%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 92 0 R 93 0 R 94 0 R 95 0 R 96 0 R 97 0 R 98 0 R 99 0 R 170 0 R 171 0 R 172 0 R 173 0 R 174 0 R 175 0 R 176 0 R 177 0 R 248 0 R 249 0 R 250 0 R 251 0 R 252 0 R 253 0 R 254 0 R 255 0 R 326 0 R 327 0 R 328 0 R 329 0 R 330 0 R 331 0 R 332 0 R 333 0 R 404 0 R 405 0 R 406 0 R 407 0 R 408 0 R 409 0 R 410 0 R 411 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
M46x_pietro2
2019-02-27T10:39:51+01:00
2019-02-27T10:39:51+01:00
2019-02-25T13:21:01+01:00
Adobe Illustrator CC 22.0 (Macintosh)
256
184
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAuAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9I4q7FXYq7FXYq7FXYq7
FXYq7FXYqi9P+2/yxVG4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUnxVgv5j
/mHYeX3g0yO/ey1FzDc3cq2c92ILBmkDzt6aPGKei3U12Jpiqh+XvmzXNY1mSC9uHmtHsY7qJJoY
YpFd/Tb/AHQzqRxlp16jFU6/MvXvMHl/yTqet6DDBcX+nRi4MNyrvGYUYesaI8bfDHVuvbFXiWi/
85Qea9Q1eGx/R9g/1629KyWOK4DDUnj4xI/71qxNcdlFeJHxVqcVZT+X354eYdd/NC/8o6xBZRWU
D3UNrNbQziZ5LeXgnImSVQCgYn4R88VTb8t/zug81675qsJ44YrfR/UudKeLkGmsomZGeTkzfF9g
/CAPixV59o//ADkT+Yl/5d8y+Yfq2mLBo31RYbUwTMC15OUXk4nU/CiN8z4YqqP/AM5R+YrnQpry
w02zjvLK1ia9jnSV4zcPcCMtGVlQ+mY2BCncN3I6qvVfyc86eafOPloa5rlrDbRXH+8Zt4RHE3CW
WKTixu7qV6emtecUVD05jcKs9xVF6f8Abf5YqjcVdirsVdirsVdirsVdirsVYr+bH/krPOX/AGw9
S/6g5MVfI/5O/wDOPWiefvJ/6du9ZvLGcXMsDQw2jTRhYwpDeoO55dMVZJrv/OJFtYwRSaZd6rqz
s/GSJLVYGVSQOX72gPjTriqNvf8AnD7y9bWk8w8waiWijeQKbBgDwFd/bFUP/wA4v6BB5e/5yA81
aHBO1zDp2l3Vuk7r6bPwvLQVK9sVfXOKuxV2KuxV2KuxVJ8VeZ+bvKmm6x+YV1datPGmmxaXp9vL
atAs8lyJp9QEkMZH75CU/wB97n6MVYy/kzQrdIb6C/stZey/R62E8Nulu6SR3tnbyyQLEPTKgR8X
ZG+EnicVe0aq+mLptz+lJIotOeNo7p52EcXpyDgQzMQADyp1xV5boP5PflZoNz5YvotWV5bGee40
2WWe3H12ScqE3AHqekQvDh3xVLtL/Kj8vNI1fVNa0TzxJYy3CywXjrc2Mwiiun+KNnmSQrUigYnl
71xVS0v8mfy2sLm+1nRPOstrGIGtLyaK5sXjjjuozDxkbhxXnvxrvXpuK4qmvl78p/yz8t+TJ0bW
45tLv7y0u7vVbma29CU2EvqRw1b9z6fJXDDc7nFUlvfyS/Jm2hvCPNA0+z18r9TjN5aCMLHNz427
SAmQB149T9+Ks48iWnlPyPYL5ei83w3VpbVjtrC7nskeF3leR941jkLM8nRyfbFWf4qi9P8Atv8A
LFUbirsVdirsVdirsVdirsVdirFfzY/8lZ5y/wC2HqX/AFByYq8z/wCcQif+VRAKORbULoMlQKii
e9cVe3BrwCnAH3JFfwIxVBayty2mXrmJA/1eVee3IKVJIBr7Yq+ePyZBH/OV3n8HqLO9rT/mMtMV
fTmKuxV2KuxV2KuxVJ8VYt5ttNStr611zT4XuWtuPrwRrzc+mJBGQgDMQUuJkPEEgsrUIUgqpT5d
ttV1W5tBMl+LKxbk0+qRNBcODOtzuGHxMZYYgvHYKGqRyVQqu/PXTbvU/wArdY0+zQyXNzJZRxKA
Tu19BueIJoOp26Yq+ZbDyb5/0jzb5Pstas7sRQXMEttblXdLaI37BwaAqnJ42k+RBwJS0eXfMJ0f
zIBpl38V3bEAQS7gSTb/AGfcYq9A1E6NZf8AOPA0xGuf8Q3zW63NjItw3Ew3UkihVZeEY9MljTrh
QxbzZaax/wAq58i+WUs7ltSDX93PYCGXmBdThbXbjuzqGIA7EeOBLJNe0Cfy9+dvl6XzDZSHy9BF
p0cDGJpIBHDaRxMKKrqeFwGLgD32rhQp+VNItE/PTXbvWILux0OS91J4blI7iBSGnZogDGoPFh2x
