 All right, so now we're going to keep the billable item as is, I'm not going to change that one. I'm going to imagine that this one, we think it's going to go up. Now, there's a couple general trends that you might use, which are the easiest things to think about. You might say, well, I think the income is going to go up by a percentage each time frame. So that's one kind of easy thing to put the data input on. Or you might think that there's going to be an increase based on a step, like after three months, you think it's going to jump up for whatever reason, or you might have a system where it goes up by a certain dollar amount. Those are the easiest ones to kind of increase by. So for whatever reason, we're going to say that we think from January to February and going out into the future, this revenue account is going to increase by 5%. So how can I calculate that? I could say 1130 times .05, 5%. That would be it goes up by 5650 plus the 1130. Or I could say I want to have .05 plus 1, 1.05 or 105% times the 1130. That gets us where we want to go. So let's do that. I'm going to double click on February here on February. And I'm going to say this equals the prior amount times the 1.05, 105%. 100% plus 5% in essence. So I'm going to say boom. So now that brings it up to the 1187. And then I can copy that all the way across. And it should nicely populate increase. And notice if I don't do that because I said equal the prior sell, it now takes the new amount instead of taking the original divided by two. Instead of taking this original amount, it's always going to be taking the new amount. But I want it to continually compounding the increase. I'm going to put my cursor on it, fill handle and drag it all the way to the right. And that will then not to the total, but to the December. And now the total totals up to the 17,986. All right, let's do the next one. And notice these are going to be the more difficult ones, because the revenue is often the things that we're going to, we're going to think are going to change based on what we're going to do. Possibly we're going to advertise more possibly we're going to buy more equipment, you know, we're going to have to make our projections possibly the business environment will change. And then the expenses, a lot of times some of them will be more fixed. So we can just basically keep the standard, whatever it is all the way across utilities will just be pretty much the same all the way across all the, unless we have a seasonal kind of thing going on there. So in any case, we're going to, we're going to say this one's going to increase by 10% each time. So we'll do the same thing. I'll double click on this. I'm going to say the prior thing times the 1.1, 1, 100% plus 10% right 10% and then enter. And so then now it's, it steps up for the rest of the timeframe. I'm going to put my cursor back on it and copy it all the way to the right. So it compounds on itself to get to the, to the six 24. So we're looking a lot better next year. Now let's do something a little bit different instead of it compounding like that. We might say maybe I'm going to do something saying it's going to increase starting in February by $1,000. So we think it's just going to increase by a set dollar amount instead of compounding on itself. So I'm going to double click on this and say I'm going to take the prior amount plus $1,000. So we'll just increase it by a thousand. Now it has stepped up to a thousand because each cell represents the prior one. And now I'm just going to copy that one across. So each time it'll just increase by $1,000. So another kind of fairly easy arithmetic type of thing to do. All right. So let's go back on over and then say, okay, the next one is cost of goods sold. Now cost of goods sold is generally going to be tied to have a profit margin or relationship to the sale of products because it's this cost of the goods that we're selling. So we're going to have this. So if this one is going up by 10%, you would think there'd be something similar happening down here. So in other words, I could say, okay, well the cost of goods sold, if I look at February is is two, two, nine, seven, seven divided by the three, two, one, four, eight, which is here. And say the cost of goods sold is like 0.737% of the of the sale. So I could use that formula. I could say this equals, I could say this equals this times 0.73767 or whatever and copy that across. That's one way we could do it. Or I can just say it's going to increase by that same 1.1, which should end up with the same result. And this should be a negative. I'd have to say negative of that amount times whatever. Or I could say say this is going to be equal to the prior amount times 1.1. It's going to have that percentage increase, which is going to be the same across. So we'll do that. And so now, so if I do that, this is at the two, five, two, seven, five divided by the three, two, one, four, eight. So now we're at 0.7862. And if I copy that across all the way across to December, and I do the division here, I could say, okay, this is at 65556 divided by this number, 83384. And we got the 0.786, right? Okay, so then the total's at the 491. Now some of the expense accounts should be a little bit easier down here. So if I look at some of those, I'm going to say, all right, let's go down here. We got the bank. The bank fees, $30, $35, let's say that's the same all the way across. It's probably in material, not really worth getting to bothered over on a budget. The liability insurance. Now, insurance, you kind of got to think if you're going to be doing a cash-based system or an accrual-based system, I'm going to try to try to just show when we're going to pay the insurance at this point, just so you can see how you might see it like a tier type of system. So I might say I'm going to record the insurance as an expense when I pay for it, for example, and look at it more on a cash flow basis and say, let's delete all of this. And I'm just going to assume that I'm going to pay the insurance in February, let's say $6,000 in February, negative $6,000. And then I'm going to pay again in September, negative $6,000. So you might have something like that if you're trying to do your budget kind of on a cash-based system. And you might have it like a step-up situation that we'll see shortly. Like let's say that the internet for the business, let's say that's going to be pretty much standard. We'll keep that as is. Then we've got our wages situation. The taxes, this is payroll taxes, I believe, and then the wages. So this is an area you might have a step-up kind of situation. You might say, well, I'm going to pay the same wages, but maybe in June, that's when I'm due to give people raises for cost of living or whatever, raises or something. So you might say I'm going to keep this as is until June, maybe. And then you have that step-up where I'm going to say it's going to be the prior amount times 110%, 10% increase. So I'm going to say times 1.1, 10, 110% increasing it by 10%. And now you've got this step-up that happened. And maybe you don't expect that to be compounding going forward because that's how wages often work. They're tiered up at one point and then they stay standard for some time after that, unlike possibly revenue, which hopefully has a nice steady flow increase upwards. Let me tweak that one a little bit. I think I wanted to just do the step-up in July. So let's say I'm going to copy this June, I'm going to copy from May back over to June. And then I'm going to do in July that step-up thing. So I'm going to say July is going to equal the prior period times 1.1. So now in July, going forward, you'll have that amount out to here, 87%. So that looks good. Now then we've got the sales tax, the payroll tax. So if there's a change to payroll, you would expect payroll taxes to change, which gets complex because the payroll taxes can have different caps on them and whatnot. And so there's a couple ways you can think about it. It'd be similar to like the cost of goods sold relationship to the inventory because this is basically our portion, the employer portion of taxes. So you might think of it as it should have the same relationship that it did before. So I could say, well, taxes were 486 divided by wages of 6,983. So that's about 6.95%. So I could go here and say this is going to be this times, so I could write, I could say this is going to be equal this times the .0695 or something like that, or I could just increase it by the same amount, which should give me basically the same result. So I could say this is going to be equal to the prior period times 1.1. And I should have the same kind of jump up. So if I then say this is 535 divided by 7682, we get the .069 so on and so forth. So the taxes should jump up in a similar fashion. And that would make sense. Okay.