# Part specification is longer then depth of objekt

I want to solve the Funkton `lns50` all the Values are Part 1 of an List

``ri = ri[[1]] rj = rj[[1]] kij = kij[[1]] yi = yi[[1]] phm = phm[[1]] ylm = ylm[[1]] plm = plm[[1]] yhm = yhm[[1]] si = si[[1]] ss = ss[[1]] sf = sf[[1]] mi = mi[[1]] tsi = tsi[[1]] \[Delta]i = \[Delta]i[[1]] dri = dri[[1]] drj = drj[[1]] lij = lij[[1]]\[CapitalDelta] lns50 = Sqrt[(    (Out[12] \[CapitalDelta]ri[[1]])^2 + (Out[13] \[CapitalDelta]rj[[         1]])^2     + (Out[14] \[CapitalDelta]kij[[1]])^2 + (Out[         15] \[CapitalDelta]yi[[1]])^2     + (Out[16] \[CapitalDelta]phm[[1]])^2 + (Out[         17] \[CapitalDelta]ylm[[1]])^2     + (Out[18] \[CapitalDelta]plm[[1]])^2 + (Out[         19] \[CapitalDelta]yhm[[1]])^2     + (Out[20] \[CapitalDelta]si[[1]])^2 + (Out[         21] \[CapitalDelta]mi[[1]])^2     + (Out[22] \[CapitalDelta]tsi[[1]])^2 + (Out[         23] \[CapitalDelta]\[Delta]i[[1]])^2     + (Out[24] \[CapitalDelta]lij[[1]])^2)] ``

So i only need to change the "Position" of List by changing [[1]] to [[2]]

``ri = ri[[2]] rj = rj[[2]] kij = kij[[2]] yi = yi[[2]] phm = phm[[2]] ylm = ylm[[2]] plm = plm[[2]] yhm = yhm[[2]] si = si[[1]] ss = ss[[1]] sf = sf[[1]] mi = mi[[1]] tsi = tsi[[2]] \[Delta]i = \[Delta]i[[1]] dri = dri[[1]] drj = drj[[1]] lij = lij[[1]] \[CapitalDelta] lns50 = Sqrt[(    (Out[12] \[CapitalDelta]ri[[1]])^2 + (Out[13] \[CapitalDelta]rj[[         1]])^2     + (Out[14] \[CapitalDelta]kij[[1]])^2 + (Out[         15] \[CapitalDelta]yi[[1]])^2     + (Out[16] \[CapitalDelta]phm[[1]])^2 + (Out[         17] \[CapitalDelta]ylm[[1]])^2     + (Out[18] \[CapitalDelta]plm[[1]])^2 + (Out[         19] \[CapitalDelta]yhm[[1]])^2     + (Out[20] \[CapitalDelta]si[[1]])^2 + (Out[         21] \[CapitalDelta]mi[[1]])^2     + (Out[22] \[CapitalDelta]tsi[[1]])^2 + (Out[         23] \[CapitalDelta]\[Delta]i[[1]])^2     + (Out[24] \[CapitalDelta]lij[[1]])^2)] ``

my Problem is, that Mathematica gives the Errormessage `Part specification is longer then depth of objekt´

Please tell me if you got any clue what I need to tell Mathematica instead.

I tried `ClearAll` but it doesnt worked