egyKYKQKMPYyU2Wdz5ps7SSGwmTO2q3ug+eDo1Ld7Q0=
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外觀設定

  1. YA40Mbq3RgTDhG33K6gKx7VT5WeZyrPBgchPABLLOno=
1FMFFeIx7S5pr/BeN+I6GV0LoXO2q5SOwSl8GAO5NBA=
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/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aqLRL4wlS0VE5BiwH7/b6HuGgVNKKouaYN6qjR+EzvGnbW96gckNaEB3Oqu6Ii7U=
 7
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3NTRPyMlCeJX14M37nUgPyalv9Qw5x41QPfH3urMdtLnolgXJYc6qiL/JzRJY/mAtpeEpVQptwPgyV+4roG3A7
 27
9(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3NTRPyMlCeJX14M37nUgPyalv9Qw5x41QPfH3urMdtLvhllrqwIA7q8J6I6uwO/AtpG2/vd28Om5x4lcMDOZ0/
 41
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3GcxapcOvRcZj8ydQhiWOS69byrtE95WydUKtEED2iNAcZXDEawTC9BFVhJu/Pp8k=
 42
8(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3GcxapcOvRcZj8ydQhiWOS69byrtE95WydUKtEED2iNAcZXDEawTC9BFVhJu/Pp8k=
 41
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1mNNWuj9G2aYp97i7+UW/sOQw/PjV6TNDeyoX3ybR61BZiodMxD6sGIC5Jphbmhq5nrc7mTYzTBSLngg1Pf5CY
 18
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1lJJCNo6pQmujvPbY5+oNvLl30eBRUHM+Ac2lsZsB34jIcCF0/d1EkVp4gbeaSadw=
 18
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0Y9dMW1zqg5RR7PFDMvklcBMm5Z3G9Vw/vThriLHIB6zfwoJeIqWMdHix4izcgVk8=
 19
8(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1lJJCNo6pQmujvPbY5+oNvLl30eBRUHM+Ac2lsZsB34jIcCF0/d1EkVp4gbeaSadw=
 17
8(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0Y9dMW1zqg5RR7PFDMvklcBMm5Z3G9Vw/vThriLHIB6zfwoJeIqWMdHix4izcgVk8=
 22
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1lJJCNo6pQmujvPbY5+oNvLl30eBRUHM+Ac2lsZsB34jIcCF0/d1EkVp4gbeaSadw=
 26
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0Y9dMW1zqg5RR7PFDMvklcBMm5Z3G9Vw/vThriLHIB6xXGrKbVquqtqdkLeWJZKqY=
 35
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3GcxapcOvRcZj8ydQhiWOS19x4fhL1S5jvvhTyvDkubG1D9jct2Vhsj/Zfx4/PeZQ=
 15
8(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3GcxapcOvRcZj8ydQhiWOS19x4fhL1S5jvvhTyvDkubG1D9jct2Vhsj/Zfx4/PeZQ=
 16
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3GcxapcOvRcZj8ydQhiWOS19x4fhL1S5jvvhTyvDkubG1D9jct2Vhsj/Zfx4/PeZQ=
 20
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3GcxapcOvRcZj8ydQhiWOSU9uN2rHuJdIr2qO/9QeZN7+fMQbD65VoMPAWCGrxKyY=
 41
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3GcxapcOvRcZj8ydQhiWOSU9uN2rHuJdIr2qO/9QeZN7+fMQbD65VoMPAWCGrxKyY=
 11
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3GcxapcOvRcZj8ydQhiWOSZ9wYFKOE0chvbxmM5YjBEWEhUgFQJMOiaXrxZhC2DjU=
 47
8(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0Y9dMW1zqg5RR7PFDMvklcBMm5Z3G9Vw/vThriLHIB61+6jOZMWFKlmpWA6F/vwVE=
 62
10(2)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h2/BMltOu4Z3k3uIHJKdsyXYuzaasn6juux8KTIlya0mAe9SBmngY7enfhpHzyNXjQ=
 30
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h053JcgJN4yLsu3xX5Rq3/Yq3WpYdgrBKnvKTQu33zmCMOEepTH+MShCOegnvvIGlI=
 25
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h053JcgJN4yLsu3xX5Rq3/Yq3WpYdgrBKnvKTQu33zmCEvTKm3ZKoSProbkZR9f8d0=
 25
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3T25mghHrNnBdqJGju0MgEViwJSnksUH6UFqQu0yFxnFoIeqFwcbtwKMdcHQHCHTE=
