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(i) Figure 4.2 shows that the half-wave potentials of Rb + in various solvents are linearly related to those of K +. This is also true for other alkali metal ions, showing that they are hard acids. (ii) In hard base solvents, the half-wave potentials for Tl +, Zn2+, Cd2+, Cu2+ and Pb2+ are linearly related to those of K +. However, in NMTP, DMTF, HMPTA and 2,2'-thiodiethanol, which are soft bases, and in AN and BuN, which are between hard and soft bases, the half-wave potentials of these metal ions are not correlated with those of K +. (iii) If the half-wave potentials for Tl +, Zn2+, Cd2+, Cu2+ and Pb2+ are plotted against the potentials of the Ag +/Ag electrode, two linear relations are obtained, one for the hard base solvents and the other for the soft base or intermediate solvents (Fig. 4.3). These relations can be applied to determine whether a given solvent solvates to a given metal ion as a hard base or as a soft base. 2,2'-Thiodiethanol [(HOCH2CH2)2S, an ambidentate ligand in coordination chemistry] interacts with Tl +, Zn2+, Cd2+ and Pb2+ with its sulfur atom (as a soft base), but with Cu2+ with its oxygen atom (as a hard base). Dimethyl sulfoxide (DMSO) also has sulfur and oxygen atoms, but it solvates to metal ions with its oxygen atom as a hard base. (iv) For hard acid metal ions in hard base solvents, almost linear relations are observed between the half-wave potentials and the donor number (DN) of the solvents (Fig. 4.4), supporting the fact that the DN is the scale for hard bases.



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Two of the questions that they have focused upon are what is it about having a big sword that makes a male attractive, and which came rst the sword or the female preference for it At rst glance this might seem to be a rather strange question to ask After all, how could they prefer something that did not yet exist Which came rst Gil Rosenthal and Christopher Evans have shown that female X helleri prefer males with swords when they are presented with a choice (Fig 52) But it might surprise you to nd out that if instead of using X helleri in their experiments they had used the swordless species Xiphophorus maculatus, and they had given these females the opportunity to choose between a normal swordless male and a male with a fake sword, the result would be the same The females would nd the sword attractive.





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should increase competition among wireless operators. Location-based data are referred to in the proposed new Data Protection Directive where basic principles on the use of these data are outlined. The Framework Directive encourages agreements for co-location and facility sharing. It is expected that the provision will contribute to easing the problems encountered by the mobile network operators in nding base station locations.

As the swordtail evolved in the genus Xiphophorus more recently than the evolutionary divergence of the ancestors of X macualtus and X helleri, it would seem that the sword evolved to exploit a pre-existing sensory preference on the part of the female Why is the sword attractive What is it about the signal that makes these males attractive Through a series of ingenious experiments during which female sh were offered the opportunity to associate with images of sh and parts of sh presented to them on a video monitor, Rosenthal and Evans have established that the sword in itself is not what.

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In the mid-1970s, the television shows The Six Million Dollar Man and its spin-off The Bionic Woman scored big ratings. Their main characters were cyborgs people who had been gravely injured but were saved by medical procedures that replaced their damaged body parts with mechanical bionic ones. Doing so enhanced their abilities and made them better, stronger, and faster than normal humans. In a similar way, you can give a bionic makeover to Windows XP that will make it better, stronger, and faster. Just follow the 5-minute xes in s 5 through 10.

This result differs from twice Equation 1.1 because the TE mode also stores a small amount of electric energy and conversely for the TM mode. See also Fante (1969). A different approach was taken by Thiele et al. (2003), based on the far- eld pattern of a small source. A pattern Q is based on the integral of pattern over visible space and that integral over all space, including invisible. Their Q values are higher than those of Chu. An electrically small dipole with sinusoidal current distribution was used to provide the elds for the integrations. These pattern Q values are 8 times larger than Equation 1.1 predicts. Dipole bandwidth calculations were also made by Hujanen (2005). Kalafus (1969) calculates Q for higher modes as well, using series expansions for the integrands of energy. Then coef cients of polynomials representing Q are given. Another calculation of Q due to higher modes is by Harrington (1960).

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