If, at the end of the day, the AVM estimates prove to be more valid than appraisals/appraisers, which should be utilized?
In the instances where an appraiser would use depreciated cost for an item that suffers from PO and FO, which seems to be the example you keep going back to, AVMs typically aren't even attempting to estimate the contributory value of these features - barns, outbuildings, pools, etc. The argument that AMVs
might even be more valid than appraisers is odd given the context of this conversation. You don't like the CA because it will never provide enough proof to you (educated reader) that it accurately quantifies market behavior. Yet, an AVM is not held to any such standard. So are you concerned with the final result, or how it was attained? If it is the final result, then why do you care how it was attained? If it is how it was attained, then I'd ask, is how the AVM is dealing with these variables (likely omission) more credible or accurate than deprecated cost + expert judgment?
And how do we quantify validity of an appraisal estimate? Subsequent sale(s) of the properties.
The SCA model is not any more intrinsically related to the subsequent sale price than is the CA model or IA model. We can quantify the predictive value of AVMs and all of these approaches using sale price as a measure. It doesn't mean sale price and sales comparison have a special relationship that the other approaches do not.
Anywhoo - my question really is - if quantification of the elements of comparison leads to better results, then judgment shouldn't be part of the equation anyway
This is wrong because it assumes you can only quantify something one way and get only one answer. If you quantify something multiple ways, which I do all the time, you have a range of outcomes from which to reconcile, and judgment plays a role.
On the contrary - I've a sneaking suspicion that the CA may become the new golden child for the bias mongers. You can't really manipulate a SCA - the sales are the sales. You can, however (theoretically), manipulate a CA to account for neighborhood price differentials without it being so blatant.
Well, thus far that has not proven to be the case. Their golden child has been SCA. And "location" is just as relevant in the SCA as it is in the CA. Besides, whether an approach is more susceptible to fudging has never been a factor in determining whether or not the approach is applicable to an assignment or, when applied correctly, capable of producing credible assignment results. Nor should it be. Besides, I would disagree with the assertion that you can't really manipulate the SCA. Many MAIs make their living manipulating outcomes, and they would not be very successful if they just used the cost approach.