 19
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3T25mghHrNnBdqJGju0MgEViwJSnksUH6UFqQu0yFxnAAibR16mLmBY+PA2Ic0N9c=
 14
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3e9m98jYHkadQeh6TmE1pZCxtQw52Q5ePy6JL4ZvZapQ==
 11
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3e9m98jYHkadQeh6TmE1pZaH40EfH3knoW5pkDap2mug==
 9
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3e9m98jYHkadQeh6TmE1pZJ0NrNeFjx8naJQPAkY/Arg==
 6
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3e9m98jYHkadQeh6TmE1pZr9LNN0IzFKSKH7HDaN7cLQ==
 7
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3e9m98jYHkadQeh6TmE1pZEusZ251F5YuCQOHUDwYQ4w==
 10
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3e9m98jYHkadQeh6TmE1pZc8kr/RKBVEzTcmX6GxJ28Q==
 15
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3e9m98jYHkadQeh6TmE1pZx3WszFgDuVECxICvj/4T2w==
 7
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3e9m98jYHkadQeh6TmE1pZaXOLTmPne0vdyZ8F/uG1Vw==
 6
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3Iq+E6LiOnAEOYSGs/V9I82JOSZGSdO4pSPx080Vt55ZZJlg2zohrAXMZV7Qlmgj0=
 36
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h2hljBc1xIQGpsl3cHDS8q2EfUJs44QPwgJAusS5eJmKFUsaDEF18GfcNvUCBjKw8U=
 8
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h2fEURYdSFISEI0QEsfgaXH8FD5/0p2yPVoO3OuDaeJmA==
 6
9(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h2/BMltOu4Z3k3uIHJKdsyXYuzaasn6juux8KTIlya0mAe9SBmngY7enfhpHzyNXjQ=
 15
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3jzvJikCD60qiOxf/OPh+FjxyFfCvMola75DzrwcBlcAd/mWONTI4M72mHcUVFJY4=
 14
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0BpKZ+lj8/fCUU7BtWNmZaNAowALqTvcP7mFTpZ7DQgPdGmie+OdeGUlaBiatnOLg=
 52
9(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0BpKZ+lj8/fCUU7BtWNmZaNAowALqTvcP7mFTpZ7DQgD427ZQvoqD/MwAwMNQczwU=
 42
9(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3jzvJikCD60qiOxf/OPh+FjxyFfCvMola75DzrwcBlcPz8EWdISWNlHUhVBbh8W7iN/Cd02RyaWZngOkYmccdX
 68
9.5(2)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3jzvJikCD60qiOxf/OPh+FjxyFfCvMola75DzrwcBlcPz8EWdISWNlHUhVBbh8W7iN/Cd02RyaWZngOkYmccdX
 40
8.7(3)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0Y9dMW1zqg5RR7PFDMvklcBMm5Z3G9Vw/vThriLHIB6zQ3XLSzk7rkw1VZgovQOak=
 39
0(0)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1mNNWuj9G2aYp97i7+UW/sOQw/PjV6TNDeyoX3ybR61BZiodMxD6sGIC5Jphbmhq4+IIwckESfy3FvMk2CYrqw
 46
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3mcmc5HROK0QbpziL9yuO2ZsRbNn+e/dCjHKnMAztdbfJR9kQNLc4u096JZXPFUCw=
 49
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0BpKZ+lj8/fCUU7BtWNmZaNAowALqTvcP7mFTpZ7DQgHK88YSC4gj3Tv/ddybOtjU=
 52
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukGQxwwOABhB9w+yzEC4wJAbAUHwmv60mnabVVWSA5s1H
 22
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukChPIBDLaulLG2g6xMuZuGmqqQxsp6nI5RSYCYfc9xxi
 22
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukEm6adqWL29XqG7LRXOSDRo=
 27
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukBNsvKtyo/SXoFVKJ5sz30Y=
 28
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukELiGG7IBnUrT99ccIgChzu+v/uALKPHQIymfC8sQc42
 20
