%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
SOLIDFloor PU DS
2019-06-04T15:45:10+08:00
2019-06-04T15:45:10+08:00
2019-06-04T15:45:10+09:00
Adobe Illustrator CS6 (Windows)
256
180
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAtAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AnPnL80/Nev8Ana58n+Rr
pdMttJkaLVda4RzTSXEalpILdJFkjRIQD6kjKTy2A2qcXUZzChEXItOTLRoc2NN5h/MfyfCupWnm
6bXLYScZrLUylwjkLUgsYopo6r0ZHpXsdxmLh1spb7EX0v8AS0HUSjvsQ9w/LzzdD5s8qWuvRuKX
Jf1IuPAwuh4vE1SeXBgfi79c2d7W5cJiQsJ2uraWzRKt5AWm/uQJEq+/H4d99xTbKhqMZr1R35bj
deId7pNV0uNFkkvIER1DI7SIAVboQSehphOoxgWZCveF4h3uGqaYZRCLyAzHjSP1E5fHTjtWvxch
T54+PjuuIX714h3tnU9NDyobuEPAKzL6i1QDuwr8P04+PCyOIbc9+SeINJqulu0SpeQM020IWRCX
oafDQ7/RiNRjNVIb8txujiHe3+k9N9VofrcPqq3Bo/UTkG3+Eita7HbHx8d1xC/eniHerxyRyRrJ
GweNwGR1IIIIqCCOoOWAgixySuwq7FUBrutWujaZNqFwryJEBxiiUs7sTRVUDxJyMpCIsoJp4v54
1Dz7r2qre2bXNtaxWEo0vTdP1IWgjumk5i7vGjltzJwRQvD94gAbapzVjtOEiRvH3jn8O7zIaskj
/CRyeh+VfPM00cVjrwiS+VIkN5buJIpnai9FClGLdfh470By/H2hAj1XH8eVsxkGwtlltqFrcuUh
bkQCTtTpSvX/AFsdH2lh1BIxk+nnYI5V3+9uljMeaIzPYJBquja/c3E0lrqJgjdlMcYd14hUI/Z/
yjWlN+5zXajTZpSJjOh8e78e/q1ShI8ipNo3mh2T/ciqBCo5K8hJAkdixWgBPFgtOm2QOm1B/j+/
vP8AYjgl3rZdC8y/VFgj1KrcUMkrSShjIoYMARuFJcHr+z0wS0mfhoT7up57/j4LwSrm4aD5nWYu
NVLATLJQs45IvIkcfiVa1UUAptXH8pqAb4+vn5/JeCXejU0nWFuTKdRYo9w8jxEkqITKsiInTfin
A12ox+m8afLxXx/xfZYP6K+JZcJ705zObHYq7FXYq7FXYq7FXYqkXnfzDJ5d8s3erpD6/wBXaBXX
lw4xzTpDJKW4vtEkhkO3bK8sZGJETR70h8/+VPPEfl+zi1rU/wAvLuw80XFtqN9Bq0aXEVvIpnZr
W2Z3R+PrjjChbl1T+favLiMo0CYkVv7u/v8ANkxaxi8y6R+ZWsJDL6Wq/pHV7pmK0BdDPeBCOn76
KnHseQyrIOLJtsRydTlEhlsfjZW86+arHXPKB1WTT30vVxeJZhI1dIrvkjNIVjcfCYig50/mFdyM
fBj9VUWvKeKN1Rer/kBpF5pf5YapPcRSyxXs0slvDGhkeQiNY2CRkUNXHDfbbegy6MePGR3udpoV
jALJbewR5B6lrqZNqoLA2n96kPKaMRu9ChNOHEEmtK9cwR2ULHq5V07jY9zLwfNTZ/3MEUlvqjPA
npQkaaxHGESHjxZvirvQkb1GH+TTQHFyFDZPhearaQ2UD8Lex1dJpJrZI7iSykKxmMxkMy8gCpZa
lqfDuMMOy4wB4Zb+n7K/UowgIN4oCGS70/VxJIgkEUVksjxyTNzf1DGW5qrRbVND0GQPZIN3L7B1
3+KPBRMUcdtqUMr6dqzvHKLhZVsgYpHcCUjgjfu/hUDcbN71GSh2WBIS4twb5foSMW9qt0YZXlmt
tJ1VNTkuJLiOY2rAcVSWQL8bemAwUgVIPIr45OfZ0STIGp8V3+j7UnEOfVNtO83QW1ktoNI1Y/Uo
0iC/VHZyqRg78fhDe1d+3XM7Fj4IiI6CmwChSLtPOAneON9G1SB5HVP3lo4VQ8nBWZugFPib+Udc
mlNdYW5fSb1bSNpbpreUQRJIIWaQoeKiUhxGSf2qGnWmAiwiQ2fP1x5C/OBbS6u7qytookt2Zla8
LMoEAFeEazVdWUsVB4lmPEgZjflg4I0nPzSLTJfPn1SC0jsLtLm5eSK6lMDNbwRGNoG5hH+ErzPx
nY19iMZY8URUiB8aZjTECgaZR+XHlbzBrfmWR9WaWzSwWGZOMkTEsxErMyAVUM/NVBr8Jr23RHFk
j6SCDe4Zx09EG3ullpNpZzyTQ8gZFVeBI4gKANgAN24gnBp9FjwkmAq/7P0OSjcy1Q0mo2ccxhdy
JBSo4t3BNa0pSg65Uc0QaPNHEFq6tpzQ+uJ19KleZqBQgmu/aik4BqIEXeyOIOXVdOab0RcKZQzI
VHUFKBq+FKjEaiF1e68QXjULM2/1kShofh+NQT9unHYCu/MZLxo8PFe3608QaGp2LMFSUOTxpwBf
7S8lrxBpVd8Hjw6FeIK0M0U8KTQsHikAZHHQg9Dk4yEhY5FINr8krsVQjatYIzh5ePpcjIWVgFCf
aJJFAN8pOogLs8mPEFw1GxIU+soDkKtdviPEU37/ABjD40O/8fgp4gs/S+mfF/pCfAhkY9gorufD
7JwfmMff5o4grPeWqRrI0gCMxRT1qwrUCn+qcmckQLtNhSGradVQZgpZS6hwVJUCpI5AbU3yH5iH
ejiCx9R0m6R7Z3W4SYGN4eBkDh1qUK0Nfg6jw64jUQOwK8QSDR/y58lWz2dxZwzT2+nyetpVvPdX
M9tbOAByt4pZGQdKqaGnVaZZCQkLHJlxWl35g/k55c84zG9djY6qwCS3aKJFlRRRVljJUNx/ZIII
8d8jkxCTXkxRnzYfpH/OMGkwahHcanrDXcEewihgMLlR0USPLPxH+qtfAjIDAOpJaY6WINnd69Pp
