Classical split and splitless injection in capillary gas chromatography: With some remarks on PTV injection (Chromatographic methods) Konrad Grob - kelloggchurch.org

Classical Split and Splitless Injection in Capillary Gas.

Split and Splitless Injection for Quantitative Gas Chromatography: Concepts, Processes, Practical Guidelines, Sources of Error: Fourth, Completely Revised Edition Book · January 2007 with 281 Reads. Jan 01, 2020 · In general, the PTV injector, irrespective of the specific hyphenation, can be easily used to implement different approaches, ranging from a normal split/splitless injection GC analysis to a large volume injection LVI both in monodimensional GC or in the on-line LC-GC configuration; thus, it may be perceived by many analysts as a simpler.

Jan 01, 2020 · For SI in capillary chromatography, there are several injection devices and methodologies commercially available. This includes thermal desorption, programmed temperature vaporization PTV, split, splitless, and multimode injection systems. In general, further subdivision for the analysis of VOCs and SVOCs is challenging. Large volume injection LVI is a prerequisite of modern gas chromatographic GC analysis, especially when trace sample components have to be determined at very low concentration levels. For instance, in combination with a gas valve and by an appropriate choice of glass liner and column fitting, it is possible to apply DI to capillary columns. Split/splitless, on‐column injection and programmable temperature vaporization PTV are among the direct injection. The gas chromatograph was equipped with a pre-column backflush system optional on this instrument. A 3-way switching valve in the gas supply line directed the gas either to the injector or towards the Y-piece between the pre-column and the separation column.The weak resistance R1, a 20 cm × 0.25 mm i.d. steel capillary, interconnected the two off-going lines from the valve in order to.

1. Injection techniques for capillary gas chromatography: sample introduction with split, splitless and on-column injection 1.1. Introduction The real chromatographic analysis starts with the introduction of the sample onto the column. The development of capillary gas chromatography resulted in many practical problems with the injection technique. K. Grob and M. Bossard, Effect of dirt on quantitative analyses by capillary gas chromatography with splitless injection, Journal of Chromatography A, 294, 65, 1984. Crossref J. L. Marshall and B. Crowe, Evaluation and optimisation of a splitter injector for capillary chromatography, Chromatographia, 19, 1, 335, 1984. Split and splitless injection in capillary gas chromatography: with some remarks on PTV injection. [Konrad Grob]. Aufl. u.d.T.: Grob, Konrad: Classical split and splitless injection in capillary gas chromatography. Description: XXIV, 547 Seiten: Illustrationen, Diagramme.

The present study is aimed evaluating the use of different injection techniques in gas chromatography on-column, split and PTV injection for the analysis of the triglyceride fraction of cocoa. Gas Chromatography Colin Poole This title provides comprehensive coverage of modern gas chromatography including theory, instrumentation, columns, and applications addressing the needs of advanced students and professional scientists in industry and government laboratories. The applicability of PTV splitless and solvent vent injection to the gas chromatographic analysis of 26 pesticides representing different chemical classes was evaluated. ELSEVIER Journal of Chromatography A, 750 1996 11-23 JOURNAL OF CHROMATOGRAPHY A Review Vaporising systems for large volume injection or on-line transfer into gas chromatography: classification, critical remarks and suggestions Konrad Grob, Maurus Biedermann Official Food Control Authority of the Canton of Ziirich Kantonales Labor, P.O. Box, CH-8030, Zffrich, Switzerland Abstract.

Split and Splitless Injection in Capillary Gas.

Practical Gas Chromatography: A Comprehensive Reference Katja Dettmer-Wilde, Werner Engewald eds. Gas chromatography continues to be one of the most widely used analytical techniques, since its applications today expand into fields such as biomarker research or metabolomics. Concurrent solvent recondensation–large volume splitless injection CSR-LVSI for gas chromatography typically requires a special injection port such as a programmable temperature vaporizer PTV. The evaluation SS and PTV injectors’ performance was based on triplicate injections of a mixture of linear alkanes from n-pentane to n-octadecane at varying split ratios and injection volumes. Both the F -test and the Student t -test were used to evaluate the data obtained to a 95% confidence interval. Authenticity Control of Edible Fats and Oils by Analysis - Free download as PDF File.pdf, Text File.txt or read online for free. óleo.

