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線路三
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VXrivxPyLRLtOAD+4lLzWHenKIA/QDbRLoq/bJoFTFQ=
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圖片線路
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7
0(0)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hLw4JPPfdU0BJTl3gWbB5TWmbZCzGkXkE83NfEysjfP8Tr4TeO+3pa6mOKecgcUomj/cJoq7uq1hAp0GFn/XiG6QQ3CvsrXfvKTtArqja5Bq5aZwnYkYVXn4ou/B8fPWz
27
0(0)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2h6ZXYksBuW91ar0R4LDwFtQjKD1LMowisTWige/oyazU8ACqa2xp0bqP2LF5jPITE8Z/FUq8sfxsmc2uIkeQxwB6NkuphbgFt9mVD5PYpQh3QyI17fNPovzd3J0wR0N3R2jESxdISmyNePyOj2DuUSgl4PuyNpwSK0hn6zMzKRREb5F+VNpEJ4TRKMis7uiVX
10
0(0)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hgcEKPaI0yWmNCfEG9FsOuMpLH/xwG9/L3Lgp2PnSbI+RensDJGXaHZ/ijcKfYwgw
34
0(0)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hgcEKPaI0yWmNCfEG9FsOuMpLH/xwG9/L3Lgp2PnSbI+RensDJGXaHZ/ijcKfYwgw
31
8(1)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hdjrO3qN5GhU2oBNP6RgdaR41lfmtYNYFfJwlVCDLdY20jpYUAH3SuvslasUn7NfGd7Qjg84NV3RzWMXAsVI1EQxvaBZMy9Yp3tKKwJusYdGwPeiNvoh0Ew6kGdxkdKHJ
70
0(0)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hjVecPRlIEw0xyAkKzyqDgxDl/lmVt4+8a0kVHQxFeq+dBExN3zaCsF95o3eeVT2fUeIVoVHcOUkQYdW8aezjg+E0JF28Y2noGT7xhi3n5m+BjiGC44VFgSmIblcehOwu+3R/ZK9XT6ypFf7tbYyVTOabiA4Gq26jIwreb0vrgSgeTPQV386n1nIQgSv/Iu5J
33
10(1)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2h6SLVouxWTNrQTKFm1xsfZtGI3rDCN8yh7R9GKhnlmKv0Jr1rnnWExdOWiZKMrv/s1WTrSR+3W/mzA0L9ktX3B2BGnE65zNYgGnmctXfEQjcHuS5PCg1rwd4KEdOBrerclPleR6CBOkq+U6UdOntMlQ==
35
9(1)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2h6SLVouxWTNrQTKFm1xsfZtGI3rDCN8yh7R9GKhnlmKv0Jr1rnnWExdOWiZKMrv/s1WTrSR+3W/mzA0L9ktX3B2BGnE65zNYgGnmctXfEQjcHuS5PCg1rwd4KEdOBrerce7xvj7K4UVytj4eN8q3RvSy7wdaN+5qFonVIv5Nnp/c=
33
9(1)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2h6SLVouxWTNrQTKFm1xsfZtGI3rDCN8yh7R9GKhnlmKv0Jr1rnnWExdOWiZKMrv/s1WTrSR+3W/mzA0L9ktX3B2BGnE65zNYgGnmctXfEQjcMdBsNKFxGS5ftqEbEEia0GA5JQcbJoETlB4f5jQ0jow==
19
9(1)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hU7KW2gig764K8F84OZF+yhuAc+70Q+TiLJqG0byoJ9zFnkN4xjntJQhJGl3ixG8QEj2g60jRDm6TBvLra1JnpQ==
26
10(1)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2h6SLVouxWTNrQTKFm1xsfZtGI3rDCN8yh7R9GKhnlmKv0Jr1rnnWExdOWiZKMrv/s1WTrSR+3W/mzA0L9ktX3B2BGnE65zNYgGnmctXfEQjcHuS5PCg1rwd4KEdOBrercU9qTuxbY+80pBdiZydm+V37ct3QIdHh0NVhojCG2ark=
30
