%PDF-1.4
%
1 0 obj
<>>>>>/Type/XObject/BBox[ 0 0 624 1134]/Filter/FlateDecode/Length 105/Matrix[ 1 0 0 1 0 0]>>stream
x+2T tDb(?Hs(xqWtB
!Y+*T'pt,!ZMZ̍`Z n+
endstream
endobj
2 0 obj
<>stream
x+ |
endstream
endobj
3 0 obj
<>stream
xS**T03745U0 A[X!9WA?"@%_!+
endstream
endobj
6 0 obj
<>/Properties<>/MC0<>>>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>/ExtGState<>/ColorSpace<>>>/Type/Page/Parent 5 0 R /Contents[ 2 0 R 24 0 R 25 0 R 26 0 R 27 0 R 28 0 R 29 0 R 30 0 R 31 0 R 3 0 R ]/ArtBox[ 0 0 467.717 850.394]/MediaBox[ 0 0 467.717 850.394]/CropBox[ 0 0 467.717 850.394]/Group 32 0 R /BleedBox[ 0 0 467.717 850.394]>>
endobj
7 0 obj
<>/Type/Catalog/Pages 5 0 R /AcroForm<>/Metadata 56 0 R >>
endobj
12 0 obj
<<
/Subtype /XML
/Type /Metadata
/Length 50439
>>
stream
application/pdf
new_pam2
2017-06-02T18:12:40+03:00
2017-06-02T18:12:40+03:00
2017-06-02T18:12:40+04:00
Adobe Illustrator CS5.1
148
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACUAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXn35recb7SIbfT
NOkMF1dKZJp12dIgeICHsWNd+1M1naOpMKjHYl23ZmkjkJlLcB4+iXd7dKi857mZqLUlmYn3OaPc
vQbRHcGXeQvOOr6NrkGnXksjafNKIJreYk+kzHiHXluvE9R3GZuj1UoSAJ9JcDXaSGSBkB6hv73u
dRnRPMPI/wA5PzW1Py9ex6FoTrFfGMS3d2VDmMPXgiKwK8iPiJI6UzFz5iDQb8WMHcvJh+an5hg1
/Ttz9rn1Xqfo6e3TMbxZd7f4ce57N+TX5nah5pF1pescX1S0QTx3CKE9WLkFbkqgKGVmHTrXptmX
gymWxcfLj4dw9PzIaXYq7FXYq7FXYq7FXYq7FXYq7FXYqwTz55TttS1EalcRvKY7b0II1cIrMpdw
CaEg1fr0zT9oYiZiR5cnaaLUmEDGPfaV+XtKsrGzik+pJZ3roPrCc/VZGIqVMm/4bZhcAB2b55Zz
+pqPy+ut3rS3WnrBdQ3FLOaOUFpYkoVkYrtQ+Dbj9cxh4pAR3KI6iUAQeTOhHJc6yzCQ+nb8Sw3I
5U+yKU982YiZ5ue0XXWI4/e8c/M7yFJqXm7WtcvLxrWwH1VIfSge5lJ9OOJgYkKts1GqK7HKc8/3
hAbcQ9ASyX8kYoo5ZW1luCKWAW1LMAN/srKSxp2AzHGbybuFkP5TeR30TzXaanDe/WLO8sZaCSNr
eXkxVgvpEuegqd8y9LP100Zx6be15snCdirsVdirsVdirsVdirsVdirsVdiqS+add0XS7MLqTMTL
/dQxAGQkftKCQBTxOH8r4w4UjJwG2BSeb/K0v1t2kliFsgLxzcYpJQQSBGqyESeGYGXsrLCQiPUD
17ve5uPXCieVfjZFD8xNKtbNn021ne+kWivcqiIgP+SjuT8s2el7I8M3I24WXVcTOfLa3J0iC4u4
/Tu7ketMvgW3HX27ZRHAMZIBvfmmWQyp5T5v83ajoP5janJc6ddSaJOkCidYnA5pEA0kZYKrrWqn
