-44e2-bba5-abdabbfdbbc1
2017-04-28T10:43:31+01:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/summit/Dropbox/Strictly - Summit/Materials Refresh 2017/4.0 Case Studies/Rebranded/Greenshaw Leaning Trust - Payroll Case Study/_support_images/Greenshaw-Learning-Trust-Payroll-Case-Study-Logo-CMYK.jpg
E6E4EB74FA8A1D1141CD68AB308A1ABB
xmp.iid:86cd612d-6448-4ef1-aabb-beff0be1fa83
/Users/summit/Dropbox/Strictly - Summit/Materials Refresh 2017/4.0 Case Studies/Rebranded/Greenshaw Leaning Trust - Payroll Case Study/_support_images/Greenshaw-Learning-Trust-Payroll-Case-Study-Logo-CMYK.jpg
E6E4EB74FA8A1D1141CD68AB308A1ABB
xmp.iid:86cd612d-6448-4ef1-aabb-beff0be1fa83
Print
True
True
1
210.000000
297.000000
Millimeters
OpenSans-Light
Open Sans
Light
Open Type
Version 1.10
False
OpenSans-Light.ttf
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
OpenSans-Regular.ttf
OpenSans-Italic
Open Sans
Italic
Open Type
Version 1.10
False
OpenSans-Italic.ttf
OpenSans-Semibold
Open Sans
Semibold
Open Type
Version 1.10
False
OpenSans-Semibold.ttf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
OpenSans-Bold.ttf
InterFace-Black
InterFace
Black
Open Type
Version 2.102
False
.9749.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
29
29
27
CMYK Red
RGB
PROCESS
226
6
19
CMYK Yellow
RGB
PROCESS
255
236
0
CMYK Green
RGB
PROCESS
0
149
64
CMYK Cyan
RGB
PROCESS
0
158
226
CMYK Blue
RGB
PROCESS
49
39
130
CMYK Magenta
RGB
PROCESS
229
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
189
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
229
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
232
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
242
145
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
248
177
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
13
C=20 M=0 Y=100 K=0
RGB
PROCESS
221
219
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
147
192
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
169
53
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
141
54
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
102
51
C=75 M=0 Y=75 K=0
RGB
PROCESS
45
171
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
160
153
C=70 M=15 Y=0 K=0
RGB
PROCESS
53
168
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
112
183
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
130
C=100 M=100 Y=25 K=25
RGB
PROCESS
41
35
92
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
36
130
C=50 M=100 Y=0 K=0
RGB
PROCESS
148
27
128
C=35 M=100 Y=35 K=10
RGB
PROCESS
162
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
81
C=0 M=95 Y=20 K=0
RGB
PROCESS
230
27
114
C=25 M=25 Y=40 K=0
RGB
PROCESS
202
186
159
C=40 M=45 Y=50 K=5
RGB
PROCESS
163
137
122
C=50 M=50 Y=60 K=25
RGB
PROCESS
122
106
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
99
78
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
201
157
102
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
73
C=35 M=60 Y=80 K=25
RGB
PROCESS
146
95
54
C=40 M=65 Y=90 K=35
RGB
PROCESS
126
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
59
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
66
41
24
PANTONE 655 C
SPOT
100.000000
LAB
14.509804
4
-33
PANTONE 362 C
SPOT
100.000000
LAB
58.039215
-41
47
PANTONE 2745 C
SPOT
100.000000
LAB
12.941176
36
-55
PANTONE Process Yellow UP
PROCESS
100.000000
RGB
255
237
0
PANTONE Process Cyan UP
PROCESS
100.000000
RGB
0
158
227
PANTONE 3547 CP
PROCESS
100.000000
RGB
211
147
0
Grays
1
