Write a simple assembly language program to find

the minimum, estimated median value, maximum,

sum, and integer average of a list of numbers.

Additionally, the program should also find the sum,

count, and integer average for the odd numbers. The

program should also find the sum, count, and integer

average for the numbers that are evenly divisible by

eight $(8).$ The list is not sorted, we will estimate the median

value. Since the list length is even, the estimated

median will be computed by summing the two

middle values and then dividing by $2.$ Be sure to

divide the length by $2$ to obtain the middle value indexes $($and not hard$-$code the indexes$).$ There will

be a $25\%$ penalty for hard$-$coding indexes.

Declare the values:

lst dd $4224,1116,1542,1240,1677,1635,2420,1820,1246,1333$

dd $2315,1215,2726,1140,2565,2871,1614,2418,2513,1422$

dd $1119,1215,1525,1712,1441,3622,1731,1729,1615,2724$

dd $1217,1224,1580,1147,2324,1425,1816,1262,2718,1192$

dd $1435,1235,2764,1615,1310,1765,1954,1967,1515,1556$

dd $1342,7321,1556,2727,1227,1927,1382,1465,3955,1435$

dd $1225,2419,2534,1345,2467,1615,1959,1335,2856,2553$

dd $1035,1833,1464,1915,1810,1465,1554,1267,1615,1656$

dd $2192,1825,1925,2312,1725,2517,1498,1677,1475,2034$

dd $1223,1883,1173,1350,2415,1335,1125,1118,1713,3025$

length dd $100$

lstMin dd $0$

lstEstMed dd $0$

lstMax dd $0$

lstSum dd $0$

lstAve dd $0$

oddCnt dd $0$

oddSum dd $0$

oddAve dd $0$

eightCnt dd $0$

eightSum dd $0$

eightAve dd $0$

You may declare additional variables if needed. All data is unsigned. As such, the DIV$/$MUL would

be used $($not IDIV$/$IMUL$).$ The JA$/$JAE$/$JB$/$JBE must be used $($as they are for unsigned data$).$