%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
niagara-advance-specs
2018-08-21T11:24:25+03:00
2018-08-21T11:24:25+03:00
2018-08-21T11:24:25+03:00
Adobe Illustrator CC 22.0 (Macintosh)
256
172
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgArAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9DpFmRbUuVoPW+r819fj
6npVHPhWnLj1pXvgra1VxFgtNLhFgtNN+l7Y2tO9LG0UtMWNrSxoh4YbVYLfnXso3Zj2w2tOSG1E
mwY0G7bD22FMbK0FC9sw3KSI8lWgZT9pcMZIISua2ITmVIStOR6VPav05O2KUpdafcsUtrmKZxWq
xurkcTQ7KT0JwiQKkKUsPXbJMUDNFhV6xpIppdmP+KI/+IDMKXMuQOSKyKWN/mLaXV35N1C3tYXu
J39HhDEpdzSdCaKoJNAK5kaUgZASxlyeKf4U80f9We+/6Rpv+ac23jQ7x82nhK+Xyn5iBX0tJ1Bw
VUvztJVo9PiApyqAeh7+AwDNHvHzXhLoPKvmcTRk6PegBhU/VpfH/VwnNDvHzXhKbf4c8w/9Wu7/
AOREv/NOV+LDvHzXhKq3l3WXCn9FXkTUIZUt5WX4UAU/FvV2ry8O3hg8WPePmnhUv8OeYf8Aq13f
/IiX/mnD4sO8fNHCWS6xo+ryavfSR2Nw6PcSsjrE5BBckEEDMfHkjwjcckkG1JtG1EiULpt0gJBh
5RO7ChpxLAIKUNa8eoHTfJeIO8LSk2iaxX4dPugPeJz3/wBUYfEj3hFFPbjTdRJhpazGlvbqaRts
VhQEdOxFMoEx39SyILcelXJib1La5Ev7AWBiDQd2LLSp/wAk4mY7x81pTfS78sSlncBa7KyMSB8w
or92HjHeEUWUeVYJ4NPkSaNomMxIV1KmnFd6HMbMQTs2QGzyzzB/x3tS/wCYqf8A5ONm0xfQPc4k
+Zej6ozx2DsjFKsiSSjYxxu6rJID24IS1TsKVOa2HNySlcaldZTSVsIxokbLbwyBgGS5WA3HqIR+
8DcGpy6135Vrlp+niv1foukda6Kl1rWv29gHtrM3rGGL0J0RnEjtI4MhWOg4vFGHoD8JYDeuwjji
TuaUyKMfVtVV5f8AQn9OKaT4UhkkdooyAoXkYlLSBXcMGIACrQswrAQj3pstLrGrfWEJsm+qCWYS
SiGfkYgYzEwUqJFakpBHBqsp6LVlfDjXPf4LZVP0pqi6VZ3Mli31mWZYruNUkb041ZhJKE4+pQql
VHuOvccEeIi02aUrTUtdlW1L2dRII1uG9OSIrI7BnHGQ7LFEGq9fiYgDuMMoRF7oBKFl1/W1sDcD
SZXm5IPRWOWvxtzputSFi+Fnps/Yg5MYo3V/j8fYgyNckdaXl/Jdx28iFrZrczfWPq8sAMvqshU+
qxKkIB8NN+taZAxFX1vvTuj0T46eIyBSoThlmoDQMKH3GRkUgIqBQIfpP6hkGTbD6T2OKoeS0tHY
s8KMx6llBP4jDxFFBg11HSRxToSMzQ0F6Zpf/HNtP+MMf/EBmFLmXIHJE5FKhfzi3sZ5zNHbCONm
+sTDlHHQfbcBkqq9T8Q27jCBZQUpvPMmnrarfRa1YQWE3wQXMw5xtKFkBpIJo1b4wp4jeisK71WQ
ge5Bl5ulv9TEcUP6UsIb6QqArW0rgk+qxVU+sRsaogp/qOab0R4fJbTf67bfz/gf6YOEpt3122/n
/A/0x4Stu+u238/4H+mPCVt3122/n/A/0x4Stu+u238/4H+mPCVt3122/n/A/wBMeErbvrtt/P8A
gf6Y8JW3fXbb+f8AA/0x4StqN5rOl2VrLd3l1HbWsCl5riY+nGijqzO1FUDxODhK2rfXbb+f8D/T
DwlbVI5UkXkhqAaf51wEJeK+YP8Ajval/wAxU/8AycbNzi+ge5wZ8y9XMUckbRyKHRwVdGFQQRQg
g5qbctCJoMHofVfrE/6P48PqXMcOFKcfU4+tT29T2+ztk/FN3Qv8fBHCmcUSRoscahI0AVEUAAAC
gAA6AZWSzpUAyKt0xV1MVaIxVaRthVbQEcSad1JxQovHIG2UmmSBRSldR/FGTsTXbv2yJSFeNR6X
0/wGBLTDFVMg4qwm+QCaT/WP68zRyaC9E03/AI51r/xhj/4iMwpcy3jkiMCVC9F0bWT6osT3IFYo
5yRGxBrxZlDFeXTlxbj14tShVS210jVUAWXUml9NoELyW9uC8UJLO/7sL+9n5cZGoF2+CNOpNopM
FtpqryMJUOxcCIgmM14KPjNGG1W7+AxtaWpa3IMPqNAwUv64WEryBrw4Vkbhx715V9sNrTUVpdj0
PVe3fjy+s8YGXnX7HCsjcKd68q+2NrTcVrdAQ+s9u5UN9Y4QFeZP2OFZG4U715V9sbWm0tbgKvNo
CwjIciEgGTbiwHqGijeq7/MY2tNrbTfuuRhNEImpERyegoy/GeK1rsa/PBa0lWty+ZLMad+i9Ng1
Vri4ittQNVtxbRSV9S9/eOfUSKn9wvxtXZtsNrTGfMHnDznYaxqOkaZ5e0/U7+CK1Ok2jaha21xf
CaORri6WGRy8UUEkXDgwq+5D/CcbWkdbeY/Md5e2Fvp9hpd9BK81nq97b3kbxWV3CkclSAfVl5o7
lYQgYUHJlVuStrTaXPm7UrbUZVthp1/pdxJYppttJZXC3FWidLx3k5GKsL80gYowBPLlVCG1pk4g
vJIGdRDBJIiGKOWHm0bdXEnCXi/h8JFPE42tIuJGQuDx4Fqxqq8aDiBRtzU1rvttt7mKXi3mD/jv
al/zFT/8nGzdYvoHucGfMvX1tph+z+IzT25lKghk8PxGNppcIn8MCW/TfwxQ36beGKu9NvDFLXpv
4Yq0YpPD9WKFFgQSPDJIU2dh0JA+eNKhyCWGMkBFotI/p/gMiyWNiqw4lWKz20Su8spBFSadhv8A
jmUDs1EM4siDZW5HQxoR/wACMxZc20K2BKD1i6trTTLi4ubk2VvGtZbwDaFa0MrEhlVU+0zN8Kip
b4QcIQUqinld5Fa51KMRXMVirvatSV4wJHmXjGxEUnL03lYKnw/Dx2YzvyQl8PmizW2066F3e3EO
pzCG1kdIVQiaeKGOX1OUcbRH1lMboxDg0Xk7Ipb8lTFtZVbiBHS+jtJ0kk/SEsDxW8QhDF/XMjJJ
