GR/Qnv40ya3+PBJnHaTxdsvPokuaawXIOU/PuIXG258=
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圖片線路:
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kX4mjrwbC9XO93p6HMiPeBYB8Z0sgWtqtCpawOEtDMdH2V/pdDUOe9L6wLoL8otk
fKg6wyEdLjBD4puAMz9qy+xta/h7A7JXhW0nNdyL6YI=
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vVvFRZ7FpIiqhaXKQ+xM+RLiWekgxx2/YM8IfYX8YPFySqMFrcS+8YtKZAwCKY++5W5/2jc9uKVrN+VGtdVI+VaSIgRwbWVSh4lwpmSrNg93x+GsqXJJICkfnj+IBEXfnylOExO/G7jEkFxwzPAsSg==
37
0(0)
H4JtDcqOkXdOdwAAzAtka+nERY/2y3hZqiT44Q9DB/c+lMyM+aXJoZS53OzJeD/9XYIlVDTFVrA5IpJEt+TlHOCc3RdWoDdA/Vrj2SmxI8o=
37
0(0)
a5OZPiPjvKkecm9ymk8gtUf34A0btvue0wtXiYQDjCNHU+7119b4ai6YsLfp7r/yA17p9wDC6l4Ysuk/PkAsu2BYGt1qzkBy8WjM6b87kj2tqrPNbR6MaPlSxCAIdVJA
36
10(3)
1Y7cZaUEJIAKZwZ19XCF0DNoJxodbp3yuw9gdrhEP+dpZTeY3vxPt48ZDVfjwK7RSZ67DigmPoDSQV6ioTWEC0TIUR9mUDJLaXbUw5qjXZ/v9tQzigD72utIuaJsbubMkAkeWu5HufsC6s0qKKeP2sV8dOgA26BeVSFR8jCXKFY=
36
10(2)
t0/Shx1mURzOph5Yr/W4XsX59f46SV4+/f/Ah00xpIiXi3oo9uwbLWH4MuweMAYQCArXWrG/BLJtnQAf/p6kg2bkMNyHab0NxfvvbL/m6oS0mIM06nOfAb213Zeg8UZk
36
10(2)
MdV9yu6F/ieAGqFldKVsGQ==
DnojNNO49LxHi71L8dso+WHMus+rDyLDFbFu5Ev3pvPKYIyNeQa6TxYNEfxQjovwF1J1S6VachMRJMwumHfD/hdqMfFU7TJZC3M2k/1MKr8jvZL1g1v/4/Eu9NirEmwCwNUc51biTyNog2SC073hBWehUebzrNOUs3I7LiHdqhRQAMjL1W9KJBYwpoyRxJDP
36
10(1)
NJrB6uYaLNyqrAHmHZicZEhT4b7C1rE5yWoqxBvCKXE9SuH8VVn3MQkOJkexrtpqIA8Wc0vlEhOWrfjUa7O98A==
36
10(1)
Tz9K/dq+eyDp3+2/DEsGUUM7LxsRYJFo+/LGvxAZNC/KLSml7TpPJYM7iabs0i8T
36
10(1)
/ONxNS+FXovxcJrtb67CdDW9JQDkRjrwtTLvngvfBSXkfBvd9OBPa+06Cwaoy8h8Q6dwhuujC/uDXzRtvq9g5pJZybn/POjjOwPSsH1G0UU=
36
9.6(7)
S2p/tPwJNT9oN4FxgQsPs/ibIQz+WZdNardjnvVTnRIiytLpqacE9/g+TMaMxvvK
36
9.4(10)
2u34xsWMrwUTlYBeonBk/Z1Ym+044JxYhocfNf81gpI+kSkmlhMW8jqXgzV1Lald21/WithjGgntHzxCegu5csByFKwjs8s4zXHYpDMGOKrEgv6Z2NEHfRSn8txC4jFZxKmeCgu6Bz5oIT9IdMEWa+Pu7Zuf8w6jOSN2FBylyAaDVPtU5n1BmWPNW55a4v/w
36
9(1)