ftsc12rgTIuZglUaTUa7pq6F/iH6zcvp4Xlw4LzIEnALTiH+1tu2YPWqDlnIK5BJfInmfVtd/M21
vl065i0ZIJ7eGQxSMqc1Dc5HUFV5sijwG3zzP0kSC4eolcXt+bJwnYq7FXYq7FXYq7FXYq7FXYq7
FWP61r0VleNC2orbmgPpG3eSlR15jY5rdTrYY5cJmI/ByMeCUhYjbCdf/R+r6oJ7i++sARKiycTA
AQSeIV+vWu2a/P2/mw0MJjk7/S3R0IlvIEJNf+XrB0U2I+sXQPwpVXNOp+VMzOyfaLPky8OoEYwr
nRG7VqNEIxuN2j/J/l9xr0D6tbFbSMM55/ZLqPhrTrvm/wA/a2Dh9MxbhwwTvcPVxqdgTQTKSeg3
zVjXYf5wb/Cl3JF5j0zUtWnjFtGVhjqOcjcVPvxP9M1faeky6mQ4BsO80Pk5emywxjfmkg8ta+bh
rGnwqocty/d8Sdt/mOmakdmani8PpXfs5X5rHXEnXlzTtS0maVLqJjDJ/uxG5IKd+I/iM23Zmmy6
YkTHpPUGx8nF1OSGQbHdkMV5aytxjlVm/lrv9xzcY9TjmajIW4RgRzCtl7F2KuxV2KuxV2KuxV2K
uxVhOs3/AJ8trOS7uYbOO3jpzEcrj7TBR2r1Pjmi1x1AgZSNRH81ycfBdBhd5qN9dzerJHArUoeM
ppt8wc5qfBI3u7HHnlEU6w1XVrC4M9oYY5GXg1XDArWvdPEZfptR4JJje/kxzZPEFSCNk82eY5WU
zG2kC1opNOv+qoy7NrzlrivbyaIwA5B3+J9Y7w2v/BtlHix7iy3Q82t6vJN6qsIGpSkF1NEPuQjJ
w1XAbjxBsjkIFVE+8AtfpvXf+WuX/pPuf+ast/lDJ/OmnxP6MP8AShr9Na71+tS/9J9z/wA1Y/yh
k/nTXxP6MP8AShv9N67/AMtcv/Sfc/8ANWP8oZP5018T+jD/AEobg1vV4pjMWWZyOP7+6mlHUHo5
O+2Uz1PEbPESiWQkVUR7gAy/Rr/z5c2Ud1bQ2clvJXgJJXP2WKntXqPHN7oTqDASibif5zg5OC6L
Ns3rjOxV2KuxV2KuxV2KuxVKPNtnc3vl67trWMyzyenwQUBNJFY9fYZhdoY5TwyjEWdvvDZiIEgS
84/wd5m/5YH+9P8AmrOZ/k3P/NLmeNHvd/g7zN/ywP8Aen/NWP8AJuf+aV8aPe7/AAd5m/5YH+9P
+asf5Nz/AM0r40e93+DvM3/LA/3p/wA1Y/ybn/mlfGj3u/wd5m/5YH+9P+asf5Nz/wA0r40e93+D
vM3/ACwP96f81Y/ybn/mlfGj3u/wd5m/5YH+9P8AmrH+Tc/80r40e93+DvM3/LA/3p/zVj/Juf8A
mlfGj3u/wd5m/wCWB/vT/mrH+Tc/80r40e96P5Ss7my8vWltdRmKeP1OaGhIrIzDp7HOm7Pxyhhj
GQo7/eXDykGRITfM1rdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir
sVdirsVdirsVdirsVdirsVdirsVdirsVfGvnf8x/O+oea766k1W8sRb3MqWlpBLJEsCxuVVVRCu4
4jkx3JzHMiXZwwxEd3pXk7/nJ22hsrOx8z2E0s8a8LjVbdkYuQTxdoaJTanKje4HbJjJ3uPPTb7P
ddI1fTNY06DUtMuEurG5XnDPGdmHTvuCDsQdweuWA24pBBooHzZ5t0XyrpP6V1mR4rP1Fi5IjSHm
9aDiu/bEmkwgZGgwz/oYr8r/APltuP8ApGl/pkfEDb+Xk7/oYr8r/wDltuP+kaX+mPiBfy8nf9DF
flf/AMttx/0jS/0x8QL+Xk7/AKGK/K//AJbbj/pGl/pj4gX8vJnX+ItK/wAOf4i9X/cV9U+v+tQ1
9D0/V5cetePbJXtbVwm6TLCxdirsVdirsVdirsVdirsVU7mdLe2luHBKQo0jBetFFTStPDFQ+HbW
K+81+a5J7mpl1C5e4vZUGyiRi7nwHtmHOVC3a8giR+Xvm8abNdSaRdIY5I1UNGykowfk1D2BC7++
