%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe Photoshop CS6 (Windows)
2017-08-12T16:37:08+02:00
2017-08-12T17:32:05+02:00
2017-08-12T17:32:05+02:00
JPEG
181
256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Adobe RGB (1998)
06.70.37.38.80
06.70.37.38.80
stress confiance en soi douleurs troubles du sommeil coup du
stress confiance en soi douleurs troubles du sommeil coup dur un temps pour soi...
Calque 4
COUP DUR
COUP DUR
CONFIANCE EN soi
CONFIANCE EN soi
douleurs
douleurs
Un temps pour soi...
Un temps pour soi...
Alexandra Vaudan
Alexandra Vaudan
Vaudan
Vaudan
SOPHROLOGUE
SOPHROLOGUE
Vivre la Sophrologie dans la dynamique du groupe
Vivre la Sophrologie dans la dynamique du groupe
Marlieux :
Marlieux :
Villars Les Dombes :
Villars Les Dombes :
jeudi de 10h à 11h, un mardi sur deux de 17h30 à 18h30
jeudi de 10h à 11h, un mardi sur deux de 17h30 à 18h30
me contacter pour connaître les horaires
me contacter pour connaître les horaires
www.instantsophrologie.com
www.instantsophrologie.com
Séance individuelle : 9 rue Carnot - Villars les Dombes
Séance individuelle : 9 rue Carnot - Villars les Dombes
Portage salarial BNPSI - RCS 480 126 838
Portage salarial BNPSI - RCS 480 126 838
1F5E069A80394B6497DEB3F68ACAF7E8
DEAE1200DEDDD58D14E3577D8AD5789A
application/pdf
Adobe Photoshop PDF
uuid:5af4afb3-8a7b-4dc0-98cf-075eaea8cf89
xmp.did:33A85E786A7FE711BCAAD1433EBCD2F8
xmp.did:33A85E786A7FE711BCAAD1433EBCD2F8
1
created
xmp.iid:33A85E786A7FE711BCAAD1433EBCD2F8
2017-08-12T16:37:08+02:00
Adobe Photoshop CS6 (Windows)
saved
xmp.iid:3CA85E786A7FE711BCAAD1433EBCD2F8
2017-08-12T16:58:54+02:00
Adobe Photoshop CS6 (Windows)
/
saved
xmp.iid:128B5F69717FE711BCAAD1433EBCD2F8
2017-08-12T17:31:56+02:00
Adobe Photoshop CS6 (Windows)
/
converted
from application/vnd.adobe.photoshop to application/pdf
derived
converted from application/vnd.adobe.photoshop to application/pdf
saved
xmp.iid:138B5F69717FE711BCAAD1433EBCD2F8
2017-08-12T17:31:56+02:00
Adobe Photoshop CS6 (Windows)
/
xmp.iid:128B5F69717FE711BCAAD1433EBCD2F8
xmp.did:33A85E786A7FE711BCAAD1433EBCD2F8
xmp.did:33A85E786A7FE711BCAAD1433EBCD2F8
Adobe Photoshop for Windows -- Image Conversion Plug-in
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
5 0 obj
[6 0 R]
endobj
3 0 obj
<>
endobj
7 0 obj
<>
endobj
8 0 obj
<>stream
q
q
842 0 0 595 0 0 cm
/Im0 Do
q
BT
7 Tr
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-6.22133 0 Td
(\000\100) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-5.80883 0 Td
(\000\101) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-5.48129 0 Td
(\000\077) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-5.06195 0 Td
(\000\062) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-4.74467 0 Td
(\000\100) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-4.33217 0 Td
(\000\100) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-3.91967 0 Td
(\000\002) Tj
/F2 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-3.62435 0 Td
(\000\001) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-3.31236 0 Td
(\000\060) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-2.89303 0 Td
(\000\074) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-2.44147 0 Td
(\000\073) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-2.02213 0 Td
(\000\063) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-1.70484 0 Td
(\000\066) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-1.49254 0 Td
(\000\056) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-1.03561 0 Td
(\000\073) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-0.61627 0 Td
(\000\060) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-0.19693 0 Td
(\000\062) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
0.12035 0 Td
(\000\002) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
0.41566 0 Td
(\000\062) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
0.73295 0 Td
(\000\073) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
1.15228 0 Td
(\000\002) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
1.44760 0 Td
(\000\100) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
1.86010 0 Td
(\000\074) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
2.31166 0 Td
(\000\066) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
2.52396 0 Td
(\000\002) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
2.81928 0 Td
(\000\002) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
3.11459 0 Td
(\000\061) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
3.53392 0 Td
(\000\074) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
3.98549 0 Td
(\000\102) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
4.41850 0 Td
(\000\071) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
4.73920 0 Td
(\000\062) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
5.05648 0 Td
(\000\102) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
