%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NOTIS AKHBAR July 2021 RTD Kulim 2035_printing_NST 18cm x 3cols_FA
2021-07-30T17:26:39+08:00
2021-07-30T17:26:39+08:00
2021-07-30T17:26:39+09:00
Adobe Illustrator 24.0 (Windows)
140
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACMAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A775S8peVZfKujSSaNYvI
9jbM7tbQlixhUkkldycUkt67p/kPSIl9fRdONxKG+rRNbQorsoqQZChVQq8nbvwV2AIVqKLUNMh8
g3MNr9a0fTLS7u+Rhga1Chgsvo1UzwW7n4yq7oPiZR+0vJW07/wd5R/6smn/APSLD/zTitu/wd5R
/wCrJp//AEiw/wDNOK27/B3lH/qyaf8A9IsP/NOK27/B3lH/AKsmn/8ASLD/AM04rbv8HeUf+rJp
/wD0iw/804rbv8HeUf8Aqyaf/wBIsP8AzTitu/wd5R/6smn/APSLD/zTitu/wd5R/wCrJp//AEiw
/wDNOK27/B3lH/qyaf8A9IsP/NOK27/B3lH/AKsmn/8ASLD/AM04rbv8HeUf+rJp/wD0iw/804rb
v8HeUf8Aqyaf/wBIsP8AzTitu/wd5R/6smn/APSLD/zTitu/wd5R/wCrJp//AEiw/wDNOK2k/Ff+
VQ8aDj/h+nHtT6l0xT1Tjyd/yiOif9s+1/5MrigvM2Gt6hrkFrrEtrLa3StdXkulC4miuxzL21nJ
cSvI9Ak/qLCBwHMHiVYUKETeWuh+W9cuLWyeGGO7tmi1HTy7FpSI5nhHovD6VZGg9OMhGDAyCnKm
KvVbWRpIFZgwbdTzABPE8eW21GpUYEvDdO/Kn8zNHsmlt3s9Q1Jbp5ojNcyoPq9xaXNo1vy4kBYW
nEyUHxEtXcCpVPNK/Lzzzp2jDQybe4ihvrC+j1A3ThnFpZWtrJGYzGSOTW7vXl36YqhfIn5XefdA
N0NR1OG9LaJd6VYq0rkhmeKa35VHRZZLgMRvx49eyqX6R+VH5n6NJ9eS8t9SnsmtP0faTXEiKYLC
5DxQl+LUZ42fk3jTFVWL8ovP0V1p0/6SgHGGCK/tBM/pyPHBNV05JWsUkvEfzKxJ6Y2hG2P5bedL
eO5gvUtbid5NKktdaN5MJI4LSe0eez9FlK8QLZ+LLTlXfqcUpVYfkt+Yun6Po0VrrSvfWE66tdRz
TStC17A0axQRcaUR4/UMkjhqk/Z7hVl9z5R88zfl7qnl6FoINQN9Nc2cxuZClzbzai940ErIiyQh
oX9I8SfmBgVi9/8AlN58v/Ma3dr6Gj6fLCiRBL64l+pQLaSQS2KRBVSRZppBKX2pvhVCz/lB+aF9
am8N/b6bqyoUhhiuJJIqQ6dBYKrtwFVuBFIWAHw8gdziqcWv5aeeFN3DdpbT3L31jdW2t/W5vV+p
wXMErWTQspUCNIWClTQ7eJOKvRPIVjreneUtL0vWoY4r3TbaCzZ4pjOsoghRDLyKRkF2B+Hf54FT
/FWI/wDlI/8Atwf9iWKeqb+Tv+UR0T/tn2v/ACZXFBea+YbJNV8yy2erDTp79r5brTbf1THqdq8H
qJbra1juI2VlSKeblvGru7L9jiVUdF06xj+ran5je60lIfrKtHcu1vKWvLhIxcW0lmtq8YkkkczG
X4lDcmUBuZUPWNAe4fQtOe4Qx3DW0JmjPqVV/THIH1iZev8AOeXjvgSj8Vec+fvyz1XzH5tsNdtb
qAQ2VsLd7K55+nIW9YGQhVb44vWDxHsw+nCrE7H8hdbhtNJs3Omx/UIVi/SETOLiGVZYJDdW6x28
AMj+k6nm3f4mfFU0svye83x6jd3M+vpGup6pFrN1JarxmguEe45C3MscyNWKdFBdf2emKoXUfyN1
u80TytpbXVmW0TTZ7CW85TLJDPLLFJHc2vFQSyekRRmXr3FRirWofkd5o1GbXPres2zweYbqK8vE
MZf0nt7iQxcFkR45P9HkCkso3UfPFUHcfkR5vnSW0fUNPSya1kKMDcNL9cl0hdLZTyU/uRx9QGpb
tTFWY/mF5F84ecLHRAt7Z6ZeaTO+o8UM00ZvYmH1Qq3GJgqry5MRUE7A4FYwPyS85W/mC416y1m2
jvGvNUv7WBvV9KOfVo7mKV/s1qqNbU/1W9qqoO8/5x880PoUOk2+uwKum2+o2umSlZFBh1GSFnjl
jAYcAnrilTQlD22Ve74q7FXYqxH/AMpH/wBuD/sSxT1eR6H/AM5Y+VNO0XT9Pk0W/eSztobd3Voa
MYowhIq3emK0ipf+cuPJUrRtL5evZGibnEWMDFGKlOS1bY8WIqOxOK00n/OW/kiNw6eXb1HHIBl+
rg/GQz7hv2mFT44rSp/0OB5R/wCrFqH/AAUP/NWK07/ocDyj/wBWLUP+Ch/5qxWnf9DgeUf+rFqH
/BQ/81YrTv8AocDyj/1YtQ/4KH/mrFad/wBDgeUf+rFqH/BQ/wDNWK07/ocDyj/1YtQ/4KH/AJqx
Wnf9DgeUf+rFqH/BQ/8ANWK07/ocDyj/ANWLUP8Agof+asVp3/Q4HlH/AKsWof8ABQ/81YrTv+hw
PKP/AFYtQ/4KH/mrFad/0OB5R/6sWof8FD/zVitO/wChwPKP/Vi1D/gof+asVp3/AEOB5R/6sWof
8FD/AM1YrTv+hwPKP/Vi1D/gof8AmrFaejfXo/8AlSX17ifT/wANevw2rT6hyp88V6vg3FLsVdir
sVdirsVZp+UWl6FqXnaGDXbL9IaXFa3tzPZ82jMn1e0kmUBkKsDyQd8Vem3v5W+VNNsPV0HSY/N2
q/o21vNNsjJOBdWt3f3IN40ULxSM0dusCEIQqk1IOKqGreXPy5tTqlnYaBZ3SWfmHT9HjvfXu3cR
3yPLOvITcGaB1MKtx3AqanfAqzzF+X2hafewQ6L5Xj1XSbnWLy21bVzLcyNp/pao1ulqFilVYgsC
pvMrF+VQcKsE/OTQ7LRfNn1Ky0j9EWqxt6UfoXMHqqJpFEn+lSzs9VUfGpCnwxVgeKuxV2KuxV2K
uxV9y/8ArvP/AIKX/dtxR1eA6b/zin+Yeoada38Oo6QsN5DHPGrzXIYLKocBgLYitDvvim0T/wBC
i/mT/wBXLRv+R91/2TYot3/Qov5k/wDVy0b/AJH3X/ZNitu/6FF/Mn/q5aN/yPuv+ybFbd/0KL+Z
