%PDF-1.5
%
2 0 obj
<<
/AcroForm 4 0 R
/Metadata 5 0 R
/Pages 6 0 R
/Type /Catalog
>>
endobj
5 0 obj
<<
/Length 51526
/Subtype /XML
/Type /Metadata
>>
stream
application/pdf
201028_Corona_Massnahmen_A4_lang_V5
2020-10-28T19:20:31+01:00
2020-10-28T19:20:31+02:00
Adobe Illustrator CC 23.1 (Windows)
108
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAABsAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq0
7cVJwSNBUMsjqag/PMcTIZKyTqftbH8MtjkBRSpliHYq7FXYq7FVC6neOgWm/wA64qstrh2IRiPp
rU7YqisVdirsVdiqyVC4oDSmQnG1UGRl6jKDEhksdwiM7VooJNASaDwA3OQlIAWVAS3yv5q0fzHp
aaros0k9g7siSSQzW5LIaNRJ0iegO1aZKOTcgHlz+/7iFITtJ1OzbH8MvjkHVFKmWIdiqxZombir
AnFWpYEk61r2xV4Hof5oec9Njvzd+bPKuoWtjPcFpNR+t2V+8UEx9SKGMW9rHM6xIy/u0aj069zS
oyz/ADG8/nTYU/xt5GjvIJZvrH124uElfgyRiKWN/qzx0k9YH4K0CDerNiqJl83/AJp3BawtvOXk
Zb+7P7oR3TmaJ/RVQkCMsgdfrMcleasxTYEN0VQMfn382Liz0y/07zR5TuUQP9bsj9buLm4lln4B
VtraD6wyRJNF6QjVWNQWZ1NS0qZnz7+Zdlq17Hd+ZfIksMV4Wexe9miuobRKK8ZDFOEihCzepyox
bsAMVUZvzT8+28UNpc+Y/IkesFppZpTPfjTxbRkRBfrJ+BZ1n+FlZ60P2a9WlZr5d/M/yxJppi1/
zLoY1a2oL6W0uVjsm5hXjaB53JdfTmjDHkfiPuMBCsj0rV9E1mJ5tKvYroR8PWWNqtGZEEiCRPtR
lkYMAwBoQcrliTauLWOF5HSNUaZucrqAC7BQnJiOp4oBv2AymUSEt4FXK7L0P0YRIhVf1G9PnTfw
y/iNWxWR2qRycwSfAHJqrYq8C1v8xPyZtPNE3l+88i2FxJaXcNjPem0smt47i9LSxI3JPU+MxksV
QgH7RzWDW5jjOQYxwi/4tzX+b+lzDp4CYiZG9unf8UTqGu/li9zePc/lkk01rJJ6kqaZG/ql1YtJ
GyQ/veVDuPiqR0rmJHtokA1j3H+qcvf6dm49n1e8tv6P7W77XPyxt9XtbuPyBKdS0lZLuyubGyuI
uTkOJIzJHDEkrMOR4SmjE9ycEO25SAPDAb9csfny5Jl2eB1l/pCr2Pnn8vPSubaL8u2tYWPpXMR0
gpHIlI5Gai2xWRA8KCgqSyAgEBWyUu2ZDpjP/JUfq+Pd8WI0APWX+kP60Tc6/wDlkkzvL5EtpJbl
6SyLpLyF3bYs7LZt2G7NtlQ7emf4I/8AK2LM9nAfxH/SFD3PnX8tDDPBc+QPUhmJd4jos0qzcm9X
kQtm4qZN6PRuW5HfJ/y1L+bD/lbH8fJj+QHfL/SFY3mr8s7mC2W4/LpVS7VzwfSCTH9hKScLZuBc
KlPZd6cdie2pC/TA1/tsd/dso0A23lv/AECmWk/mZ5W0BGtdJ8nXOmWzLE0xs7GVEPwcE5CCAs7I
ECGgNNv2d8f5alV8MP8AlaP1L/J475f6Q/rZxofnJdWvIrcWZhWZS4ZnNQAvLdGRSPpx0Pbfj5fD
4K578V8vgjUdn+HDi4r+DIHgU7rsfwzdSxjo6+1IRNzAI28crEDa2iaClO2ZCHYq7FXmOp/kx+XV
35lm1+7eZdQSeO6uV9Vlgae3QmGWSL+7Z4kkPFiNq5p5YYRhLH4pEd75bXud683PGSRkJ8AJ+Pu7
1YfkV5DmmW+ha7jmf1ZEuba7uIWIunMstHhdDR3blTp4dBhh2aJQAGQyga6QI2G3OPciWrIl9NHf
rIe/quv/AMhvI+oW9zb3xvbiG8KNcpJd3DBmjbkh3k2I6VHbbptkodl8BBjMiuXph/xKJaziBBjz
85frWWn5AeQbO0tbSzS6toLLmbUQ3U8bIZOYZg6uHr++fetd8MuzTIkmcjxc7EP+J8kDV0ABEbec
v1rJfyU/L/T3M5nvbSW6C2xnivLqORgGeVU5xuGA5M1N/bwGUajRwgB4mQ0TtcYHev6vcGzHqJSJ
4Y713y5fNXj/ACQ8kyQRenNfPAoDQUvbgqql/Uon7zZSabDYig6ADLI9miQ4hM+rrww3/wBixOrI
2MeXnL9ajbf84++QLYwGIXtbX0/q3O8uX9L0VZI/T5yNx4K5Aplh7OJv1nfn6Yb3z/hYjV1/CNvO
X60Xbfkp5Vt7mG6S71NriCvpyS6hdymjUqrepK3NfhB4tUe2VS7HiYmPFsf6OP8A4lkNcQbr7Zfr
