%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Drinks list2
2022-02-03T15:16:16+01:00
2022-02-03T15:16:16+01:00
2022-02-03T15:16:16+01:00
Adobe Illustrator 26.0 (Macintosh)
180
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC0AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FVrSxLIkbOokkrw
QkBm49aDvTDRq0GQBrqw381B5Wg0OPUvMYupLW0MgigsqepK7xs3AA8akiPb4gK9cydH4gnxw5wB
PwcHtHwjjGPLfDkkI7d/Mfc8idPyT1a9SU6Brz3VzPJMFUw1kmeS4cngJyASyNx2H7P0YrnrLF/y
KvDNLDpWu2HqwrAYnjSNXWVY4TGg5MtSIVBpsPauXQwSlCUxyjV/Fx8mpjDJDGec7r/N3eiWH50e
S9N0nTbO007VXtY7e3ihVYEdok5CCNJz6vwSUoxVt+O/jSlyFRfz88skQs2j6wi3FPRZoIKMCYQS
pE55BDcryK1AofaqrZ/Pny9RKaJrJaSCG5RFt4GYxzxpIpoJz09ZVbwOKqmnfnn5ev5reOLR9Xj+
syQxK0sNugUzyQxqz1uKgA3KV2rTl/KaKvR8VdirsVdirsVdirsVdirsVdirsVdirsVdirsVQV5p
enT6hZalcJW6071RaScmHH11CSfCDRqgdxlkc0oxMRylV/Bpnp4TnGZHqhdfHYpXa6TZWnmnUtfR
5Tc6lBbWs0LEemq2pkKFdq7+qa75VbcnkVzFIQAaEioBwqq4q7FXcV5BqDkAQD3oev6sVdirsVdi
rsVdirsVdirsVdirsVdirsVdirsVdirsVdiq2SNXG/XscBFpBS6eMht9v2dvnkQaSVKhVgyVB6j+
GSBQnAO1cKFKKf1GIC/CP2q4LTSrhQ7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq4kAVOw
GKtI6uKqajxxVQuRGxAr8Z2Kjr88iQkKfD0vjQAsOop/TGqUFoXc5DCgJ61A6Y2WfCO9bCzxvRf2
unIGnX2OAFEjaPybB2KuxV2KtM6J9pgtelTTFVvrwf78X/ghirvXg/34v/BDFXevB/vxf+CGKu9e
D/fi/wDBDFXevB/vxf8AghirvXg/34v/AAQxV3rwf78X/ghirvXg/wB+L/wQxV3rwf78X/ghirvX
g/34v/BDFV3JePKo40rXtTFW8VadUZfi+yN/uxVJb3WbDTZ4kuryK2a6dlt1lYL6hRGlanLsqIST
kbbNqCm+u6RDdpDLfRCaWOWUfF8IWFlSQs/2V4swBqevyOBSQRSIj1nS5WSKK7hkkkHNESRWZk/m
UAkkbdcLBQj1/RXmES3sBdgpVfVQsRIQENAf2uQp41x4VtaNe0Oe7mtLe8ilmgiE0xVwQqGtTyB4
7U+IVqNq9RiQzhXVFQ+ZdGWaS1nvY45oEikkMh4pxn5+l+8aiEt6TfCDXauEFjMUUR+ntD5cP0ja
8uXp8fWjrz/lpy6+2Fi6HXtFm1BNOhvoJb6SI3Edukis7RDjVwAen7xfvGKo7FWFfmb/AHFh/rSf
qXFXl+q+Y9E0l0TUbpbdnUuoIY/COp+EGmBUInnnyu0fqfXlEQr+8ZXA+H5jv1Htiq0effKZKgX6
nlSlEk/aNBtxr1GKphY69pN/dSWlpcCS4hBaWLi6lQrmM15AbhlIpiqYYq7FXYq7FXYq7FXq3/TD
/wDbs/7F8Kp5iriAdj0xV5t+bHk3VfMy2trp3povp39vNJI3ER/W7J4UcgA8lDkVA33yN7tggSGB
Sf8AOPnm51jQa9bvBFDd2iiT1GeWK9nuZ5JJW4kCXlJDtQg8Tvtuk0wpM4PyX1zQNbivvKV9axpZ
xMLOfUF53HqSeqZA/pRLH6bG4Y/CBTbbBxNnAUmj/wCcf/MIYMNRso5YLKKO1uoxKJfrcFtZRxFm
4j92kthzWhr8R2w2x4PNl+i/k3baNFqbWrxerf6BBo9u5LUW4S3MFzOy0oPW9OAnjv8ACa4lYxtJ
de/Jjzl5i065invNNS9lGmCMH1nijGnQXsBIDRnlyF4hoy0+102OELIFPdU/Jm8fXodU09dOjC6v
dahLGyFC0NxHCsanjE9WjaN2pt9rY9cLB35Z/lT5g8oaxpCXMlvd2Wn2l6Jr+NiJHmu47BBGysAS
IzZuEb/ffEdcVetYq8z/ADu816J5es9Jl1acwR3EkyxMEd6sqqSPgDYCUvE9S/MbyLfXAlXzDfWa
hOBjto5UBIavLeJt96H6OncX5LSGi89eSEnilPmzVH9MqxRkPFuPZgLcCjCob+uN+S01/jjyRyBP
m3VjQ1+yadD4W/8AlY35LTpPO/kVnmK+a9VjWbl8Cq1E5fykwFvh7VON+S0vi8++R09EnzTqTNDy
3KPR+Rr8YMBr29vADG/JaUB5y8jAj/nb9YNCSQQ29f8Ao3+j+3G/JaXzed/I8kjP/izVUqQwRVYK
KdqCAGn0435LSdQfm35CigjibVJJWjVVMrwTcmIFOTUQCp7435LSjqX5o+Qr6ze2Gs3NoXp+/top