V9ZYqi9P+2/yxVG4q7FXYq7FXYq7FXYq7FXYqxX82P8AyVnnL/th6l/1ByYq8j/5xMtppPyzidYi
wN9MscvEMqOskbFqk7UX7+mKvXdd/NL8v9A1R9K1jW4LPUIwrSWz8yyhwpUnipHxeotPnirHta1y
TzHasnk/U4ZZtJuB/idWccmtXt5Dw4yKzqXJVk+Fa02bbdV5f+TpB/5yz/MIjcG0vqH/AKPLTFX0
1irsVdirsVdirsVSfFXYq7FXYq7FXYq7FXYq7FXYq7FUXp/23+WKo3FXYq7FXYq7FXYq7FXYq7FW
K/mx/wCSs85f9sPUv+oOTFXnH/OHzEfk+KKW/wByV1uKeEficVe2elbySeo0K+qvw8mVSwBoeu+K
ofU4ok0u+KIqloJORAAJohArTFXzl+T3/rWf5hf8wl9/1G2mKvprFXYq7FXYq7FXYqk+KpdqfmDS
9NmigunlNxOGaKCCCa5kZV+0eECSNQfLFWOy+ftTNncajbeXrt9OtBcSSSSPbRSPHa8ll4xSzRyo
6svRo9/EbHFUHH528z32q2VnBHpumJdSGNhNI99MlfXClkja1TkHtwjqjuAXX4iMVZH5U1HUr23v
BfSJcNa3c9sLqNPTjk9KRlqi8n2VeKt8X2ww7YqnmKuxVLdb8xaVoq2zahI6C7l9CHhHJLV+Jbf0
1biKLuTtiqQj82PJBmiha8kSWZUeJWt5hVZFZl/Y8EOKp9pmv2GpahqVjbc/W0qVIbouvFebpzHA
nrtiqZYqi9P+2/yxVG4q7FXYq8q/6Gj/ACJ/6mb/AKcdQ/7J8Vd/0NH+RP8A1M3/AE46h/2T4q7/
AKGj/In/AKmb/px1D/snxV3/AENH+RP/AFM3/TjqH/ZPirv+ho/yJ/6mb/px1D/snxV3/Q0f5E/9
TN/046h/2T4qx/8AML/nI/8AJjV/IPmXStP8w+vf6hpV9a2cP1O+TnNNbPHGvJ4FVeTMBViBirBf
+cd/zp/LDyn+WX6C8ya1Jp2om+mnMcdvdSH02KFTziikXfj0rir6J8i/mH5T872d1qHlm7a9sreY
RSTtDLCOfAGgEyxsafLFV/5h+btD8p+U77V9bleCwVfRaVI3lo8wKJVUDGhYgVxV89fkDrml69/z
k3531nSp/rOm39heTWk/F05xteWlG4yBXH0jFX1RirsVdirsVdirsVSfFWI+fYZbd9L1lKLFY3Ki
6lBcSKk6Pbrx9JXfjzuAXC7kDt1CrzC80S/m1O0uLySW8sr27kdb6SJjC9tPEiyFo73jIYUjJkNC
/wBlq15A4qo2V7pI0OP17WK61O2uYXmniu55J/RtaNJMba1V0deKsk3xArzPP4fiYq9at/PHkmys
4obKRxZRRyGBbOyuZYVityqyshgidOERdQzDYV3wKj7Dzn5av1VoL0Lyd4uM8ctuyyRFg6Osyxsj
KUYEMAdsVX/4u8ufB/pyH1TxiIDEOaFqKQPi2BO3bFVeHXdDuULLeQEKaEOyqQR4hqEdcVULXXPK
8oSOC4t1VUrECBGvBaL8JYKKfEOmKplbz2s4Z7eRJV5UdoyGHKg6kd6UxVVxVF6f9t/liqNxV2Ku
xV+ff/OP3l/y1qX5s22g+arBb+0mjuoTasJGHrwxlwQI/iNPTbFX1HH+RX5MRXl+H8uCRGMUsCPB
chYkccCoIUN9pGPxVxVEL+Rv5JiWIHyshBryUwXm+zew8MVUbz8lPyUjgnkTytEGQkKno3e1O+5G
KpHB+WH5WSavaW0XkBbu1l2uLmNZkSIFlWpVm9RuKkv8I7UxVgn/ADlD+Xf5deWvIemX/lnQRpN7
PqaQzS+nOjGI287FCZfh3ZFO2KvmHFX1f/zjV+WP5Z+ZPy1GpeY9AXUdR+vXEX1lo7lz6ahOK1i+
HapxV7Np3lzy/wCSLC5byVpjWQlli9ewMV2YJORVOVGDcHUMTUUr38Qqg/OUB84aFNpep2sF7paI
1zdQGK/QerED6SPxVNw/xUJ2KioxVK/yg/JDRPKHm3VfN1hPNC18lzYJpJgaCCGEzxuPT9U+qw/c
CjN1rir1/FXYq7FXYq7FXYqk+KuxV4jq3lm2gsY9JmsJoNTg9ZdP1O6khihe1R45FjNzcFriM2nq
8YvTXohAqpbFVPTPMdza3GoX9nCLhb+NmW3nMtwzC7VtRuSkMssEkY9KThVKo4jjFemKqup+YPMV
xLFZPJEEh0G7hTVT9SSOWG9axSJuT37qshIAZiCAWUhGDDFW4PM9jDo8E5+oS3KavdXC3cp0+WR4
JluKGaMXVu8k37zl9lBSmwpiqpo+v6LpGl6BZ6kIbqSBw4naTTJQqrYNGwd45ogf3kgaj70r8TUr
iqSw3tzHdS273toz3EhuZ7nlpkrw1014C1v6VzaRFhMTSMJUcQeTYqj7eWR9AsrS3kWa7trdbR54
H0maTjdSWUGy8k9RBIW4vROqgv1OKsg8nyxXPmvyyxsra01JdJvLjUJIxbxvPG/1SO2laOCSdgzR
