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外觀設定

  1. 45Iz/H5XakY+1liC8a9xcA==
  2. UFbiqNjBDHxk12Gqmty3gg==
漫畫 >

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作者 : 

BbmikuIhrI2JKmkv95VYKapko1LQt+uopuDRGbI9eU8=  

gT+/ccNNYcTRXllScJcW4g==  

yQO80G8i1/HhrbvxEVVvbQ==  

9(2)
  • 分類
ZV1Jg4IU8XbAyR8KfIr25A==
  • jdI4ChoHnLD+9DFBC3SbRLvwHs7ldslS3UvYo+Hs30M=) yaTezQYakRSW73vOo7wO53XLRSlgmSKFlBrpr3rSeQk=
 

  • 漫畫描述
  • 用戶評論
漫畫編號

107971

漫畫備註

ePi+avSwas9yAnnqmdxSZg==

漫畫標籤

axrSpDuxjKOwsS3eAmfElQ==
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CMaiiCb5lk176sjnwkU4yg==
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6e2cHt4n9h6CUR0CFP5Eqw==
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WCqUhU1EKv2P/QFFe7YTuw==
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MnkNjrZHx3LET4tzOyIfsg==
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OXMRc58dUxwI7DDlTmtWhQ==
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  • 刪除
PYJCZwxJ5LJn3gKO9Pi5AA==
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HaMoCHbz+dc667MhWdj0hQ==
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GaDV16P1XH5RmahhISKyEQ==
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9g+falzWajIadnOe/4CjImsKlLiqigLO/LC/NmQ0TAE=
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創建日期

