more improvements to readme

README.md

@@ -8,15 +8,15 @@
 The repl has the following syntax (It's work in progress, new capabilities will be added)
 * arithmetic expressions:
   * add, subtract, divide, multiply
-* variable declaration eg: a= ...
- ```vector(1,2,3,4)``` adds a vector, ```vector(1 2)``` as well. The start is now the origin.
- commas are not mandatory. I'm planning to add a more mathematical notation for vectors: ```[1 2]```
-  * > > vector@0{x0:1, y0: 2, x:3, y:4}
+* variable declaration eg: ```a = 1```
 * ```remove(x)``` removes bindings (when it's an object (eg vector), removes it from the matrix)
 * ```remove(@n)``` removes an object using it's assigned index (```n``` is a number) 
 * method calls:
    ```a = vector(12, 1)```
   > > vector@0{x0:1, y0: 2, x:12, y:1}
+* ```vector(1 2)``` works as well. The start is now the origin.
+  commas are not mandatory. I'm planning to add a more mathematical notation for vectors: ```[1 2]```
+  * > > vector@0{x0:1, y0: 2, x:3, y:4}
 * properties
 * ```a.type```
   > > vector
@@ -25,11 +25,12 @@ The repl has the following syntax (It's work in progress, new capabilities will
   > > 13
 * drag vectors using the mouse pointer. You can change the vector arrows visually
 * lazy evaluation. The difference between ```c = a+b``` and ```c = "a+b"``` 
-  is that the latter assigns to c a parsed expression that can always be evaluated later. 
+  is that the latter assigns to ```c``` a parsed expression that can always be evaluated later. 
   When you apply lazy evaluation and later update ```a```, the value for c will be reevaluated
   automatically. Combined with vector dragging, this way you can get an intuition for vector addition.
   Want to do the same for matrix multiplication and basis change. 
-* enter the following:
+
+* Example: enter the following, like in the screenshot:
   ```
   a = vector(0.5, 0.5)
   b = vector(-1, 1)