UlFDXZjG1K/LG/JaV4vzc8hJGqNqckhUULtBNU/OiDG/JafQf6Qtf+VbfpHkfqv6G+sc6Gvp/Ved
adfs4b2QyXCrE/zQuhbeUZ5TM8CrLCXeKaaCQqHBIR7dJJQdv2VP3Yq8dkl+si1/3JXHIyKjiLUt
UoJGIUIU9BFEfGlatTf5khIRtnqbs99fevImn2dYb/6neaoXQSxyIJI4pIBQCOrIqj4WAHI1pgVm
Xl7yVrFxYhtZ1S8RkkEllLY305LRNGrfvfUHVZOVB0/VkSWwRZrFEsEKQqWKRhVUuSzEKKCpO5Pv
iGRNDdExI3oguPg5ivy75MhqB5qsc8YuCQoVTsCP44L3Tw7IzJMGJea/ON3ovmXQdMiW3eDVDMJ0
lE/rfAhK+kYkkjX4uvPr0G+KrfInnW68wWV5cXkcKrBOYoZLdbhVdeKncTxpuK9QcVeSf85jsG0D
y0ymoN1cEH/nmmA80vn3y9rXkuy014dZ8tvq18ZHZLsX0tsoRkUInpojD4GVmJr8Qam1AcUKHmHV
fK15FGmiaE2lOHLSyyXcl0zAliEAZUUBeQFaVNPniqRYq7FXYq7FXYq7FXYq7FX3r/5Qv/wV/wDu
34OierO8khJfN2k3+qaObSx9IzmRH/fyTRJRevxW7JJy/l32O/bFWCW/5Z+bVghhaWy4xGNipvdV
ko0b81HxykEDrv8A7aoU9O/LbzNZyzW91LYyWVykUU5Fzqkk5g5q83FpJm/eAqQjV3rv3BBZMx8m
eXdY0fT5rPUWtPRSQvaNam4duLjk3rvcO7M4bYNX7NOmAxUST1Y4SGmB9TiNgNtxhApBNq8EgkiD
BeIPbChT9a0ilK7K3cgbfLbFNrJrx0mChfgPdqitcUMW1vy/rGp+a9IvIpIhbaeZ/rSvPdRufUQo
PSSJhD33LqdthQ0YKr/Keh6hpcV9b3pirI5kiWGWeRQR12mJoT4jrirx7/nLl+Xlvy0vdLu4H0GN
DkeqXkvkPztpWieXWsbnUpbSVruSZoYtMtbzkjRxqp9aZ42Ulkpx3AG43JySGQP+ZHl+R7SFPME0
cFvO85kbQ7JSOMLqnphXk+I8gvE7BvjrXFUvtvzA0dnN3day8V+ZZifQ0ezKBZUjhWnIr+xbRMwp
1rTc1KqW+Ytc8peY3SbV9buzPbtIluLbTYIYvSMhK1VJI/jZeJbbbp2xVjl1aeSk0iSS21G9l1YR
x+nbtbosBlLgSgyeoW4Basp41OwNMCpBirsVdiqYaEmhPqUa67LcQ6bRvVezRHmrxPHirlV+1Svt
iqEult0uJFtpGlgDERyMvEsPGlTir7w/8oX/AOCv/wB2/B0T1ZrO8lRHF9sipPgMJLKIHMpbqlok
8ESX+8STRSxVfh++jcNFQqVJPMCg8cG7KosT0ryVNoOoyz+XrzSbJ5GWGcencM3JjGxQo906AuYu
NAAaHrUZJqTm1m81JqrpfarpMttFQsqW8omRasqlj6/EEsv8vWtMU2sUfmAbv0pNY0kFmPFBYzlS
oUilDdBie5+LFCwDz2JFt4tS0q2lqrqjWk3xlYmEykNck8eZVl4kFQKEnFVlhF+YaxyJJq2mTyMt
Uk+qTBakr9mlxuGFae5+jFVBLTz8RLKuqaZKI6qYGtJRxd1qPjWflQNQ0Pb78VV2i89y2kc/6U0y
f4OMQFnMqsxRuBLi4atWKlqdhsBXFV72P5gm4t5n1TTIhsZlitJeRFP8ud+2KsiKxNP6iKz71IPS
v+fjir58/wCcu4uHl/y63Z7u4K/IRrTI9UvI/IU3ltdCaO/i0F7w3UhL6x9aE/D04xGqmGqemXDd
aEbkmhAySE6W78nyyWjiPyiqKTKwkXUVZv3bhY5QsdAKyqxp0ZabqtCqkPmLS/L+tXLXFnqXl/RE
twkS21sb0JMWBkaWrRSt8JcRitPs7gdwqUDyfpQWsnmrShuR8H1t6UjdgxrbqaFlVfhqd+nbFV6e
StLKvz82aOGVQygNdkGq1pU267g0r9PhQqqCeU9NbTvrP+JdMFxxDtZ1uA4XiGZeRhClwWpStDQ0
bFV9z5Q0qK3uZovNOlTtEHaGFfraySKgJp8UAUM1PhHLc98VYziqY6Dp2n6jqcdrf6lFpNq4YvfT
JJIiEKSoKxBmPI7dMVQd1CsFxJCsqTCNivqxklGp3UkCuKvvD/yhf/gr/wDdvwdE9WWtJIZ2kiqe
2wrgtt4RVFh/5sQXV35Qltmk9P1JoagxwyghXDcSk0tunxUp9sH+XemGygiIGzzLRoLDRJJpRZ+u
nCJ5UtbGyh4XCSLHbySt9elKNC3LitSDzG9fhxYhCXSQ3N6uq6kwuJ7kRhVOnackpWNqelKy3Q3k
WMUZSQA23ZsLEhHyQeW4tS02/ksLg2sUIa700WmmrvFVirM1y4j5knYD7II5VAOFDILuT8vY9WjX
/Bsjo8qrHeg2pt2LVTkztcBhUJ+0vgffFWZ2vk/yCJBJp2n2UsNVjlaDi4DxVHHkpNGXmfffFV0f
5Z+RlPGLQbd1WoX1FLUqOJ3J329/friqOsPIHliy1CDUrXTbe1vbdPThmhTiyoFZOIIp+y5G9cVU
deGuw+Y9IjsDcfoxllN+IreGWNm2EfqSyOGTc7cE92agOKqfkDV9V1SLU/0hctdrBcmKFzDDCoUI