2023-11-19 12:06:34

最後修改

2025-04-12 22:07:42


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 9
0(0)
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 20
0(0)
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 10
0(0)
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 20
10(1)
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 38
0(0)
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 35
0(0)
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 27
0(0)
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 51
0(0)
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 20
10(1)
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 28
0(0)
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 19
10(1)
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 13
0(0)
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 22
10(1)
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 19
0(0)
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 22
0(0)
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 44
0(0)
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0(0)
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8(1)
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 13
0(0)
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 44
8.7(3)
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 87
8(1)
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 38
0(0)
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 25
0(0)
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 8
0(0)
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 17
0(0)
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0(0)
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 14
0(0)
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 6
0(0)
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 60
9.3(3)
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 40
10(2)
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 28
10(1)
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 29
10(1)
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 14
0(0)
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 23
0(0)
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 12
0(0)
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 20
8(1)
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10(1)
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 48
9.5(2)
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 27
8(1)
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 11
0(0)
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 37
8(1)
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 30
9(1)
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 2
0(0)
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 21
0(0)
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 19
8(1)
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 15
9(1)
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 20
0(0)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4CUd+fWfa6H8PzW+uXpTKegUZ4eEgmfIHAyPMiG8jmm3DlxjjD82Aju1GgqNQ2GYyIaHWqclggWqx12MTNgU7y8cu/7enN0AwnUXLUDCfssc5atc0p1MyDEIUR4AKt7Jf8ZgOFer+Uy1DKART+5lShIKe0STpFM/1pHKmuQOtBmFGXlhXYa3m3ZCMwpmstMnj4=