ZJpflOy068S6imkd0BAVuNPiFOwGDR9i49PkE4mRI76Tn18skeEgJ5m5cB2KuxV2KuxV5r+YWn3v
6bW4j1e+s9knjitbHzNex0Bjj4t+ib+2tiSyn4DHWhrT7TEqklvp+pXCypFrmprFIwdhLo/nOJ/V
nQxVVn1KPinqMX4KAEG+xAfFWRv+XXmgMHTzIqyt6ch5HXShuIyTyEY1tVEZUnlF+11YtTFV3/Ks
tY+ryr/iCf6w6lEk+ta/wVQR6fwDWQaqqqGYMC25qORxVlOr216/l36vPdcbwiFJbq2hu6GT1EDM
kVtOtyqsfCb4R9olQahXm1pZ6gLSSeLW9TrEkckXraR5xJDKjRPyil1H1JeQWoTqDRjyYhiVaTSL
mKafT5NZ1VnuFY2kyad5y4xgkU9W4/STgkeiv7aGlabOcVdDb6fa6tBpWparrb2lxIxWG3s/OMMs
k0hYjhe/XplVUXd1K8f2vh7KvQ/J1to8emvLpR1Q28znkNYk1R5wybbJqrGdF+QCnAqfYq7FXYq7
FXYq8/8AzD8kWeqXyajHpd5dXQReZ0618vSu7B1Kl5NYiZ+S+mh2cLRR3GFUgm/Luwiv1e08q6pH
O8jyHUorXym5Q3HMPvcB5FCtIz8UWlfGrDFWQ6T+Vvl+e/s9dv7Rluo1aun39hoTOqunD0nltbRn
AUlm/dz9Sakrtiqfx/l95BjiWKPy1pSRIjxpGtlbBQklDIoASgV6DkO+BUz1e0NzpdxbIZE5xleM
CwM7KOsarcq8J5j4PjFKHt1xV5LbflZp1teyQx+XdTMPIIbgaf5LSOSGjO0QCQpL6TNQMGUNWnbk
cKpjZeUrvQr5joeka7ZPcKqS3unW3lC3AQc0RH+GKRliVlIHFtkXqeQKrOpNA1aRZOPmTUoTJGEX
jHppMbb/ABrytGHL4h1quw261CovS9LvrOa4kudXu9SSbh6cN0loqw8QQfT+rQW7Hn1PNm9qYqmG
KuxV2KuxV2KqN5dw2lu80rogUEj1HWNSQCacm2HTITyRhvIge9lGBlyFvK5vza/MmOQI3kSzWaWF
Xs7ZvMemiS4kKo0qoSOkKl6mhrSu2QGpxEE8UdvMMvBn3H5Mx8p+dTqWg/pHX4bXQrhJDHJCb+1u
U+Hipf1YXaMAyFlClq7b4/mcV1xRv3hfBnV0fkn0er6TIivHewOjCqssqEEeIIOROswjYzj8wnwM
n80/JC+ZbxYvLmoSxOfVe1m+q+nOlszuYmKCO4eqRsT0c7L1ycs8IgEkUeXmxjjkTQG4fONl5c/N
FYI0uR5vZmlPqn/Gtj8MTBHG4h5EqV9M0IruwpyoKvz+D+fH5tn5bJ/NLN/y91/80NI1Y2mr6FdX
el3ssEMt/qHmCyvDaQW6i3WZI1jWR2kiVZJRy+Jwz7F+OP5/B/Pj81/LZP5pew/pjS/+WqL/AIIY
Pz+D+fH5r+WyfzSiwQwBBqDuDmUDbQQ7CrsVdirsVdirC/zc8vf4g8oNpfrLB6txE/KSMTxH0yX4
yRFkEiHjuvIZru0tT4EYzq6l/vZOXpMXiExutv0h8+ecIE8lvoGnMlvNFHBeTG6exsikkglab0If
XkLW8ccc8gUV4qtBy6ka3Sz/ADJnPcWRsJS228ufJzMsfC4Y89j0CX6d5o0f/SxaaPoNneRq0dlc
wWGnrJyUOvqI315oCCyFh+9oAG+0FqbJaWVAmWQjqOKX/E39ndyYxyjehH5D9dPSfIL61PpUDx32
lm0ilkF1b2VksY5PSRhG8F5LEKly3Ph8QIanc6fXCAmbErrYmX6439rm6fiI5ivd+1nP5o+WX8x+
QrDTkmjhkDQTJ68Qngdo4yQs0JKh0rvQ9wDv0ze5NV4GDFOr2H+5dbDD4mScbrn975/87+WrDyw3
l7TrrVGubiK3ulBm9K3ha3IhWQBp7609Mo6ho44XBI+HYguaNJqpZuOQjVkcu/fuifiT+xtzYhj4
QTf494+xBavqM019bJNqMk6xRpFaWN5cyRxT3ErScXi9XWncfu5QXd5CyMEFATxy3Fj4YnavMDet
v9r+ytxZYzlZ5/P/AKTes+RtO832xuJNbuqW1BHb2BQvuN/XW4ku76ZuYNGV2FCNh+02i1uTEaEB
v3/orhiHYYIzH1fj42Xutr/vNF/qL+rO1w/QPcHn8n1H3qmWMHYq7FXYq7FUj83/APHNi/4zL/xB
s0nb39yP6w+4uw7N/vD7v0h4h+Zesea7S8srbQ7i4tEnRkeeK39WMTMaxK7ta3f2gjLRPiqRsSVz
T9nYcUokzAJHn06/xD7dnYamcwQI/j7CwybWvMt0ZpP0zqFjPZUSCa4uZWhldPTPpSRQ6faKhJRv
70iRhy+H+TZRwYxQ4YyEu4Cx8TM/Zty378UzkepFef8Ax0famemXn5j2phMt3fXd6eD3U0qXi2jM
ZSxRYDopZUKyrypIpAHEMOLZjZI6eXSIj/m3y7/F/R8GyJyjqb+Nf7h755h1vS7DyHBd6ncfo9p7
REtrn6u100NxJB8DrblQ8hj+1xK9BuBvm6hCBw44yjx7CuvT5OvJl4kiDw7n73j/AOkbq1sIZJPz
