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program tpk
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implicit none
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real, parameter :: overflow = 400.0
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real :: a(11), res
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integer :: i
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write(*,*) "Input eleven numbers:"
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read(*,*) a
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a = a(11:1:-1)
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do i = 1, 11
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res = f(a(i))
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write(*, "(a, f0.3, a)", advance = "no") "f(", a(i), ") = "
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if(res > overflow) then
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write(*, "(a)") "overflow!"
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else
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write(*, "(f0.3)") res
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end if
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end do
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contains
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real function f(x)
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real, intent(in) :: x
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f = sqrt(abs(x)) + 5.0*x**3
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end function
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end program
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C THE TPK ALGORITH - FORTRAN I - 1957 TPK00010
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FTPKF(X)=SQRTF(ABSF(X))+5.0*X**3 TPK00020
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DIMENSION A(11) TPK00030
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READ 100,A TPK00040
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100 FORMAT(6F12.4/) TPK00050
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DO 3 I=1,11 TPK00060
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J=12-I TPK00070
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Y=FTPKF(A(J)) TPK00080
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IF (Y-400.0)2,2,1 TPK00090
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1 PRINT 301,I,A(J) TPK00100
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301 FORMAT(I10,F12.7,18H *** TOO LARGE ***) TPK00110
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GO TO 10 TPK00120
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2 PRINT 302,I,A(J),Y TPK00130
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302 FORMAT(I10,2F12.7) TPK00140
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3 CONTINUE TPK00150
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STOP 0 TPK00160
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