 31
8.5(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DWWpJ28nc6E6417gn0revjstHzTvp4BchSbSmWIWLz+uY87yspETr+OIC9PxB9ngT+9t4J2uLFIgIZxVScecvFNAwrH0n/UsA5orbrh1vtqOdWxPIUBa1r6NjP2wTfExQmJOcOO+YOTsKrsl5j3YnxhVdOhIRlwhLkCi6Xq69T/opqCDyDBVnj+J7G/7eYU0o=
 27
0(0)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4Bz3Es/XOFmh6WwdO7xXHcEGS+62XKedhOX2fyV2hhtsVvjHjBmOkoGzv/Wd09QMUV0BKui1VWC7nApY8Nul7Wn3G6O732ljl4qGftD0ZjlnUlxCLt/FOl1XIQtdwfWhKHKPZAxONEjq0MzuC7nWxxP
 34
9(2)
d/atQfc9+7dMpf3rdHd4XscUXTn8SYgYmn+uecD5qLa9IW4kKxyO5q3qHCiux+h+j1U6yx35TTIiUQpwDI1GPxp5QHr3Lswn/JoV/rTSzy08a2AoJEKIpeLZGv43n8ftIpxMoIdTzq3k2XqtwNrTi3RqzyX6suZxwAcogOIz0XWTjxEv861XRjt9y8cyH6li/1X2K89cyHBYZv2q3L7wdw==
 5
0(0)
d/atQfc9+7dMpf3rdHd4XpusC63I2Bo4xHhgIni+wq1lDv7HTovutBH6aT72obNXGv5ee18JUF2IFXcB9lBdezcF/+WuV+BLs2rc7YFKdyNXPfHIxUcgTDASjh+eSWfkI/v7hIrIY3vVoxfZS+bA+wYnGliaSoC0swurcpQWo7H1ggetGLsuoa2KdjXjsEqPXh3cxs55Q+1YqaY4UjUeIA==
 8
0(0)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4CKP0hXRVLcBemt77yIf+J4B9m/02nIcLxcplCXPNWByHy1uH47VM5TVhfzTlGbkFyrjpsCGMB+919PJpzTsHN/WSOgWcpkR+ZQtXpbmLPegLQAEn61rTVOfjIOkt8x1R0DUK0XEU+Wlx3Qi6K+IRDynmTFex1vk10AY2iDkzSf3fijLecxepDZr9aryk5xGb2BzVGq9CYC/Y5fHujDKRAg
 20
3(3)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4Aeaa9/FOsz6YfTjUZ3xsMj/pl7lw2aE7f53arJmVLiXyYC0VTJMoHc5WvR/1RBrCN0XeesOHNhsx6ga7WwvWD66pADX2QkVmZ6Q8A85OXr6w==
 40
0(0)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4CaZWLxsD5q1wsnDEqIf5lC8w6vcZEeNF6oeUXaLeR9Nge7VOGgDQ1vqVgR95wl8E4HesiaHtxAXMP/UVZx/eXcR2oXmKS+I5kOSFttbpIch1gudJ13e1nnqbnAkp6ZSXPYhnGGVxxGonb5SdcGOiPN
 44
0(0)
d/atQfc9+7dMpf3rdHd4XttYP509udf9Gcd91CCudl9AiCI96S2I1RGcozkYQmHYnFdihZf6OiHyCHd8Fpy/slCyIop9ygxv5rPAOYIz+WiAIH9oZobb+a2Eo2qzWC535gOhnETjqszAdwekZ4WnbfmAtPmzgnUoq3xKn1BhZoY=
 51
9(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4ARMZTRAjbVB2tG3uYSUZYG7aMy3bqly02MRmmDR73TUYRztK7Fv0Rmv+sUEqE/+qqFAbDW2OlyZnVHEWOmgYxf
 18
8(1)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4BnmWSE6/Av4l1uhYOcdnRu4eXchJl615qpwq8BUQ3ZUIEXP0Qf9yrt2VgjY7isZ+d1rlQKSFcWIEFe2rUCMPyMoTQYPcZNXfDnGvqbT1JspJYxQxfzuLr5pdpHz0BnoM0z0z4i9j2HUYf0Lstqm11R
 55
7.5(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DC3ySg5SjT3npyeDriQBoD9UrGklngl6mx2pZLoJV+9oFv9gwoK3N5LaaooRBSUKLlp6DGbRKXp+m0dYldv/XztW5yNqk2cp+C/6wYZPL7n9i5cDRCTPnVjA28W9hPunh5CpfvcqIf9UsRmR4zA2qm
 33
0(0)
d/atQfc9+7dMpf3rdHd4XrJ1F4FtlK3s1E8cjrnJ1zbB3JXkmcD4Vty9FcMA9FJLNv3DNvh/Spk9dlLfN5sLImt6BvIUnybB2Q6LH8bdnCWbGec4I5QBPMegTb3/Kb8icm96B3NjOVf3W1YcIdYvBJsCwRMDmnKDSrammP+JxaBYOpNxpvAY8dRjpX5k/yxUT/QWFrIvjsWEwwXV6u/CPw==
 21
0(0)
d/atQfc9+7dMpf3rdHd4XsubAGZzSN3voVL8xTcuq9D2ClsMfRbJ/WkErFGjM4HQbG1Yl07piI8vmoSIq/hvMyUWZgL5hVMsTPufqQnK8qA8OITpslmTWhfgtI+I0zfMpiXL2enHnvxKNeZcxHXsEJP5eOSMFLIKKQaqBMBNZRM=
 54
8(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DLCDlTbAEk6fqLt4YMz8cyQAwJTN12kxarpljYa+YiRsMbQhgUg2jvUoSuVKlJvp70wP2CX884Mbn4dhUobgcxAjcG77JC9knMwtZAwGfnVfVG6crqNcHTkoDO2t+QAVsMsfu0TBImRgi6TBuqYfEFUdG4Lv7oTa4NeO8nTKV72ZYu6e7e74o6T1kHnS48rxT9aZY/tWPyY+u5sBcsmDTikYhGblxig9woQLLq/PS/WfH7yMMwcsyqftQQraxfCuI=
