Andrew Young
Analyst · Richard Shane with JP Morgan
Well, there’s a number of factors, Rick, that will play into coverage ratio. So, why don’t I just pull up and lay out the key pieces and forecast assumptions of our allowance. And I will get to your kind of seasonal balance point in a moment. But I think it’s important to lay out all of the component parts rather than just talk about one individual one since all of them will affect where coverage goes from here. So, the first part of the allowance is we’re using models to estimate the next 12 months of losses. And the early period of this forecast is generally more accurate because, as Rich was talking about earlier, we can look at the existing delinquency inventories and flow rates, beyond those months we incorporate in the economic assumptions, they become a more significant driver of expected loss content. I referenced that in the answer to the first question that was asked on the call, but the error bars around the loss content widened the further we go out over the course of the year. The second factor impacting the allowances, we start from the year one exit rate for losses and then assume a reversion to a long-term average over the following 12 months. And then, the third thing is we net forecasted recoveries against the loss estimates for all of those periods. And so, on top of all of those assumptions, we then put qualitative factors in places where we believe modeled outcomes have limitations. And so, we end up putting all of those pieces together to evaluate the allowance. The open-ended product of credit card is different than closed-end loans as we go through those mechanics because with closed-end loans, we’re reserving for estimated loss content for the account. But in a revolving product like card, we’re only able to reserve for the loss content related to the balances that are on the books at the end of the quarter as opposed to the projected loss content for the account. So getting to your question then, when we have elevated seasonal balances in the fourth quarter, we expect a portion of those balances to pay down very quickly. And therefore, those specific balances are likely to have very, very low loss content given the life of the balance is far shorter than the life of the account. So all else equal, the coverage ratio in the fourth quarter has a bit of natural downward pressure from that elevated denominator as you suggest. But looking ahead, there’s a bunch of factors that can impact where the allowance goes from here beyond that single effect. In periods where future losses may increase we would replace the low loss content of the current quarter with the projected higher loss content in a future period. And for what it’s worth, those assumptions also then carry into that reversion period. As we have growth with seasonally adjusted balances, Rich mentioned this before, CECL significantly pulls forward that allowance cost of growth. And then the third factor is coming out of a period where we have unusually low losses like we’ve experienced, over the last couple of quarters, you have lower recoveries to offset the forecasted loss content. So, all of those things can put upward pressure on allowance but we can also have revisions to our economic assumptions, to delinquency flow rates, to just our overall loss content. And so, there’s pressures in the other direction. And so, I appreciate your bearing with me for a long-winded complex answer, but I think we all saw the complexity and pro-cyclicality of CECL play out during the pandemic when we had to make a bunch of assumptions as the pandemic played out, we built a sizable allowance only to release virtually all of it over the subsequent quarters. And so, it’s just a very difficult thing to predict given all of the assumptions at play, which is why we are trying to focus you on Mako [ph] and having delinquencies as a leading edge indicator of Mako because that is ultimately where the real economic cost is felt.