R8WN81t7T/zjxJqWk+YfM3lSRpJdOtm+sWcrAhDwk9Lmv7P71Crde2XYJ2HF1I2BT/8A5yU/8lsf
+Y63/U+WZOTXpvqeO6RpGlPpVk72UDu8EbMzRoSSUBJJIwxiKRkyS4jui/0Lo/8AywW//IpP6YeE
MPEl3u/Quj/8sFv/AMik/pjwhfEl3u/Quj/8sFv/AMik/pjwhfEl3vcP0YP+VO/U/SHp/o7l6VPh
9P8AvOPHw4dumGmPEbtnmFDsVdirsVdirsVdirsVdiriARQ7g9RirxXWvyqsYLFdMs7G3tLqxkla
wuPiUXEUiBebSgMyyV4c/hahXpxYZq8xljnv9Jc6M+IMbi8k31zezxw6UttfrX12mT09PCq0QX6r
IFl/eMIasywivN/s7ZDxgN+n4/HNulD08/1vXPy28oN5esZ6hUW4cyLEi8V5uxZ33+LccEFeycv2
jmbpoGuI8z9zhZp3sGOf85Kf+S2P/Mdb/qfLsnJdN9TyjRf+OPYf8w8X/EBko8mvJ9RRmSYOxVPv
JPl5Ne8wQ2UpItlBmuSvX00psP8AWJAxV779Vt/qv1X01+rcPS9Knw8KceNPCm2KquKuxV2KuxV2
KuxV2KuxV2Kpd5i8w6X5e0e41bVJfStLYVYgVZmOyog7sx2GAmmzFilOQjHmw78vfzIj8622sXmo
WdvYaRp8kSxes4cnlyJaVn4oKUHbKxLiu+TlarSeCYgG5FOLi90XQkGr6xdwQaZIyra3LHmjNJ8U
ZUqG/ZFa5iYdPwT4pcujCpT9MQeJi3kf88LPWvMU2gavFDaXJlaKwvLeQvbzsrFQoJ6FqVQ1Ib7q
5ccne36js8whxx371v8Azkp/5LY/8x1v+p8OTk4mm+p5Rov/ABx7D/mHi/4gMlHk15PqKe2uk+ro
19qcjmNLZoo4F419SSVjUV7cUVjkrYJdirKPy31iPS/NVu0p4w3QNrIx2A9QgqT/ALNVxV7xirsV
dirsVdirsVdirsVdirsVfN//ADkR5xfUfMMXly3c/UtKAe4AOz3Mi13/AOMaGg9y2UZDZeg7LwcM
OM85fc8j9SQRmPkfTJ5FKmlR3plbtKTu+1nX7rylp2n3N4kukWlzMLS19RDKjlUJLJXnwHI8CRSp
bDbTHHAZCQPUQkYJBBBoRuCMDc9H8y/mZL5n/Kd9E1Ny+uWF1bssp63FuOS8z/loSA3jsfHJ8W1O
lzaLgycUR6SxuLzTHa6Za29vEZJooY0dn2UMqAHpud8l4lBEOy5SlczQerp5z0b/AAra2ljbSiWa
0CTRTCgjkZaSVNBy+KrCgzH/ACxlk47cHLIQJiN2JZnOIqW8UstxFFFX1ZHVY6deRNB+OKvpzFXY
q7FXYq7FXYq7FXYq7FUPqN7DYafdX039zaxPPJT+WNSx/AYCaDKMbIHe+PvL+k6l5588JbsT6+qX
Lz3kw34IzGSZ/wDYitPoGYwFl6rLMYcV9wUPPmiJofnHWNLjQxw211ILdD2hc84v+SbDEiiy02Tj
xxl5JUw0/wCoRlGl/SHqv6qkL6PpcV4FTXly5cq7UpTA2735PR/yF8p2HmHWtYj1KD19PWwaGQEd
JJ5F4EHswEbFffJwjZdf2lmMIxrnaUfmP+VGu+TPWvn43OhCQR298GQOS9eCPHXly23IFMEoEJw9
owkN/q7kP5f0Oyjtbe9cerNKiyry6LyAbYeI8cthAc3W6vXzmTEbRT3LHWuxVOfJslrH5q0t7k8Y
VuEPLsGr8BNe3KmKvofFXYq7FXYq7FXYq7FXYq7FUg8/x3kvkjXYLKFri6nsZ4YoI1Z3cyRlKKq7
k/FtkZcm/TEDJEnlYeWf847eWNc0rU9ZudV0q5sC0EMcEl1A8JarszKnqKpP2RWntleMG3ZdqZoy
EREg+557530Tz95j816lrL+XNU43Mx9BfqVxtCnwRD7A6IoyBBO7nafJixwEeKPzCVt5M89mwjtP