D9nYyIA1RxJ3wKti1+ynjs57aa5ntbuW5he6EMiRW31MSCdrppfT9ELJCYqN8XPtQMQ2qKtb5bhL
dg15F9aMoiWW2uEIEJIJkqv7rlSqepxLdt8VUrvVFh0+W7RrpyltLdokkFxCCsIJKuzoPTY02Vt+
9MKqej6tLf6da3U4ntpbtZpBbKks5iETEenO8a8I51A4yRV+GTkil+PIi1S3zN5o1PSoUnsrKS7t
vqcl7cXN08tjFCkc0KsJDJE7chbvPOVCl+MRHAlhiqK8ua/carpEV7eQ3FhdPFNPNZost16SwzPE
YmlhX0zcDh8cCkurVWhpXFUyW4hUsVe6BeD64xFrciqUAofg/vaD+6/vP8nFVK61Rbcwml7JHIqy
SSJbTUijdWKlw3FmYsoT00DSAsKoFqQVQmia9Lf6KNSulmgPFZClqs99FJFK5EEtvNClJ1lj4yfA
KqG+IA4qyG1P97GWd2ifizOrKKlVb4S2zCjdVqK1HUHIFIeM+YP+O9qX/MVP/wAnGzc4voHucKfM
vXNf/S500ppO15LNbxGQcOUUMk6JcTJ6nwF4oGd0DBhyA+FvsnTwq93NKB8m+YJNd0tb+VRHJcD1
fQiljvLeJebwhIryBRDNUwF2UMzIWo1AVGTyw4TX4+SIm0p8u+bdUufMV5ol+9oZoZ29GCO4Z71R
6SSSrNbrbIUto5HkSG4k9P1AsWx9QO8p4wI2Px9vPvHvQJb0yHUZtSOm6z9RV5b6FJFsYomijcyf
V1ZFR5lkiVi7bNIrKO4I2yqNWL5Mj1QPly68z3Oq6g2ptaSaZFDBBZT2MgkikuYZrmO8ZlZRJC9V
jDRF3CEUDseWSmIgCuf9lIFsB8kfmLqeszeVrObWg+t3E7rrmkl7N3MaWbs9Vjt4inF1glVUkLgy
So/9y3HJy4RHiNbdPxf4272EZ3TMvPPmibS5tPsLS/gsrq9niilWaMtcPbylkdtP5kRS3ERAPp0f
qvwMzIklOLHdkj8efkylKmTWEt3NY2015bi1u5Ike4tQ4lEUjKC8YkAAfi23IDfKSBezMNXSU+Md
9jhCCgmYb5Jitj3bGShGUHD6f4DIMnhH/OR/5teb/Il7o0GgTQxJfQztOZYlkJKMgXjyBoRXbt41
2opeseU9al1zyto+tSxCGTU7K3u3iU1CGeJZCoJpWnKmLFj19IxlcFiaEgA9t8zIcg0y5vQ9N/45
1r/xhj/4iMxJcy3jkiMilp1LIyhihIIDrSoJ7ioI29xirHGs9Wv5Htkk1XRDFLeKmoIukPzUzRyI
ygrdkI4ZhFWMNxVjL8fAlVbptlrcNtFcTXesTTXRt2mtp10cSwlJolk9QwRpG3OOvqcHb4A3p0fh
iq+wm1m1L2b2erXC2PrML+U6Sovi/NxRYXi4nl8K1ji3I5V+I4qmd1p80s8Bt5vqwhlWZ5RFE7FC
zPJFGWHwGU8VkYqfgrxo55qqmGKqN9IIrK4lLmMRxuxdSgZaKTUGX92CP8v4fHbFW7W7trqL1beV
JUDvEzIyuFkicxyoSpI5JIjIw7EEYqluuX1nZzWsl1q50yP9tTJaRoyiaH4nNwrPQuVt/wB2f93f
zcGVVE6HdxXulW97Dctdw3gNxFKzQSUSZjIsYe2rCyxhuClS1QN2Y1Yqo7FVGaeVJo41tpJVYEtM
hjCoQyLRuTq1SHLfCDsp78QyqH0ORZNLhpevqDJyilupTA0plicxypJ9VVIOccisjhFADAjFUdir
xPzB/wAd7Uv+Yqf/AJONm6xfQPc4M+Ze2EVFM0rnKcECQIUQuQXeQmR3kNZHLsOTljxq3wr0UbCg
AGElVCCHUluec1xC8BEvKNInR6tIDDRjK6gJEOL/AA/E3xDiPhwkhCvOtwyAW7pHJzQlpELjgHBk
WgZPiZKhTXY70alCAlQsYdVjklN7cwTowj9JYYXhKsEAlLF5pgQz7qABxGx5H4sJI6ICvDE8akNK
8xLu3J+NQGYkKOIUUQHiNq0G5JqSClQujqIvrQQBGsX9RbwcayK3ENG4cyJxX4WVqIzEsvQBjhFU
e9CLyKUDdz8n4jov68nEMSUIzZMMW7dgZCCR2yMkhHkfD/n4DK2bwv8A5yH/ACi83ee7/RrjQTa8
LGKaKUXEjRsGlK8WWiMNqf03woeneV7EaJ5V0fSbuWKOewsre2l+JQvKKJUNKBRSo7AYQCi2OXso
9eQg1HI0I+eZkBsGmXN6Tphrptof+KY/+IDMOXMt45InIpQuqRPLp86xmcShC8X1VkSbmnxJ6ZkI
jryA2k+A9G+GuKpVdeXbN72xmMN07w6q+omaKYcRKbSWIPIZpGkEXBxFwip8VBx9IvhtFKdvolnN
qUc40680+6T07z9JNNE5LuR6lo376diAi8GXh6ag/u2rQhtaU7r8v9HuodLimd6aTNLcwk8ZvUmu
VlFw0q3IuFf1GmLVpyU9GoSMbWkXpflDTdOuLSaEvI1ib020sjyGYHUbj6xOruGUSIW47SKzVVWL
Ft8bWkwh0m1hFsEe4P1XmIudzcPX1ftepzkb1afs+pXj+zTG1pRm0eBLR0ikvCyW8kEfC6maWjgm
oMshUyV+y77jxAxtaVk0qFVhVpriQwI8cbNPKCUfaj8WX1Co2V3q3evKpxtaS7U/K+l3bRo0NwZz
aS2MGpCYySWqMySiRDO7/vfVhjdZODNyRSegxtaRGm+X9LtNPt7a0gmsLaKzWyiso55Y1hhp9kLF
J6YkXp6q/F/lY2tIn9E2v89x/vP9U/3puP7v+b+8/vf+Lf7z/KxtaQl/5btLuS0YvIPqpCh3lneR
UWN4+UL+qPSmYScWmFXKFlr8VQ2tLNJ0sT6Mi3i6hbzzRRRXCXN1wua2/wAKvWxlMETSceTegVDV
3HbG1pN44lRpGBYmVubcmZgCFC/CGJCii9FoK1PUnAl4t5g/472pf8xU/wDycbN1i+ge5wZ8y9cF
hOP2l+8/0zU8QczhXiym8V+8/wBMHEtLhazeK/ef6YLWl31aXxX/AD+jG1p31eXxH4/0xtNNG2l8
V/H+mNopr6rN4r+P9MbWlps5z3X7z/TDxBaWNp9wf2k+8/0w8QRwqbaZdHoyfef6YeMLwqb6PeHo
8f3n+mPGF4SovoN8ejx/e3/NOS8QI4Ch5fLWpN0ki/4Jv+acPihHAUJJ5P1VuksH/BP/AM0YfGCP
DKFl8i6y3Sa3+ln/AOaMPjxXwyzWyheCyt4HILxRojEdKqoBpmMTZbQrYErJjMEBhVXfkoIdig4l
gHNQr7hakCm52qOuKsPufK91f+ZJLnUfL+h3VmsbW4nmtled7e4mmL8bhubVCN+8t2gCMX5CY1ZV