ehMd8qXFrOfL1o54MHVtizU9SZhxVuhXgo7ZSIaYkjw+W30thOagePn5ou21Z9L1O0vdW/NuzvdP
tRFdX2kromnpLPboQJP7p2mjV+7Kvw/RgjHTSNDF/sf08knxh/H9r0jSfzF/KbWJVg0vUbC8uGrx
gheJ5Tx6n0weW3yyGQ6WAuWMgf1EwGaXKd/5zOoyhjQoKIQCo9qbZuIEECuTgSu912SQ7FXYq7FX
Yql+t6Y+o2qQo4jKyB6kV6Ajt88wO0dGdRjEQa3v73J0ucYpWRez568xfmR+UWo3um3MPmi0mWAT
GdZ9Fu7sGBxQtzeOJo1WSIE8CSxpsc1+DsacARxc+4kf2uXk18ZEGv0s38pfl95E816Hb67Z22ka
pHcetH9eXS/q3NhI6Tj0rlWmSr86hjvXvXDLsvPfpyyA95/YgazH1gL9wZXp/wCXdvptstrpy21n
aqSVgt4hFGCetFQAZjz7DyzNynZ87bI9owiKEaWfmL5ZsdW8sWGm3rSr9WnglgubeRoZYp7cVjli
dTVWVhtmXr8s9Nhx8J3jQ+xo00I5ckr5Hf7XkH5i2EVm2nxtrUlpacZmXTWtrq6W7maQSTSXDxXN
sjNycMObA8qkHtmt0WaeWUpcPFMn6rAr3ekuZngIgAGh3Ud/tDHdSsddv7eG2vJ9dNtwaPmNM1J1
WS3UKC8Z1GRpG5KJeTo6SbKp5cxmRjyQgbHh3/Wj18+D4dCOvRrlGRFHi+R/4pnvkKz1O1N5FcXk
k1pCsNvawSWV7aKogUpzja8uLpnDDY9DtXoQTq9bOMgDQvc/VE8+/hAcvACL329xH3kvdrX/AHmi
/wBRf1Z2uH6B7g8/k+o+9Uyxg7FXYq7FXYqw781pfMkflNv8OzS2+ovPEvq23p+uIjX1PSEzxRM3
Hs7qD/MDQ5ha3LDGImZIjxdL7j3buRpoSkSIizX6R3vIbrW/Odjd6Quqa/rseqXiXfKC1utNBSGO
UJb87WUSpLMyOvIxc6PUA8aZqTq5T4/DP7sEUT4nx3B2DnjABw8Q9R7uH7qR4/xiq37reecBLKQr
E32ksZA0fplrdWlMUIBUSbBPiOwpVcx/5RnsOOG3/DPt7/tbPysd/TL/AGCYaNqHnGw1i3hnbzBq
Fp6HoNqF5eWBjQ8wVaSGCSJmYAbyBS1PHtVm105QNZADd0PE+8/dyZw08RL6bHnwvTPMjM2i2TMS
WJQknckmM5m9rknTYyfL/cuNoRWWXx+94h+ZUdk/mDTl1SJ5NPltpog0l3pUcMbEh2kjtNRVhNIn
BSzE0RdwCdswezyfDlw/VY/hnfzjy/S5OpA4hfKu+P3FK/L+sNqV1P5YsL3V7WC2jaBo4Ljy7BOg
kjoCkVogKpGN1kiatSOo6XZsPABkkIEnvGUj5k/YQwxz4jwAy/2H6Ho2g6deWsPqXN/fXLyA8or8
2pZTWgP+jIiDYfsmnj8WanPkEjQER/Vv9Lm44kcyfjX6Hrtr/vNF/qL+rO9w/QPcHmsn1H3qmWMH
Yq7FXYq7FUk83KzabGFBJ9Zen+q2aXt0E4RX879Bdh2af3h936ninn7T0XVbaQaHd6lLPDN6lylz
q8UcY/dARhdOgu6FjGriqrRl5D4s0+iE+A+rho8uGHnv6jH3fHuc/OY3yv4y/RaTab5Y1i8guX0P
Rn0yVWUgXGreZbWNiW5UET29n8PxN9moB7ZkZMlEeITL3QxH9MmuMb+kV/nTH6Anmmfl/d/pGOXU
NOaEDk7X1vr+sS3HNlUFeLrFyX4FWpl6CvEVpmLk1J4aiT7jjhX4+DbHEL3/AN3J6x5w1+DRPKcB
YzLe3yx2GmNBAt1MLy4ThCUhchXKt8VGIG25pnUQP7uAMeKwPudPIeuRuv7Xhjea/NsJ0yI/mRqU
n6U9Rolj8r2srJInMMrqjPLVZ42DIvID7J4rTKTngOK4fRz+n9f302eFLb1fV70VZ6759iuJoU86
a7cSRsGDy+T0WOap9V1jaTgqUo6/EV+0oFeIyH53BQ2j/pobfb91svy+TvPyl+p695b866PeaLau
yTXdxFGsN3cT2v1OV5o1AkZ7ZwjRFj8XGnQ7bUzGydq4YGjD/cn7QWyOjySFiX3s1QgqCBQECgze
xOzri3hQ7FXYq7FXYqxj8xvOY8n+Wn1j0FuD60VukbyLAnKZuCl5pPgjUNSrNsMpyzkDERrc1v7i
f0NmOIN30D5j1DzNDbxabd3fmLzt6GoJOBeR+YbReH1J0tn9NykULQySsB6hdS3ENQg1zG/MZLlE
cNxr+d13+73+9u8KFA70fcmFn5n0u01WNrTzF5u1PUtPu0ubGy1DzDYNBcvFCZ4x8Lyt9Vnibi8g
WnFtyBypVHV5qBIjX+f31/NG/lzZnBDkCb/zf1/a9t8sfnBaeYfrcdrbxx3ViyJd2xngmZDIgYGt
tLOlK8k6/aVsxNR2tlxVcRR5fUPvAbsWihO6PL3foTvz7p1jq2hW0F9CJYnlSUCrKyuoLK6OpVlZ