 27
8(1)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4Aeaa9/FOsz6YfTjUZ3xsMj/pl7lw2aE7f53arJmVLiXyYC0VTJMoHc5WvR/1RBrCN0XeesOHNhsx6ga7WwvWD66pADX2QkVmZ6Q8A85OXr6w==
 64
8.3(3)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4D0M40x3Qi2NvSG4KT1R33cEMVwXOCepNobDYjKqE93S+guXOgYars7ygPtBHuj3yVGWKbN3cunG49Y18RQiaxELFsQwhwV9ihZtbNvaOZCjg==
 62
8(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4D8NgoCWUSF6mhs0asI6sTF6nBlSlTUhTl1ltm2PaNLR9IQZoOviofhaAt7QZp2urdF5nykwhakOuk2KLPAo0Dj/bR+0YzcttfvlgxfpNM4YtZjmFmz1Vs9U3HHaK40L2DpNA7dW+/m6HhsEiTY8rEyfOCa4qANMgqJYxA85vNTqpShMfiluMUHMe9KPoSZxh8=
 6
0(0)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4A0GBtFpia0O/Zmw77vqdoc6X/ltvl7dJ9Ei6168Z9otb8WoiAJJkaKJGPg5sscaTm7o4ZB7ycdNw1pu/LgUhgLr8PpXWRbJWLVCWdp9IPud2D58NPa81Xsn6soEOFWbusw1XQVOlhwTGiDGsjXXXaxr8kA4lv9VhXV3U5xjZEu2DFBHHljRrhK2l3HON1JjbWh4kvdj35swLjqq2IG52Cg
 59
10(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DWWpJ28nc6E6417gn0revjbosKRdjY+pbT8Efwwrba66rB97IEs2VhxQatrauOseAw45Ur/oSXKOYRYexjifar2ksrF/Rw2As006YY/n0WW+BITj2LccK1ej4qaxxQt6tBS1uMmXMCdo+IRKq4Pwa8wn/m08qnyQJuElzAfys+JLwDqE5JvFsY5e7FjGUW2m0=
 40
8(1)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DoXP8q3vrulZ88VEeeIrlTW4D1qzP7RYtF7ieMHovENZXoMIOcCZbZZh/KKTTM6GTpKCjaPrUSO7bfHbB1ITYnrl2CetDxP+9fs/BWc9l7b60ntMvZrrx2joFQXl3pELfz3o3ta+7gOLf7LdTOX23AU6DvIqaUolBKsGopTcHycrngShgQQaVaxVbAc1GoR4Q=
 18
0(0)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4BUQ4ynWrG3AfC6cUuIsZUONBrvh8Byj0KpOmEA0NfyFLgw/X0aEUJ8A7Nu7hCF/tt9n8K22Z8l+fkZNva+M9/QaT8IvQ5vdzi+6Our9pagl1AvKYJfHIwq2QjwkOYDxw4=
 23
8(1)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4D2WQIcQg7SYSN/Ak/YKRKPOTnJXrbMrYBnvt42N+0ILVTkEDQso90gk4+Lke+j0WK9z2SR8UksEElr5bEcnvjyEqJrU+l7VoSFBU+3cxMQnWqL3MpssUdYhJANVVYH1apAHYYjJ8T2tJQGNsMB7jevkd3JkF+jV8Kt3tWmr3KDvoPfEyiQ++4CEvMjcV//IxSr478V8Ja9AaQ1RImk781pMaHlRbYEQ/8ehg/earuVCg==
 39
8(1)
d/atQfc9+7dMpf3rdHd4XsubAGZzSN3voVL8xTcuq9B/ufUPpAVEy9N5ueQk7favJq91ejEEBjgO5oqdEFS1dBfjB4yAMmsqqjsEqjk45eUZuJDERpdGr5h66aVZgn4u2t9gsl+bJaZKFOvQmZicR6lNpqpSHnJsuU8Gg0pSmIY=
 67
10(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DKznUaVLK9a1wGFc10E7B07hGYZN0TR8uAUHFawO9FQSzBVIdJN1cFBJ0aRZUsRNECufc47TdQvIjYm30kb//KZqFZVDEw+Wt9ztVYnbwIXKTFw5y373/W2qC7IB4Rp1kPUnL5JukGDw1XkKjQp+9E
 33
8(1)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DC3ySg5SjT3npyeDriQBoDwY0n0DHE6+wINgrXaoBfNW1v8xJF89AoD8khlf6cMRcxetVspFMaCcP74l8lY703yf2gRgiREViukHNLzJjVHTpA3W1DqbSL3msj7bg8AGvaXYfat4dyHY7MAZRj2WsjZJCNK3bhPLJNu0Y+m7dUN/I7si3OUd0KCMA2WTF5XUlY6sUa+8mm/0QVrUuHbf/o
 62
9(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4BfWBIA9DHDFl1Bb+RfjqGrMxaQs43MCdqpmWI3sSYmrUC9t22qHjiQ5ue2h/GwyprHmfGPggkVfF/7pZw/Nsd3iCgY9QbQkxvLgkxz5fc67euvhJcu90UBKcVJ9QAlAn0Z/5LqFq1HOtatddzkdlrSNnZD1CuQ+1qAQwf0R6mrSKAMaJZ8MIZE8W9raxbXsPg1xTiEKZwRw/X0Es0APtLk
 38
8(1)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DLCDlTbAEk6fqLt4YMz8cyQVf/mcQZbtZ9pWQru3QQJXNXZyqoYXIu/0o6BuJbxiH8a2pUinTNNoAKvYr+ADOUiJw1/gPyYsEN7UXGyvmZm9+bn3bxGXZBokqpRPDrhJ1P1ExhCSrOWXKcCLigEvdtwtCxw4WDVNV3fLIw/sCLHF0CxMTiuw47U7IfJvrnmVE=