OyN02nn85MhMcdhbF5JWUv8AWLgxW4gAj5JGIxLL655MgdQUHBTX4w7Lur6WfNalf0qthIJZ5mf6
qZk9C3/494x6gf6xJ/PJ+6HgmOy7oW0vPOVxc6NNPZ22n2k6TPrNlIWuJ4mKA28cU0TCLkGBMhKl
f2VNd2dl3TKC41l47ZpLS3QyBzdKLiQ+nQfuuHKBC/L9rkE4/wCVjsu61J9fKrzsrQMYnLgXUhAm
BPBAfq4qjbVfqP5TTd2XdctxrTRWziygR5IedzHJcMDFNwqI1KxOHXn8Jeo23APTHZd0l1mLzjIZ
57ZriAiyRY7WwuLJlN2bjkeDXtoT/drxd3bjxY8Yy9GDsu6YaXD5ltbdo7uWPUJDEZRPLKsbC4IH
+j0hto19EGtJac6dVPXHZd0Z6usf8stv/vPy/wB6H/3q/wB9f3P91/xZ1/yMdl3SrWLK+1FHt9Q0
Oy1S19K3kjtrqVJIBdCQ86CS3YgRg8vUO+w4pUnHZd12kTeafqt4bizYzr9WNml/cwAuTbQ+uCbO
BlRUk57kMWflTjHwx2XdPIzMWkEiqqBqQlWLFl4g1YFV4nlUUBO1DXegCXi3mD/jval/zFT/APJx
s3WL6B7nBnzL2zNK5zzc6HrOoWXlrUNKu9duLSezSyu4ZNXtYUFp9WnQajNNai5+sXTrMGjMMnFn
9N2K8KhVF2Og6vpXlxrO6i8wa/PMFnflqsK3Uao9vCtuLiOTTgHEUQlamzMJQ0jc/wB4qiovK2oz
3Nvay3uuQ/ozUIb2TVn1GNUv4w9zcCH0oQwMQe4EcsRghqoVVZ1jXFUFqWiTWtzDHda1f/pa5vH1
LTNOh1kR3Fx9XcXcljbQSxW8M0KetMnGT/dfph3C8fRVbPku/uBHp5TVLCxvGaW5v4fMmpS3FuIY
19Hj6pdvUeSaRWjRvS4rzZmYRqFVCaXzZcTS3C6VfXb2Oqy3c1haa3AkvK2ht7a0t541EEaJcwym
+e29XgKAsW9T08VTO00/WvL9hJJp+l6hqs9nNOiw3GsyXMt1HM0PCWM3r+l9hQWWQxmNlcR81ctI
qq23l7VZ9QtdZkN9ZyC3lRtNbVpnRHuUMxkkgCyQPNFPNJEo5mJU4la8Y1RVWn8v3LeYJJI/0j9V
lghV5/0pMtvExubi6ka3gDMzzCb0lb1AE9Gka/CrROql8nkSa/a8+s6hrtiZNXS8k+r6xPwlt4oy
FjgIIaG3l9UtNCojZX5BGKJESqq6LpevRtqttqC6vFc6hJOi36X9tdW1tFc+tOhsuYgkUW7NwUy2
3MM6pWSGMMiqH0nRb++CXL2+saY99ZyWl1E2rXUiW5tJ0iWJluCWWW4iio11bqx+2ySksszqt3fl
bXbTmI7zWdXih0v6rbW/6TigDSQIbfm0qx28xvJopWkV3dozJUsUMcLYqza1t47a2htoy7RwIsaN
LI80hVBxBeSQu7ttuzMSepOKqmKuxVDaleWVnYzXN6f9GRf3ihGlZuXwhFjQM8jOTxVFUsxNACTi
rHFv9CtNaj1o3GnFLkSaUht7F/r/ANbLyXn1eS4WRinwhqwPECZTWvJgmHhKLCW6dqPl/wD0Z7iX
Tbiye5Ams7fRLmGeXWbeUr9YjVpJmUxCFesbMoCv6nErjRWwt0LzH5SA03UIIIGaawSZGtdHngnn
a2ragWq1kkrar9YBt1V3WNxQ8f7xorYZBpcvke8+rXNhHY87qGbTLJhHHG81rZSMkkEIIVngRlJA
WqU+IbGuNFbCNsLzyxGRJp89kh1aSW4V7doh9aljULLICh/esqoA7bkAb9MeErYVU13RHRXTULZk
eJ7hGE0ZDQxmjyAg7otN26DHhK2G4tQ0WCG1iiubaKGWHnZRq8ao0EaA8ogDQoqUNV2AxorYQ1zr
1mn+k297bXFvHZy3j2kbxGaWMFeE0crzRxLEtHDFhxJI+JeJ5PCVsK0GqaNGpJvbT1pLcX87o6IH
hChfrNOTH06KBzJIptXGithU/TWj/wDLfb/7z/Xf71P95f8Af/X+6/y+mNFbDHPMtzpsMz6/YjTL
vU4LJTC5htpbz6pN6i8lnmu7JBb+pLG5BkClVdQSzqVeErYT5NY0q3gnN1qNoptOL3kgdIkjE5rE
XDO3DnXYsfi7Y8JWwjo5oZGkSORXeFuEyqQSjFQ/FgOh4uDQ9iMCXi3mD/jval/zFT/8nGzdYvoH
ucGfMvbM0rnIM6LoxiEJsLcwrcfXVjMScRdep63rgUp6vqnnz+1y3rXFVun6Doemx28enada2Udo
ksVolvDHEsUc7rJMkYQLwWSRFZwOpAJ3xVq38v6DbLClvptrClvIk1uscEaCOWOAWqOgCjiy24ES
kbhPh6bYqpXPlXyvdMjXOj2U7Ri5CNJbROVF7y+tgclNPrHqN6v89TyrXFVK48l+Trm/k1G40LTp
tQmjaGa8ktIGmeJovQZGkKFiphPpkE04/D0xVM7WxsrT1PqtvHB6zK83pIqc2WNYlZuIFSI40QE/
sqB0GKq2KuxV2KuxV2KuxV2KuxV2KuxVRvoZZrOaGIoJJEKqZV9SPcU+NKjkviK74QqSQeYJPq+n
GU3TyagxijZdNvkAkRuDNMjQs1shbdTMQKb1I3yVhG6Lh1GaWdoFMwdW4kva3CJXnJHs7RBCKwNu
DShVvsuhYWF3Rnp6h/v1fu/sxsLu709Q/wB+r939mNhd3enqH+/V+7+zGwu7vT1D/fq/5/RjYXdT
trKe1t4ra2EUFtAixwQRqqIiIOKoiqoCqoFABjYXdUZL8KSZFoBXYVP3BcbC7u9PUP8Afq/d/ZjY
Xd3p6h/v1f8AP6MbC7oXU4DJaenfol1bSSRIYTAbgF2lURkxqj7K5VixFEpyJABIbC7or09Q/wB+
r/n9GNhd1eETBSJWDNXYjw+4YDSXi3mD/jval/zFT/8AJxs3OL6B7nBnzL2zNK5zyHytoPm6LWIn
tbeexIH76aaN44zHUclblx51/lB99qVG1zZMZjubceMTbPxbeZ1eUcuaNIzRlpwCqjdFoIejfZat
So6EnMG4fj+1t3UbWy83iz4XFwpuunrLIpUUcEHj6aVqjEMK/silCxIJljvbkoBWWenedQ0Qu79S
oiAlMfEkyiflUVVdjD8Hsd6YZTx9B+K/WoEnfUPOn6UMgu1XTv3n7l2WRqkNwPwxxGgPH4edf8o4
8WPh5brUrXxad5tWFud9zl+rFULFf96mH2vhVR6aFfh+Enc17YDPH3dfsWiotpvnc3FyVvwtu8YN
spKMySVViCfTUcdmUHfY1pXJceOhsipOOl+diSDqVAsMgRk9Mcp/UYxlgyPRPTKggGv68ePH3LUk