C=0 M=0 Y=0 K=90
RGB
PROCESS
60
60
59
C=0 M=0 Y=0 K=80
RGB
PROCESS
87
87
86
C=0 M=0 Y=0 K=70
RGB
PROCESS
111
111
110
C=0 M=0 Y=0 K=60
RGB
PROCESS
134
134
134
C=0 M=0 Y=0 K=50
RGB
PROCESS
156
155
155
C=0 M=0 Y=0 K=40
RGB
PROCESS
177
177
177
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
197
C=0 M=0 Y=0 K=20
RGB
PROCESS
217
217
217
C=0 M=0 Y=0 K=10
RGB
PROCESS
236
236
236
C=0 M=0 Y=0 K=5
RGB
PROCESS
245
245
245
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
226
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
233
90
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
151
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
40
52
138
C=60 M=90 Y=0 K=0
RGB
PROCESS
129
53
138
Strictly Uncoated Process
1
PANTONE 7446 UP
PROCESS
100.000000
RGB
172
173
215
PANTONE 7446 UP
PROCESS
54.000000
RGB
172
173
215
PANTONE 7446 UP
PROCESS
12.000000
RGB
172
173
215
PANTONE Process Yellow UP
PROCESS
25.000000
RGB
255
237
0
PANTONE Process Yellow UP
PROCESS
60.000000
RGB
255
237
0
PANTONE 7562 UP
PROCESS
100.000000
RGB
216
188
136
PANTONE 191 UP
PROCESS
100.000000
RGB
238
118
139
PANTONE Process Cyan UP
PROCESS
80.000000
RGB
0
158
227
Strictly Coated Process
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
29
29
27
PANTONE 287 CP
PROCESS
100.000000
RGB
2
62
132
PANTONE 7562 CP
PROCESS
100.000000
RGB
202
162
90
PANTONE 7562 CP
PROCESS
40.000000
RGB
202
162
90
PANTONE 7446 CP
PROCESS
100.000000
RGB
144
139
195
PANTONE 7446 CP
PROCESS
54.000000
RGB
144
139
195
PANTONE 7446 CP
PROCESS
12.000000
RGB
144
139
195
PANTONE 191 CP
PROCESS
100.000000
RGB
234
84
114
PANTONE Process Blue CP
PROCESS
100.000000
RGB
0
144
212
PANTONE Process Blue CP
PROCESS
80.000000
RGB
0
144
212
PANTONE 2012 CP
PROCESS
100.000000
RGB
245
156
0
PANTONE 2292 CP
PROCESS
100.000000
RGB
154
195
54
PANTONE Yellow CP
PROCESS
100.000000
RGB
255
235
0
PANTONE Yellow CP
PROCESS
25.000000
RGB
255
235
0
Adobe PDF library 15.00
False
21.0.2
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
17 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 45 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
29 0 obj
<>stream
HЌW[k#й~Ь8OaVэsПРВDЧЫТ.Щ2&!0ДrлV"Љ=jЩГўїЉ:їnЕЦЅ.uКЊЏЎўВ$WП.)ЙОYйеђ#%ыаFiвТЇб~Н]§Џћ%LђЦ2KS
7pIю$9ДГ#јчOPЂ9oт
ЙF 8iуМ'5~N +ЦЊSТ5<ПОЋ5\нн9фюa6Ї
5
ЦYN(ќЅgn!Ќ#
5VЛнь§Яћ~ѓјt$"?яїнЫъИщіпн§eВ zyМ1мШ />gyL4ZKцх§ЕыѓХzuпю6}-'isоpЪЩнЭь§Ђ'ЧЇьліО'нщNВ;mљЪKx%ЧУЉ?іЅлОДфуёАYЗЏфУ§iэeЇUOvэЇwGДCwz|"^чџfЅЌ3Qщ*CЉД№ЏсџhџoуїўёНПS~ѓМ_Й№оЫ[Цпрc_Рy%*]KЪ
Ъѕ:с,:Ш
dИ@SДOGЈKћё.Ѓm2шf$чКШЗ?B\~ЩшРX "g*№#АДДЎAпQLeуК,*Ь(qTTшEкЋKЙXГе2ЗЁБ№Ј$Д7ж7яIхQ,-5Ђk]8~OFcФЅ)ЈячQr№7уQнИЎEЉiЋ,uЄ;cJ =ОT))#ыїЫ5gj4гѕ?еБвкЫq=њхQNєЦѓЪHW<їeЄтїmЩPЪђ8тY>+ЕК%ГІ?АїююЗ§jЛ}§оїјАфгѕїGВ]іы'ьѕјуВѕЗЩ8ЎЖЛхѕ{пюз-йіЋМд|ЧЎл/эS" эЗўр§§.KіN/азКЩВmе=LUыuwJѕЊlфХw){ЙєJяіІК_Њшё>њчXПѕАТg Пe,!mрLєєIѕE4ОП\DЪJbnЌќ9%ЈtOxI№ s&рC;'FЉЗк
дкPіџcoХі.Я u\Чє%ОыRBщB*eОdxЙщy$Гв=ВSeФTэ']Жх№Rхю1К_ow1ѕIЉЕ(еoД`
NсЃ;1($JLЕВХаѓTќyЦ655ё№zђ
МтqWж8;`Y_№l[jЕДј0оћЬЄСћiЮYT}R0БЮњkїћчCїВЙoфЫSGжнi{Oінt{@ШЁњ^yПzЛ9|гюyлўБ9ОbюзOиe?Н[Н:hЕЋ§=yna!ші§-6јA6Ѕ2@К4њmе:уФTКДн<5ыс+`0жS cf3
МZПсўћъL Я)гК!н-М31їЇї#ЄkEКУцоБнcњ ыЖяП'_Z)щ'Ь1dsOњгz§щ№?`ИљSДНЧ љFЮУт5j/@З0C1_с-§ЏЖпаэФд)Дю`pi#ЫhEpT№0И$L PХ9 8XafV0И-№ 6Fn~CnЅ№)ЉМИ#gTРGGЃ;ј2*Ињщ##§9лHfгY1>v[ШЮQ<'pЌJqсwѕYѕqgр'vЩЦ8уЇЊРi18CaўцР)ЏЧL.XTq+/[Iыѕш8vQcш>nn"n\_<ъгЄНьѓИЉKЧ|%(юЇыРйщС_+с";ЂjИбdixџwВїЈЃvР8П\ню(ЙщfПСпѕнџmС]i(1вп6§цїЭкњџЗ4РsЈ5э=Д1DєеvгCїiџhзЇуцfNЛкСjШп6{вЊЧЉ2nqо
мъЭVѕы1мїіzВ'єцЦ6жуmя[Љe5уQЖЋdеН0ібRtyчћЉFnЪеЖэ@Lnvу=І:^щ'pЈ Эд4цЯ3:ЈЃ1Ѓs2F{№жHнѓг
яЌЏiAю,ЁюЬVuc.э&8зleХт