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Walgreens was not deterred Pop Coulson s famous chocolate malted milk shake combined with the modern marketing methods and oldfashioned morals that Walgreens instilled in each store through its growing core of True Believers stimulated the most ambitious expansion in Walgreens century-long history Walgreens started the 1920s with 20 stores and closed it by entering Utah, Idaho, Wyoming, Nevada, and California when it bought up the 28 stores of the Schramm-Johnson chain, thereby bringing the company s total holdings to 397 stores in 87 cities across the country an almost 1,000 percent increase in the number of stores in just 10 years Revenues and profits soared with the growth In 1923, the company reaped $36 million in sales and $192,000 in profit, creating a profit margin of 53 percent In 1929, Walgreens brought in $47 million in revenue a 13-fold increase from just six years earlier and $4 million in profit, for a profit margin of 85 percent The young Robert Knight was right: One of the chain s most impressive accomplishments was increasing the yield per store, even as it spread across the country, establishing the 1920s as one of the most successful decades of the company s long history, any way you slice it As the decade entered its final months, John Nickerson and Company, a prominent New York investment house, issued a report titled A Chronicle of Progress, in which it discussed, among other things, the virtues of Walgreens management and, by extension, its stock Among all the chain stores of the country, the one which we regard as outstanding at this time as an attractive medium for investment is the Walgreen Co It operates in the most favorable of all the major chain store fields and has a management [team] which has proved itself competent and experienced As chains go, it is comparatively young, but already it owns nearly ten percent of all chain drugstores of the country Its growth has been little short of phenomenal, exceeding even the rate of growth of most outstanding chains in other fields75.

To see this, note that for any state i with i 1, P {X(t + t) = i 1 | X(t) = i} = P {a demand occurs in (t, t + = t + o( t)

Conditions under which the in nitesimal parameters determine a unique continuous-time Markov chain are discussed in depth in Chung (1967)

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Protocol identi er the short message may be used in various higher-layer protocols, such as telefax, teletex, videotext, etc This is indicated by the protocol identi er Data coding scheme this element de nes which alphabet is used for the message contents The alphabets are speci ed in 3GPP TS 23038 [77] Validity period this element indicates the maximum duration the SMSC will store the short message, if it cannot be delivered to the intended destination due to temporary delivery failure, eg because the MS of the intended receiver is currently switched off SMS reference number see Section 547 MSC address see Section 547 SGSN address see Section 547 Not all of the above-listed elements are available in the MO-SMS CDR that is generated by the MSC or SGSN In addition, the MSC or SGSN does not generate a CDR for an SMS command Therefore, SMS commands cannot be charged by post-processing, whereas CAMEL offers this capability When the CAMEL service sends CAP CON-SMS to the smsSSF, it may include the following information elements SMSC address the CAMEL service may force the use of a particular SMSC eg pre-paid SMSC or post-paid SMSC The CAMEL service could also force the use of an SMSC in the VPLMN Using an SMSC in a PLMN other than the HPLMN would require an agreement between the involved operators Destination subscriber number the CAMEL service may modify or determine the destination of the SMS This may be useful within the context of a VPN service or when sending an SMS to a short-code destination Calling party number the CAMEL service may change the CPN The CPN may be set to a VPN number This CPN has the form of ISDN-Address String; that implies that it does not contain a

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and P {X(t + t) = Q | X(t) = 0} = P {a replenishment opportunity occurs in (t, t + = t + o( t) for t 0 In the analysis of continuous-time Markov chains, it is very helpful to use a transition rate diagram The nodes of the diagram represent the states and the arrows in the diagram give the possible state transitions An arrow from node i to node j is only drawn when the transition rate qij is positive, in which case the arrow is labelled with the value qij The transition rate diagram not only visualizes the process, but is particularly useful when writing down its equilibrium equations Figure 411 shows the transition rate diagram for the inventory process Example 412 Unloading ships with an unreliable unloader Ships arrive at a container terminal according to a Poisson process with rate The ships bring loads of containers There is a single unloader for unloading the ships The unloader can handle only one ship at a time The ships are unloaded in order of arrival It is assumed that the dock has ample capacity for waiting ships The unloading time of each ship has an exponential distribution with mean 1/ The unloader, however, is subject to breakdowns A breakdown can only occur when the unloader is operating The length of any operating period of the unloader has an exponential distribution with mean 1/ The time to repair a broken unloader is exponentially distributed with mean 1/ Any interrupted unloading of a ship is resumed at the point it was interrupted It is assumed that the unloading times, operating times and repair times are independent of each other and are independent of the arrival process of the ships The average number of waiting ships, the fraction of time the unloader is down, and the average waiting time per ship, these and other quantities can be found by using the continuous-time Markov chain model For any t 0, de ne the random variables X1 (t) = the number of ships present at time t t]} + o( t).

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