da2nmNJw1xOJIihDqDQiQOSrLSnwsjUKnpQbtucrlKHRkAUTcW+rtBItvJ6dwVYQySVkRXp8JZA8
ZYA9QGFfEZEGKd0g8wWnnBZtMuLdJ76K1nWW6trOQQmTiEIBR7u0DKSr/amZByAaGX7SWRMN+n49
347wxNqFvrv5pfpNWl8qqdJ1CcIFbUbb6zp8SsI3lkCIEkV0pKsaO7BuYL0KKqYY6+rceXNbl3IG
+1L80tMkvrTRvLdzrMbPcSWt9f6hZ28aSPdzzRcIUklnkiWOSNKPMlVQDhHvWQjjO5NfAouQ5Bkf
kaXzVcQareeZNOfSbi6vg9ppz3SXgit0tLeL4JIzxAaWOR+NBuT41NWXhFCJvZlG+rJcqZOxVTuY
PXgaEu8YfZmjbi9K7gMN1qNqjcdiDviqRwGw9VNVW41UtcXCUjkivOI+txwBYzatFxjiVVTk5jHp
Nz5MrGWptUQ2qT21mXukn+vW8bz3FvBDPcQlxCZWhjmjtQ0qLWiMkfNiAKFqrgVTUa5KLMQalxki
vpfrZn0+QLNaiWUCEDnEY3VEAWfkUanLgQ6jDaq+nWnmGK9kF/fR3FjGOVs8caxyyF3k5JcLRlpF
H6XF42XkeVVApjao6K3mQRcrqWX0wwcsIh6nLoX4ov2e3GnvXG1XLBKFQG4kYqhQsRHViafGaKPi
FO1Bv0xtXLFIPTrM7cEKtUJ8ZNPjaijfb9mg36dMCqU9tem2dLe8aO49Bo4pZESRRKR8Mzooj5FT
+yGUHDarzbTf8tco/den0i+1/v37H2/+F/ycbVr6tN/y1y/3XpdIvt/79+x9v/hf8nG1WXeni6gM
UsnMUjMYkjikVJYXEiThWWnqK6qw7AgEDG1VZbeVxLxuZIvUChSojPAjqV5I32u/KvtTG1VFVgzk
uWDGoBpRRQCgoBttXfArxXzB/wAd7Uv+Yqf/AJONm6xfQPc4M+Ze1SGQRsYlDSAHgrEqpamwLANQ
e9DmlDnJHqepataXEcTX2l2rzcvq8N0XDyVm9GPj8aftz20ZoD8b/wCqGtHB1v8AH4LHdBt5nuIL
C/v59Y0NrPTwbW8ujOYYbXUA6I0NxIXkVeHMDi3FiSBRa4/u/P8AYu6tqGv3lvobaxJqWj2NmQs0
NzcTM1o0EnprG5ui0Kjkz7EKQeSj3KOC97pd0QnmbTgzs+saZJF9WOpoqzKhGmMVpdsxd/3Sjn+8
pwbbdd8h6U7oHT/OVrqX6WvLDWtDutJ0+B5DcW92J/QNCUe7dG4RxkI7Hwp1NK5L0UOd9UbohPNd
hd6ct3Ya3pDwEXVw96J1mgFpauBJIOEig+kskfqtzCoT7jAOHzTu6w826bcnSPT1rSLldUaRYWgu
UPrtBGBKlmAzesUmNWIPwrsRXfE8O/Nd0dD5p8sTvqCQavZSvpPL9KqlzExteBYP9YAb91x4NXnS
lD4ZBKnN5y8oQ6RBrM2uafHo9y5ittSe6hW2kkBYFEmLcGb922wPY+GKpnaXdreWsV3aTR3FrcIs
kFxEweORHFVdHUlWUjcEYqq4q7FXYq7FXYq7FULqr6gml3j6aIjqKwSGzFxzMJmCH0/U9MNJw5U5
cRWnTfFUquIfNNnpk1toltaPcrCiWUuo313OokW3ZOUxaKSV1WRI6/HykBZiVb7SqWavoPna8XzJ
Fb3FnEt0YToEv1nVI2FRGLgXKwTwmLaBRGbdx1ZiKu4ZVHWV9qJu4C8bDRb6aWSycx6ibwLLFG6r
cRyRj0P3z3H94VVFWNVWp+BVO7XUba5lMUQlEghiuSskMsVI5y4SvqKvx/um5J9pduQFRVVE4qoX
7wpY3DzeqYVicyiAStNxCnl6YhrKXp9nh8Vem+KqWjx20el2i2puDbGJWh+uNcNccWHIeqbom457
7iT4h0OKta1piappsthI7xxTlBM0ck0LmMOrOqyW8kEqllBWof5hhVSqjcVdiqG1GVEtijeoDORA
jRJLIVaX4FY+j8aqCd3qoXqWHXFUTirsVeJ+YP8Ajval/wAxU/8AycbN1i+ge5wZ8y9szSucpXNr
bXMYjuYUnjV45VSRQ6iSFxJG4DV+JJEVlPYgEb4q82sfKUE/ljWvKsITT7J717C3lXy5DFFLcRrD
NFeS2zpJbXCAx+nJP6MUblf3fCiMVU7f8vXRb+GxurGxtryS2VhDpVp6k2nw1STTr0sDHPb+g3ow
8Y42jQLUyfFyVQ8f5b6h6M8Z1W3R49On0fTZhpmnvL9UlR1jivW9GOOaGFiskcEEcCCnF/V+1iqt
o/5d3ula2t3Y6tDp2kPawRXeh6ZpdhaQyTwvzcrKY5Zlt5OUn7lmZlMjFZBiqIufy60eTRdX0mC2
06C3u1lTR4/0ZaPDYLNFDVRAV9OcfW7cXLcx8TcQfsKcVQ2pflzNzX/D17aaBHYpNJoX1bS7FpbG
6nj9OQRSSRui20tOcsaxCVmr++CUQKok+RrqW9W5uNTjC3kbL5ljg0+yQ6sxZRHFcvLHO31WKHnC
ke8nBt5WIqVW5vy40S40uDRrhIG0S0vvr1npgsNPMCKWkdrcxvbyR8CZmHONEl4/t8izMqir3y95
neC6isvNV1bvParFBPLa2MzwXMYjCXCBYYkYScXM8bq3Ll+7MVMVVZ9G8z8VFr5idSYGika4tLeX
9631dRMnpiDiyrDMwVuS85akFEWPFUJL5e88SWMluvm0xXE19HcteR6fb+pFacFE9nbq5eNQ0gYx
ySrIyKeLeoRyxVlGKuxV2KuxVDaoWXTboqrORE/woZFcim4Uw1lDeHD4vDfCFYpZed9Gl+rXf6W0
g28lbd5otWWaP6xGVX0kBKpI379ORNGqy7bjJVFjuizqoa4i0xp7MXZhhk0m2GpyCe5+EzKXAIkZ
GNq3x/vOaK9duSlqK7pgPMlgVuGF9ZFbOR4bsieKkUkfAOknx/Ay+qnIHpyHiMFBO6rb6zFcm2Ft
cW05vIDdWgjlR/WtxwrNHxY84/3qfEu3xDxGNBd0V6l//vpf8/pxoLutlnvo42kaIFUBYhQXagFd
lUlifYDGgu671L//AH2v+f040F3WSreyqFaOgDK/wuUNUYMN1YGlRuOhGx2xoLuv9S//AN9L/n9O
NBd3epqH++l/z+nGgu62X69JG0bRgK4KkqxRqEU2ZWDA+4ONBd13O/8A99r/AJ/TjQXdXhMxU+qo
Vq7AeH3nAUvFvMH/AB3tS/5ip/8Ak42bnF9A9zgz5l7Zmlc5LtSsLm5vLV41iMcQq7ztLIgK3EEo
AtVKRO5WJuEzNyhYAqrBmGKpHe6P5jvrWW7ureL9IvcCD6vHfXscP6LW8E4YQxukSX4gHEOp/vP9
