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rogerjdeangelis
Barite | Level 11

filename fylfat "d:/txt/txtbig.txt" lrecl=16000 recfm=v;

* create the input fat file;
data sasfat;
        informat state $2. num1-num720 best21.;
        infile fylfat end=dne;
        input state $ num1-num720 ;
        output;
        if _n_=3 then stop;
run;quit;

proc print data=sasfat;
format num1-num720 21.17;
run;quit;

Norte SAS cannot handle 18 significat digits(you need R or Python for 18 sig digit arithmetic)

1.0021709654943634  Original number
1.0021709654943600  SAs number (lost precistion)

Obs  STATE                   NUM1                   NUM2  ...                  NUM720

 1    AK      1.00217096549436000    1.00414185896059000  ...     2.26668456775932000
 2    AL      1.00203845526359000    1.00408994140026000  ...     2.70441496537969000
 3    AR      1.00187083703867000    1.00367877037134000  ...     2.27810994554249000


Middle Observation(1 ) of sasfat - Total Obs 3

 -- CHARACTER --
STATE                            C    2       AK                  STATE


 -- NUMERIC --
NUM1                             N    8       1.0021709655        NUM1
NUM2                             N    8       1.004141859         NUM2
NUM3                             N    8       1.0059412003        NUM3
NUM4                             N    8       1.0075022638        NUM4
NUM5                             N    8       1.0089031672        NUM5
NUM6                             N    8       1.0103131154        NUM6
...
NUM717                           N    8       2.2575557326        NUM717
NUM718                           N    8       2.2610511943        NUM718
NUM719                           N    8       2.2640534503        NUM719
NUM720                           N    8       2.2666845678        NUM720


If you want to maintain precision you van use python (R does not have a native 64 bit integers)

Drop the decimal until last calc then add it with a format;

* there are extended precision packages in R and python;
* did not add the code to place the decimal you need a format;

%utl_submit_py64('
import numpy as np;
big1=np.int64(10021709654943634);
print(big1);
big1=np.int64(80000000000000008/4 );
print(big1);
');

1.0021709654943634
2.0000000000000002

Cynthia_sas
SAS Super FREQ

Ah, I see what  you mean.
cynthia

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