P/Vy0b/kfdf9k2K27/oUX8yf+rlo3/I+6/7JsVt3/Qov5k/9XLRv+R91/wBk2K22n/OI/wCZaNyT
VNHVh0Inugd/+jbFba/6FF/Mn/q5aN/yPuv+ybFbbH/OI/5lhSo1PRwrUqPXuqGnT/j2xW2v+hRf
zJ/6uWjf8j7r/smxW3f9Ci/mT/1ctG/5H3X/AGTYrbv+hRfzJ/6uWjf8j7r/ALJsVt3/AEKL+ZP/
AFctG/5H3X/ZNitu/wChRfzJ/wCrlo3/ACPuv+ybFbd/0KL+ZP8A1ctG/wCR91/2TYrbv+hRfzJ/
6uWjf8j7r/smxW3vv1KX/lRP1Gq+r/hf0OW/Hl+j+NelaV9sV6pzpFrd3f5c2VrZTfV7y40eKK2u
AzL6cr2oVH5L8Q4sa1G+KvKfMXk3z9oxtrvzB+YH1PTGH1OO5kv761LSBLgxq/pcU5MPTkeUkU9M
j7LHFUOtnqTXP162/MZbqA3MhuNNbVb+NZbeC4s4xAkic5YmLScWdFqeagVDGirru310QT3t1+Y8
VvcatNd2umyC9v4YY7lyhaBImPHjbyO0YkoCOSiimi4qidC0nzdHa3tlJ+Ykct5rtlN+hbVru7la
EXE8CWjxSygTlT6UsBl+1Uqy/EzYqjtFsoLbQQ+uefzc3V7PaX9pImrX0cSafZO0t4kcgkSSQNbw
XCMzD4uIZqN0UISOPWNHv7xtZ/MKK4/SliNM0oSanNaiO8W2hSSSgikiQhnUiWnKrKT8b4pW2Gj6
vqep2bWvn4PZagqz21jHqOqJJPHch09SIySmREE1p+6FWqC/xfzKrp4PM3+Hbixs/wAwLa2vvLr6
iNauLi9u5TzuALaMTSOI5Iltw7un2h6nCn8wVdqWm+Y0h1HVpPP8dlKtzL+kFhvr2aC3lea6ja2j
hbkEWORfTXigNIyaDFUu8tWuq/WtK/SX5kpdQ3k8YFvDqWoFLmCOKNrz0p2KH1HNJFUEcPUKqQFF
VU4lsZNKgezn8+SSapGLW3WGTVb5kiutPgjm1ZpQoeZ0K8XKs67PTlHyGKrtTm1+/wBcv2tfPdsY
tQubiSy0+C7nt5rcCB7ZYFjSKU/Cj28vKgVJOZKOfixVK9Ms/MNzqEdvF+YsVx9dYerFBf38iSw3
k0MtuIGPJrY8WjVSspNH41+LFV/mOxnkubGDRvzIjsr2OytYryGfWL9q3ETTWs91xMj7fWGhorAK
5U86CtVU8m8mecteGral5W86S/onUXkNgq315Iq1qKLI3qNEFPT0tvoxV6to9rcWmk2VrcuZbi3t
4oppGkaZmdECsxlcB3JI+0wqepxQxz/ykf8A24P+xLFPVN/J3/KI6J/2z7X/AJMrigrPNflDRPNV
hDYawkklpFKZvTilkh58opIHR2jKsUeKZ1Za7g4qxyP8jvy3SdJv0aX4SxSiN5HeM+kSxQxsSpSR
/ikUijnc4qmOr/ld5O1WC0gu7aX0bKa5mijinliU/XblbueNxGyh4mnjR+DbfCMVUbv8o/JM8dsk
VtNYm0tYbG3ksZ5bVkgt5jcIoMLJ/u8iRj3YAnFULc/kh+Xd1DDb3VjJPa2vEWltJPIUhVZGkCJv
XjykeoJNQxB2OKr9Q/JfyJqNy017b3EyOf3lt9ZmSF1JiYpIsbLzQvbRPxYkclBxVfafk/5Otby0
v4vrh1Ky4CC/kupZJ+ESoscZZyaqixigPv44qr3/AOVHkm+muXmsiI7+RpdSt43Mcd07XJu63AWn
M+qa1J6ADoBiqFj/ACY8iR6fc2CW0whvZUnvCZndpZE9YFnL8ql0uXRj3X5Yq1p/5Kfl/YHlbWLL
IsckVvKzcpIfVEYZonI5K/GFVDVqBUdCcVbb8mfJJurm8VLqO7vobm31CZLmUG5S9Ja49cV4v6hp
Wo/ZXwxVRtvyL/Lm2u47uKwYXEe4cvyUnmH3jYGPYgAfDsKUpQYqj9L/ACn8maSwOm20lqPWiuGV
ZGZWeGWCdah+XWW0jY0p9xxVBH8kvIj6gdQniup7p/7ySS6lq5+sfW+T8SvJvW+Ln9r36Yqyfy35
Y0ry5p40/S1eO0BZhE7lwHd2kkcV6F3kLNTFU2xViP8A5SP/ALcH/Ylinqm/k7/lEdE/7Z9r/wAm
VxQXnXnOHzpoGq6heweebfS/068w06x1A+pFBHCkZSS3WSGejqzMHQDiQyn7Q3VRM8H5vlo1svNu
kOr7oZjEXJmug0CfBagODbIUDKF5MxoNgcUrLDT/AM2JdLnls/Oun3Wo3Ulr9QnlWJ4SEimeWIxJ
BFxZ1lhk+Hf4ew6qobypYefYdYttSn892esWOoT3iWls1wqpdIajhCghoskTxFqx147inEUKqVrq
nm6E6Ktv+YOkGzs7m3d63TXEkwuEkgEU7tE7TB3VmDMyhm3UR8UoqjTf/mNdWi2kvn3SGk1KO3Gl
zWgSB3kmjeOMrKbeZXWa4hfiFUE0qpAUoyqZaTeeedMudOl1bzrpFzpVo8dpeQpxaSaZLaN5Y2kK
tJ6nprLKByDE0Y/A3BVWOtF5gvwX0f8AMCIskJV5Bez3BSH99L9ZaJmt1X00liO/Ivw60BRlU7i0
vz/feWtN0iPznaRyIlxLq95FM5uJoHuDLDNb3RMjKvojYinBfhNeqqq13D590e7uL3/HOnRWV3dN
JFHqTxyIIDeJNCkVEi9OtpIUkpyH2eNPthVRltPPrQy6j5b87WlvpepzB9MF4JLti17c8LdP9JWR
1AhPwKtBzXfarBVuHUfzCk8uXS2vnvRbrU7a4iN1qUvoJBCirNPPGvCDgU+qmB1JBIYSVbiKYoUb
ux/MG/lv9PfzxYPdw6e6RLBcfVnWt3BcGWf6vEnB2sk4mVfs+pVEUVZ1KMvLjz7HqJ0mHzlpWnyR
TMs1m7pJc28EkMZt41luYZGnkTcsZByblzY0dUVVf5csPzXe/sppPNdrqljLc28l/wDVRazQrbqZ
nuuNYo5V9V0jhjCs3Eczseih6jirEf8Aykf/AG4P+xLFPVfba5+gvyz0/VFtpL2WDTbQW9lFX1J5
5I444YVoGoZJHVa0NK4q8683fmh+XnmCfTDd6Bd6pMlnK7KfTjltI7i4ijk4IzcvXMcQlSnFvSI3
o+KpLPH+UFhPbR2vl7WL1rXUfqVxd3E3pcZb15o/UaSeQFyDBIw5UEe/JkcFcVVodP8Ay3tLzylq
HlfTNVS6YmbTrduUKSpd3gsFknnb1THxaT1QVUmgjDFeSBlVLSPNf5YaHbjUofL+p2Oo6QDc2Fgk
