Frequencies for lowvolpayadj variable in impact2016 dataset : Low-Volume | Payment | Adjustment | Freq. Percent Cum. ------------+----------------------------------- 0 | 2,882 83.61 83.61 .00518 | 1 0.03 83.64 .00714 | 1 0.03 83.67 .01286 | 1 0.03 83.70 .01393 | 1 0.03 83.72 .01429 | 1 0.03 83.75 .01643 | 1 0.03 83.78 .01732 | 1 0.03 83.81 .02054 | 1 0.03 83.84 .02107 | 1 0.03 83.87 .0225 | 1 0.03 83.90 .02393 | 1 0.03 83.93 .025 | 1 0.03 83.96 .02643 | 1 0.03 83.99 .02768 | 1 0.03 84.02 .02839 | 1 0.03 84.04 .02893 | 1 0.03 84.07 .02929 | 1 0.03 84.10 .02982 | 1 0.03 84.13 .03196 | 1 0.03 84.16 .03214 | 1 0.03 84.19 .03464 | 1 0.03 84.22 .03518 | 1 0.03 84.25 .03679 | 1 0.03 84.28 .04054 | 1 0.03 84.31 .04196 | 1 0.03 84.33 .04214 | 1 0.03 84.36 .04304 | 1 0.03 84.39 .04357 | 1 0.03 84.42 .04464 | 1 0.03 84.45 .04518 | 1 0.03 84.48 .04536 | 1 0.03 84.51 .04696 | 1 0.03 84.54 .04821 | 2 0.06 84.60 .05018 | 1 0.03 84.62 .05357 | 1 0.03 84.65 .05464 | 2 0.06 84.71 .05589 | 1 0.03 84.74 .05661 | 2 0.06 84.80 .05732 | 1 0.03 84.83 .05893 | 1 0.03 84.86 .06 | 2 0.06 84.91 .06071 | 1 0.03 84.94 .06125 | 1 0.03 84.97 .06179 | 1 0.03 85.00 .06286 | 1 0.03 85.03 .06321 | 1 0.03 85.06 .06411 | 1 0.03 85.09 .06536 | 1 0.03 85.12 .06554 | 2 0.06 85.18 .06696 | 1 0.03 85.20 .06786 | 2 0.06 85.26 .06839 | 1 0.03 85.29 .06857 | 1 0.03 85.32 .07018 | 1 0.03 85.35 .07107 | 1 0.03 85.38 .07125 | 1 0.03 85.41 .07143 | 1 0.03 85.44 .07196 | 1 0.03 85.47 .07321 | 2 0.06 85.52 .07411 | 1 0.03 85.55 .07429 | 1 0.03 85.58 .07464 | 1 0.03 85.61 .07518 | 1 0.03 85.64 .07554 | 1 0.03 85.67 .07679 | 1 0.03 85.70 .07732 | 1 0.03 85.73 .07768 | 1 0.03 85.76 .07786 | 1 0.03 85.78 .07804 | 1 0.03 85.81 .07893 | 1 0.03 85.84 .07911 | 1 0.03 85.87 .07929 | 1 0.03 85.90 .07946 | 1 0.03 85.93 .07964 | 1 0.03 85.96 .08089 | 1 0.03 85.99 .08179 | 1 0.03 86.02 .08214 | 1 0.03 86.05 .0825 | 1 0.03 86.07 .08321 | 1 0.03 86.10 .08357 | 1 0.03 86.13 .08375 | 1 0.03 86.16 .08429 | 1 0.03 86.19 .085 | 1 0.03 86.22 .08518 | 1 0.03 86.25 .08536 | 1 0.03 86.28 .08786 | 1 0.03 86.31 .08839 | 1 0.03 86.34 .08964 | 1 0.03 86.36 .09054 | 1 0.03 86.39 .09161 | 1 0.03 86.42 .09214 | 1 0.03 86.45 .09232 | 2 0.06 86.51 .09286 | 1 0.03 86.54 .09321 | 1 0.03 86.57 .09429 | 1 0.03 86.60 .09446 | 1 0.03 86.63 .09571 | 2 0.06 86.68 .09625 | 1 0.03 86.71 .09643 | 1 0.03 86.74 .09679 | 1 0.03 86.77 .09696 | 1 0.03 86.80 .09804 | 1 0.03 86.83 .09821 | 1 0.03 86.86 .09839 | 1 0.03 