p4gRO9dyftb4q8k/5zI/44Xlr/mKuP8Ak2mA80vHPy+8qaHqegzXmoaNc6nK08sET29/a2ZQiOIp
+7nZWajSEk0I+44UJjeeRtAj0meCHQbg6wYpJIZ31SxMUZduEIZVl+I7VAX7XvirFYfyx83zqGhh
tZAwQqBfWYYlwGC8TKGDUapBAxVAXPkvzFa6M+sXEEcdigQtyuIPVpIwUfuefq1qwqONR374FSPF
XYq7FXYqmGg6He65qcenWTQrPKGKtcSxwRgKpY8pJCqjp44qhLq2mtbiS3mAEsTFXUENQjqKiuKv
vD/yhf8A4K//AHb8HRPVl0tsIyW5hQela1/DBVNomD0SbzEPLI0uZ/MP1ZtLjKs/1yJZYS1fh+B/
2q/Z716YK80ylQ5Makn/ACaW1jkU6BHZ3ocep9XgCSiMxysKH7XFmjf58TjUu/8AHzYgilttefk0
sscsY0L61FOEtVS2iE6zxuQojpSTnyj/AGd9sIEu/wDHzYyITTSNE8gX08sWlWGizyqpWSOO2gZl
UUVgVG4HxAbjGpd/4+bHZNv8CeXXcSSaXpxkApy+pRVp4V+nDUu/8fNdkdY6HY6aiwWMFtaQF2k9
GCERp6j7s5CsKs1MFS7/AMfNdkVNPOnJRInMDtGev/B41Lv/AB812aJ1F+QRkUVoG4H333bDUu/8
fNdnNaXbluc60J6BDSm/+V741Lv/AB812UtI0HS9J9X6jaW1qZzylNvCsJZqUq3HrhF9VNPB/wDn
Mn/jheWv+Yq4/wCTaYnmrwryf5M0bW9Jku7u61GK4SaSP07LT3vI+CRqykujCjFmoR0Aoa74oS7U
/I/mKDUrm2s9L1C4t4ncQyNaSq7Ip+1w416YqoHyV5wEKzNol8sTsUV2tpQCwoTuV7chiq248neb
LcWxn0a9j+uFhahreUGQpUMFHGpI4n7sVWt5R81qAW0W/AY0Um2mFTtsPh98VWL5Y8yNaLeLpV4b
RwhS4EEnBhJ9ghuNCG7Yq1qHlrzFp1rHd6hpl1aWsp4xzTwyRoTuKVYDfY4qluKo/RdA1rXLw2Wj
2U1/dhDIYLdC78FIBbiO1SMVQc0M0ErRTI0ci/aRgQR36HFX3l/5Qv8A8Ff/ALt+DonqzKeF2mD8
eaU6VpiRuzjKhsxn8wwsPlmaWRJEiDrySCVI5GpUgcpElWlQK/CfuxpTPzeX2ur6RHcIJpVlaOWv
1ZtT0qSJo9i/NVtFFG9PiePxEV36YaYW9d0AeT77TYL2wtLCi0D/AFZIpFjlUB3QOqivE9/pwoTG
2gs7eaV7WziinduLSRxqhYV/aKgE0xV5NrPme/TzNqloNengkWSQLB+lbWBY41uKHhHLaOAyHahc
tQ06Yq1o995q1Sa5OjX99qBhZWvCuqWLiE+pJxQVtfh5K5JoNyopsByVeleVdNudPtITfXt1eX13
HE1wl3NHP6DrHRo45I4oeQ5bciKnrirIFJKgkcT3HXFW8VYH+U2sXupWOoSXF+98qXBEXq3UV06j
gtaGOOIha/R4eOKvMv8AnMn/AI4Xlr/mKuP+TaYDzS8I8m6JcX9mSPN9n5ehaZlFvc3M0RLBVIkK
RBqKenI+HyqoTO18sXr3s6y/mDplu8YBFwb64YSMVYkKyqT0jAq1Ow8KlWMa3e6tp+pXNhFrr6jD
CeIu7eeVoZKgElSTuK7fRgVBx+YdfjNY9SukJ7rPIOtfBvc4q2PMfmFQANUuwFACgTy7AbAD4sVa
bzDr7JwbU7soV4cTPIRxIpSnLpTFVG51XU7qEQXN5PPCpDLFJI7qCoIBCsSNgaYqhcVRFld39rKX
sppYJSCC0LMjEdSKqQaYqoyyySyPLK5kkkJZ3YkszE1JJPUnFX3n/wCUL/8ABX/7t+DonqzvJISL
zrpur6joT2ulMy3bSI3w3DWhKqasPVRJGHtt89sVSTyX5V12wmul1hedvKF9MzX0l84ZDXbnDCor
yYk+OKsyisrWJeKRqFqWoABuevTFVYAAUAoMVeYa15J87TaxqlxYuwtp3aW1X9Kz26li5cAosEnF
W2DAdtgfFVq38h+cRdRQNc3MWnmQetJHqsqyBDJyLjjbgswFaKWp0H2dsVelWtrFbW8MCEssKBFd
zychRSrMepPc4qrYq7FWK+QtE17Sre+TVyzPNP6kRe7e8+HgqgAvHGVpxp1xV5B/zmT/AMcLy1/z
FXH/ACbTAeaXi3kC3/NafSpV8oCun+tIJfis1Hq+mof/AHoIapR16f8AGuxQngsvz4tZuSiJJb6e
Rqq+lt6kqxIrPsTt6aKA3TwxVS1W0/PKxtP03qAjSDTQZvWL6YxjDKyE+mpLVKlhTjXFXnmveY9Z
1+7ju9WuPrNxFEII34IlI1JYLSNVGxY4FS3FXYq7FXYqmvlzzTr/AJavmv8AQ7xrG8aMxGdFQtwY
gkAsGp0HTFUvurme6uJLiduU0rFnYALUn2UAD6MVfeH/AJQv/wAFf/u34OierO8khi/5kKX8sutC
UM8PqUS5k+DmC3w2hWXp+0Ps/aoaUxV5jbaLZyTOs63ZR3WGRRL5i5qjsXfi0qogY79DStASFxVk
sFh+XcVqEWPX0hkdwSU1hm5SoAwIAZiFoB0oK7d8VT6w/L/yjfaRZm2XUILZJJLiBjcXdtOTKBGx
