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@@ -131,4 +131,8 @@ In the above, there are two sources of loss in the compression efficiency:
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132132 The first of these can be addressed by choosing $L=2^l$ large enough so that the proportions $p_i = f_i / L$ are accurate enough so that the loss is negligible.
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134-The second source of loss is more difficult to predict but can be examined empirically. (not yet explored)
134+The second source of loss is more difficult to predict but can be examined empirically. (not yet explored)
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136+[Source code for the ANS Visualizer](https://github.com/magland/ans-visualizer)
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138+[Simple and efficient Python implementation of ANS](https://github.com/flatironinstitute/simple_ans)