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Section  Four:    Projections  of  Dollar  Nominal  GDP  Based  on  a
          Macroeconomic Framework
            It helps to  reiterate  that the IMF  data  and  projections were  for  $
          NGDP. With 2018 GDP at $ 2716.8 tn. as of April 2019, to reach the
          IMF projection, made with year 2018 the implicit base, of $4729 in 2024
          implies a $NGDP growth rate of 9.8%.  Pushing up the IMF’s projection
          from $4729 bn. to the PM’s $5 trillion target for 2024 required $NGDP
          growth of 10.8% over the six-year horizon, one percentage point higher
          than the IMF implicit projection of 9.8% in mid 2019.
            Along with the 10.8% $NGDP growth above, assume a rupee decline
          of Rs. 1 per year starting at Rs. 70/$ in 2018, which is equivalent to
          depreciation of 1.2% per year.  This then implies NGDP growth of 12% in
          Rupees (10.8% plus 1.2%) corresponding to the $ 5 trillion level for 2024.
            By way of comparison, during 2005 to 2018, actual nominal GNP
          growth averaged 13.6%, substantially higher.  It has been a common rule
          of thumb for fiscal projections relating to GST mandated transfers in 2017
          that India’s NGDP growth benchmark is around 14%. Thus, in real time in
          2019, it can be said that a 12% Rs. NGDP growth, was, actually speaking,
          a rather modest target compared to the prevailing 14% projection for
          fiscal purposes.  From 2018 onwards, the gap between the assumed 12%
          versus benchmark 14% NGDP growth would end up to about 15% of the
          level of GDP by 2024.
             The sub Section titled Real Time Data and Real Time Analysis in
          the Appendix of Chapter 7 of Moorthy (2017, Pg. 174) discusses the
          need to use real time data (shown in Appendix Table)and mentions the
          Philadelphia Fed real time database.
             This growth rate is calculated using standard technique of dividing the
          log difference by the number of years to obtain a Compounded Annual
          Growth Rate.  Thus (Ln 5000 – ln 2701)/6 = (8.517 – 7.901)/6 = 0.1026.
          The anti-log of that is 1.108, implying a CAGR of 10.8%.  For small values
          of g, one can use the approximation ln(1 +g) ≅ g.
              While this paper ends up providing a numerical defense of the target,
          the PM’s defense of the target was along different lines. In a newspaper
          article he was cited as saying, “It is important to know about this because
          there are some people who doubt the capabilities of Indians. They are
          saying it is very difficult for India to achieve this goal. However ,it would
          be a matter of courage, of new possibilities, of the sacrificial fire of
          development, of serving Maa Bharthi, and dreaming of New India. These
          dreams are largely linked to the goal of $5 trillion economy,” Chawla,

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