UEOhPpen2sa26w+hDaeo1vGEI48fUjWRl27hTl7knyYlN5FvJQaabDE3F1R11m9LJ6hJJQvatTc/
50GCyw9XcPn+xkkEnmmGGOFNNseEahFrqE7GiigqTaVP04Ll3fj5JuXcPn+xUFz5p76dY/8ASdN/
2SYLl3D5/sW5dw+f7FwuPM/fT7L/AKTZf+yXG5dw+f7FuXcPn+xsXHmTvY2f/SZL/wBkuC59w+f7
E3Lu/HyXCfzD3srT/pLl/wCybG59w+f7FuXd+Pk2Jte72dr/ANJUn/ZPgufcPn/x1bl+P7Fwm1rv
aW3/AEkyf9UMHFk7h8z/AMStlXt3vWLfWYo4x+z6cjSV+dUjpk4GX8QA+N/oCRatk0vOfOP5OQ63
qVhe6PrEvl8W14b65ggiSZJZiOIdFkIWJwC9CARViaVyk6eBJNbkUo2ZroegaXodmbTT4vTRmLyu
xLSSOf2nc7scnCAiKHJACY5NLsVYzq+qaWl5L9a0zUZXhdR6kVrLLG4C05KyBl4/ER2P4Vpnp4yN
liYgqYv9LQKP0RqckcIUevJBIeKcmjH94eZABqQo6bnANLAfBHCFH65oNvGWi0nVuEocOsdtciqy
U+EjYkHj07d6ZCOixjkPtPVeAJtpSaffW9wsFvd2sKzAlLhJICXHGXmivRqA0FfbJ/l4gUOXP9Ke
EKF9Hpmnzegum3sweM8pbZHlUgxTEhm5cqqsfAV7uoHU0A0mMcgjgCmnmm0sH+qjR9UjhDlRILV3
j5PcrCApUs1GMnqDanCpNKUy6EBEUOTICk607UTeiQm1uLUxMUIuECFiCQStC3IbdRtkkovFWGHW
bS8vLgSaBqLKjzxm4i9GRHK1B4GOViOXp/DWn0b5RPSwkbLExBXDXNKlVZV0TU7n1WkieT0g7EIq
hizGStOS8KfzAjH8tDqF4Q2upaOolWHStSkMKp6sKCqsVBlUNSXgzL4VruOuAaSA/tKOALbjX7C0
smil0XVja28yKipGHBPMJyFJORUO29fn4YRpo8PD096eEKMms6VHbRSroGpS27RosbCNAW5lGjSn
qAkMzAV8ajxyI0ePuRwBVg1fSWuVhGkapEtUmRmjJj5cFBanNl+FHFT86YRpID7+fwXgCLsfNVvb
20ajRdTt0dTK6yxpVGNGZWrLUtVugr37b5dDGIigyApEDTtaYkHUFHpMvNllcmMVDtUUoSV3+L9W
YP5fN/O+0/g/Fr4Zd66DStbctJPeg8pFkUxyzFeIQjiFqooX3/rjHT5r9Uuvee79aiMu9EW1tPDq
ESm6D05tLC87ux5AcSEbw+72y6GGcZA3t7yyANpo0kakhmAIHIgkCijv8syma4EEVG4OKuxV2Kux
V2KoO91EWskUQheWSYlY1TiKkAt3I7KcVQ02uPAOU9q8YqFJJ2qxAUVApUkgDFVn+Ian4LeorQ1Y
j/jXFV/6cNNoKmoWnqL1NABv41xVv9M3INX0+Xh/MrIx22OxK9MVTNH5oGoVr2NK/hireKuxVg+p
z/l9+m7/AOt3l/HqanjdRxXGqxg0UMVjSF1jaqqKiMb0p2wqh5tQ/LUepKur30bzFfVaK81Ms/pq
vVQ7cqooWtPxxQzTRpbCXSbN9OdpbD0UFrI7SOzRhQFLNLWRiQPtManqcCUZirz/AM/39tDq31ee
5jjWW1jrFPFeOn25hyV7d4wp48geLA/zbccIQxqGa2n4x22r2KRp6rRpBHrMZ+JvWko3rboDVl7A
fZoCaqvSfK+o6nqUJvZru1ubFgUhNvDNE3qRuVct6xqRt2AwJTzFXjN3Bpy69detprSvDcyGRPqe
lhLiGQusqKxvPi5Rk/aUMOQ2GFCtImi+oZH01bpoo3hgJtNIaWVmM0glhY3gAjBHqcSBWq+9FUK1
rbXc1wbq2tp5eSTXEUVtpYMjrL6j0DXQO7LyBY9t+pAVRV1b6VNet6dkk01i7xShbfSl4ThXj+sg
Ncl1EjIknxD7HTrTFUK+nGyuoSlugSFRSZrTTE9Pi5YrH/pTEUdy4FRQltwKDFVuq6PpUn1hDpNv
HBdv6KRm101W9KUs0aki6XkEheinl8RPQA1xVXsLOxv7yKSG1jkuJLiWW6vfqWlGQyoUZFql21Cj
cpdqmrDbbFUd5k0fnrkSmxjRZlRjNNZJIqvHb/DXhcwqOJCkqzVIrx8crwCoAVSBySxbSR7OOC20
9BOjD1m/RoeLmyheKp9fJVxyKGg79qZYlUutLjtL62a1sDA1jxDSDTEkVh6hcMh+vR7eDUpvUg/s
qp8mjeT7awSF/KN/O8rlplht5ArSqqsXAMzhEck8RyI2Ne1VU3s9cg0i3WPTvKupQwzy8WhihWvM
IKuRzKgcFpyJFSAO4xSmN75rurZyq6DqU61Ko0cSHkVYr0DfCDSoLfhiqrY+ZLq61QWbaLf20BBH
1ydECBwC1DxZ/hov2vHbAqd4q7FWN68nLXLFwEegCAOv2eRb4uQ33KgU6YGMuaB1ya+iY0CKzKH/
AHbShmKtQVIZalaBtwdhTpixJYpfazdl2ROYZTI6NHPOgd6goPhl+KtT92NqSmthd3kaROC0gldh
8M09WA2SrCQsTQDeu+Kksh1JZpdPf6+Ld43YKoPLuSAdz3WhPjilPtNmSWyh4uHZFVHO1eQUdQCa
V64WaJxV2KsV1LzdfWOpzWXHSmIkCwLPqX1eUrwDHnGYZKNuSN9xhVBSeetY4MvDQ4J1WgjfVw59
QgFVIECEd6/f2oVWovPOrXVz9Wtn0QTs7W/pfpASOk6txCBQiGQsdqfDQnqSKFVPbK+83vcIl3pF
pDAXAeZL1nZUoKsE+rrU+3L6cCsf87tYLr1t6r20N46W8cDz3t5al+csqrHxgATeRlAPJjuRxGxw
qj7PyJpN1awHVbSeK4gkST0otSvniZ46EOR6qhhyFeL17V3wKyPTdOtdOso7K1DCCKvASO8r/ExY
