CPNts5uzGc3H5+9yA+IAn0u2T74uR4Ze6FRrivx0dwk=
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圖片線路:
線路一(建議)
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線路三
3UMHVfkjDVjQADGg3r6MvskmKjBI0wvLDj3NkHz8V084ayZrvLtRV8GNP5ZZaMYK
C65Jd7MmVRuftmPfHewTcNg54CgkxU1DTq6WuVx9800=
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55
9.2(6)
1UqseBZpLWwvkwVscpGP6hWNdhiNbr76YsyphoHSINIT1G91C6EZB/mIsnpL6UKYeay/5od2ZNQBJ0BvssOQ3A==
55
8.7(3)
9Z7pbaNgckguCX8hy86qsdTjm7QHebYFflIJdowbKe5LG0NPqBMI3PbLWxaCjr9K
55
0(0)
nX1Bp0aTPROovLBcoZfGo8P2CGTgVWx8gUUR+C/fL09b5ogqIFcUXQcYoonASz6dVBE6+gNNV+6foThT8ZnsXwtQz1TfzuAdKQj+NvVNKig=
54
10(2)
PFnWd+VsMNYfNBKANeQJV3hsnDy6z8TnsK1nOwO5uzcN3bT6jbeI41onmcbba55UUQzVL7pVbTdZ/GDcGBbX1sNmTyzuEOJ52PBsjJ2+uQ1eJFH0H8GlJCDMhV68OPum
54
9.7(3)
L+PxS3Jl5BTAj0PBJCCdyC1wvFWgCkffh/NSebg9DqMOd8iqUzF3MKhSL9ctZI3J
54
5.7(3)
z6Pzp+TK6+tblzlQHi9AOLP40xxHbVAzV1ofudLPd7lJrKlluWX4haf0WmuEvuBZ3yzuNMKFsABkzbM6gh5wjWIHHc9wShnVlZepHp+MoLbobvNxvYB2mcVPhcK6IMAP
54
0(0)
8b82EfvDdPnLlmXY5la3eb1jmORKaw2fW2xo50pJsW2DhFYYdAswCPMuQm/KFV3PR8WBZX4ZED6XSVx1cyItV+w1SXMiKp4LuGOz4x4sRCp/GVC/0bh0EbnzLZeWvWeiWRH4i+Sqycapi5cDKfQ+Ig==
53
10(2)
KbLoJTVDnpUlgGx5CiZ3cLL+DvejgqcM/uKnQX/RISg=
53
9(3)
zhj5M3VkUDDc9RMHaD34CmQY5KOWW++Pr0jrQhjDPVmmIWhmGYBh2TTWPS9eg1/sIugsEnUfFYlj15OYQCysG7uVH+T1MjStBWmVwiAupt1YrrrahqkO53ij0uFVEqYx
53
9(1)
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53
8(2)
KFs6crWJYuSRoJ2/JqCbNEYSI9cxGyWk55pHUh8dqUX5xHjFxHznbafczdHrzLT/q3dgYgi+olaCPlBjD+/akA==
52
9(3)
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52
9(3)
raVSZZKwU3HyazuE2FhdQE9aojAKvG6sC3UwpTPbmO+ztBvqCXemHZDlqB8Lv5NW5LGyCHhw6L878L5kOC3c0L2GDHutCT5blQrkPyTZDNo=
51
8.6(5)
16JJks/NHpqk0Ck5OB1+h5wQR/lBo7OI57aaFbCM5E0pJPCOQRfpEq+fHv0rA70v
51
7(1)
yNI6ck3tKn1z4DGLh4mEN1IpJG/Q0G7BinU5hY0ncSZLm+PHWW6KNQ9Tk32A3mg7wVYOdufz+LRMKCTTpcLxBa8qkjUYbk6d1y3fwRlKvf05JB7+NmVbuONat43xTmGxF4TWAMvj8DdkFOS7j5irUg==
