已知定义在 RRR 上的奇函数 f(x)f\left( x\right)f(x) 满足 f(x−4)=−f(x)f\left( {x - 4}\right) = - f\left( x\right)f(x−4)=−f(x) ,且在区间 [0,2]\left\lbrack {0,2}\right\rbrack[0,2] 上是增函数,则A. f(−25)<f(11)<f(80)f\left( {-{25}}\right) < f\left( {11}\right) < f\left( {80}\right)f(−25)<f(11)<f(80) B. f(80)<f(11)<f(−25)f\left( {80}\right) < f\left( {11}\right) < f\left( {-{25}}\right)f(80)<f(11)<f(−25)C. f(11)<f(80)<f(−25)f\left( {11}\right) < f\left( {80}\right) < f\left( {-{25}}\right)f(11)<f(80)<f(−25) D. f(−25)<f(80)<f(11)f\left( {-{25}}\right) < f\left( {80}\right) < f\left( {11}\right)f(−25)<f(80)<f(11)