lnkLOxJPVjXFUTirzWbQtdnchdCmCGe4mkuSNIMkh9WsPJZY2JpxLAnejbkt9koTKz/L64khjmub
9oZmQh4HstLk4lufqDmLc1VufQH+mKUwi8gaakgf1EJFuYafVLED1DIHac/uPtlUCU+zTtXfG1U/
8ALxtx+kPjiDiWb6jp3ORWaMxof9G4qsaxcQFXvufhGBVO2/Li1gHM3olugU9K6eysOaKpbkBSAC
r8hViOXw9euG1VZvIFvIIeF4IjHFHHK62VgWkeNQvqlmgYhmpvx2HamNquHkK2WWGRbhF9CMovGy
sQSzuWZ6+jsacFFAB8Nd6nG1Y9rmia9eeY4nbRXkhLQmbUxBpU0jUiAk5etRlUryiNGr8W3w5DHf
CL5/juQEBD5b1PmOGiSrdRpRnfTNI9N4wCSp4vGpLMvw0IK9wQd5qj/L3k6GLWlXUvLaXUBQq99c
WOkpWUHh6zND+9NUWg+HoTUDbFL0lESNFRFCIgCqqigAGwAAwK3irsVdirsVSPV7p49QEY51MfJR
60kSnehoI1foPH6dsWJLHr/XEhCSvcqqh1BlczFOPqBWbeNSpodgT17nG0cSlF5ns5m9NbiOU0dq
ymaIiu6LxCyHYdSaV6gYLXiRM8OlzW6yvZoSoDq/OchXLbU5QoDVf2qjfbFbW2lvNNIS8YigaV/R
CLx+AH4OIp0pgtBT/V7d5dOK06MlQvQcfhNMSU0mWnKPRaYAqJ2DhTToEVAdiRuErkmaKxV2Ksav
/K2o3GqzXkGpwRo7BkglsLeZo/hANJPgc1arDl44VQg8japU89YhdCSQDptnVQTXiDx6b9xjaq9l
5R1WO9trq91O3vHgf1Hf9HW8chqeRCSAsUBYDpv713xVlOBXnH5jyebhrcS6KZ/R+rIw9JbFgJlM
5ofrJSSp+EijAAr/AK2EKgPKyfmDd35g1HXr+xgWAE3FwmmyCSVCqDiIwxUSr+8A+dTuAFWbeWtK
1azmL3vmOTWgYUQxPHBGA4RAZB6QB+LiWoe7eFBgVkGKpFLd+ZEmugtuXQFxBRUpvzEZUl9x9gtX
NfLJnBlt31y866+62u5IiK51ppOE0BjV3JR14njGzpQN1+JV51y2M8t0R/Zt+1IJbB1tIX3EjmJP
TDKoIlkoGrSg4x05e9fbH96Aeu32n9S7qJufMZBP1eh2+EcKV9MkgEt05/f7dMhx5+77u79aLk09
15jZmMNsFWQN6SycQUIkqvOhPWP57+HdM855Dn3+/wDUtyd9Z8xGdQYCtuZK81CF+BLlVIZlApRQ
x/to8ee+W1+XLfz91/im5JlpzXTWqm6BE37QNOv0BcycJkY+rmzjdbpcbzXeahY/gMbsWaNv70Ba
JReRpUnfav68Y5M18uh6ddtvxTC5LVvfMJqTb0IkSsZTYRcQWPIO3Jq12p/aBlzd3UdOnzW5L7Wb
zC9kk06okzF/3KpuAqsRyqe7KPvyWOWYxs8+75qDKlC11DzO0g9a0ASn7z4eJDEqCF+NuQXl17iu
V482oJ3j+NvPp9qBKXcyDNi2uxV2KuxVI44DFq83I82ljld6sT1kHEb9P3YXAxLG/MFhP63qLA8n
B6JIFanFmIY0HTqeuC2ICS+XoDdLSAepDGSQ6fEKstWXbcVrWpPy2wCQPJiN2c3EckeisAhEnwsV
78jIN9/bJWyeT6Z5itl80z2nNrpv0j9Vu4VYyiGR2VSwqUdQHqnHoOLGjHMUQmCTdi/xXJgZm683
pt9bqmmn4Ah5xhDv3UV6/QMqw+IL4zfc3SroyqNVWNVUAKoAAHQADNgldirsVYVrbeQ21if9I6bd
S3xPGaaO0vXDcVAqGhUqw4t+z74VTCbz75cs1eN472NbchHUafeKqKO/L0gnEKK1BwKi9O84aJqO
pvptq1wbuPkHElrcxIOP/Fkkaxn6G/HFU6xV5t+Zflqx1PVluJ5TbyC1jjWYaQ+pbiSQhVliIdaq
7gr0Aatd8KpHpXlHyvpX+5a9tTrGn21s0aWFv5elgk+1H6TJUF6qknGhFW3/AJcVZr5U/wAH2l7D
Do2hz6ZPcQmMStaPEojh+AI8h2FBCOIJ3FKYqzDArx288q6fJqtxfNojmS3vHvoP9E1evqpKZFc8
JjG5MlGoFOxNBTChE3umwz2FvNHpN79deNpbsPb6uUSYtxHpRCUKKNJyXrSnL/KCrpLS3S1t/qek
XhARoL2KWz1ooUuGMcvpRNKvRJCatuNyu/RVDWsGpXE2lx32kXMkQnSP1nh1UrGssrySMWNxQKvq
twd67Ur0AxVXu7SW5hg1C1sdTtL9rovah4dRCwW8cPpx/W41mNZKTAkk70PhiqnFplzciHSpdKuR
ftM4nvpYdVhsykjinxpcKzNX7RY9PBRirJm/Lpob6CayFskVuirEJJL4sDRA9eNwqlTxJC9K9d98
bVg8upMksKTa1eqJwphZfMTskimsClXFsleQJc0+y3xGlBiqteagiyT20Ou3ksqyG2tj/iBgrLLF
JCJpWjt6xtwo6qT9vcbgHFUVZecbtD9Wt70SlpCsSNrSzO6sGPNZZLU7Vm4gf5K78gQVV8vmhkKT
tqzlDHA1vAdZWP1pLhePpuBZh1VSx+Pbp2psq0PM10Fmf9LtEJROSX1mNggjdQfTH1RaAn4ebbLX
4a1XFVh85TtamCHVhJdclYo+sRIVA5owEv1ZQR0BO9G7VBGKproF/q1/rFkkV1PKYZVEluNXjk4x
QiJZfWjEB9VxVuS8gT7Vrir03AlJNZFsL55LhQ0UdozkNypVGqPsBm79gfllcjuxk8O8w+fLLVIb
j6pGYkRpLRLOCdUuZXaRFJQhTIvCOQvVewY1oppROOSX0nh/S1QnIi+FC6NpumeWZOejXj3UlynE
JMxlLi3YcYWI/Z9PkFY/EoUqG8HgyE3xbd1ff+ymcgQNnr9nbmby/Hdz2ogmljjkdaMpWR3AIKtU
jbscqx+JxEyO37f1MgdvNh3k7Q2trya7u2d5i5EInk+sOgV3+MMxYIXDdI6CgFdyQp8aRFSr4Lez
