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(scl 16)
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(load "@lib/math.l")
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(setq *B 7)
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(de from_y (Y)
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(let
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(A (* 1.0 (- (* Y Y) *B))
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B (pow (abs A) (*/ 1.0 1.0 3.0)) )
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(list
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(if (gt0 A) B (- B))
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(* Y 1.0) ) ) )
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(de prn (P)
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(if (is_zero P)
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"Zero"
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(pack
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(round (car P) 3)
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" "
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(round (cadr P) 3) ) ) )
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(de neg (P)
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(list (car P) (*/ -1.0 (cadr P) 1.0)) )
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(de is_zero (P)
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(or
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(=T (car P))
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(=T (cadr P))
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(> (length (car P)) 20) ) )
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(de dbl (P)
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(if (is_zero P)
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P
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(let
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(Y
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(*/
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1.0
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(*/ 3.0 (car P) (car P) (** 1.0 2))
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(*/ 2.0 (cadr P) 1.0) )
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X
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(-
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(*/ Y Y 1.0)
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(*/ 2.0 (car P) 1.0) ) )
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(list
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X
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(-
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(*/ Y (- (car P) X) 1.0)
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(cadr P) ) ) ) ) )
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(de add (A B)
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(cond
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((= A B) (dbl A))
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((is_zero A) B)
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((is_zero B) A)
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(T
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(let Z (- (car B) (car A))
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(if (=0 Z)
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(list T T)
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(let
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(Y (*/ 1.0 (- (cadr B) (cadr A)) Z)
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X
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(- (*/ Y Y 1.0) (car A) (car B)) )
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(list
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X
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(-
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(*/ Y (- (car A) X) 1.0)
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(cadr A) ) ) ) ) ) ) ) )
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(de mul (P N)
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(let R (list T T)
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(for (I 1 (>= N I) (* I 2))
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(when (gt0 (& I N))
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(setq R (add R P)) )
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(setq P (dbl P)) )
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R ) )
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(setq
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A (from_y 1)
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B (from_y 2) )
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(prinl "A: " (prn A))
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(prinl "B: " (prn B))
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(setq C (add A B))
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(prinl "C: " (prn C))
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(setq D (neg C))
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(prinl "D: " (prn D))
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(prinl "D + C: " (prn (add C D)))
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(prinl "A + B + D: " (prn (add A (add B D))))
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(prinl "A * 12345: " (prn (mul A 12345)))
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