剧情介绍
<
<2>《冰刀双人组》剧情介绍:2>
>
< =<>中文名荣誉之刃< />
外文名B G< />
其它译名冰刀双人组< />
制片地区美国< />
类 型喜剧,运动< />
片 长93分钟< />
分 级PG-13< />
对白语言英语< />
色 彩彩色< />
拍摄日期2006年6月26日>
<>
< ="-: 0; -: 0.75; : 273.2; -: 0.75; -: ; -: 5.4; -: 0">
<>
< =": 15">
< ="" ="182" ="-: (230,230,230) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: (204,204,204) 0 ; -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (51,51,0); -: 9.5; -: ">角色>>
>
< ="" ="181" ="-: (230,230,230) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: (204,204,204) 0 ; -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (51,51,0); -: 9.5; -: ">演员>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">C>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">威尔&;法瑞尔>< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">/W F>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">J>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">乔恩&;海德>< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">/J H>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">S>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">威尔&;阿奈特>< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">/W A>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">D( B F)>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">威廉&;菲德内尔>< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">/W F>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">C>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">格雷格&;/T&;尼尔森 C T. N>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">F>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">艾米&;波哈尔/A P>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">K>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">珍娜&;费舍尔>< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">/J F>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">J>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">R M>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">H>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">N S>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">D S P>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">G A>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">S>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">A B>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">G" S>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">T B>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">H>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">B B>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">Y C>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">R C>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">S>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">L C>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">H>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">R C>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">W F#2>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">S C>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">K I S()>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">J H C>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">S P>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">L C>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">H>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">S C>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">B>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">罗伯&;考德瑞>< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">/R C>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">M - ESPN II >>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">S C>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">C E>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">W D>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">V W M>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">M F>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">R - G F>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">A F>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">Y J>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">Z F>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">H>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">P F>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">P >>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">克雷格&;格利斯/C G>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">S S>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">S G>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">W F#1>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">F G>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">H>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">D H>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">H>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">S H>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: "> / S >>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">G R. H>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">D >>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">A H>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">H>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">N K>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">M>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">M L>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">M#2>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">G L>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">M>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">S C. P>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">M#1>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">安迪&;里查克>< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">/A R>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">B M( )>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">R R>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">S>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">T S>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,255); -: 9; -: ">F>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">S>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">E- D>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">L S>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">G" S>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">G S>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">G" V S>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">T S>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">G A>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">H U>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">G F>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">B W>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">W S>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">C. M W>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">D R()>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">P B>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">P ()>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">J D>>
>
>
< =": 15">
< ="" ="182" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 137.2; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">S S#1 ()>>
>
< ="" ="181" ="-: (245,245,245) 0 ; -: 3.75; -: 15; : 136; -: 15; : (255,255,255); -: 3.75">
< ="-: ; -: 15; -: 0; -: 0; : (255,255,255)">< ="-: ; : (255,255,255); : (0,0,0); -: 9; -: ">M T>>
>
>
>
>
< />
举起、跳跃、翻腾、旋转&;&;试问一下,这个世界上还有其他运动项目可以像双人花 样滑冰一样,能够将崇高的体育精神与优雅的举止姿态如此完美地结合在一起吗?要让评委打出高分,花样滑冰选手执必得将力量与复杂却优美的技术、自信与高傲、肌肉与气质融会贯通,让它们潜伏在身体的各个细胞之中,在音乐响起的一瞬间全部爆发出来。这是一个高贵的舞台,集结了滑冰界里精英之中的精英。< />
然而在这个故事中,却全然不是这样的&;&;狂妄自大、有那么点男子气概的查兹&;迈克尔&;迈克尔斯俨然已经成为花样滑冰界的新宠,这个行事诡异的滑冰选手就好比是在冰面上旋转的摇滚歌手,每一举手一投足间,都会引起女性粉丝的尖叫。在滑冰场上,查兹的魅力可以说是无人能敌,只除了一人,那就是吉米&;麦克埃罗。吉米是那种非常努力的天才型选手,从小就是闻名于滑冰场上的童星,自他懂事起,似乎所有的生活都与滑冰有关,通过那些无休止的训练的培养,他现在的每一个姿势,都成了这个项目的男子运动员的理想化身。< />
花样滑冰的世界锦标赛上,两个终于相遇,经过了几翻短兵相接,闹了个不分胜负&;&;虽然查兹和吉米是两种截然相反的人,却都是自尊心极强的主儿,他们似乎再也无法忍受对方了,结果将一场好好的比赛变成了&;无差别格斗&;,两人互相叫骂,大打出手。他们的行为彻底激怒了锦标赛的组委会,继而做出了有史以来最严重的惩罚:没收两人曾得到过的所有金牌,还让他们终身禁赛。< />
如今,距离那噩梦般的一天已经过去差不多三年半的时间了。没了花样滑冰的查兹和吉米都过得很糟糕:查兹成了一个酒鬼,专门穿着邪恶巫师的装束在小孩子的滑冰训练场上逗人开心;吉米更惨,他现在沦为了运动用品连锁店鞋子专柜的售货员&;&;两人的转机突然而至,他们发现了花样滑冰锦标赛规章中的一个漏洞,为了能够再度穿起心爱的滑冰鞋,在赛场上驰骋,查兹和吉米暂时放下对彼此的成见,组成了花样滑冰历史上的第一对男子组合。如果他们能顺利度过磨合期,完成比赛,重回滑冰界将不再是梦想。>
<>《冰刀双人组》电影剧照,海报图片,剧情人物介绍。