kBZJKMsYoHH6ziqc6X5R0jTNXu9VtTcfWb0u0ySXE0sIaRgzskTsyISV/ZAxVOsVdirsVSDVbnzf
a3OoXUAsG0eCzkktUZbhro3CJyHMJ8JjqCOK/FiqD/L/AMy63rlndSatFFFPDLwRYre6tvhIBFVu
d679QfoGKvIf+cyf+OF5a/5irj/k2mA80vBPKX+Im06VNM8pxa9EsrM929hNdsjcUBTnGaADY8T/
ADe+KFfVtev9LvUj1Pybp2nTGMvDa3FlPCSkjij8ZJAzj92VU/PCqFXz2iyLIvlvRA6FSK2jMCVN
RVWkZT7gihxVqPz0sZNPLuisrI8bK9oWFJKAkEvyBAX4WBqNyDU4qsTzpCgovl3RzWRpH5W8jV5S
GQrvL8K78QFpRcVQmr+Zv0lZLaDStOsVV0kM1nb+nKxRWWhcsx4nmSQOpp4DAqS4q7FUx0DWW0bU
4tQWztL8xBh9Vv4VubduSlfijbY0rt4HFUHdT/WLiSYRpD6jFvSiHFFr2UEnbFX3h/5Qv/wV/wDu
34OierO8khi/5kWyXHliSNrKa/8A3sTrbwRSzOWRuSnjCyNsR4/cdwq8zstM1n00MuhSBEZ3lZdO
1RXb0GihKxobyih/XYoOhRWI6AlVZb6Tq0ZgRdAkM3pPCxaw1WNBIslKtKtyxKtHwG5K1UlQA2Ks
mj83/mV9Uflpy20SoyxtDpN4WjHoyFDweYfYdV2CtsKdXXFUx8r+Z/zA1XUY7a7tUtYVYNNPPpV5
aq0ccnGQK0twQruPsbHxoRir0DFXYq7FUn84yzR+VtUENvNdzS27wRwW6NLIWmHpA8EaNiFL8m4s
DQGmKsV/JzTprHSr6OWxk092n5ehLaz2p3Rfi4ySSpv/AJJr3NNhirzj/nMn/jheWv8AmKuP+TaY
DzS8O8k/mEnlzSpLNbbUpZTO1wZLLV7rT4uLIiENDAtCfg3etTsO2KG9R87+VNUnW41Ty/e386II
o5LnWLiUrGCSEUvGzAVYmlab4VQFrrvkSP1hP5WlnDyF4T+kZEKJwVRGeMVG+MM1aV3p2wKtu9Y8
iSQXf1fy5cW9xMqLbD6+zpAQpDuKxAtybfi1aePiqrjzB+XlRXylORUkj9KSbggAD+47Gp/z3Kuj
8wfl6kkhbylLJG8YVFbU5QyPyYs3JYqN8PEKCu29eWKsVnaJ5pGiT0omYmOMnlxUnZeW1aDvgVZi
qb+WNS8vafqLXGu6MdctPTZVsvrMloA5+y5kiDOePhiqW3TW7XEjWyNHAWJjjdubAeBYAYq+8P8A
yhf/AIK//dvwdE9Wd5JDG/zCvNSs/LU0+nXBtbpXTjMIIrkgVqw9OeSGPcDqW2wEAqC89i8z+a3W
a5N/c+iI3iSGPR7F2EzfBGaJdueatIrMp+EBfiIFcjwR7mXEe9VtvMPma2niuLq9vbm1WZJJ7VdL
05XeMOxdI6XbvxcIV25MtQehFHgj3LxHvZN/ysnR/UEbaDeRswPESrZqxI3I4+uW6UPTv8qvBHuX
iPeyTQ7+HVYHlbSprBUICi6jRC9d6pQtVaU3x4I9y8R70y+q2v8AvlP+BH9MPBHuRxHvd9Vtf98p
/wACP6Y8Ee5eI97vqtr/AL5T/gR/THgj3LxHvd9Vtf8AfKf8CP6Y8Ee5eI96U+V9fttZjupbexkt
Et5jAzP6VHKgHb02Y/tdCMIiByUkl4j/AM5k/wDHC8tf8xVx/wAm0xPNXi3knz3Z6H5cm0yTVNRs
nuLmSSaC2stPu4GidIgDW6KyB+Ue+9KBffChM4/zQtLeO1t7TWdREFpHGtuZtK0likibVBPNgqrx
7kmnyoqx/Ubv8vtTuHv7+/1htQn+K59OysY4ywUD4RHPGoH+wGKoae2/LTjKIL/V+aisTva25ViY
1oCBOCv70mv+T4nFWo4fyz4j1LvWuXfjbWlPxn74qsjg/LoPIJL3VygdvSZLW2BKcV4hgbjZuXKt
CdqYFVPq/wCWVGIvdZPEIQGtbVeVZFEgFJ23EfIivfCqVa8vltbpf0BLeS2hUl/r8cUcgbkaAek8
ikcab7b9sCu8vjy2b+nmFrxbDj109YmmDch2mKrTjXv1xVA3S2y3EgtnaS3DH03dQrEe4BOKvvD/
AMoX/wCCv/3b8HRPVneSQxT8zvSHlSV5QhjjljduZtAPhNf+P0NASaU4t9rpVa8gq8wP1O60nh6V
qxory8IdAiPoJw9Oo9YcU9RdlPfY9aYqmmhDy7b6lqb6pY2V1pyrNNZwTNoYh4mYLEFEEhbqxCcx
8IY1PI0xVkth+hr+yivLDyDbzBpHCcRpZAKlAW5rIygsor/sQD2xVkdlrWvyajHayeXZrWxYLS8a
e3IQcakNGjFhQ7bV+jFU+xV2KuxV2KsF/LBbZTq/ppHG/wBZPJIhZAAcQRy+p7V3qeo8D4KvMP8A
nMn/AI4Xlr/mKuP+TaYDzS8d8j6h5WtvKdwuoJob6iLmSZU1O2uJrh40SMhElibii/C1FpUnxrTC
h2vaT5R1m+t7t9e0bSognoywaXaXCoAqvIJCjlecjN8BpQdMVSSfyl5ajPwebbGXkSF4w3QIpyNX
rGKVCfs8tyPngV3+EvLnrSxnzZYqEZAkphuSjArVj8MbMOJ2+zvirbeUfLQuJYx5usfSVVeCYw3N