49
9.3(17)
qPTMKMPcQGwUAwZc3cO42nmDe6lq/B2OF+2LGmgtyuw=
49
9(3)
2Ui0O9dvE269dV54ztGMJ0olfUW4f1LkwbBe8+Sjvg/TNUU3M1vxuQkLrDseBey5ELzkPcTA2Z83Slk/SeQwFA==
49
8.7(3)
ttBKqQASntiB/X5wleP7za6qWcnjxhIWV13pA6hS/z0=
49
0(0)
GoiG9dPXdElx4GWbG9j2DPFMTcfy8lIjeJWgeB8W/dslrcgx9mVk3qc5G7jUCwicgs8twXa5H2qj9eMIuoAeEQ==
48
10(3)
vlbaF0aMgjzEtocZwsODtzJK1U3knhmqPFvL7rnxkLCyx+yuJ96s1Zj7SHThTNqNjvMSnHQPBMJiIlmIsoLuVgSQv8l5nTH0t/LwRNLKq3o=
47
10(3)
DNZv35uS5ZFlGGI9OpNRKAwNQIKQT1QQu/Tpqf5+8oQ220+5ChI4193YCp5emQ1rhZ2KSgqDPa/WfgMlbqTWlg==
47
9.5(2)
zXryVvA6sQBBbyvfBHhahd2X4dneZuNrDAkQD+6ztVOeVKYu64HOB4n0QsLuZim4hGcSKNkqp3sfDdjB6dn+nuoAT/Me49yy1UROULJCZA3O37PaZgWmmeYelMaA0VL8
47
9(3)
8wvhYob7zfAhCo2iuq1JSyxIA4BT9irGD7KY5uZwDwVHYYUiXPhL+ySrMs7tyjWDt3q9gR/Bv6JwZZfMdcXj5nupicZFMYLI3ZMPC11YH7s=
47
9(2)
yNI6ck3tKn1z4DGLh4mEN0flOWUX6tN9fbiTjOd0krqDRAAdld31xfcCeaxR1V5N0J+ajgdLXU7/TneA++JvDSiwxE7MmNpHuWzMUtLu92fcWIL88TwB6ogVqhPV+dW980ohklDVeFnlRSyi1N+QyQ==
47
7.9(17)
ITW1CQGrmfb0TUqHLWRriIJRVqngBqwRneQUirNeAaGc5vFynkUKcwij/unTSavxKcza2EU5E4o6bqFo63oEDHG82UsmNQwapOzlarj7Agx7pc09IVUrpUs4AwiJF8/TCmRoRb6KqVlsqfc7jZKIQQ==
46
10(2)
6KUnvSyXyPK9dsJxQrpdftzHymGtZN5yu2z5PzIcD0JnkuU9xiHN08evv+/ucmu/ld8cuR/0AmMVya2skvJeFExBGIzG4PinaXHgLMbtoyY=
46
10(2)
OFh1u5ugzTY9Gh80HtOnx7ZkA7elJrMLqQUzbLd6grzVPg+7TX2JV3OpURBQwKWnVhE5VFi36mCvLuPBrIlU8/bhUiqgh+/j3Id/cpVkXjM=
46
9.5(4)
FGURr0MoJktCWX18TPmLdI7VaYak/NOLJ5lednz82JHNa3izFISS7EVqG0qs/J36hWoGinEPOsWofHlABimEIqufINSuZl41UV1C+seWGTU=
46
9.3(3)
6kxLTWmKmSWSWA9w0NF2QaBmBS1p1IkuyWXupqf9OuAPq3yza6VshFHRPqA4tRHEKzsulj8P6dXCB/BkjvXZaQ==
46
7.3(3)
m9Rs+anLFiGhCzzpuQynb5OXU226DG79UdvckPQ6QM5ee8gH0bHRNmdXf1+BjZHZ01hhKB996XOZNzLljBkGHUz/6armOk9nE/Xju1eYQtaG3yhy0WGKOPY21eUUvGxeycdtzHzs8eIC5Icx456uCQ==
45
9.8(4)