0PWZANMUn+dMM57JZIv2R8szglvFXYq831mz1+fzXNapc3cQvXdtNdJ9RggrFE1UdokeFOhIrQGg
pUn4ihHxeVvNsRvJxNzmuFfjCdVvyiEuGAjLIeG1VrTYUxSpz+TPNz3crJqbC0kU0iF/eqyt1VVb
4vhUgCvcVqMUIzS9F876beSzpNBeRyggQ3d9dyCOrAjjWIr2609vHkpTvU/LdrqF4btrq7t5/TWI
G2neIAIXYEBe/wC8NfHavTAqZWsH1e2ig9R5vSRU9WU8pH4inJ22qx6k4qqYq7FXYq7FXYq7FXYq
7FXYqkUvmSycRv6AkZKOtSpKSGMEqNiQ4EhB+nME66NbD8dzX4iPs7q21BZYnhWkTDnG1GFWHKtK
eJP+3mRizcd+TIStGhEDMwUBmpyYDc06Vy5k3irRjjJqVBIPIGnelK/OmKt4q7FXYqk98/HXEH/L
qx/5KDMXLKp/BDy38y9I0LXKLfMoltGk9KRj8AMgIowqAw5KCQCDtSozG8YjkqUaJpvlqz1aC/hj
iilt1HJljSWZ5ODRs7yqpc1D77V74JTuQkDL9CXqbXsU/lsTwtyjcIVO46yDsaEfI5OU6ih55pX1
y4uBLDrETq8rmIopKtRiCBxm4tx4+HjmIcwBII/HySz3VpyNDi5SCVuUfKQUAY03NB45LNkqKGZp
9hfkM3I5Jbwq7FXmOstZjzXeFtbtbW8E8ZggmudQjVHDoVVlEiQEyKtBxAoTSjAkMUIK11liXuU1
mwaL05TR7zU3PF05ScYmA4kBdgATUMBQjZVX0CK8vTLpuh6tZ3npyG6HO91WVwG48hKJHan2v7vl
8NcVZ/YeW7GyvpL2Oe7kmkLMyzXU8kVXJJIiZvTHX+XAlvVvL+naq4a6knBClKRTyRjiyOhoFYBW
Kyt8S0bpv8IoqoXvnXyxY301jd3vo3UDKssbRy7c0WRSG4cSpDj4gaV26gjFXDzp5aNybb62fWDp
GU9Kb7UsywJvwpQyuFr06noDRVO8VdirsVdirsVdirsVdirykebfO80ReO8sFQqpMh0bVxu8YWoj
eMF6yupPxCg648IQ3F5288uLONZbK1kuo5Bwl0zUAFaOMxmVmqAqJMYyeQFVO3sgBU0ufO3mO0SG
AmGa4cyO9w2naosQijJ2CpEx5lXj4gVr8XgMKUUPN+vK5gKRPIxR1dLLUAqxFwH5FolHL96nGn+U
TsDRQhLLz35huLVLkxRyRzitqYLHUAWDl0RmEqDioZOR7lOgqaYqqS+dPM0Mc3qJamSMUhC2epus
hMQdXV1iIKk8gfAilcVa0zzj5pmv7OG6NoImuBBclLHVE5KzqgZGliRFPKq7kqa8tlGKWf4FYfru
v6XbeaYbea4WNmsnKu9VjJWQclEh+DkAQSta0INKZrdVGfiWB6eH9KC8u81eaPLZupPrGp6YxLTK
6+rFyILUTcv/ACVD7bnNZkOW9oz+RSkujeZPLEUvKLUNHWT01WMepEtHJJf4g32T2FOuC8t7xn8i
r0q7826MnlZpTewz83RYltSZ3aswChUi5ux+QzI4ckoUIm/ki2J6JF56kuRKPLXpQFj6U7TXDDix
rUiO1kyz+SZfz/s/aks213S/O95pcVvpdlao/qI0ju0rBUH2uMciWhJ+bDL5dncQqUvx9qHoFkbo
28YukVJgoDhTUEgb0zZgJV8VdirTKrCjAMKg0O+4NQfoOKtkA0JFSNx7dsVaCqpYgAFjViO5oBU/
QMVbxV5j50sdRk8128lppt88Jto4jcW63fEM0snIFoJ4VFFoTUdO+4woZD5piSLy5cWdvp95O80E
lvF6SyzuCIWZS/F4nPLhxrzHxEVNKnFUZo8VI5xLYzI4kUEsrLzIhjqykklhyqKnvirII6cFoKCg
2PUYEt4q7FXYq7FXYq7FXYq8cj0q4tTLapo8gWVTzCaZfMo4usiJ8N5RVXiKcOpX7VepQmDWZvZ7
D1dNmljWKCG9cWV7SUKY42KvHcIFZUj+GqkK1etN1ViWGoXLq8lpJFJOTAr/AKOvYGDSW5gj4g3R
IVI1Ic0+zuCG5MVUHbWV7b2zLY6ZJFqDiaJpBYX7LT0kRXRZL0ikbyMG+I/F0pSpVRN/o14zNAmn
Sm2WYz2lbHUGeGKURnh6i3aktxjVZKd69BUBVqfSbyKJZNN0udJk9aVvrFnfy+pLMksblVN4gQGO
SgFajs3YKq2iWN9JqWjXNzYztNFJEGuXsbpUdOMYElVu3WMq0b/FIv2StVPUqvVMCUPdadp92ALu
2iuANwJUV6H/AGQOKuXTdOVeK2sIUdAI1p+rFWxp9gOltEP9gv8ATFVMaRpImE4soBMOkvpJyH+y
pXFUWAAKDpirsVdirsVdirzXzBfWa63eRNbR8PrAZ5BqGoROzRx1qscSqivyA+JGNAPHChC22t2F
vI9ydOjmkilR2d9Q1KZjJFHHIrUlhc7OzjuCAKnqAqy/TfPujT2CzXsi210rOlzbRepciJ42Kspk
SNQStKNtQHbGkou285+W7q5W2gui8zsqKPRmALPsByKBfxwUqE8x6Le3eoG5gsY7sLFFwJvLmykM
kTS0UvCSFXjMf2Dy79BRVX0C31mxZbR9Oit7A/E0n16e7lViDXeaPkwqAPtCmKp9irsVdirsVdir
sVdirsVdirxuxt5HtJ7WO2WKznihN3bRaVbMv7gtLBI3O8O/L4wCv9cKFa6+sSaHDZJZytFZyM1r
HJpcUkatUcOMQu22QRszUPcHj2xVdNBfL5sur+3jR7+2KxteLp1vK31niA0qMbxXQSRElQ3Zz1AG
KrdG0uKy1XT9UWKOe+E0g/c6dHayr6XATASfXCF9RXIFOQIBDdCcVSqTy/ahLiSSMG7kLXLq2loF
L3fOZmmYXrclLxso+KikjYkYqmWow2d/b6Yktv8AWngthFE0mmQSGOP4nMZEl4GTgCsfGpowp9ro
qmFhotnZ+b4ntbSFbYXMMkLx2Cxskcygxr6i3Jb4fss/pjddwRir0TXDTRdQPLhS2m+Pk8dP3Z35