kkkdYKQx85JQscfqG9dtqji/I/EyLiqZ6JqP5Vanql/cny9fFLCxa7uZmb1Ed4J7l5bVlVhzo8Ym
jZiQaLXgUAxVA2+p/lFPHpzT6VrIsYYLRdMhiJmgRVuZXtrppY2+Gb1Lqan7wqBsvVQVUx/xX+Xm
i6Vp6waXqq6Xev8AX4phIkdzDcWkM2noAC6jkI7P4aSGv2sVV7vWfyt0jzJfaWItVeeBf0Rc2kZj
kg9L0oLGNUZ39QKqXICqjCh5krWlVULoep/lRrGo6Xb2ek6qU1O2uPL0N1cssUZt/qlZ12k5Myxt
GlCPiLgryZdlUHLH+Tepadqt/aaJfx+hajUiLqVraCZLP04VgRlacrT1o+KqnxVAWtKBVLtA1f8A
LGbzTHdQeU763uotXeU3MV2kvFdMjef6x6Yb4gmxeJagLQqSx4sqrz2/5SjUNY0vU/LGrwfUryRC
1u8kouxC91boVpw5xiPT6qtSwJbbijviqM1bV/yY1O6kOoaHrNzLcqTcTPCIykSafDC0zAyRtxNt
IrFVB5Fa8TVeSqpDc/lT5rvdOsrnSNZXVdat4bf92xWNIFpaGMTh442jj4kuVHLqrAN+7xVW8i+d
vLOm+a7mHQfLr/WdSjgN9dpeiWNkbVxp8bRho1JQfWQ6fZBUfNyq9Z8j+al81eWbXXFs5LFbkyqL
eVlcj0pWiqHX4WU8KgjY9qjfFCXf+Uj/AO3B/wBiWKeqb+Tv+UR0T/tn2v8AyZXFBTfFWnRHRkdQ
yMCrKwqCDsQQcVWwQQW8EdvbxrDBCojiijAVERRRVVRsABsAMVX4qp3Fvb3NvLbXMSTW8yNHNDIo
dHRxRlZTUEEGhBxV1vb29tbxW1tEkNvCixwwxqEREQUVVUUAAAoAMVSnzanmptLjPliSFNSW5gLC
4p6bQeoBKrEhqDianj8VB8O9MVYneWv50y6jo93BPYRpDbwtqVlUi3efnMJ1NP3nxRvFQ1KhlNB4
qWT+SpvOMukufNsEEGqLIFAtqek0YijPIUeQ/wB4XG9PkBTFCf4q7FXYq7FXYq7FXYqxH/ykf/bg
/wCxLFPVN/J3/KI6J/2z7X/kyuKCm+KvAvOX5nefbL84rvyxb6k2neWUurGNL5baCbjPNYPPFY8n
jan1yZacmqRT4aCuKsbi/PXzpP5atLuHX45Lu20C3u9alWG0IhvZdftrM+sBHxif6pJIOBAFDypW
hxVFfmn+dvnW28w6xH5I16C706N9M/RRtUtLqF/UhupLpUl4S8uRtqH4tiKCmKquj/nT591XyR+Z
vmEX31WTTEs73y1CYbctaWt5JJ6QasVJS0aLvJyxVV86/nbq8l7fjRPOVjpVppOgxahZPElpejVd
RYj1LbmRJxKn4PTjowJ5H4cVR3l784tdmk8w675o8yW2h3Wgm6Cfl68NvHLcLBZ+pG4kmrdt6kh5
fuzQAe+KpT5J/PDzmv6CsvOWrCwvItbSLXri+gt7JG0+809rm2D80jEY9RGo44lhTffFWWfmL5u/
NKb8y9F0b8vLpbqxudLg1OWILZyWskLXbI80k8o9T0zFTj6T77UxVKLv87Nab8oLc6brMV7+Y2oa
nJpkUFslvPdwV1CcRu9iin/j0gotY96g7nFWJeYf+cgvzMTS9P1bSp62o8sxtrkQggZ7bVWu7myN
4Q0Z4j6xboDG3wUcfDXfFXo/n38ydb0nzN5MsdN8y2kV5qS2smpeX7iGBBLAQ7zzPdyMvpvLQRwx
qtWfpXsq82g/Pz8yLjytq96Nes0vYra2voJPSs4RBPK1yJNN/fnizenD6ig1kPAqAS2Ks28sfmt5
rvfzR8r6Xd63BdaJrWnW8v1Kyit2la4bTRPLJcxGl3ao8rh4+QoVp+ya4q95xV2KsR/8pH/24P8A
sSxT1Tfyd/yiOif9s+1/5MrigpvirHLnVvy6mSW5ur3SJUlctPNLLbMGks+IJdmO7QeooNfsVHSu
KoRvMH5RmK6jbUtA9G8ZZL1DPZcZm/vEaUcqOf2gW+eKrtP1D8qTxbT7nQj6MkQU272fwSOWEIHA
7MxduHzNMVRMmrfl16cqSXmkeldwj11aS14ywW3qKOYJ+NIvRkG+y8W8DiqFXVPymt1hVLvQYUt5
ZXt1ElmojmjCmZk3HF1AXmRuNq4qjtUfyFLNFcaq2lPPdwhoJbo25eWAlVBRpN2Ql1G2248cVWzr
+X+qxpqM40m/ivAzR3j/AFaZZhbq3IrIeXP0kDV3+EVxVVn1ryRpk/qT3+mWM9vELbm8tvE8cQCO
sVSVKoBLGwXp8SnuMVat9O8jQRNrNta6ZFFE7u2pRx26qskbNG7GZRQMr8lbfY1GKtzW3ki3hupZ
otMhglk+qXrutuqNK78vRlJoCzO9eDb1OKoeS4/Lm+ma+kl0e6nsRBzuma1kaBZN7ermpQNWse+/
bFV1zN+Xi/XrO5fSB6c6PqVvIbYcbiQgRtOjdJGLAKW3OKqUHmv8shefXYNY0UXjRhDcpc2nqmLk
EVeYblx5UUCtK7YqycEEAg1B3BGKuxViP/lI/wDtwf8AYlinqm/k7/lEdE/7Z9r/AMmVxQU0mhjm
heGUco5FKOu4qrChFRiryS1/5xi8j2kQjttW1qIxpNFbOtzBWCK4haCaOMGDjR0YVqCaqGBrUlVF
wf8AOO/lSK+ivH1bU5pIXidUYaeqFYYRbrHxjs46R+mPsCgG5WhJqqtP/OOHkc2F7YNfambS+a1k
kiEtuvGSyg9CN0ZYFYMVAY7/AGhUUxVB3v8Azi55AvUMdzqOsPGCfRT6xBSJTJLKyJ+4+yz3UxIN
ftn2oqwfSPy//J7UbnUAk+v2sCLrV5ezzz6Z9Vk+qS20N7F6sQl+yZYijIRsd3qKYqx2/wBa/JC7
ttF0++0/XZ00XlaRQ1tYeSOIarc+jHGSHlUwFtjyXrWhClpdc/JK1sreBE16+WGC7ltUS5tac9Uh
jEqD0UROZ5t8JFKwkEEVBVZC2kflHrGiSavf6Zr1rY2kGkaFb3c01kZQ08aPbTxK7Mssr2n1dpeP
P4WXjH8JYKFyebfyZi8jXnlmXUfMU/lVo5bxLQ/Ugbampq5AMQS4DLO/qL9YqCpK7yLwVV6jL+Rf
lG70PUtIN/qjaRrV2up3Ns9wr/6TVGMqvLG0oZylWq33bUVQKf8AOOHkmC01C0stQ1Ozh1O2isrw
RPakvFEwdh+8tpN5ZF5v7/Z4rtiq/WP+ccvI+sanealf3upPdXpVpWjlghVWSLgpVYoEHwyKkwBq
A6jbhyQqqV//AM42eSb15C+o6nHHMhjmhje0CMGnkuDUG2YjeZl2P2fffFXqOn2Nvp9hbWFsCtta