K1YvxXX0VLJYbzgV78qoC/DJB8FA35c8MOvjExMjTBioLRcihFyrcyg0UUWJH2O/fqnqGwkzNQCIbTFhbh1KPBEaQnqXq8hwq0ZqQJlM8rhDeUfbAnwXtHfa9f+tykvAjos5hf8F8EFQCwvDh1yTuw==
44
10(1)
p129REinVkStOMOdvMbzuFQsmdHIyCa9eq7LGloR9pdu9dhzTtaNe5O5k7Gdu4tsyWF1SlaDDwCmYD1Ckaq3V50bsPd/rv3vSM01tJIiTAFHuJlHEuUU448He5wByKrX6Ieizs1Gq5E/5MMC16J2coWj/ucKbRkvqCj8Xw5MA/Df7wrOh7AREEuoGxOx5fDh5n5rfyWNZXRHs6082EsQyw==
43
9.5(2)
zsEksKIgwc46Zm8VOAG0zmd+V0AiSgwI5VR9un0BCs487UOOfuWA5/1WiJhjolsMUffXWDOoF6ttVMSszv9wGyOt3KIXlxSNIYecym/Xhfa1lX8cee9RSLPcsIeJj6Ko
42
10(1)
3cIlCqwBmuffXhfUFVtBB8mveFzlEby7p7xJlJrSaFdUZEkPNv0y3Lt0df+MOGQx8yIdjtRjOSAZS0cqeo4D7A==
42
9(1)
rnGnizHA29tLcvij7sCNA8B6N2zLvNu8FWMdihcXRAPS73Nnh+qye+pM4sT5mU8Ko3o8ho2yvLklrBlT0GowkHBk79fpk52YeYk7l9dEDeY=
41
9(4)
X7N8iZlnjzIlLoUmY+czCoN/1MFWrNHk+lbUP4wIHglAaFPDfO/pl+pB+/AZa4vs1U6+ZSCrVtjqK3MRKWTRDg==
40
10(1)
OKxzlNBUxjrn11bK2/R7m50XRcVM5dLVqRdBHVvwaP3EypvJZqv5hhO6sI9HVCM792eYMz1rdB0pw8S1S4Kf0A==
40
10(1)
UXNXp+UD9GzqFE/pp5XD2kdafZDWVl2+UEIeBb4RzxWTteimxcqJWLGoTdeNyf69
39
10(2)
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39
10(1)
KcZKR3GShUmqxqGF/gwLK1dTmQ8dxL6aNOsAi1OpepAbRI9sYHlxPVMFDIMlt/Ty
39
9.8(4)
AwY0/zt5L7ofV1LhRyVTmmQ6BRK1BkYufxly33Qa6pyd8MOKQdHJK0IkVJ0hwboL5VSuWoMbNapqtvOnOQTIvQ==
39
9.8(4)
vnS6Bt//w2BMRhrqZoB1rq1cKkoQjFpyhzDkNe6l6JyNB5LzCIpVzH1DqCAHjT8D+kUaOoKSFQdkCSUb8jMEAaJQo4XtrBl98qsggCnBU6dVCxv2XdcYm4+t0nxI8YiD5aSniybaYw/XJ1z6iAjCbLSRHOgujWr9LpER0y/C9Zg=
39
9(1)
Ym7MnUapOxKNKV8Exkn6jw==
39
7.5(2)
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38
8.5(2)
cn2hak4IltUB0jb9VD6S4c0UBfAauwCC24EbaqeyC58Dr8D27yBkMjkJUN8UUMWvIXWNy26yGxMYMqi+vnbO9w==
37
10(2)
R4Ta0FqJnOa99etiBqgmhHpd+B/l0XSh3ceN5CbWLWvpKSDXxRNVPmw/2gBwxkP67Qq6SYPxmIA/VnkAPGRr26rFK5enxS8tLyfRyJbeMBuT4ReKYI/IEq8/gmgQgLSFxMY4+gHvTROOU8qL3UrUrfkhrAIYFR0DJfjPSu3ecT5f5Bxc1mooV0otYk1ZEvWJ
37
9.5(2)
S+VZqyZ7lQr3c3Nd0Vw9u+Xl8bfK3dasXnviYbFGQCAyspQly9Gv+XJTqON3cdJgmXwN68+ElbBEyHZXhR4G7A==
