%PDF-1.6
%âãÏÓ
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
愛知県体育館様スポーツ教室ã®ã“゙案内_å¤å·-表x4-6ol
2020-07-07T09:37:07+09:00
2020-07-07T09:37:07+09:00
2020-07-07T09:37:07+09:00
Adobe Illustrator CS6 (Macintosh)
256
188
JPEG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uuid:6e27b5ba-dc67-5047-b9b6-0ddc532ae599
xmp.did:0180117407206811822ABC07946B9665
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:454ac6fa-4720-1d49-b53e-3b4a733097b1
xmp.did:0980117407206811822AE9CABDBF34B4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:545a06b2-cafa-41a2-a7f3-95b64e7f8cd3
2018-01-22T17:05:29+09:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:0180117407206811822ABC07946B9665
2020-07-07T09:36:58+09:00
Adobe Illustrator CS6 (Macintosh)
/
/Users/ap_t_yoshida/Desktop/Y10704482愛知県体育館様スポーツ教室ã®ã“゙案内ãƒãƒ©ã‚·æ˜¥å·/omote/Links/shutterstock_493925647.psd
adobe:docid:photoshop:ade4fed2-2972-1849-809a-77b83aaac988
xmp.iid:405f108b-41fb-407c-b926-f4902933e17f
/Users/ap_t_yoshida/Desktop/Y10704482愛知県体育館様スポーツ教室ã®ã“゙案内ãƒãƒ©ã‚·æ˜¥å·/omote/Links/スポーツ教室体æ“.psd
adobe:docid:photoshop:64e84399-59f8-b343-83f0-f0f475aefa97
xmp.iid:f342ca90-4252-42bb-8387-e0c5dac0271d
/Users/ap_t_yoshida/Desktop/Y10704482愛知県体育館様スポーツ教室ã®ã“゙案内ãƒãƒ©ã‚·æ˜¥å·/omote/Links/スポーツ教室yoga.psd
adobe:docid:photoshop:1fb69578-bab1-1b46-8118-e014c138310f
xmp.iid:317f8682-13b6-4909-8b1f-3490e6997b77
/Users/ap_t_yoshida/Desktop/Y10704482愛知県体育館様スポーツ教室ã®ã“゙案内ãƒãƒ©ã‚·æ˜¥å·/omote/Links/スポーツ教室ã‚ã‹ã¡ã‚ƒã‚“.psd
adobe:docid:photoshop:238b4265-9d6c-e444-ae90-cc8ccfce33b5
xmp.iid:87af0637-7b2f-4d18-9f72-89e6dea02dcb
/Users/ap_t_yoshida/Desktop/Y10704482愛知県体育館様スポーツ教室ã®ã“゙案内ãƒãƒ©ã‚·æ˜¥å·/omote/Links/スポーツ教室ãŠã‚„ã“.psd
adobe:docid:photoshop:1e9ce1b2-94bb-394a-a3fc-65a1ce32ceb6
xmp.iid:6aecd1b4-5105-4232-b6d8-f7b5086c4a41
/Users/ap_t_yoshida/Desktop/Y10704482愛知県体育館様スポーツ教室ã®ã“゙案内ãƒãƒ©ã‚·æ˜¥å·/omote/Links/pixta_36585408_L.eps
adobe:docid:photoshop:148be0a7-70e2-117c-aa7a-eb2a1e922b86
xmp.iid:96b29281-8104-442b-b688-ffa550a47570
