var fDesc=new Array(); fDesc[2] = "circuit with component values and displaying the frequency response. It has a filter wizard to design a filter step by step by selecting: type of filter, frequency (Hz), attenuation (dB) and approximation. Also you can design analog to digital converters."; fDesc[3] = ", re-calculate, cut/paste, save/restore. Select font, button size, show/hide keypad. Numeric bases: bin, oct, hex."; fDesc[4] = "and calculates the level of ink/toner based upon the capacity of the cartridge. The program doesn't check on the hardware level, it only makes an approximation of the amount of pages that can be printed by using one cartridge."; fDesc[5] = "Original document layout is fully preserved. Original PDF formatting and interrelation of text and graphical elements on each page."; fDesc[6] = "Building on years of research, AIPL SpinCycle is the best plug-in to digitally simulate a rotating speaker. If you closed your eyes and played an actual Leslie speaker, then played SpinCycle, we bet you couldn't tell the difference! We couldn't! It's that good (patent 6,873,708 and more pending). Add this sound to organ (e.g. Hammond organ), or to guitar and vocals to produce harmony or a unique flange, and hear the difference! AIPL SpinCycle simulates a mechanical rotary tremolo and vibrato system and is based on the Doppler-effect. There are thus no sonic tradeoffs, just great big rotary sound! In addition to simulating the vibrato and tremolo modulation, SpinCycle simulates the tube pre-amp, as well as automatic speed controls and stereo-effects for an infinite number of microphone placements. To simulate the classic Leslie foot pedal, use the AutoRhythm setting. To create a totally..."; fDesc[7] = "easy to use. Converted data can be exported in different formats. The program also has tools for automating curves selection, inserting intermediate points, recalibrating y axis independently. Plot Digitizer is multiplatform."; fDesc[8] = "external program. The input and output formats are configurable."; fDesc[9] = "identification, analysis and forecast of the time series structure. The program can be applied to multivariate analysis."; fDesc[10] = "presentation software! Download a demo of our analysis and plotting software!"; fDesc[11] = "the polynomial, the generalized correlation coefficient and the standard error of estimate."; fDesc[13] = "functions."; fDesc[14] = "generalized correlation coefficient and the standard error of estimate. Does multivariate regression. Displays 2D and 3D plots."; fDesc[15] = ", computing efficiency index depending on these parameters. Using IOSO NS you can quickly solve optimization problem."; function tCollapseAll(maxID) { document.getElementById("alls_action").innerHTML = "Expand descriptions"; var id=1; for (id=1; id <= maxID; id++) { if (document.getElementById("desc_" + id)) tShowHide(id, 2); } } function tExpandAll(maxID) { document.getElementById("alls_action").innerHTML = "Collapse descriptions"; var id=1; for (id=1; id <= maxID; id++) { if (document.getElementById("more_" + id)) tShowHide(id, 1); } } function tShowHide(id, show) { var s = document.getElementById("more_" + id); if ((s.innerHTML!=fDesc[id] || show==1) && show!=2) { s.innerHTML = fDesc[id]; } else { s.innerHTML = '...'; } }