37
9(3)
UAM0+ZDWaHt0OVYtnIfrZP5TFp+dLHDjerSkXobQEG75tPrRp8A6I/X7A/9kjfTNP+rx+VhcsKHk2o32sU8XPg==
37
9(1)
Mc+BLK5XBl/XbwyKO1kxf6vDuP04z7VR2Om8TphspcsPtK84vliVWgjcnskce4ItUzSuzsTkY4PFSPi9MC/w7w==
35
10(1)
OFh1u5ugzTY9Gh80HtOnx7cMMbNLbhHzQUd7FdPCCsmLAPY4CINYxUdaV8da+EIENPX9ibzysef2iXUo+wZVEgr4MZzS5kheOFKwDsJczK8=
35
9(2)
0YOnesq+W2XrD9TnruMU9gLmYP3Ya1+lVZGK9l7E8gjxXB1whz+isE4ZyeoTXrHCQb24zlLklLHtNF1OgNd9sv/x74ud0oxkFVSN6bHv751ZM4i/hdxPMw+1nYzftSln
35
8(2)
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34
10(1)
6x2gg2WbnC+jpfyjcV/jCa1u5j818or6j1jEYdVulfACOHTfdRFIJwkRMyoo02Zs9cwNXQHnBKHBaIkZ6BtZSw==
34
0(0)
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34
0(0)
GoiG9dPXdElx4GWbG9j2DGwdc83wqDyo7A7YiIP+SpjyHtnjb/w+g1V+GZ9iPjT6aAwlveneYF8PMfPwN5dY4dHzEq7S8f2F8QF/KmyHL3s=
33
8.5(2)
ZRnZB1DYj2ad5AvQxGCZLbq3Nch5yf+bmVHzZQr+I7c=
33
0(0)
bIeA/HsU6qtBu9v5AnXMiT1Sfpc0Eqo4ollV7FL1QT+tQ3dSRLCeP7CZqmabscainhtMZEeW/ordofbZNQnKGkboizQNIh0IgeEqx1yK96nbT1ShSd1YQQLRdwOo24Jt
32
9(1)
wE/otZgu0HaYL0uwkSM1o4QDye9HbC7Nwyl9Zj4s9ic=
32
0(0)
x+GbBDLyXQ0oFZA7voA9t98Ev1rBmDTq19t5Q6NgC2+lUM3PEoQ0HKL+Qqe3AtIXSUph7C63YngLmExJN43WsNGTtJDnBzkUFAue+oaLcCGD2AOSxnDbh1tydYFwqHm/
31
10(1)
cn2hak4IltUB0jb9VD6S4YP0wHOSe5kuPaCwFzkI0SeGlGkACmaF0PBRdI2LIDZHs6pTafPg8RavrqcJXghXFQ==
31
8.7(3)
KcZKR3GShUmqxqGF/gwLK0fW9xBcBy+RmSXeoFcN99v0zMNtq6A1TqoqFadrSVny
31
8(2)
yRCaFVtQH/4mrVALiRGMUE3D7O+xn0aTVOVXidqusx3NrG/xEv+JgAd1fAdPtl7eCI3+mlH6xEfmCg+/4BNvG+H+PcBlHt1iMFQWmzBZFfEYxS/ygYxQAdpFd2uTIQSrRVfLWs7XZtrrlA6WAzPBKGDb7KIV+tr0+E29vSKSB6lLprV1kUXE/zImztQjdtiH
31
8(1)
6j+BS/MaPITwOtYYQiEOLmLq3KKAc0Sw/m2oSQSX0rUtDoY+6al88aSP6s2ddxrKjol1HoM/E+4httEQQKCnrP9Ha+XdqNnVQKldK+kj65w=
31
0(0)
KcZKR3GShUmqxqGF/gwLK3n7zKBb/Iy9/x3Xd4t2ze5xsGoGf+3NcKa/6KGa5SDP
30
10(4)
CoLPnRSiMcAcDxGbzH5yP1TGyPC6aGW4IjcJoJVRW6FkEXjtk+v7SC+c5PwmjoXLd5WfmmCix5fV0nivoij8bQ==