8dpCNq8SaYq9TxVF6f8Abf5YqjcVdirsVfPWlfkf5d0D83o/NDXlx61zLqGq20cfGGGOaC9AmiRR
yZk+ryueNa7dcVe7zQRjUYuVeE8To9WajMjKyL16gM5+/wAMVV1sbVGDKhDL9k8m2/HFW5bK2lV1
kTkJAQ+5qQRTrXwxVQh0bToJBJFGyuBxDepJsD82xVj35i/ld5Y/MDRrfSNeNz9UtrlbyM28xR/U
RHjoSwf4Sshrtirz0/8AOHf5PkUH6SHuLpf4x4qmP/OM1gukeTNc0NI3VtH8w6jYyRsVYo0Rj+Et
Xf4SNx164q9aeFJopoplrHMCroT1UrxI2OKpVfyiy0u/S5iKtJFIzXkaVWQiMrzlKKODcEHIsAvg
ewVTOzv7G9R3s7iK5SNzHI0LrIFcAEqSpNCARtiqvirsVdirsVdirsVSfFXYqxzztZzyW2nX0EFx
cvp14sr29myx3EkU0cls6xuXi4/3/I0cH4fHFXmWteWrS3OmWktgNE0u/wBSaK0uNRmnvZ4IV05o
Eh9DlxUPJGgUic9hQ4ql9ja6raz3dxNfm4/R0UVtp891BNZxyWcN9pixyPyb0wrtbyRlUCsePxVJ
xVMtCtPMuoalpE96j30Osxx3cBe5vobYhNMEAR5vqzsk7UeUESHvTxxVkXlnRPNHl+xsLRLKO5+r
XYuZGlubpuIGnm1K1+p8Qof7KxggClBSpxVI5fKWq6HbWsqwMtxdXcMULQXl3JcO62cyukaNaEhD
ViWdahRSvELRVDT2uuQONG1S5tL1IbeCyESXTyoR9e0q1kM3rqwEfKNyV9LiSXWh3xVk/k6aWHXt
AWGOE6Rqmkh7GSGdZ3X9H8hxkKQW6Vb9IbkE/EDir0rFUXp/23+WKo3FXYq7FXg/59fmxp3kHzJo
kdzplxezFrm7iEbJHC1tcWzW0sQclmV/V/eH93TodycVes6Lraa35Y8v+YkAVb6G0vBGDWn1yILx
r/k+vX6MVT/FXYq7FXYqtlliiQySusca/adiAB8ycVeXfllE1j+af5kWlukkukX11Z6jaXiAvbm4
ltx9cj9VR6YcOyHjWpHyOKvU8VQurf8AHKvf+MEv/EDir5v/ACdH/WWf5hf8wt9/1G2mKvprFXYq
7FXYq7FXYqk+KuxV2KsR/MmCcaZp+oxxtPDpt9DPewJczWZeBg0dTLAC3GKZ4pyDt+78aZDJPhiT
3MoR4iA8omkXS9f1aT6hJas5RbaC3urqaV+N1p0vFJFg5RrxiZlkp1JX9nMbS6nxSSOVDb5uRnwe
GADztmPkRdTOueXrbVElgitbG8ezH1i/dJ3iaO2hmaC6VPSrD6zKD2cbZmOK9UxVIfOmlTX2lRTW
xpd6bcRXsB9aW2qsZKzr6kPxjnbPKg26nFXm1zoupTxwatfWU50bU7NrpLG2v5p5UWY207W87Oif
AZA78lqWdgpJQkFVMPy+s4bfzZpVlcyK2sWenajLqUH6Ra8miu3mslkM8QVEjL8mYdeVa12GKvV8
VRen/bf5YqjcVdirsVfNH/ObuhNN5b8t66sYIsruazlkHWl1GJFB9q2x+X04qzb/AJxs1j9NfkRp
sMVWu9OF1YnptLFI0kPE+IR46HscVevxSpLEksZ5RyKGRvEEVBxVdirsVdiqR2mi6LDdNFdWyS3T
O7281zWZnViW+BpS55KDxbeu1TiqbyW6tavbxMbdWQojxUVkqKApUEAjttirBV/KzV/SZG8++YyT
F6asJ7cUY/7s/uK8vw9sVTHzbonmRvLemxabqjvd6ZNDJqN1csIzd2qRtHdLKsKCNmkRyyrxC86H
amKvE/ye/wDWs/zC/wCYS+/6jbTFX01irsVdirsVdirsVSfFXYq7FUFrek2ur6ReaZdIJLe8ieGR
SSNmFOqkMKexxV4pfaHc6fJHHfSsH43Fnc3Nza3sM0otLyOeFY75nJle5S1+Dg3whiaHMfBpo4yS
OvybsuczAB6M+8r6TNceaINaWwvLDTodPMFvDqFxPJOsjurKfTd5EX4OQIDnMhpZ1irTokiMjqHR
wVZWFQQdiCDiqRt5I8tukEUtvLNb23EQ2s1zcywKEIKr6LyNGVHEfCVpsMVTWx07T7CJobC1htIm
bm0cEaxqWIA5EIAK0UDFURiqL0/7b/LFUbirsVdiryn/AJyh0NNV/JbXDQmbTzBfQ06VimUPX/nk
74q88/5wh1wy6B5m0JpB/ol1BexRGlf9JjMTkdyB9XWvh9OKvcPJth5ttdT159W1CK70OSeOPy7b
qAJbeG3QwzLLSOMfFInJfibbv2xVMfNcXmqbS/R8sz21rqMkiq11dqzrFEQeTogBDuDSitsd98VS
fRfJ3myK7tb3XvN95qFzasaw2sMFlazIaEJNCBLy4nl8SspIO/QUVZhiqyeCCeIxTxrLE32o3UMp
+YO2KvLPzxnm8u6d5Y8w2t5dwW2neYNP/SkK3EzRS2cknGRXjZipowXj4b+OKvVsVQurf8cq9/4w
S/8AEDir5v8Aye/9az/ML/mEvv8AqNtMVfTWKuxV2KuxV2KuxVJ8VdirHPM/nNdBuI4DpGo6k0iq
