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<p>You recently befriended a guy who writes software for slot machines. After hanging out with him a bit, you notice that he has a penchant for showing off his knowledge of how the slot machines work.  Eventually you get him to describe for you in precise detail the algorithm used on a particular brand of machine.  The algorithm is as follows:</p>

<pre>
int getRandomNumber() {
  secret = (secret * 5402147 + 54321) % 10000001;
  return secret % 1000;
}
</pre>

<p>This function returns an integer number in [0, 999]; each digit represents one of ten symbols that appear on a wheel during a particular machine state.  <strong>secret</strong> is initially set to some nonnegative value unknown to you.</p>

<p>By observing the operation of a machine long enough, you can determine value of <b>secret</b> and thus predict future outcomes.  Knowing future outcomes you would be able to bet in a smart way and win lots of money.</p>

<h2>
Input
</h2>

<p>The first line of the input contains positive number <strong>T</strong>, the number of test cases. This is followed by <strong>T</strong> test cases. Each test case consists of a positive integer <strong>N</strong>, the number of observations you make. Next <strong>N</strong> tokens are integers from 0 to 999 describing your observations.</p>

<h2>
Output
</h2>
<p>
For each test case, output the next 10 values that would be displayed by the machine separated by whitespace.<br/>
If the sequence you observed cannot be produced by the machine your friend described to you, print "Wrong machine" instead.<br/>
If you cannot uniquely determine the next 10 values, print "Not enough observations" instead.
</p>

<h2>
Constraints
</h2>
<strong>T</strong> = 20<br/>
1 &le; <strong>N</strong> &le; 100<br/>
Tokens in the input are no more than 3 characters long and contain only digits 0-9.