9(1)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hjVecPRlIEw0xyAkKzyqDgxDl/lmVt4+8a0kVHQxFeq+dBExN3zaCsF95o3eeVT2fUeIVoVHcOUkQYdW8aezjg+E0JF28Y2noGT7xhi3n5m+BjiGC44VFgSmIblcehOwu+3R/ZK9XT6ypFf7tbYyVTOabiA4Gq26jIwreb0vrgSi3Z92//VPs1pAF1U9ujrBm
24
8(1)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hDFYsV+clWEvN4QU0JG65wfDQjUvxKOBk7SDNXSS7Vw63suO8WPQDF8kBcGIffxdme9WLUNeQTfXj3ZVFMgGKfZpoCsAWZ5Jilps66L+tujHwzaOWC2Rnc2KsJgmCZXVjuhx0eGo6M9X8FV9mWy0orWBhka64LuieddeQtWE/5Ag=
27
0(0)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2h4s/yKtU+/c9Ey6nSPTkx2ru/cAxuHj14BzPPTmoe0lyqonTiHYBUKA4XoHh6iyOYurho0Y0jDzTmrf3n6I1XsW9Cgr/Sk1iLExqsaZI/LjJBl0K8Kcbxyj4A278zVhoykce6bimtmj1awTksIcZJqt+Ltyzruo9eTgG+RD3mr9JSKUF+Y6S+SNqP35qh7lgi
34
8(1)
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11
0(0)
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30
0(0)
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28
0(0)
bB4DzFjRM1t+lsoFy65JrZC7i7CcNLu3LWbNhP1XQVkjla2fHYC96cuGwH+YEFIBZOaX4PSKeVBfL6BB5Pxsen6k9Yh68o4LW8NH74lLa+uNDV7ekQzFVE82ng70D9Eh3yeIiB0s9KA94r8owxxq2ima5plc0GtEkxj9nnO1/nf59dZ0+xMbSYkI0D1tz0cEkp02qEW2ozwsz1ja8Qqd6A==
44
0(0)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hYscvhRcVL2WvyvOL7LTpq5CZsHE85P5vrVsOzHSnj9vCQ/KUb1Nxwe7WhQVqeBJiIoc/u3/HdvY4zV+vTTI8BjWdAGxXpvxSrzDBveuKmYRzXnAGr1h0+TmqZffk3HgKCrEB4GIfSrMCJP7GQcRw2n8viq8SVNAJf2NXIbQHYHGCkk6ZTIeo+Bg/OBrwb6s7
56
0(0)
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70
9(1)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2htvhVcelrkm9uunUkx3vuRqE6/GxttVJf7001RKbvFvdI6ImL1O38vp6ryAQiVAY4G0rOfs4XYipFei6RJjGoAGNeV5tZKarHWScMOQbcu4uNE6ah4+9NZx4IAdi8zoRB
98
10(1)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hU7KW2gig764K8F84OZF+yhuAc+70Q+TiLJqG0byoJ9zFnkN4xjntJQhJGl3ixG8Qo/b37KVwPZA4hr8zke3fsw==
101
9.5(2)
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65
0(0)
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34
0(0)
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32
10(1)
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29
10(1)
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66
9(1)
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23
8.5(2)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hWCyKFisFi/9zVygBPyI2vOnqHe4lzjrOj/TU6dnncg1z+dQPbashnUvbyChq/lMf
26
6.3(3)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hWCyKFisFi/9zVygBPyI2vOnqHe4lzjrOj/TU6dnncg1z+dQPbashnUvbyChq/lMf
36
9(1)
bB4DzFjRM1t+lsoFy65JrV9rmdmB+I6ONO4DYy81b2fkBy+Mj+MdbUGWMdanBZ2hirh70+KxWEePId4CeoDDP95wIvHVI2N9VkxJuKIIiY6MTf+Vm1g7vwlORbtQGfzpyftuJxqsWA9axZ32KGgTgQ==
41
9(1)
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14