4NhAZgAedamo3X09/mMVQkv5iRppL6imhatLxkRBaLat67K5kCyBGI+H91XffcYqyDRNV/SunRXp
tZ7L1QD9Xuk9OVaqGoy9qVpiqOxV2Ksf8z+bjoUqRjTbq+9SF5la2jZ1qjKvAlQ1CQxb6MVXaD5p
l1W+ns5dJvbAxeoyXFxHxhkWOX0/hf8AmP2qU+ROKp9irsVRen/bf5YqjcVdirsVSvzVo51vyxq+
jAgHU7K5s6t9kfWImj39vixV8c/84daw2m/mxc6XMCP0np88ATpSaB0mFfkkbjFX2ha/BeXkZ6sy
TL4cXQJ9/KJsVRWKuxV2KuxVgv556I+tflF5qsY6GRbF7qMHu1mRdKBTvWHb3xVP/I+tnXvJmha0
zrI+o2FtcystKepLErONulGJBHbFUVe31ldaZqS21xHO1vHNDcCJ1cxyKhqj8SeLDwOKvnb8nv8A
1rP8wv8AmEvv+o20xV9NYq7FXYq7FXYq7FUnxV2Ksd8xHz6L6MeXl082RjUSm9MokEvqgsRw2K+l
UeNcVS1IPzaTS3H1nS31LmrKZFkMfAWwDoOAj63HQmtB7bYqjNLP5kHVm/Sg0saXy+D6uZjMV5nr
z2rwp9OKsoxV2KpddJrh1yxa3eNdIWOX68jU9RnIHpcdj39x9PZVMcVdirsVRen/AG3+WKo3FXYq
tlk9OJ5OLNwUtxUVY0FaAdziqQ6j5g1H0tIOmQRc9V3VrwyRKg9P1AGAUsC3QVHXamKvljyX+VP5
haF/zkLDqsNikWn22pXV41yrrFE1gZzb3LxK7F+CLccaHenj1xV9et8GqRkbCeFg5PjEwKAfRI+K
orFVO4uLe3hee4lSGGMVeWRgqqPEsaAYqhtO1zR9SsmvrG8hubNHeJ7iNwUV4mKOpPYqwocVX/pS
xP8Adyev4mBWmA+fph6fTiqhel76yuLR9PkkguY3idZXSNHR1IYEhmdeSn+X50xV5d/zj3f61H+V
1vpDNEt7oWoXmiem8buxkgnZquecdAiPuKdF+jFWQ3fkTRPLWnJPYB0LOY7x14x+p6sDQKzNGFav
IpuWq1KEknFXkH5JWkVp/wA5U+fraIsY4rO9VC5LNQXtp1JxV9QYq7FXYq7FXYq7FUnxV2Ksd8y6
F5p1C5jl0fzC+jxIiq8C28U6sasWasgqDuoHbY9a4qlY8qfmGBED5wLlFKyMbOJeZPqUNFNFIDrv
349MVUV8ofmcJuR88Vj409P9HwdeNK1r/Nv+GKsz02G9hs0jvbgXVyCxknChAeTEiijpQEDFUTiq
QeadD1/VOP6L1ltLVYpI2REJ5SOV4yc1ZSOAU0HviqFTy95uk1aO7uNe4WiXMU7WUMRAaOOIo8RY
t9l2o3Tr9GKq/lzy/wCY7G5e51nX5dVb94sUIiSCJUkKFeSrXkycDRv8o4qyLFUXp/23+WKo3FXY
q7FWL+Yf3OhRXJHw6PfxzMn7SwxTUAH/ADxcf7HxxVLvNypa+ZNFvZa+kL2S2cICx9PUrNoVoo8Z
4N/7cVT97/ULi1sLwWJhYSRO8c0iAfvlMQAaMzbgy16YqmHDU33aWKFTsURGkZR/kyMVFfnH9BxV
D3+gWOp2U1jqpfULK4QxzWs/ERujbMrrGsYYHwauKr9P0HRNOgggsbGC2itlVIFjjUcFUUUA0rsM
Vdq3mDQdHjEmr6la6dG24e7njgBA95GXFXn+uf8AOS35L6QsgfzDHezRmghsY5bksa/syIvpfTzx
V5x+Q/5p6LrX5seZdF0hJBpOt6jP5gsXuisMgka29O4QQj1AzMzctn+ytfkq+hPMulnVdBvbBXkj
kmjPpPCUWQSL8aFDIGUHko3IxV8u/wDONQ8yj/nIjzcPNBB8wjTLv9JkCMAz/XLTltD+7/4HbFX1
pirsVdirsVdirsVSfFXYqx7zL/jr61F/h36j9W9J/V+uc+Xq8W4U4fs8uNfauKoFh+ax1BQp0ddP
DMXYi4aUryqoA+Bfs7V+n2xVTsB+bnqz/XjpHo/VZfqpiE3P616f7r1a7en6n2uO9MVWMPzhWedQ
2ivbg0t5Qs6uw9Vd2QlgD6XLbkd6Yq6b/lcH7v0v0P2E1fX/AMipT5/FsenicVTnysnnNRd/4le0
ctJWz+qcgFjoAA3IDfap3PzxVPcVdirsVRen/bf5YqjcVdirsVSbVbNbq01mxZS4uIBMAoq3JozG
oAoakGAEYqxTzfd3E/kWDV4P315DZ22pc1+Ietp08M1F33J5yDevj2xVkt9qcdvoN0/BmMHqPA9Q
kdFYvbsksnpxsKcONGPh44q82/Nn/nJTSvJNrZSaVY2+vyXwkH7q9RRbsoXh6wjSYfGS3whq/DvS
uKvOLP8APD/nJnztBbTeVPLltZWN2zpbX0cFUcry5fvryQwnj6bDZeoI9sVRS/lJ/wA5SebFZvMP
nT9HW0ppPbxXLpsdz+5tFihI9uVMVRWm/wDOHflKO5dvMvm251G66tHbiOF2bwKubiRq+A3xVPvL