TuGUgjLO1tROGKE4mpX+hjosUTOUTuK/S8J/NKP8u9OOjWGoq8E1nHL9Vgtl09kSB6cmuF1FZIyp
dKg8WctWlTmt7POoycchuJEWTxc/LhcvUjFGgenu/Sw/1vy4smM9hDcT6pdiK5RIm8uKEkWJH4os
qK3Bwisq+iVLUKKHOZ/DqCaJHCNv8p3+/wDTy5mnGvEOXP8AzPx9j0LyR518pq8dla6hJI2p3HGC
0luLGRIJmU8o4I4GSURsyNT93SvSnTNZrdJlNyIHpHOpbjzJ2v4uZgzQ5A8/c+jYv7tP9Ufqzr4c
g6GXNdkkOxV2KuxV2KpB52hhn0dYZo1liklCvG4DKwKNUEHY5pe3ZEYYkc+MfcXYdnC5n+r+p4l+
YWsSaS0Fstok1mLa5CWFvdanayyRKkXEIbGGSJGrzRRJ/k8WFWGabQ4vEs3vY3Ige/8AnG+7l8nY
aifDtW2/Uj7mL2K3eo6PZ6Zc+Xb6xiVlgFvLdeZvQ9FZQyrxjg2ZVb7ch47ADuEzZmMZmQmD7hiu
67yfu/tx42YgGJHxn+r8fdKPI9l5miFtcTab6MkYEF2lxq+suqqNjJFb3sUkb8uqrX4RQF6nbB1k
se44r90Mf3xIP6+5yMAlzr/ZS+4vafM//HIs/wDWX/iBzZ9s/wCLw94+5w9B/ey/HV4/+Y9zDZza
fcNbTSu5aP1bafVIJ2FQwt4v0bGwdpT0EkijatGptquz4mQIvb3QPxPF3eQc3UmqP/FfLZ57PcaP
cLatqvl6a81C5E9lfm4m14crVjVUWWVJwJgxijcMxo3wlkHTbRhMWITqIoihj/ZtzPu73DJBq42f
856F+WbG4GoXT6Xe6axZBD9Zvb+7imhdQ8bILs+nyVaKxiqOwam2antEcNDijL3CIo/D9LmabezR
HxJ+99Axf3af6o/VnaQ5B5+XNdkkOxV2KuxV2KpH5v8A+ObF/wAZl/4g2aTt7+5H9YfcXYdm/wB4
fd+kPBvzLs9Nj12wvtSjlubV4LmGXlc6ZFFHBKIldWhvU5vGGRXZ0bktT2ouars6cjAiOxsdJnv6
xP2dXO1IHECfvj+liWlal5W0WCa50u+1PT5rqcLcsZvLkd5KYG4cY0jSR5vUk6g7Eqakb1zsmLLk
NTEDtttkrfv6Bx4yhHcEj/SW9O8sXY1a2tZ4tdvWnhCTXNjOdMab05OQRbhbWJlQPxJ+BlO3UbjN
NqYeGSDCPv8AX9llzsR4hfEf9j+h6j5n/wCORZ/6y/8AEDm67Z/xeHvH3Ov0H97L8dXiH5nW9hDr
Gm6jfNKi+jJb20i3OmxhXd0JVLe/jf1mei8qcqKPhXlSuv7OlIwlGPeOk/vidnL1IHECf0fcWHXm
p+S5H/TM9vcTta8IrprxvKyiWB/tCIcX9X1P3hBj48xyAfZRmfHHmrgsC+VeLz8+748u5xjKH1f8
Q9I/LjUdJutL4afqU06Q1X9G3P6NSS2CnjQxaciJH06HNRr8c4y9UR7xxb/GTm6aUSNj8Nv0PeYv
7tP9Ufqzt4cg87LmuySHYq7FXYq7FUo8165o+iaNJf6tIIrRWVBL6fqkSSfDHxj3LMWICqBUk0HX
MfUSiABKPFZoCr33723ECSaNUHhA1/UI720km/N6KH6xGzmGby/Ywqy2gZZeYkcCFhJHJzBCt1X9
kUxDkxC/3R9O30hvEJ7evn5l6ba/m9+U93DFLbahayrNuiqI+fHkV5FPtqlVI5EU98EsuIGjiP8A
pQkY8h5THzKZaX588haspOmTQXlESVhAInISUExswU1AbiaV8D4ZTk1umh9WMj/NDOOnyy5Sv/OT
TzVqOn2Xl24vJ5rO2KxMbObUSVtFnKEResV3CciA1N6dM2GbwpRjxiweQq+nd7nGx8YJ4Tv1eQNq
v5w3VyIbXUfIQ+sRia3SL9IPI0CtUSIpjeoeoVm+JaU4gHrhE6ICzGNDb6T+pvA1B6n5vW01DyW8
rwo9s0sQBkjC1ZQ1ePIAVFeJpkTPQgXUf9L+xlw6nz+ax9W8jJIYnmtFkUopRgAwaUkRihHVyPh8
cIloiLqP+l7vgitR3n5shQqUUr9kgFflm3iQRs4J5t4UOxV2KuxV2KsX/MfSbTVvLosbouInuInD
xOY5EkiJljdGXcMkiKw+WantfPLFCM48xP8ARJzdDjE5GJ5cP6Q8W81eT5Uj0yw03SJ9QtrJri7k
1BrtkuxczsZJJlm+uWkjyu3LmXNKsN6A5psGs4jKc51KVbVt/uZOxyYKAjGOw8/2hjqaP5zntzp8
73tz6EBK3Iu/UnmiZg/IqdcjjSVBKBzaNgKVDfZGZJy4oniAA35Vt/0yvp3hqEJkUb+f/H2S+UdP
t420bS5rB5EtIkvLS4s77jbQhVKxt9VN/dO8bK9FccwxO4HXMTVTNSkJc9jcdz/ncA38une3YYjY
V58/0cReq/mZoJ1ryvZWyXTWc8U0U9vcqkcvB0RhvHKGRwVYihH45utbqzgxwmBf9jrtPhGScon8
bvB/PGkeRdHudG0u4jN1ewLdklF0mG3E83otJJcR3cRhSiyK6iNKIij4eCimBps2fNxz5CVfzuW/