8LX4CSvL64sJ/WbkqrwZ+FeA41A8ScHCW3x8V3xj5h6f/wA4/WvmzQ9dvtO1PRL200/UYhILme1l
iVZoK8QXdVFGV26nrTLMdguu7TMJxBjIEjzZf/zkFpOq6r+X5tdMsp7+6+uQP6FtE80nEBqnigY0
GTyDZ1enIEt3jfl65/MXSLQW0nkC41FVRI43ubG/qojHHbhxG/fIiUh0bZY4E3apq2ofmRfGIweQ
Liw9OvL6vY3/AMdaU5c+XSnbHil3MfBh3pf6f5pf9Sjf/wDSDd/8048Uu5Pg4+9sJ+aYII8o6gCN
wRY3f/NOPFLuXwcfe+kP8Ra5/wAq3/Tf6OuP09+jvU/RvoSet9c9Pjw9GnqU9X2+zvk72cfhHFV7
MpyTB2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KvJ/Mn/OSX
kjQPMV3o80Fzfx2oQC+08wTxu7LVl3ljpwrQ79a5UcoBbhhJFp75A/OjyX54vJbDS2ntdQjUyLaX
qJHJIg+00ZR5Vbj3HKvtTJRyAsZ4zFneTa3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXnvmX89vIGg6
jJp8s899cwkpOLOMSKjg0Kl3aNSR34k5TLPEFtjhkUm07/nJfyPdX629za3tlbu3FbuVI2VQT1kW
N2YD/VDZEamLI4C9Yt7iC5gjuLeRZYJkWSGVCGV0YVVlI2IINRmQC0PJv+clvOV3oPkeLTrGVobz
XJTbtIhowtkXlNQg1HKqofYnKs0qDdhjZfObflN+YYs4bwaNK8M6h0CNGzgNuOUYbmp37jMHxY97
mcJQk/kbzzpVnJrE2mXVjBZFXa5YGJoyWorLuH2buOmEZI3QK0+wfyf813Pmj8vNJ1W8k9S/KPBe
PShaWBzHyParqoY08cz8crDgZI0WZZNg7FXYq7FXYq7FXYq7FXYq7FXYqxj8zdaudF8g63qNs3C5
itikMgqCrzERKwp3UvUZXllUSWeMXIPizNa57sVfUH/ONvmCfUPJdxpc7Fn0i4McVe0Mw5qv0Pzz
O00rFOJnjRtX/OXyfeeYPMPkucRLNpenXVxJqKsR0IieOqnqD6RByvWT4Qz0w3LXlu81m4m1FNRS
VBaz+hEZYUiWSgDepEUd6xnkKV+89tZkAFU5cSpapLqk/mGLSfTlfSry2ka4k9BHtwo+B4pJC4bm
4b4adNtm3oxrhvqpO9Jj+QXljWfLfkRtO1ZFS4N5NNGqMGpG6oNyO/INm408hKNhwM/1PSMvaXYq
7FXYq7FXYq7FXYq7FXYq7FWM/mVp1vqPkbVrK5nW1gmiUSXLAMsYEinmQSo2pXrlOf6C2YvqDx7T
Pyg0NL3TlntIr+xa05X9wZ5kYz8V4mJYyq8G671+YoA2oOTa3Y8PyT2+/LXy4lov6E02zhullQs9
1E1ypQN8Y4ylq/xG1V2YRhk33Ux7mYfl3pvl7Tta16DSoxBcyfVrjUIFBCqZBIIgo+yB+7c0Hj8s
z9Dxb9zi6qtmZ31ot1bPEaciPgY9mHTMvNiE404+OfCbYwLaGCVotRhcoRQcTT6R2IzTiAgayAuw
MjIXEr4LBry4pbRtHb1+029APfx9slDCckvSKiiWThG/NlMUaRRrGgoqigAzcxiAKDribNrskh2K
uxV2KuxV2KuxV2KuxV2KuxVif5sOq/lv5hLGg+pyCp8TQD8Tleb6Szx/UHjP5P8A5k30jWvl28tX
ufqyH6vep8QSKMfCsyn9kfZB+QpmnnHhPEHYjfZ6R58873ek+XZNRh043QiIpHEOCqSCPUkJq3Ae
w/rjLMcmxoBjHFw+bzX8kfPyDzvr2qeYbxIEvbJp5ZWqFDQSJwRQKnZGIVe/TrmdpBRpo1J9Ns01
/wD5yG06ItFoWnPdMNhc3R9JK+IjXkzD5lc2Ig6yWcdGF/8AK5/Ml1fmfVoYry2oRFaRf6OsbE9V