RJBCpJYhI1CKCTudhiqvirEf/KR/9uD/ALEsU9UXoes6RpPkjQrrVb630+2NlaRie6lSGMuYFIXl
IVFSAdsUFOjqemrpw1M3cI00xCcXpkX0PRK8hJ6leHArvyrSmKuGqaadObUxdw/o5Y2na99RPQES
gs0hkrw4gCpatMVWyavpMWmtqct7AmmqvqNfNKggCdORlJ4U964q3Hq2ly6hJp0d5A+oQjlNZrIh
mRQENWjB5AUlQ7j9oeIxVdp+padqNql3p91DeWsn2Li3kWWNqeDoSpxVCWGk+Wnso5NPsrJrK5jL
xPBFEYpI7jgzMpQcWWTghJ/aoPAYqhLz/AdtOUvf0XDOHW2KzfV0cPIfrCxUah5MW9UL3ryxVEW+
ieVHtY7m3sLBrV+F1FNHDCYzx5PHKrAcdvVYq3+UfHFVEW/kiWxhgEemPYzyQvbxcbcxPIw9KBkX
7LMVj4IR/LQdMVQ8035cRKt7M+jot16iLcubUCX94DIoc/a/euOQr9o77nFWQT3NvboJLiVIY2dI
1eRgoLyuI41qafE7sFUdyaYqqYq7FUImr6S8vopewNL6gg9MSoW9UqWEdK15cUY060BxVF4q7FWI
/wDlI/8Atwf9iWKerFfOPmzydon5d+W7fzQkz2rWVnqlv6Co5ebSpLOeOGjhv76R0Q7fZ5br1xUv
O4W/IXTNPk0+18weYZoxZvo5s4WMkQM7pHKiq0K23qh4WmPY0ZgGooChK9Dtf+ce9StjBcalrej2
4jidWuTCTcJeWcrOOMdvL+7j9KSuwXmdhThirI41/I680bQY7zVNWs7QR3F7p2lMF9OSCTVzGDNF
HAYz+/jAHP4uFOZLIpVSqef1/KD/AJWV5ik1i91zT9bjurFr6W3a1FtLP+jQbaKEFZJiv1dXDHjQ
M3xGpixQl/5XwfkmPMPloabqev2utwERaba3XFojwkb4ZJYIBHR/U4H4hs9O+Kpjp4/Jd9M0+KTz
drk0kukaWtnZSSxu8Vokkb2sDw2sH1V5IqKsiOHpu32iXxVJLWX8l4NDtWtl8weadMTVFNvLyhkY
zDTywd1CQERWi7UpReFd1FCqmvkO0/Jhdb04aJ5h1z9LwPcm3tZTCIo5zahJYHY26W+8ce3JuLnq
TvilIrNfyHR9KQXPmKSRksw6S/UaMk+otIkk7cRHRJ+HKSA7q1VLVlOKEfeWn5Hal5M8s2eoanrl
pYSRaimnWMyrLqE0jXcIkHpwpNFGySw/DEkYBANRsAVVE2v5MSarrGpt5q8wXmjW6aYFmUvPS5u7
u71WgLRO8sYNqGKlOI3JLPQoqi4LP8i75YdFt/NPmPULpo4khhEj+oV+qMIkb/R0VR6Fw1EYBU4O
QFq/NSoafpv5G6j5at5LXXfMEghsvr7aQJ6MsMt1DA6srQrBX6xCGPGhbc7jjRVfbTfkCdJGlDzN
q0drrc8U8MiQelcJ6gvUHqOLbdX+szMXKV48KmlKqo3Ur/8AISS8N3+n9amtdSnhuLtLZpI7WNbG
K4RPWURRsEeO2l23YjpQHFWd/kbP5AtY9Z8veTr2+1SCz+p6heapqDc3kfUI3CRqxSE0jS2qRxoG
YjrXFDJf/KR/9uD/ALEsU9Ud5b03Tr7yhoa3trDdKNOtlAmjWQcWhjLD4gdiVFflipR7+XPL0jO7
6XaO8jB5GaCIlmClASSu54sR8sUOXy35eRAi6XaKilCFEEQAMQYRmnH9gO3HwqfHFWx5c8vAwEaX
aA2v+8x9CL91Ri/7v4fh+M8tu++KrrnQNCupnmutOtZ5pDWSSWGN2YgKKkspJ2jX7h4Yqtg8u+X4
JUlg0y0iljNY5EgjVlNQaqQtRuo+7FXReXtAit2totMtI7dwqvCsEaoQjmRQVC0PFyWHvvirzO4j
/NP6vrWn6T5L0zSkhS/GjX6iyPqyErHayegJmWMvC8gcPUEjegPHFUtmsvzot9SF5a+S9IaKOGRX
tEaxCTzepLGszyH05QxhKNxBAb/I5FVUq8c35wW168Vx+X2iJptnMY7K4tBBM3pATGOSOIzxMtZ2
DdBRZGJoQcUPWG0DQmW2RtNtWWy/3jUwxkQ/8Yhx+Dp+ziq0eXPLwRkGl2nBwgZfQioREhjjBHH9
hGKr4A0xVSXyl5YTUIdQj0q1jvbdWWKZIkQgOnpn7IAP7v4RXoCQNicVVxoGhKkaLptqEiQxxKIY
6KjNzZVHHYFviI8d8VUD5R8rma1mGk2iS2UyXFqyQonCWKN4o3HEDdEmcLXpXbfFVd/L+gu4d9Nt
WcMzhjBGSGZubNXj1LnkfffFVaz0vTLEubK0htTIqJIYY0jLLEvGNTxAqEXZfAYqxr/ykf8A24P+
xLFPVd5TtUutM0xJZJgkejaayJFPNEoLpIGNI3QEniMVKe/oWz/35df9Jd1/1UxQ79C2f+/Lr/pL
uv8AqpirFvzC1tPKOmWd9Dp19q31u6WxEEN9dI6yzI/oV+J/heZVjJ7cgd8VYfN+fPkCGK4mbTPM
np2yyM7VlU1if02Ti10rK/IqKMB1A61AVZ/5V1PQPM1pd3Wn/pKJLK8nsJ0upruGT1bcgMeDS14s
GBWu/iAdsVTr9C2f+/Lr/pLuv+qmKu/Qtn/vy6/6S7r/AKqYql93odpJq9pCZ71Ymt7h2VL68SrK
8IUnjKOgY4qiP8LaZ/v6/wD+4lf/APVfFXf4W0z/AH9f/wDcSv8A/qviqnc+WLRbeVrZ72W5CMYY
5NU1CNGcD4VZ1lkKqT1IU08DiryDQPzr8qXssNvqui+YLGeeS1VGttQvbuFUvIIp42djPBLyHqkM
qRN9nYmtMVemeUl8u+afLtlr2ntq0NpfKzRxXN9fxzLwdo2Dp9YahDIe+Kpv/hbTP9/X/wD3Er//
AKr4q7/C2mf7+v8A/uJX/wD1XxVCwafFp/mqyjt57pop7G8aWKe7ubhC0c1qEbjNJIoIDtuB3xVB
f+Uj/wC3B/2JYp6qfliwurqw0wwajcWIXRdM5C3W3YNVZftevFN09qYqWML+b3kd7We4TzjqZ9GY
24iNtZrJJKoLOsYa0HLgFNT02PfFURH+aXkWXSbvUo/PV26WFr9du7VYrI3EcVVU1iFpyJDSKDSu
+KHWf5q+QLu1N0nn66jgBejyw2iVVJTDzFbP7LONjirb/mj5HjaATeebuFZkkfm8VkFjEcgjAk/0
T4GetVB3479CKqVW7/MXyrBcXEEfm/UbyW3eKEpZ29ncM1xPO9tHbokdozmUyRn4adKHocUKt3+Y
