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1 / / Routine to compute optimal tic-tac-toe move 2 int TicTacToe::chooseMove( Side s , int & bestRow, 3 int & bestcolumn ) 4 { 5 Side opp; / / The other side 6 int reply; / / value of opponent's reply 7 int dc; / / placeholder 8 int simpleEva1; / / Result of an immediate evaluation 9 int value; 10 11 if( ( simpleEva1 = positionvalue( ) ) ! = UNCLEAR ) 12 return simpleEva1; 13 if ( s == COMPUTER ) 14 15 i 16 opp = HUMAN; value = HUMAN-WIN; 17 1 18 else 19 i 20 opp = COMPUTER; value = COMPUTER-WIN; 21 } 22 23 / / Search for a move 24 for( int row = 0 ; row < 3 ; row++ ) 25 for( int column = 0; column < 3 ; column++ ) 26 if( squareIsEmpty( row, column ) ) 27 { 28 place( row, column, s ) ; / / Try a move; then 29 reply = chooseMove( opp, dc, dc ) ; / / Evaluate; 30 place( row, column, EMPTY ) ; / / then undo 31 32 i/ If s gets a better position; update 33 if s == COMPUTER && reply > value / / 34 s == HUMAN & & reply < value ) 35 ( 36 value = reply; 37 bestRow = row; bestColumn = column; 38 } 39 1 40 41 return value; 42 1. Barcode Maker In Java Using Barcode creator for Java Control to generate, create barcode image .Related: .NET EAN-13 Generating , Generate EAN 128 .NET , Create UPC-A .NET

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, for all the solution investigated) below half a second! This is far beyond the measures of latency observed in the data MULEs case, which were in the thousands of seconds (independently of the number of MULEs) The improvement is four/ ve orders of magnitude! Table 103 reports the average data latency incurred by packets in OPT, GMRE, RM, PM, and STATIC for tmin =50,000 s and 1,000,000 s (Intermediate values are consistent with these ones) Although small and always below 5 s, there are differences among the data latencies of the four schemes that we have investigated and compared It is interesting to see why When the sink stays on the perimeter or at the corner sites (as in GMRE, OPT, and PM), we know that lifetime increases.

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However, these are also the cases when the average length of the routes to the sink increases, which implies, in turn, a (slightly) higher packet latency It is thus reasonable to expect that a packet experiences lower latency when the sink is statically placed at the center of the sensor deployment area The RM heuristic, which tends to move the sink to sites located centrally, is the second best mobility scheme in terms of latency As tmin increases, the sink tends to stay less at central sites, leading to higher average latencies experienced by RM packets The opposite trend is observed for GMRE For low tmin values, the sink stays at sites on the corners and on the perimeter, which leads to and average packet latency up to 30% higher than those experienced in the RM case.

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