I wrote some java classes, to evaluate/demo different Sorting algorithms. However I got confused when I run my demo class. Hope you guys can give me an explanation. (this question is NOT a homework.)
First I would list some codes related to this question.
AbstractDemo
public abstract class AbstractDemo {
    protected final int BIG_ARRAY_SIZE = 20000;
    protected final int SMALL_ARRAY_SIZE = 14;
    protected Stopwatch stopwatch = new Stopwatch();
    public final void doDemo() {
        prepareDemo();
        specificDemo();
    }
    protected abstract void prepareDemo();
    protected abstract void specificDemo();
    protected final void printInfo(final String text) {
        System.out.println(text);
    }
}
SortingDemo
public class SortingDemo extends AbstractDemo {
    private static final String FMT = "%-10s| %-21s| %7s ms.";
    private static final String SPL = AlgUtil.lineSeparator('-', 45);
    private static final String SPLT = AlgUtil.lineSeparator('=', 45);
    private int[] data;
    private final List<Sorting> demoList = new LinkedList<Sorting>();
    @Override
    protected void specificDemo() {
        int[] testData;
        //*** this comment is interesting!!! for (int x = 1; x < 6; x++) {  
            printInfo(String.format("Sorting %7s elements", data.length));
            printInfo(SPLT);
            for (final Sorting sort : demoList) {
                // here I made a copy of the original Array, avoid to sort an already sorted array.
                testData = new int[data.length];
                System.arraycopy(data, 0, testData, 0, data.length);
                stopwatch.start();
                // sort
                sort.sort(testData);
                stopwatch.stop();
                printInfo(String.format(FMT, sort.getBigO(), sort.getClass().getSimpleName(), stopwatch.read()));
                printInfo(SPL);
                testData = null;
                stopwatch.reset();
            }
        //}
    }
    @Override
    protected void prepareDemo() {
        data = AlgUtil.getRandomIntArray(BIG_ARRAY_SIZE, BIG_ARRAY_SIZE * 5, false);
        demoList.add(new InsertionSort());
        demoList.add(new SelectionSort());
        demoList.add(new BubbleSort());
        demoList.add(new MergeSort());  //here is interesting too
        demoList.add(new OptimizedMergeSort());
    }
    public static void main(final String[] args) {
        final AbstractDemo sortingDemo = new SortingDemo();
        sortingDemo.doDemo();
    }
}
Stopwatch
public class Stopwatch {
    private boolean running;
    private long startTime;
    private long elapsedMillisec;
    public void start() {
        if (!running) {
            this.startTime = System.currentTimeMillis();
            running = true;
        } else {
            throw new IllegalStateException("the stopwatch is already running");
        }
    }
    public void stop() {
        if (running) {
            elapsedMillisec = System.currentTimeMillis() - startTime;
            running = false;
        } else {
            throw new IllegalStateException("the stopwatch is not running");
        }
    }
    public void reset() {
        elapsedMillisec = 0;
    }
    public long read() {
        if (running) {
            elapsedMillisec = System.currentTimeMillis() - startTime;
        }
        return this.elapsedMillisec;
    }
}
method to generate the random array
public static int[] getRandomIntArray(final int len, final int max, boolean allowNegative) {
        final int[] intArray = new int[len];
        final Random rand = new Random();
        rand.setSeed(20100102);
        if (!allowNegative) {
            if (max <= 0) {
                throw new IllegalArgumentException("max must be possitive if allowNegative false");
            }
            for (int i = 0; i < intArray.length; i++) {
                intArray[i] = rand.nextInt(max);
            }
        } else {
            int n;
            int i = 0;
            while (i < len) {
                n = rand.nextInt();
                if (n < max) {
                    intArray[i] = n;
                    i++;
                }
            }
        }
        return intArray;
    }
you can see, I generate an int array, with 20000 elements. And since I have a fixed seed in the getRandomIntArray method, I have always the same array every time I call it. The class SortingDemo has main method, if I run this class, I got output:
Sorting   20000 elements
=============================================
O(n^2)    | InsertionSort        |     101 ms.
---------------------------------------------
O(n^2)    | SelectionSort        |     667 ms.
---------------------------------------------
O(n^2)    | BubbleSort           |    1320 ms.
