DIM xo
(3), x
(3, 60), y
(3, 60), k
(3, 60) xm = 639: xc = xm \ 2: xs = 180
ym = 479: yc = ym \ 2: ys = 240
q! = .67: xo(1) = xc - xs * q!: xo(2) = xc: xo(3) = xc + xs * q!
red = 4: yellow = 14: green = 10: z = 3
r!
= ((a
* 6) - 90) * ATN(1) / 45 x
(c
, a
) = xo
(c
) + (xs
- 8) * COS(r!
) y
(c
, a
) = yc
+ (ys
- 8) * SIN(r!
) d
= VAL(MID$("051015", (c
- 1) * 2 + 1, 2)) k(c, a) = k
h
= VAL(MID$(t$
, 1, 2)): h
= h
+ (h
> 12) * 12 IF c
= 1 THEN t
= h
* 5 + m
/ 10 CIRCLE (x
(c
, a
), y
(c
, a
)), z
, 7 PAINT (x
(c
, a
), y
(c
, a
)), 0, 7 CIRCLE (x
(c
, a
), y
(c
, a
)), z
, k
PAINT (x
(c
, a
), y
(c
, a
)), k
, k