H5FwVZQjMjKEUnt8WxxVp/KXlteAHm2xYsGZisN1xUKFIFTHyqeR/Z7YqxmeNI55I0kEyIxVZVBC
uAaBgGAND13GKqeKpr5c0zSNRvzBquqpo9rxr9beJ5xy5AU4IQ3Qk19sVS+6hSG4kiSVZ1RiBLHX
i1O4qBir7w/8oX/4K/8A3b8HRPVneSQxX8zJIU8rP6iK/KeFY+csMADltiXnWSOnYqV+IbHauKvK
dP1rTLPV4rl0tbpkig+sQHUtISKlVPxqsUciguoftXvirJW87eTIpg0nl7RIhJHC9zO13YqojPFh
8fp8X4GhFD4U9lWR+WPzB0d5hpl5BY6EeKPaWkd5BIXE9JFKxxKoo4kDVGxr3xVkuh+Z9A11JX0e
+ivVhoJjE1eBJZQGHY1RtvbFUzxV2KuxV2KsH/K6SJrbUhFIGQ3LMKTW01agfF/o8cQUHsF+Hw74
q8u/5zJ/44Xlr/mKuP8Ak2mA80vGPIOh+WNQ0WWXUdLXULxZ5QHbVYdOpGI04jhKADR2ryrvWlPh
woRHmXyXp0wt7TR9Ji0m9aRzNNcaxa3MQjjAUq3FuMZ5n9pqmhoKA0VY4/5e+Yo2CyNZISwUj6/Z
txLcqcuMrUFUIqdunjgVX/5Vl5l5+n62mc+Zj4jVNPO/LiCSJ+IBPeuKpXrPlTV9Hsra8vvQEV2T
6KxXEMzlQSA/GJ3PFuJo3Q4qk+KuxV2Kpt5a8t3fmC/aytbi1tXSNpTLezLbxUUgU9R/h5GuwxVL
rq2ktriS3l4+pExVuLBhUe4qMVfeH/lC/wDwV/8Au34OierO8khi35lE/wCF5At0bRzLHwdZ2tmY
g14iVI5mFQP5D77VxV5ermG2Blu5ZLxn5ty1a4l9GJUEqNE50/kOR3K03Cg8sVTywm8nvo2nabrP
mO8i1CIiWYRSy3BLljJEDO9uPspQfZXf/KFcVTN4/JCSS2beadVM6ssBPqyOyvzVUKt6JH2hs32S
Ceo6Kojy3o3lnU7h10vzVq93Nb+nJOi3TxKy1FNhHGGVjF27E70bFWRWnk4W8M8R1rVpxOQeU12W
ZCq8PgYKpXbqOhO/2qHFWQAUAFa07nFXYqlepaAL7VLHUP0jfWpsOfG1tpzHby+oKH14qESU/Zr9
ntvirtD0CPSFuFjvLq7+sSGVjdy+qVLdQpotF9sVeFf85k/8cLy1/wAxVx/ybTAeaXi3kLyJo2va
Sb3UIdbf/Sntw+kWQvIwFiV/iNRxYcqnltSnvQoTS7/LHy9FwjS080i4ndY4I5dK4ciN5RViu6qG
b6N9jUKpff8A5e6Zeac8nlWy1+/vA5WMT2PCD4CwlVpFFA6FCvH+bbrirGf8C+deax/oHUPUc0Ef
1ablUkAVXjUVJ2rgV0XkbzpNALiHQdRlhLFA6WszCqmhGynvt88VXL5C87MnIaDf7hmVPq8ocqpQ
MVQryIHqL0H8cVWXXkjzjaWUl7daJfW9rECZZZbeVAoABJbkooKGtcVSTFXYq7FX3r/5Qv8A8Ff/
ALt+DonqzvJIYz+Yct/F5cMtiwSaOeEs/O6SiFqPQ2f7/wCyf2a+ND0KryqG81aS3kuIbh47kmRw
6SeYqKJHjHxiNF57yEv6R60btuqyS0uPJl5o1raajqOqtPQW8kdidYSJgJm4KWdFY0LdXNfDagxV
EPqXkGSGG6n1bzAGjVBHIx1WNgC56siKsm5YVq3enTFUTYweSb+50uyhutYc/vEspZpLyLiPiLxu
8vB+PwcBXx4jY4q9GxV2KuxV2KsG/K6W5eLVxOxbjdsENLtQRxU1pcgb/wCUKV8B0xV53/zlvo2s
apovl1NMsbi+eO5uGkW2ieYqDGoBYIGpkSQCkB4Z5es/M+laZJZXPkrUr53laVZj+kbfiCqgKEh4
L1WpPU9PDHjHevCU5tdV8yW0/qx/l9qNdhQy6uTQp6b7szH4lqMeMd68JQqS6+ryOPIWqAOFCwif
VhEpDSF3oDzLOsgU/HTbYbnHjHevCVRLvzAsrzf8q+1Eys1Q/q6uOK03QUbdeRZqGo3OPGO9eEti
98wen6b/AJf6m8Zd5Chm1YoCylRxUmgoDvWte/s8Y714SxaXQ/zKaeSSHSdZgR3d1iSG84pzYNQE
gn9leprsMeMd68JWnQ/zQZHjOn62Y5ARIhhu6MDWvIU3ryOPGO9eEoH/AAN51/6l/Uv+kOf/AJox
4x3rwlNvLXl7zHpN+11f+SLvWYuBRbS6trtIgxI+M+kEYkU23x4x3rwlLrryX5wluJJIfLWowRMx
KQi1uG4jsORTfHjHevCX219Vuf8AlSn1X0X+tf4b9L0OJ9T1PqHHhx68q7Ux6L1ZtkkJF50msItB
k+vWl1fW7vGhtrJJZJmJb4aLC0b0r74DfRQwjTdM8lTTWdlJ5e1eze7kktIWu4dRCKYhE/8AeNOw
RGp8Br+w/TvGpd/4+bLZk0f5beVIxGqxvSN/hDXV63xV5Ublcnl8j4DwGNS7/wAfNdmh+WHlMx8F
t24DjsLm96xsWHS46hv4eAxqXf8Aj5rsi9P8haDp93bXdpEUuLQloHM10/EsGU7POwaokbr441Lv
/HzXZP8Ajdf78T/gD/zXhqXf+PmjZ3G6/wB+J/wB/wCa8al3/j5rs7jdf78T/gD/AM141Lv/AB81
