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pany that made clocks Valentine asked $15,000 for the store, 150 percent more than Walgreen paid for his first store Walgreen protested that he simply didn t have that kind of money Charlie, you were the best clerk I ever had, Valentine replied, no doubt enhancing his memory of Walgreen in light of his recent success And I really want you to have that store Think it over 74 Walgreen had finally reached the point of no return He could continue dabbling in this or that, looking for a quick hit or a way out of the pharmacy business, or he could decide that his future was in pharmacy and make a run of it To make a down payment on a second drugstore, Charles Jr said, Dad had to sell a half-interest in his first store His friends advised against it Chicago has too many drugstores already, they warned And Dad said, Chicago may have too many drugstores, but it hasn t enough Walgreens drugstores 75 Walgreen s resolve was firm He now realized more firmly than ever that the time had come for him to move ahead in the drugstore business, the Kogans wrote He had no wish, as he would say again and again in later years, to drift along with a single store and continue to engage himself in outside business endeavors 76 Walgreen signed another loan in 1909 to buy Valentine s store Because it stretched his finances so far, however, he could only wangle the deal with the help of Arthur C Thorsen, a former colleague and now a pharmacist at the Armour Company pharmaceutical products plant Thorsen agreed to buy half of Walgreen s first store Walgreen took this money, plus some savings, to cover the down payment on Valentine s store The two partners agreed that Thorsen would manage the first store, which was incorporated under the name Walgreen-Thorsen, and Walgreen would own and operate the second himself, under the title C R Walgreen & Company No one not even Walgreen himself could have realized it at the time, but a chain had been born, a chain that would become the greatest in drugstore history77.

The constants j and j for n = 8, 16 j 314159265358979323846E+00 942477796076939341796E+00 157079633498486685135E+01 219918840702852034226E+01 284288098692614839228E+01 374385643171158002866E+01 593141454252504427542E+01 173674723843715552399E+02 j 314159265358979323846E+00 942477796076937971539E+00 157079632679489661923E+01 219911485751285526692E+01 282743338823081392079E+01 345575191894933477513E+01 408407045355964511919E+01 471239261219868564304E+01 534131955661131603664E+01 599000285454941069650E+01 678685456453781178352E+01 799199036559694718061E+01 999196221424608443952E+01 137139145843604237972E+02 225669154692295029965E+02 672791727521303673697E+02

200000000000000000000E+00 200000000000009194165E+00 200000030233693694331E+00 200163683400961269435E+00 219160665410378500033E+00 401375304677448905244E+00 118855502586988811981E+01 109907452904076203170E+02 j (n = 16) 200000000000000000000E+00 200000000000000000000E+00 200000000000000000000E+00 200000000000000000000E+00 200000000000000025539E+00 200000000001790585116E+00 200000009630928117646E+00 200006881371091937456E+00 200840809734614010315E+00 218638923693363504375E+00 303057284932114460466E+00 482641532934280440182E+00 833376254184457094255E+00 167554002625922470539E+01 472109360166038325036E+01 427648046755977518689E+02

Subscriber data - GPRS-CSI -

take n as large as 8 or 16 to achieve a very high precision In Table F1 we give both for n = 8 and n = 16 the abscissae j and the weights j for j = 1, , n It is convenient to rewrite (F2) as eb

n 2 0

j =1

b + i j + i (t 1)

MAP update GPRS Location [ - Supported CAMEL Phases = CAMEL 3 - ]

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f ( ) (2eb / )g The integral in g is calculated by using the trapezoidal rule approximation with a division of the integration interval (0, 2) into 2m subintervals of length 1/m for an appropriately chosen value of m It is recommended to take m = 4M This gives 2m 1 f + f2m 1 p + 0 , (F3) fp cos g 2m m 2

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