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukAWTapvpgP1YTp+fPV4gsspEdid2sZf9LcA5xw6t6SRY
 25
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukH885+eO8ufLAA4WPFx8I/aX+fz08yT/f7f8dXQ/03U2
 24
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukH17KW4RQj/CBhqw/+s7oqCwfBrhnFn9NTU0E2hbSrgb
 16
10(1)
0+tqUiaYNBqTyPoofp52ELBsPekUk6TxRarNX6SfIzUFwWfK5ODVmaEzZxgLIIJA4IZmFTFkVGPHTMAwTaf5Ag==
 49
9.5(2)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h36ny5uNxond3k2WnGpyIdldDA6/QRKv1T36MBnCtbXsnKHZltC2loyv36vtyh+7Gs=
 69
10(5)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1lJJCNo6pQmujvPbY5+oNvlctwP9OoKrz1KRwa9OhELmilV6XMjz8PTVHvGoHv5Pw=
 30
9.6(5)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0Ccm2eFG4KwG1mLEMlmmQTNRocRTpLvS0V+h7ICAUBwTK6Kqdlu4mDqXPCiostTiTSDLmvttbDoGFTH9IlChGd
 45
10(2)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3L/BFCP5qL/8mj3ciyOKfrq2mYF70Sf+RKT83M4cnjOjQhVeCH/vuL8mWFUDi2MHQ=
 67
10(3)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h2/BMltOu4Z3k3uIHJKdsyXYuzaasn6juux8KTIlya0mAe9SBmngY7enfhpHzyNXjQ=
 68
9.8(4)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0Ccm2eFG4KwG1mLEMlmmQTNRocRTpLvS0V+h7ICAUBwTfTQSu1RbUAGsXKUQ/1eROw14nEqa+jI0QPFG50tNi1
 60
10(3)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h2V59vFhE3n74BD+fXp9FBsL3rrNRJWzqpyeM66UzEF+UDlsvSFC2yMf4xASKYAAv8=
 23
10(3)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1mNNWuj9G2aYp97i7+UW/sOQw/PjV6TNDeyoX3ybR61BZiodMxD6sGIC5Jphbmhq4+IIwckESfy3FvMk2CYrqw
 63
10(4)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1U7odhUFyiX5YjKcB+G1lNXSB6x+04JCqeUoRwqMUEYzs0V+7e+I9L2eO2UrQRA3y86IA0iiXGnl1D1eqrygji
 24
9.7(3)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0iFoA9AQATnR6oD+MsE7cGmSHeK+stWbdAKJar+1nYRv0iyuE0l7w2Xn9gzb7xK+Ejt8YcShGQpTV7eYjE2udn
 49
9.4(5)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1lJJCNo6pQmujvPbY5+oNvk9xmAIuCV2tzZdh4KtGzXseS2OfHnKGRH3zpchMppbA=
 69
9.4(5)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3mcmc5HROK0QbpziL9yuO2ZsRbNn+e/dCjHKnMAztdbfJR9kQNLc4u096JZXPFUCw=
 97
9.8(6)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0BpKZ+lj8/fCUU7BtWNmZaNAowALqTvcP7mFTpZ7DQgD427ZQvoqD/MwAwMNQczwU=
 76
9.5(8)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1lJJCNo6pQmujvPbY5+oNvlctwP9OoKrz1KRwa9OhELmilV6XMjz8PTVHvGoHv5Pw=
 69
9.4(7)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0BpKZ+lj8/fCUU7BtWNmZaNAowALqTvcP7mFTpZ7DQgEKtJjZw6UVTd1IGtqqpi+A=
 110
9.2(5)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3T25mghHrNnBdqJGju0MgEViwJSnksUH6UFqQu0yFxnFoIeqFwcbtwKMdcHQHCHTE=
 84
8.9(7)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3T25mghHrNnBdqJGju0MgEViwJSnksUH6UFqQu0yFxnNvECUZ26Z9mmqX5Fkyp1To=
 66
9.3(6)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3T25mghHrNnBdqJGju0MgEViwJSnksUH6UFqQu0yFxnKV+mMUjA8JCaFesgQxxkIc=
 56
8.3(6)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukEm6adqWL29XqG7LRXOSDRo=
 107
9.8(11)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h053JcgJN4yLsu3xX5Rq3/Yq3WpYdgrBKnvKTQu33zmCLoVmKyT6OBWzewR30MCeG0=
 67
9.3(6)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3T25mghHrNnBdqJGju0MgEViwJSnksUH6UFqQu0yFxnAAibR16mLmBY+PA2Ic0N9c=