2dxuv9+J/wAAf+a8al3/AI+a7Jd5e8v6Vo0U0WmjhE7lpIxJK4En7RPqSSfF49/wwi+qmk2woYJ5
78065pmp/U9O1C2sq2onQXFjeXfJ+bA1kg/drsPs9dvA7KqOh+e54r4LruqRzQNC7Ktvpt5F8YcA
Vdg9KKGJWnShr4qshTz55Wd4FW7Yi4f0o5PRm4Bw/Di7FPg3/moKb9MVUrX8xfKt0F9GednbpGbW
5VthUg1jGKptp2u6dqNzc29qztLaNwn5RSIoYbUDMoVt6jY9jiqPxV2KuxVAa7rlhoemS6lf+p9W
iKKwhiknkJdgihY4ld23bsMVRdtcQ3MEdxC3KGUBo2oRVT0O4BocVVMVdirGPzGsxd+WJoCOXKRD
w9L1g1D9kpzi6+Iao9uoVeYaPa2kcw1S0tShZHjjnTRl5VaIpyBe/mjYKW3qp8OuKp95Y8m6ZfX6
XV+bCGk0iyac9n6F1Iz1aqut5NSpWuw7Nt3xVnS+RfKi6rHqy2A/SETvKs/qSn45HEjOy8+LNyWo
LDbenU1VT7FXYq7FXYq7FWA/lNbmO21Rvqwh5XR5MLaO1PIopK8Y5p/s1/a+LxOKs+xV55+YdxPF
rUHpXE0RFvH8MOsW+m/akkFTHKCxrSnIdfmuKsdMXmK++qJp73kt2kh9FT5khaSRJIw8lfSV609L
oBtyYjYDFWUafoXmW7S3ttQj1KwjlZnnu11VJZoaojcAVQcl5wqKAd2PfFWc2tutvbQ26u0iwosY
eQ8nYKKVZu5NNziqpirsVdirsVYn+aUzQ+Sr11mW3+OAGV9RGkKAZlrW9IPp/R16YqyHSeX6NtuR
Zm9McmkkEzk9y0i/Cx+W3hiqLxV2KsT/ADPhM3lV0BRf30dTIsDrSpqKXLxx79NzirzTTtKnvL+G
ytoIdRhkCyvBBZ6IzR841SSYFZat6LSpz5Ab7fEKBlWZx/lPcQzQz2+qWsFxbS+rBMmlWgdSG5J/
wJ6EYqznSbW9tdPht768OoXUYIku2RYi9WJFUT4RRaDFUXirsVdirsVdirAfyktoILHUkj9J2W6K
+rCtmqcQi0X/AEU7EdSGG1cVZ9irEfNmoabBqSx3Xlm51mRYUkS5h09LtRVz+7EjulGUxhiO2xrk
TfRIpCaXrtkqxzWvlO9s5Y5jBEo02OOROUdS3wy/AnGgJJHXBUu/8fNOzNON1/vxP+AP/NeGpd/4
+aNncbr/AH4n/AH/AJrxqXf+PmuzuN1/vxP+AP8AzXjUu/8AHzXZ3G6/34n/AAB/5rxqXf8Aj5rs
7jdf78T/AIA/8141Lv8Ax812dxuv9+J/wB/5rxqXf+Pmuyjd2K3kJgu0guISQxilh5rVTUHizEbH
Gpd/4+a7IiCJIYUiRVREFFVF4KAOwXthCF+FXYqxj8xpY4fK080kvorG8f74fV6ryPAlfrSSRcqN
8IZdzQd8VeUaVqcVlcE6dfRW08iJEt1aX2iqzF5Y1ZE4W/xfYUFT+BFcVZv5Pur/AMwRGIeaJ4ri
358reG5067kkTgImZjFFzVY5N1b4STSux3VZBH5S1xLhph5q1FlJU+kyWrLxU147w9+5FCcVZPir
sVdirsVdirAvynlhe01ERurqtyQpWW2lJFB8R+rxQ8fkajwOKs9xV5f+ZU+hw+ZVNzJpUd49jFGR
qL36u6PLKEXjbfunj+38J361oMVY8dS0G2cyw3GjR3FpIhCTNrIdJkejV5fE3h9nbetaUxV6f5W1
TzFqlL+5k06bRZ4ybSWz+sCVpFYKSRMqjhs1Po8cVZFirsVdirsVdirDfzf/AEf/AIA1E6gLI2gM
Jk/SX1o2u0yU5iz/AH53+yF79dsVZNo/H9F23HiV9MUKMzr9Dv8AE3zPXFUZirsVSDzzrFxpPl6W
7ghgnf1I4/TuZGiio7AEsyBjt8sBFqC8xh/M29FvLM9toCTLU2kQvZ6SIGYGTnw5LxCH4fT37Htk
eAfgllxJ35c/Me0l1S2gvv0fY2k6Su89vPOTSONX4GoUKVYtzJNNjToTjwD8ErxMq0vz75H1TUl0
2x1QzXz7LD/pCEn49quFFf3THr0FemPAPwSvEyP6tH4v/wAjH/rh4B+CUcTvq0fi/wDyMf8ArjwD
8ErxO+rR+L/8jH/rjwD8ErxO+rR+L/8AIx/648A/BK8Tvq0fi/8AyMf+uPAPwSvElnl3V/LmpLcv
okyzJFIY52QOF5rtsXADD/KWowiNKSnGFDz3z/Jq/wCnFS0/SAt/qsQf6pqdhZREySuCWhugz8lC
/aHwvXiemyqSmfUri9g432rRR3CRIskeuaYRRW4OyxnmGZh+8qvWtPh6Yqu1O+1z1jOJdTtk5laL
rmlojqnMAhZA1A/AHYhqeBBGKsiH5jX/AKsSto0UUVwx+rTSappwWRVk4MyBZXLcP2qDqCN9qqsy
tb6yuwxtbiK4CEBzE6uASKgHiTTY1xVWxV2KuxVjH5lSXMflC7a2kuopuUXB7K8t9Om/vV2F1dfu
kB79z074qnul+p+jrb1OfP01r6pQv07mP4fuxVFYq7FWNfmG8q+W3MTqjerEebGYABW5VHoJK9Rx
r9nb7XUDFXkkt9qklrHI2rSLLHNLb2zrc66g5RRhG9RhbqaMpRnXjTkeQrXFUdaX6tqIsdX1WeOy
