The medieval interest in mechanical contrivances is well illustrated by the development of the mechanical

clock, the oldest of which is driven by weights and controlled by a verge, an oscillating arm engaging

with a gear wheel. It dates back to 1386.

  Clocks driven by springs had appeared by the mid-15th century, making it possible to con- struct

more compact mechanisms and preparing the way for the portable clock.

  English spring-driven pendulum clocks were first commonly kept on a small wall bracket and later

on a shelf. Many bracket clocks contained a drawer to hold the winding key. The earliest bracket clocks,

made for a period after 1660, were of architectural design, with pillars at the sides and a pediment on

top.

  In 17th- and 18th-century France, the table clock became an object of monumental design, the best

examples of which are minor works of sculpture.

  The longcase clocks (also called grandfather clocks) are tall pendulum clock enclosed in a wooden

case that stands upon the floor and is typically from 6 to 7.5 feet (1.8 to 2.3 m) in height. Later, the

name “grandfather clock” became popular after the popular song “My Grandfather’s Clock,” written

in 1876 by Henry Clay Work.

  One of the first atomic clocks was an ammonia-controlled clock. It was built in 1949 at the National

Bureau of Standards, Washington, D.C.; in this clock the frequency did not vary by more than one

part in 10⁸.

  Nuclear clocks are built using two clocks. The aggregate of atoms that emit the gamma radiation of

precise frequency may be called the emitter clock; the group of atoms that absorb this radiation is the

absorber clock. One pair of these nuclear clocks can detect energy changes of one part in 10¹⁴, being

about 1,000 times more sensitive than the best atomic clock.

  The cesium clock is the most accurate type of clock yet developed. This device makes use of

transitions between the spin states of the cesium nucleus and produces a frequency which is so regular

that it has been adopted for establishing the time standard.

  The history of clocks is fascinating, but unrelated to this problem. In this problem, you are asked

to find the angle between the minute hand and the hour hand on a regular analog clock. Assume that

the second hand, if there were one, would be pointing straight up at the 12. Give all angles as the

smallest positive angles. For example 9:00 is 90 degrees; not -90 or 270 degrees.

Input

The input is a list of times in the form ‘H:M’, each on their own line, with 1 ≤ H ≤ 12 and

00 ≤ M ≤ 59. The input is terminated with the time ‘0:00’. Note that H may be represented with 1

or 2 digits (for 1–9 or 10–12, respectively); M is always represented with 2 digits (the input times are

what you typically see on a digital clock).

Output

The output displays the smallest positive angle in degrees between the hands for each time. The answer

should between 0 degrees and 180 degrees for all input times. Display each angle on a line by itself in

the same order as the input. The output should be rounded to the nearest 1/1000, i.e., three places

after the decimal point should be printed.

Sample Input

12:00

9:00

8:10

0:00

Sample Output

0.000

90.000

175.000

 >> 

问题链接：

问题简述：计算时钟时针和分针的夹角。

问题分析：数学计算题，按角度计算即可。

程序说明：（略）

题记：（略）

参考链接：（略）

AC的C语言程序如下：

/* UVALive5402 UVA579 Clock Hands */#include 
    
     int main(void){    int h, m;    while (scanf("%d:%d", &h, &m) != EOF && (h || m)) {        double m2 = m * 6.0;        double h2 = h * 30.0 + m * 0.5;        double a = h2 - m2;        if (a <  0)            a += 360.0;        if (a > 180)            a = 360.0 - a;        printf("%.3lf\n", a);    }    return 0;}