xh3X5qpI7DAl5K7XSQXS/pK5lvAWinWTUNTACqxURxlbIFlI3+z9rkKkb4UI06vqsVrbw/W1aeGd
LqBnvtTYP6TcJUdzZD9yUuFU0qORrT4d1ViS3bMFh1KX17icR0+sak6ymUPE0UyPa1PBFUruteo4
91VfT7LUNZvQtvqVz9ajRl5rqOoQqCTu0YmtCv2QpIavxVH2RuqnE/lrz9cKqy3McfCSRyYNUvY+
YlQChpb/AABGFVWp/HFK2Pyf50UTRvemSFkZUB1S6BZ0cPDNX6vWNzT4wCy+xFQyqJ0Pyt5rtfMc
Wo308TWoeSSeOO9u5FLzRsX4QSII1USv8Kljt8Va/DirN8CuxV5nr/1YazqUnGxk9KbdH1+8sW5l
ASJIEDqhNRso99+mFVtkbFLhbWyt9PvrhmSW3QeYLtmPBmVGjEiy1YOzVKnrSu4GKE2tdG8wWs63
0Hl6yj1D6xLcep+kp5PinQpIXZ4QT2oOnhxxSyvSZtXmhkbVLWK0m9SkUUMpnX0+CmpcpHvz5fsj
AqU695kuNP1RLOKaxjWls7rdSOknGeWSJuIAoalV4Ur+1UdDiqWaV511W4Fot9PocEsjqtykOoCY
iNXKySR0UV5bcQaUJ38MKp5Y+c/K2oTx29jqcFzNMI2iSJuZZZVDoRQbhkbl8t+xwKnWKuxV2Kux
V2KuxV2KuxVg0P5XwxXQuPrlu7KpWMHTbEcTQ8D8Eag8HIZajbtSpw2qyL8rRCqejf28bqhhLrpd
gpaNgodTxjX7XEV7bDbbG1XzflfC0ySQXdrAI5JJEVdMsesilDWiAE8WZa06HG1RI/Lu3LIzzWjc
Qaj9GWIqxaV+X92SCHlBHuD/ADHFVJvy5eS4jup7y0muUYlpW0uzqwJbvx5KeLUJU42qexeTvKMT
co9EsVIIIpbRbEAD4fh22UdMCt2/k7yjbSRyW+iafDJE4kieO1hVlcMHDKQoo3MBq+O+Kphfm5Fj
cG1YLciJ/QZlLgPxPElV3bfsMBNC1YJL5u88wiWGSKyFxHIsaMbLVHRzRxUGKNhTlEatWijr7kIU
U8++Zy727PZNdQyMJAlhq3DjGrtIu8RYuQnJeIINGFdhyKV0Pm/zxG8sl19SaD1NglhqvJI2V3QH
92eb8Vp8Fd9u+KqNx5586LfG1iFqarRnbTtVAVuRbmhER5j09qdeS1+ywxVFSec/N9tJW4jtJI0M
YmijstS5gSNxrzMfp7AEmhPbxrihkFr560OURxsbt5zFFI7R6fqBi/exCUFXMHGnE+NR0O+BKbaP
qttq2mQajapNHBcLyRLmGS3lFCVIeKVUddx3G/Ubb4qjMVdirF9R1emqTQjy6b+JGWNr5XtCCTSo
ZXcSDi32tum+/TCq/wAt6zY3iukulR6Y0NJYwsltMjmV3LPGYGZh8akksq1J8a0Cp1cajbxws6uC
RSgIPc0xVi+l+fL+9uVjewgij9RklZbuOZ41EfNHZEr9tvhpWvfphpCG8w3hufMEyxxSM8dugiEe
pR23rFG9UAW5DHkpkJ5Nt8PyqqgPNsEemwxxWt9eTesxhlH1+OyZVeAoZxIyA8kbj9ihqeW/TFU5
8m6Na+o12XuY5zLJNJaSXJuIvtFYxSnAKg+JAoBXpirMsCXYq7FXYq7FXYq7FXYqwAa75MvJoGTW
wQURx6sMootUWqFwvB/hpvuATUZgS0NkG/xty7js1HGiI/MHkyyluLS71UvcRy8XhuIZQ4a3mKPx
VkqysyceS7HqKg5Zj0YA3PFy5shClbQr/QriOYaVq6Sys8RVvQcUIl9MNIpK8mdpQC21dj0yOPRm
ANS326d3fvuT1KBCkNY+bfJUMkVwusK6pzkC/Vpw/F0Q1NVLVoO/yoKUyePS8JBvl5e5IjTIJ/On
leARGXUEHrRCeOgdiY2JAOynuKU65lUzVLbzX5euQhgvVf1JltlHFwfVkqVWhFRXicVUY/O/lWSW
OKPUEeSV44olCuSzzOEjA+Huzde3fGlTqR1jjaRq8UBZqAk0Ar0G5wE0LV5bqmmaSuv3mo/WLWCR
rgRn1NPvjIoleRpKSQSRh/UKrv2KnvTjIFCHjGj/AKXdm1Czecu6XqJY6oUMUIU8OJuG+NYxLxP2
R147Yqslg0kwehe39oyUAotjrK8UVhSii4IB+MFGAFOoFMVTm2HkFraOLUBJc3e8Rlt49RjWkxeW
MKGZmXkrHfkfmAcVRfo/l3eetcR2t1NHKWM7gXyITJ8JqGKABvU3NOPc4qi9J0byDq00i2EEkhs4
hG6s13GgSYyLTjIVVjs+9Kjb2xSyTS9I0/S4JILGMxxyyGVwzvIS7AAmsjMf2RtgVGYq7FXkXmh9
BPmfUXnt9IWWIkyXFxY3MtwwVl6soVGHMqNuVd/CgKEd5R1ryNZPNc3I09dUuTLS40+3mjDQoebK
S9SePfff54qyz9MaFfaU93Zq00B6OqtvQitAaHFXmPl+bQ081JNx04kyNGgFlNFeK3B0HGUkLvy3
JG4rTriqaeen0P8AxAjXA00KYyRDqNjNc8yI1UgSRON/jHwdSPniqK/M6bS5IY+QtY4jVjJfW7XM
QUhFqUU7buN64qyH8s5bCTRIms1t1jKyEGzieCA1mavCOQs43+1XqanEpZlgV2KuxV2KuxV2KuxV
2KvINIbV5oZ1t3N4NPb600T3msBnoSXq12kY5bsfTHLkCQSOIqULLu+1X6hbyPcg2M1sgQtea4Jz
MS6zFv3RcxK8jAAirAITQKMVVrK+uIRPKt3KyWSJLOBea0VKyOBKEjMbVbiwCdaE8uxoq0l7qMpk
nS7cQwJH6qwT63FwDukUYWPj8bfvBzPAE1LUHXFVlhJr6TpBd3Yj1mZkSKI3utSRf6QiNFD6nAgF
WduTmoG3w71CqGh/TKXIlku5Zkt5LeWZRe660ID+qyHjJE9R+4fZBRTx5dsVTrTibTWrL96gjv7m
OdCRqlXW4+rPGRVDEpPpsCsnHj0/mqq9JvbpLSznu3R5Et43laOJecjBFLEIo+0xpsMCXno1nyPf