30
10(2)
1X4FexYDJEdyUW5Q/VjSdyX1d76rVt41CVEm6E+1skQ=
29
9.5(2)
BIHOnkjwcDOV7RjGW1d6FaL1ACnsw2Br7ZlC7ZbO4LNtG5JJw0kGlrs20dHpfVRT
29
9(3)
IYQDIPExR7dhEJF/QaeBUg9W4IU4ad5MQvDf5+CJKLl5CTyE6az/CAh/QlxdfZzGnFcEAOz9QeSz0rnpbgc5rrMXwKFVrkV4mQkeCnwXrbUMu4H56jf5Ck8yDhw3a88pY7ndWu/Q5+WRizsSQh+te5TTJgdPtY9c3l+wSLcaghM=
29
9(2)
4okkwrx/rF4Ui55BMqh3vynjvPieA3sPbdK3hfQIF+KvCCGwZ0CCi9QLYfs7P2Xp2YDUUfm5WBOrzw6nJOoKnQ==
29
8.5(2)
lKNG5DAcMNw2rYMqubPbywXWmAulGZzg3o9WocP9QA4RrjRy6vND6SWa4AlHB9KvEo3LXvh5DzjA0133Fo37eg==
28
9(1)
dQ1t3Mk+nndY/Ilclzq04IsY980YX8mptTC7lE+wY/L82BsMzb8DceV/rMIwnRhZ4Ty3eCHqWIa5/nwdBYroVA==
28
0(0)
IoabqQoT17g/T+3b97nCvMEeGJWOh09Rg0i4LUqvw0pmOBFbikIMKCWNeZDKfE2t5cRfVRnE355u/Vx6nOvpnmjiC7RnNde0ezMeaEn4F14=
27
9(1)
Ing4qgl18ZW7+mJN24cWnEE0UA5GJjHQLeYyJpxNIskdzLHwL1pOwMsqHxMbPFlnN7RltUnqoXtEbRHq4bgRtIGFZTH3sDaecfy2rkHKXHw=
27
8(2)
8wvhYob7zfAhCo2iuq1JSyxIA4BT9irGD7KY5uZwDwWY1/234w2jKZs/Y8Z2QJ8F1uU+0NVs1hOq5vgKxTgEgA==
27
7(1)
dZKB0QRWqEUw7G9c80fTjj32qtb+pjEAwuv3BUWiEaWv4L8D4RWl+poxoQ3yzseMkvTTrczFsXP2DLllQ1n4z5xETwlMSpeCDQ2a2vPbjpufv6K19pBgWPAthGjnozma+2kmXX4arYk0dE7+MM28Kw==
26
10(2)
ybz8J1UHXwzWGMpQkWY5W1Y304kaS/E6+qiyKsej41lP4i96lWY5/11OouLacws8/PFpqK8oQnFWkwYM25qhvg==
26
10(1)
lVZBoDy28Rizzk099bNXRNQHW13EKkCmwVNnjOMBCbFQdbBASgP3B5U3KTm4BayB9A1VWEbD1HE07wUbTRaGe+h90VZz34R0ZkDTlIeNN1DEW2WOHvSIhGsfwWjszVqmFwYOnOMp5JlASRBJCvLePQ==
26
7(1)
lVZBoDy28Rizzk099bNXRNQHW13EKkCmwVNnjOMBCbFQdbBASgP3B5U3KTm4BayB9A1VWEbD1HE07wUbTRaGe+h90VZz34R0ZkDTlIeNN1DEW2WOHvSIhGsfwWjszVqmuJ82wYWPqDPMOIfVqQ/Stw==
25
10(1)
gNJS47bPFVlhAdrV+t9pNsgw8kRCvw/JyJ591RogGyp6Iq/TDaOBWFzsTmu5bYT+BNldBDIPauSJyTja408Jew==
25
9(1)
lVZBoDy28Rizzk099bNXRMAeE50xGs6USxbEb2sfHI9pkka7bcZApwjl2Al9xW9c1C6o2sRxn3RtBRHj60S1SA==
25
8(1)