2en8OKqiQ+bbySdbiyisrJr+JI0W9uHuPqtrO1LnnG8S1uVjj/cBgEUlnaYkw4qiIdJ1m21aC8sm
VbaWO5/SsN5c3k7PLz5wLao00kEEbO7szcCQgRAoH2FXFPNp0iO3ksrSe+t4LNzIL+6tI5ryJ0eY
B0iuZltxx25lmk3R14nkyqWat5AjurfT7O0tbeHT9ItzpFlA11fqz6Vc/VI7pHeCWH4vq8MqojiW
riKTmpDDFUyj0HVtKnli8uSWtvYX1xcXl2Lz61cvHc3KzSSSRKZwvCS5eJzEvpqoElPikBRVHeXf
L9lolgLa2iiid1hNz6CvHC0kFtFagxRPJN6SCK3RVQMaAdSakqppirsVdirsVdirsVdirsVadQ6M
pqAwINCQd/AihGKsV0M6XPIumPexG9ls3k+q2+t3d7P9XkNJJk9Qxy8VuZJYlmG4CpQrsiKonS7v
RtQtYUlv4fXiuEv0Sy1Sa4BW7lkktGaQNC7xTqapEwMX7ChlUYqiNM1S3tIZbK/uLS2FncNY2o+v
tdyukVuLhPrD3CxyC4NuDK6EuePx82Briqcs6IKuQoJABJpuTQD6ScVWtNEjojOqvIeMakgFjQtQ
DvspP0YqsWS2vLdvSlEkUi0LxP2dQQVdDUVVgQQffFVHRrxb3R7G8VonW5t4plaCVriIiRA1Y5mW
NpE3+FyoLDegxVGYq4Yq7FULf3ht/q6J6RnuZkhijmkMYYbvLxIWSrJCkjqtPiK0JUfEFV+n39nq
NhbX9lKJ7O8iSe2mX7LxSqHRhXsykHFVfFXifmD/AI72pf8AMVP/AMnGzdYvoHucGfMvaJ0mdAIp
fScOjFuIaqq4LrQ/zqCte1a5pg5yW3F1f2V3PJcXJltvRe4jt4LGeUpHbupkAeJpOcrpJxVKcnO6
KeLDJExrkjdE6hqNvZ8WlNwfT5SPHbW8twzKIpHoyxRyt0iPGlCW4qKlgrQSh7i9uH1NbJJZbaaO
FrlwlrNNbvEJ0A/0kxrF6pRGUxBufxcqEKDkgQEbpZ5l1y6toNTubGS/5aXAvr2cGlT3TzPNRovq
ZKxrNJ+y3F2RP2+FCcMJRHMWpBTK88wRWDW0U9teXTy3aWE81rZ3DxxyPAZhMwAc/V+iGReSq7cW
IoxWBSsh816bdWs9zYRXV6lrfjTJhFbTKRMLpbSVl9VYxJFBISZZELKqq25pTFUWdZsxc3Nt6d16
lo8EcrfVLn0y10QsZik9PhKo5fvGjZhH1cqAcVUIPM2nT6kNPSG+FwZZYOcmn30cHKAVc/WHhWDg
f2H58X6KTiqZPMiMFIapIAorEfFWm4BHbfwxVStr6G4tYLqNZVjuApjWSGWKQBhUepFIqyR+4dRT
viqsZF48qNTlx+y1a8uPSlaV79Kb9MVXYq7FXYq7FXYqhdVs1vNOntWT1BKvEKJHhavZlljKvGyn
dXQhlO43GEKWHae08+rWscGpWVxdrbPqZ0iO4sXE03OSEXLBLRZ+BeTi06MtGRRxPx8p7d7Hdu20
TUpdP02HRNakkgtLMzW14k1jPLcvPCIoLmWWW0uS3q8XlMyn4mZqh12A271Rmn6Vd3BXU7d4luku
uPo2s0M1rAtvI0VxbwloaIWf1DMQiys/wGQKq8XbvXdMl0WaO4sJYAsCae87RwRxWwRhOGBQn0y6
KvKo9JlJp8RberY70tWOi3NpPHIrc44S/wBWgMVqiRCR5XZY/TijdQRKqn4txGlfi5l3bvVDeXfL
N7o1qtrLez6tHFCttbm/SzLxxLsyh7eG3Zufw8ufKvEd61du9U1htHhjgjjtIgttH6MFQGKR0A4h
iSaEKK+OO3erhZ0AX6jBRYjbgcFoIT1j6/Y2+z0x271U47WGaNZY7O2kjkgECSKqMrWzCojBB3jP
h0x271X/AFFf+WC3/ufq32E/uP8AfXX7H+T0xsd6EFq50q1SG41UWtnDGGVWmlWCN0igldo5AXRJ
Y0h9WTg9VXjzpVah270oiLS41tBbfU454Wjjidpybh5UhFI/VklZ3lI/mdia71rjt3qmNsjKJGaN
Y5JG5OVAHIhQoZqdTRQPkMiUvGfMH/He1L/mKn/5ONm5xfQPc4M+Ze2ZpXOY55wkmtvqV6bBruwg
kQ39x+kDYx2kSXMFw93OjNHFJFCkDOxqW29MKUlkKqsb0LUtJtm+p2UV3em3mk1DSNW1rW7e4t5m
vmktbMRSpdXtyIZuRhg5QdKneWvJVM9S8zelYg21qkutW9pNr9tpMusRwH0AQKXMiySfC3ryBPhk
tlZKeotEOKpbqfnG2bVrORrH9xPFp+sRXMOvW9ssNlI6xTXN9AlzGrRQiQ09L14piACw2oqnGmaz
bWWnWmmaBYW0kNpbR22iW51CEtNbOqiwmhYGdjayQwyu8jH1KQtwjlxVD2P5iahe8ra30WOXVn0q
31OxsItU0+Q3Dz20kzqhWUv9XSVYoBccKM71C+mpfFUVB51u57mKG0t7C9iuZI5LG7g1KAx3VgZE
juLqFaFy9tyLSR04U4hZWY0CqtpvmzVL76vL+jIILO5ZZ47ptQt5F+oSQJLHN+59QNKzNIoRCY6R
Owlpw5qpbqP5ianb8ltNHtrycPNBBB+lrGJ57hnb9HwQ823e5tuF04fjwiccfVaq4qyXTdY9TSku
9TksrWYPPHcC2uvrNuj27yLIoneO3LNGIm9QFBxIYH7NcVR1td2t1aw3drNHPa3CLLBcRMHjkSQA
o6OpKsrAggjriqWxecfKErSLFrmnyNDBJdyhbqElLeBikszUbaON0ZWY7Agg4qm+KuxV2KuxVD35
vxZytp4ia8UcoY7gssTkGvBnQMycx8PMK3H7XFqcSqxe+1r9AzW1lqXm/ThftPFMLfUmtrSSXTzx
hf4UKEy/A8gkVQhkqvFVpxOyN1K01y+vLqWK28yaZd6bqJMlheWctu92qTLIiJbRNWHjCLSaX1Xa
XmUkHp0SmOy7ojQptZme2v4fM1pren3b3jRBPq4hnMgVraK2eBSyLb+hMtS8rEci3I09N2XdPfT8
wIlofWtJ3VyL5fSkhEiM4AaI+pN6ZjSpowbmRSqVqE0u6C05vPLagkeoppiadGs/qXUDXDTzNzpb
8bdgqQDh8T/vpN9hStQ7LuiLt9ctdPmuJL2xDQWsru80MkEPrKCySO5mk9OJR9sUJ6mo6Y7LuhPK
8OtJ5e0y2k1G2uprGB7G+ueUl801xa1tzI1wWgPP1IyZlZK8qrWorjsu6I1DT/Mtxbqlvq0dpKIW
UyQWygmd1ZBKfWa4Hpx8xIsdKl1AMnEspdl3V7W01yG2hhk1CK5kjtFie5ltqSSXaihuHEckcfBu