 28
9(1)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DLCDlTbAEk6fqLt4YMz8cyTzXEoPafUseKUvNlCfEK+xooOvA8PBDIUzNrVISBzDalkXyjyfcTXFdB+Lh39ffqx1WpyRqzTaK7Z3grYhr6Sd8enURrz+iJ2bt5Y1+cU6YsE5vB2cQpr27mirCCrznuJBGChXBOQq1qbziyYDca/mrZOB7TgOSrfmhR9XByiQs=
 33
9(1)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4BcgmDHdP+yOyyX/OHlr1Tkz0ILOwfahXU9lSKEhXSbS3+Szyl1D7NdexGloY5tbCNuy0E0jWe/BAfzkYknep2Ep1P2fHtv67XRDFKdB/aN6g==
 31
8(1)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4BcgmDHdP+yOyyX/OHlr1TkUkygfuiW5UImmLF7HH89Q6DILl4/dZDL7qwnCMiXQMxoOlv8cALZp67KhSh/FuceIZi01YQm0eJsfxU7ImBEGQ==
 20
8(1)
d/atQfc9+7dMpf3rdHd4Xvwp7Dv9oUsd/RA+SsL+g0lYIIDxawJuyKW6lzvm17bec3yncQsDX1kUm3EJCNB/mpB/CQ0JRGU4Tib5ADtuXK56kty7NVDJD1aLiVVFSXSoyjlftaRf0lb/pZ138L0g1T7uDMZN+iDNaxEWABvrNxCp0dn1Nl8oXD2fKngGfBlSgUc5VHE3gxeZiqQSkNxeng==
 19
0(0)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4D8NgoCWUSF6mhs0asI6sTFfCCgAp6tuHdc04kKsz4aqrJWWOXkUYIuPKY4Iulz+p/VKkTJ6i4dd3F/lAvAy5J0Dg8yJ0zkrlY3B+mlSbMywz2SbivHT8+OpMe4jn6M7nuL42xxiWTfDP1n7sEhevka9jlYdHM4aT743afMGp5T2JN7U860OBEqwlEygTNCfFQ=
 79
7.3(4)
d/atQfc9+7dMpf3rdHd4XkYY3hetnRuDyHxp8C8hvHjCMqNezfM26j2cJk3MWgqlyOpe4/Y4k5vfBXPrT5qq6v0SiQN+pCNTP1KvlD/QCrZYvOuR+8lxS47ERxUlSvmF
 82
9.5(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4BfWBIA9DHDFl1Bb+RfjqGrlL8k5alIykp3jfRKSEbZTrhNr59/sgntJKaIsiZkZ/LFr+aqNOz9YAd7SBUy9PLTdYxewTknWVx3+LDe1iCOijWU4WwHSuy+fKUhS2ybjERpJAK9iuq90ypzNDdXAzCTYFeQgwInKvuzwqjCOf/13g9FKNFytWkDslxgkK0vHrwcmStWUGtx0H/URq6JJq71
 35
8(1)
d/atQfc9+7dMpf3rdHd4XnYgblVB7wA8toNFsz2+gZfVIdZkjq8OvBIvSRkbrX1x2grDG0RCvUw5E67DV6EHitcojnXhd3eRnkCSdFWpYAQKSmroxZucgbnh4YUXVz4ojaso3VhF4QxzP2/9xTitrjY3VheuJTzHiPZAToLpa4w=
 83
9.5(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DLCDlTbAEk6fqLt4YMz8cyG07zixEXL1eP/PB+1Hd7NcTd61zqYgS+5wifPyH3U5hbzS4B9kSOv9SFocppfN/T1jz+RgGzCae9cVg/x7Pr2HTTeFgrVttDJ09Lhr5AhGafh4kQ6YI0QnMU0swUQHNbPnolU6lt4rRrqUpd14T5bTSJxn4xzZAWqy+/slfCyzE87FVTUxGDqoiP8j59V5ng
 139
10(1)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DLCDlTbAEk6fqLt4YMz8cyG07zixEXL1eP/PB+1Hd7NcTd61zqYgS+5wifPyH3U5iYTGjqcxC/uI1x8PyWwPLdYHnh+pypGrRWMBFR3eXVRc5Vw8B4LfI6gXxbPtcGl24DdM3z09PrLlEcjNKjg9j6QRrfZS4Lh2cKNQc52N/hZVrTXS3p+ElRzJHNh8coXL4=
 18
0(0)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DLCDlTbAEk6fqLt4YMz8cyG07zixEXL1eP/PB+1Hd7NcTd61zqYgS+5wifPyH3U5iYTGjqcxC/uI1x8PyWwPLdYHnh+pypGrRWMBFR3eXVRc5Vw8B4LfI6gXxbPtcGl24DdM3z09PrLlEcjNKjg9j6QRrfZS4Lh2cKNQc52N/hZVrTXS3p+ElRzJHNh8coXL4=
 10
9(1)
d/atQfc9+7dMpf3rdHd4XmUUkO14Gx1z0ToaOljoT+3ebvMv+efq/PaFX1eG1f0DWHKVFAXZPNB9pM/fYSVArzH38Vs4QqBUvsibDd4OSrcixG9juvFhBAq6DCcEcmnrNUMrpSmFlGfRSu0lg7gZ+w==
 72
9(1)
d/atQfc9+7dMpf3rdHd4Xqzfi1vYmdeVyzE1f/Ae5m+CHWXlsjBzPIdZ+KronXY925WzmsjQI6lNz8qu3BVWAS2WoFCwhvwdhZg6QsYqcdZ+ytxyZBbb14lbIAoSPPD7dTnm06qTkMcFKGoGFKKbmnC87bUUkG+wqUSFAaE9yn/83QzeezhgB8Z72q9EsBinmuLd9sF2sZK8C8ZRaOhATpAou9JOMQEUQhIvuugB1Kg=
 97
9(2)