TMf9y+IDDJkT7QOzY4XeA3MKyO3bNDLPmkjVR5Yd+sl5ctZgtG0o7NoByRD+eHL7rTxkkUoBINd3F8AWs4dggfq7hMIbSWP2+YLO7Dgl1G5SOzxQKAas14vtrZc+ywHLJncaPA58EGtLLlBMMnstLKl8YbTs4L3HIobfXsvD+Z4=
36
9(1)
/2GUUQWDlMKy/i9e2xv+6UMWNil5iXLkG5VumYHvpt9leDiosnsDncb5HLmOGNcsbKKVHN/AHdKnr4rmsMpVt4NPYGo4q9BHaw8wPGzcNNh6hud0XrAxnmD/OQHTKT95
36
9(1)
VDjJSyLYU0jhoWOUSyk6BZMTw7F0VUHDntgI7UYqW/iftlolhWjqSyom/BbKejuPHUmgDMiwHtn7jwtWKiC/ag==
36
8(1)
k1jZdi7WcrQZA4eo/XfjZxFA6JZhopP7g7//qllEhks=
36
6.7(3)
4W+kebz0BGZ9ByGDC2IEjsdgWwIcsBnYMhkY3MwYZ6M=
36
4.4(7)
AL31wOQhPPeWdX7++AH7SClpZhFOV/ZG5vCiGDNwTT914+G3ln982cQ2Zw5kZBdrWqpUgxLgxlTpohO1ByAvQg==
36
0(0)
gHa2G2RTCNwg47MJtbhBBetRsbPMB6GXLtTB1meXRcXLW48ulIra/82Re587ex3Ba0f64T/vpkz+bhSErUn2zhdbYSOH+8B5qml5Cz0dwOY=
36
0(0)
TSQm6fC0W8NKAoSAtCkUbvaM2PetMwaoMWXC+wnP5Z37jSZP3jQXgKUWAs/DrUy/QvbvhsnPXe9QjBb+kkA1hdN5zM1IZTN88OUWnbjCyJU=
36
0(0)
5Tgq/0q6pRuefgYReMWkGV1Jnu1ONi3cJjCcakljcufphCHAue8fQbzQmgk+8u2N0VpnTC/0SsETOfTKMDfBhSTZooV9flOt590pYvOlGPQ=
36
0(0)
NqTtDZ8STnC1ayWs4wj+eTzdo05YJEiYq8c97/+CxgI0BFyrBW9UAGjHtaQ6nXabXR+ems1MsMWnbbJeRdmIFSybOepc0AeZuhUnkFOYjdQ=
35
10(3)
NmviokSK9Os+6eyJR2b6Ipn+YRf0rXEXUa+W9+boiVwGP1yylhZHHQJTk7WVYEfzb61mdF9BNcUHmxuiVVrQfkoG6CZCIhZHJ/jgOCQ+PUY=
35
9.8(4)
IWr4TMY51U0Zd8dmqsJ3QYjs2qsh/Wejo6bXHbRtuD2RT3FONdcgo0mjqfiMLYut
35
9.7(3)
WesEOou6mLyjJ+vuwXd+ZsdtxLB0ccUG8iB6GW6yBet3QeljBxzwm10sPJXDY4fWYKG/Sn+c7n3abslaKp9OwalQEbS45EyYAroTJkfmQFsNPIxGPdxZ3KqmE30vh2av
35
9.7(3)
EzKwZ7Pk0iouFuTA/dFkrRf7OjeLeu8X17wByFp0gYq9pL7s2x9S1J1Se4f5Sg8ROKq0ger0QWshkzG6B2JkBqazNPttS68xP4tz0ozTJZoNyOmq1YcUjXWDz6rPwn66Ogu2hajmeLBK60lBzR1kVhdMiFFZRs8KyD7dZzTLvntgy/6d09DBIfrahWwxm2xu
35
9.5(2)
0fIUNcZUcaiv7rrDVz3e1D2OyImrDSDNzDKB8Zd/G6EMfxn1dZC2YzK3p325AftKwbQtMZqPgCq//i0oF4aIdmjPhLWncrLVlGvit09Soio=
35
9.3(3)
rKxnJQWzqkTQfeiYMf0OOtq21dJS5/xeaqVtfHERKpKsQSsYwkFGb2GuceiB4ge0P1391rdG9Yi2IxFGHBfHfA==
35
8.5(2)
TzMxm51q98r3rX1IJNmKehFnQE76KL6RkuxmtT3ljdrEZaK3gwlwA3orahVc1U2O63msOWeLz4PN1+4LRL5uA9DOyTnsAMGmbgs6bluOBuAFogGVcOoRUj2vVtEB8VaR
