Download SYSTAT TableCurve 2D v5.01 keygen by EAT
| Added to site | 2003-12-31 |
| Rating | 93/100 |
| Votes | 106 |
systattablecurve2dv5.01keygeneat.zip (31039 bytes)
| name | size | compressed |
|---|---|---|
| file_id.diz | 1975 | 398 |
| EAT.nfo | 33205 | 6105 |
| eat_systat_key.exe | 26625 | 24108 |
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:::▀ ▄ EAT PRESENTS ▄ ▀:::
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:: SYSTAT.TableCurve.2D.v5.01.WinAll.Incl.Keygen-EAT ::
░ ░
::: :::
:: · · ─ [xx/03] ─ · · ::
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EAT.nfo
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SYSTAT.TableCurve.2D.v5.01.WinAll.Incl.Keygen-EAT
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░██ ▒ SUPPLIER ....: TEAM EAT ▒ ██░
▐█▌ ▒ PROG TYPE ...: SCIENTIFIC ▒ ▐█▌
██ ░ LANGUAGE ....: ENGLISH ░ ██
█▌ RELEASE DATE.: 09/05/03 ▐█
█ ░ ░ █
█ ░ CRACKER ......: TEAM EAT ░ █
█ PROTECTION ...: TIME/DEMO-LIMITS █
█ DIFFICULTY ...: GUESS! █
█ █
█ PACKAGER ....: TEAM EAT █
█ FORMAT ......: ZIP/RAR █
█ ARCHIVE NAME.: eattc501.zip █
█ No OF DISKS .: [XX/03] █
█ █
█ REQUIREMENTS .: WIN9X/ME/NT/2000/XP █
█ PRICE ........: $499.00 █
█ WEBSITE.......: http://www.systat.com █
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█ NOTE: After applying the update you'll end up with TableCurve 2D v5.01.05 █
█ ____________________________________________________________________________ █
█ █
█ √ Quickly Find the Best Equations that Describe Your Data █
█ █
█ TableCurve 2D gives engineers and researchers the power to find the ideal █
█ model for even the most complex data, by putting thousands of equations at █
█ their fingertips. TableCurve 2D's built-in library includes a wide array of █
█ linear and nonlinear models for any application including equations that may █
█ never have been considered. - from simple linear equations to high order █
█ Chebyshev polynomials. TableCurve 2D is the automatic choice for curve █
█ -fitting and data modeling for critical research. TableCurve 2D's state-of █
█ -the-art data fitting includes capabilities not found in other software █
█ packages: █
█ █
█ * A 38-digit precision math emulator for properly fitting high order █
█ polynomials and rationals. █
█ █
█ * A robust fitting capability for nonlinear fitting that effectively copes █
█ with outliers and a wide dynamic Y data range. █
█ █
█ * An AI Expert option that automatically selects the appropriate peak, █
█ transition or kinetics models for you. █
█ █
█ █
█ √ Automation Takes The Trial and Error Out of Curve Fitting █
█ █
█ Fit all of TableCurve 2D's 3,665 built-in equations or just the ones you █
█ need - instantly! With TableCurve 2D, a single mouse click is all it takes █
█ to start the automated curve fitting process there is no set up required. █
█ TableCurve saves you precious time because it takes the endless trial and █
█ error out of curve fitting. █
█ █
█ █
█ √ Fit User Defined Equations █
█ █
█ Up to 15 user-defined equations can be entered and ranked along with the █
█ built-in equations. These specialized models can contain most mathematical █
█ constructs, including special functions, series convergence and conditional █
█ statements, differentiations, integrations, and parameter constraints. And, █
█ unlike most curve fitting programs, TableCurve 2D's user-defined functions █
█ are compiled so custom curve fitting can be performed quickly -- at nearly █
█ the speed as with the built-in equations. You can also add up to 100 █
█ external C or FORTRAN language functions to the TableCurve 2D equation set. █
█ These equations and constraints can be of unlimited complexity. █
█ █
█ █
█ √ Accurately Extrapolate Any Data Set █
█ █
█ Increase the accuracy of your predictions with state-of-the-art AR █
█ (Autoregressive) procedures that offer the means to effectively extrapolate █
█ any data set. Select from any one of the 9 different procedures for █
█ extrapolating your data - 3 to predict ahead, 3 to predict earlier data, and █
█ 3 that predict in both directions. Of these algorithms, six offer in-situ █
█ noise removal using advanced SVD and Eigendecomposition methods. █
█ █
█ █
█ *** All the Tools you Need to Visually Discover your Best Model *** █
█ █
█ √ Graphically Review Curve Fit Results █
█ █
█ Once your XY data have been fit, TableCurve automatically sorts and plots █
█ the fitted equations by the statistical criteria you select (r2, DOF █