PkqyVfrfn6aFi5iaMrYsySgMWjcJaNxdeBqDiq+387eXbvzHYeX7DzffX1/qJIga2jsJIQfqz3fx
SC147xRE7e2Kp9Noupfpu0X9PX9TbXJDcLGopJBt/vLTeuKo79Can/1MF/8A8BYf9kuKu/Qmp/8A
UwX/APwFh/2S4q79Can/ANTBf/8AAWH/AGS4q79Can/1MF//AMBYf9kuKu/Qmp/9TBf/APAWH/ZL
irv0Jqf/AFMF/wD8BYf9kuKu/Qmp/wDUwX//AAFh/wBkuKoOGwurXzfYGfUri+DaffBVuFt1C0ns
9x6EMJ3964qhP/KR/wDbg/7EsU9UR5I/452n/wDbF0v/AIjLipYp+YfkjQdG0uLU/Lvkax1rUvXk
EkAty0irJayD1V4UP94kQb+ZaqPiIxQhY9I8uJoMWpL5Ci0srdLbaxZXNpJM66YZXMkiekvxlTGH
IAYeHJSjMpSzV9L0SxLQWf5Yx3sq3E9qJ0sZo4UsbeVGhDFY3kf1YwSCgIVgPhP2Sq1D5c0fzB5j
0mwv/wAsTpmlpzbULh0IZJIZUa1VmjX0Zo2B/eryO37X7sqVUL5bKTWX1TU/ymC3OrzrNrD29rJb
QECed/U4TxmkiCGNlX1Ny/2k2qqr+X7e01e9tYNU/KqGxb6zPcx3z206R26OJmZ5awc5ZqW8Y2+2
zD7O1VWVeSfJfkfWtFs7298r22n6tYSw+tbi1ms2hmtkUwfu5KMP3DJyAZ1NShZxWqhnM3/Hds/+
YW6/5OW+Ko/FXYq8bvfzK/Oj6zrAsPKETW+mvI8Zmg1BXliW4a3WGGkfGeXiUm5oeBSoG4JCrJB+
Y/mq4uLu2tvJepRvAYWglnUrHMr36WskfIqirIsLGaoZkAFeXEVKqEj/ADV81ppjS3HkXVTfR2cU
4hSKXjLdPFDI1unCOUpT1JPibYcApPqMUVV6RC0rQxtMgjmKgyRq3NVYjcBiFqAe9Biq/FUouv8A
lLdN/wCYC/8A+T1niqUf+Uj/AO3B/wBiWKeqI8kf8c7T/wDti6X/AMRlxUsmxQxX807YXPkDWITq
n6FBjQnVBzrCFlRiV9MFyxpxAUVJOKvJbjzX/uNvUf8ANi3/ANL9WHTfSt5ZEEC8ppFbkJZTMyvG
qNzLL8aryI2UorTJtOv/AC/d6Rqn5lfWLS6nt9O0+SyEsBgWzuYrm6o7q5LmDiBKx4KvI/YBoqrz
jW5NZ1G0P5qWsE9mwgWKV2gQD6ufq6nk6JK7OyySvGxII4n+XFXs2iJrEel28esyQzakgK3E1uCI
3oxCsAQtCy0LClK1ptihG4qgJv8Aju2f/MLdf8nLfFUfirGLz8zfIFnbw3NxrtosFw1ysEgfmrtZ
AGcKVB+xyHzqKVqKqpj/AIu8qi1jum1iyS3lSOSOV7iJFKTp6sR+Jh9tPiXxG+KqF5558pWeqLpV
xqcQ1BriK0+rLydhPOVEcbcAwVm9RftU64qhtS/MzyDpkUEt9rlrBHcm5FuxYkObJ2inC0BrwdGX
3I2riqZP5r8rxwmeTWLKOECImR7iJVAuEMkNSWFPUQck8RuMVTQEEAg1B3BGKpRdf8pbpv8AzAX/
APyes8VSj/ykf/bg/wCxLFPVEeSP+Odp/wD2xdL/AOIy4qWTYoeLXX5vR+YPJ89nrvlLUPrF7bo0
lpGsogjZ3/diSdTDMhqqSBox+0tGqQSpYykf5cappt/cQ+SZbdLX0m02a7lv4V4+tbafO0pjczqL
dZVaHim0YPEKa4qiotU/LW30uS2uvy61CGS3jOqX1ofrDmFrhLVSqNMY5SGaRY+HAAKGqoDMMVae
88j6QfrFz5Dnu477S0bUJ4HuZHM/rq/1Wtw+7elEspblU9K7nFWcaL+b+mQudKl0jV0i0yO3GoX9
0PVMazMsPN5GblMVmejmPlt8Q2qAq9OxQgJv+O7Z/wDMLdf8nLfFUfirC7z8m/y5u2Rp9LesclxM
nC7vIwJbsgzSUSZRzcqvxdRxWlOIoqvuPyf/AC6uZIHuNJ9X6tFa29uj3F0yRxWC8bZFQy8AqD23
3LVJOKq4/K7yKNSh1L9Gn67A9rLFKZ7g0exSNLc8fU4/AsKDpvTeu+KoGf8AJT8sporaJtGMcVmZ
GtIobq7hSJpSWZo1imQKamqkfZ7UxVXg/KPyDHfTXr6YJ5ZJbSWJJnd44fqFslrbxxJWgQRxDkDX
kftVooCrKdPsLTTtPttPs09O0s4kt7eMszcY4lCIvJizGijqTXFUBdf8pbpv/MBf/wDJ6zxVKP8A
ykf/AG4P+xLFPVT8sWF1dWGmGDUbixC6LpnJbdbdg1Vl3b14puntTFSot5n8urd6haP54uFudKr+
kI2WxBiIYrxNbTdiVNFG57DFC+x8waBfWpubXzxNIgjkmKf7j1lEcQYu3otaiWgEbH7PQVxVC/4z
8rmxur5PO15JZ2Xoi6njgtXVPrDOsVStkftGNht079RiqYXOq6TazafDcedZ45dVma209G/R1ZZl
DlkH+i7EGJlNf2vh+0QMVUrjzBoFvp+o6hP54mS10kzDUWP6P5Qm3laGQPH9V519WNkAp8R+zXFV
W51fQ7X0vrHnsxGdgkIaXSxzY8dl/wBH3+2v3jFVO213RLprdbXzrcXDXVwLOBYhYSFpj6hUUW0N
Fb0JOLn4WpscVR02i6l+m7Rf09f1NtckNwsaikkG3+8tN64qjv0Jqf8A1MF//wABYf8AZLirv0Jq
f/UwX/8AwFh/2S4q79Can/1MF/8A8BYf9kuKu/Qmp/8AUwX/APwFh/2S4q79Can/ANTBf/8AAWH/
AGS4q79Can/1MF//AMBYf9kuKu/Qmp/9TBf/APAWH/ZLiqDhsLq184WBn1K4vg2n3wVbhbdQtJ7P
cehDCd/euKoT/wApH/24P+xLFPVEeSP+Odp//bF0v/iMuKlg35qeQfJWnCHWrXyZJ5i1rWNVhE1p
BfXNoZJisswmcqzJ8LJ0IUdKmgxQwzTb78m31zSTpvkTU44bm9axu9QuJJ0EBvRNbq/xXJ+E+n+8
JoEVtqsaYpTDTr/8nbPT5+HkS8WWaz9W/Fss00dv9WvGijhFzK8XotWYySsvFQh+MnbFUne7/Koa
be6tp/kC9mtNOurVLSyEt5BK8kj30k0zRxGVf9HiSV167NSq7UVUde1b8ndR8w3AX8vtTuEvru4O
t38s1xDITNItxetFFHcEni5UtTiPtKvWhUKutt+UFpA13Z/l5rVxE8pS9NxPcWaxqz3TAKHuOQFd
NYMFUKq0UkN8OKvS/wAuPJ/5Xa6lr520Ty/d6bPFNItmbyWZSrxSOJGSFbiaLj6ryL4VG21MVegz