/Users/ap_t_yoshida/Desktop/Y10704482愛知県体育館様スポーツ教室ã®ã“゙案内ãƒãƒ©ã‚·æ˜¥å·/omote/Links/ ジェルãƒã‚¤ãƒ«.psd
xmp.did:736b16eb-a137-4fb6-839b-e7178debbc0f
xmp.iid:F87F117407206811822AF8533DF158A9
/Users/ap_t_yoshida/Desktop/Y10704482愛知県体育館様スポーツ教室ã®ã“゙案内ãƒãƒ©ã‚·æ˜¥å·/omote/Links/スポーツ教室yoga3.psd
adobe:docid:photoshop:a3906386-0b2a-7a4a-8823-ad49002b7cff
xmp.iid:021c481a-95bc-4529-b09a-ca43465f5f16
EmbedByReference
/Users/aphd00021/Desktop/2:完了/1:登録å‰/20687173 愛知県体育館様2020å¹´å¤B4ãƒãƒ©ã‚·/20687173 愛知県体育館様2020å¹´å¤B4ãƒãƒ©ã‚·/851160_l-200615.eps
EmbedByReference
/Users/aphd00021/Desktop/2:完了/1:登録å‰/20686801 愛知県æ¦é“館様6月6日折込B4ãƒãƒ©ã‚·/AP10706841愛知県æ¦é“館様6月6日折込B4ãƒãƒ©ã‚·/ura/fish_tsukamidori.png
EmbedByReference
/Users/aphd00021/Desktop/2:完了/1:登録å‰/20686801 愛知県æ¦é“館様6月6日折込B4ãƒãƒ©ã‚·/AP10706841愛知県æ¦é“館様6月6日折込B4ãƒãƒ©ã‚·/ura/camp_hangou_suisan.png
EmbedByReference
/Users/aphd00021/Desktop/2:完了/1:登録å‰/20687173 愛知県体育館様2020å¹´å¤B4ãƒãƒ©ã‚·/20687173 愛知県体育館様2020å¹´å¤B4ãƒãƒ©ã‚·/スポーツ教室ã‚ã‹ã¡ã‚ƒã‚“.psd
EmbedByReference
/Users/aphd00021/Desktop/2:完了/1:登録å‰/20687173 愛知県体育館様2020å¹´å¤B4ãƒãƒ©ã‚·/20687173 愛知県体育館様2020å¹´å¤B4ãƒãƒ©ã‚·/ ジェルãƒã‚¤ãƒ«.psd
EmbedByReference
/Users/aphd00021/Desktop/2:完了/1:登録å‰/20687173 愛知県体育館様2020å¹´å¤B4ãƒãƒ©ã‚·/20687173 愛知県体育館様2020å¹´å¤B4ãƒãƒ©ã‚·/pixta_36585408_L.eps
EmbedByReference
/Users/aphd00021/Desktop/2:完了/1:登録å‰/20687173 愛知県体育館様2020å¹´å¤B4ãƒãƒ©ã‚·/20687173 愛知県体育館様2020å¹´å¤B4ãƒãƒ©ã‚·/スポーツ教室体æ“.psd
EmbedByReference
/Users/aphd00021/Desktop/2:完了/1:登録å‰/20687173 愛知県体育館様2020å¹´å¤B4ãƒãƒ©ã‚·/20687173 愛知県体育館様2020å¹´å¤B4ãƒãƒ©ã‚·/スポーツ教室yoga.psd
Print
Adobe Illustrator
False
True
1
363.999660
256.998611
Millimeters
Cyan
Magenta
Yellow
Black
åˆæœŸè¨å®šã®ã‚¹ã‚¦ã‚©ãƒƒãƒã‚°ãƒ«ãƒ¼ãƒ—
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ãƒãƒ¼
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=0 M=30 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
30.000002
100.000000
0.000000
C=0 M=0 Y=0 K=99
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
98.999992
C=0 M=20 Y=10 K=0 1
CMYK
PROCESS
0.000000
19.999998
10.000002
0.000000
C=100 M=75 Y=0 K=0
PROCESS
100.000000