█ adjusted r2, Fit Standard Error or the F Statistic). Graphically review the █
█ fitted results as you scroll through the equation list. A residuals graph as █
█ well as parameter output are generated for each fitted equation. Add █
█ confidence and prediction intervals to the graph to detect outliers in your █
█ data. Data, statistical and numeric summaries are also available from within █
█ the Review Curve Fit window so you can further analyze fit results. █
█ TableCurve gives you all the information you need to discover the model that █
█ best meets your requirements for the ideal fit. █
█ █
█ █
█ √ Compare Models Using Meaningful Numeric Information █
█ █
█ Data, statistical and precision summaries are available so you can further █
█ analyze fit results. These summaries can be simultaneously displayed and are █
█ automatically updated when a different equation is selected for review. █
█ Evaluation option with automated table generation, includes function, █
█ derivatives, roots and cumulative area. █
█ █
█ █
█ √ Effectively Manage Complex Data Sets █
█ █
█ TableCurve 2D offers state-of-the-art smoothing and denoising techniques to █
█ remove the noise in your data. Select from a total of 6 smoothing/denoising █
█ algorithms. Of special importance is the Eigendecomposition Denoising, a █
█ non-parametric procedure where separation is based on signal strength. For █
█ Fourier Denoising, TableCurve 2D offers a data taper to minimize spectral █
█ leakage and the means to filter either by the magnitude of FFT channels or █
█ by frequency threshold. Inspect analytic derivatives for all built-in █
█ equations, as well as all of the smoothing procedures. Mask outliers and █
█ refit your data. With TableCurve 2D, its all so easy! █
█ █
█ █
█ √ Precisely Model Exotic Data Sets █
█ █
█ For those rare equations that cannot be adequately managed by a parametric █
█ model, TableCurve 2D offers three non-parametric estimation procedures. The █
█ Spline, Smoothing Spline and Local Regression options offer true state-of █
█ -the-art algorithms. For example, there are seven different spline █
█ algorithms, including two least-squares minimizations and the non-uniform n. █
█ █
█ █
█ √ Flexible Output Options █
█ █
█ With TableCurve you can preview your graph and output publication-quality █
█ graphs in several different configurations. You can also produce files █
█ containing data and equations in Lotus, Excel, ASCII, Harvard Graphics and █
█ SigmaPlot formats. TableCurve 2D can speed up your programming by generating █
█ actual function code and test routines for all fitted equations in FORTRAN, █
█ C, Basic, Pascal and VBA for Excel. █
█ █
█ █
█ √ Maximize Your Productivity With Automation █
█ █
█ Save time with the new unattended batch processing capability to █
█ automatically process a large number of data sets - no programming required! █
█ With this integrated automation capability, you can analyze a large number █
█ of data sets while you are away from your PC! TableCurve 2D automatically █
█ generates the output for each data set. The output can be written to an MS █
█ Word (or generic RTF) file for all graphs and numeric summaries, and to MS █
█ Excel for numeric data. The automation capability is available for all of █
█ TableCurve 2D's major procedures █
█ █
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Especially cracked for my friends from tSD...
Have fun using it! ;-)
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▒▐▓█ ▓ ■ `TLB' ■ ▓ █▓▌▒
▒▐██ ▒ Try it, Like it, Buy it. ▒ ██▌▒
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█ 1. Unpack and install. █
█ 2. Just run the included keygen ... you have nothing to do! ;) █
█ 3. Run the program and enjoy all features for unlimited time. █
█ █
█ That's all. Have fun using it! :) █
█▌ ▐█
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▒ ███ ░ Wanna join Team EAT ? We are currently looking for: ░ ███ ▒
▒ ███ ░ ░ ███ ▒
░ ██▌ ░ ■Good crackers ░ ▐██ ░
░▐██ ░ ■Experienced coders/scripters ░ ██▌░
░██▌ ░ ■Suppliers of quality software who can do so on a ░ ▐██░
▐██ ░ frequent basis(retail date not older then 6 months) ░ ██▌
██▌ ■Fast distros for exclusive EAT usage ▐██
██▌ ■Fast shells ▐██
██ ██
█▌ ░ We do *NOT* need .. ░ ▐█
█ ░ ░ █
█ ■Carders █
█ ■Couriers █
█ ■Undercover agents from any, and we really mean █
█ *ANY* government agency █
█ █
█ CONTACT: IF you dont know how to contact us, then █
█ you probably dont need to. █
█▌ ▐█
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