---------------------------------------------
O(nlog(n))| MergeSort            |      39 ms.
---------------------------------------------
O(?)      | OptimizedMergeSort   |      11 ms.
---------------------------------------------
looks ok. Now comes something that made me confused. If I change the demoList.add() sequence in SortingDemo, say:
demoList.add(new InsertionSort());
    demoList.add(new SelectionSort());
    demoList.add(new BubbleSort());
    // OptimizedMergeSort before Mergesort
    demoList.add(new OptimizedMergeSort()); 
    demoList.add(new MergeSort());
I got:
Sorting   20000 elements
=============================================
O(n^2)    | InsertionSort        |     103 ms.
---------------------------------------------
O(n^2)    | SelectionSort        |     676 ms.
---------------------------------------------
O(n^2)    | BubbleSort           |    1313 ms.
---------------------------------------------
O(?)      | OptimizedMergeSort   |      41 ms.
---------------------------------------------
O(nlog(n))| MergeSort            |      14 ms.
---------------------------------------------
why the output is different from the first run? OptimizedMergeSort took longer than normal MergeSort...
And if I uncomment the for (int x=1; x<6; x++) line in SortingDemo, (run the test with same Array 5 times) I got:
Sorting   20000 elements
=============================================
O(n^2)    | InsertionSort        |     101 ms.
---------------------------------------------
O(n^2)    | SelectionSort        |     668 ms.
---------------------------------------------
O(n^2)    | BubbleSort           |    1311 ms.
---------------------------------------------
O(?)      | OptimizedMergeSort   |      37 ms.
---------------------------------------------
O(nlog(n))| MergeSort            |      10 ms.
---------------------------------------------
Sorting   20000 elements
=============================================
O(n^2)    | InsertionSort        |      94 ms.
---------------------------------------------
O(n^2)    | SelectionSort        |     665 ms.
---------------------------------------------
O(n^2)    | BubbleSort           |    1308 ms.
---------------------------------------------
O(?)      | OptimizedMergeSort   |       5 ms.
---------------------------------------------
O(nlog(n))| MergeSort            |       7 ms.
---------------------------------------------
Sorting   20000 elements
=============================================
O(n^2)    | InsertionSort        |     116 ms.
---------------------------------------------
O(n^2)    | SelectionSort        |     318 ms.
---------------------------------------------
O(n^2)    | BubbleSort           |     969 ms.
---------------------------------------------
O(?)      | OptimizedMergeSort   |       5 ms.
---------------------------------------------
O(nlog(n))| MergeSort            |      10 ms.
---------------------------------------------
Sorting   20000 elements
=============================================
O(n^2)    | InsertionSort        |     116 ms.
---------------------------------------------
O(n^2)    | SelectionSort        |     319 ms.
---------------------------------------------
O(n^2)    | BubbleSort           |     964 ms.
---------------------------------------------
O(?)      | OptimizedMergeSort   |       5 ms.
---------------------------------------------
O(nlog(n))| MergeSort            |       5 ms.
---------------------------------------------
Sorting   20000 elements
=============================================
O(n^2)    | InsertionSort        |     116 ms.
---------------------------------------------
O(n^2)    | SelectionSort        |     320 ms.
---------------------------------------------
O(n^2)    | BubbleSort           |     963 ms.
---------------------------------------------
O(?)      | OptimizedMergeSort   |       4 ms.
---------------------------------------------
O(nlog(n))| MergeSort            |       6 ms.
---------------------------------------------
For other sortings, the result looks reasonable. but for mergeSort, why the 1st time run took much longer time than later? 37ms:4ms for OptimizedMergeSort.
I think even if the implementation of Optimized/MergeSort was wrong, the output should keep the same, why sometime same method call takes longer time, sometime shorter time?
As info, all those *Sort class extends a super abstract class Sorting. it has an abstract method void sort(int[] data)
MergeSort has mergeSorting method and merge() method. 
OptimizedMergeSort extends MergeSort, and override mergeSorting() method, (since when array size<=7, it is gonna do insertionSort) and reuse the merge() method from MergeSort class.
Thanks for reading through this long text and codes. I appreciate if you guys can give me some explanations.
All tests were done in Eclipse under linux.