CMYK
100.000000
75.000000
0.000000
0.000000
C=100 M=50 Y=0 K=0 1
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=100 M=75 Y=0 K=0 2
PROCESS
100.000000
CMYK
100.000000
75.000000
0.000000
0.000000
C=60 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
60.000004
0.000000
100.000000
0.000000
C=91 M=0 Y=20 K=0
PROCESS
100.000000
CMYK
91.000000
0.000000
20.000000
0.000000
C=0 M=63 Y=85 K=0
PROCESS
100.000000
CMYK
0.000000
63.000000
85.000000
0.000000
C=34 M=45 Y=60 K=0
PROCESS
100.000000
CMYK
34.000000
45.000000
60.000004
0.000000
C=0 M=65 Y=35 K=0
PROCESS
100.000000
CMYK
0.000000
65.000000
35.000000
0.000000
C=0 M=0 Y=0 K=80
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
80.000000
C=0 M=60 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
60.000004
100.000000
0.000000
C=90 M=0 Y=10 K=0
PROCESS
100.000000
CMYK
90.000000
0.000000
10.000000
0.000000
C=90 M=0 Y=10 K=0 2
PROCESS
100.000000
CMYK
90.000000
0.000000
10.000000
0.000000
C=0 M=90 Y=30 K=0
PROCESS
100.000000
CMYK
0.000000
90.000000
30.000002
0.000000
C=0 M=73 Y=80 K=0
PROCESS
100.000000
CMYK
0.000000
72.999992
80.000000
0.000000
C=49 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
48.999996
60.000004
0.000000
0.000000
C=70 M=25 Y=0 K=0 1
CMYK
PROCESS
70.000000
25.000000
0.000000
0.000000
C=63 M=2 Y=35 K=0 1
CMYK
PROCESS
63.137299
1.960802
35.000004
0.000000
C=0 M=80 Y=10 K=0 1
CMYK
PROCESS
0.000000
80.000000
10.000002
0.000000
C=0 M=90 Y=10 K=0 1
CMYK
PROCESS
0.000000
90.000000
10.000002
0.000000
C=15 M=0 Y=0 K=0 1
CMYK
PROCESS
14.999998
0.000000
0.000000
0.000000
C=0 M=70 Y=28 K=0 1
CMYK
PROCESS
0.000000
70.000000
27.999996
0.000000
C=0 M=15 Y=5 K=0 1
CMYK
PROCESS
0.000000
14.999998
5.000001
0.000000
C=0 M=5 Y=15 K=0 1
CMYK
PROCESS
0.000000
5.000001
14.999998
0.000000
C=63 M=2 Y=35 K=0 2
CMYK
PROCESS
63.137299
1.960802
35.000004
0.000000
C=46 M=61 Y=76 K=80
PROCESS
100.000000
CMYK
45.999996
61.000000
76.000000
80.000000
垢
PROCESS
100.000000
CMYK
19.000000
85.999992
85.000000
0.000000
C=17 M=3 Y=12 K=9
PROCESS
100.000000
CMYK