piVR7MMdl3VfS1j/AJarf/efh/vO/wDvV/v3++/uv+K+v+Xjsu6X67beY30u4S21O2sna1dDd+kY
zFN6bAzhneVeIahVSPh6lmA4s7Lui0tdcjtniW/hklCRLb3E1sWbkgAleYRyxK5k6gIEC++Oy7o6
MTBpPUZWQtWEKpUqvECjEs3I8qmoA2oKbVIS8W8wf8d7Uv8AmKn/AOTjZusX0D3ODPmXtmaVzkp8
zz28OlMbu3lurCRhFfW8Vo1+Ht5AUkSS1jDyyI4PH92rUJDMCgbFWI6T5V1OV9SMN1aNDpM0Vloh
1DQxyWOy9OZDIqR6d6y28xkFmbUrGoJblIx+BVOdd8p6ncRXD6XJp0VzFYrDpUk9jGZ1uoFdYfVu
D6ifVmSeWJ40twwWV+DLXFVw8n30F9Fd6ddWFhLbac1haSw6ZEJkHFvShMnqf7xROwdbZArclWst
OQZVGXOg6ol1Ld6VfwWUzegkQeyjlX6vArKLaUo0MjxKZJJIwrqUdupTkjKrbbyfptvqWn6lFZab
Fe2Akt454rCNJFseLpb28MnIyRGJCikhijDn8C8l4KrtN8p6fYx6YsNtZ2zabEyQmytIbeOKSVle
4+qxlZWhjuDX1FDk9N6/Firen+WEthqcc86XMN/MPST6raxmKyADfUW4RhZovUeYguvLjIRXl8RV
Sq9/LtGXTk0+7t7WKxuLad4pNNsJlY2sKQRzRhYovRuo44gsUq/Ci/D6ZAXiqnum6NcWQu4jcpLa
z3Ut1bxC3iiMa3DiWWNjHxWQtI8pLleRDDlyYM7Koew8s/VRalbhIHso7i2s0srW2giitpygSKNX
SZ0EYhjYhXCs4qV48UVVLR+XOl2k4l0mKws0WwubFIW0yzZKTtE6qTElu/ockmaSEMOZmb4lotFW
XYq7FXYq7FUNqeo2um2E9/dtwtrZDJNIaAKo6szGiqo6szEKo3YgAnFUpbzC2n6SkktnqV9Jbyy2
c0jwwxyu1tHI31mQk28Ajn9IcZF4xguvLgvLiaRaIu9Xr9TeGK9M5nKtYRRIryAAxyeq04CLFEZB
IXSReRUBGevB2ltQs9VuGudNsTDqjpykRtTmghSOf6vAoL3ICo8QleQ8aRR1eM0/dlebS2mcOqW0
31fgk4+tc/S5206U9P7Xqc0X0v8AJ9SnLtXGltuHU7aYW5RJx9ZDmPnbzx09Pr6nNF9P/J505dq4
0tqNzrllb2Ml46TiKK3ku25QyR0jiFWDGVUVG8Fcg/RjS2hvL2u2Wo6RZX8M09zHqCSXUbOiSNGC
xZreR7VWhVoOXpceRY8ersGONLapqWpXDWVdOjlNzxiulWSOeEGFZUMqMxt7ghzHyHpcPUPQcftK
0tor9KW38k/9x9a/3nn/ALv+X7H95/xV9v8AycaW3fpS2/kn/uPrX+80/wDd/wAv2P7z/ir7f+Tj
S2tn1iygiMs3qogjSWpgm3ErcEQDhvIWNPTHx+2NLa+bU7eETl0nItwhk4W87k+p9n0+CN6n+Vwr
x70xpbRCSq7SKAwMTcW5KygkqG+EkAMKN1Xau3UHAl4r5g/472pf8xU//Jxs3WL6B7nBnzL2qQyC
NjEoaQA8FYlVLU2BYBqD3oc0oc5Qiubp7t4mtHjgC1S4ZoyCwcqV4qxYVUBlPvvQjJECuaErt/N2
lSywBrux9KdQVmjvYXDE231sNGPh5x+h8fL7VPi48PixIHeqtdea9At7q0tpdSsopL6Zra09a6hj
M80cphmhgXkWklilojoBsxp12wbJXf4s8rfVzcfpmx+rheZm+sw8OP1f63XlypT6t++/1Pi+zvgV
T/xp5O9eK3/TunfWJ7l7GGH63Bze6jKB7dV51aVTKgKD4hyG24xVFw69oc0c8kOo2skdtdCwuXSa
Nljuy6xi3cg/DLzkVeB+KpApviqknmnyy8zQpq9k0yTtavEtxEWFxHJHC8JUNUSLLcRIV6hnUdWG
Kty+Z/LcNm19Nq1nHZJDBctdPcRLEILpilvKXLceEzKRG1aMRtXFW4/MvlyWV4YtVs3ljlkt5I1u
IiyzQyRxSRsA1Q6STxoy9QzqDuwxVF215aXSM9tPHOiSSQu0TK4EsTFJEJUn4kdSrDqCKHFULqPm
Ly/pkRm1LU7SyhVXcyXM8cShY5EhdquyiiSyojeDMB1IxVZceaPLNvLaw3Gr2UM19NJa2UclxErT
3EMnoywxAsC8iSngyruG2O+Ko+3ura5jMltMk8avJEzxsHUSQuY5EJWvxJIjKw7EEHFVTFXYq7FU
PqUSTWFxDJF68csbRvDxVuauOJXi4ZDUHowp44QFYium6olxbiWPVbtLiE/XZJItG4NPMjQme54w
Ru00UJWP92ChRQKNvWXCO9jfknOk2tzaQNwFzGlxcy3ptXS1T0jc1d4P3EKqQJXaQsWZ2epLsMHC
O9Npn9bm/wCWdvx/pjwjvW3fW5v+Wdvx/pjwjvW2/rc//LO34/0x4R3rayW5uHjdFikjZgQJFpyU
kfaHJWWo9xjwjvW1Oy1NbmzgubYfWraeNJIbqNg6So6hlkVkHFgwNQV28MeEd62h9U806TpCI+q3
MGno9eDXUyQhqMqmhk41+J1HzI8ceEd627Q9VjutLhubO7OsW0pd4tRV4ZFkUu2ytbokRCfYFB23
qanHhHeto763N/yzt+P9MeEd62lWsXMkl5ZQDVJ9KnuBcRW9rCbXlcyNCTyVbmCZ2e3CmVQlBt8Y
ZdseEd62mNrqqXdtDdWqi4tbhFlgnibnHJG45K6MoIZWBqCMeEd62i4ZGkUlkKGtKHAQl4t5g/47
2pf8xU//ACcbNzi+ge5wZ8y9szSuchNRi1aSKmm3NvbS0+1cwPcLXmhrxSa3NOAdevUg/slWVSK4
8lq9/wCvAmlxWq6JJoq2baZG4IdlKCR/UVzaRqhUWilVPI1Y/DxVV9A8u3Nnrmp6je2ukAu7xaRc
WFmbe7W0lkNzKl1M0knNnuJGYhAFLD1D8T8UVVo/KOiRmxt10zTV0zTXaexs1so19C4Dh4JYDXhE
0ZaUkqlSWqCtDyVVV0Mx6ZbQwJZQ6haGS4hnWzAt1vZo5FkuEgEnNOck7swEvIhmUv8AETiqUaj5
a8wNosdpapoNzcac1g+gQ3OnSR2lnLbcUmmVFnmNVTmbdY+Bj2Us27Yqnl3pUc13BPHa2az2TiWy
vJYhNJGZnIvBGo9MxtLCSokV+rVZSBRlUFqXlSyu7e4s1s9LNhNZraC1ubBZ0Jt2D2QkX1I1eC3c