YCRjXvyr9GY+p0gy1vVM8GtMCbFoix/PXzXZ3jtHBbvpzN+6sZFJ9NfBZV4MSetWr8ssw4BCIiwy
aoyldPSPKv53eVdZkS2vw2kXjmiichoGJ7CYAU/2QGTMWccwL0QEEVHTItrsVdirsVdirsVdirsV
dirsVdirBvzkvooPJU9m68/0jLHb08FB9Vj90fH6cxNbk4YbdXadkaUZs3q+mIt4n5fv/wBC6hBd
W0aqkR+KJQFDIdmG3iM0hNvYZdLCWMwAoMq85ec7PUdPSx04sUlIe5dgVoBuEoffr8sSXA0Ggljn
xT6cv1vPrnS7aVjIiqk5FC6ila70amZWm1Bxys8kdp9lw1MCI1GY+/uKUyRvG5RxRl6jOghMSFjk
+e5cUscjGQqQW5JrdirsVfUv5S6q+peQNKlkfnNAjW0niPQcogP/ADzC5VLm52I3EMvwNjsVdirs
VdirsVdirsVdirsVeWfntNS10eH+d53/AOACD/jfNZ2j/D8XpPZ2Pqmfd+lhv5iaXZ6bqGmQW6cJ
W0y1a6oesoUx1p2PFBXMTUQESK/mh23ZeaWSEieXHKvdz/SxQePYZjuzUNFsNU1bzMmmWK+pcXUx
j4n7IVTu7UrQIoqTm+OlhPEB5bPnmPtTNi1cp87lUh5Db7OiH80abPpmvXlhPT17Z/Tk41I5KADQ
nseoy3SQMcYB5i/vcXtfNHLqJTjyNfcEqzJda7FV5jIiWTszMo+agH/jbFL6A/5x6uxJ5RvbYn44
L5mp/kyRR0/FWyuTlYD6XqORb3Yq7FXYq7FXYq7FXYq7FXYqxzzZ5E0jzPLbSX81xE1qrLGIGRQQ
5BNeaP4Zj5tNHIbNufou0cmnBEQDff8A2oTzJ+WWg+YNSOoXk91HLwWMJC8aoFQUFA0bn8cjl0cJ
mzbbpe1suCHBERrzv9aWH8kfKh/4+7/5epD/ANUsr/k+Hefx8HJ/0QZ+6HyP6038o/lt5d8rX11f
WBnnu7scWluWRiik8mVOCR0DGla16ZmxFADudFLeZl1kbSrzB+SvlbXdZutWu7q+S5u2DyJFJCEB
ChfhDRMe3jkxJqlhBNpf/wBC9eS/+W3Uv+RsH/VDHjLHwIu/6F68l/8ALbqX/I2D/qhjxlfAiqH8
gfJpt0gN5qPFHZw3qwVq4UEf3NP2BjxJ8AMn8leQtI8oQ3UOmz3EyXbI8n1lo2oUBA48Ej6174Cb
ZwgI8mSYGbsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirs
VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirzX8/PNmveW/JcU2iyNbXF7dJayX
iU5RRmN3PEn7LNwoD2370yEzQb9PASlu8R8hfnp5s8t6i8mqXVzr+nzKVktbud2dW/ZeOWT1GWnc
dCO1aHKxMhysmCJG3N9B/l7+bPlfzujxWLPa6nEvObT7igk493QglXWvhuO4GWxkC4eTEYs1yTU7
FXYq7FXYq7FWM/mF590XyX5fm1LULiNLl0kXTbV+RaedUJVAqAtx5U5N0Fd8jKVBlCBkXjlp/wA5
dxl4lu/K5VNhNLFehj7lY2gX7i/05V4/k3fl/N7p5Z806F5m0mLVdFu0u7STYlSOUb0BMci9UcV3
By4SB5NEokHdNcKHYq7FXYq7FXYq7FXiH/OUuoXqaHoelw1MN9cyySooqWaBVWNdv+Mx2yrKXK0o
3JeI2Pky7u7SxmgmtDJKzm6jlvLWJowrAKrI8ivWgJ6ZjHJVuXac+XNG1by/5k0XVNNlhuNTj1Fy
bWzuYbljaKIyWKwuzBGVpFb28O7HLuxkLBD7EzOdY7FUs8x69baHpUl9Mpmk5LDaWif3lxcSnjDB
GP5pHIHt1OwOKvENd/5yD1jQZn0mzig1XULeWT9I6hMXNv6zOS0NqiFG9KH7CuzfEBWnjiz1FGg5
EMFiylml/wDOTnmxNRV9T0+yn09mHqw26yRSKvQ+m7SSCvf4gfoyA1Mr3ZnAH0VpOqWWraZa6nYy
