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SetColor Black line 0,0,720,0 //---- Activity Area SetColor Black,Yellow rectangle 3,3,120,120,Yellow,Yellow xyString 3,2,"ACTIVITY AREA" //---- Fire area LineWidth 5 SetColor Red data FirePlace;-600,0, 720,0, 720,120, 690,30, 600,0, 670,-3 MPolygon FirePlace,Red SetColor Black,Red xyString 670,3,"FIRE" //----Walls SetColor Black,White data FoodArea; -240,360, 240,480, 120,480, 120,240, 360,240 data FoodArea; 360,360, 480,360, 480,480, -360,480, 360,600 MPolygon FoodArea xyString 127,460," FOOD AREA" //----Briar areas SetColor Black,LightGreen rectangle 240,120,360,236,LightGreen,LightGreen xyString 262,218," BRIARS " rectangle 600,480,716,591,LightGreen,LightGreen xyString 622,573," BRIARS " //----meters LineWidth 2 SetColor Black,White xyString 740,4,"NEEDS" line 735,22,786,22 rectangle 730,30,795,150 xyString 735,32,"Hungry" rectangle 730,170,795,290 xyString 735,172,"Sleepy" rectangle 730,310,795,430 xyString 740,315,"Bored" rectangle 732,50,793,149,Cyan,Cyan // Hungry rectangle 732,190,793,289,Cyan,Cyan // Sleepy rectangle 732,330,793,429,Cyan,Cyan // Bored //---Place the Robot rLocate 420,300 Rx = 3 \ Ry = 2 \ CurCell = 17 rInvisible LightGreen,Yellow return //=============================================================

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For the split-phase encoding, the squarewave with the highest repetition frequency occurs with a long sequence of like symbols such as 1111111 , as shown in Fig 102d The periodic time of this squarewave is Tb, and hence the fundamental frequency component is twice that of the basic polar NRZ Thus the split-phase encoding requires twice the bandwidth compared with that for the basic polar NRZ, while the bit rate remains unchanged The utilization of bandwidth, measured in bits per second per hertz, is therefore less efficient An alternate mark inversion (AMI) code is shown in Fig 102e Here, the binary 0s are at the zero baseline level, and the binary 1s alternate in polarity In this way, the dc level is removed, while bit timing can be extracted easily, except when a long string of zeros occurs Special techniques are available to counter this last problem.

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The highest pulse-repetition frequency occurs with a long string of 111111 the periodic time of which is 2Tb, the same as the waveform of Fig 102b The AMI waveform is also referred to as a bipolar waveform in North America Bandwidth requirements may be reduced by utilizing multilevel digital waveforms Figure 103a shows a polar NRZ signal for the sequence 11010010 By arranging the bits in groups of two, four levels can be used For example, these may be.

(Continued )

f (x) dx M(b a)

This is referred to as quaternary encoding, and the waveform is shown in Fig. 10.3b. The encoding is symmetrical about the zero axis, the spacing between adjacent levels being 2A. Each level represents a symbol, the duration of which is the symbol period. For the quaternary waveform the

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16.4.1 DEVELOPING A PERSONALITY The first time you run the program the robot has to begin its development as if it were a baby. It can take an hour or more for the robot to store enough associations in its good memory to make it start behaving intelligently. When this happens, the robot begins to take on distinct characteristics that can be considered its personality. Some robots will select a single favorite path to food while other robots will have two favorite paths. In such cases the robot will choose the path that is closest to where

symbol period is seen to be equal to twice the bit period, and the symbol rate is Rsym 1 Tsym (10.2)

But then, by the intermediate-value theorem (Theorem 17.4), the value V is assumed by f somewhere in [a, b].

The symbol rate is measured in units of bauds, where 1 Bd is one symbol per second. The periodic time of the squarewave having the greatest symbol repetition frequency is 2Tsym, which is equal to 4Tb, and hence the bandwidth, compared with the basic binary waveform, is halved. The bit rate (as distinct from the symbol rate) remains unchanged, and hence the bandwidth utilization in terms of bits per second per hertz is doubled. In general, a waveform may have M levels (sometimes referred to as an M-ary waveform), where each symbol represents m bits and m The symbol period is therefore Tsym mTb (10.4) log2 M (10.3)

it is when hunger becomes a motivating factor. Sometimes a robot develops the habit of pacing back and forth a few times before it actually eats (I am still unsure how this behavior develops). The important point here is that the robot does learn, and the more it learns the faster it learns. It takes a relatively long time before the robot starts to look remotely intelligent. After the good memory has expanded to 40 or 50 items, though, you will see an amazing difference. As long as no needs have reached their threshold (the red line), the robot will be content to explore its environment. However, when a need becomes a motivator, the mature robot shows its intelligence and quickly makes its way to the area in the environment that can satisfy that need.

and the symbol rate in terms of bit rate is Rsym Rb m (10.5)

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