3bXbWfmCCWUmWSserwpWVRVeCkKn2uwG49xyKoiGTyG1vPeR2+tLHbvGXqNZUszk8eCkjmPh3A2G
1e2KtRxeSA9tYNY62Ir5Imh5nVXjAZwoRv3jenxKqWVqU+hqKo/Rdf8ALdo18dO0nU4HjQtIjWty
PWWFaBo+fw8m96MTufHFUd/jzSjp8t7HZ6jIsLxxywrZTiUGTlQ8GVagcDyp02r1wKq3fnbR7ST0
5ob+tAapYXcgoV5dUiYdP6dcVX2XnHSr26gtoYbwPcTNAry2dxFGGWJpSWeRFULxSgNftUHXFU8x
V2KtGNDuVFflirXpx/yj7hirjFERQopHhQYqt+rW/X0kr/qjFV3pRfyL9wxVowQE1Mak+NBiraRR
J9hFX/VAH6sVXYq7FXYq7FXYq7FXYq7FXkMVldoZm+rXUR+Mki319RTmwFSJONE6bAkgAjamFCLu
08wXMNuk1jLyv7cXN/P6erKJOALxgCBvVglSm8R4/F060xVQQXCyiIadfrbxwNHVLbXFYvQn4nEg
5p9ZdnXqwQ+OKr7yKU2UgvLS7vXXhDGILfXSrRQLxNUEprTim5NX3JqTuqhnstU0ud7iG2nU291N
BG3pa9MFA9RfVPOd4/RIhqONV3Wn2hiqsLPUrO0kt/qd1LKqtbXU6Q65Jyhj+L4XaX1WYyKrc4jU
0puKDFVbSbKTT9WsU+r3iNJdQtGfT1p4fSd0PKQvIyK45MjGYdhyBG+KvSNZjeXR76JI/Vd7eVVi
4luRKEBeKtGxr4Bh8xgS8sg025vbt9OSyKxXPoyx3KWWoAJKJVUFnku3DRBTJU0Wm1NxhQqWXloT
Xn1OOxeFpWCQXDW2orAVA9Q+sTetuSiEGo25deQIVU3tb707VE0R3QxML5n07USrEhzWNfrjGhqQ
Fap35V6VVRsujaxDdwWi2PKRo7Z4bwWl68acuYdHIvFAkFIySagb8q7AKrZPLFxBauTpqqRdTwNF
BaX7+oiSUMlPrf2ZY4oOLHwf+bZVB2Wn3stkJ7rSrhrxonFY7C+CRNHEfq4iBvBssk0gYgfvEoDQ
jkVU60DS9UsvOVtDJaf6LH6jy3KWNwkJlniaR5FmkupFUluI+wQPiWgLfCq9GwJdirsVdirsVdir
sVdirsVdirsVdirsVdirsVdirsVeNp5e1WwsP0Xa2TXd3FSSOW5sJXijEkUbcS31pA7R82LVPI1K
1NKsUKknkDWfqqTxNDZFiIJFOnqvEicRJKWNwxCgoZDQUKN4VXG1UrDy95jW/hvIjL9ViurYyRLp
JiLEMz+tHW4PwqqceSH4ain2sVW6T5WvktkXU0WfU7iMywvPpMsagxvwWP0Y50DNyjMnEfsUJxVc
+ganBAbObTA8fqSsTDo9zIo+Lj9s3fKjrGv7O/2ttuKqrcaTqMUYtPqcZRkiKIdOuY4xL6ZQJzF2
SpXfjGSxNVA26qoix8uSDVNKm9BpKtZXEki6e9EZLmMj1azsyNSJm5caLUNuNsVem6uYRpN6ZoBd
Qi3l9S2YgCVeBrGS21GG2+BLz2K78nQNLXyVJbkBpo342YWWUKxkCkTVr+5HbcUOFCFu3/L8RPdX
HkWX/Ri9xG/p2fpkkEBiwnp8SyV3FB92Kskj87W+nfU7C28v3sUBBX0Q1qrQopUcvT9apSsgFV6d
6CmKVe2/MS0nvfqX6I1GO5KrIEdLcfu25/FUzdAYiD70640rk/MS0ZVA0q+aWoWSOMW7sjdGBHrB
gFNQSR2ONKvHn2P0ZHOk3qyJGJPSP1ercmKqo/e15Eg9R2NK0xpURo/nS21O6trf6hdWrXSB4pZz
b+m3wF+KlJnLHiv7I9+mBWQ4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq8etNF04sLga
dbi1hDpDatZ6bHKXZZKEMtyycYWCFgCN6bdcKGrfTYi6zyWAivrVIktolstKDs0DrAIYW+tH7Ff2
gtKePwlVbbaZYyG5h/R8Vxbwxxx/VVtdMWiNMsYREW5ZRRpy+53oV3JAxVubSdMMi2Vlp6+jKil0
t9P0zjLwgV2cVu1fiaHiTsCCKkUxVz6bZSrcaglhDJLqC8LqQWWmtwkaageQm6XkHiSnHo2xHhiq
tZ2VtcXwlFnD6VZQpurbThG3os7vb+pDOzCaZR4UC0J3xVuw0azj8xaVPFaNC8V3G8Uws9OUspf0
yfViugxVgTuiHofhqKBV6frlf0LqFNz9WmoP3f8Avs/79Kx/8GQvjtgS8nW306S69IxWUETTJWV0
8vyKAzU5MqvyDBBU8VNafLChemnaUGSJfq1uk4adoXXRJIVNwOAioznmVjtkPw7EOtemyrdxY2sE
th6Frbte3vF0vFi0WJiqB4Xt0YPxZyjfs9FbY7EYqg5reH6lFxazS8CuREqaDGBFAUMDErIUFPU4
Ch2AYUpSqqLkXT7i2kj9OC3tjIQI2TRWiSKcTSNDE7yL8MSMisoNf3g7FiFUHFYWdnqPp3EEd7NZ
m3uLyKVNCUMZvhlViZYT/eO6s21T41UlVkfla2sU8xaZ9Xt7ZDGG9Up+iWlSVY5l4O0DNMH9Ny49
KvwsQ1BUYq9LwJdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVeTWHlHVIVMEvl+W4i9EpCs
lrolIuaAKas1TwZAaGpJ+14koT/S/JGuMsF3daq0cgf1ZLO5sNNc8g5Zubwp+2x5fA4p2pilFP8A
l9Il7NdWWqCzMshcJHYaeeKeqkqRhmhLcUMQ71r8X2t8VW3H5f3k1gkH6WSO7VJYvrqadYhxE6cI
41BjYKsQ5Up1rvtiq8fl7BFfy3Nlcw2kUs3rNbx2Fnx2OwJ9Op4jo3X3xtVO8/La3ubYQC7iTjce
vE5sLJzGhJLRJyiNA5IqetNsbVy/l3JHc2csOpqkVlNbyw2/1Gy4KsMqyyJGVjV09XiRyBqtajfG