d/atQfc9+7dMpf3rdHd4XqaTTkycEGKEzqM2+6zq4qJEO2Yi+UbtUNKi20Bb3oLsuA37Sd2a+OtFa4zZaXldjaUpUslqffe0Y2v5czd/mxq63y1NZ681MgZid4Ut/w1ZUdGYCnKeMKXwteRz1KXsutJceB4U23mAEsdLc/otkEZCp6W36DNAO9LL14vxG2eFp/Oi+XYEX9ZleNlKKJCmQw==
 44
9(1)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4D8NgoCWUSF6mhs0asI6sTFN6zHxa1pcZ36E1S5bmZBLrgQ7P926vzSnV3CunB9pyHQBTAXe/Y/GZFEQQFLYFjVXqXKYlAelbEiWre0dkhTon8lxNoQ9TAqb0Ge3F6q+GX69e4i6tMdLUYStazmoNTWK9jWBU4GLzpwvXJ74yfxs76xsRjfCX8itcc+Zd6F080wsHTBKvxVTb4cJO9E6Dij
 119
10(1)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4CKP0hXRVLcBemt77yIf+J4W0/7fOmyA6we0PTw8TWsK6uPotkvWb1qYV+jPnzUGSy5tXG9P4UZ6Ey6oyvNGwN7CDrJms17VxhFoq3Y1PKpbA691xjFYMx77THGIRYg04PlwhMvgkAfzo9hNhgAajw4qOPCKNcSFueimLAsta7iwai+TCf6KPXzbHcUHZWgSVQinHeWajxXGXAT42kYX/F+x0An53zrKE4CHfKzfgj3jQ==
 33
8(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4ASdqfVUSIdHRIA63UepDgttatrzkFu/mt8+QLMndLSgEQhw/KvNZ/r8sD5qMKAs8vnBnP+XozWe/+yJHF9krHQK7UFicdgXo0MISPXVHEGDxXpx/JN+Hr3A2+PsvdOwM4=
 43
9(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4Co3S98gBNLz5K+XgFbQvSpLm8rpCdNIHI/Tx1oAHandw7/FBxMozohgPir0d2/Bs5Ak4VvcDqy3wwlKt7z2T//omX5XY4reCIidIv68/GZmG2oNhjpt3xXBfmq8pYPZee46V+EYF5x1QTOODqTkwyp
 225
10(2)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4DNTKs1+1bDjtswxlEB4cA1mLQGoWbMWW98ovneGvCmFbaBrGqpvXTBbeaTCVvH6+h5GfSMcYj8Ykshc23zsJuFJIJEm6qcc7r2q652GhVmhbutRAepJtB4o4oYzzbwldxPXqR+xg0bdB1ul7xzJufIkzsjPRBKN1FNIIvKF5cJI6yEjvHQeAXadKtTq7eCmr80AI+xx9pnWUvq6gPypEV+EMw6CcRtQ/sTxxiHMbvigK7+sPB1qX98TqT4WTh/p5A=
 91
9(1)
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 45
9(1)
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 55
9(3)
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 40
9(2)
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 154
9.5(6)
d/atQfc9+7dMpf3rdHd4XqODjtG4RaZK1kbSjwOBU4Co3S98gBNLz5K+XgFbQvSpFdJBbyoKzKaM9JPu6U1WGtK1jyJ7aDRtGSG4Kp0zeMw74Nku3FQtY52fyrFbYAhNXRzPuFRkstMaWUkcupGpgvf+JUoMk8e2AuxxTjgRZBLtsW7/LNZ/PI5Vke9j1Z7yeNkmDBPYPL0cP3WGk9sO3Q==
 108
9(2)
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 44
9(1)
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 36
9(1)
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 1
0(0)
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 17
0(0)
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 0
0(0)
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 7
0(0)
7tHfy+e/GGvmPxpAlXcorNbXf02n7sFqM5Tr3EIX2hFTIGj+jZxJPK4fZiELV47HDZ9Y01eFthAJMpNBnWw+jQ==
 3
0(0)
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 17
8(1)
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 31
0(0)
N7fF5nrZD858FkM0dOhOt1yRipIgt1GB53iqxqfXH+hN0pW1eUj/4BeCZUvPXmTYEdqTN7rWfa3GBidWC5y/0ginLBMef75IXYHDxPupdAVdIJOD1fV5OSdG4Wr+1MRaNgeTctJFiL1qP6/3yBfxJKp+p+6HHDt1ZS2QpsLUfB5Ytdx+oxSp3Sr6Dc/QiMNWhmO0MvDVWVacC41eAyX5YY3IT8J9xdSXLE7lAh+Iv5zEZJMupFmrUIkBYR8QX0/r
 44
9.5(2)
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 50
9(2)
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 22
9(1)
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 55
9(1)
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 47
7(1)

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