26bIWazS/ANNGfs/zq0CnTrMJWePNDLUC8Vxqa80nHEjQHL5memJ1tNe198xrIMxmENKrFVhlWVWtbDjqY8D9m2qngT0exYsDE9ML6qNH2wuM+stjMZkaD9BFWq5iwMlIf9dG44ogjBaQY3REcKqoQ==
25
7(3)
NSPdKcuyVFQfQK4TQbshz4F0eFNQWu0FQWREdrci4qeTjQrSZbdmU7dpbK+uEG/r
25
0(0)
bBrAK8IMAjynTeFiw40FPRylnodLf3E/VvcNU2roCN//haBaAfatTA++sIGUSm982MThFGc/DcEcyKeLvgTGwxEdzwzeqL/pdcRPgCyF5Tk=
25
0(0)
KcZKR3GShUmqxqGF/gwLK6R+pCMxoTtSM5i9H7cm5glliIaoR96P83RoeyKdPDtbzZL/FYaLefwbE6POfMD83+hqxg5gkIhVx3Qq1dqC62S75t/iXbs4t9RtECXk6m+l
24
10(1)
6kxLTWmKmSWSWA9w0NF2QVY4eHkmqZQHXkjlPPe45N5wdLhZ30UZLtf/zmHjmjttc19gIEvoWEBq4j06q1eAzw==
24
10(1)
QQdEsIw99xZBJZvYsEQX2t0OhllDbZzGnUKUvDy6H17ceD7+uSmpsWwyGnaFks2J
24
8(1)
J3SHr5UHlxirSp6bJu+kq/FEo6FDI6oyUB3NGAIIvFraupsM6kCbfyruP7EUw+OqAugbY8gFMXeT9XLhBtwE/2TFskFdwJYZDqv+bHmyHkvuAhgaXpfDG+O65R8mo3I09L/yH6JDK1tmVU51x88KdA==
24
0(0)
juz6J8mkNkxiJSC//G6/aPaOILfediMYyFRz8GwLi9tQ4fK/EERbUOTVuNx4a55H
23
0(0)
n+trKyEB6TzX40fECduSwZ2tr1tHzxv3tnM5V9rkF6yTzTVuo2SqYvdzCqecWfKC
22
10(1)
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21
0(0)
O6NNnmKpixDg4YpcGWXlRcvhH/6EOjzPVtai6OiIIOMRT8SVpaCtmh7dJ3Ax9piQkij4OlhmCQvzLf8CLAX5ruj5R5dbBXnb4U7IVMXAn24=
20
10(2)
8IAQ1leTm8Z662u82WMf6+DK+DiXKTbmOzWkCt2KrbWdqQxG72L6lAw++zujZsd7kwt9oOBBxqqIafDngzYX0hP6/B9+JQV4EaN7eKqDemw=
20
10(1)
17iXGKzmnLSWTBtcCSX2ndYzz19ONMLnmSdGPgxtVXV63PPi24AVUjFOCBKKqsuMqSD71xc2yKBsEhoFJKZPep2n0oyjwMi14y7ZEJGxaFM=
20
10(1)
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20
9(1)
79nc4+0iAhd3BoAl5yvLLEvyL9E7KOAY2AsZyy9XWO5oTbJDQ9eOX6y1S5JfxYZGXw6DU+IyrJX1DtmlQ3ervifTP1RybB6iuawqc9dUgls=
20
8(4)
6kxLTWmKmSWSWA9w0NF2QaBmBS1p1IkuyWXupqf9OuAoehf8NvTkuoSxMrFahXVTPjKXiOhA6osU6m25Q15hmg==
19
0(0)
LPzpNkb8abo5vXfywFJbzPfU8XbM17hKL2BlLj1xLPn1zQ4Y8k0Y1btnM99W6ybE
18
10(1)
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18
9(1)
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18
0(0)
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