building on the work which will appear in my thesis and certain formalism introduced in f. pellarin's paper \textit{values of certain $l$-series in positive characteristic}, i will introduce a family arising from the carlitz module in the ring of twisted power series over the ring $k$ of rational functions in one indeterminate with coefficients in a finite field. i will describe how this family gives rise to both the explicit calculation of the rational functions appearing (inexplicitly) in pellarin's main result in the paper above and also to certain $k$-relations between thakur's multizeta values originally introduced in his book \textit{function field arithmetic}. this is a joint work with f. pellarin.