CWzvIlmgcd1cVFR2I6EdjmYDYtxSKNPm380ND1D8wfzp1DSPrYttL0K2iie5KhliUxrIwC1SrtNK
Rueg9swtTkouZgj6UpuP+cbtVWX9zrdu1uOskkTowH+qGcf8NmKNSO5v4GSfkXpmqeSvzX1HyrdT
+tZ6lYG4tZFPFJhE4MU3GrUPH1FI/hmZpsluPqI7Po/Mxw3Yq7FXYq7FXYq7FUl8z6Auqw2s0aRm
/wBPlE9o0iq3UcZEBYHjzQkBh0NDlWbHxxpsxz4S8q1v8uXiupWtbWK5trl63Gk3P+jLu8hVy6o/
JI3kJUBQaAfEwFM1hnKO0tnOx8JNksj8nflm1tqMeoXty9wYm5JKyCNiPgbiGrVq+mFJFF4cl477
ZGnjKRBIqIcfLMCwOr0zNg4rTMqqWYhVUVJOwAGKsP8AL3PzTrK+apgRo1nzh8swsKeoG+CbUGU7
/vd0hr0jq37eKXyXZ+WvMWpenLbWUs/1p2WKQDZ5FqXUE0qw6kfTmoMg7Gk2f8sPOMCQyXtrHZRX
EqQRPPPCtZJDRFpzJqx2AOATB5LT6Q/I+11ex8hxaZqkZinsLm4gjVuvp+oWBHiCzNxPh7Zn6WYl
Fw88aklvnD8tbCW81y4t5fq9x5heCaSeSOO5VJLYcarHKCNwx+/MTVEwnfRyMJEo0j9S8vvdaFNp
/o+jaSQelHKYkeNARRCI2HA8diBSmYojMeqjTdxA7Xup+TPy60y11rTNcLFr3SLL6gkqKkMb8gxd
vSjUKOTSsxp/XM3R8UpE9HH1BAFdXo2bFw3Yq7FXYq7FXYq7FXhP5mfnbqEPmT9A+XbpbSytZVi1
DUlVXdnDUkWMsGAVOlaVJ6bdaJzPR3Wk7PBhxTFk8gzqx/MbyH5p1f8ARFhqTevbI0iTSI0cUiqK
yBGk4klQtTUdN98rzY45a3qnDOmy4o8RHN5j5p/5yA1Ftasrry00tvZ2vKO7sbhY3huEV6owP21L
LWtKEbZPjPR2GHswcJE+Z+x79ourWesaTaapZvztbyJZoj12YVofdTsffLwbDpMkDGRieYYzrl5Y
eb3l8t6ZqcL20Vx6HmKGKXjcfV03lhUAcuEv907AjYsK1yoyPEK5MzhMY3Ic+TMIYYoYkhhRY4o1
CRxoAqqqigVQNgAMuaXhf5e+ZdB8yxWsOpLbprmlTP6SFQGOxQTxhjuxTZqHqOwpmikDHboXaA2P
NnPmKTy7pth9b1C9ja3hf1fVmUKEZRVSld+f8tN8ZQjH6TxH3IhInmKQ35LecF8y6frkwLcYdSf6
sr9VtniQRA7neqMTmy0YqNOJqfqtO/M/nzyJp0bwanqUTTIT+4gPrTKw7Uj5cT/rUzIyYRMUXHGf
gN2xNfzI8qiyju7i/wD9BdhxtI3V7lQxp8UNfh49WP3V2zWQ00zPgN8LmS1OMR4gRbPPLfmfypq0
Aj0TUILigJ9FW4ygdy0b8ZPpIzaQxiAoOH4nGbtO8krsVdirsVdirsVYv+Zvmg+WfJWo6lG3G7Ke
hZePrzfApH+pUv8ARkJmg5Okw+JkEej499Od43nKs0asFkloSA7glQT4txb7sx3q7HJV097NLtGv
BKbYBuYt2VJKlSFozBh9qldumLGYNbc1BVZ2CqCzMaKo3JJ7DFkzXy3+bPmTy/5QvPLliwUXD8rW
8JPO3SQH1ljHixoQf2TU9TtISIFOHl0UJ5BM/wBr2z8jvID+XNAbVNQjK6zqwWSRXHxRQdUjNdwz
V5P9A7ZbjjW7p+0NT4k+EfTF6HqF9BYWFzfXFfQtYnmkpSvFFLGlab7bZKchEEno4WPGZyERzJp8
oeVdK0zStdtdSvAblopObkj4VJ/bVR3WtRXNBPMS9gOx4iB3uf2PQvzMn0C+0KHTyI7qSZxLC6ty
aMAfbDA9TWmQEyOTiaPQnJI8YIiPveZWy6poun3tlp93KlhftG13Ep4lvSDBQxWlV/eGo6dPDNro