08Jv9Z83Ky48cOGPOr7vttA2On+Qbn6/Y3cLaXdW0kUa2dw/l2aUo8UaxSIZ45OIljljFUJHwijV
rWeSefYg8QPcMo9/I+/n8kRjjNg7f6RkXkXy95V1W+lkjtGvLfS3MDxanDot4IpFVPTWK4sg8oeN
FRRykairxNKLmJrM+WEdzRl/NMx9ktvsHe3YMcJHldd/CftD6Ztf95ov9Rf1Z1WH6B7g6XJ9R96p
ljB2KuxV2KuxVI/N/wDxzYv+My/8QbNJ29/cj+sPuLsOzf7w+79IeLfmR5ds9TutIuLo3khtpudo
ttB9ZSOUAryaMWOoL8QfrLRRxFKb5pdBnMBIChfea/38fs73Y6nGJEE3+P8ANLzm80rUuc11aeXX
g1a3t0ktpodKrG/1eNpERY5dG4xyuGVB+8+HjTlsFbbRyw5Gfpv+fvv5+Jy+HwcIwPMR3/q/8cZx
5E0fy/cyy2GoeWLZJ7FhNY6hLpLW3MEKGLNJZWcSyoygfuwAwoR0Oa3W5ZxqUMho8xx3/vpGi5eC
ETsY8v6P7A9w8z/8ciz/ANZf+IHNh2z/AIvD3j7nE0H97L8dXkPnyzgudTs4gt1Bd3Npc20ep21n
fXQg5vEy8mspofSJdQyll/Z+0tN9TopmMTyIBGxlEXz/AJwNudnjZHPlzon7iw2fQLj6vZ2MMmoW
lyxgLT/ovWZRE8Ll1nDHUHt4hSodalmJJ35ZsRn9RJ4Tz/jhv5fRbjHHsBuP82X/ABVM+8r+Utb0
e9+sXmsC/jMZjMbHUmJJIPL/AEvUb2IHbqI6+9M1Oo1MJihGv9L+iAP2uXixSidzfz/TIvcbX/ea
L/UX9Wdxh+ge4PPZPqPvVMsYOxV2KuxV2KoLV7K2u7QrcFwkZ9QCOnIlVOwqD45iazSwzwEZkgXb
fgzSxyuLxbVPN2hX9sY7vyV58ELryj+p2ssEhQ+mSHMEsLK/Inap+EHfcjMHH2PggbEj8eE/fFyJ
a7IeY+/9alpHmry1Y21zd23kn8wap6aNDdWs1xI/IUrGk9xL9nh8R969zhydk4ZjeXy4B90Vjrck
eQ/3X62beTr/AEjzNNdxfobX9E+qRwSc9YtktEl+sKW4xGr8mjpSQfsnKv5D0/8AOl8x+pn/ACjl
7h9v6098/Qk+XTBHGs5KuiQuqyK/7pgFZGaJWDdCCyg+Iw9sgRxw32Eh9346I0Bucvc+ZZtLtrfW
Z57m80nUJppS6WNxYaBGTCOccfMpexSyo8np8OTD4goPHcrSJkxoCcduYlk/4ggNpiAdzE/CH60y
rZXMtvb2Wi6DLq6gC2tvqWlTzK0KKzJFF+l19MryDhUchVBJ3IykggWZZOH+tMD/AKZs9jsBG/dH
/imdeUNPlhv7u7ufL8ek3Nwo/wBJit7S3LoDQRzfV7u8MjjjyBIACmnWua3VZAYgCfEO6yfvjFy8
MaJJjXy/WXuVr/vNF/qL+rO2w/QPcHnsn1H3qmWMHYq7FXYq7FWGfm5peoar5MmsNPuHtrqaaHjL
HM1s3FW5SIJ0SVo+aKV5BDSvTNb2nlhjjCUxxRE+X+bJy9JCUjIRNHh/SHh3nDRprK10K31CybU7
uSW7/creaxM0MA5MkUU1mslw/FJuBd4fiH2qUGanDnjOWSWP93DbpD7eLbp3ufPGYxiJeo7/AM79
H6kuDWZgkvrfy2zxvKY7CGz1HWxKfSBmdhJb27oGJt04Kvfv8WWSEr4Tk99xx9duRN9d2IrmI/bL
9TKfKlvZat5jvLmW2mspbRYzEpvdZW5YczT1o7pLSMx/ul+Bea1rvRt8DVSlDGBYIP8ARx18Kvfz
2cjEBKRPKvOX6aew+eCR5YUhWciMkIjSIx/dNsrQh5VJ8UUt4CubXtX+5x/1h3d3nt89nC0X95P3
F896na+YZbqcSXuvxQxyKqLa3Or7rxZx8UejdHaNORDNxqQGHRsWE8YHLH8of9VW+QlfOXzl/wAQ
mMWp6wkK2txp+pXlzAQyXRufMEXN0DGQzNBpsMZXsgSMh9vhGUmESbBgPKsX2XM/aWYkeRBPxn/x
KceU7yx+uxz3tvqtrfygKhnm1ye1bk/pjkL2G2gRid+PpjxG2+UamEiPSYEe7GD/ALEk/a2YiL34
r/zv0gPoK1/3mi/1F/VnY4foHuDocn1H3qmWMHYq7FXYq7FUj83/APHNi/4zL/xBs0nb39yP6w+4
uw7N/vD7v0h4F+dOjaFfw6Y2uPM9gJDWOK90+x9PiKl1+vBPU51CsBJttTvmq7JyzjxcFX/VlL/c
8vk52thE1xcveB97Eb2x8j2yNa3EOptapIFtIEk0C4lIeMPw9NgzxxxrwkWJmq3VlIXbYxnnluDG
+u2QD9vv6d+7jGOMbG/9iz/yl5QsmuG1iE6hbST8LiC+lGmxyTrKPiqLSJSFdUj5Rt8NAhpy5Zq9
VqpAcB4ZVsR69q95+33+Tl4cI+rcfL9D2LzYJTodsIWVJjQRu6l1DemaFlBQsAe3IfPNn2xXgY75