v5G+RNO84HT7f8vfr+i2iI8mvaldO7TFo+Q9KzmZUbhIODhlApv7FV7DpXl6w0tBHo+i6dpEVar6
EaRlaAgVjhRFrRiNn79cVTL6tfPvJeFCOggjRB9PqesfuOKvm38mY/T/AOcsPzBTkz0tL74nNSa3
tod8VfTmKuxV2KuxV2KuxVJ8VdiqSatp3mifVYLjTtXS005U9O4sWgRyzNzDSrK1SGXkhVacarvs
cVSq30D8x0jhSXzVFKy8fWl+owgvSTk1ANhWP4PxxVEppn5gVkMmu2QX0+MYFkTR6D94f3o71PHt
74qtl0n8wmjBTXrVJAX+AWYIIJThVy32lAbcKASemKspxVJdeu9QtLyymt7yCG3VZjcWtxJHEJaB
QrBmUsBFUuxU9BTviqQG6/MaC2uoZNQ0g6rItrHYRzOREZmLGbZVWT4kHwD2xVlGjS3wtki1S6gn
1F+bskFFVQCKooryYRlgOXyriqY4qi9P+2/yxVG4q7FXYqhZfg1K3fossckRI/accXQH5KshHhv4
4qxHSnsLrRrrQy0N19QvLu1nt+RYywzLJWixpKfs3HTiafjirHtB8l08zXdrJ5QhTy/Zwr9W1W5I
urqe4c1KxJeSUWJE6lo1+L7K03xViX/OWPlW5f8AKlL0QIqaTfwTu8b7Kkoa3p6UcUMe7SJ8R36D
viqD/wCcS9Ue8/La4tDeSpJpGqcVhQJxSG44EtUozfF60u9dqYq+g7bS9NMK1i9ZBsBMzyio2qBI
Wp0xVGxRRRII4kWONfsooAA+QGKrH2nibswZD9I5D/iOKquKrPUJrRGIBIrt2NPHFXzR+Tv/AK1n
+YXb/RL7b/o9tMVfTWKuxV2KuxV2KuxVJ8VdirBvN9v5YfzbYSahpGo3eo+hwgvrZHa1CN6o+ryM
XWLlLVkow35DcdlWMWFl+Xq29msXlnXokHp+jbvHMCv+kkrzAlPR/jNT9n6MVTFovI7QyH6hr0yo
FrIRfVhpC1ACWBBC/apU8vtb4qye18meXb7TbSVRexwyW6+mhuriJwkkaj41RwAwVR8t8VVovIHl
2J4HjF0n1eSOWJFvLoIGi+z8HqcfmKb98VQPneLyTd6ppWn+Y0dp7iO6ayIMiRgJGDIWZCtGofh9
/niqQwX/AOWUIk80yrdCCxNncpfSGSRKyK8UCosbOaxglGUrtQVxVk3kvy75bs45tV0vTjaNfSSy
pM7tI0kcxVhKvMkosoVW47YqyjFUXp/23+WKo3FXYq7FWNfmL5fvNf8AKlzpljqM2kX0zxLa6jbs
6vDI0gQP+7eJiBy3XkK9DUVBVb8vxS2PmLU7Kdw01xBa3ZZF4LJIEMM8qoKheTIu2KskxVhv5yaG
Nc/KvzTpv7b6dPLFtWsluvrxj6XjGKvmn/nDXVC2t+Z/LrFQl/YLcqzdFaBjDX6frIr8hir6c8ie
cr7zDZXs9/pE2kyW19PaRxP6jrKkJotxExjj5xydQQPvxVk/rMfsROfc0UfiQfwxVhV/+auiLrra
LY2l/q97Zy+nqA0u1kuRauGKBbhj6YTkQwBFRsfDFWR+Vtfl17SRqTabd6VHJJIkFvfp6Nw0cbFV
laKpaMPSoV6NTqMVTWL7J/1m/wCJHFXzP+T3/rWn5hf8wl9/1G2mKvprFXYq7FXYq7FXYqk+KuxV
JNW07zRPqsNxp2rpaaasfp3Fi1ukjMx5gyrM1SpUMpVeJBK77E4qlVvoH5jpHCkvmqKVl4+tL9Rh
BeknJqAbCsfwfjirQfzNFcok/mzTf3cgE0RtkVmPwhoyPWqPiDU7ivfFU38uWvmOFZW1fVrfVI3A
9FoLcQcWDNz3DuCKUH0YqnWKpDry6/8ApjS2sTayWAEwu7S4IWSWSimIxsVfaMguwWh2xVIrZvzC
/Rl8sN3o012sVr9VBP8AoyuXb12b01VgGH2K98VZXoUc6aeBcXIublmZrgowaOOUn44oz1CRtVVB
3AxVMMVRen/bf5YqjcVdirsVUL+F57G4gSnOWJ0WvSrKQK4qktzMo80aJfRbpqNtPbFW6heK3CsK
d/gocVZDiq2aKKaJ4ZVDxSKUkQ7gqwoQfmMVeS/lz+X3kzyp5xv49M0u2tZTa2FxbsyB50WVJba5
jSWTlIB66IXBbrtir1HTAFtmh6ehJJGE/lQOfTH/ACLK09sVReKtBEBLBQC3UgbnFUq1rzf5U0MM
dZ1my03gOTLdXEULUpX7LsDir4V83/8AOQ35t6hqd3bJ5laK0hmljgfT44bdXQOQHEkSK7cgKgls
VZn/AM4b3t7f/m9rd7fTyXV3caLcyT3MztJI7teWpLO7ElifE4q+zcVdirsVdirsVdiqT4q7FXYq
4iuxxVKJPKHlWT1uekWbeuFE4MEdHCfZ5bb8e2KpjaWdpZwC3tIUggUswijUKoZ2LuaD+ZmJPviq
tiqW6p5e0zU7q1u7lZBdWXP6vNFI8ZVZQFkX4SAQ6ihriqTn8sPJpsLrTzaSGyvFhSeD15uJFsax
U+Oo44qyDTNLsNMs0s7GEQ28fRR3NKVJO5J7k4qisVRen/bf5YqjcVdirsVdirFtepDo1ndEUTSN