+sP9bezutbaRTEvCnJoVRiskIXc7DFWT3t55ItNVPq69rqTKHi9KOa/aBRHVuQ4qyENT4WFQ23gM
VZLp3kyzjMF3Fq+sOOQnCTXs/FgxD8XjYgUPQgiu/jirJsVdirsVdirB/wArpLhrfUxPK88gum5O
0l44B4r8IF3HGfpH3DFWcYq84/MKzNz5jiZoPUEVmvBm8vtqwJaVyUW6RlK1ZE5xnbj3+KoVQNna
6FLYSfWdLu3kg3Q2fluO1DRylYuKx3UNwSQWavxD4a7U3KrNrLyn5LubKCWPy9ZQwsBJHBLZRRMh
I/aiZBxb6MVVz5M8nsAraHp5VQFUG1hIAVi4A+HYBmZvmSe+Ko7T9J0rTUdNOs4LNJDykS3jSIM3
iQgGKorFXYq7FWL/AJmoJPJeoIYXnLemEji05dXYt6i0Isn+GSnevQb9cVT3SAi6ZbBAqrwFAkZh
X6I23GKovFXYqxr8wYZZfLxEVvLcus0bBIFuGccTXlS1eKWi9dm+QJoMVeZ2+nanZqZbfS3ZhNOS
xh8x7O0YjSqBn+0hkDvU8TQ7sxoqnumeT9X1i2hvbe0g02GMgwRXE+spOrenGJaq8tuyIWVgi0oA
Fb7QxVnflvyzY6LbhokZbyaGGO8Y3FzcITCGoE+sySsFDSNTue+KpzirsVdirsVdirCfyzs5bNdX
t3ge24Xb0jZLtQdh8YNzJMDXxBqe+1MVZtiry/8AM+a1tteWWT6qJZbJIybnVbrTjwV5Cp4QqyFQ
Wb46EivyxVB6V5uv9Ekmt7WbR+DrHcTLeazd3EgSSvEp6kTsE4AtUV3qNqYq9Q0jWNN1exW+064S
6tmZ0EsdePONijjeh+FlIxVGYq7FXYq7FXYqxL81msV8ial9dktYrY+kGa/lmgt6mZKB5ICsq1P2
Sv7VO2Ksh0an6KtaHl+7Ar6hm6f8WHdsVRmKuxVjf5h3er2nlee40mRo7xHjoyW8d2/EuA3GGWSF
WNP8rbrQ9MBAKgvNLTzf57nhurqQ3cSQ2zn6u2j2gZZiOKVP1lvjHqLJxoQwXbrQx4I9zLiPeoHz
b+YKSzO76iscRKS89Dsgijip9QUuajdX3Zqfrx4I9y8RZxN+Y1naxESeVtYmEdrFcm4FvacGV4vU
YFln4q6fZddvi6VFMeCPcvEe9mKzaQY/ULQKu4bkY9mAqVO9KjvjwR7kcR71aKKwlQPEkUiHoyhW
H3jDwR7l4j3rvqtr/vlP+BH9MeCPcvEe931W1/3yn/Aj+mPBHuXiPe76ra/75T/gR/THgj3LxHvX
pFFHXgipXrxAH6sIiByUkldhQwPzrb6nPryrZzapX6tGqwWA08x8uUp3F2efJwDWnwkL7E4qq6dq
mpWMSWl9od/eSyTLCLu6NgqUICrQq8ZKkgtxCVBJC1FMVTA+aNVtgQvlTUWhWjD6ubQmh+18DTR7
j2rXtiqMttf1ObVorN9CvILSYcl1B2h9NAI+dJVDl1bl8IABHuOmKp3irsVdirsVYz+ZD3ieULx7
NrlZw0PE2b20U1DKoPF7v9yux3rueg3OKp5pfP8AR1tz5BvTX7YVW6eCfCMVRWKuxVI/OtnY3vl+
e2vr62061kZPUubyOGWIUaqgrOfTryApXFXnll5Z8jmSK4g826FI1v6Unqx2+nchGsiBfiDniD8C
g9Kn3piqK0P8u9MvbO6gsPMmmauGULctDYWLhW4NHGzrAwHwSKzqG2qCMVRn/KnQEk4Xtgjyggn9
EWjU5elUDp/vtqHr8XtiqpP+UjSKf9Ps3laQsZZdKtWIjPJuIC8Kks25OKsn8neWH8uabLYm5juE
eZpo/St47VEDADiEjqDuOv8AtlVPsVdirsVS3RNP1iyjlXUtVbVWduUcjwRQFBQfD+6CgivTauKp
lirzn8wp9NfX44L6KxZYbVJlkvdNvL+hZ5AAr2zKq04n4W3398VXeSvLmg6zaXs95pulT2rP9Xb6
vps9kXYKHfl9ZdndPjA+yNweuKs707TdP020Wz0+2jtLVCxSCFQiAuxZjQdyxJOKonFXYq7FXYq7
FWJ/mnHHJ5JvlkjilXnAeE1nJqKkiZCP9Gj+Jj4H9nr2xVP9EVF0i0CBAgiXj6SsiUp+yHq1Pc9e
uKo3FXYqx/z0mlv5cnGqal+irEPGZLspFIAVcFFKTJLG3JwBxKmvTFXnunQflxcRzfVfONpPa+kH
u4ks9MCGMzqWJK2wp8ThTT7Jp4Yqmvl6Xy1FI2n6H50t47vUlVYRb2unRzGRX9QnikCqzH1COLLs
GNBXfFWVt5a8wG3MP+Kb4Euz+qIbIPxcUKV9Dop3WgBHiRQBV0vlrzBJbJAvmm9j4pwaRIbPmw5M
eTMYSeXFgtVp0B61JVWP5Z80NGqL5uvYyu3qLa2BYipPxc4HFd6bDoPHfFUz0rTdUtJpHvNXm1GN
1CxxSxW8YQg7tWGOMkn3xVMsVdiqV6FpF/pscy3eq3GqGV+aNcLGCmwBA9NV22xVNMVec/mJciLX
V53X1RVtI5UddZj0p2CSS81KOp5JugZv6bqpfoC6XqmpJZXurS2jI7G0ktfM0l1LLJJwonpIIvhK
/Z/q2Ks/8u+Wo9EikRdR1DUWlCB5dRunuW+AEVUNRVLVq3ECuKpvirsVdirsVdirE/zSmSHyVfO0