WPucPQ/3kvx1fPmseXtLtfMctpqHmzRbS6u3E0NvcaNYK6yIIlH7+Q8TKEk/dhvi+OtGUUzFxaiR
hxRxzI/ry8+nc3zxgSoyjf8AVCc6Va/lnHprR6pqmja1BbwrInq2+nJEsUSkGWNIowDsaMV+HagA
3zHyy1JPpjOF+cv0lsgMVbmMvkyK282eRLC2WK31Syt7Ykm3QSoqOZOMh9Dekm8q7R1oSBmJPS55
mzGRP4G/7W4ZcYGxD2q1/wB5ov8AUX9Wdzh+ge4PO5PqPvVMsYOxV2KuxV2KoLV7G3vLQrcO0cUR
9VmXr8Kn2PY5iazRx1EBGRI3vZvwZzilYeF6z+Y//OPGqNHLqPmK/hSzK/VL63TUrYsbhORCPaIk
v2VHJXA7eOYeLseMAQJGj3iJ+8Fvnr5S5j7x9xQlt5m/5xh0qRba18zX9vJEygRxPrRZi7CRa8VJ
k6d67Hj0NDbPs3i+qRP+bD/iWEdXXIfbL9b2LR9F0HWNKtNV068lnsL+FLi1m48OcUihlbi6qy1B
6MAcxP5AxfzpfZ+pv/lOfcEV5sQJptsg3CyAA/JSMj27GsMR3H9CezjeQnyeE/mNFDceadOliu7q
yvbKzveMkVtcsrRlYhIwkgurJ6J6ytyBK1G5DCma/s+xiIqJBkOo8+hjLu97l6neY3IIB6H9YQR0
K/vILeQ65qlzP6gdbo2GspGjtEPRk9CW6WPjHQMeKluZ2K7jLRmjEn0QG3Lih37/AMP7KYeGT1l8
pfrZx5e8sx2iw31zd3FzqD1kldZr+C3YvXf6jNcTRoaN8QI+1vsc1efUGRIAAj7ok/6YAOXjxVuT
v8fut7Pa/wC80X+ov6s7rD9A9wecyfUfeqZYwdirsVdirsVYf+a9vq1x5Qlg0qWSK9eaLi0EoglK
BuUqJKQwRnjDKGpsT265ru0ckICBn9HHv/pZfpcrSRlIyEefD+kPEvNC/mDp+j6NFbXWqy3rzTc3
hkedbeKNnlh+uNbwTPPyjIjchakgFamvPU4s2CeSZHCIdL6+6yAPxflnzhkjCN3xfjnsli69+ZV3
eBri7vrS1iuaepOL23h9FiKKXXR4Nq/7tk2UL8QAJLzAwxG1EkdCCb/5WH5D+yN5Ce7fz/4h6N5Y
s/NkJeXXNUupZUJUWzS2c9uwIBDrJDZWMtR0oVH05p9Rngdof74H7ZyDm4sZ/i/R+oM88/eYtN0D
yxbajqCwPCJYYqXMlzEtXU/ZNrBdSM5A+FOHxHaoOdfPTQzY4iYvl93vDohllCZMTTzC586/lpr7
eprGh6DqdvC7R2dyZNSv0Ks6q3F20vgvxFOXFiNm3+A5DH2fjh9IMfdKQ/3zKWqnLnR+A/Ug9G/M
v8pbaB9S0XTfLlmvFoGnjn1K1J4OkcKlv0WjekBIvNqcUqOo3xyaDHMVIEjzlL/iljqpx3FD4D9S
feTvzP0DzXrR0vS7bRXmBV0jfVNQgnkhkQujQwXNhA8rcVLOF2VaHka5SeydOP4PtP8AxTP89l7/
ALB+p7UihUVVFFUAAewzaxFCg4hNlvCh2KuxV2KuxVI/N/8AxzYv+My/8QbNJ29/cj+sPuLsOzf7
w+79IeC/nFdWZOlW36S+p3aPIxRXMZ9J0IZnlW5sjEhRHBJehXlsSM1fZMTUjw3Hb8VUr/sc7WEb
C6P48ww/TdaupoxYXd7eXFyHX65El7IVEJSMQMsia9EqpJHJyrV+XxNuADmdkwj6oxAHu69f8kfx
TjRmeRJ+f/H3svlzWfL+oWjW+i3UU8WncbWaKKQSmFkUUjZlL1IG1an55z+oxZIyuY+rf3uzxziR
UejL/wAw7i/i8r2i6ety93LPAiLZxTzSAAFmYpbXenScFC1b97/sW6Z3UPoj7nmp/Ufe8v0lvN19
qFrpzWuvwxOHinW4t9ctihMfqk/XDr8sXxsnwHkQg+AsrEBjt+P7GKcL5Z/MCJo/RTUSzglWknvJ
FhUSLIqzBvM/xv8AaUla12GyihFj8f2KyfyjpnmkaotzqiT29uEMgimaavNgy8Gpq+oxllVl6xkV
UkHdaCRH4/sS9DHQZkMXYq7FXYq7FXYqkfm//jmxf8Zl/wCINmk7e/uR/WH3F2HZv94fd+kPD/zR
1XWtOuNMntNZh0W1QyNNJLK8XroVo68jaX0KFCUKlkJI5UpSuafs7FCcZAx4z8Nv9lEuw1U5RIo8
P49xYXcfmpPo1zc3FvrV3q0DpJPbwSB2heVYAxRXOmRll6StwkjRUaq16ZsB2cMgAMRE8vhf9c+7
cSN83FOqMSSCT+P6v6noWieaPN1+1DZ6U7TJHNbR/W7uByrKvNR6lm4l4Ny+NDToCB1zV59Lih1n
tz2if99t7i5kMsz0j8z+pkv58RSnyvoM8dxLaz294jxvAwUg+g/civyI3zssOmlmEIR8t+7zdTj8
AeJLMaEQTEA0ZS6R5Hn7tufIIqfVPL0TWWla3rN/fXUSSRm+gu57MkunpvzSxe3DeKFuTL9oHbll
HHEGgbRLTSoyAofb+PkyCPyVoMsDIl3qrRyAAkazqvIUYvs31rkpq3Y9KDoBkMOphljxQIIceUSN