Qid/5kgjmMXT/jEw69t8VZTirsVfKP52fnV5r8jfm7LYWlrbfVbaGELcNGzSyW1xPHevsXCc1lVk
U9KV2ruFUwf/AJzAvr67uoPJ/kq71Oe6lU2xldmcHgqUMFukpYnh0D98VX/41/5zE80OTpPlyHy9
BQDnLBFAy1/aI1B3Zj/qp9GKrB+QH/OQvmVUXzd+YRtbVzykt4J7m447d4UFtCWFezfTiqb6L/zh
Z5EgZpNb1rUdUmJr+69K1Q+PIFZnP/BjFXoWhf8AOPH5NaKyPbeWLW4lQU9S+Ml5U/zFLhpEr8lx
Vnem6TpWl2/1bTLOCxtq19C2iSFK0pXigUdsVRWKuxV2Koec3iTCVCrWyIxkip8bN24nplM+MSsf
TXLq2w4SKP1Whl1SK6QR20vG4duBipR0/mJDD9kV7dcoGpGQVE+rlXUd7acBgbkNvsKYISVBPXof
mNjmYDs4xCUYUOxV2KuxV2KuxV2KuxV2KuxV2KovT/tv8sVRuKuxV2KuxVINVtWv7fXdK9KUNNCJ
Y5ih9Ms0QRFU1HIhoqkA4qp2up+dLi1iA0iG2mKgNNc3FVLAbkxxryAPUd/EYqq/o7zdcGtxq0No
OnC0twwP+ymLMPo+/FUIv5Z+TptQOqavp0OuavxCLqOpxRXMqIpqqR8koiqSaUFd9ycVZJa2lrZ2
6W1pDHb28QpHDEoRFHWiqoAGKquKuxV2KuxV2KuxV2KuxV2KpcumRNeTTvAvIqsaOTuQv7e2/LoP
ozDGmBmZEeX7ff8Aqck5yIgA/juRsEJiQqXaSpqC29Pbx+/MnHDhFXbROVnkxf8AxFZfyS/cv/NW
a3+WMXdL7P1ud/JuTvH4+Df+ILTiG9KXiTQNxWlR/ssP8r46upfZ+tf5On3x/Hwa/wARWX8kv3L/
AM1YP5Yxd0vs/Wv8m5O8fj4O/wARWX8kv3L/AM1Y/wAsYu6X2frX+TcnePx8Hf4isv5JfuX/AJqx
/ljF3S+z9a/ybk7x+Pg7/EVl/JL9y/8ANWP8sYu6X2frX+TcnePx8Hf4isv5JfuX/mrH+WMXdL7P
1r/JuTvH4+Dv8RWX8kv3L/zVj/LGLul9n61/k3J3j8fB3+IrL+SX7l/5qx/ljF3S+z9a/wAm5O8f
j4O/xFZfyS/cv/NWP8sYu6X2frX+TcnePx8Hf4isv5JfuX/mrH+WMXdL7P1r/JuTvH4+Cta+adPi
Zi0cpqOwX/mrH+WMXdL7P1r/ACbk7x+Pgif8Y6Z/vqf/AIFP+asf5Yxd0vs/Wv8AJuTvH4+Dv8Y6
Z/vqf/gU/wCasf5Yxd0vs/Wv8m5O8fj4O/xjpn++p/8AgU/5qx/ljF3S+z9a/wAm5O8fj4O/xjpn
++p/+BT/AJqx/ljF3S+z9a/ybk7x+Pg7/GOmf76n/wCBT/mrH+WMXdL7P1r/ACbk7x+Pg7/GOmf7
6n/4FP8AmrH+WMXdL7P1r/JuTvH4+Dv8Y6Z/vqf/AIFP+asf5Yxd0vs/Wv8AJuTvH4+Dv8Y6Z/vq
f/gU/wCasf5Yxd0vs/Wv8m5O8fj4O/xjpn++p/8AgU/5qx/ljF3S+z9a/wAm5O8fj4O/xjpn++p/
+BT/AJqx/ljF3S+z9a/ybk7x+Pg7/GOmf76n/wCBT/mrH+WMXdL7P1r/ACbk7x+Pg7/GOmf76n/4
FP8AmrH+WMXdL7P1r/JuTvH4+Dv8Y6Z/vqf/AIFP+asf5Yxd0vs/Wv8AJuTvH4+Dv8Y6Z/vqf/gU
/wCasf5Yxd0vs/Wv8m5O8fj4O/xjpn++p/8AgU/5qx/ljF3S+z9a/wAm5O8fj4O/xjpn++p/+BT/
AJqx/ljF3S+z9a/ybk7x+Pg7/GOmf76n/wCBT/mrH+WMXdL7P1r/ACbk7x+Pg7/GOmf76n/4FP8A
mrH+WMXdL7P1r/JuTvH4+Dv8Y6Z/vqf/AIFP+asf5Yxd0vs/Wv8AJuTvH4+Dv8Y6Z/vqf/gU/wCa
sf5Yxd0vs/Wv8m5O8fj4MOzm3dsm1KBTFZR2rcYkgkLhCCC4TkoYHY8mHfN5qYbQEOQieXfV7+8u
qwz3kZc+IfekmoW/olKhQ56lRQEcVPSpA3JG2azUY+Gu/wDsc/DPiQmYzclvmAKdNflLdwqGUl7A
M03XoAoYkHvtl+n+vlE/1uTVm+nr8ObHAIeRu0u9eEcRr6JjnNazeqBwK1an2P8AV6+OZ2/01i+z
ur9vvcXbneT7e/8AA9zhNbJbrH9b10UuDzYQuzs37tQjsIz8Pw9V61O9caJN1i5d/v8AP8bLYA5z
593u8lOCWGMxxNe68JAhoXRix+PnyKlWrQx8enQ0PUYZAnesX4/tYggbXkTbT9bsdPsorZY9SuQl
VVpLaZ3+EslDRAP91/jmPkwSnIn0D4hvhljEV6j8Cn1rcLc28c6q6LIKhJFKOPZlO4OYc48JpyYy
sWq5FKX647JpkjrJcR8GQl7NBJNQOK0Uhqj+ag6ZdgFz6fHk15j6evwSLi7tDd/X9Z9OVy4tuCDw