When choosing the injection technique, the following variables are chosen and optimized: 1 the injection mode split, splitless, on-column or programmed temperature vaporizer, PTV, 2 the volume of the sample to be injected, 3 injector temperature, 4 the type of liner shape, volume, packaging, 5 the initial temperature of the column.

Split and Splitless Injection in Capillary Gas Chromatography: With Some Remarks on Ptv Injection Chromatographic methods Grob, Konrad ISBN: 9783778521519 Kostenloser Versand für alle Bücher mit Versand und Verkauf duch Amazon.</plaintext> This banner text can have markup. web; books; video; audio; software; images; Toggle navigation. Large Volume Splitless Injection Using an Unmodified Split/Splitless Inlet and GC-TOFMS for Pesticides and Brominated Flame Retardants Concurrent solvent recondensation large volume splitless injection CSR-LVSI GC/MS is used here for analyzing pesticides and brominated flame retardants in drinking water based on EPA Method 527. Handbook of GC/MS: fundamentals and applications Hübschmann, Hans-Joachim download B–OK. Download books for free. Find books.</p> <p>by Konrad Grob. Hüthig c1987 Chromatographic methods 所蔵館1館. 5. Classical split and splitless injection in capillary gas chromatography: with some remarks on PTV injection. by Konrad Grob. A. Huethig c1986 Chromatographic methods. On-line coupled liquid chromatography-gas chromatography LC-GC is an excellent example of the potential of multidimensional techniques 9,11. It combines the best features of liquid and gas chromatography and offers also further advantages over traditional methods.</p> <p>Luigi Mondello Alastair C. Lewis Keith D. Bartle - Multidimensional Chromatography 2001 Wiley.pdf код для вставки. Classical liquid chromatography based on adsorption-desorption was essentially a nonlinear process where the time of retardation. Although usually lumped together with the chromatographic methods,. 43. K Grob. In: Split and Splitless Injection of Capillary Gas Chromatography. 3rd rev. ed. Heidelberg, Germany: Huethig, 1993, p. 547. 44. K. The preferred chromatographic Advanced Gas Chromatography Progress in Agricultural,. Capillary Gas Chromatography-Mass Spectrometry in Medicine and Pharmacology, Dr. Alfred Huethig, ISBN 3-7785-1375-3, Heidelberg,. A gas chromatograph Carlo Erba Model 4130 split/splitless injection system was used. The. Fast gas chromatography makes use of short columns of small internal diameter, thin film columns, higher carrier gas flow rates, and fast temperature program rates Table 1.3 [28]. For the fastest separations the limiting instrument conditions become the available column inlet pressure, maximum oven tempera- ture program rate, maximum.</p> <table border="3" bordercolor="rgb(18,212,203)"><tr><td>K. Grob, Classical Split and Splitless Injection in Capillary Gas Chromatog- raphy. Hiithig, Heidelberg, 1986 ISBN 3-7785-1142-4, xv324 pp. Price DM 112. Although capillary gas chromatography has been widely applied for many years, to many users the techniques of sample introduction are still shrouded in mystery.</td><td>Konrad Grob Split and Splitless Injection for. A Practical Guide to the Care, Maintenance and Troubleshooting of Capillary Gas Chromatographic Systems 1999. ISBN 3-527-29750-2. Konrad Grob Split and Splitless Injection for. lished by Huthig Heidelberg in 1993, which in turn was an update of "Classical Split and Splitless Injection.</td><td>Buy Split and Splitless Injection in Capillary Gas Chromatography: With Some Remarks on PTV Injection 3rd Enlarged and Revised Edition by Grob, Konrad ISBN: 9783527297023 from Amazon's Book Store. Everyday low prices and free delivery on eligible orders.