Hi,
I am running a regression of the form:
where I interact two continous variables. I would like to create a margins plot with the following format:

Normally I would use:
where in "?" I would specify the levels, but I am not sure how to do it with a continous variable.
An example of my data is:
I am running a regression of the form:
Code:
reg y_var c.x_var##c.inter_var

Normally I would use:
Code:
margins, dydx(x_var) at(inter_var=(?))
An example of my data is:
Code:
* Example generated by -dataex-. For more info, type help dataex
clear
input float(y_var x_var inter_var)
.5714286 0 .4047619
.4047619 0 .4558823
.59366393 0 .2712224
.3471569 .05300756 .10421521
.6285715 0 .11
.5 .028987536 .2352941
.5914634 0 .22988385
.3675947 .0891891 .1805922
.7055879 0 .24351773
.456893 .07331297 .18184166
.6387016 0 .25089714
.39703155 .1042697 .1649172
.7121523 0 .21293853
.4856865 .08149637 .2257634
.55119824 0 .2364341
.3637593 .0717025 .18970737
.6414383 0 .23691233
.3628412 .09411559 .12715682
.640048 0 .1985592
.3878999 .08719668 .13754296
.5907591 0 .2010135
.3855799 .0924699 .2052545
.54418606 0 .27065304
.3584131 .05004835 .13919128
.6579425 0 .23953563
.4383174 .09527703 .16684346
.653834 0 .26696637
.4039878 .0818624 .12373408
.6480492 0 .2597146
.3564334 .063836135 .05905572
.6461539 0 .1011236
.578125 0 .23333333
.6404495 0 .206057
.399264 .04742869 .15085714
.6046967 0 .2084354
.3789108 .09445875 .15795745
.6496881 0 .27283654
.4826884 .07605837 .16696376
.58762884 0 .1707317
.5603448 .2177235 .26576576
.6180905 0 .2026316
.4987893 .0874403 .23938224
.5366717 0 .18856515
.26013118 .0686732 .11280713
.6523408 0 .19432606
.425641 .08537883 .1207099
.5263158 0 .27317074
.3 .10584583 .184466
.3624595 0 .21183206
.2962963 .14848815 .2826087
.5794066 0 .2404061
.3498973 .07542813 .1222119
.6213018 0 .22983015
.4231651 .0911715 .18172537
.6965812 0 .20095885
.56186867 .04572668 .1550357
.58810574 0 .18121693
.449807 .09124868 .1643312
.6179941 0 .2407199
.4827109 .10437319 .16703217
.535093 0 .24053966
.3935103 .0888148 .21496554
.6848225 0 .2345965
.3805128 .06090141 .1110663
.5519341 0 .26956522
.306804 .0999722 .12772585
.5709459 0 .1588367
.4089347 .07745805 .2751678
.6393443 0 .24676616
.4420732 .08030143 .17635752
.5981839 0 .2456326
.4130536 .08042275 .1042913
.6356142 0 .2326611
.4576547 .0828319 .26104024
.6965265 0 .23413037
.4830468 .09650812 .17099236
.6481481 0 .13333334
.6057692 .09418721 .2962963
.6789274 0 .2558149
.4481335 .08645687 .1385835
.6109527 0 .23182553
.34515965 .08436964 .08669516
.5108932 0 .2336232
.3667992 .0760269 .194958
.57123286 0 .22833665
.3592096 .08799201 .18285504
.6652968 0 .2174151
.4391356 .0711862 .1184182
.6388318 0 .2650733
.42177585 .07909735 .13423698
.6167904 0 .20551883
.4166256 .070240036 .14834623
.6844171 0 .25854677
.4452518 .1086528 .14206716
.7015707 0 .27769986
.51666665 .04727416 .1604426
.7541912 0 .25053576
.52555406 .09031504 .19982554
.5801282 0 .2161235
.3344848 .09601896 .111332
end

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