1ZTq0Uk2lXkMcfrSSQSokIKrzZkIC1cFRXpvtgV50PLnm9pXeXT53UzQvFbeppUcCxQ8VZGZYGl/
ehSz0NPiIFMKEw0n8v57y3S51Wa6tb1GP7qUafN22asMIQ0BC7ivw/SW1TT/AAE4aIx63eQxxxhD
FHFZKhf01QyU+r7OWTmT4/5IAxtKin5bWq2a236SmqH5mYW9ir15K2xFv/kU+W3TbG1X/wDKvUpw
bWLtogvAQmKzKdVPT0O5QV+Xzq2qrdeR5JpJ5E1i4iafYsLexZkULxTiWtz9ggceVR7Y2rejeRF0
zVYb8arczrAGCWrxWixfErKd0hWQH4+oauwH2agi1ZRirsVSm583+VbS5ltbrWLOC4gYJNDLPGjI
xFQGDEU28cVXN5q8sLGsjaxZCNgxVzcxBSFIDEHl2JFcVaXzZ5Vflw1mxbgKtS5hNBXjU/F47Yq2
nmvyu5ATWLFi2y8bmE1IbjtRv5jT54q5fNflZwrJrFiwanEi5hINTQU+LFXDzX5XLFRrFiWBIKi5
hqCpCkfa7EgYquXzL5cYoF1WzYyEhALiI8iGKmnxb/EKfPFVn+LfKtafpmxr4fWYf+avbFW381eW
ELh9XslMe8lbmIcaU+18W3UYq4+a/K466xYj/o5h9v8AK98VcfNPlgNxOr2QY1oPrMVduv7XvirY
80eWTI0Q1eyMqNwdPrEXINWnEjl1xVv/ABP5a9Myfpay9MGhf6xFSvXryxVb/iryvv8A7mLH4ftf
6TFt8PPf4v5d/lirk81eV3kMaaxZNIByKC5iJoBWtA3TFXl2jarqkV3bpp+vXeosJ7XlFPq9pder
67eokCgWq8vVW3lSqvUBWOFCMi8wPPNQatdUvYrdomj1OKnJnEZlt/8ARirgTI4IBKmm60YDFVre
adQOlzOdWa1uBBb3NsZNSgLyK6tIvw/VuPGSOcGu/wCyOoqFVkXmfVpGvJbbW4zZxGS4eZNWtpVV
5Yo6wMZLRwiR3DenGK1oeW/TFVOPzhefU5Z59YniuJElmhLanYlBDb8j6o423HjIvNq0PwqN9tlU
RP5j1P1Hu4dclWCWWaKcNqNj6cR9OQokLG04jjyV1duVaUNaHFVXT9bu59e0921q6H1ieELZjUrN
g1LhoJeUH1UMyGSCROKn+b7BHwqvR9fcpoWouCwK2sxBTly2jb7PAq1fChB98CXlOn65eQalCs2o
XUiq7CHncXBBkPJovVVrz4kVl+Mcd1HvhQqRaq9pYsBc3sjPDJCESe4kjV5OBhZq3h4ihIJDdeh6
nFUPpeqXcFtNbLfXMjKQ5Ky3KyNKifCKteu3BY25Mo3OxNaDFUVpmv6ramIXF7I8UMj+krTTs31g
IFQSlrxqxepH8SN/ld6kKu07Utfm9E2EuoT3FsomnDm5nV+M1FAjF8/w+my8lZt9zU9MVRSWPnBr
SMxjUkmmhlS7+sPdyqrnkSqhbqN6em1I2AJ5dwcVTbyva6yup6bLcJqK0adbz6y10YSPSJRuElxI
q/GxB5K1SAfh2xVn2BLsVeVeaZLf/E92jzxqxahVpWL7LXiqHVbdF+Bm39NSK1A74UJSmq8YgJbt
dmDCNHncId1IZRrPSlTSu/TegqqsN9EJ975Y0iorwmRuYk6U/wCOyWBU8eVTv2IxVNNN0XzLfQQX
1tE81pMZCVhkkKlef7Mg1itarTptuPA4qrReUPNMX1lBay+i1BCOUrsACPs89YFOnL4ie/jTFV48
seaXtZPXsZo5GYs4iMrM3T9r9NKanqPCh8cUr28uebRfc0sX+qspA+OZpUHMvSh1gJWoFCPHsBQq
Fp8q+Z9pBZSpIDyX+9fjQjah1ujbfL+qlyeXPNquXSxnb4FqZXkJZgetDrL0+FVWld/HtihtvK/m
pYWEVrKG/ZUerU7VoeWtECjHrv0+9S6Xytr7RME02dXkPOUHkaszmrD/AHNU5hfn/RVYfK/mdFJj
s7iSYCo3kjVuSsByP6ZbcMa1FKdu2KFN/K3m+QNP9QdSCfQtfUnIB5FSHY6uqn4VBDBfoFMVVR5X
820T1LWdthurOrAj4iCP0xxcV+H4vuFPiVbi8seaizM9pPGzEg+mZNhUUpXWiCKV6jb7sUpfNqV3
Bpxhjv7qNpmVIpzqc8cqet8LPGstgw+HkrKGqd/vUKtl5hhtDbob2RooHmntDLqNw7OtAhidGs42
dBLEwG9e9d8VX/4jMp1CGK8k9adXuGDajcJ6fogSL6Mn1H4agHktDso64qpR+Y71hcRRXyxXTR+n
P619MTG0fxL6Cm05UcoquQzHievIDFVC41/UrfSvqceq2wkMbxT3E17eUDBi8Tw1tj8X92DXkCCR
23VQ02o+YF0qytmvwLaASqrrdXQkeSALIoZltm5FeSjpXjue5wqmGg3mspq1vJcatBI91cwRcvrc
8peEXENEj5WyV5Osqmux8QWJwK9cdEkRkdQ6OCrKwqCDsQQcCUFHoWhxgLHp1sigkgLDGBU9TsO+
KtjQ9ECso0+2Cv8AbX0Y6HvvtirQ0HQlfmunWoeteQhjrU13rx98VbOhaI1eWn2x5GrVhj3IBG+3
viqrbabp1tIZLa1hgkK8C8caoeIptVQNthiqIxV2KuxV2KsR/MD8ydJ8naZqNxKiXl9p+nSamdPF
3aW8hjWWOCPks8qShZZZeKukbfZKishRHVSD8pvzsX8wNQvbBtDfS5LBH9S5F3b3drLPBN6c0VtL
GV+sLHHJA5kjUqPUo3EGNpVU51P8ytEMU82k6tZGOxk9G/8ArMdyaOxovp+mtWGxBIBHTfxKr280
az60YF5pnpmBr1qx3fI23DnzXanwqQx8em2KGR6Lrml63Yi+0yf6xaligk4unxL1FHCn8MCUq1TU
/OkOoypp+kpdWKlPTkLxKzD4ef2pl8TSqjp3wqnFpd3R0tLq+tmt7kR87i2BVyrKPiClGdTWm3xY
FfPx/MXXNX06/wBdk1i7sNVtWnkj0mCX0YooIVDgiJgEnCivOtWoKkUzXSyZDK4nb8fN15zyNm+T