f8d2z/5hbr/k5b4qj8VdiqTN518mrLLC2vaeJoJTBPF9ag5pMvWNl5VDj+Xriqaz3NvboJLiVIY2
dI1eRgoLyuI41qafE7sFUdyaYq62ube6t4rm2lSe2nRZIZo2Do6OOSsrLUMrA1BGKqmKuxVKLr/l
LdN/5gL/AP5PWeKpR/5SP/twf9iWKeqI8kf8c7T/APti6X/xGXFSlFzP531a+v7jyfrelXGlS3cU
f1n1zctbLDBwuIVjSOSNZPV+Ldj7jFCC0vQvzUude/SUmvQ/oloLFoIRIJ4zLHbKlwHSKKEOPX9R
yVkXnVR8PHFUm8vv+YttLqWtXnnHSr3TJZr+Kwn+th7X1bmNG09SiwusSK1GK+ozKp2ZgTyUq9zo
v506bPZifzdpdvZ20Ys0vbklWuIokkkeaSKWN0NyYofUc8qBQewZioagm/NOSWLT082eX5tcma4v
E02Gcl1ibkI/RDIzyR/vHr6iME4JSu4xSp6ndfmxZWk5vPNGk2dlZzQ2uoXlzcwwvGwW1crzNpEi
yTo8jjfZHUU5DlirJPKNr580fWbLS9Z1HSG0V4bgWNlaROlwVhMYjKtSNTRDyei9WPX4aKGXTf8A
Hds/+YW6/wCTlviqPxV2KvNbr/nH38vbt9Se6juJ21FJIwZWikNsklyborbF42KUlZ9zVqMQSRSi
qPj/ACZ8pJe31y8t5Muo+mLm3llRo2WK9W+UH4OZ/eJxZmYsyk1Jb4sVQUn5B+SXtJLVZ9QjimtY
7GelwG9S2ijjjEbB0daEwRv0rVQBRAFCr0WGGGCFIYUWKGJQkcaAKqqooFUDYADoMVX4qlF1/wAp
bpv/ADAX/wDyes8VSj/ykf8A24P+xLFPVEeSP+Odp/8A2xdL/wCIy4qWPt+RHk17WK0kuL+W1t7a
WytIXliZYbeSQzKiVirWKQlkY1bpUnivFQgdW/Lzyf5B0+XzhYteR3OkSm7oksKCRZPRhNvIXVI1
iKxKrO3xKpYknFLyC58yflPawWKw6frxtxAbe2t57q0hjjHpR3fWQGnKSZ3kINEL1YAFVVVNNE1n
8orby/6NtoupDSWvZbOZJWtWUNa20kRncIhT1TFqbcVPxeosS9xiqbf4l/KS5vnsjHrMtv5dEMtl
fWkzT1i9SJ/WIFBGnqssahNt+QAajYq9F0r8l/y/+rTtC0l/Y6g1rJcIzQPBOtkAsSuI41WReK0Y
mpapqaknFCnbfkR5Ss7231Cxu76DUbSQyW13zhZkqzsQAYqUHrOF/lrUb74qzmb/AI7tn/zC3X/J
y3xVH4q8k1mX/nIRobePTooRMsuotPOBZKHhagsV4SSS8ZF4uQOm8Ydm+M4qmEup/n1HHaW1vpOm
Sutrp/1q+nIYG5eKl/8Au47mGojl3WgFRsK9Qq3cP+dk3mmF444bbQDd2DyQp9VYrbMsJvYyzl5G
KN6q8lCk9V7Yqg/NJ/PpRZQeXgr+jJfC+upPqCmaL6xJ9TKK52k9AR0+EDlXniqPg1T87JppbSPT
9NiFvJp8DX91HIysJLJJL6VES4i9VY7hyAV49OIDmpRVn2mS302m2kuoQC1v5IY3u7ZWDrHMygyI
HGzBWqK98VQN1/ylum/8wF//AMnrPFUo/wDKR/8Abg/7EsU9UR5I/wCOdp//AGxdL/4jLipZNih5
HaTf85BjQRp99YWV3eTW/G6v5Ht+YkkZlYRRxvDFRY2SnIGhDn4xxVlK6CH86rmw1E6jplrbSXAQ
2sFl9TMkIW7gWdYfrMlxB/pNqZXIkBCuvU1FFC6G7/PqKyMcnl/R7i6trZXNxIUrdXTLAGpwniVC
H9VnYqobiKAbVVWTWf51WQik03StNuqaesFxFeC3JkvPV9VpmMbwMU9MCPj6n2viocUprpmo/nLa
3MlvN5e0xNIsEt1torQrG9ygdIpY4Va64W/COsic6ig4f5WKHo2KoCb/AI7tn/zC3X/Jy3xVH4q7
FXYq7FXYq7FXYqlF1/ylum/8wF//AMnrPFUo/wDKR/8Abg/7EsU9UZ5X0u0uPLOiTv6qynTbOMtF
NNFVViBUERugNC5xUpn+hbP/AH5df9Jd1/1UxQ79C2f+/Lr/AKS7r/qpirv0LZ/78uv+ku6/6qYq
79C2f+/Lr/pLuv8Aqpirv0LZ/wC/Lr/pLuv+qmKpH5xu4fLukxahFZX+qNLd2tkLeC/ljbnezLbR
HlNMi0M0qL1716A4qw+0/Or8tLvQG1KGfUmv0019Vk0cy3q3CxoqsU5O6xEnmCtGoy/ENsVU5Pzd
/KV7dL3VLnWNKuoo5f8ARLp9SguE4+iZY2EcjLUNIgPxUqDvscVQlv8AnP8AlI8pS5vdWtFWCCRm
e91Fv31xHJKIAI5mqwSKpYfDuBWuKWU+TfMXkHzhc3ttot7qbyWQQyLNfahCzh1VmKI84c+mzBHq
oo23hihlX+FtM/39f/8AcSv/APqvirv8LaZ/v6//AO4lf/8AVfFXf4W0z/f1/wD9xK//AOq+Ku/w
tpn+/r//ALiV/wD9V8Vd/hbTP9/X/wD3Er//AKr4qq2Xl7TbO9F7EbiS5WN4Ue4urm4CpIyM4VZp
JFFTEu4FdsVSP/ykf/bg/wCxLFPVN/J3/KI6J/2z7X/kyuKCm+KuxV2KuxV5h5x1T89bLzXfyeWd
Gt9V8vpbD9HQySW0Ze5KoG9QyTQycVYkjcdD1+GqqX6Dqf8AzkENStLXzB5esL3RjPYveXc8lqJo
1Lx/WJI1imCf6OVMq1Qkn7PbFUi0tvz6tpJ1m8o6JfwsVisYR9QXlaSM3qS0SaL4RGsEZFd+I2OK
ozVJvzyktZZ7jyZpskizC5+AWdx6ZiYNK0MZkaQtOEBJq7ggBRUhlUr7BvzY1WXTo5/I2j2MMkMV
zfMy2nwlFuFggnheWSZR/dN8Kgp8S1O9FVXSj+dmk6YLu28l6bca4tkPUupWsLe4e4lkJkt0W1lS
MQK3FhylqVFTVzxRQitX1z/nI650d4rPy5Z2OphJSlzb3FrIGf0VaJfTuJWVKSSFDu3IoT8K05Kv
XsVdirsVdirsVYj/AOUj/wC3B/2JYp6pv5O/5RHRP+2fa/8AJlcUFN8VdirsVdirzzR/z9/K7U4I
ZBq31SSeF7iO3uIpBJ6Ual2b4BIn2V+zy5dBSpAxV5X5f8seS7i31230HztrFrp8SyXF5JaxKsVw
uoRyEENE3N1C6axHOlEPEEV2UqPl3/lXGn63pV0fzA1K4jjiu7YrPGYoLSBIIbeW3uGZwBGHaMKF