17.000000
3.000000
12.000000
9.000000
トレース 2
PROCESS
100.000000
CMYK
65.471901
63.036503
62.813801
12.280500
C=80 M=55 Y=0 K=0
PROCESS
100.000000
CMYK
80.000000
55.000000
0.000000
0.000000
R=131 G=70 B=0
PROCESS
100.000000
CMYK
46.564400
80.645500
100.000000
13.754500
R=38 G=170 B=138
PROCESS
100.000000
CMYK
91.134499
0.741600
61.095600
0.000000
R=229 G=68 B=83
PROCESS
100.000000
CMYK
0.000000
84.487701
55.562698
0.000000
C=0 M=0 Y=0 K=50
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
50.000000
黄緑
PROCESS
100.000000
CMYK
52.999996
21.000000
80.000000
9.000000
C=0 M=80 Y=24 K=0 1
CMYK
PROCESS
0.000000
80.000000
24.000000
0.000000
R=240 G=127 B=157
PROCESS
100.000000
CMYK
13.266200
64.623497
23.990200
0.000000
C=42 M=80 Y=0 K=0 1
CMYK
PROCESS
41.999996
80.000000
0.000000
0.000000
R=227 G=199 B=137
PROCESS
100.000000
CMYK
18.084999
25.610701
51.628899
0.000000
R=166 G=209 B=183
PROCESS
100.000000
CMYK
42.569599
5.590900
38.257401
0.000000
C=69 M=0 Y=17 K=0 1
CMYK
PROCESS
69.000000
0.000000
17.000002
0.000000
C=46 M=6 Y=88 K=0 1
CMYK
PROCESS
45.999996
6.000000
88.000000
0.000000
C=5 M=52 Y=95 K=0 1
CMYK
PROCESS
5.000001
52.000000
95.000000
0.000000
C=92 M=50 Y=9 K=0 1
CMYK
PROCESS
91.999992
50.000000
8.999997
0.000000
C=83 M=0 Y=35 K=0 1
CMYK
PROCESS
83.000000
0.000000
35.000004
0.000000
C=53 M=6 Y=100 K=0 1
CMYK
PROCESS
52.999996
6.000000
100.000000
0.000000
C=0 M=0 Y=38 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
38.000000
0.000000
C=0 M=38 Y=9 K=0
PROCESS
100.000000
CMYK
0.000000
38.000000
9.000000
0.000000
C=40 M=0 Y=24 K=0 1
PROCESS
100.000000
CMYK
40.000000
0.000000
24.000000
0.000000
C=60 M=84 Y=82 K=43 1
CMYK
PROCESS
59.682602
83.666702
82.299500
43.030399
C=0 M=100 Y=10 K=10 1
CMYK
PROCESS
0.000000
100.000000
10.000002
10.000002
C=0 M=95 Y=20 K=0 1
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
R=255 G=251 B=248
PROCESS
100.000000
CMYK
0.000000
2.542200
2.972500
0.000000
R=255 G=140 B=100
PROCESS
100.000000
CMYK
0.000000
58.562599
56.795597
0.000000
R=255 G=101 B=66
PROCESS