5.48949 0 Td
(\000\077) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
5.90883 0 Td
(\000\100) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-5.57676 -0.60015 Td
(\000\101) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-5.24922 -0.60015 Td
(\000\077) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-4.82988 -0.60015 Td
(\000\074) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-4.37832 -0.60015 Td
(\000\102) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-3.94531 -0.60015 Td
(\000\057) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-3.52598 -0.60015 Td
(\000\071) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-3.20527 -0.60015 Td
(\000\062) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-2.88799 -0.60015 Td
(\000\100) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-2.47549 -0.60015 Td
(\000\002) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-2.18018 -0.60015 Td
(\000\061) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-1.76084 -0.60015 Td
(\000\102) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-1.32783 -0.60015 Td
(\000\002) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-1.03252 -0.60015 Td
(\000\100) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-0.62002 -0.60015 Td
(\000\074) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-0.16846 -0.60015 Td
(\000\072) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
0.40371 -0.60015 Td
(\000\072) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
0.97588 -0.60015 Td
(\000\062) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
1.29316 -0.60015 Td
(\000\066) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
1.50547 -0.60015 Td
(\000\071) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
1.82617 -0.60015 Td
(\000\002) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
2.12148 -0.60015 Td
(\000\002) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
2.41680 -0.60015 Td
(\000\060) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
2.83613 -0.60015 Td
(\000\074) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
3.28770 -0.60015 Td
(\000\102) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
3.72070 -0.60015 Td
(\000\075) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
4.10977 -0.60015 Td
(\000\002) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
4.40508 -0.60015 Td
(\000\061) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
4.82441 -0.60015 Td
(\000\102) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
5.25742 -0.60015 Td
(\000\077) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-3.53667 -1.20031 Td
(\000\102) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-3.10366 -1.20031 Td
(\000\073) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-2.68433 -1.20031 Td
(\000\002) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-2.38901 -1.20031 Td
(\000\101) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-2.06147 -1.20031 Td
(\000\062) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-1.74419 -1.20031 Td
(\000\072) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-1.17202 -1.20031 Td
(\000\075) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-0.78296 -1.20031 Td
(\000\100) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-0.37046 -1.20031 Td
(\000\002) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
-0.07515 -1.20031 Td
(\000\075) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
0.31392 -1.20031 Td
(\000\074) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
0.76548 -1.20031 Td
(\000\102) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
1.19849 -1.20031 Td
(\000\077) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
1.61782 -1.20031 Td
(\000\002) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
1.91313 -1.20031 Td
(\000\100) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
2.32563 -1.20031 Td
(\000\074) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
2.77720 -1.20031 Td
(\000\066) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
2.98950 -1.20031 Td
(\000\010) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
3.20522 -1.20031 Td
(\000\010) Tj
/F1 1.0 Tf
0.07720 0.00000 0.00000 0.10924 0.49881 0.92773 Tm
3.42095 -1.20031 Td
(\000\010) Tj
ET
/Im1 Do
Q
Q
Q
endstream
endobj
9 0 obj
<>>>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>>>
endobj
12 0 obj
<>/Filter/DCTDecode/Height 595/ImageName/psF241.jpg/Length 735792/Name/psF241.jpg/Subtype/Image/Type/XObject/Width 842>>stream
Adobe d j SJ
q !1"A2Qa#q B$3Rb%4C&DSr
'()*56789:EFGHIJTUVWXYZcdefghijstuvwxyz m! 1AQ"aq2B#R $b3r%
45CDS&'()*6789:EFGHIJTUVWXYZcdefghijstuvwxyz ? u3!ħ}\&ǵqƙJH~:M6
ǟ9tgpnm=ԟkaO0aĐLEt7^mb?
D7\T,*=~ϗ 33ng- &~tA?=6Q=6`Z*xx>%Sc7|ۿh<\"å#TK\,n[+'G3hAJ^>:>уV:A7@M=Zߺu=&F6"E0c-"ݾc[zOby·$Xf p86'xJߓ>~߷PTMl~mJQy#؋80r JA=y
r,db-c
<{~+pMvw~aD6wnWL='ہ߶l wOXGЭʲۍp<u/kDOLX\t