uwioN2+FkoeSqhe+RNDvtSuZLzStGudNuY4jJbT6ZHJO91bqYoJZJ2co6xQs0aJ6VVB2cDbFUdd+
XYmvLq+02b9E31/H6d/eWsFqZpmRQsEsjyxSF3gClY+dV4swKn4SqqppelXg0ays/MNxBrV/bem8
t99WWBJJoX5RTCAtKqSAqrVU05bqF2AVTAwwllYopZW5q1BUMVK8h78TSvhiqnZWFjYwmCytorWE
u8hihRY1LyMXduKgDkzElj3OKq+KuxV2KqN7a/WrZ4BNJbs1Ck8LcZEZSGVlqCpoR9lgVPRgQSMV
Yu/lnS57u1t5NCuFhjuYdcS75wlIr5GSCOKjXLuGitxxZUjMXDZCDRcNopDxadFfmaabyvq9jPAy
airT3VjM1zNazieK2p9duUY81rGJKJGSWVkf4seJaRekabZae1p9T8s39n+j7SKO1b6xbGsdPgtG
peP6n1f6xIEElUSjemd15NrSa6Vaq6WbPaX9mbaL1I0u7synlOWDxTcLicSvHxB+Msq8hwbrRtaR
MWj2ka26rJckWokEfK6uXJ9X7XqFpCZaV+HnXj+zTG1pamh2SKqiS6osTwCt5dE8XJJJJlJL/Fs5
+IdiKDHiWl7aTat6NXuP3ERhSlzcCqsvEl6SfG9OjtVgd61xtaQ11pNtFCpjS8uH9NbRQl1KXSOV
+DTAzTKvONXLGSvqcQQtTRS2tIhNGskRURp1RbYWaqLm4AEQ2BAD/wB5/wAW/b/ysbWm/wBE2v8A
Pcf7z/VP96bj+7/m/vP73/i3+8/ysbWkHqthFbWEs8FtqGoSrDHbrZ2l7JHM6B1FUae5t4w46tIZ
AxFdzWheJaRcmj2kiXCNJcgXIjEhW6uVIEX2fTKyAx1p8XCnL9quPEtIqOJEaRlLEytzbkzMAQoX
4QxIUUXotBWp6k4EvFvMH/He1L/mKn/5ONm6xfQPc4M+Ze1SRrJG0bEhXBUlWKtQimzKQwPuDmlB
c5iX5gyxaJpt55qW1j1Ce1gig+oXd9Bp9q4e5jHxzXI9JPtV+I0JAAHIg5YMpEaCOHe0vsdf1bWL
YTafpBvtLF3KbPULHUNNlX6lFCZImhKALyF3CIfSY05rV5CgOATWkR5TfWEluraLTTHZI2oWUGpD
ULa6dl0+44278Fj+GSaS4nDI1fS9Li+5phnlMjv+PxSBGkuj81aZqF/Lpt5JDZWel6hqSX9x+k9K
n9KRDPPFJNCxkZY3t4p24MBJEVPJGVTKrHKR0UxX2PmzQxeWd7p8Et3bXgku/X/SunTt6sdm4ghU
PduJFlKXcXJZNpYGqfSHMJykilEU78veaPNmq6boWoTeXI7aHU3k/SAi1G3uvq0BQvbXMLxD0rqK
Wi14urLyFFcVOVsleHW/OXraUlz5ZCpctfLq0sF9DItoLYsLRow6wtOLziKbL6dfjpviqDu/Mn5i
w2F1PD5NS6u4QVgtI9UgX1pBdNHVZJI0VYjbKJuTUap4cNi2KpnqWr+Z4ruwTTtA+tWs0zx6jNPd
w2728SXMcKypGomE3OJ3nVeSngnE0dgmKqFlrnnGa7u4bnyz9Wgilvks7k30DrMlv6X1ORlUc4xd
85NqMY+HxA8hRVUtNb80OYWu/LjwxtpxurlY7u3lkS+Ajb6jGpMaPy5uBKXVeSGtAVYqrb3XfNUN
s81v5ZlupDpy3UNut3ao/wBeLAGxlLsEXiGB9ZWdaBtqhQ6qxfMPm36usknlSf1Xs1nWFLyzYrdB
SZLWRmdAN+KxyJyVt+XADdVkmKuxV2KqV19Z9Gltx9Usoq5IAUsOZ2DVIWpA7nao6ghSxux8ry6b
PBLpWk6RYeldShzBEsb/AFaZEV5Y2jhThM/ox80oQwUDnsCJeljuh4PLfmW2ntBZW2h2VpBcGQKl
s7PGscX1WCWLiIlEotKQEUFFFA3E8AbivqT21HmUpaC6FsrsH+vNFK7BCP7v0g0S+py/a5FeP+Vg
PCotuD/ER+reulvHz5/XOEzP6dP7v0qwp6nL9rlw4/5WNxTu1F/iQrb+qlsjMJPrYWZmCEf3fpkw
L6nL9qvHj25Y+lG61D5nKrzitQxidmAncgTAnggJtxVDtV+o/lOPpXde3+IQIeK25LRk3FZWHCXj
VUT9yealtix4kDfiemNxTuo3Ftrd3aTWt7bWc9vcWrpPbySGSOSV6qYHVoKNCyn4nIr24HH0o3Vv
+di/kt/95+f983+9P++v7n+7/wCLOv8AkY+ld3f87F/Jb/7z8v75v96f99f3P93/AMWdf8jH0rug
dWg16W2j9TTLTUTG1tNFA0qnhdCZP3g9WEKEt95RIPj+H4U5UGPpXdGyf4kCTmOO2Z1Ef1UNM6hy
f731CIG4cf2aBuXfjj6V3R9uLoGUT8SA/wC5ZTUsnFd2HFeJ5chQE7UNd6CJZPGPMH/He1L/AJip
/wDk42bnF9A9zgz5l7PdC6+rv9UKC4pWP1QShI7NxIO/SvbwPTNK5yjPJqqwK0FtBJcGJi8bzuiC
YLVEDiFyUL7FuIIG/E9MVSLRvKttY6X6C+XdLtpNTJg122jmaeJrQCRY4xLJbI1wkaMsccDoiRoS
iUVVBVRs9heW2qWsmmaLprQRsxe8kma3uIheTGW+aKNLWUMXZUkP7xfUavIrQEqou90u2ewvlTT7
S7uLxS88E6iOG5nEaovrsEmNCIkQsVchQNjQDFUvn8tQC9aQabYX8P6L/R6z3oeS9YRvyW3nuZVu
Hmt5a1blurLyIkL/AAKqn1zzx+4/3EaZ8UjC5/3JXHwRAji0f+gfGxHKqniBt8Rrsqm6NdEvzjjU
AH0yrkknkwHKqCnw8T33JHapVSr63509e9X9Fab9XjV/0dJ+kZ+crBwIxMn1GkIZKlirSUO3xfaC
qKM/mD6uGFlaG49K3JjN3Jw9VnIuU5/Vq8I0oY241kOxWPriqJhe+M8izRRJbhQYZEkZ3ZubhgyG
NAoCBCCGNSWFBxBZVT0uXVpLQNqttb2t5U8obWd7mMDsRJJDbN/wmKovFXYq7FXYq7FXYqxiPyvq
00V5+lX0S9muzIXddJdFYS2xtn9ZZLyYy8lWJW+IVjUp3BVVH2Oma3brqLtc6eLq7SN4poLGSIfW
1t1hkmuB9ZczqxjTioZGVFCc2oGxV1roTLHJDeR6fNb/AKQe/ghisvSVQZPWRmDSyhrlZ/3jTgCr
b8Ad8VTO0s7SztorW0gjtraFFjhgiUIiIihUVVUAAKqgADoMVVcVWyRRyxvFKivHICrowBVlIoQQ
eoOKrsVSLzR5T0zXLKZJLDTLi+f0vTn1SxTUIh6LPw5xF4Wbis0oT94OJcnuQVUbomiafpFl6Fna