ixpPMvlay/Na38j2aatfavNbjULy4TUby5tbNY1ZlW5je4cRcuCfCUo3qJWvLL6NWxeqDoMyEOxV
2KuxV2KuxVJvNcMsunRrEjSMJlJCgk04t4Zpu28cpYQIgn1dPcXP7OkBM2a2/U8s8++X9cvbCAWm
gRay0LNIbS7soboE7BeBuLi0WJt/t/Ht+z0B0eiwziTfHD3cQ+6Jv7HY58kSNuE/I/pDCLf8uvPM
rWFxc+WbC3eVHGoWaaPp0sMQa3ASNXNykkiq6mPqPhenblmzlKgQPEPcbyf8TQ/Y4oHIng+Uf1s8
8teQ5NKme5bSdPhlZU9FrDSxZSx0Uhg7iWfl9oheNKDb4uuavUeNMUBlrzJl/vQ5ePw473D4UP0s
r/M99FbynAmp2V1fpyURxWERluEk4EB0A6Ee/wCIzo9Vp82THAYiIyFXxcqrlyLr9HrpabKZx/t3
fLctn5zsdQ1e4XSdQv8ATbiZmt4biG7muBzkLqaMipzkJ5s/HlXwDOGy80DKo9e+vn31+N10ecY5
eId4g/TZ7/x3vXfIHm/zfrMNvYTzano+sQFRF9Y095beeMAO6zM0aszKEda+tHUcTu1cwIdkYsMj
ON2e41XuHL52Gep1MM8yYx8O+nMfOgzfyvb+VNDggb/CkGk3yTolxNY6aq8ZxFIkc5a3hSqGOaRF
lCgfGykIS6iOPVZRkMMkT3iQ+kj7aPlv8mmOk474SLHQkD5XVvTB0GbkOC7FXYq7FXYqtlkEaFiK
0xVbBN6q1pSmxxVUxVKk8y6e9hc3qrIYrVgsi0HI8iAGUV6Gvjmsj2tiOKWQXwwO/f7xvycs6KYm
I7XJGPqFut81m3ISLD9YZ9uITlx61rXbwzKOqiMpxnmI8XlV00jCTDi86UNGvrK+t2uLUOq8uLLI
AGBAr2J2IOR0eshqIcUL59U58EsUqKtNqVtDexWb8vVmFVIA4jrSpr3pthyauEMkcZ+qSxwSlAyH
IKn1uP679UofU9P1a7cePLj49cs8ceJ4fXh4vtpj4Z4OLpdL5ZkjpyPXplzWvBqKjvirsVdirsVd
irRVWFCAR74q5EVF4qKDwxVDaqsrabcrFIkTmNh6sh4oop8TE0NKDfKNVCc8cow+oimzDKImDLkG
EaRfaHrulalcaHrUF3YRQrDeTTBrf0vQYMrsGRf3fBGo52NOpoc0uTsfKIyjGQIlADfb6SK5Duvz
dhHXQsEiiCTt58+avpOoeXfMFtf6l5a1OGTTkg+q3cszzI0R5CR2YTqGVTEaqeh69N8tzdlSE5eG
aEocO5kT9W/O+nmwx6wUOPciV8h3bfa35bk8uebLDU4tN1Z77S5xHBcvbvPY3UcsVOPHgIJEVlUf
EtOXuK5laPRTwZJHi4oyA8jY25AVVNOfURyRG1EX9qrrOu6Fb+Zl0a71iG21y9eJ7GyKsy0qRAJJ
AhWNpGVuKlhyPSuVZ+z8k5SnxUbBHd6eV7X38mePVQiBGtqN/Hmt1PWPLvk/V7K2uNTjt59U9f6v
DezXEzlpZjNK3MiX04lZ6AuVRRtmRlwZfGGSHD9HDuT333NcMkPD4ZXzvZmjRq4HNQSMz3FQ95I6
kBWpUbjbFVlpJIWCVPEb09qYqjcVdirsVackKSOowSNBVH1pP5R9xyrxJJpQv6z2NxBJbrcpLE6P
bNssgZSChrtRumPiFaea+TNCvNM8meYFPlCaKa8heP8ARV9qLXUt0rCVmtvW4H04Vadwp3J5MT4m
RmbVU8i6fq9roGtRDylc293e+ktxFrGpGea6jKGAxm4VZeKwQqFQDY161q2JmVRX5Sabq+lR6jFL
5em0i0mlLLPfag99dySKd1KGJFSMM7lWWRuZqxry5FlMqlvm3QdTufzEttbTyY2o3NrJbC2v49S9
G2kSFw8ctxEYiUe3d3YKta0FSR9lEzSVb80vL+o6x5h0uSDylJrQROEt4mqNp8Bi51NtdxqkrSRl
mBpxPw8t6VVmMyh6TbXl21nFNcwehO0avPApMvBytWQMo+Pidqgb5HxCtMcl/MnywSoZb5uZRQy6
VqTAFy3Hky25C04HlX7PelRh4pLTLY4lj+zXoK/RlqF+KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV//2Q==
2020-10-29T16:01:36+01:00
uuid:0ca9169d-dde1-4371-bc8f-0fa6c302dfd9
xmp.did:9e565c8f-671e-794e-a2e9-b558f3ddd843
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:4f78b3bc-4ee2-ab45-8281-436e5c39c498
xmp.did:4f78b3bc-4ee2-ab45-8281-436e5c39c498
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:11642e71-33c3-124d-bd13-a031a25e3f8a
2020-10-28T17:43:01+01:00
Adobe Illustrator CC 23.1 (Windows)
/