M8SSDzdb232bPFEThvDr3j9iW5tXl3YqujkkikWSNykiGqupIII7gjFL6K/JHzhqev6HeW2pztc3
enSIouHNXaKVSU5n9ogo25yuQcvDMkbvSMi3OxV2KuxV2KvDf+cndTkW10LS1YiOV57mVexMYVIz
/wAlHynKXc9kQ3lJK9V8i2Gh/kI11dSIup381rqPImvJnPGKFf8AVgkZvnXtkeH022Q1BnqqHIWP
x8XkuiNfLqcJsGiW6o4jacxCMVRg1TP+7+zWle/TfIO0yVw78kf5Fs4LzznodtcSLHBJfQCRnoBx
EgJXfarUoPfCGGpkRjkR3Po2z/I7yfb+bpPMJ9SRDL9Yg0xuPoRzE8uWwqyht1Xp8xl3hi3QS7Qy
HHwfa9EyxwGMfmbP6PkbVX/mSNP+DlRP45jaw/uj+OrseyY3qYfjoXies6Jb2flvQdRVj9Z1Jbkz
R7UAhl4o3XuGzTzxgQie+3r8GoM82SHSHD9oSNACwrsK7nKnLkaC3y3Z6vrt1c29pbtcNDFJcyEU
+CNNzUnr4Dvm31OhAiDDmPt/a8b2X25IzMM28JE/5t9P6rHSKEjrTvm0DypFFrChtVLGgFTQn6AK
nFXq/wDzjtdFfMmp2tdpbMSke8Uqr/zNyE3I053L3zIOU7FXYq7FXYq+f/8AnJ7/AI6eg/8AGG4/
4mmUZebvOyOUvgo/n5dz2WheUvLZJUW9qJbhN6F440hTsPs/H9+CfQJ7MiDKc/N5Dpv6N+ux/pL1
vqXxer9W4+r9k8ePP4ftUrXtkHazuvTzQ8bvG6yISroQysOoI3BxZEPt7Qr57/Q9Ov5NpLu2hncd
N5Iw5/XmVE2HjskeGRHcUdhYMH/OOb0/Jbp/v64iT7iX/wCNcwtef3fxdx2FG9QPIF4t+YHnLTLW
PQdGVXlk0/ToXuCpWgkugJuIr34MpPzzDlhMoxroP2u+0kuGeSR/imfs2Yh/jOyOwgloP9X+uV/l
T3uf+YD6M/K/y1puk/l39etnWe51e1N3cXC9w0ZKRj2jBof8qub3i4t3znwTjJieYfN+XOudiqZa
BY/Xb+SGtONpezDatTBaSygU9+FMBZRG7MPyKuDF5/hStPXt54z70Xn/AMaYJcmzB9T6SytzHYq7
FXYq7FX/2Q==
uuid:a173a4f8-a484-492f-959d-034747e0a59f
xmp.did:A8E38859A846E711A941DB05A820312A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:A4E38859A846E711A941DB05A820312A
xmp.did:A4E38859A846E711A941DB05A820312A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:A4E38859A846E711A941DB05A820312A
2017-06-02T13:06:20+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:A8E38859A846E711A941DB05A820312A
2017-06-02T18:12:38+03:00
Adobe Illustrator CS5.1
/
Document
Print
False
True
1
210.001652
296.999959
Millimeters
Cyan
Magenta
Yellow
Black
Группа образцов по умолчанию
0
Белый
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Черный
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK красный
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK желтый
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK зеленый
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK голубой