Wlo8zevefUbdbWKW5ZQJJvTUtu/H9pmNKAk4qmGKpfqGkRTW8y2kNpFc3FxBdyyXFsJ0eaB4isro
rwlpVSBBG5aqFVO/GmKr9I0q002zWGC3toJHCNdG0hFvFJKkaRcxGC1PgjVVBZiFAWppiqNxV4n5
g/472pf8xU//ACcbN1i+ge5wZ8y9szSuc7FXYq7FXYq7FXYq7FXYq7FXYq7FUHq11f2thNNYWR1C
7RHaK0EiQ82VGZV5yfCvNgFBPc77VOPUJAG7cl3fKVdLFni9F3kX1IxN6oCGOJUJ9M8uTgsZAAVH
UGolQ72KpZXE1xbLNNay2cjFgbacxGReLEAkwvKnxAchRuh3odsBFFIV8CuxVBa1calb6TdTaXa/
XdRSNjaWpZUEktPhVmdkCrXqa9PHpgkfx+K+9nAAnfYfjyP3Kt4+oJ6H1KCKblMq3PrStDwhNebp
xjm5uNqIeIP8wyQrq1ogV3r9GBLsVdirsVdirsVdirsVdirsVdirsVeJ+YP+O9qX/MVP/wAnGzdY
voHucGfMvbM0rnOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux
V2KuxV2KuxV2KvM9X/wL+lb36z9e+s+vL63D0+PPmeXGvavTNlj8XhFVVOLLgvq//9k=
uuid:69877146-8e70-3148-9c8b-aa5a8022bebb
xmp.did:fe2b8999-9359-4627-8f0f-0f5c5f004c05
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d1c078a0-2746-42b2-b0d1-25aedff8fb1e
xmp.did:1b6690ed-28a8-c141-9479-b6a9cf6be651
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fe2b8999-9359-4627-8f0f-0f5c5f004c05
2018-08-21T11:24:21+03:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/Users/catalin moraru/Desktop/work/ariston/2018/august/chaffoteaux/05.jpg
xmp.did:87B3ACFE9D3F11E889B4D3973967E08A
xmp.iid:87B3ACFD9D3F11E889B4D3973967E08A
EmbedByReference
/Users/catalin moraru/Desktop/work/ariston/2018/august/chaffoteaux/06.jpg
xmp.did:9A3960479D3F11E889B4D3973967E08A
xmp.iid:9A3960469D3F11E889B4D3973967E08A
/Users/catalin moraru/Desktop/work/ariston/2018/august/chaffoteaux/05.jpg
xmp.did:87B3ACFE9D3F11E889B4D3973967E08A
xmp.iid:87B3ACFD9D3F11E889B4D3973967E08A
/Users/catalin moraru/Desktop/work/ariston/2018/august/chaffoteaux/06.jpg
xmp.did:9A3960479D3F11E889B4D3973967E08A
xmp.iid:9A3960469D3F11E889B4D3973967E08A
Print
False
False
1
595.276000
841.890000
Points
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
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 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
H$A
0Esq qkR)(++H?%Ɛh'zsb=-UǙ=U QY: q3SWϕ7*j% ]
endstream
endobj
16 0 obj
<>stream
8;YPl8YXr^$t\,(Yk).Xrl2K:02T=P^C/mT-g@M>:*g)h"t)B*#<;iQ!'c,`&.t7i
ib<'VT654@]s,r^0^\]nD_S:,
g3H&@'gmFOTq9F^_jI;U9L5:%.W[#7r=;h";Wl[+bNU#>cjsQ:@Ze/FK=Y/=l'!>2
T#cF/!.(8F7CQ%MkhN*>JB>9;BQNDr[+p!e?qO+'pfu*gA:#jF3di=7?a@;-VN^XD
mCJuiiUSC,;#H0+iTlNc5(G'q%.rn,nsHNLT643)cEunXN
0.tgP-a#.;9B)V>=83E![(FJ4<0k>#4qlYQA_1pUd>_kb5:89ic?#^M98O$M^fj)3
"g>ulSM00Z+t#al9`o!G3FFS,@>;"uj9!uf/1H2":0:j#\1T(=jl*j.[OeV`e"hVg'oCWE)!UkU@htr7LBft5i;*6U]0LZJeRA:HYJ[ri&$=
"$_6h3cd^g<.)2h6f\+f<;h&SVj[OVJHpa73HLZFBS2O;cb@Z#:R]P@E)c?0VVq/g
]X'fTl%\adMs!(L$TT6jgV"U*0HWOO9mq3*ri$Q.1:bE9TcMYJ;o`B8e],4'WQCdR
g9b]eB6PemDrJ=i7`tEDejTVmLO<8lf=L
kTJ`Yk:#2(GSolrjSS>M!DkgJk35W(_fEm);X9cb&*["S!noq#[V5%ZB@6>go5%`j
/OK>T]UN?8S?ko1jiX_:]H`'$@(:F>Hj5.KWHf
piW"VM!9!,U+r7BWthk`U-&"]gikRsIniA9V=fJWWt[mFn_V^fm$PRb7^1-%TpLg9
BCbSJ1__6(Y2\nHW*IqI5GpfZX)jO9aru1J7s%SrqF&WIOHWUtD_AI<$2IR94]2_q
N-AQ7YihF-KjpW6cJ!"I[)lXGq<3:ZE]kJM5,H?.p#;BTHJgd>d2h2uF0mmFBGe\a>:B*H5Fm/2jm[4!,
SA&65.:N'rELm,2T7.:N;[!^V~>
endstream
endobj
17 0 obj
[/Indexed/DeviceRGB 255 18 0 R]
endobj
18 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
15 0 obj
<>/Filter/FlateDecode/Height 2480/Intent/RelativeColorimetric/Length 1458953/Name/X/Subtype/Image/Type/XObject/Width 1748>>stream
H10$.n[@@7
YRhZZqټgPBp3Z?X! SL cU݇qtr xuu
QR;$ dUpvexc7fZ*" `fDM' o>ŇDtԤ# ,oHҦ! G${2+;kό_Cy0pU(AH 6%bm= |XUa(>$,& ^]]gyCBv6I?. >"ٻn?]1^3~fsGB 쵙,k [ǪF!e-5 :)vHw uʎ3Po̴?\U%?E