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lower rates. (117) Under the Empire available capital increased and the rate of interest in Asia was somewhat diminished. (118) ROMAN INTEREST RATES The Roman rates of interest are here listed in four groups: 1. Roman legal maxima. 2. Normal loans in Rome. These have the same general definition used under Greece. A large part of these normal loans were probably secured by real estate. Most were probably for short periods; there is little evidence of long-term loans. 3. Provincial interest rates. 4. Byzantine legal maxima. Roman Legal Maxima

k12 P1 Q2 exp e1 e2 6-57

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where P1 represents the intrinsic reactivity of M1 radical, Q2 represents the intrinsic reactivity of M2 monomer, e1 represents the polarity of M1 radical, and e2 represents the polarity

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As shown in Figure 21-1, I ve placed the bank of bending switches in the open wing to the left of the keyboard. A similar area to the right of the keyboard also avails itself of the opportunity for additions, as do a small area around the speaker and an area to the right and above the microphone. Space is somewhat tight if you intend to mount all ten switches as I have, in one wing. Splitting these ten switches into two groups is another consideration. The first five could go in one wing, the remaining five in the other wing. Such an orientation, if planned well, will also allow more room for your side-mounted 1M pot (especially if you use a full-sized pot instead of the miniature pot shown in Figure 21-1). Because the line output will be derived from the speaker terminals, it makes sense to locate the output jack nearby. Before deciding upon a control layout, look at your line-out options in Appendix A. You ll need to add an output jack of some type, and you have the options of installing a speaker cut-off switch and even an envelope LED (if the speaker signal will drive it; it may not be strong enough try various LEDs). If the line output is too strong, you ll want to include a trim pot in the scheme, also depicted in the appendix drawing.

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of M2 monomer. By assuming that the same e value applies to both a monomer and its corresponding radical (i.e., e1 de nes the polarities of M1 and M1 , while e2 de nes the polarities of M2 and M2 ), one can write expressions for k11, k22 , k21 analogous to Eq. 6-57. These can be appropriately combined to yield the monomer reactivity ratios in the forms

Normal Interest Rates. For the first three centuries of the Roman Republic there are no interest rate quotations except legal limits. We may infer, however, from the frequent political and economic crises in the fifth and fourth centuries B.C., which involved credit and the enforcement of the legal rate of interest, that the normal rate was often above the highest legal limit of 81 3%. At this time normal rates in Athens were reported at 10 12%. Furthermore, the attempts in the fourth century B.C. to reduce the legal limit below 81 3% did not meet with lasting success. Since no credit controversies are reported during the third century B.C. and interest rates were declining elsewhere in the Mediterranean, it may be that normal rates were then at, or below, the 81 3% limit. For the second century B.C. there are scraps of evidence of rates as low as 6% and also evidence that the 81 3% limit was at times exceeded. For the first century B.C. much better data suggest volatility in a wide

r1 r2 Q1 exp e1 e1 e2 Q2 Q2 exp e2 e2 e1 Q1 6-58 6-59

which correlate monomer radical reactivity with the parameters Q1 , Q2 , e1 , and e2 The basis of the Q e scheme (Eqs 6-57 to 6-59) is the theoretically unsatisfactory suggestion that the alternating tendency is due to ground-state electrostatic interactions between permanent charges in the monomer and radical [Price, 1948] Although there have been attempts to place it on a solid theoretical basis [Colthup, 1982; O Driscoll and Yonezawa, 1966], the Q e scheme is best considered as an empirical approach to placing monomer reactivity on a quantitative basis Monomer reactivity is separated into the parameter Q, which describes the resonance factor (and to a slight extent the steric factor) present in the monomer, and the parameter e, which describes the polar factor Consider now the use of the Q e shceme to predict monomer reactivity ratios.

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javascript pdf preview image

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how to print pdf file without preview using java

how to print pdf file without preview using java

javascript pdf preview image

javascript pdf preview image

javascript pdf preview image

javascript pdf preview image

how to print pdf file without preview using java

javascript pdf preview image

how to print pdf file without preview using java

how to print pdf file without preview using java

javascript pdf preview image