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK синий
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK пурпурный
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
Оттенки серого
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Яркие тона
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
13 0 obj
<<
/Subtype /XML
/Type /Metadata
/Length 21446
>>
stream
2013-03-28T16:17:54+04:00
2013-03-28T16:17:54+04:00
2013-03-28T16:17:54+04:00
Adobe Illustrator CS5.1
256
80
JPEG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=
application/postscript
MTP
xmp.did:254A2A909897E211836997AD1C32ECEE
xmp.iid:254A2A909897E211836997AD1C32ECEE
uuid:dffb4a7c-1118-4682-b9c4-745ee151b86e
uuid:cec8b38a-b554-4114-8153-922a27223e0c
uuid:dffb4a7c-1118-4682-b9c4-745ee151b86e
uuid:dffb4a7c-1118-4682-b9c4-745ee151b86e
saved
xmp.iid:254A2A909897E211836997AD1C32ECEE
2013-03-28T16:17:54+04:00
Adobe Illustrator CS5.1
/
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
Acrobat Distiller 10.1.4 (Windows)
1
False
False
130.776858
41.111013
Millimeters
Cyan
Yellow
Black
Группа образцов по умолчанию
0
endstream
endobj
14 0 obj
<>/ColorSpace<>>>/BBox[ 104.128 574.463 107.415 572.526]/Filter/FlateDecode/Length 178/Group 47 0 R /Matrix[ 1 0 0 1 0 0]>>stream
H$;jA{B>:EXW
Î$Fdb>
C|69G:YE[&+Dqғ
%J
f뗪Ų1fy$vmj\zX =@
t\%{ m15L;.E07{0 g4T
endstream
endobj
15 0 obj
<>/ColorSpace<>>>/BBox[ 93.1898 573.545 96.4765 571.609]/Filter/FlateDecode/Length 173/Group 46 0 R /Matrix[ 1 0 0 1 0 0]>>stream
HO;B1{\O?80xpJVX鬓P2bNgyз/w a1@o=G$DdžQvR| pY.S^i Yꠓp cV$(Ÿ&ɡ`ְ<6BVO#
@kyBAdIM}X]*7 ?37
endstream
endobj
16 0 obj
<>/ColorSpace<>>>/BBox[ 35.5187 665.601 74.979 651.48]/Filter/FlateDecode/Length 213/Group 45 0 R /Matrix[ 1 0 0 1 0 0]>>stream
H=N1=jؙ+H廿Z$XĎ^?ʥ9 (2={$Xd}ԑX9.٢;Rzf
Dzk5ɊNB)N3d4ay-ݨjjC%s4>,jP?ڱC7Oyx
n SWC
endstream
endobj
17 0 obj
<>/ColorSpace<>>>/BBox[ 58.6223 652.651 62.4015 650.425]/Filter/FlateDecode/Length 179/Group 44 0 R /Matrix[ 1 0 0 1 0 0]>>stream
H;1DIMA(8
@Z((/DfF-9g26K=˃|m AZyJBtlGIbAۧLN'Pd2I