1Tyx5/vdR/L7QvMc8Fv9a1EiKdJp1tE5qZELRllkqWaKqp7+2Z3EasOUMkjEEDmvj/MK4KuXt7FA
iNIWa/oKKtenon9oUwXPu+1Ank/mj5/sRFj5/tGvDBqUmnWaItZXj1GOdkehIBThG1CB9o0wgyvc
MoSmfqAHxv8AQE1HnPyiU5rrdi0fLgXW5iZQ38pYNQH55NtXDzd5Vbhx1iyYPyCMtxEQSoBYVDUq
A1aYqp/418ocWYa1ZFUAZiLiPZT3+108fDFURF5m8uy3K2seqWjXTuY0txPH6hcfshK8ifoxVitr
5R8128yzLMpeJkmUPq2pyJJMrJX1FYf3fBSOJ5V6HbCq638meYYoorT1ljtECIWt9S1GFuFQZCFB
IDHcD4vDFU8XyZpwt5IPrmpFJirSE390WPBOA+IyctwPi3374Fdd+S9KuuJae9R46+jJHdzq0YaO
OMhPi+EfuVag/aq3UnFV135QsrgXPG/1K3e5MhLwX9ynAyksxjXmUWhPw/DQdsVXJ5TsUlSQXmpH
gjR8G1C7KkMCKsDJuwrs3XFWofKOnw/VuF3qFbWVZlJvro82X9mX95+9Qncq9QTWvU4qneKuxV2K
uxV2KuxV2KuxV2KuxV5P+eWmec9VspdKh09NS8j6haxprcaCea9jnjuk9A2cNpH66sWkSSSUi4VU
jLegSvp3CrBvyb8m+fdC/Mh1s9J/R3kszwym5tbS406Ge0itdTii9ZNQnF+0n1q4DPFMkzA8GDrC
kPNQybWdLgXRvM62WlrHI95DKK2s6/HyUfB9mqB3cAKabV6HcqjbvVNMsEs2v0uY9V1DSI7OxsVj
n+qn1LVU5PQsePMkGhLge+V+JUqI2UEXRZF5S0kP5IvLKCzQwzTMYrBZJoiAeBIeeWKPn47RcSPh
od8txZSCJAGJ86/RY+0+9llhHkDY+X4/Gysmja76rRSaMjRllkacak6irpwcJWJ5AVp9qoNDSvGq
5LxDRH84Ufx+PmAxyjjMCf8AJ/T+Px1HIysd5f0i60ue5vJ7IxItqqKkU/1gsYyxISJY4lHLbio2
XooFTmNHFGBsOTn1cpxo9Dfn+PtPW3h/mXyz5b1bVLictLZWJknIsY7pkjKl2BBQxkJyWOPkPi8O
gGQEYjkJOrlGJPKT2OE2DeTdMhsdKuI7O3KxJaWxuouPG3duaPCBJInI7MR8R3+1TLRLlQbxPYUP
Jj0EetNMedpfwROaSGJ9bDqCg6Vbi25p9ByxsRcUGuyRLyS8SZGMiq51kKFfiSlY3rswFATQDt4q
plHB5fiEcUttr884pHNNy1V+bALu7chUb9xilKZZtSa2Q2+maisiMxMVxLrUgDByEKMCh4ceJZT8
qd8jE2N2EJEiyEZpVzqWntyazl+rzLW/ieDVrkGNG4MqfWKpyKb9KnfqKZJk9B4oxVyo5LupI3FR
gSuxV2KuxV2KuxV2KuxV2KsH07/Efqry/wATcOIr9Y/QfGnvx+Ovy3wquh/xN8HD/EXo+n8XqfoO
v2W4/a+Pl0+mld+WKtP/AIj9L95/iOvBa+n+hfA1pT4vHr+umKqg/wAR+ulf8RU4tWv6D4dRyrTe
vh+GKub/ABTzan+Iqb9P8PU9qV3+X44FdD/if1vi/wAQ0qvPl+gOFeIrT9qnjx74qjdI/Tn6Ug+t
/pr0ePxfW/0T9X5emf7z6p++rXw+Hl7UxVk2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2
Kv8A/9k=
uuid:ed62148e-6f87-42e6-a50c-454948115f6b
xmp.did:77D62C0B9C86E911AA07D866D7A3723A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:dfa26e94-7308-4215-bacb-daccc5ad569c
xmp.did:F453DBE68086E911AA07D866D7A3723A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7F96A717407FE711A413C5632624D4EC
2017-08-12T17:41:36+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:77D62C0B9C86E911AA07D866D7A3723A
2019-06-04T15:45:03+08:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
D:\pholiography\solid solutions\temp\new product\SOLIDFloor-PU{full}.png
EmbedByReference
D:\pholiography\solid solutions\temp\new product\SOLIDFloor-PU{full}.png
Print
False
True
1
210.001652
296.999959
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
58 0 obj
<>stream
HWI%ܿS~ə{^^ t8"7t! /(̌ݶOװ[amǽBK雅q/WcR{q{YC+}i/l<ǾMmԂQ?wf~{K1o7|ް0-{͛4~{>|}}<}sv˶am99ܷ)u7pG(I{ڑC˞mY u?=hmdl̝
쐘Lpm؈{SUOs09,{ƥxJxn%\4.FֆQO,V:rOly:Dzm/c -rT3$uhQ7TX| ^/!]l0LXz6q#qJ{;2s?(2춼[nLbV 9hb8gBKml-m=Ӳo5x Aa܃䄈m9Ѓў-Ǚǜ>P
p|&B?!Wʠ6CP4ِ&4kllh_l?]vrIUUmz>/>WW/*;0dcJML@;gcc*IBEV@iצ-m9|z䵣FGۼ|V>jL&>FʥO.VHeE#zɈ#1G.[Bhh;iYE[e؛PuF1X*=bhoXj
z RUCktO]vdʋLy+sJ-^tpA-FOps+ڴ= wGR?t{ćhC,Z#bܡgVѣF"Z0l#k0t?)tMN~s'#QJ,BLŎ=ՀX\u)SE 5GGQpd\.YE>3Dxa'_/m7ѩcmEoGбΝHY<Ԛh`@/LłOwIPϷWP
2|;>7=↬OX.pV7?;K=zUMt~IPv+SNz؟Ii