fow | : pencil : Focus

I assume your ODtheory class is a value class, so you need to assign it back to itself to register the change of the object properties.

For example:

• Not nearly enough tested.
• You better create a copy of the folder where it should run to avoid losing files.
• It will write all files in the folder and its subfolders to a dictionary object whose keys (file paths) will be checked against the file paths in column A. If matched, the files will be renamed to the name in column G with the same file path.
• It checks each new file path only against the file paths in the dictionary before renaming.
• It will fail if a file name is not valid.
• Copy the complete code to a standard module, e.g. Module1.
• Adjust the values in the constants section of the first procedure.
• Run only the first procedure, the rest is being called by it.

The Code

Iterative solution (expecting list to start with a cluster item):

The reason why you ended up with the Divide-By-Zero error is because in this case, the item['goalsAgainst'] in Line 55, item['shotsAgainst']/item['goalsAgainst'] equals zero.

Also you need to watch out for item['goalsFor']/item['shotsFor'], in row.

Since the exception happened inside one giant expression assigned to row, create a function that calculates these ratios, and catches ZeroDivisionErrors. If a ZeroDivisionError is caught, return sentinel value -1.

Calculating item['shotsAgainst']/item['goalsAgainst']+item['shotsAgainst'] (which caused that error)

method text() only return text content of body.

try this function, run this function under this page's console by press F12, this function while replace "Jonathan" with "ABCDEFGHIJKLMN".

To avoid an infinite loop, you need to remember words that you have already seen. In the following code example, I use an unordered_set for that (add #include .

Then, the code could look like this:

In theory it could be optimised away but you can perhaps just use another cte which does that SELECT to guarantee it e.g.

For the ith object, the fraction of angular distance from one side of the range to the other can be expressed with the formula i/(numToShoot-1) for values ofnumToShoot > 1. If numToShoot == 1, you can just have the percentage be 50% to shoot right in the middle of the range.

Your drawing method seems to work with coneDirection ± angle/2, so we can subtract .5 from this angular percentage to express it in terms of angular distance from the center of the range.

Then we can use the same math as the drawing method with coneDirection + angle percentage * angle range:

JQuery is trying to render carousel with empty DOM which is not rendered yet by Angular.

You have to put your JQuery codes in ngAfterViewInit instead of ngOnInit.

app.component.ts