ahURh+ND0H9czLq48OPbr+C41cjc/wAfBDQTS3SQSG71xDLN6bwekkZU8mer1BZEpHT7XSnicnKI
jYrHsO/8Wd2AJNbz5tLHex3ccRvNcWG5AkXkkTcWmlC8S5LFeAkBpTYe9RhuJF1jse/oFog1c9/d
3o3SJZ766WETaxbiMLOst1HFGjiMIvpk0JPKtSKCu+U5gIC6xnptbZiJka9Y96faZYzWVt6U13Le
SE8mmmIrXiFoAoAA2rTMTLkEjYAj7nJxwMRRNozKmbsVdirsVdirHPOt1qlvZ27ae80bcyZHgBLc
QPAQXVRU1Pw9My9JGJJ4q+P9ocfUSkAK/H2Fi0GseaV1CyS4vLswSlXdlViOJalGB06Ohp2JH0Zn
SxYuE0Bf4/puKMmSxZP4/wA1z655sEA4Xc7hIjyYLIHYibhyAOnHepC8fDt3xGHFfIfgf11OXJXM
/j/MdJrnmmRgYLi847cHZJRyHIgM/wDuN4L7/L5nEYcQ5iP2f9VFOXIeRP4/zFQ695gmWUG7vIJk
JlSNInKmOqrTk2nmo6sNv17R8DGOkT8f+Pp8WZ6n8f5qk3mXzZF60TPcTSFmCFY5iRx4iqEacqNu
pp2+Lftkvy+I0dvs/wCLR42Qd/4/zHDWtfklkht9QvnlNfREqNHVF5MrD/cdTkVUfD3rTsKvg4wL
Ij+P89fEn0J/H+ai31zzMlo0zi5YuDKQwnXgWfiI1C6eDsBXcfPbKxhxk1t9n/FsjknV7/b/AMS3
peqeZpNYghvLi9S3ldJCRE7KVI5cN9PiG9Ry+IfOuOTHjECQI3+P6ZTCc+Lcn8f5r0HNU56df4R1
bxi/4I/0zafyTm8nA/lHH5o8aX5iC8QLbsakAmq9DuuZQ0upr+D8fBx/zGD+khrjy3rc4QP6I4Ci
8aLtsOy+2U5Ozc8qvh2/Hc2w1uKPLiUf8I6t4xf8Ef6ZX/JObyZ/yjj80PfeQ76+tmt7jj6bEE+n
K8bbGuzJxYffk8fZmeBscP4+DGeuxSFG/wAfFLH/ACiBiESPLGvNXYrdzljx7FmLGh9t8vGl1N36
PkP1NJ1GCv4vx8W4fyhiiJKB90ZGreXJBDCh6tjLS6k/zPkP1JGowD+d8z+tFWX5aT2d39ahNZRE
Ldec8jqsYINAGqP2Rud8rnoNRKNHh53+NmcNXhibHF3fjdMP8I6t4xf8Ef6ZT/JObybP5Rx+bv8A
COreMX/BH+mP8k5vJf5Rx+bv8I6t4xf8Ef6Y/wAk5vJf5Rx+ahfeQ72/tXtbngYXoTxkdGqpDAhl
owII7ZPH2ZngbHDf48mM9dikKNoNfyuKwxQAD04SSg9eWtSAK8vtdvHLPyWosm47/juYfmsNV6vx
8UKPyasxax2npj6vFL60cf1ibZ/iNa1qf7w9Tln5fVXxXGyK/GzX42nqqlX481ZvyktGkglNrAJL
f0xC4dwV9Jg6/wDDD8T45EaTVURxDf8AT8GX5jT7GjsraZ+V66bIZbSKNJSGXm0sjkBuPIAvWgPA
bDI5dDqZipEfj4MseqwQ3AP4+KZf4Q1Xxi/4I/0yj+Sc3k2/yjj83f4Q1Xxi/wCCP9Mf5JzeS/yj
j83f4Q1Xxi/4I/0x/knN5L/KOPzd/hDVfGL/AII/0x/knN5L/KOPzd/hDVfGL/gj/TH+Sc3kv8o4
/N3+ENV8Yv8Agj/TH+Sc3kv8o4/ND3nkK4vYvSvIba4i68JfjHh0K5KHZmeJsED4olr8UuYPyQT/
AJTac6qr6Xp7Kq8FBjSgWvLj9jpXLBotUP4vtLWdVp/5v2BuH8qLCB0eHTbCNom5x8UUcWIA5Acd
jt1xOh1R5y+0qNVgHKP2LT+UmmmNY20uwZF+yrRqwGwG1V8FH3YfyWq/nfaV/Naf+b9ja/lNpyxN
Cul6eInFGT00oaUO44ewwfktVd8X2lfzWn/m/YGl/KXTlaNl0vTw0NDEwjWq8TUcTx233w/ktV/O
+0r+a0/837FyflRYRkmPTbBCWVyVjUEshqrbJ1BOA6HVH+L7SkavB/N+xNP8Iar4xf8ABH+mU/yT
m8mz+Ucfm7/CGq+MX/BH+mP8k5vJf5Rx+bv8Iar4xf8ABH+mP8k5vJf5Rx+b/9k=
uuid:cc6e92ce-f015-1548-96dd-be25faecefdf
xmp.did:13398b50-8621-444f-b25d-8e31a50fa800
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:3c16c04a-39bd-4cb0-8c19-75ef73cab110
xmp.did:3c16c04a-39bd-4cb0-8c19-75ef73cab110
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:26aed5ea-8f99-604e-a8b8-7ed92c25b1a5
2017-02-22T20:59:19+01:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:13398b50-8621-444f-b25d-8e31a50fa800