DLy37csVUdF0/wDKPQ+NhD+Z99DYWVyY9Q0+GKeCGWSOWORyogUCNHEQTmNn+I1auKu1iH8sLTS7
vSLvzzqeoSNItxNqEUHOYTaQZiiM0hH929+kpJHEiOgYEjFU4vfLPlPS0FlN+bWpafLcxW2pOk0k
9fq7oYt1lcmL1BdhmTYqp5FeIqFXoHlf8zPy28veVNKtrjzW1/bM9xBa6leJcl5PRdHdZHdWI9BL
mNCznbvuDRQzby15q0DzNp51HQ7sXtkHMRmVHQcwqsVpIqGoDiu2x26g4qmuKuxV2KuxViP/AJSP
/twf9iWKeqb+Tv8AlEdE/wC2fa/8mVxQU3xV2KuxViP5na1560fy9Fd+S9Lh1fVTcpFLZzq7D0XR
wXHB4iOEnAk1+zX5hV5VbXPmOK5sre7/ACa097eOyuRepDZwRxszwW9xEIyIrgIKiSJ46ksQP2gE
xVN/Kl75hj1ODTtR/KmzstNvbi3hkntreFFtoi13GGlAjKyCFG4jjQBXY1+LdVU1G/1CymFvYfk1
aX0U1lHczTR+hDGTMFuZrfi9pyMi3MY+FgOTKrbHFUDbaherJfSXf5JqBcxT6g5Z4rr1Ll0DLFwa
2IR5plQScdhu/wARFMVSea81eG3k0Wz/ACbsl1WIXV6kkypeispR3kVriBGb1mcxfbqOgBVcVcuq
WegwXnmDVfyoCarLcx6fp1twaO0Ng9ws8SrC0TwpLHKq04Q82YFzxFTilkr3l0zTC7/Ji2Nbe7aF
ilrJ6jm4kBt2EdvLx9agkZieLVJ3+EsoTb8qPM+vrfReT7jyW/l61s7R7+e5e7eYBridyBSSIO7y
uWYsz9Q/gKqvU8VdirsVdirEf/KR/wDbg/7EsU9V3lLzb5Vi8q6NHJrNikiWNsro1zCGDCFQQQW2
IxUhNf8AGPlH/q96f/0lQ/8ANWKKd/jHyj/1e9P/AOkqH/mrFaUrvzP5Ju7Wa1udY0+S3uEaKaM3
UNGRwVZT8fcHFaeXeXvJVpos0JT8y7W5t7HT2stOt5GhQQzTQxJPcBo7hX/eyxeoVLE1P2upKlFD
yraHzb+nT+aPpwRaldahbWKTWjhEvLcwNH++eWOsdQIyYyqqPs8iWxVIz+WFmHvmT81Yme8SVfXl
dTKHmukuTIxjvIVLoUIQqF4lielBiq64/LSykiu1i/Myxga7N6XYVNDeSpItON/HX0fSBQNX4zUk
gKoVThPJPlqXy7q2j33n23kOr6wuqz3Mc8XNIlkVmt0Ms0zfGFPxOWAr9kgYqraJpGpWNzLNffmv
b6jG8LRx2zsI0jka6Wf1Ay3pZuMYMQDdvuxVQtPKVtF5nGtP+an7qG/vr21s1ltGCR30YjMdZnlQ
lOIoTHxG/FVJLYqk8X5Y2UIuBF+acLNMtFuJZKyhvrv1wysY72FWl6oGoKBmIA2oq5vywsBbzRQ/
mbZxGaGeIv8AtK012tyJFMd/FvGqcU5ciCSan4Qqr0HyJJoPluy1GG+842uqyX+oXF9GZbtCtuk5
BEEfqzSvxUgtu3UnFWTf4x8o/wDV70//AKSof+asUU7/ABj5R/6ven/9JUP/ADVitO/xj5R/6ven
/wDSVD/zVitJPyX/AJVDyqOP+H68u1PqXXFPV//Z
uuid:5d1cc385-eb9c-437d-9b1f-9e100f3c0317
xmp.did:56f6b504-b58a-1f44-9758-95327daafb55
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8eba774e-a20c-e34f-a5cd-0977e1793f67
xmp.did:8eba774e-a20c-e34f-a5cd-0977e1793f67
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:46dbd81f-fc1b-5d47-962b-eb7e723017be
2021-07-28T13:22:23+08:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:56f6b504-b58a-1f44-9758-95327daafb55
2021-07-30T17:26:37+08:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
False
True
1
9.600000
18.000000
Centimeters
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
69.531250
67.187500
63.671875
73.828125
CMYK Red
CMYK
PROCESS
0.390625
98.828125
96.875000
0.000000
CMYK Yellow
CMYK
PROCESS
3.906250
0.000000
92.968750
0.000000
CMYK Green
CMYK
PROCESS
82.421875
6.250000
95.703125
0.390625
CMYK Cyan
CMYK
PROCESS
69.140625
14.062500
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
98.828125
96.093750
3.515625
0.390625
CMYK Magenta
CMYK
PROCESS
0.390625
98.828125
0.390625
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
17.968750
100.000000
90.625000
7.812500
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.453125
84.375000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
93.359375
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
49.218750
98.046875
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
34.765625
83.984375
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.468750
0.000000
89.843750
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921875
0.000000
98.046875
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
49.218750
0.390625
98.828125
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
74.218750
0.000000
99.218750
