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Research 350 - NZ Transport Agency

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2. APPROACHES TO ASSESSING NATIONAL ECONOMIC BENEFITS<br />

An indication of the size of the exaggerated benefits in an economy only slightly larger<br />

than New Zealand’s is provided by Dwyer, Forsyth, Spurr and Ho’s (2004) modelling of<br />

a major sports event in NSW (equivalent to the Melbourne Formula One Grand Prix). For<br />

a $51.3 million injection of expenditure, I-O modelling suggests a $38.9 million<br />

increase in GSP while CGE modelling suggests a $19.4 million rise, a difference of<br />

around 100% (Dwyer, Forsyth and Spurr, 2005, pp. 354-355).<br />

• A related point is that the lack of constraints within I-O models means that they ignore<br />

some ‘displacement effects’ on labour and capital. These arise due to constraints in<br />

government budgets and resources and are most apparent at the national level. In<br />

reality, when more resources are dedicated to the project, they are drawn away, at<br />

least in part, from other productive uses. This is often ignored by I-O analysis.<br />

In contrast, the diversion of productive resources away from other sectors is allowed<br />

for within SCBA as a matter of course though measuring project opportunity costs (e.g.<br />

construction costs).<br />

• Producing a set of input-output tables requires data from a large number of sources<br />

(from national accounts to specific industry sources) and ensuring their consistency is<br />

a lengthy process. Input-output tables therefore reflect a considerable time lag, up to<br />

five years. Further, data for regional (and sub-regional) I-O tables is often extremely<br />

sparse, which can lead to speculative multiplier values, as discussed below.<br />

The BTE has been particularly critical of multiplier models for their lack of model constraints.<br />

For example, I-O analysis of a project’s employment effects during the construction phase<br />

can indicate the impact of project employment effects but give a misleading impression as to<br />

the impact on national (or ‘aggregate’) employment, as it ignores displacement effects on<br />

employment elsewhere in the economy, caused by the crowding out of other investment.<br />

In addition, the positive impacts on consumption spending, suggested in the ‘project<br />

construction phase scenario’, given above, may not materialise at the national level. For<br />

example, if a project is tax financed then disposable income will be redistributed rather than<br />

increased. Thus, the indirect employment effects resulting from induced consumption,<br />

suggested in the example above, are unlikely to materialize 11 (BTE 1999, pp. 50-51).<br />

Since I-O analysis is often ‘sold’ as providing information to policymakers on issues such as<br />

employment outcomes, (and it is frequently argued that such analysis indicates that transport<br />

investment has created jobs, both in the construction and post-construction phases) this is<br />

an important point.<br />

Thus, I-O analysis and SCBA essentially measure different things and cannot be directly<br />

compared.<br />

11 BTE does point out that I-O analysis may be more appropriate on a regional level as the ignored<br />

constraints, such as those on labour availability and mobility, may matter less and it is also conceivable<br />

that induced consumption may create further employment (BTE 1999, p. 50). Of course, the ring-fencing<br />

of the regional economy may also be kept in mind. For example, assume the national government uses<br />

tax financing for transport in a ‘depressed’ region which makes little contribution to the national tax<br />

base. In such a scenario, regional employment could conceivably be stimulated by induced consumption<br />

effects, as the negative impacts of higher taxation are more then offset by the positive ones of higher<br />

incomes associated with employment. Conversely, the national employment impacts would be quite<br />

different, as noted above. Similar issues are further examined below.<br />

45

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