100.000000
CMYK
0.000000
74.251900
69.237801
0.000000
R=193 G=103 B=58
PROCESS
100.000000
CMYK
30.670601
70.229599
82.027901
0.000000
R=255 G=163 B=124
PROCESS
100.000000
CMYK
0.000000
48.340599
48.358898
0.000000
肌色1
PROCESS
100.000000
CMYK
0.000000
30.267799
37.250301
0.000000
R=68 G=68 B=68
PROCESS
100.000000
CMYK
75.765594
69.533798
66.622398
30.304399
R=250 G=140 B=150
PROCESS
100.000000
CMYK
0.228900
58.660297
27.505898
0.000000
R=160 G=110 B=85
PROCESS
100.000000
CMYK
45.212502
62.551300
67.754601
2.035600
R=255 G=220 B=210
PROCESS
100.000000
CMYK
0.000000
20.282299
15.454300
0.000000
R=130 G=180 B=90
PROCESS
100.000000
CMYK
56.057102
15.176600
77.993401
0.000000
C=20 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
20.000000
0.000000
100.000000
0.000000
C=0 M=70 Y=85 K=0
PROCESS
100.000000
CMYK
0.000000
70.000000
85.000000
0.000000
R=235 G=230 B=220
PROCESS
100.000000
CMYK
10.040401
10.064899
14.358700
0.000000
C=0 M=80 Y=10 K=0 2
CMYK
PROCESS
0.000000
80.000000
10.000002
0.000000
C=80 M=0 Y=35 K=0
PROCESS
100.000000
CMYK
80.000000
0.000000
35.000000
0.000000
C=20 M=65 Y=0 K=0
PROCESS
100.000000
CMYK
20.000000
65.000000
0.000000
0.000000
C=80 M=20 Y=10 K=0
PROCESS
100.000000
CMYK
80.000000
20.000000
10.000000
0.000000
C=0 M=75 Y=15 K=0
PROCESS
100.000000
CMYK
0.000000
75.000000
14.999999
0.000000
C=90 M=65 Y=0 K=0
PROCESS
100.000000
CMYK
90.000000
65.000000
0.000000
0.000000
C=0 M=90 Y=30 K=0 1
PROCESS
100.000000
CMYK
0.000000
90.000000
30.000002
0.000000
R=0 G=0 B=0 1
PROCESS
100.000000
CMYK
92.971703
87.972801
89.019600
79.998497
R=249 G=180 B=70
PROCESS
100.000000
CMYK
4.437300
38.043800
76.131798
0.000000
R=130 G=100 B=70
PROCESS
100.000000
CMYK
55.168999
62.130199
76.583496
10.226600
R=175 G=148 B=76 コピー
PROCESS
100.000000
CMYK
39.685699
43.253201
78.036201
0.000000
R=100 G=100 B=180
PROCESS
100.000000
CMYK
70.781998
64.156601
0.820900
0.000000
R=249 G=212 B=70 1
PROCESS
100.000000
CMYK
7.370100
20.065599
76.855103
0.000000
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=240 G=140 B=0
