 It's not like a, not like a table dance at like a, it's a, it's a dance that makes a table. They're not like dancing on the table, the table, like makes rain, the dance, it's not like, you know what I'm talking about, the table dance. But in any case, this is going to be batting average for 2022, I think it was, right? Now note that you can see these data sets are in a decimal format. You can put them in a percent format, right? But sometimes when we do our norm.dist, it's useful to see them as whole numbers. So I'm going to multiply these times, I'm going to insert a tab here, insert. I'm going to multiply these times a hundred. So this is going to be, I'll say it's the same thing, batting average, batting average B, A, 1920, again, batting average, 1920, but I'll say multiply times a hundred. This equals this times 100, and then let's add a decimal, a home tab, number group. Actually, do I need to add decimals? No, I keep it like that. I'll put an H after it for whole numbers. Okay. And then, and the reason it won't let me do a decimal is because it's in general format. So let's actually select these cells. Let's select the entire worksheet. Actually, I'm going to select the entire worksheet, right click, format the cells. And I'm going to make them currency, negative numbers bracketed, no dollar sign. And let's add the two decimals. So now I'm going to say, okay. So now we can see them a little bit more uniform numbers. Let's do the same thing over here. I'm going to call this B, A, 2022, H for whole numbers is what I was thinking, or I'm not even sure it's a W whole number, but it's going to be this times 100. Okay. So now we're representing it not at 0.25 or 25%, but rather 24.6, which represents the same thing, 24.6%. Okay. So we can compare the data now this way. I can look and sit and look at the look at the data comparisons for the two. I can try to sort them and whatnot and look at them this way and compare them. But it might be useful to then build some tables with it. Now, another thing I could do is make a histogram with my data thus far. So I can select this data set. And so notice one data set is longer than the other. That also causes some difficulties, but that's what statistics is kind of forward to kind of help to deal with these kind of difficulties. I'm going to say control back to get back to the top. Let's insert charts and make a histogram. So I'll say this is the histogram for the 1920, so 1920. And you can see we have some outliers. This one we maybe could have trimmed off possibly, but you could see that it's hovering around the 22. So we'll say, okay, it looks like it's somewhat symmetrical. So I'm going to say that probably could lend itself to a bell curve that we'll generate. And then this data over here, let's do it for this one. 2022, control shift down, control backspace back up to the top, insert charts, histogram, boom. And so we have that one. And this one has all of these buckets out here because we had some more kind of outliers on the high end. Let's say if I sorted this from Z to A, yeah, we had these. So it probably should have trimmed off maybe the 75 out there. But in any case, you can see it's somewhat still kind of a bell shaped type of curve. So we're going to try to use our analysis of the bell curve to analyze these data sets because that'll help us to give us uniform things like the Z scores and whatnot that we can make comparisons with. So 2000, let's say this is going to be 2022. So I'm going to say, all right, so now we'll see if we can start to build some stats with this stuff and our tables. So if I'm going to go back on over, I'm going to say, all right, let's do, let's make a skinny H. And we're going to do our calculations for like, let's say this is going to be our data and we're going to have 1920 and 2022. I'm going to make this general formatting so I don't have a number format. Home tab numbers drop down general and then selecting the top bit because I want it to be a header, home tab, font group, black, white, I'll center just these two maybe, home tab, alignment and center. So we're going to do the mean, we'll do the standard deviation, the median, possibly the mode. I don't know if that will be helpful, but let's try it. We'll say this is the mean equals the average for the 1920s. I'm going to say average of this information, control shift down and enter. So now we've got.