ywDlEPUa/bSxX1VoPraAslfbr0xVkOkMW022JPI8BUmT1TXvVxsT4028MVReKuxVj3nubQovLsra
5qUulaczoslzDTkSTRU3SWtT/k4q8/t5Pyvj42kfnS9ZoEW4kJ9Jf3Nv+9bmyWqLx/dcmHtiqJ0W
T8t5ZYNO07zbeyXN46JaFFjWXlzcBRILVSrNKzMakdB2xVmtp5NuLa4jn/xHrE3AgmOaeF0ehqQy
+iNj7Yqo/wCBbjiAPNGuVAUcvrENfh69YafEdz/TbFWpvIlzLxp5o1uIrI8gMdxCCRJGsfBuULAq
nDku3Uk74qylV4qFqTQUqdyaeOKt4q7FUs0PRZdKjmR9TvNRWVzIDeukjJUAEKyoh47dOmKpnirz
7z7ZXlz5ggaOC6lhht1dfQ021vl5q7k0a4IdW+yPh2ofniqWwrq6XdrfRWmqJG5keRm0jT42jESC
YchUOGc/Ah7Hr44q9Ns7r6zaxTmKSBpUWQwTALKnIV4uoJoR33xVWxV2KuxV2KuxVif5mnUh5ZY6
ebv1RKpcWUVvPKUAY04XREVCadd60pirItKV1022VwwYRqKOixNsNv3a7J/q9u++KorFXYqkHnmb
S4PL0s2pzXkFrG8bE6cZBcswb4UT0wXPI9hirBE1jyVeR21tbax5nnuEJgt0Rr0TM55kEh1AqvIg
O3gu52qqrvqvkdvrMKat5iMkpdpvR+vgsz0VmHCMKKE+wFfliqLbVfK0supLc6prtvKnwT27PPyC
8vU/dCJXK+nIeFQeQ2H2SpKqvY6p5O0a/N2Na1i6dIFnaG5a9uEZJVLIODoatR9l69MVT1vzD8rr
HFI004EwYx/6Lc1PAHlWkexFKUO+KutvzC8sXUtrFbyzu93KIIVNtOnxkqtG5otB8Y36YqyTFXYq
xfyNNoEkF4NHvb69RJiJXvmnbi1B9j1gux64qyjFXlP5ojT/APE8X1x9NUSWkKqb6LUGkok8hPCS
zCoK8+heo8KHFUlgvdNNhJp6voptJpZLiWNbfWGqiIiIWYjmtOB5/FQ+Fa4qnHky98o2d/d6heNY
Cawo8ElhFqXqKxLQOWScHnRZ1X4QerE+OKs+0Tzn5a1y5Ntpd59YmCNLx9OVAY0ZUZgXRQRyYDbF
U6xV2KuxV2KsL/N+60+HyNeQ3slpHHdPHCv1+G6uLcnmGIeO0BlOyniegahxVk2hiIaPZiHh6QiX
h6RZkpTqGejN823OKo7FX//Z
uuid:4802f91c-fdb9-0348-acc7-84234f4a927c
xmp.did:644a53a6-a985-42d7-9784-4daae837eb3b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:0c79fa86-5c73-c541-9bf7-be7b9a7dc120
xmp.did:478f6e9b-cebd-431a-9731-b092f7c8ca16
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7037d8fd-7df1-406e-a279-0ead0cc1d4b8
2020-05-27T15:16:09+02:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:644a53a6-a985-42d7-9784-4daae837eb3b
2022-02-03T15:16:12+01:00
Adobe Illustrator 26.0 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
150.000000
420.000000
Millimeters
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
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
C=20 M=40 Y=96 K=7 1
CMYK
PROCESS
19.999999
39.609998
96.469998
6.669998
Grays
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
Brights
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 16.03
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>>>/TrimBox[0.0 0.0 425.197 1190.55]/Type/Page>>
endobj
7 0 obj
<>>>/TrimBox[0.0 0.0 425.197 1190.55]/Type/Page>>
endobj
10 0 obj
<>stream
HьWKЎ$Й
мз)ъEQxс1рСуќкРxОО#ЪЌz§СД^иh4№:#K)QT0*їТGЛџ§і?ўTюћэVюf6ЏѕоjЖЦ}дЃжuџч_o?пєСн№AЙлQ[\уbйбЯПjІUЛF<Ў7ѓћ?nхЈXпWЧпеKї?с§ћПюЗц%цЕдЃЕrєўanўнy~EШxGЌйвћ§}Чє0akРzкaЅ:РНећлАZПзc2pќюG)Xиоn
;JрЭ4А=АЁC$ОѓsfЯЭЯ-ОньXљ kLШБNСЯП`Kыѓ|Т№6OTDШObЉЖ№йєквqDвРй)O~;І
Ц жЃyACЪ_ G{
UРaCаA,Єpъ~ЬYм`ЪЌц,Sолэ7ЏєЁЇеНн85Юxc5vмњ;ѓ3ЉuІ18>ГЧ*+>Іxх
'ћ~a№ЃшЕAфћ№ЅИЮЦfn#0`ц+S_ы8wЕЦ]%EЦ`ћ иZ}еЁ/+X\q8AЎъЌxЎ