35
8(1)
BDOHpD41n79tp/nWJHTQeaAHb+7c/WeHCw2XEDTc/tKAZM7IS1a8KqC8We6EixkAYvGgxHoC4HRPxxokAFHHlqBg4ADxQ1IKiY29jIy8OEMOuIG5NSKUr8ifDloUuLELP1uRvVXj4Lf0Lus1ezKsNCGxwX6OIp7M4BmAJVR61zQ=
35
8(1)
mZDoSTIRPpRYPaqdiQZFQs+r2qQ+W5ImZzF3Knx8f74MN1kcBPW2BtiqMKv8Slmm
35
5.5(2)
r+284EVmwORdXbk5gCv6ffVB7y3zxPv5LASlAKbTMWWiUkAXK1x0ZxgEj5m3Swoa
35
3(1)
WxBVYsle+Tnp26o35iM+kK+oKOXU4hixB/UVMN0ftgqRkrTxLgAvGApYe2aYPMLFqw91GPhlUUL6eYeLAG25YUgYwT6sUPD1aAZHGwEFLIxu0Mt4Y2LKi/53iSOWqMtZcWoKct9TeRTD9eSxBK3WCT6FI6RugecYtwZOuHD6av3DoPxjmNWxAJNto0wTb+H8
35
0(0)
i0K6hU55cX4+WhgYEA3NbKtOI/kC/TaqeKJBK1OtdNfMMYPLPcY3qHeTdQsxzjbrhosycl8C1FDQYNcigZ6JVuHlJFtT6RO7R5IdLHwjdEU=
35
0(0)
sDUSnjH60y7xmtlz2TxkgsLAzX5D/WOh+4FQazArveLgck9Bk93j4cW/aA8i+eVOgq6UUG25WjZnI3qz/RyqILRwHbcS3aNHK+go4BF0ZFKIm6L60YTge7G1yLh43Orh32hIvbol6Q0oxOja0190aJy4EY9ZFMCZFvnh/mpaqmc=
35
0(0)
gpjdjADvYu8Ju8XW0iDV7HpcIFX+9ewk+TZgwMCXEkU=
35
0(0)
njl4IUNUgSbFGRSit+WyoFJF3KpM9N8HdRGuddbHfiw=
34
10(3)
mYmE1Oq/CCSWyrKInHR4fHQN7Kq2j1ubC8Y9r7BbxVMO7zFah+yTvKgjkFNOgwjMoIs+R0qQxlcc9raFPq6K8w==
34
10(1)
NqTtDZ8STnC1ayWs4wj+eTzdo05YJEiYq8c97/+CxgITY6SgPiDjupyyJQ1xokoNlnDkRTbGDu4DwEaz+SUyPp4SmqJEH6YyQHp75IhPJQhVDeaQC00xhkEn7vf2mQzA
34
10(1)
QPMZKIfIj6X0Jew2wtnpyngkarNqe8eVG1kyDuCIqhP4v50H/yv1rQm7wUBvp+DR
34
10(1)
lguVxg5IfNGoEfepT3FMKtpfJJFibh0Tg3QPugE2MIhDG5kXTBmyw/OuoxxgTi3cP/i3y88qSHKfVFlFZGK+/k3rMTxumu4cRmTxzHggbag=
34
9.5(2)
rGV99GzqFvVVmgzHCkTQUwRfkZhpd8NIJqdnUbfl1w1IuZAs0O+bJgV4FkLbgQFb
34
9(1)
vmPwACwqDt9CKMxNeOd+IfWeADxb3V09wHom31tu2GbOxiVnonhDPdmuAAF/i7FEhwPkZ4ALyaapzyMU2LPZa67f4MeBfRZmIAv7XX2m124=
34
9(1)
msqxm9w09D9tY3mkXYMk+XV8TDhhV63Es73m7SwJ+co=
34
8.5(2)
pShtVxPMYakZq6zGrxVdeF5Xjj4VeqUDtCh+3+uUdCJN4g65HdbZxxIvnkT2HZrKBN3VtbGvp7f9evXKgTrNrw==
34
7.7(3)
Y3ubO70bA2tqkRLs5X48aCsRC6t+uFEXHOFKMHhyFhYhXAn2rN2xDPtqRiYASSBmgxbZGR0ufZ/KoTM+2lHrM2LXG3QeT51JETocWrypgtlxT/3UKZk1M3spQkgGg0rklXQSYt3lNin4phkp8BYKQX33T4TYvQr98MKcSBELdhdWOTbNz/HaL1QvwVO6LrDlKLd888Fyy2nD32TQOzIh0g==