</td></tr></table> <p>Injection into Capillary Columns Classical vaporizing injection Split/ I \irect Splitless Programmed temperature vaporizing PTV injection Split / / \ " Direct Splitless Solvent-split On-column injection I ""- Precolumn Classical /' small volume solvent splittin~ Retention gap technique Short definitions might be. Conventional vaporization injectors can operate in two primary modes, i.e., split sample is divided at the column inlet and splitless without division of the sample [19]. In a standard split/splitless injection port, the gas flow may transport all of the injected sample to the column splitless mode or only a fraction of it split mode. Your request has been filed. You can track the progress of your request at: If you have any other questions or comments, you can add them to that request at any time. samples via sample loop injection • PTV injection In gas chromatography GC, the inlet is the. Sample evaporation is explored.by Dr. Konrad Grob, Kantonales. Sample throughput for semivolatiles analysis can be significantly increased by employing split injection instead of splitless injection. Split injection allows more samples to be. ChromaBLOGraphy: Large Volume Splitless Injection for EPA Method 8270 Semivolatiles without a PTV and without a Press-Fit Connector for the Retention Gap Regular readers and maybe irregular readers, too may remember several blogs I’ve posted on Concurrent Solvent Recondensation Large Volume Splitless Injection CSR-LVSI with an off-the-shelf split/splitless injector on an Agilent gas.</p><img 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1P/AKCN3/3/AG/xo/tfU/8AoI3f/f8Ab/GqdFH1LDf8+4/cg9lT/lX3Fz+19T/6CN3/AN/2/wAaP7X1P/oI3f8A3/b/ABqnRR9Sw3/PuP3IPZU/5V9x1vg++vLnV5UuLqeVBASFkkLDO5eea7auB8Ef8hqb/r3b/wBCWu+r8d41pwp5q4wSS5VsfLZtFRxLSXRHNeN/+QLD/wBfC/8AoLVwNd943/5AsP8A18L/AOgtXA195wP/AMilf4pHs5R/uy9WFFFFfYHphRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBp+Hv8AkO23/Av/AEE11V9/yDrr/rg//oJrlfD3/Idtv+Bf+gmuqvv+Qddf9cH/APQTXymbf78/8EfzmeNj/wDeIfL8zgq09AZE1mEucEhgp3YwSDj/AA/GsyivpcTR9vRlSvbmTX3nr1Ic8HHueid8VxmuyLLrVyynIBCk47gAH9QaRtc1JofKN2+3AGQAG4/2uv61n15eXZdWoVXVrWvZpW13afVLtscODwcqEnKTCun0XSLSTT0up0815dwAbICgZH5+/wBK5iu10T/kBWv/AAP/ANCNGd1ZwpU4wbXNKztppyyf5pFZjOUKN4u2pzuu2cFlfIlupVHjDbSc4OSOPyrMrb8T/wDIRh/64D/0JqxK7culKWGi5O71/Nm+Fk5UYt9gr0eT/WGvOK9Hk/1hryM7/wB4o+k/zgefmu0Pn+hwWpf8hS8/67v/AOhGqtWtS/5Cl5/13f8A9CNVa9zC/wACHovyPVp/AgoooroKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDpfBH/Iam/692/9CWu+rgfBH/Iam/692/8AQlrvq/FuOP8Akbv/AAxPlc3/AN5fojmvG/8AyBYf+vhf/QWrga77xv8A8gWH/r4X/wBBauBr7ngf/kUr/FI9fKP92Xqwooqa0iWe9ghckLJIqEjrgnFfXTmoRcnsj027K7NfSdBNwiXN2SsJOVjxy49fYfz/AFreTTrGNAiWcG0dNyBj+Z5q39+T61x19r13cysIZWghDfKI/lJHOMnrnB9cV8lB4rMK1m9VZtXtGN729Xvq19ysjw4uvjJuzskdZJbxSIiy28TKgwgaMEKPbjjpVS40fT7kfNbiNsABoflx+HT9K5P+0r//AJ/bn/v63+NdDomsS30j290ymULuR8AFsdQffp0HY0VcuxGDp+0uklvytprXt276/J6jqYSvQjzxlsYmqaTLprqS3mQtwsgGOfQjsaz67u/tRe2E0G3c5XcnTO4cjr+X41wle3leLnXg4VHeUfxT2f4NfI78FiHWp+9uiW2h+0XUMG7b5jqmcZxk4rr5tB0+WFoY4fKJzskBJIPHqeRx0+vSuV03/kKWf/XdP/QhXddDmuDOZ1VWiqc2rLSztq+r77db9e7ObMa06c48rsYNh4bRBvvzvftEjcDjufX6eneteOxtIinl2kIZMbSIwSMd89c+9R6jqEem2wmkTzGdtqpuxn1P0/8ArVyk+sahPKXN1InosbFQB9BXJSo4vMG5t3W12/dv2UfLr+bdzGFPEYv33KyOvksrSUv5lpAxfO4mMAnPU565rJv/AA3G432B2N3iduDx2Pr9fXtWPb61qFu2RcvICQSsp3g47c9PwrrLG/h1C3E0J2sOHQnlD/h6GlVoYvASUouy6WbcfRrRen5p6CnDEYT3lK6OFZWRyjqVZTggjBBpK6LxHpyqBfQpjLYmA6ZPRvb398etc7X0uDxSxNJVFo9muz/rVeR69Csq0FNGn4e/5Dtt/wAC/wDQTXVX3/IOuv8Arg//AKCa5Xw9/wAh22/4F/6Ca6q+/wCQddf9cH/9BNfPZt/vz/wR/OZ5eP8A94h8vzOCqa0iWe9ghckLJIqEjrgnFQ1a03/kKWf/AF3T/wBCFfS4iTjRnJbpP8j15u0W0dr9htPJ+y/ZovIz9zb3xjOeucd+tcBXo/8Ay1/4FXnFeDw/f3/SL+fva+r6s8zK5Slz3fb9ToNB0u0u7V7i5RpCHKBd2B0Bzxznn1rooooreBIIE2RpnAyT1Oe9cRaald2SMlvMUVjkqVBGfxrr9LnkutJt55mDSPu3HAGcMR2rnzTD1YVlVqu8XKy956aN/DttdGWYU6qvOUvdvsOudPsrx1e5t/MdV2g7yOMk9j71kaxotpBYyXVsrRGPblN24Nk47855/Sl13U7uyvI47eUIhiDEbFPOT6j2rFutUvL2IRXE29A24DYo5/Ae9aYHA4tuFanO0b7c0npfVcvw66+ly8JQxHuz5/d7FOvR5P8AWGvOK9Hk/wBYa0zv/eKPpP8AOAZrtD5/ocFqX/IUvP8Aru//AKEaq1a1L/kKXn/Xd/8A0I1Vr3ML/Ah6L8j1afwIkhhkuJlhhQvI5wqiurs/D9nbIpnX7RMMEkn5AfYdx9fSnaHYLZ2KzHa006hiwHRSAQv9T/8AWpdW1YaYqoiB7hxuAYfKq+p9a+exmNq4ur7Ghe17Kzs5W3bfRL8et7pHlYjE1K1T2NEuiztgGC2kADDDARLyOvPHtUE+k2Fwu17WNSAQGjGwjP04P45rk5NW1CWQu15OCf7rlR+Q4rQ0vX5YZVivXaWA8bzyye+epH+R6VM8rxdGHtI2uv5W7+dnZX/C6+4mWCxEFzRld/Mg1TRZbANNGfMtt2A38S+m7+Wf5VlV6J8rL/DJG6/VWU/zFcPqdi2n3rQnlD80ZznKnp+NehleYSrP2NV3drp911+a/H5M6cFi3V9ye6KdWbGxm1C48mHaCFLEscAD/OKrV2Hh6BYdIWQYLTOWJxyADgD36E/jXXmWLlhqKcPik7L8X+SZvi67o0uZbj7XQ7C1ClovPkHVpeQeP7vTH1zV2O1gTd5dtCu5drbYgMg9jx0rN1nWH04pDAg8513F2GQo5AwPXI71zjapfu5Y3txknJxIQPyFeDSwGKxkXUbuu8m3ez7dF93pY82nhsRiI88pbnYtYWTKytZW+CMHEYB/MdKxtR8OosLS2G8sCSYmOcj/AGfp6Hr/ADz7TXb62dd8zTx7sskhzn8TyK6+ORZYo5U3BZFDrnrgjNKdPFYCotbX1Vm3F26Naf1s9yZrEYOSfNdHntFaviG2S31VmQ8TKJSPQknP6gn8ayq+ow1dYijGqtLr+ke1TmqkFNdTQ0zSZdSZiG8uFeGkIzz6AdzXT22kWFqhVbdJCerTAMT/AEH4U7S4Ug0u2SMfeQSMfVmGf/rfhWbrWtz2lz9ltP3bpgvIVBzkZwM9uf8APf5mtWxOPrOnDbWyvZWXWTWvbvurLdnkVKtbE1XTpuyRsraQCN0S1hCPjcoiGGx0zxUT6dYyRlHs4MHqVQKfzHNcd/aV/wD8/tz/AN/W/wAa0NO8QXMMiRXT+bAWAZnyWUdyD1P456VVXKcTTi5xs+ujafy7v5ocsDXguaM7sXU9Aa1ia4tXaWJeXVh8yj19x/KsSvRuUf6GuE1O1FnqVxAAAqtlQCThTyBz7EV3ZTj51pexqO+l0+rXW/pda9b66q76MBipVbwnuipRRRXunonS+CP+Q1N/17t/6Etd9XA+CP8AkNTf9e7f+hLXfV+Lccf8jd/4Ynyub/7y/RHNeN/+QLD/ANfC/wDoLVwNd943/wCQLD/18L/6C1cDX3PA/wDyKV/ikevlH+7L1YVNaSrBewTOCVjkVyB1wDmoaK+unBTi4vZnptXVmeiBhwysGU8qQcgj1rlNR0C5hlkktU82AsSqpkso9MdT17Z6U7S/EBtYRb3SNLEvCOp+ZR6e4/lXS21zBdp5ltKsqjrt6j6jqOlfI3xOXVOaWnS7+GXb0fZaPfRo8JKvgptpXRwDKyOUdSrKcEEYINS2l1JZ3UdxCRvQ5GRkH1Fd5LFFNtE8Mcu3p5iBsfnWVceHLGYfuS9u2MDB3L16kHn9a9GOcU6kHDEU9Hvb3lZ/c9uyZ1QzKlNctRW/EqXPiZXtCsEDxzOpBYvwnuMck4+mPeudq3f6fPp0oSYAhhlXXlW+lVK9HA4fD0oc2H1Uut2/z7dvv1udtClShG9LZlrTf+QpZ/8AXdP/AEIV3XU4rhdN/wCQpZ/9d0/9CFd2v31+tePnUnGrzLpH/M8vNPjicXrdy1zq027hYj5Sj0CnH88n8azqVmZ3LuxZmOSSckmkr6DDUVQoxpLokj2IQUIqK6BWr4fuzb6mkZbEc/yMOev8P454/E1lVa03/kKWf/XdP/QhWWOpqphqkX2f/AfyZNaKlTkn2O1uYPtNpNBhSZEKjd0BxwfzxXAV6N/y1/4FXn1zD9nupoN27y3ZM4xnBxXj5HVTnOPdRdvvv+h5uVS0lEveHv8AkO23/Av/AEE11V9/yDrr/rg//oJrlfD3/Idtv+Bf+gmuqvv+Qddf9cH/APQTXPm3+/P/AAR/OZGP/wB4h8vzOCq1pv8AyFLP/run/oQqrVrTf+QpZ/8AXdP/AEIV9Hiv4E/R/kevU+Bne/8ALX/gVecV6P8A8tf+BV5xXh8P/b9I/wDtx5WVfb+X6hXa6J/yArX/AIH/AOhGuKrtdE/5AVr/AMD/APQjW+e/w6X+P/2yZtmf8Fev+Zi+J/8AkIw/9cB/6E1Ylbfif/kIw/8AXAf+hNWJXflv+6x+f5s6cJ/Aj6BXo8n+sNecV6PJ/rDXk53/ALxR9J/nA4M12h8/0OC1L/kKXn/Xd/8A0I0lhCLjULeEoXV5FDKM/dzz09s0upf8hS8/67v/AOhGrPh/jW7c+z/+gmvTlOUMvc47qF1/4CejKTjRcl0X6HZj55Pqa4C9unvbyW5cYMjZx6DsPwFd4QGUqwBUjBBGQRUP2Gz/AOfO2/78r/hXz+BrLCVHPlvoktdu/ffT7jw8HiYUG3JXbOCorvfsNn/z523/AH5X/Cj7DZ/8+dt/35X/AAr1f7Zf8n4/8A7v7Uh/Kyj4euzcab5Ttl4G2jrnaenP5j8Kr+J4FNrBc8BlcxnjkgjI59sH862ooYYQwhhjj3ddiBc/lVHXo0fRJ2YZMbKy89DnH8ia8inUUMVGrFWTmrLf4nZ9F1b+Rx0qqeLU46Jv8zjK7Dw9Os2kLGMBoXKkZ5IJyD7dSPwrj6ntLyaxuFngbDDgg9GHofavpMxwksTSSh8UXdfc1+Kb/M9jFUPbU+VbnV6zpf8AaMCtFgXEQO3OBvHoT/L/AOvXJ3FpcWj7biF4zkgbhwcdcHv+Fddaa1Y3a8yiBwMlJTgduh6H+ftWl86eorwMPj62C/dNd3yy0fnZ66X8n5Ox5dLFVsKvZzjoec1u6d4hFtZiC4heTy1IjZW5PoDnt7/TitqfSNPuMlrVFbbtBj+THvgcZ/CsO98NzxbpLRvPjHO3o4HPbv26flXfPHYPGRUMSnG2zb0v6p/nY6/rOGxK5J6epn6hfyajdGZ1CgDaij+FfT3qpRRXt0qcKUFCCskehGKiuWOx3Gkzi40m3dcDagjYA5wV4/kAfxqlrWjSX0gubYqZQoVo8AbvfPr0/KsPTdWn01mCAPC5y0bdPqPQ11VlqVpf8QS4k/55vw3f8+navlcTRr4Cs6sdIpuz3Vn0l2XTddNbni1aVbDVXVprT+tzipYJYHCTRPGxGQHUg4/Go69EkQPGY5UDoequuQfwNUJ9F0643E2/ls2PmiO3H0HT9K7qOeNr95C/nF3/AAdvzZvTzSD+NWMy28TKloFngeSZFADB+H9znkHH1z7Vh3d1JeXUlxMRvc5OBgD0FX9Q0K5sl8xD58I6sinK8Z5HYdefasqu3AUMGm62G66ddPKz272/RI68PToa1KXUKKKK9M6TpfBH/Iam/wCvdv8A0Ja76uB8Ef8AIam/692/9CWu+r8W44/5G7/wxPlc3/3l+iOa8b/8gWH/AK+F/wDQWrga77xv/wAgWH/r4X/0Fq4GvueB/wDkUr/FI9fKP92XqwpVVncIilmY4AAySaStPw/n+27fHXD/APoJr6nE1vY0J1f5U39yuejUlyQcuyIbnSb6zhM08BWMHBYMGx9cGqasyOHRirKcgg4INd9dxGeyuIQgdnjYKDj72OOvviuArhy3GVMSpxrWurbdn5XfZnLg8S68W5bo0rbXdQtiP35lXOSs3zZ/Hr+tbuna7BeukEqeTO3A5+Vj/Qn0/WuQqa0ilnu4ooCRKzDaRng+vHp1pYvLMLKEpxXI1rdaL5rZ+fUqvhKNSLbVvM7m6tY722e2lAw33SRna3Y1wckbwyvFIMOjFWGehFeh9ZOD3rgtQZX1K6dGDK0zkEHIIya4MjqS9pKPRpO3n/wf0OLK5y96PQXTf+QpZ/8AXdP/AEIV3a8MD71wmm/8hSz/AOu6f+hCu6ozmKlW5X1j+rIzT44nA3cSwXs8KElY5GQE9cA4qGuh8S2LeYt/GpKsAsuOxHAJ+o4/D3rnq9jL8SsRh4z67P1W/wDXVWZ6uHqqrTUkFXNJjeXVrRUGSJVbr2Byf0FU66bw7pzQq17MmC64hB64PVvb2/GozOuqOGl3krL1f+W78icVVVKk2zf3AEu7BVHzEk4AFedV2mtXa2mmSDgyTAxqD79T+A/UiuLrhySm17Sa20S+V/8AO3yOPK4NQlJ9TT8Pf8h22/4F/wCgmuqvv+Qddf8AXB//AEE1yvh7/kO23/Av/QTXVX3/ACDrr/rg/wD6Ca4s2/35/wCCP5zMcf8A7xD5fmcFVrTf+QpZ/wDXdP8A0IVVq1pv/IUs/wDrun/oQr6PFfwJ+j/I9ep8DO9/5a/8CrzivR/+Wv8AwKvOK8Ph/wC36R/9uPKyr7fy/UK7XRP+QFa/8D/9CNcVXa6J/wAgK1/4H/6Ea3z3+HS/x/8AtkzbM/4K9f8AMxfE/wDyEYf+uA/9CasStvxP/wAhGH/rgP8A0JqxK78t/wB1j8/zZ04T+BH0CvR5P9Ya84r0eT/WGvJzv/eKPpP84HBmu0Pn+hwWpf8AIUvP+u7/APoRqfQnSPWrYucKSVzjuQQP1NQal/yFLz/ru/8A6EagjkeGVJYzh0YMpx0Ir1lSdbA+yTtzQt96sely89Ll7r9D0B0aWN41kMbOpUOOqkjrXDf2lf8A/P7c/wDf1v8AGu4inS4ijuIjlJBuX29vqK5TX9Pa1vGuE3NDOxbcR91jyV/r/wDqrwcqnSlX5a0V7yVrpaNXuvXX8GeVl0oqcqc1qUv7Sv8A/n9uf+/rf40f2lf/APP7c/8Af1v8aq0qqzuERSzMcAAZJNfSPC4dK7gvuR7HJDsX7a41W8m8q3ubp3xnAmIwPc54pl6+pQsba8mn5AJR5CwI7d8Gup0mwOn2IjcATOd0mCD9Bn2/mTWd4onj8m3ttoMuTJu7qvTH4n+VeJRxkKmLjClSjyN2TtrprzX2tpp8ne+h59PFKeI9nCKt3/U5qrttpN9eQiaCAtGTgMWC5+mTVKu80+RJdLtGQ5AhVenccH9RXfmeMrYaMPZJe893dpaeTW/qb4zESoQUoo4RlZHKOpVlOCCMEGpre9urXHkXEkYDbtqscE+46GtDxHBJHqrTMPkmVSp+gAI+vH6isiumhOGLw8ZzSaa1W6v1XyehvTkqtNSfU3rXxNOpVbuJZV7uo2t16+h+nFdJHJHLEksLh43GVYV57XX+HI2TSMsMb5WZeeowB/MGvFzTA0cPGNSlpd2t0d77Lpby0tfQ8zMMNThD2kdGZfiS0WG9S5TAW4BJUdmHX88g/XNYldH4q+5Z/V//AGWucr08pk3g4Xe118k2l9yR3YKTlQi2X49G1CW3E6WzGMruHIyR7DOaoV6KXDMHRgykAqwOQRXE6zA9vq1yHH33MikdCCcj/PtXLleaVcVPlqpK6urX+5333WunoY4TGSrTcZKxHa6ne2YxBcuqgYCnlR36Hitiy8TZKR3kQ5ODMnGBjqV/w/Kucorur5bhq13KNpPqtH963+d0dFXDUqvxI9FVh8rqwYEZDA5BFcXrVilhqBji/wBU6h0BOSAe35g10+kwyW+k28UqFJACSp6jLEj9DWF4o41GH/rgP/QmrwcrbhjElK97p/3kr2f+XqeXgLwxEoJ6a/gYlFFFfWHtnS+CP+Q1N/17t/6Etd9XA+CP+Q1N/wBe7f8AoS131fi3HH/I3f8AhifK5v8A7y/RHNeN/wDkCw/9fC/+gtXA133jf/kCw/8AXwv/AKC1cDX3PA//ACKV/ikevlH+7L1YU+OR4ZUljOHRgynHQimUV9e0mrM9Pc7yxvotRt/Oh4YffTuh/wAPQ1DeaPZXrb5IikhOS8R2k9evbv1xmuOt7ma1lEsErRuO6nr7H1HtWtB4nuk2ieKKZRnJxtY/iOP0r5mrlWIoT5sPqltZ2l6dE18/XueRPA1acuagzS/4RnT+0l1/30v+FX7SxtbFNtvCFYjDOeWb8fw6dKyP+ErT/nw/8jf/AFqpSeJb91AQQxEHO5EyfpzmsPqWYV1y1Iy/7ekrf+St/kQ8PjKq5ZvT1/yN3VdSTTbcgH/SXU+Wo6j/AGj7D9a4qlZmdy7sWZjkknJJpK9/A4FYWLu7ye7/ACXov8z0sNho0I2W5a03/kKWf/XdP/QhXdgZYD1NcJpv/IUs/wDrun/oQru1++v1ryM7bVS6/l/zPNzT44jEeO4gEkbLJDIvBxkMPQ/4VnTeH9PnlL7ZIc9ViYYz9CDiuYtNRu7LIt52RT1XqPyPGeK1YvFM4cma1hdccBCVOf1qJ5ZjKEm6WvnF2b9U7L8beSKeCxFJt0ZaGnBoGnQPuMbzHII81uBj2GM/jV+aeKCMyzyrGg6sx/Qep9q52XxTOXBhtYUXHIcljn9Kx7q8ub1w9xM0hHQHoPoOg6U6WWYuvLmrNx82+Z/JXaX328mCwNerK9aWhY1bUjqV1vClIUG2NCe3qfc/4VQoor6OhQhQpqlTVkj1oQUIqMdkafh7/kO23/Av/QTXVX3/ACDrr/rg/wD6Ca4e2uJLW5jniOHjbI9/b6Vq3fiOa4tTCkCRF0KyNndnPXHp39eteJmOBr1cWqlNXTSXTSzk9evXomcGLw1SrWjOOyMWrWm/8hSz/wCu6f8AoQqrSqzI4dGKspyCDgg17laDqU5QXVNHoSV4tHo3/LX/AIFXnFbp8UXP2VUEMYuMYaY9/fb0z09vasKvIyfCV8Pze2jbRLe+19dOmunXukcOAw86PNz9QrrvDlx52lmHjdA5GAD91uQfzz+VcjU1rdz2c3nW8hjfGMjuPpXZmOEeJo8sPiTur7X2/FNry312N8VQ9tT5Op2V9pdrqJjM/mK0YIDR4BI98j/OaxNV0GK0tWubeZyqY3JIOeTjII+o4qWPxUQg82yVn7lZCo/LB/nVTUtelvoDAkKwxNjcM7icHPX06flXjYTD5hSrRioyjG+t3Fxte70u3rrbT7jhw9HF05KL+FGRXo8n+sNecVuxeJ547URtAkkygASMx5Ax1Hc++a7c2wlatUp1KUb2TXTry66tdvU3x+HnWUeToZmpf8hS8/67v/6Eaq0+SR5pXlkOXdizHHUmmV61CDp0owe6SR3RVopG3oOqi3k+y3MmLdvuFuiN9ewP+e9dM6R3EBR1WSGReRnIYdj/APXrz6r1lq95YYWKTdGP+Wcgyvf8uvavHx+VOpJ1aFrvVrbXun0f663R5+KwPtJe0puzOhfw5pzyFh58YPRUcED8xmrFlpNnYP5kKM0nOJJDkgH07D/69ZMXilwhE1mjtngo5UY+hzUM/ie6fcIIooVOMHG5h+J4/SvPeDzCpenJS5fOSt89W380zneHxs1ySenqdBfX0OnW/mzck8JGDy5/w964q6uZLy5kuJcb3POBgDsB+VNmmkuJmmmcvI5yzGo69vAZesN783eb+5Lsv1fX7ku7C4SNBd2FdF4c1FVBsZnxlswk9Mnqvt7e+fWudoroxmFjiaXs27PdPs/638javRjWg4SPQLi3iuYjDcRB4yQdp4wfUelZp8N6ezMd1woJyFVhgfmKwrPXL2zTy1cSxgYCSjIXp07jp06Vox+KiIwJbJWfuVkKj8sH+dfPTwGPoX9km7/yyS+dpNL8/U8tYXF0dKb0L8Hh/T4Jd5WSXHRZWBH5ADNaRMcUeXZIokAGSQqqOgrnJfFMp2+RaRJjr5jF8/yrKvdSur9szykqDkIOFH4fj1604ZbjcRJOr7vnJ3a9Em1+KBYLEVmnWehLrGoHUL0lf9THlYxk8jPX6n/Cs+iivpaFGFCmqcNkevCChFRjsjrdC1NLq2jtJDi4iXC5/jUdMe4Hb8fWtC7s7e+i8q4j3Bc7SDhlPsa4KtaDxFfwptdo5hgAGVeRj3GCfxrwcVlFSM+fDbXva9mm/wCV/fppba9tF5tfAS5/aUXZmv8A8Izp/eS6/wC+l/wqe00Sys5RKiPJIpypkbO0+wAH61nL4qAQB7EFsckSkAn6YqOXxTOXzDawouOQ5LHP6VyvDZlUvCUZWfeUbfhK5k6OOl7renqdDdXMVpA1xcNtQfmx9B71w99dtfXslyyBC5HyjsAMD9BSXV7c3sm+5maQjpnoPoOg6VBXr5blv1b95UtzWtpsl2Xfbe3yXXtwmEVBXerYUUUV6x2HS+CP+Q1N/wBe7f8AoS131cD4I/5DU3/Xu3/oS131fi3HH/I3f+GJ8rm/+8v0RzXjf/kCw/8AXwv/AKC1cDXfeN/+QLD/ANfC/wDoLVwNfc8D/wDIpX+KR6+Uf7svVhRRRX2B6YUUUUAFFFFABRRRQBPZSJDf20shwiSqzHHQAiu8aWKGI3EkiiFRu8zPBHbHrmvPKK8rMMt+tyUlPl0s9L/d2e/f0OTE4RV2m3awUUUV6p1hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdL4I/5DU3/AF7t/wChLXfVwPgj/kNTf9e7f+hLXfV+Lccf8jd/4Ynyub/7y/RGbrmk/wBs2SW/n+TtkD7tm7OARjqPWuf/AOED/wCol/5A/wDsq7KivKwPEOZYCj7DDVOWO9rRf5ps5qOOr0Y8lOVl6I43/hA/+ol/5A/+yo/4QP8A6iX/AJA/+yrsqK7P9cc6/wCf3/ksP/kTX+1MX/P+C/yON/4QP/qJf+QP/sqP+ED/AOol/wCQP/sq7Kij/XHOv+f3/ksP/kQ/tTF/z/gv8jjf+ED/AOol/wCQP/sqP+ED/wCol/5A/wDsq7Kij/XHOv8An9/5LD/5EP7Uxf8AP+C/yON/4QP/AKiX/kD/AOyo/wCED/6iX/kD/wCyrsqKP9cc6/5/f+Sw/wDkQ/tTF/z/AIL/ACON/wCED/6iX/kD/wCyo/4QP/qJf+QP/sq7Kij/AFxzr/n9/wCSw/8AkQ/tTF/z/gv8jjf+ED/6iX/kD/7Kj/hA/wDqJf8AkD/7Kuyoo/1xzr/n9/5LD/5EP7Uxf8/4L/I43/hA/wDqJf8AkD/7Kj/hA/8AqJf+QP8A7Kuyoo/1xzr/AJ/f+Sw/+RD+1MX/AD/gv8jjf+ED/wCol/5A/wDsqP8AhA/+ol/5A/8Asq7Kij/XHOv+f3/ksP8A5EP7Uxf8/wCC/wAjjf8AhA/+ol/5A/8AsqP+ED/6iX/kD/7Kuyoo/wBcc6/5/f8AksP/AJEP7Uxf8/4L/I43/hA/+ol/5A/+yo/4QP8A6iX/AJA/+yrsqKP9cc6/5/f+Sw/+RD+1MX/P+C/yON/4QP8A6iX/AJA/+yo/4QP/AKiX/kD/AOyrsqKP9cc6/wCf3/ksP/kQ/tTF/wA/4L/I43/hA/8AqJf+QP8A7Kj/AIQP/qJf+QP/ALKuyoo/1xzr/n9/5LD/AORD+1MX/P8Agv8AI43/AIQP/qJf+QP/ALKj/hA/+ol/5A/+yrsqKP8AXHOv+f3/AJLD/wCRD+1MX/P+C/yON/4QP/qJf+QP/sqP+ED/AOol/wCQP/sq7Kij/XHOv+f3/ksP/kQ/tTF/z/gv8jjf+ED/AOol/wCQP/sqP+ED/wCol/5A/wDsq7Kij/XHOv8An9/5LD/5EP7Uxf8AP+C/yON/4QP/AKiX/kD/AOyo/wCED/6iX/kD/wCyrsqKP9cc6/5/f+Sw/wDkQ/tTF/z/AIL/ACON/wCED/6iX/kD/wCyo/4QP/qJf+QP/sq7Kij/AFxzr/n9/wCSw/8AkQ/tTF/z/gv8jjf+ED/6iX/kD/7Kj/hA/wDqJf8AkD/7Kuyoo/1xzr/n9/5LD/5EP7Uxf8/4L/I43/hA/wDqJf8AkD/7Kj/hA/8AqJf+QP8A7Kuyoo/1xzr/AJ/f+Sw/+RD+1MX/AD/gv8jjf+ED/wCol/5A/wDsqP8AhA/+ol/5A/8Asq7Kij/XHOv+f3/ksP8A5EP7Uxf8/wCC/wAjjf8AhA/+ol/5A/8AsqP+ED/6iX/kD/7Kuyoo/wBcc6/5/f8AksP/AJEP7Uxf8/4L/I43/hA/+ol/5A/+yo/4QP8A6iX/AJA/+yrsqKP9cc6/5/f+Sw/+RD+1MX/P+C/yON/4QP8A6iX/AJA/+yo/4QP/AKiX/kD/AOyrsqKP9cc6/wCf3/ksP/kQ/tTF/wA/4L/I43/hA/8AqJf+QP8A7Kj/AIQP/qJf+QP/ALKuyoo/1xzr/n9/5LD/AORD+1MX/P8Agv8AI43/AIQP/qJf+QP/ALKj/hA/+ol/5A/+yrsqKP8AXHOv+f3/AJLD/wCRD+1MX/P+C/yON/4QP/qJf+QP/sqP+ED/AOol/wCQP/sq7Kij/XHOv+f3/ksP/kQ/tTF/z/gv8jA0Pw1/Y169x9r87dGU2+Xtxkg56n0rfoorxcdj8Rj63t8TLmlteyX5JI5K1adaXPUd2FFFFcZkU9S1KHS7ZZpklffII0jiXczsegA/OjTdSh1S2aaFJU2SGN45V2sjDqCPyql4kXT2sIW1K7mtY0nVo5Ic7g4Bx0B9/wAqPDa6ethM2m3c11G87NJJNncXIGeoHt+ddfsofVuezvffp/kbckfZc1nf8DZorFTxboTtgX6jAJ+aNx0Ge4//AF1D/wAJbbGJ54tO1OW3XcfPS3+QgdTknpx3qVg8R1g16q35i9jU/lOgqnqWpQ6XbLNMkr75BGkcS7mdj0AH51LaXttfwCe1nSaM/wASHODjOD6Hnoa5/W9W0C9/0O61KaCS2n3ZhRgyuuR12n17UYehKdXllFtLeydwp0252aZs6XqkWrQSyxRTReVKYnSZQrBgBnjJ9avVjeG109bCZtNu5rqN52aSSbO4uQM9QPb86t6hq9lpu1Z5czP/AKuCMbpHJzgBRzyRjPTNKrSvWcKcX6dQnD33GKL1FYf/AAlEEfzXWnanawj7009sQi+mcEnk8dO9bEM0VxEssEqSxt0dGDA/iKipRqU1eSJlCUd0SUVT1DVbHSo0e9uFiDnC8Ek/gOf8is//AISaNfml0nVoYxy8klrhUHcnnoKcMPVmuaMdAjTnJXSNp3SONpJGVEUFmZjgADqTUVve2l5u+y3MM+zG7ypA2M9M4rE1fxDpUmgTlLtW+0wyxxYRuWC4weOOo6461laJfWfh69uo9Q3WnnW9qyKYW+YiP5jwP72c++a6aeBnKlKTT5lsrb6pP7rmsaEnBuzuddf30Om2Mt5cFhFEMnaMk84AH1JFVtM1mLVJbiJLa5gkt9u9LhAp+bOOMn0qvLqGja/pN9F9oaS2jj3TsqspQckEZHONue/SofDQ0tpb2XT9Qub2R9nnPcEkjGdvJUe/r0qVQjGhNzi1JeTstt/x38hezSpvmTuv+AdBRVPUNVsdKjR724WIOcLwST+A5/yKz/8AhJo1+aXSdWhjHLySWuFQdyeegrCGHqzXNGOhnGnOSukblFQWl7bX8AntZ0mjP8SHODjOD6Hnoaqahr2maXOsF7c+VIy7wvls3GSOwPoamNKpKXJGLb7W1EoSbslqaVFY03iWyWVo7SK51Bk++bKLzAmemT0556Z6GrOn6za6jI8KCWG5jG6S3nQpIo7HH5dPUetVLD1Yx5nF2G6c0rtGhRRRWJBlapr9tpc4geC5nk8ozMsEe7YgONx5GB1/KtC1uEu7SG5jDBJo1kUN1AIyM1zviOLRhfpLqGp3NpNJB5WyBj80eTnICk4JPfg49q147qx03QoJzMwsooYwsjKSSuAFJAGecjtXbUow9jBwi+Z+T19DeUFyRcU7s0KKw38X6GsEkq3m/Z/AI2DMcHAAIHp16dM4zR/wlEEfzXWnanawj7009sQi+mcEnk8dO9Z/U8R/IyfY1OxuUU1HSSNZI2V0YBlZTkEHoRTq5jIKKKzL7X7GxuTaEyz3mARb28Zdz/TpzyelXCnOo7QVyoxcnZI06Kw/+EptIvmvbTULKPoJLm2IUn04zz1/KtC81Wx0+0jurm4VYJCAjqCwbIyMYz2FXLD1YtJxeu3mN05p2sXKKw/+Emjb5otJ1aaM8pJHa5Vx2I56GrVjrun6hKYIZ9twOGglUo6nnIwepGDnGcYpyw1aK5nHQbpTSu0aVFVNQ1K00uBZ72Xyo2bYG2lucE9gfQ1nP4u0cRK0M73EjtsSGKNi7HjoDj179ecZpQw9aorwi2vQUac5K6RuVHNNHbwSTyttjjUu7YzgAZNY6eKrJZ44ry3vbDzPuPdw7FY5HGcn169K09QWFtNuluXZIDC4kZeqrg5I/Ch0JwklUTV/60G6cotcyKel6/bapOYEguYJPKEyrPHt3oTjcOTkdPzqDUPFNpp11cwSWl7J9m2+bJFGCi7gCMnPHXvVLw4mif2kW0/U7u7nS38sLPnCxgjgZUYwcce9UNc/5mv/ALc/6V6MMLReIcHF2stHdbyS/U6I0oOpy2dtPzSOq1TVItJgilliml82URIkKhmLEHHGR6U/TdQi1TT4ryBXWOTOA4APBI7E+lZ3iX/mD/8AYTh/rR4P/wCRVsv+B/8AobVyyowWEVXre35/5GThH2PN1v8A5m5RWH/wldhL/wAeMN7f4+/9mt2Oz0znHXn8jTk8UWIkVLyG7sC5Aj+1wlA/rg8jjjOcday+qV/5H+v3bk+xqdjaopqOkkayRsrowDKynIIPQisq28T6NdziGG9UuQW+ZGUAAEkkkADgGs40qk03GLdt9NiFCTvZbGvRWK/i3Qo5GRr9SVJB2xuR+BAwfwqWz8SaTf3SWtrd+ZM+dq+W4zgZPJGOgq3ha6XM4O3oynSqJXcX9xq0UVlXniTSbC6e1urvy5kxuXy3OMjI5Ax0NZ06U6jtBNvy1JjGUnaKuatFFFQSFFFFAGH4l/5g/wD2E4f60eGv+Yx/2E5v6UeJf+YP/wBhOH+tHhr/AJjH/YTm/pXo/wDMH/Xc6f8Alz/Xc5iCz/tLSPDliGSNpvtX71k3lQCcgAnHPr1GARiugvdBg0+wuNQt7q9F/DE0huWnLPJtBIV88FeBxjsKytD/AOZU/wC3z+tdVrX/ACAdR/69pP8A0E11YutUjXjCL0bf/pcv6tsa1pyU1FPS7/8ASmZGi3D/ANu7VCql/YR30iLwqykhTtHbPU5ySe9S6joOmQTJqEdttujeQuZPMY8tKueM47mqui/8h7Tv+wHH/wChCtzVv+POP/r5t/8A0clc9WcoYiKg7Xtfz6Gc241FbrYy9EuEtLTXrmQMUhv7iRgvUgAE4rnoIorvUtuo6mls15Abq5ljlCkq+AkOW6AA5x3BAwcA1tWKPJoviaONWd2u7pVVRkklRgCsqLSbbWdQ0uO5uJRC+lp5TIyjLpwyA45xySOSPpXZRcYyqSbt5/L+n8vI3hZOTf8AWheuNP8ADltC1xpV9b299CC8LR3o5bBwp3EjBPWpvDF3GL9oLdUFveWy3oSNdqxSZ2SKAecFh64GOKP+EA0r/n4vf++1/wDiatWfh+0tpbpbXU7l7pbY22ZJg5gVuVwBgjGMjpWNSvQlSlDncn3a/rr+vczlUpuDXM36mHYefrWqQ3PnPHdXfmSGRWBNtaglAq5GAxbI3DkYz3NdB/wilgnzwTXtvcH/AFlzFcMJJPXcTkcnk8dayPDkqf2lpMxiWGOfTWt4wvO6RJCW6dMgbufXqa7Oox1epSq8tN2X/Bat522/4JNepKMrR0Ryd14aih0PUpNQZbudDNcxTDKYZkBJKg46r05H8qraPptrrt9ctqaPctFbWmwvK2Ruiyeh7nn866PVZoptB1TypUk2QSo+xgdrBTkH0PtWP4R/4/L7/r2sv/RNVTr1Xhqk22mtultY7dvkVGpN0pSb1/4KL1zo9hpOg6r9hg8rzbZ9/wA7NnCtjqT6mqPhH/j8vv8Ar2sv/RNbmtf8gHUf+vaT/wBBNYfhH/j8vv8Ar2sv/RNZ05ynhKspu70/OJEZOVGbf9aoo75dUuoLyCTyrzVJZI7aVgT9nt4wQ2Bn5XPPT1OCM1tP4S08Rs9u9xDekHF4JmMm49WPODnnPTqelYujfuv+EZ8z5PJluoZd3GyQ5wjejHsDzXcVWNrVKM1Gm7LX8JNJelktNvvKrzlBpRdv+HaOM0G8lj1uHzI1Se8MtveIqgDzovm8zjOchsEDAzk0eJ5IotYvHmgWdBpa/u2YqCfPGMkc8HB/CoLJxe3lrEgYQ3WszXkUpUjcsagjAPrnGe2Kd4w/5CN7/wBgxP8A0oWuyMF9bj0bX/t1vl28rGyS9sv66/0vkatn4TjSyhjvL25kkjUbVik2RxOOjIBj5h6nqSSRzWRch7O+ZpZpZm0m9hLXjt+8FvIMlWxy2Dx3+8eAOK7quH1z/ma/+3P+lcmCr1K1Rqo77fjJJ/g2Y0KkpyfN/V2l+p3FFFFeQcZyutf8h7Uf+wHJ/wChGjVv+ScR/wDXtb/zSjWv+Q9qP/YDk/8AQjRq3/JOI/8Ar2t/5pXtU/8Alx/iid0fseqGyaWNW8V6hiZrT7KYi0tvkSybo8D5iTtx7Dnv2NS31hHoP2a4t5Zmt5p1hvUuH3xOr5DSPnox454HtzVvS/8Akatf/wC3f/0A0eMP+RVvf+Af+hrWaqzdenRb91qK+9L/AD0I55OpGHTT8UhvhRTDY3lmHZorS9lhi3YyFBB5x15J/Ot6sPw1/wAxj/sJzf0rcrixn8eTMa3xsz9b1B9K0a4vY41d4wNqseMkgDP51zmmaRJc3k9j5zLawEfbpo5CWvJiuWUvx8oyQR1555ORr+MP+RVvf+Af+hrUfh6aJNQ1ezEqPIbk3SlGBDRyAEEeuOM9uRXXh26eElOG93+HL+V399+hrTbjRclv/wAN/mD+FLaHzG0y5msmddrID5kTjnO5Gzu4JHWmjw6ieGrOwub1oTaSCdp4jt2kEk8npgMefYH2roq5bX50v7sWjOzWMNk1/Isb4FyAflXI6DjORnr7A1nQr160lFy21vu9Pz8ripzqTdm/Mq3EXg6GQC9vGvJ2GWnaaSVm7DJTjjGPoBVRrv8A4l9/e2tzcXUWnXEMtpdTlizFsLIhJwdvqBjrWrpehS3enxXcuoXFobgeasOnkQxqrcgYA5OO556DnGayNQs4LC18UWtrH5cKfZNq5Jxkgnk89TXpUpU5T9nzOTTW7uviSdtFbe2mlvkdMHFvlu29PTdI6TxL/wAwf/sJw/1rIsdCTV9Q1a4e5ltohdzQNHbfKz/dzuY5JB/u9M9MdK1/Ev8AzB/+wnD/AFo8Nf8AMY/7Cc39K4qdWdLC80HZ/wDBMIycaV4/1qZ+qaWmltaW0Ekp0y9mFrLau+4IWB2sm4HGDluvXH4PsZ5n8Gana3G0y2Mc9qWU8NsXjHA7ED8M1d8T/wCkWtppo5+23KRuq/fEYO5mX6YGTggZqjZ/N4c8SSrzHLPdPG46Ou3qD3HB5q4TdShGU97r89/zXyKTcqact7/1/XkGi/8AIe07/sBx/wDoQqjrn/M1/wDbn/Sr2i/8h7Tv+wHH/wChCqOuf8zX/wBuf9K3p/7z8o/+lxLj/F+7/wBKRueJf+YP/wBhOH+tHg//AJFWy/4H/wChtR4l/wCYP/2E4f61n6XfHTfh2t0pYOkcgQqAcMZGCnn3IrkUHPBxhHdyS/8ASjJRcqKS7r9Rsui6FpNv5OqanNLCmWS2lnICgscMEXnPUZHueO1WOfRk1Cxh0GeaRZpxHPZHzDE0bAh2KsOSBjvjjpT9P0aSXVZrETeQ1oqvdXUZ3TzSyLk7XIyq9Rx1Gc53HE+q6LBYT6Tcedc3NwdRhTzrmUuwTJO30xkZ6d661OHNyTqOTa+Wqurq3z3ua8yvyyk23933Gp4ZdxY3NozM6WV3JbRsxyxRSMZP444xwBXKRWr32jeG7aFImuHNyYzMf3YwSTkYOegI7ccgg11Phr/mMf8AYTm/pWHof/Mqf9vn9ainJwnUkt07/wDkk2KLtKTX9e7I1n8K/abbyr3Vr6QEBWjiZY4sDoBGAQMYH5ZrJ1a0bT7+92jfIso1OyLgYLA/vVJ4J4wdoPRR+PcVh+JoWS1g1SJXafT5RKFQkFkJAdeOgI5JweAfeuXC4ypKqozd0/z/AODaz8jKlWk5pM0H1O3j0f8AtN9ywGETYbAbBGQOuMnIHXrXKaPHJf6nawsFZFkOqXe3O0SyDMajjjAIOMnOW64qt9oZVfRGidtKDNfCRFJ3WuPMCcgHk4G7PXiun8Nwyf2ab+4X/Sr5jPIc54P3AD12hcYBPGTW0qawlKT6y29Ht+F79nYtxVGDffb+vv8AwNmiiivHOIKKKKAMbxFbXdxBYvZ2/nyW95HOY94XIUHufwo8O213bwXz3lv5ElxeSTiPeGwGA7j8a2aK6PrEvY+ysrd+v+X4GntHychx2i6Zq0N1o0d1p/kw2Pn7pfORt28HHAORzx3rptUhkuNJvIIl3SSQOiLnGSVIFW6KdbFSq1FUaSa7X7t9+7HOq5yUmv6vc5jQrLU01aCe8sfs0cGnLaBvOV9xVgc8dM81qa5cJDb2kbBiZ72CNcdj5gbn8FNN1+K/nsoY7AzAtOvnGB1R/L5ztJIwen/6s1zsX9q6hcwGWLUbuaCQSQi6t1tYYz/fbBJfBwcDBxmuyEfrElXk0rdPy38+7Nor2j9o2lbobfhr/mMf9hOb+lZ99oF1byOttbLe2ZkMlvEswhltJDkko2Mbc849cccEnc0bTRpenrCXZ5nPmTyMxbfIcbjk/wCfxrQrCWKdOtKVPVP9PxM3VcZtxOH87U3/ANGifxGbduESS2VJCe2Zs5A3d8cDitHQNEu7PVpNQmgS3WSAxmNpzLKX3AlnboScE8eo46109FOpj5Sg4Rilff8ArT79xyxDaaStc5XVNBu4riaWzh+129xP55gExieGTaf3iMTjOSScj049KPmatdf6Ora/Io/1KNClseP783OeM9RycV3FFEMwkopSim1/X9Ws+7BYhpaq5g6Loj22i3tlcosKXcjsI45NxiR1A27iOSPXmsaWw1KwkjM8N8z2sfkW97pxDF0HKK8XcDnPTPQ56129FTDHVFOUmr3/AK/q9xKvJNt9TldOtNYm07WRdi5f7VBi2W4kXJJVs/LnCZJHy9unOM1P4X0+/s5ryS+tfI3xQRoPMVs+WhUng/Q/jXR0UqmNnOM48qSlb8Lf5BKu2mrLX+v0OW1rQrlp5ntLdbu0uzuntN6xlJMcSox4B9fXvnPGc8uqXUbWbtr0ttICgiaySNmHYNLk47ZJHIzXdUVdPHyjFRlFO39f01Z+Y44hpWauYui6O9pMbydIopDCIYreIcW8eSdu7PzknBJ9c1l+KNJ1O91CV7Oz86OWzWAt5qrtIl39Ceeg/OuuorOGNqQre20b/r+vzJjXkp84Vx2taZq011rMdrp/nQ33kbZfORduwDPBOTzx2rsaKjD4iVCXNFJ+vqn0t1RNOo6buv66hRRRXOZnNa7Yak+pS3NlaLcpcWD2bDzQhQk53c9ev8+lS6jpt3P4K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L8iRyswuEnKhdrENmQcHIA4PO48HjGj4eUR6OkQLFIppo0DMThVlZVGT6AAfhRi8NCFNVIJrW1n8/8AIqLv/Xp/mM/4SfSdqE3EiiQAx7reQeZkgDZlfm+8OBn1p/8Abag7nsL1Yf8Anr5YPHY7AS/PptyO4HNYunxC4t9ChSL/AEg2eVuMA+Qm1NxAP8RJUDg4yT0yDrz6Eix+ZY3FzHcplo/MupHRjg4VwxPy56459DW9bD4OjPkle7/D8v19O8pye/4en9dvXto2t1BfWsdzbSrLDIMq69/8+lc5fSJFcajJI6oialaszMcAAeRkk1PozoNWWW2Gy21G1N00ZBBDgr83XAJDjPH8I5qK8x52rDYrOb2ERBs7fMKQhCcc4DbSfaqw1BUcTKHS36obbas/P8maK69FMiyWlleXMLAESKioD9BIyk8Y5Axz1q/a3cN5EZIGJAO1gylWU+hUgEcEHkdCD3rNfQC9ng6jd/btoP2kSEDcO/lg7Me2OnfPNVtOnEupaffkNEL20KFd5ILcSIMew83nHr6isJYfD1KcpUb+7/X9beaGm1v/AF/Xz9TTtNZsb541gkk/eDMZkgdA/GflLAA8c4HYE9qv1y9z/wAS5rgD5Rp8q3UI6kQEHcB26ecijjAC9ODWtqt0DpYW2l/eXn7qCSNum4E7wR6KGbrztwDyKzr4SKlD2V7S7/12/UFJ213/AK/UZF4j0qWSJBcOnnIzxtLC8asoXcSGZQMAc5zU9rqkN1cfZ/LnilKmRFljI3oCBuHp1HBww7gVn2FnHe3F6JYU+xJF9ihVSQCpH7zGMcfdXgnBQ9Oau22lGG7W4mu5bgxgiJZFUBc4yxwBluoyMcHGOpNV6WFpuUU3dfn933iTnf8Ar5/8A0aKKK840CiiigDJ1MFNXsJW4Ro5oQf9s7GA/JHP4fSnaBKraVHbYYPZH7K+VIyUAAPP95drd/vdTV27tY7y2aCQsASGDKeVYEFSPoQDzxxzWHLp9/v825sknkGUE9hcGKUrkkA5K4X1G889u49KlKnWw6ozlytf8H/Mh6P+vL/Is3ksc2vxJE6s1tbuJgD9wuyFQfqEY/8A6xmvHPPb+GZXtnWOZ7ySJXZd2zfcld2O+N2aitYLyz1QW8i2scTxvK0cBLndlAHkcgEs3z9hnaeTji/ptol54ajSQsFu1afK/ejMjGQYPqpYYPqAa6a3s6VCmr3imvnvcW6031/QrWlkZrq5t7ec2cMW0t5aKZZXYZLksDlSOMkZLK3PHIlv5OsuqXFxKIoQJXkkyHdjkDaMKpVVHQDIcE+pjmsNSNwpnsYppCGRbuzuWhYDPyh+jBeckAvyOh4p0el6vBcxzRNamIRshtTM4CsWB3l9pLseckgde+STt7WHPzOorNaL+v1/yGpJST1t8/y208v8yzYpZTeE9Ntr8xGG4toYgkrAb2KDAHvxxjnjim3thc2lnO8U0VzbJGxa3u8Alccr5nQDH94EnnLc5DpNImOiaba4glls0UNG5Ijk/dmMjODx8xPQ9Md+KX9kzn9wNKQIOTG14fsh+iAHnPPMYGcnOcE81CUVJzjUtq7p27+bXTsQrpdn8/8AJ/cXdMlaC/S1R3NrNbmWGN12+TtKggAjODvHB+7twOOBtVn6XYz23mT3ksUl3MFDGJCqqqjhRknOCWOTyd3sK0K4MZOE6rcNvz/r8