86.89 .09857 | 1 0.03 86.92 .09893 | 1 0.03 86.95 .09911 | 1 0.03 86.97 .09929 | 2 0.06 87.03 .10018 | 1 0.03 87.06 .10036 | 1 0.03 87.09 .10054 | 1 0.03 87.12 .10071 | 1 0.03 87.15 .10089 | 1 0.03 87.18 .10125 | 2 0.06 87.24 .10482 | 1 0.03 87.26 .105 | 1 0.03 87.29 .10518 | 1 0.03 87.32 .10554 | 1 0.03 87.35 .1075 | 1 0.03 87.38 .10804 | 1 0.03 87.41 .10911 | 1 0.03 87.44 .10929 | 1 0.03 87.47 .11 | 1 0.03 87.50 .11018 | 1 0.03 87.53 .11071 | 1 0.03 87.55 .11107 | 1 0.03 87.58 .11125 | 1 0.03 87.61 .11196 | 1 0.03 87.64 .11464 | 1 0.03 87.67 .11482 | 1 0.03 87.70 .11536 | 1 0.03 87.73 .11589 | 1 0.03 87.76 .11607 | 1 0.03 87.79 .11625 | 1 0.03 87.82 .11732 | 1 0.03 87.84 .11768 | 1 0.03 87.87 .11804 | 1 0.03 87.90 .11839 | 1 0.03 87.93 .11875 | 1 0.03 87.96 .11893 | 1 0.03 87.99 .11964 | 1 0.03 88.02 .12054 | 3 0.09 88.11 .12071 | 1 0.03 88.13 .12107 | 1 0.03 88.16 .12143 | 1 0.03 88.19 .12161 | 1 0.03 88.22 .12321 | 1 0.03 88.25 .12375 | 1 0.03 88.28 .12393 | 1 0.03 88.31 .12518 | 1 0.03 88.34 .12554 | 1 0.03 88.37 .12607 | 1 0.03 88.40 .12625 | 2 0.06 88.45 .12661 | 1 0.03 88.48 .12679 | 1 0.03 88.51 .1275 | 2 0.06 88.57 .12768 | 1 0.03 88.60 .12786 | 2 0.06 88.66 .12821 | 1 0.03 88.69 .12911 | 1 0.03 88.71 .13054 | 1 0.03 88.74 .13071 | 1 0.03 88.77 .13089 | 1 0.03 88.80 .13107 | 1 0.03 88.83 .13196 | 1 0.03 88.86 .13214 | 1 0.03 88.89 .1325 | 1 0.03 88.92 .13321 | 1 0.03 88.95 .13357 | 1 0.03 88.98 .13393 | 1 0.03 89.00 .13411 | 2 0.06 89.06 .13446 | 1 0.03 89.09 .13464 | 1 0.03 89.12 .13482 | 1 0.03 89.15 .135 | 1 0.03 89.18 .13536 | 1 0.03 89.21 .13625 | 1 0.03 89.24 .13643 | 1 0.03 89.27 .13661 | 1 0.03 89.30 .13679 | 1 0.03 89.32 .13696 | 1 0.03 89.35 .13714 | 1 0.03 89.38 .1375 | 1 0.03 89.41 .13768 | 1 0.03 89.44 .13821 | 2 0.06 89.50 .13964 | 1 0.03 89.53 .13982 | 2 0.06 89.59 .14018 | 1 0.03 89.61 .14036 | 1 0.03 89.64 .14143 | 2 0.06 89.70 .14161 | 1 0.03 89.73 .14179 | 3 0.09 89.82 .14232 | 4 0.12 89.93 .1425 | 1 0.03 89.96 .14286 | 1 0.03 89.99 .14304 | 1 0.03 90.02 .14357 | 1 0.03 90.05 .14375 | 1 0.03 90.08 .14393 | 1 0.03 90.11 .145 | 2 0.06 90.17 .14554 | 1 0.03 90.19 .14571 | 1 0.03 90.22 .14607 | 3 0.09 90.31 .14625 | 1 0.03 90.34 .14643 | 2 0.06 90.40 .14679 | 1 0.03 90.43 .1475 | 1 0.03 90.46 .14768 | 1 0.03 90.48 .14804 | 2 0.06 90.54 .14857 | 2 0.06 90.60 .14875 | 1 0.03 90.63 .14893 | 1 0.03 90.66 .14929 | 1 0.03 90.69 .14982 | 1 0.03 90.72 .15 | 1 0.03 90.75 .15018 | 3 0.09 90.83 .15036 | 1 