34
0(0)
mcyR5BMYCSHawpJZnvJczFAnh+NA+dslRgX91LKNdaXrEBu30pfPO6GU/EOAlZWQJfm0F/X06DA6OILJ6kxxuPj6KSJ6N4XqHrv43ZBd1ZWjpGDfiTIEtonaZEzSihkKu4HF/HdlfidsiKrOp005DA==
34
0(0)
UgO0yaNGAQmHyrFt19bV82ae/kcGF/jNCNf7dQr3PpTBo17Bm0kLtAED9bQ9T9hIMZJV9LLSMWAeFU37lrIY75ZN/JiVkQGSYtbw4YRwIVZz6IN0hJZO4cmTmX/yJ109RCxMT0RdQXFJYpleYez89g==
34
0(0)
a/V5DAQKXtzIV8WUFSAT5cpAguu0sUW2w/ewtl2uSS+hDj4XrZicFuqLJm14+EHjqsqbg8cGpoF4EJdiSNYY+dfbNRF9imgjE1S+bX3vtnxyclin86Pc0tAlnDLJRGAg7xYhY2E7i0FhPhDcicITGw==
34
0(0)
RtfkeDjQs5WApThCjF2NHD8zgQgMFcSK8Bkcq0wC4UGmoDpYtn2zDGFiIYQB/lpLXtvUAtQDi9HTetIdZ0gJk95MTN4OzHvJ/teJcOMnwjY=
34
0(0)
U7/pUSD3BHHWhZGqYbstfoqdveY71H7hnf/ij8CMzDM6DZ4JDSJff04lWH21pyC7OHN5am/rY3/HsBHn2QJZ0w==
34
0(0)
TlzgCGFPFnW+bqjrum43HXEQJpfji1bfQil8zhm5h2SOnfXPvudLMFWKcgj3gyjD
34
0(0)
xJsc1OeREhwE9bjckposGClV23e0j6u4PgVmBrl+Ogqjj+FjdXYERlOq443/1Tqo3QOiI94jHf/nP/Q1imrcWZiZ+J9nmdTOuSR0d3hGJ8HUAiBj+Q2dHaA2RWyTRJmu
34
0(0)
RgiMSHFiY+kUtkZN856ptDeMBNIuz+MoKHv/lVPDxLqgWQGg2d4YpfoZaB+QU9TA
34
0(0)
P5Hyr92RdnFB9diz8Q5ubP/kKkP+MZg33uTSjVN2thjbUJXFeO2MAG/aFTY/SoYs3VbR/2U2OyAcwvQyF3Dwrw==
34
0(0)
0838LfbaYS6n4Z1B9SCldpGjzlLhIp1ebkfpn/6dIr/G3JSIcShlf93lERwKnb5M6bdby9kvlHzxeo4E4nLyD7BqrIT0zDte7UR1ZTx1znY=
33
10(2)
W51MzIe8cTkaDh4w28hrje1SDa+2OQz+xby8vmEFxjoDOl1sQfNSXd9hXnpuIu/BHoPD94u+xvMQJjpUArTt4w==
33
10(1)
6ZsSFRa2I1Cp99N1dAG3khDQSTMmnMrGpbcRVTpYwoBq2AjcuqyakPhHIjlPVcaTKlYIBBKgP0/ENuL6MMAM3otD/vyppQv5L4wMnMbThO8pSNkcO0XD5HsESOh27bUP
33
10(1)
1xrw4anRrQNakMgMZc2eAM7FtetMX8RLKI1A5S1+ANQC0J4pZLDc6TlKNXJgSp+L
33
10(1)
eqzyqIOiLs5noIxYcRt8ST6cRA0g21+ANLt9aReX5gFdUl0laC1gJ7ZopkQB9GUe
33
9.5(2)
jUBjX9l0PXs39dbVzuMMf9VDBoCpVRlRk+FL/kSGcBWAK3xSaNQxaAbGe8tiNsd72dotkDLQpQFYvT3H6xiVjKuDapgJUrIyo75Afy2T+O8=
33
9(1)
1Y7cZaUEJIAKZwZ19XCF0JWlOiG/md8xmLgmCxOfclqES32+QCbGtegP8GYXWugjYYgLhOhzSpWcutA19XKiFQ==