PROCESS
100.000000
CMYK
7.153400
56.154697
94.393799
0.000000
R=240 G=100 B=30
PROCESS
100.000000
CMYK
5.502400
74.105400
89.813103
0.000000
R=60 G=160 B=160
PROCESS
100.000000
CMYK
72.863403
22.500999
41.236000
0.000000
R=50 G=140 B=100
PROCESS
100.000000
CMYK
78.643501
32.437599
72.323196
0.000000
R=250 G=150 B=190
PROCESS
100.000000
CMYK
0.967400
55.022503
3.842200
0.000000
R=140 G=200 B=230
PROCESS
100.000000
CMYK
48.444302
11.056700
8.444301
0.000000
R=160 G=190 B=240
PROCESS
100.000000
CMYK
41.763897
21.109299
0.000000
0.000000
R=220 G=200 B=240
PROCESS
100.000000
CMYK
17.618101
25.394100
0.000000
0.000000
C=0 M=80 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
80.000000
100.000000
0.003100
C=0 M=20 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
20.000000
100.000000
0.000000
C=80 M=0 Y=30 K=0
PROCESS
100.000000
CMYK
80.000000
0.000000
30.000002
0.000000
グレー
0
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=5 Y=85 K=0 1
CMYK
PROCESS
0.000000
5.000001
85.000000
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
è¼ã
0
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Pattern<>/ProcSet[/PDF/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 1031.81 728.5]/Type/Page>>
endobj
7 0 obj
<>stream
H‰ÔWÁ®d7Ý÷WÜh«l—í=‰‰(ˆzL2 (¿Ï©S¾·o¿~I±E™×Ç×e—˧N•s[N²eü÷ýåÝïßzyÿÏÿçÏ·íÓ_/ï~óMÞ¾û×%ob’Z×Mr‘4dkfijß>½¿|{ùºŽÔŽÏ×€øú‡íïüþ/&¾Ø»_ÌÛ¯þqùú>®k\büëKÞòò¨œF)›ˆ¥Üæ¦UÒ,¶]çL:F8€©øˆ”6MZšÀ#Õ9·kË=ÕßkMÍ–Ï9Ì·MhõýîfìÒJʆQ›I*l¥&é%L¤÷dí&•jiøf?7éqó¯.?lq²Å:6÷G·—…ÿÞ×ívùÆÄ£æTyà»ýhX·ÀÉ1áFí÷p!R|úmÿyÕdÝÄÉ”;®95ÛÕR©Ä#™òVMÓ`_’¶N<°”4±o¡8†ŸÕ¹“Š~@üòãj+B”z—u³m»_¬s'BÇûêraÆÛéijô”U'‚ý›žŽ|m
”g#áù!Ôà^m¸l«™%ÁÍ«Nÿ„%ƒ]CWär"öîPéöèÐh~8™`'KÁÀ¼VúÌœª©"»|ºaÛûA¥!=µÞ—¾Û¨áV¥~†Ñ×M½éëðÆž¸\U{0/-)oí¹ÛL¿®ù™6ðS p–ö°ÑÛÛ
¬"»k9Œ’†ý¯a~ë&‘6D·. ˜´‡t”Ô™ÒS±égqÖhÅ m«%ÈÔkËm¹ôVœçîÈ¢:±g{Øë
ŠwiÏ!€#›þ²
´Ä{ES÷¢U?É칟ñÉ]¿BrêÄñ¡,z}4T·‡àõ™]ÕçVò+f€bX,?‰…ט©
T-›u(ô|2]3t•ÒÏ#+VlKñË%ñ®Ð:ÇŸòö—Ç$®ÉÜ]?ÌCJ*ÄZ½/8”‡\ ÷êyÆÁŒµ€ìøu…«fí<"¹&Ü×qüŸr´ÑÑþìèO**×ÿC<†ï)gÙÀu+•ç5Ü-2 4û>€¤ûÌê|¼“mù)¶ýŒŠV2˜5jè¼ùˆ{m0›}Ý{wtÖM’¡@çPyLÆŒ“Oÿc^]éÚ«?/8%yÿµ[Ê1?á•—JÚ¸Iß-`bì0/ƒÌ5¾=Î ¤…’O\ø‚NôáI]â£ÍÐõQ^ûn¾¯=–“Z¾ß¿º‹å°tøî