0.03 90.86 .15054 | 1 0.03 90.89 .15089 | 1 0.03 90.92 .15125 | 1 0.03 90.95 .15161 | 1 0.03 90.98 .15179 | 1 0.03 91.01 .15196 | 2 0.06 91.06 .15214 | 2 0.06 91.12 .15232 | 1 0.03 91.15 .15268 | 1 0.03 91.18 .15286 | 1 0.03 91.21 .15339 | 1 0.03 91.24 .15393 | 1 0.03 91.27 .15446 | 1 0.03 91.30 .15482 | 1 0.03 91.33 .15554 | 1 0.03 91.35 .15643 | 3 0.09 91.44 .15661 | 1 0.03 91.47 .15714 | 1 0.03 91.50 .15732 | 1 0.03 91.53 .1575 | 1 0.03 91.56 .15768 | 1 0.03 91.59 .15804 | 2 0.06 91.64 .15821 | 1 0.03 91.67 .15839 | 1 0.03 91.70 .15857 | 1 0.03 91.73 .15875 | 1 0.03 91.76 .15911 | 1 0.03 91.79 .15982 | 1 0.03 91.82 .16036 | 1 0.03 91.85 .16179 | 1 0.03 91.88 .16196 | 1 0.03 91.91 .16214 | 1 0.03 91.94 .16268 | 1 0.03 91.96 .16321 | 2 0.06 92.02 .16339 | 1 0.03 92.05 .16429 | 1 0.03 92.08 .16482 | 1 0.03 92.11 .16518 | 1 0.03 92.14 .16571 | 1 0.03 92.17 .16607 | 1 0.03 92.20 .16661 | 1 0.03 92.23 .16679 | 1 0.03 92.25 .16732 | 1 0.03 92.28 .16804 | 2 0.06 92.34 .16821 | 1 0.03 92.37 .16839 | 1 0.03 92.40 .16929 | 1 0.03 92.43 .16946 | 1 0.03 92.46 .16964 | 2 0.06 92.52 .17036 | 1 0.03 92.54 .17071 | 2 0.06 92.60 .17089 | 1 0.03 92.63 .17107 | 2 0.06 92.69 .17161 | 2 0.06 92.75 .1725 | 1 0.03 92.78 .17268 | 2 0.06 92.83 .17321 | 2 0.06 92.89 .17339 | 1 0.03 92.92 .17357 | 1 0.03 92.95 .17375 | 1 0.03 92.98 .17393 | 1 0.03 93.01 .17446 | 1 0.03 93.04 .17464 | 2 0.06 93.10 .17554 | 1 0.03 93.12 .17589 | 1 0.03 93.15 .17625 | 1 0.03 93.18 .17643 | 1 0.03 93.21 .17714 | 1 0.03 93.24 .17768 | 1 0.03 93.27 .17804 | 1 0.03 93.30 .17875 | 1 0.03 93.33 .17964 | 1 0.03 93.36 .18018 | 1 0.03 93.39 .18071 | 1 0.03 93.41 .18179 | 1 0.03 93.44 .18196 | 1 0.03 93.47 .18268 | 1 0.03 93.50 .18304 | 1 0.03 93.53 .18339 | 1 0.03 93.56 .18446 | 2 0.06 93.62 .18482 | 1 0.03 93.65 .18518 | 2 0.06 93.70 .18536 | 1 0.03 93.73 .18607 | 1 0.03 93.76 .18625 | 1 0.03 93.79 .18679 | 1 0.03 93.82 .18732 | 1 0.03 93.85 .1875 | 2 0.06 93.91 .18768 | 1 0.03 93.94 .18804 | 1 0.03 93.97 .18857 | 1 0.03 93.99 .18875 | 1 0.03 94.02 .18929 | 2 0.06 94.08 .19036 | 1 0.03 94.11 .19161 | 1 0.03 94.14 .19214 | 1 0.03 94.17 .19321 | 1 0.03 94.20 .19339 | 1 0.03 94.23 .19375 | 1 0.03 94.26 .19411 | 1 0.03 94.28 .19446 | 1 0.03 94.31 .19482 | 1 0.03 94.34 .19536 | 2 0.06 94.40 .19554 | 1 0.03 94.43 .19625 | 2 0.06 94.49 .19714 | 1 0.03 94.52 .19839 | 2 0.06 94.57 .19875 | 1 0.03 94.60 .19911 | 1 0.03 94.63 .19946 | 1 0.03 94.66 .20018 | 1 0.03 94.69 .20054 | 1 