E3, STAT:3510, F24
==================

> mean(x)
[1] 70.13636

> sd(x)
[1] 23.51973

> quantile(x,seq(0,1,0.01))
    0%     1%     2%     3%     4%     5%     6%     7%     8%     9%    10% 
  5.00  15.95  20.00  25.00  25.00  25.00  30.00  30.00  35.00  35.00  35.00 
   11%    12%    13%    14%    15%    16%    17%    18%    19%    20%    21% 
 35.00  36.40  40.00  40.00  40.00  40.00  40.00  42.10  45.00  45.00  45.00 
   22%    23%    24%    25%    26%    27%    28%    29%    30%    31%    32% 
 45.90  50.00  50.00  50.00  55.00  55.00  56.60  60.00  60.00  60.00  60.00 
   33%    34%    35%    36%    37%    38%    39%    40%    41%    42%    43% 
 60.00  62.30  65.00  65.00  65.00  66.10  70.00  70.00  70.00  70.00  70.00 
   44%    45%    46%    47%    48%    49%    50%    51%    52%    53%    54% 
 75.00  75.00  75.00  75.00  75.00  75.00  75.00  75.00  75.00  80.00  80.00 
   55%    56%    57%    58%    59%    60%    61%    62%    63%    64%    65% 
 80.00  80.00  80.00  80.00  80.00  82.00  85.00  85.00  85.00  85.00  85.00 
   66%    67%    68%    69%    70%    71%    72%    73%    74%    75%    76% 
 85.00  85.00  85.00  85.00  86.50  90.00  90.00  90.00  90.00  90.00  90.00 
   77%    78%    79%    80%    81%    82%    83%    84%    85%    86%    87% 
 90.00  90.00  90.00  90.00  90.00  92.90  95.00  95.00  95.00  95.00  95.00 
   88%    89%    90%    91%    92%    93%    94%    95%    96%    97%    98% 
 95.00  95.00  95.00  95.00  97.40 100.00 100.00 100.00 100.00 100.00 100.00 
   99%   100% 
100.00 100.00 

> stem(x,scale=5)

  The decimal point is at the |

    5 | 0
   10 | 0
   15 | 0
   20 | 000
   25 | 000000
   30 | 00000
   35 | 0000000000
   40 | 0000000000000
   45 | 000000000
   50 | 0000000
   55 | 000000
   60 | 0000000000000
   65 | 000000000
   70 | 000000000000
   75 | 00000000000000000000
   80 | 0000000000000000
   85 | 0000000000000000000000
   90 | 00000000000000000000000000
   95 | 0000000000000000000000
  100 | 000000000000000000