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Riemann Zeta function visualization for s=1/2. From imaginary zero to 100.
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I used the averaging method of Isaac Mor to find the (Cesaro-like?) limit of the Zeta function at Re(s)=1/2; the critical strip. The colors go from red (the actual values of the RZ function), via blue (averages of all red points), to green (averages of all blue points). You can see the 'dance' around zero, but also notice the fact that a single run of the Zeta function really consists of two parts: a spiral (whose centerpoint is the value of the Zeta function), and an 'arm', that moves to the center of the spiral from 1.
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