The numerator and denominator of a fraction represented by same digits with certain operations, we call as seflie fractions. These operations can be done by use of operations as addition, subtraction, multiplication, potentiation, etc. For example, in case of addition, let's call it as addable selfie fractions, in case of multiplications, let's call it as dottable selfie fractions, etc. The same is true for other operations, such as, substraction, potentiation, etc. These operations can be used individually or together. This work brings single representations, and multiple representations of selfie fractions having these operations. The results are from 4 to 10 digits without repetitions. There are much more examples with pandigital selfie equivalent fractions. It is given in another work.