 68
10(3)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3e9m98jYHkadQeh6TmE1pZVDbbIQ+f7whedWY0xOO8yQ==
 26
9(3)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h2YFAlfKN+g6ZbhnRGbPjBXeoRWIjf6M5KoMlOC9e835I8hcQk2N9IhEWc8NGNEmvc=
 130
9.9(12)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h2YFAlfKN+g6ZbhnRGbPjBXeoRWIjf6M5KoMlOC9e835I8hcQk2N9IhEWc8NGNEmvc=
 25
9.5(2)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukBNsvKtyo/SXoFVKJ5sz30Y=
 100
9.7(6)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukELiGG7IBnUrT99ccIgChzu+v/uALKPHQIymfC8sQc42
 70
9.6(7)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3nVfVd9eXl/dTWtSg8uo/EGtlsTNPOjpXfdqevtw/y2KXdWN5mna2upArcaXutcd4=
 36
9.8(5)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukAWTapvpgP1YTp+fPV4gsspEdid2sZf9LcA5xw6t6SRY
 103
10(5)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3gLCdv6oSafd23GWInwArjrTmfBpW3lZGn63DS+84EUZ6+WP15UrM1/Bt7jR10QLk=
 38
8(3)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h053JcgJN4yLsu3xX5Rq3/Yq3WpYdgrBKnvKTQu33zmCLyCfBl5khPSfxmZI/vj9b0=
 95
10(2)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h2hljBc1xIQGpsl3cHDS8q2EfUJs44QPwgJAusS5eJmKFUsaDEF18GfcNvUCBjKw8U=
 52
10(2)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukO8pEyNb2KdcVKbzJOdLne5d/b9z6tBjaMRezHncVf2e
 78
8.6(5)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukO8pEyNb2KdcVKbzJOdLne5d/b9z6tBjaMRezHncVf2e
 69
10(1)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h053JcgJN4yLsu3xX5Rq3/Yq3WpYdgrBKnvKTQu33zmCPi/oWxSZ554H+eUmIm1DOg=
 97
9.7(3)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukMKU4B7B9+f6QrZTBhhU62QH49RXdnTKzvN2uwCtk0gu
 65
10(5)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukLn4aDAW0NOTeRHqA9uufj4=
 51
10(6)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukD3oQF01y7pXlMnZt7YJgU1viOrgIMMgjzqYp3Mun8OH
 87
9.8(4)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3aMwmPNRIuc4ISgTQxPZdavZ8/0Ey/Ivo9ps9vSXHukLn4aDAW0NOTeRHqA9uufj4=
 109
9.7(11)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3mcmc5HROK0QbpziL9yuO2ZsRbNn+e/dCjHKnMAztdbfJR9kQNLc4u096JZXPFUCw=
 45
10(5)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0Ccm2eFG4KwG1mLEMlmmQTNRocRTpLvS0V+h7ICAUBwcm8Q6lfirAM7/F50hOi6dDkO+00UNUH5yQpTmhEhKMnjR+AcDy2BUb0FHUudCAIFyhhFNMGKKnUec1QKcIF0Hg=
 73
10(5)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0Ccm2eFG4KwG1mLEMlmmQTNRocRTpLvS0V+h7ICAUBwcm8Q6lfirAM7/F50hOi6dCuaeOHxoxjGmJepCcxZl0s
 104
10(2)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1lJJCNo6pQmujvPbY5+oNv/c0+Jkl7vyRABP2MJy4aPg==
 40
10(3)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1lJJCNo6pQmujvPbY5+oNv/c0+Jkl7vyRABP2MJy4aPg==
 33
9.3(3)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h1GGCo7QK3ib8HtpK654LVn7lLKP/b45M8Ko3128L/bIDvaojVioukkVjmhQA67IGI=
 43
10(2)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h3jzvJikCD60qiOxf/OPh+FjxyFfCvMola75DzrwcBlcAd/mWONTI4M72mHcUVFJY4=
 84
9.6(11)
/TDFFI4avzgWhP7P4yMpNO8yooPBfyrF9ayzp1et1h0iFoA9AQATnR6oD+MsE7cGdJYN/fGnDbqYFZQWMHSqGw==
 21
9.3(3)
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