Library rename, created A4 directories

1 files changed, 0 insertions, 99 deletions

diff --git a/vaporize/tests/LinearSearch.java b/vaporize/tests/LinearSearch.java
deleted file mode 100644
index daddd94..0000000
--- a/vaporize/tests/LinearSearch.java
+++ /dev/null
@@ -1,99 +0,0 @@
-class LinearSearch{
-    public static void main(String[] a){
-	System.out.println(new LS().Start(10));
-    }
-}
-
-
-// This class contains an array of integers and
-// methods to initialize, print and search the array
-// using Linear Search
-class LS {
-    int[] number ;
-    int size ;
-    
-    // Invoke methods to initialize, print and search
-    // for elements on the array
-    public int Start(int sz){
-	int aux01 ;
-	int aux02 ;
-
-	aux01 = this.Init(sz);
-	aux02 = this.Print();
-	System.out.println(9999);
-	System.out.println(this.Search(8));
-	System.out.println(this.Search(12)) ;
-	System.out.println(this.Search(17)) ;
-	System.out.println(this.Search(50)) ;
-	return 55 ;
-    }
-
-    // Print array of integers
-    public int Print(){
-	int j ;
-
-	j = 1 ;
-	while (j < (size)) {
-	    System.out.println(number[j]);
-	    j = j + 1 ;
-	}
-	return 0 ;
-    }
-
-    // Search for a specific value (num) using
-    // linear search
-    public int Search(int num){
-	int j ;
-	boolean ls01 ;
-	int ifound ;
-	int aux01 ;
-	int aux02 ;
-	int nt ;
-
-	j = 1 ;
-	ls01 = false ;
-	ifound = 0 ;
-	
-	//System.out.println(num);
-	while (j < (size)) {
-	    aux01 = number[j] ;
-	    aux02 = num + 1 ;
-	    if (aux01 < num) nt = 0 ;
-	    else if (!(aux01 < aux02)) nt = 0 ;
-	    else {
-		ls01 = true ;
-		ifound = 1 ;
-		j = size ;
-	    }
-	    j = j + 1 ;
-	}
-
-	return ifound ;
-    }
-
-
-    
-    // initialize array of integers with some
-    // some sequence
-    public int Init(int sz){
-	int j ;
-	int k ;
-	int aux01 ;
-	int aux02 ;
-
-	size = sz ;
-	number = new int[sz] ;
-	
-	j = 1 ;
-	k = size + 1 ;
-	while (j < (size)) {
-	    aux01 = 2 * j ;
-	    aux02 = k - 3 ;
-	    number[j] = aux01 + aux02 ;
-	    j = j + 1 ;
-	    k = k - 1 ;
-	}
-	return 0 ;	
-    }
-
-}