2019-02-25T13:20:58+01:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/Volumes/dysk mac/Users/Mariusz/Desktop/Mariusz/wizualki 2017/panorama/rzuty poprawka 11.2017/k powtarzalna_edycja3.eps
xmp.did:4280c158-b3b6-5c48-96a4-dc8a08a479f8
xmp.iid:4280c158-b3b6-5c48-96a4-dc8a08a479f8
EmbedByReference
/Volumes/dysk mac/Users/Mariusz/Desktop/Mariusz/wizualki 2017/panorama/rzuty poprawka 11.2017/rzuty/pietro6/M165_pietro6.ai
xmp.did:87bb5651-4f29-d646-a76c-c2c824cf409d
uuid:5d2a43f8-6213-7f49-a272-ee361f9e542f
/Volumes/dysk mac/Users/Mariusz/Desktop/Mariusz/wizualki 2017/panorama/rzuty poprawka 11.2017/k powtarzalna_edycja3.eps
xmp.did:4280c158-b3b6-5c48-96a4-dc8a08a479f8
xmp.iid:4280c158-b3b6-5c48-96a4-dc8a08a479f8
/Volumes/dysk mac/Users/Mariusz/Desktop/Mariusz/wizualki 2017/panorama/rzuty poprawka 11.2017/rzuty/pietro6/M165_pietro6.ai
xmp.did:87bb5651-4f29-d646-a76c-c2c824cf409d
uuid:5d2a43f8-6213-7f49-a272-ee361f9e542f
Print
False
False
1
419.999583
297.000083
Millimeters
FranklinGothic-Demi
Franklin Gothic Demi
Regular
Open Type
Version 2.00
False
Franklin Gothic Demi Regular.ttf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6846.otf
CenturyGothic
Century Gothic
Regular
Open Type
13.0d1e4
False
CenturyGothic.ttc
BTAAAA+ArialMT
BTAAAA+ArialMT
Unknown
13.0d1e1
False
LucidaGrande.ttc
DTAAAA+CenturyGothic
DTAAAA+CenturyGothic
Unknown
13.0d1e1
False
LucidaGrande.ttc
CTAAAA+CenturyGothic-Bold
CTAAAA+CenturyGothic Bold
Bold
Unknown
13.0d1e1
False
LucidaGrande.ttc
Cyan
Magenta
Yellow
Black
Domyślna grupa próbek
0
Biały
RGB
PROCESS
255
255
255
Czarny
RGB
PROCESS
29
29
27
Czerwony CMYK
RGB
PROCESS
226
6
19
Żółty CMYK
RGB
PROCESS
255
236
0
Zielony CMYK
RGB
PROCESS
0
149
64
Niebieskozielony CMYK
RGB
PROCESS
0
158
226
Niebieski CMYK
RGB
PROCESS
49
39
130
Karmazynowy CMYK
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
AutoCAD Color 2
PROCESS
100.000000
RGB
0
0
0
Szarości
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
29
29
27
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
Jasne
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
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
22 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 417 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
413 0 obj
<>stream
HWK
)tmG&9Þg1b$ %* >o|]˗5ŗ_.DφC^8:|/?m[+,,~i}q¾*xxo+/g~oLIb]0;18HJl|d
[+ ޡdrE\[CiYQ(0rWxmCT+Dfdq[/9MM b
"lȧ #G٨ >/S\&G~"c]C5^ Lm 3|9A D>ˠ>{pH#`qXrNkNsYER
MR a +O>M׀rpdXJC@@1Ů S`(H|KxޗQz_d
U~,'8Blˡ[d,j.nNC̄ꒅt\E vRSB`-!RڱBŢMJd3S5q"Ea
9H\EyzNZAGQ4hA @1R;3J)U- s/<5%
\N\3
ͷJG=OtvcR7
v)D('Fm)[uư,`Bਛ8Yg?SwT>.9b3$&`,j?dqfsۡ F