0.03 94.72 .20107 | 3 0.09 94.81 .20143 | 1 0.03 94.84 .20179 | 1 0.03 94.87 .20196 | 1 0.03 94.89 .20286 | 1 0.03 94.92 .20304 | 2 0.06 94.98 .20375 | 2 0.06 95.04 .20429 | 1 0.03 95.07 .20518 | 2 0.06 95.13 .20554 | 1 0.03 95.16 .20589 | 1 0.03 95.18 .20661 | 1 0.03 95.21 .20696 | 1 0.03 95.24 .20714 | 1 0.03 95.27 .20768 | 1 0.03 95.30 .20786 | 1 0.03 95.33 .20804 | 1 0.03 95.36 .20821 | 1 0.03 95.39 .20839 | 1 0.03 95.42 .20893 | 1 0.03 95.45 .20929 | 1 0.03 95.47 .20982 | 2 0.06 95.53 .21 | 2 0.06 95.59 .21018 | 1 0.03 95.62 .21107 | 1 0.03 95.65 .21125 | 1 0.03 95.68 .21161 | 2 0.06 95.74 .21214 | 1 0.03 95.76 .21375 | 4 0.12 95.88 .21393 | 2 0.06 95.94 .21411 | 2 0.06 96.00 .21446 | 1 0.03 96.03 .21482 | 1 0.03 96.05 .215 | 2 0.06 96.11 .21518 | 2 0.06 96.17 .21536 | 1 0.03 96.20 .21554 | 1 0.03 96.23 .21571 | 1 0.03 96.26 .21643 | 1 0.03 96.29 .21714 | 1 0.03 96.32 .21732 | 2 0.06 96.37 .21768 | 1 0.03 96.40 .21804 | 1 0.03 96.43 .21821 | 1 0.03 96.46 .21839 | 1 0.03 96.49 .21875 | 1 0.03 96.52 .21964 | 1 0.03 96.55 .21982 | 1 0.03 96.58 .22054 | 1 0.03 96.61 .22089 | 1 0.03 96.63 .22179 | 2 0.06 96.69 .22196 | 1 0.03 96.72 .22232 | 2 0.06 96.78 .22286 | 1 0.03 96.81 .22304 | 1 0.03 96.84 .22321 | 1 0.03 96.87 .22357 | 1 0.03 96.90 .22375 | 1 0.03 96.92 .22411 | 1 0.03 96.95 .22429 | 3 0.09 97.04 .225 | 1 0.03 97.07 .22607 | 1 0.03 97.10 .22625 | 1 0.03 97.13 .22661 | 2 0.06 97.19 .22696 | 1 0.03 97.21 .22732 | 1 0.03 97.24 .22804 | 1 0.03 97.27 .22857 | 1 0.03 97.30 .22982 | 1 0.03 97.33 .23036 | 1 0.03 97.36 .23071 | 2 0.06 97.42 .23125 | 1 0.03 97.45 .23161 | 1 0.03 97.48 .23179 | 1 0.03 97.51 .23232 | 1 0.03 97.53 .2325 | 1 0.03 97.56 .23393 | 2 0.06 97.62 .23446 | 1 0.03 97.65 .23554 | 1 0.03 97.68 .23589 | 1 0.03 97.71 .23607 | 1 0.03 97.74 .23714 | 1 0.03 97.77 .23786 | 1 0.03 97.80 .23804 | 2 0.06 97.85 .23875 | 1 0.03 97.88 .23911 | 1 0.03 97.91 .23946 | 2 0.06 97.97 .24 | 1 0.03 98.00 .24018 | 1 0.03 98.03 .24214 | 1 0.03 98.06 .24321 | 1 0.03 98.09 .24339 | 1 0.03 98.11 .24357 | 1 0.03 98.14 .24393 | 1 0.03 98.17 .24446 | 1 0.03 98.20 .245 | 1 0.03 98.23 .24589 | 1 0.03 98.26 .24661 | 1 0.03 98.29 .24679 | 1 0.03 98.32 .24696 | 1 0.03 98.35 .24804 | 1 0.03 98.38 .24821 | 1 0.03 98.40 .24839 | 1 0.03 98.43 .24911 | 1 0.03 98.46 .24946 | 1 0.03 98.49 .24982 | 1 0.03 98.52 .25 | 51 1.48 100.00 ------------+----------------------------------- Total | 3,447 100.00 by Jean Roth , jroth@nber.org , 30 Aug 2017