9.2.1. Percentage Yield: Table 9.3 Practical yield of Pantoprazole floating microspheres Formulation code Practical yield (mg) Theoretical yield (mg) Percentage yield (%) F1 400 650 61.55±2.67 F2 450 700 65.71±1.26 F3 500 750 66.66±1.16 F4 550 800 72.5±2.36 F5 650 850
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formulation F3‚ F4‚ F5 and F6 were found to have satisfactory in-vitro floatability. In case of F1 and F2‚ in-vitro floatability was found to be less than satisfactory‚ mainly due to the comparatively low concentration of Kollidon SR. Drug release form F1 and F2 was comparatively faster than F3‚ F4‚ F5 and F6. It was found that the drug release got slower with increase in the concentration of Kollidon SR. We
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W/C 169 - A-Class from 2004 C1 D1 D2 D3 D4 W/C169 - A-Class from 07/08 M1 L1 L4 L2 L5 L3 W 245 - B-Class C1 D1 D2 D3 D4 W254 - B-Class from 07/08 M1 L1 L4 L2 L5 L3 W/S 202 - C-Class up to 2001 A1 A2 A3 W/S/CL 203 - C-Class up to 03/04 A1 A2 A3 F1 F2 F4 F5 F7 F8 F10 F3 F6 F9 W/S/CL 203 - C-Class from 04/04 C1 D1 D2 D3 D4 W/S204 - C-Class from 03/07 P2 P3 P4 K1 J1 J4 J2 J5 J3 CLC - CLC-Class from 06/08 to 09/08 C1 D1 D2 D3 D4 3 Compatibility navigation units & software (Passenger cars)
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12.00 Noon – 03.00 PM 03.30 PM – 06.30 PM ENTIRE C D4 D5 D1 D2 D3 I3 I4 ENTIRE I H1 H2 H3 H4 H5 B1 B3 B4 ENTIRE G K1 K2 K3 K4 K5 B2 B5 I1 I2 G1 G2 G3 G4 G5 C5 ENTIRE F C1 C2 C3 C4 C5 J1 J2 J3 ENTIRE K J4 F3 F4 F5 J5 F1 F2 E3 E4 E5 E1 E2 ENTIRE B TIME WED APR 3 THU APR 4 ENTIRE D FRI APR 5 ENTIRE H SAT APR 6 MON APR 8 TUE APR 9 WED APR 10 ENTIRE E FRI APR 12 ENTIRE J SAT APR 13 STUDENTS MUST REPORT 15 MIN PRIOR TO ACTUAL TIME WITH JOURNALS
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1925 (F5 tornado) Time: Started around 1:00pm in Missouri and ended around 4:30 in Indiana. Places: Missouri‚ Illinois‚ Indiana‚ Kentucky‚ Tennessee‚ Alabama‚ Kansas‚ etc. Number of fatalities: 747+ (695+ from one tornado) 2.The Great Natchez Tornado: Date: May 7‚ 1840 (scale unknown; could have been an F5-6 tornado) Time: 1:45pm Places: Natchez‚ Mississippi and Vidalia‚ Louisiana. Number of fatalities: 317+ 3.The Saint Louis Tornado: Date: May 27-28‚ 1896 (F4 tornado)
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to manual in Garment? Ans: By cad system we can save Fabric‚ Labor Cost‚ Time Save & get 100% accuracy. 2. By which function we normally create actual pattern? Ans: F1 => Bezier. 3. In which function we can extract process from block pattern? Ans: F4=> seam 4. By which function we can see nested pattern? Ans: F12 & F9 5. By which function we can copy bottom grading into chest? Ans: F6 => Report Y 6. How we can call required Ans : select => required size 7. How to select measurement in inch (In
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Date:20-November-2006 Physics 210 STANDING WAVES ON A STRETCHED STRING A) Resonant frequencies versus n: Distance between bridges = 0.6 m. Tension = Mg = 9.8 N. Mode Signal Generator Frequency (Hz) Wire frequency (Hz) Node to node distance (m) Wavelength (m) First 39 78 54.9 109.8 Second 75.9 151.8 27.8 55.6 Third 117 234 18.3 36.6 Fourth 160.4 320.8 14 28 Fifth 198.95 397.9 10.1 20.2 Note: The Wire frequency is double the Signal Generator
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Central Academy PROJECT REPORT ON Test your knowledge INFORMATIC PRACTICE SESSION : 2013-14 Submitted By: Sana Nagori In Partial Fulfillment Of All India Senior School Certificate Examination Conducted By Central Board Of Secondary Education. (Mrs.Chanda Gehlot) (Ms. Poorvi awasthi) Principal PGT‚ I.P. Acknowledegment I express my administration and convey my sincere thanks to our I.P. teacher MISS Poorvi Awasthi‚ For his
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Changing Attitude of Indian Customer’s towards Credit Cards *Dr. Saraju Prasad Abstract: In recent years‚ economic pressures‚ heightened competition‚ rapid technological developments‚ and a decline in consumer purchasing power are paving the way for the change in global market for the credit card business. The aforementioned changes and transformations are also affecting credit card business and card issuers and users in developing countries as well. Despite the recent developments in technology
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Probability OC t f f1 (OC) = P r(OC) 0.7 0.3 T rav t f t f f2 (F raud‚ T rav) = P r(F raud|T rav) 0.01 0.004 0.99 0.996 T rav t f f3 (T rav) = P r(T rav) 0.05 0.95 OC t f f4 (OC) = P r(crp|OC) 0.1 0.001 OC t t f f F raud t f t f f5 (OC‚ F raud) = P r(¬ip|OC‚ F raud) 0.98 0.99 0.989 0.999 T rav t t f f F raud t f t f f6 (T rav‚ F raud) = P r(f p|T rav‚ F raud) 0.9 0.9 0.1 0.01 F raud t t f f Eliminate variable
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