Stats pie chart is gone

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Kamakazi339 avatarKamakazi339 4 months
{"ops":[{"insert":"Why is the stats pie chart gone now? It was replace with an infinitely less convenient list of all of the properties I could see in a couple of seconds with a simple pie chart. \n"}]}
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{"ops":[{"insert":"They were removed because in user testing we found that a significant number of users didn't really understand the pi charts at a glance. We understand that this is a change for users who have gotten used to the pi charts, but we feel that the change we made was done with the majority of users in mind.\n\nAll the data that was in the pi chart is still availible (plus a few other key data points), and if you're looking for the same data at a glance, the bars at the top of the deck stats provide the exact same visualization spread out over two bars as opposed to two circles.\n\nIn the same way that you wanted the circles to align, you want these bars to align.\n\n"},{"insert":{"image":"data:image/png;base64,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"}},{"insert":"\n\nWe understand that change for changes sake isn't good. That said, we thought this one through and believe it to be what's best for the most amount of users. I'm sorry you don't like the new change, if there's anything we can do to streamline the new experience please let us know! We're always looking to improve.\n"}]}
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 avatar
Kamakazi339 avatarKamakazi339 4 months
{"ops":[{"insert":"Is there the ability to include the mouse over the color bars like it was in the pie chart? The most useful part of the pie chart was being able to quickly mouse over the colored sections to see the number of pips (outer) and producers (inner)? \n"}]}
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