dq Z9Z1NNHHJ ********************* VALADINF *********************@@;@,;@, 8 +8 &ŠƠ̠Š ,, $IN SITUATIONS WHERE SAMPLING IS DONE'' IT IS GENERALLY ASSUMUMED THAT ,, $LARGER SAMPLES PROVIDE MORE INFORMA-#-- %TION ABOUT THE TRUE SITUATION THAT DO('' SMALLER SAMPLES. THE ADDITIONAL*,, $INFORMATION WHICH THE LARGER SAMPLE -,, $SIZE BRINGS COULD BE COMPUTED IF WE /-- %COULD SOMEHOW MEASURE THE UNCERTAINTY2** "IN THE INFORMATION BOTH BEFORE AND4((  AFTER TAKING THE SAMPLE. SUCH A 7,, $MEASURE OF UNCERTAINTY EXISTS AND IS9,, $SOMETIMES CALLED SHANNON INFORMATION<((  THIS PROGRAM GIVE BOUNDS ON THE >++ #UNCERTAINTY WHEN SAMPLING IS COMINGA((  FROM A NORMAL DISTRIBUTION WITH C BOUNDED VARIANCE.D  B+F)) !NECESSARY INPUT INCLUDES AN UPPERH,, $BOUND ON THE VARIANCE OF THE DISTRI-K-- %BUTION, THE NUMBER OF OBSERVATIONS INM-- %THE INITIAL SAMPLE AND THE ADDITIONALP** "NUMBER OF OBSERVAIONS IN THE FINALU SAMPLE.Z% ! PRESS TO BEGIN%d +n,, $DO YOU HAVE BOUND FOR VARIANCE(V) ORs" STANDARD DEVIATION(S)"x%0S*0V B% A[ A04S? $ENTER STANDARD DEVIATION UPPER BOUNDCQ6-#@[ BL A@4V5 ENTER VARIANCE UPPER BOUND9B6-M:,L B 4 AU& INITIAL SAMPLE SIZE*4 B7 A`) ADDITIONAL SAMPLE SIZE-7 B16-K:'M:,,%@16-K:'M:%,,%@E$6-P:B$%?P,'BE6-P:B$%?P,'B "" INITIAL UNCERTAINTY WAS  !! FINAL UNCERTAINTY WAS  (( THIS REPRESENTS A CHANGE OF &,, $UNCERTAINTY UNITS AND IS A CHANGE OF86-+&,'$A86-P:B$%?P,'B ABOUT %% ! PRESS FOR MORE% A': Ԡҡ ٠Ρ3-@A7 :$t'(! PRESS TO CONTINUE%($ D:VALADINF