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<br />made up through the capital account as funds flow into the region or out of the region to balance <br />the goods and services account. <br /> <br />Several conditions must be met for an economy to be in equilibrium and are specified in the <br />model closure conditions. Supply must equal demand in all markets (goods and factors), the <br />external sector account must be in equilibrium (imports equal exports plus/minus capital account <br />flows), and savings must equal investment. By Walras's Law one of these conditions is <br />redundant. The current model omits the savings-equal-investment condition as the redundant <br />closure condition. The government sector is pennitted to run a debt financed through <br />borrowing. Additionally, the model also specifies some conditions as fixed in order to close the <br />model. Capital is fixed by sector thus the model solves for labor movements in response to <br />exogenous shocks. Labor is freely mobile across sectors, and the labor market clears when <br />aggregate demand equals aggregate supply. These relationships assume that the direct impacts <br />being evaluated are not large. <br /> <br />The CGE model allows the analysis ofthe national economic efficiency effects of the actions <br />taken under listing and the designated critical habitat. A measure of the change in producer <br />surplus is computed directly in the CGE model as the change in rents earned in the producing <br />sectors. Since capital is fixed in the short run, these rents represent producer surplus. Household <br />consumption is computed as: <br /> <br />c = (wC)/P <br />, I I <br /> <br />where Wi denotes the share spent on good I and C is total consumption, it is possible to construct <br />cost-of-living indices that are first-order approximations of consumer surplus changes. 12 <br /> <br />Two indices are commonly constructed for this purpose, the Laspeyres and the Paasche <br />quantity indices. These are defined, respectively, as follows: <br /> <br />(1992). <br /> <br />12 The following is adapted from Boadway and Bruce (1984,212-213) and is also discussed in Varian <br /> <br />20 <br />