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.937500
16.406250
100.000000
3.125000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843750
33.203125
97.265625
25.781250
C=75 M=0 Y=75 K=0
CMYK
PROCESS
74.609375
0.000000
74.609375
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
78.515625
10.546875
44.921875
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921875
15.234375
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765625
49.609375
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
99.218750
92.578125
5.859375
0.390625
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
30.078125
21.093750
C=75 M=100 Y=0 K=0
CMYK
PROCESS
74.218750
98.046875
1.171875
0.390625
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
98.828125
1.562500
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.937500
100.000000
35.156250
8.984375
C=10 M=100 Y=50 K=0
CMYK
PROCESS
8.984375
100.000000
48.046875
0.390625
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.140625
20.703125
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
24.218750
39.843750
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.062500
44.140625
48.828125
6.250000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
51.171875
50.781250
61.328125
22.656250
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765625
64.453125
39.843750
C=25 M=40 Y=65 K=0
CMYK
PROCESS
23.437500
39.062500
63.281250
1.562500
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.468750
49.609375
74.609375
9.375000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.937500
59.765625
80.078125
23.437500
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.062500
64.062500
88.281250
35.156250
C=40 M=70 Y=100 K=50
CMYK
PROCESS
41.796875
68.750000
97.265625
48.828125
C=50 M=70 Y=80 K=70
CMYK
PROCESS
51.562500
69.921875
78.906250
68.750000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
69.531250
67.187500
63.671875
73.828125
C=0 M=0 Y=0 K=90
CMYK
PROCESS
67.578125
61.718750
57.812500
45.312500
C=0 M=0 Y=0 K=80
CMYK
PROCESS
63.671875
55.468750
52.343750
27.343750
C=0 M=0 Y=0 K=70
CMYK
PROCESS
58.203125
49.218750
46.093750
14.843750
C=0 M=0 Y=0 K=60
CMYK
PROCESS
51.953125
42.578125
40.625000
6.250000
C=0 M=0 Y=0 K=50
CMYK
PROCESS
44.921875
35.937500
34.765625
1.171875
C=0 M=0 Y=0 K=40
CMYK
PROCESS
35.937500
28.125000
26.953125
0.000000
C=0 M=0 Y=0 K=30
CMYK
PROCESS
26.171875
19.921875
19.531250
0.000000
C=0 M=0 Y=0 K=20
CMYK
PROCESS
16.796875
12.109375
12.500000
0.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
8.593750
5.859375
5.859375
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
3.906250
2.343750
2.734375
0.000000
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.390625
98.828125
96.875000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
74.218750
98.437500
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
1.562500
8.593750
96.484375
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
83.593750
9.375000
100.000000
0.781250
C=100 M=90 Y=0 K=0
CMYK
PROCESS
99.218750
87.109375
3.125000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
58.984375
89.453125
0.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 272.126 510.236]/Type/Page>>
endobj
9 0 obj
<>stream
HWێ
}V|<Nx>Yɛx Ag.,^w{}Xr kղEߖ_Wu)֘pHYJPllX*?Dku,%ǰj$k~9\0_si?_~Y$Y$PUq}OPvXֆ㱱w\
$/y 7u]r 4n)8
hO =`I&嵴jK5:n9pvkG=垱.e4Rlo ўuUќW
8'h',k/wh