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Through a Glass Darkly: Measuring Loss Under ... - Land Use Law

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MEASURING LOSS UNDER MEASURE 37 597<br />

components as the actual land value, except for those variables/components<br />

caused by, or resulting from, the “enactment or enforcement” of<br />

the specific land use regulation. While such an interpretation is contrary<br />

to the express intentions of the authors, analyzing the use of the CPI as<br />

a multiplier is useful in order to highlight the almost insurmountable<br />

difficulties one faces in establishing an accurate hypothetical value.<br />

The difficultly in using the CPI as a multiplier is that it is necessary<br />

to make the assumption that, had the regulation never been<br />

“enacted or enforced,” the price of the property would have risen in<br />

direct correlation with the CPI. However this assumption is unlikely<br />

to be accurate. If the analysis takes place over an extended period on<br />

an institutional level, 119 there is likely to be a rough correlation<br />

between the rise and fall of property prices and the rise and fall of the<br />

CPI. Yet the CPI is influenced by many different variables, only one<br />

of which is land price, and thus there is a potential divergence between<br />

the inflation rate set by the CPI and the inflation rate for land prices.<br />

This divergence is only exaggerated when analyzed on the individual<br />

level. It is possible that the rise in the CPI could bear absolutely no<br />

correlation to the fluctuation in the value of the affected land, or land<br />

in that particular area. For instance, what happens if the value of the<br />

affected land or the land in the particular area declined as a result of<br />

something entirely unconnected to the land use regulation, such as a<br />

natural disaster, years of bad harvest, or a drop in rental market<br />

While the CPI may be affected by such happenings, it would not<br />

accurately reflect the loss in value that the affected land actually suffered<br />

(i.e., with the regulation), and importantly that the affected land<br />

would have hypothetically suffered in the hypothetical scenario (i.e.,<br />

even if the regulation had never been enacted). The following diagram<br />

illustrates such a phenomenon 120 :<br />

119. That is, in relation to land prices as a whole.<br />

120. The major problem with the Plantinga/Jaeger method is that the differential<br />

between the hypothetical and actual values (and hence the compensation) is affected by<br />

too many variables. In fairness, it should be noted that the “too many variables” problem<br />

is inherent in economic modeling. In the diagram, between the time of enactment<br />

and the time of A, the actual value rises at a faster rate than the hypothetical value; this<br />

presumes that there is an the increase in price of the property caused by the “long term”<br />

effects of the regulation (amenity effects, etc.—there could quite easily have been a<br />

negative “long term effect”). The method is working correctly thus far, because it is<br />

taking into account only the effects that the land use regulation has on the differential.<br />

However, let us presume that at point A, a natural disaster (which is entirely disconnected<br />

to the land use regulation) occurs in the area, rapidly reducing the value of the<br />

affected land. While this would affect the actual value of the land greatly, the hypothetical<br />

value is, to an extent, insulated from the risk because it is augmented by the<br />

CPI, which is a national standard and likely only to be mildly affected by the disaster.<br />

ABA-TUL-07-0701-Sullivan.indd 597<br />

9/18/07 10:43:43 AM

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