Ò:“Û<,x¬»ÌËà~_¦çOQ‡Ì‰ô{J³å{¸>˜Ò_¦?¦î†Ï+¯_Ξ÷³ç_Æ_äí˜1~XN¿ój€ßèÈ‹b´%ÓlœÕâk"KíðVeÎ×âæÂàíÇn¿ÃªÃÿ¿Ý. &Ô ¸(ÔáÍ9ÄœÉÊz|GñBSøñ>P¨ê7 @%y€‰Ê(òÖ@eL| ÑexcâÐK
pXðæôÂþÂé‚îÏíÛ2•¸e7Ç£dV‡íCïæfá&ÍÍû;P¼ Vô
€Åt… †ŸÃ|Úî=ž œ0:çO¸åæx
¼8i4ïXV} ŽÂÏPb‡C¢À£hŸŒ±[e×@ì¦l¿b1Áz7 Ã77ŠÈèàYüÈõ¸ùØÏê«ërÆC‚&R¼Ý¥³$Á@ΓæÞŽ77˜“óË ·Óú¬u71k|'ü¨ï[y2tb;a³r* îâ%h×Ë>pã@ô¬Ô±JÜJî×#2Ò-NJÂõÙÖr³·û@ðüöšø7æê©ýÁ£¨Šð¢´£Ñ¹'¥·²®Ä
· Îà)%¤ ½ÁK—WíÅ¿YõðÎ×?6ñf.–(ð(ÂÈô8dæúÌöGÝM7ª}lÚëŽ}£Aåò~øê:hm,9!dÂÍÎ짟…Nc*´³Æ×hT“
g{%s[#Š³YfER¦¨Ëe÷žmçT0„²Â ŒÞ##¶™;º¨VêÐX;Ñzt~š²Ì²îð¶C4Žûz' w²pГ.Ò8%-…!pjû¡&ãSKB;àLïâïk úÓ‡Š©Ã¸Nž5ü±šxšÎU™#,¹ïˆ¶eÚé+ËÈá|AFxXò>·h8:·;ª-j½òê:(CøvÂCbɨ]ªt”ÏgŽU£âÍà@ñÓ…®UoC
soÕB‡Q|r¬h¾²Ï÷õÍäW°ÛÁ[A-]”m‚Íyu.ä*áp¶•Î‚ìYÒCü´kÅ3«÷eW{@áF±' k¿€^+|‘ìÕÞ¢ckFPæÚÀ|¿"ñWºÕw°Ÿ ýy€-ÞÇ¢XH™á[eØZtÝ®$wN`ÉÉ{¯Õ[ï¼ù;¬»õå÷,.+Ë/W¥a{6ÝA#¾Eù®ˆÎ)S§¨Ñ-øD‰<Ã×ÈI¹®e¬¥¿š%HÅxÄe:m;ð%—âÄ7j*È&a
3R=Y<¨·Ê<-G)ätšWê5´ŠÞ]qk•]E$Ö{5ê)9cÓ[¡ƒØ5^º Ó×K-u‘ò2kdL<ÆXSmg8Mç¦QœÙ+КhÊn8ŽÝùq5¨ôº5Ù'¶a§¯–cî–
©=RŠ—:ß#r^½'D"5r<.K¬„)qÄ„¦Üç—!×üœÙQ1ÞSí5‘ײÿ&ÿ¬ÖÈë‘°ÙŠ€ÿÂùeö…/§\»#àÙÞÂËû‡¿=½p—©d(úˆéÊ{î&õ¢E5òúãÕ•@¡KÈÝË<àm‡®Å5D`êô:ê}~¼«NÔâÛ6{—p=2rØjJ¦n˜Æ±£²´J
ïŠ.Õì3êK/§²Zgå²m0iè ù¯<‹g~Ž–$ªlŸ„aoâçv‹I®Ð¸*k?}l•.ŒY¶íl]j§P’;Û€J;!²ÛÑ¢p:Km,Ð-z_F‰ê·aeCP•j¼gs¦Íj{ë4V•áµ¶Ê»Š6¨•²êÌäE‡€ÖV«Î°ƒàÙ릆+Ñ è8ˆºÞè
8×Û|g^%º‰R滄ÛRf¯ª{9ƤÅÏ"2öl‰¬‹µ`§EŽ%ƒ+d
²7´¤Äª˜'^ÞB[]æpFhVH+¥Û[üC#üQçwNH]·7²Ì}éMiº-‡q{]\,IY™HuFDJ›[°'&ám+âIÍ]üîѲ0xîñ3EÇxøÿ²„Eð
ÂÖˆ¬¿ƒ>½?¾Vvñ`ç›ä¿lWI®,7ÜÿS¼|CÔH£á#ºaÀåï¿hF•Yõ^2ƒ5P‚F À%ˆ€ìSÙõ¾"Ò•WAˆÊ›Ê(Œ/k>r7{ǃv¸¡ œm*@%ä-ÂéµÖÏì°Þn=öu]¬!Iêä›ÐÕŒmä
ÁDðr½HØÀÝŒÝm,_Ê lm“>~]‚P·úlk¤)ïg–OÃ;‘ÅFU‘–õÍdŽáå©^e[3i»Œãƒpó´¨ZMî~Ï[0"‹t
@µ×Ábô‰7Á(¼@¤ TEܯÆÉuYÈ#QÇ12z¨ækljÉ7/DlÒ|‘¢Õ³Ñ1áAyÔ
¸Cœ
´f¦Ó$K£•Kõ¶õ¸Z¨—zW‚V/Û„•> ŠŸÃ¤Ê7ÁˆG_©ö÷I røä“Çi?`¿ìO“üÜ›æ+œƒ_*?°³L/ú¢ÙIF‹óc‘G™CrŽ9#Ú¢5…-A•hZS𼑻çå¹ÆA4{£æí眗ÊÙö‡àl‹ŒX’6ýýË—aÌtg¡ÛkœF÷:ã•™åŸ[pzL_0‰€J[
P¯~
”O!
Š”È¡€«(EH ¶Î¬~êÁéLŒ#©{Wì¨OV¨€(©€ýc¸rÏCt
jø+ óõ&£é5Ô®™³»Ô÷<§IÆ„(¬€;Žõˆ”(!U2@`tŠ!èÞ8¼Ð+ ‡/Ò)Œ…
«1ÇJ ÝjaNÚi‹=]§Û„:”d™šñ1Žià°P÷sW¬^ó0LÇqä1ò°¨¿!(… ‚`ðžÍùÍåÂs½ÁÞºŽü
HàüG¹Zg«¢(œUVGNÏ»ŒªÔõÛvO
ÀI´rô4½J|°ü’elMÝ”·Tébò—àyäç“ÿ½õà¦Æw‰îµ¿õà?J)à•]/X8> D]”%&Ú¾:ªàIƒÃÆ×Y¢
Ï…B²éKü
&šV³q°Õ&j®6P'×õát5al1ÜI©öb˜ó„ÇM’Ü5:Å’«©Ós6$>‰t«nžËXü-f
R