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I put this quote here as a deliberate antidote to several of the preceding ones Although my father was a believer in the fundamentals and in playing the odds through ball control, he was far from a plodder He liked a good razzle-dazzle play as much as any coach The point was to be prepared for all circumstances and act with the confidence that comes from preparation There were many games in which the Packers faced desperate circumstances down by more than a field goal with only minutes to play when Bart Starr marshaled the offense, worked the clock, and aggressively moved the team down the field They couldn t have done it by being cautious or fearful They did it by being confident Maybe the business equivalent is that the bold departure can be fundamental In other words, with enough care and preparation, a

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May 15, 2014 · This tutorial describes how to create Code 128 barcodes in Crystal reports using barcode ...Duration: 2:45 Posted: May 15, 2014

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Substitution of this expression into Eq (1451) yields:

where a, b, q are given by Eqs (1443), (1442), and (1441) For species 1 at infinite dilution in a binary system, the "mixture" is pure species 2 In this event, Eqs (1450), (1497), and (1498) yield an expression for

The weak base Kb expression can also be used giving: [OH ] = K b [B] [HB+ ] and pOH = p K b + log [B] [HB+ ]

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0192 Z2+~82 Equation (1499) is used in conjunction with Eqs (1431) and (1432), which provide values of Z2 and B2 corresponding to a particular T and P As an example, consider the calculation of the solubility of naphthalene(1) in carbon dioxide(2) at 30815 K (35 C) and pressures up to 300 bar Strictly, this is not solidvapor equilibrium, because the critical temperature of C02 is 30425 K (311 C) However, the development of this section remains valid : The basis is Eq (1496), with 4 determined from Eq (1499) written for the SRK equation of state For solid naphthalene at 30815 K (35"C),

W H AT I T TA K E S T O B E # 1

where by Eq (662b),

V," = 125 cm3 mol-'

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Dec 5, 2014 · Hello Experts,How could I use code 128 bar code in Crystal Reports? ... The bar code is printed but my barcode reader (Psion Workabout Pro3) ...

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These equations allow us to calculate the pH or pOH of the buffer solution knowing K of the weak acid or base and the concentrations of the conjugate weak acid and its conjugate base Also, if the desired pH is known, along with K, the ratio of base to acid can be calculated The more concentrated these species are, the more acid or base can be neutralized and the less the change in buffer pH This is a measure of the buffer capacity, the ability to resist a change in pH Let s calculate the pH of a buffer What is the pH of a solution containing 200 mol of ammonia and 300 mol of ammonium chloride in a volume of 100 L K b = 1 81 10 5 NH3 + H 2O There are two ways to solve this problem NH+ + OH 4

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Equations (1499) and (1431) reduce to the SRK expressions on assignment of the values o = 1 and E = 0 Evaluation of parameters a,, az, bl, and b2 requires values for Tc, PC,and w , which are found in App B Thus Eqs (1434) and (1435) give: a1 = 7299 x lo7 bar cm6 rn01-~ a2 = 3664 x lo6 bar cm6 molP2 By Eq (1436), bl = 1331 cm3 mol-'

a2 q2 = -= 4819 b2RT With these values, Eqs (1499), (1431), and (1432) become:

Figure 1422 Solubility of naphthalene(1) in carbon dioxide(2) at 30815 K (35 C) Circles are data Curves are computed from Eqs (1494) and (1496) under various assumptions

LOMBARDI RULE #8

[ NH+ ][OH ] (3 00 + x )(x ) 4 = = 1 81 10 5 Kb= [ NH3 ] ( 2 00 x ) Assume x small 1 81 10 5 = 3 00x 200 x = 1 21 10 5 pOH = 4918 pH = 14 00 0 - 4 918 = 9 082 [ NH+ ] 4 [ NH3 ]

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