33
8(1)
2PFID7S3/nZ+oKysfEDpYXAJFDF3jbTy4YcQTcwuFW7rKeQsC8KQ12P9KSou4Pcs
33
8(1)
/BNU/78bjKOe0lQ5QXjAqewqcsPISgIHnemLr+sz3046ZGGRn6zmEs+bEjrgG7YyOKz8dFEIPCBK1E93He7grw==
33
5(1)
rYZZZ1E9vtvCJ4Qa7o0NZ1eAAA+Rhl+MRyrjCltDjr92rJlZm4rwihOcijCDFgGrdSKyg1eJrWudRU6JfY7R/DMkA78iAvPkTcM5jhyYNxlKMruVLafPw64QoWD02/wyO3xJtXXHoYv7SP/lxA+uVA==
33
0(0)
6/GgtEB0qoiISS+qToEqaVclIJoIG3vEmAAM9ztxaRf36j43eMlgLj2Ti1NfCfNwHAmSAbLVy79shBncJ013iifbosJM1hxtua5gf+KTokj2cUP12oPZVZen9QYAqhst
33
0(0)
IRt2ABGB+Eg5dUr1iAS6yftrL0jD7/xqJb9wSELl3FtM53M1Dqi/kyT6PHTycODc
33
0(0)
iRxmN3751rTkfHJklSRj9SaVXLYeQXCABWd7vnH3jRg=
33
0(0)
QXKEZePt1G2Qj8w+w15NFxj8IHjSEe0xBzkSe5EuU36Ky59WjltMfG0K2dV2N+Yi
33
0(0)
5+fGCpOw9t3TiHw0y52SiqxEJGSwECuFM1ltwURi0XjLLlv0oNHHpJ5noyXRqQhu
33
0(0)
LXDM31UAm5P/vHvlyC8j/hhK0TT9L2bjsKnLHl3ojSl2W+iGHHviWeesbO6mMMqxTB+14RX/0jgKSuPT98frnTpSTFHJwb+GLsXHwiJpRMk=
33
0(0)
drDJAwlI5xwG0DEJdGUx0EMQMt2HYepcWMagVjYQG+XBaUl34dfgZ+oM4QqDDvhJJj//iqM1z11hyAlIriHRu+BGNzWQHwnYX19EiQuY+G3stIFurqkoAbNd0qnjjXAVGH+X4S8k7iUwJWVHNwz0iw==
32
10(3)
AOmaldDF7oKuc0aO+zu+ljZMtC1rMypD/KX1qpv92sV2ngF+g2ucCs686eGyozU1Pxj/MXmIs+44aNYoZSTP1kLQZuuulmqg37V+zdyfTmc=
32
10(2)
QpLofZw+cpsSSJLEd52gQ/jA+PjCx2Oz7phxv7/cCQAOJi1gTHO7D6uyk+lJ0TZuOonHny5Oa2qMQYHVDCD5OL3fUarCGY6vdKcQbxT5akU=
32
10(1)
ZjSQN0rLsvLS/7yveSIOmyOc1EMX1uuCsrUORtrN5xV62Am8Jt5bIZy9gnLmuDKwbTfImRzne4M4GpAXpkPUCCzACrn9jj7LUXmfHRFVzbLFsB0DarqJGAEdiVn+6IT+0gg3egGmsQXBgio5t4RsOPLpNYe1+RXHXQFO2hMuWtm9y3OZqwIw/jTXqyvypjXg3yrsYOnVHFPCvP7+zWablQ==
32
10(1)
xtj4o/cD0PuA6DMkBa/5yYpuFGINuvWtluMpZZ7SFUOsfv//jf8/dHIAZTUol0fpegN4WHXB4eCIiPWupk+eViUExwhvh9gc0aRHcRbW9udBfgXugUtacMzFoUQzrCknvak0w/qea2pfMgmO4/YBnVdjUqnsHPaXz+BhH+c3UU0=
32
10(1)
zksLqXCppUd2JqyZ36xR5ZwwdjRpe/jAvWHQN9spoUqWz9vh+I3BQUphiknc17lOOwWY1yz+lR/5vvoifDZ8+GpV/uyD3Qd6wKyDvCChq4zpMxV/djSLXK3ZJnp0CMqIS0ics0JpOnRMw59wShzH7Q==
32
10(1)
