| Active Calculator Component 
       
                          Active Calculator 2.0 Released
					    Features  | History | FAQ | Support
|								
											Buy!    
                              
                                | Do you ever want to evaluate mathematical expressions in your application? Active Calculator, the heavy-duty number crunching component, is what you want. It provides fast and flexible expression evaluation functions as an ActiveX component. You can easily integrate it into the application  written in languages that support ActiveX Component such as Visual C++, Visual Basic, Delphi, C++ Builder, .Net languages like C#, VB.Net,  Java, Scripts like Perl, Php, Python. |  |  Here is a quick example in VBScript: 
                              
                                |  Dim calcSet calc = CreateObject("XCalc.XCalculator.1") 'Create the object
 'Load custom functions, you can define functions for your special purpose calc.ExecFile("..\customfunc.txt")
 'Detect if there is error in the file if not calc.IsOK then
 MsgBox calc.GetErrorString
 end if
 'Execute a statement, assign 1 to variable a calc.Evaluate("a=1", 0)
 if not calc.IsOK then
 MsgBox calc.GetErrorString
 end if
 'Evaluate an expression, calculate the expression and get the result in a a = calc.Evaluate("100+sin(a)", 1)
 if not calc.IsOK then
 MsgBox calc.GetErrorString
 end if
 MsgBox CDbl(a)
 |  
											My fellow programmers, don't spend your precious time to reinvent the wheel 
											now. 
									        
												Get Active Calculator for ONLY $66 NOW!  Then you can easily add the "expression evaluation " function to your web or desktop 
											applications. You can call it from your favorite development tools. Many 
											working examples are supplied. Just have a look at them, you will find Active 
											Calculator is so easy to use. Testimonials
						   
									
										| "The Best Program Of Its Kind On The Market!" |  
											|            
                   Nice           
                   features - we can script 
            on the fly, and it calculates expressions quickly.— Mike
 |  Unsure? Unconvinced? I understand. We'll also 
									throw in FREE tech support 
						 But if you're still not sure, 
									try it out for FREE ! 
							 We are committed to improving Active Calculator 
								component constantly. See History
							 
					     | 
					
					  | 
 
 Highlight Features:
      
									                
									 
									
		    Support all common mathematical expressions
                                    Support arithmetic, logic and bitwise operations
                                     Report syntax error in expressions 
                                    Support common control flow in programming languages like for, while, if etc. 
                                    Return value is numeric value or string
                                    Allow custom variables and functions
              Have many built-in functions                                     
              Support long integers
              Comes with documentation full of examples, as well as ready-to-compile/run sample programs
 Version:2.0.2007.112 Awards:              System Requirements:All windows versions Methods:Double Evaluate(String strText, BOOL bExpr)Description: Evaluate a string and return the result in double   strText: The 
									input string  bExpr: indicate if strText is an expression only or a statement. For example, "1+1", "1+sin(2)/cos(1)", "a" are expressions, but "a=1", "a=b+c" are statements. Active Calculator treats expression and statement differently. The statement can be very complex including flow control like for, while etc. And it can be multiline text. While expression only includes mathematical operators or functions.
 String EvaluateStr(String strText, BOOL bExpr)Description: Evaluate a string and return the result as a string  strText: the input string   bExpr: indicate if strText is an expression only or a statement. BOOL IsOK () Description: Test if last evaluation operation is successful or not  Return TRUE if successful String GetErrorString () Description: Get the detail error information of evaluation
                         SetCode(String strCode)Description: strCode : Set the registration code to eliminate the limitation in trial version. Expression Syntax:The syntax of the expression or statement follows the definition of the Python script language.  Here lists the operators commonly used:  
                          
                            | Operator | Description | Example |  
                            | * | The * (multiplication) operator yields the product of its arguments | A*B |  
                            | / | The / (division) operators yield the quotient of their arguments | A/B |  
                            | + | The + (addition) operator yields the sum of its arguments | A+B |  
                            | - | The - (subtraction) operator yields the difference of its arguments. | A-B |  
                            | % | The % (modulo) operator yields the remainder from the division of the first argument by the second | A%B |  
                            | - (unary) | The unary - (minus) operator yields the negation of its numeric argument. | -A |  
                            | ** | Power operator | A**B |  
                            | << | A left shift by n bits is defined as multiplication with pow(2, n ) | A<<B |  
                            | >> | A right shift by n bits is defined as division by pow(2, n ) | A>>B |  
                            | & | The & operator yields the bitwise AND of its arguments | A&B |  
                            | ^ | The ^ operator yields the bitwise XOR (exclusive OR) of its arguments | A^B |  
                            | | | The | operator yields the bitwise (inclusive) OR of its arguments | A|B |  
                            | >, ==, <, >=, <=, <>, !=  | Comparison operations | A>B |  
                            | or, and, not | Boolean operations | A or B, A and B |    Build-in math functions: 
                          
                            | Name | Description |  
                            | pi | The mathematical constant pi. |  
                            | e | The mathematical constant e. |  
                            | ceil( x) | Return the ceiling of x as a float, the smallest integer value greater than or equal to x. |  
                            | fabs( x) | Return the absolute value of x |  
                            | floor( x) | Return the floor of x as a float, the largest integer value less than or equal to x. |  
                            | fmod( x, y) | Return fmod(x, y), as defined by the platform C library.  |  
                            | exp( x) | Return e**x. |  
                            | log( x[, base]) | Return the logarithm of x to the given base |  
                            | log10( x) | Return the base-10 logarithm of x. |  
                            | pow( x, y) | Return x**y. |  
                            | sqrt( x) | Return the square root of x. |  
                            | acos( x) | Return the arc cosine of x, in radians. |  
                            | asin( x) | Return the arc sine of x, in radians. |  
                            | atan( x) | Return the arc tangent of x, in radians. |  
                            | atan2( y, x) | Return atan(y / x), in radians. The result is between -pi and pi |  
                            | cos( x) | Return the cosine of x radians. |  
                            | hypot( x, y) | Return the Euclidean norm, sqrt(x*x + y*y). |  
                            | sin( x) | Return the sine of x radians. |  
                            | tan( x) | Return the tangent of x radians. |  
                            | degrees( x) | Converts angle x from radians to degrees. |  
                            | radians( x) | Converts angle x from degrees to radians. |  
                            | cosh( x) | Return the hyperbolic cosine of x. |  
                            | sinh( x) | Return the hyperbolic sine of x. |  
                            | tanh( x) | Return the hyperbolic tangent of x. |    Redistribution: The files that need to redistribute Active 
			  Calculator with applications are: XCalc.dll: the component 
			  itself Once registered, 
            you can redistribute Active Calculator royalty-freely. (For details about 
            redistribution, please refer to the license agreement)
 Support:If you have any questions 
      or suggestions regards to Active Calculator. Please feel free to 
      email us: 
				Guangming Software 
        support@guangmingsoft.net or htmlsnapshot@gmail.com 
      
 
 FAQ:
									
										
											How do I register the component?Answer: Once you buy the 
							component, a registration code will be sent to you by email. After creating an 
							object instance of Active Calculator  in your favorite programming languages, 
							calling the SetCode method with the code you got by email before converting 
							text to mp3. In this way, every limitation in trial mode will be 
							removed.
 
        
        Can you do custom development 
        for special usage?
        Answer: Sure. Please tell us what you need and we 
        can discuss a cost, and then develop custom version on 
        schedule just for you. History:12/15/2004 Initial Release 
				   
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