saved
xmp.iid:9e565c8f-671e-794e-a2e9-b558f3ddd843
2020-10-28T19:20:23+01:00
Adobe Illustrator CC 23.1 (Windows)
/
EmbedByReference
Z:\Premiere\200916_Wellenbrecher-Kampagne\#Wellenbrecher\01_WB-Logo\1.1_Kurzlogo\#WB_Kurzlogo_rz5_RGB_Schwarz.png
0
0
EmbedByReference
Z:\Fotos\201021_Wellenbrecher_Launch\201021_Profilbild_Kretschmann_Facebook.jpg
adobe:docid:photoshop:70448e82-2a38-0349-93cc-e620a2ef0084
xmp.iid:8f329b8b-7cd4-7440-a23e-0a528fe3fdcd
EmbedByReference
Z:\Logos und Claims\Wappen-Baden-Wuerttemberg-de_groß.png
0
0
Z:\Premiere\200916_Wellenbrecher-Kampagne\#Wellenbrecher\01_WB-Logo\1.1_Kurzlogo\#WB_Kurzlogo_rz5_RGB_Schwarz.png
0
0
Z:\Fotos\201021_Wellenbrecher_Launch\201021_Profilbild_Kretschmann_Facebook.jpg
adobe:docid:photoshop:70448e82-2a38-0349-93cc-e620a2ef0084
xmp.iid:8f329b8b-7cd4-7440-a23e-0a528fe3fdcd
Z:\Logos und Claims\Wappen-Baden-Wuerttemberg-de_groß.png
0
0
Print
Adobe PDF library 15.00
1
True
False
210.000000
647.535739
Millimeters
GaramontAmstSB-Roman
Garamont
Amsterdam Roman
Type 1
001.000
False
GARAM__R.PFB; GARAM__R.PFM
Univers-Bold
Univers
65 Bold
Type 1
002.004
False
LT_2.PFB; LT_2.PFM
Univers
Univers
55 Roman
Type 1
002.004
False
LT_1.PFB; LT_1.PFM
Univers-Light
Univers
45 Light
Type 1
002.004
False
LT.PFB; LT.PFM
Cyan
Magenta
Yellow
Black
Standard-Farbfeldgruppe
0
Weiß
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Schwarz
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Rot
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Gelb
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Grün
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blau
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
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
Graustufen
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
Strahlende Farben
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
endstream
endobj
39 0 obj
<<
/Filter /FlateDecode
/Length 50226
>>
stream
xM,ɑWa&?ސlKPuѷl?sT̳PMy#nAws35գG>?=_g7o/=K?7_?Rb{'s~ɥ<>x^,yɥj[߉x$|^J^r7^vcY?/@?1r4~R ^?>Tc\T5O-A|s ۋOxu\iqAc?G|)%v]^e x]'W|эk%&y4K-2,aB!hc̤q[/c=A^qM%E(oW^k)m:c*IWc?G{P1¸1_8\A&awxA0XE_RKf1]ƬqT0a縖1P/ϳ$795NW@A7]Ȱ6s̠<&xSB,`
T*̧1'KMsf\̘C~s;2=:ɱBqmE#ǹE<8xb'~x 1<~g< Sk^=AO'fR\r1v/uSpa[9\
dQgV/sAS?~{F?%v1L'>x+8R.ϽaҸsqcX3i<^?7fb?+
yimݘ-ʣTx|r0X^.{8]bĂG1x`^)pc*ixckj⓳qOcMO>.==N=k(\J)ʡ %-6~QXao<:nՇՐSDX1.Ga<4EԽ8cp)EnLei1_?d5s$Som.AFCN>,Fcˣ)Veu|Mւzva,2vA,8!žEE2\>s=nm&dȳ\qQc[Lsq_-ݱEj1.!ֈOn~I8[0al9[ZpyL1t#Tw^Ȥ;,<}̘2c'3mf9n(VpʰԲۆp0\LK ;jq3&Hye=$rGB_\"svdBBvv0IWxaT,a=-49XUBQc` MrH*7&0X;w^`#+-8c먘t`ke/d0cؙ\T7ĝ|4mW05p>e䃸 SWcr>2eN̘(rg$ZL}p0YGnWU2sŃ31۠T|>ĠvW!ixx5Td*aL