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23<br />
contraceptive methods.<br />
Both those cannot be fulfi lLed at<br />
the some time. We have choson the latter in this<br />
m 0 nlog r a p h.<br />
A key question i , how accurate are the estimates of agetpeci<br />
fic CP P's as welL as of overall CPR as given by the 19BI<br />
contraceptive prevalence survoy ? We can only say that, after<br />
some ndj urtments (which we shall indicate) , the re uI ts of CPS-O1<br />
vre bel i ved to bo fai rly accurato, and that they do not<br />
signi ficurt1 ly deiviate from trend based vaLues as provided by<br />
simi Lar t;urvoy s for recent yea rs. However, our model is not<br />
rigidly tied to any particular set of values. If the CPS 1985-8G<br />
shows a di fferent pattern, then thu same type of expe rimentation<br />
can be performed for 1985-88 as we have done for 1981. But our<br />
model does need bench-m r'k data and estimates for a base year<br />
which satisfy internaL consistency checks and provide ets of<br />
relative values of age-speci fic natural fertility rates.<br />
Another obvious question is, why not accept relative values<br />
suggested by CoaLe and Trussel l for developing countries in<br />
general ? Vie feel we shou ld start with these values, but need<br />
net blindly accept any international pattern unless it has been<br />
tested forr va lidi ty for Baing ladesh. This country is large enough<br />
to ju sti fy a search for a national pattorn which may or may not be<br />
si mi L ar to an internatinona L pattern. Therefore, we have<br />
experimented with the Coo Le-Trussol L pattern as we [ L as other<br />
pa'tterms.<br />
Having c lari fied the underLying purpose of the base year<br />
con i stcncy-coarching block, we now give a step by step account<br />
thereof.