dzWJy95u+26qoSRniure72BDl0VYz8vqT5bge47V0kE8NzCs1vLHLE33XjYMp7dRVXUdPe8MUsE/wBnuYshJCm8FSQWUr3B2joQRjr1zjy6dfIxKadteV8n7HqLxR5J+ZpMBefcKxOPpXW/ZYmlFOXK46a+lutuxGsX/Xr0udEk8Mk0kKSxtLFjzEVgWTPIyO2a5zQP9bov/YLb/wBo1paRpj2Ms0zrbxeYiRrBbr8sYUuevGclyeg/HrVbR9Lv7SezN0tsEtbQ24MUrMXJKc4KjH3PU9aVN0qUKsIyvtbz0d/xBtvf+tUXNd/5Bi/9fNv/AOjkpmjf6/VP+vsf+iYqsarazXdgYrfy/NEsUiiRiqna6tjIBx09KZpVrc2wu3uliV55/MCxOXAGxF6kD+76VlCpFYOUL63/AMhv4v68zItP+Pyx/wCwpdf+162dajeXQtQjjRnd7aRVVRkklTgAVn2+l38eoQNItt9niu5rgOsrFyH8zA27cD/WDv2reqsZWi6sJwd7L9WxRV42/rZGHp1xGdV89WzFfWsfkvjAOws2Oe5D5A9Fb0rWurqCxtZLm5lWKGMZZ27f59KzLvSZcSpbx2txbSuXa2ucgBidxIbDZGecFepPOABVeCzvmOI7OWPDA79QuzLsOCNyAM/OCcjK5zjPprVhQxEva89trrr/AF8mO7/q/wDX4oZpVvIJtItZVIa0tfNkCnO1wojAJ6YIaT6leOhpl3/x+X3/AGFLX/2hW3Y6fHZCST5XuZyGmm24LkDA+gA4A/mSSc240u/k1Cdo1tvs8t3DcF2lYOAnl5G3bg/6s9+9aQxcJ4iU27K1vxT/AMyZKy/rtZG9XMaB/rdF/wCwW3/tGunrB0fS7+0nszdLbBLW0NuDFKzFySnOCox9z1PWuTC1Ixo1E3q/8mVLf+u6LOs/6/S/+vs/+iZagtLl7Pwve3UYUvC13IoboSJJCM/lVzVbW5uRaParEzwT+YVlcoCNjr1AP970pLHT2XR5LK+WNvOaYyrG5K4kdmxnAPRsZ4qvaU/qsYvpJXXlqJp3aXn+SMq2gkOo/wBlw3RiVIBNLO7b7iUk7QRuBHG3kkHgqABxiY2zW2tRxi7uLjbbs0vmsABuZdnyqAv8MnOM+p6Ul5pt0XjM1q14IWPkz28/lTjIxk8qBxwcNzwdo6Ah03VbaRWggsEjIbzIfPbLuduHL7MseCDke5J7ej7aDkp+0Vrbaf8AD/fbX0GnaXl8/wAti/oX/IMb/r5uP/Rz1laB/rdF/wCwW3/tGtzTbV7OxWKRlLl3kbb0BdyxAPfG7GeM46CsqTSbyCFbaKOK4t42/cMszQyRDkKuRngA4LBgSM8E/e46VWnKdaLlbmen4/5itovT/It6svl3lhdDP32gcn7qq4zn2O5EA/3sdSKNCkxb3Fq6sksNxKxVscq7s6sPYg4+oI7Uun6UItPmtrmOJY5ZN6wQsdkIwMBTgY5G7IAwT681SuNPvVf9/bLerG2IJ7eQRXCggZzkqB0IJVhnj5cZwRdKpSeHc9no/wCvV9fNXDXf+v60LutsHht7VeZZZ43A9FRw7E+3y4z6so71nLI39k63dxNIqxXXnAgFfMESR7lB9CUZM9OvWnx6ReTxyIif2es2PMnaXzblgOxPIBxnDbmwMcem5a2sFjax21tEsUMYwqL2/wA+tKVWlh6SpwfM73/L/JdwacjLs5Y4dflSV1Vrm3QQgn75RnLAfQOp/wD1HFjXWzpE1uPv3Q+zKO/z/KSB32glseinp1rPfQ5rWHyIUS8s0ffDHK5WWAAcBG5yRztJKkcDd3FS8sbuKxmmWJrR5FEKTSXBluAXYKqknO1dxBOGPGcAE8bOnQrV41VPtp/Wv9bilLR3X9fka2n/APIcvv8Ar2g/9ClrPu/+Py+/7Clr/wC0K0dMBfV7+VeUWOGEn/bG9iPydD+P1qvcaXfyahO0a232eW7huC7SsHATy8jbtwf9We/ehVIQxc3J291f+2lT2fz/AFN6uQsY57prQ28iw3GpJ9su7k/M4UbfkQHI/jCjPCgHqa6+ufutHljgS2S1W6s4SrQhZtk0WPuhTwDj+9uU49Ty3Nl9WEOaLdm+v3/8B/IJrr/X9dLhc2b2uoWCi+up5Gd3ZZGVQIwhB4VVB+Zo+uT6d6vaF/yDG/6+bj/0c9Z0em6nG6zW1vaxZbMqzTs8sy7TgPJtOCpI4+b0BAHOtpVrNaWAiuPL80yyyMI2LKNzs2MkDPX0rXGVIvDqHPzO6/UUd/v7+XcwtGljt/7ClmdUjksfs6sx6yMIyq/iEb8sdSK6S7uUs7SS4kDFY1ztX7zHso9STgAdyRXJ2cd3cWmjwWpgYNpxMkNxnZIv7oEHHQ4JwcHvxzV1bC+Dkw6c32qMHZPfXZljU4wdhyzc/Rcgc44FdGMw9KpV5pzt3Xzf9dRJ2/D8l/XQdpETW+p2Fo3zSWunFJWUHaCTGBzjvsbH0qO7/wCPy+/7Clr/AO0K3bGzFnE4L75ZX8yV8Y3NgDgdhgAAeg5JOScu40u/k1Cdo1tvs8t3DcF2lYOAnl5G3bg/6s9+9YwxUJ4iU27K1vxTCSsn/XSyN6uV0z/j18Nf8B/9J3rqqwNN0q/hGmx3QtkSxAw0UrOZCIynQqMfez1PTHfNc+DqQhSqqTtdfo/8ypb/ANd0WNWhSG9s9QCKGDfZpXx/A/3fc/OEA9NzfUYcd1JZxNDIksy6RGYYhtz5zuR5QGB94JtXOM/vD25PT6t5P9jX32jzPI+zyeZ5eN23ac4zxnFZcEdxd6lZQzGL/R4xcXSqpKlyMIBk9N29hwcFB04rqwVZewbmvh/r9WvmhNa3W/8An/wyfyZrabZLp2nQ2odpDGvzSMTl2JyzHJPUknr3qaKeGff5MscnluUfYwO1h1Bx0PtTbuF7iyngjmaF5I2RZV6oSMAj6dayrHTrlNThuJLW3tlghaHML7i4OCFHyj5B+ByOOM7vOjGNWM6k5e9v6j+GyRt0UUVzFhRRRQBn6tFcyQwtbCVgkhMkcUmxnUoy4ByB1YHqOnrispLuVFZVu9Z2ldqA2DMU5HQmIknAxlievrzXS0V10cUoQ5JQT/r5kuOun9fkcxbWdzfJPFC17EHfE19dZSZh97EaleAMkdFC5yMnNdLHGkUaxxoqIgCqqjAAHQAU6ipxGJlXavol0BRsFFFFcxQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHI2k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alt="Classical split and splitless injection in capillary gas chromatography: With some remarks on PTV injection (Chromatographic methods) Konrad Grob" title="Classical split and splitless injection in capillary gas chromatography: With some remarks on PTV injection (Chromatographic methods) Konrad Grob" width="430"/> <p>Konrad Grob: Split and Splitless Injection in Capillary Gas Chromatography: With Some Remarks on Ptv Injection Chromatographic methods 1993: 978-3-7785-2184-7: Hans J Hentschel: Licht und Beleuchtung: Theorie und Praxis der Lichttechnik: 1992: 978-3-7785-2185-4: Harald Fuhrmann: Gefahrenmeldesysteme: 1999: 978-3-7785-2197-7: Jens von Aspern. Practical Gas Chromatography - Free ebook download as PDF File.pdf, Text File.txt or read book online for free. Katja Dettmer-Wilde, Werner Engewald Eds. Practical Gas Chromatography_ a Comprehensive Reference 2014, Springer-Verlag Berlin Heidelberg. The key feature of a splitless injection is that all the carrier gas flow is directed to the column and the splitless valve is closed during injection. ChromaBLOGraphy: For a Few Dollars More – Saving Valuable Samples with Limited Volume Inserts in GC Autosampler Vials. 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