Atf3thj0ibk1V8cKSpThewc5TPLH5LwyMpx947Li4yxcqQqKTHv3EEEii+RJQw+qM9jiwDemdcN0we0IUQMhLQ==
32
10(1)
t0/Shx1mURzOph5Yr/W4Xo2f62SvJOF97omU0UX+iQmdWdAL3Sz+rkT84L6XHdCrqdWHHTCFMeCkg1iTF3CcJY5GG3Lezk2GKkfDH55RJxM=
32
9.3(4)
l+6vmShBfgGVh+8Y0yJBwHKI0QT+rVsneKIlcLLHOG1q5FIYYzV8dcIF8Cn4RvS+rdjL6PxvEKKCxzSFSaO0fA==
32
9.2(5)
MBpboKhvEsra+Bku5HZOoivxJBbWNRfSQD7KSoV8OxU=
C5hHORUBfc9HtlPyY59dIl1jWiT+jIOfbCRaDXwd72/5s2SzYi9ndOVVlF9RunDKOPbcJLQHqckuVtO82LpdpvgG+jVFJbvb4RstfA0scCs=
32
9(2)
GikbidABxNagbAyqYUdL9ibqJJfr7z9FUxUBKCLm6cj/xMnK6JHvFVPiX0xxL4T0UGHEqZoGfiGfOLCELUZHWhI0HDSIaEkD7XdQUzzNWKZevJNmfnMFrda5mBB+CvFc
32
9(2)
j3TFYW3knwbpT+4WEN98KObY6XQ5eeHO9Z8kkh+r9zc=
32
9(1)
L6AVxOrxdzj4nE3xCn4EXko39plov+/KmnLDn8QFQa3ENgd9ud7YzXXs7zz83MQ7ZSs+zNN+KBgxCUQCe8kpUw==
32
9(1)
tjsD4hYICVbTyhyU7WMoyVKbBFp1EIvi5Kj53JKeBDRu+LWlquiVRrZ27ZqR5LGurqIp8qblB5lpYWTwpNIEDw==
32
8(1)
ixzoBTjjtaitXEX5bPglhuf6wIvNL1migmoqCIWYuQ1E/JQfLc/4lHoELlnnj/1ZHc6+YvjzQ3EvT6Zrlb2Xig==
32
8(1)
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32
2(1)
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32
0(0)
psXTkfTV5S66naypGzjDcOQaFtlMkwQuu3kx50kIqVE=
32
0(0)
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32
0(0)
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32
0(0)
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32
0(0)
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32
0(0)
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32
0(0)
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31
10(3)
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31
10(2)
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31
10(1)
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31
10(1)
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31
10(1)
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31
10(1)
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31
10(1)
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