Understanding Data Timeliness Reports
ICA has developed a couple different data timeliness reports to allow both agencies and CoCs to monitor the timeliness with which their data is being entered into the system. For information about the importance of data timeliness and how it is calculated, we encourage you to read our Data Timeliness FAQs guide.
Frequently asked questions
Which project start records are included in ICA's data timeliness reports?
The data timeliness reports that ICA provides are programmed to look only at project entry records created within the report period, regardless of the date project start date. An example of the "raw data" used to develop data timeliness reports is provided below.
For example, let's look at a few project entry records and whether they'd be included in a data timeliness report run for the date range of 7/1/20 to 9/30/20.
|
Project Start Date |
Entry/Exit Creation Date |
Included in Report? (7/1/20 - 9/30/20) |
Data Entry Delay |
Entry A | 6/27/2020 | 7/2/2020 | Yes | 5 days |
Entry B | 5/12/2020 | 5/14/2020 | No | 2 days |
Entry C | 8/11/2020 | 8/12/2020 | Yes | 1 day |
Entry D | 9/29/2020 | 10/2/2020 | No | 3 days |
Entry E | 7/14/2020 | 7/14/2020 | Yes | 0 days |
Entry F | 7/6/2020 | 8/12/2020 | Yes | 37 days |
As shown in the table above, four of the six records would be included in a data timeliness report run for 7/1/20 to 9/30/20. The entries that would be included are Entries A, C, E, and F because the Entry/Exit Creation Date falls within the report timeframe.
How is data timeliness presented?
ICA reports data timeliness in two different formats to meet the requests of the CoCs and agencies within the implementation. Most reports generated by ICA utilize only one of the two options below. There two methods most frequently used include:
Percent of Entries Meeting Standard
This method looks at all of the entries that were created within the specified date range and then determines what percentage of those entries were created within the data timeliness standard of the applicable CoC. An example of how this would be calculated is provided below. The reports that utilize this method include Data Entry Timeliness within 0-1 Days and Data Entry Timeliness within 0-3 Days.
Average Data Entry Delay in Days
This method looks at all of the entries that were created within the specified date range and then determines the average delay in days across all of the applicable entries. An example of how this would be calculated is provided below. The report that utilizes this method is named Data Entry Timeliness.
How is the "percentage of entries meeting standard" calculated?
The "percentage of entries meeting standard" is determined utilizing a formula which counts the number of entries which meet the standard, divided by the number of entries created within the timeframe of the report. The result is then turned into a percentage.
|
Project Start Date |
Entry/Exit Creation Date |
Data Entry Delay |
Met 3 Day Standard |
Entry A | 6/27/2020 | 7/2/2020 | 5 days | No |
Entry C | 8/11/2020 | 8/12/2020 | 1 day | Yes |
Entry E | 7/14/2020 | 7/14/2020 | 0 days | Yes |
Entry F | 7/6/2020 | 8/12/2020 | 37 days | No |
To determine the percentage of these four entries that met the data timeliness standard, we then count the number of those four entries that met the standard. In the example above, only Entries C and E met the standard. This formula is then utilized to make the determination:
Using the formula, we find that 2 out of 4 (50%) of the entries in this example met the data timeliness standard of 3 days.
How is the "average data entry delay in days" calculated?
The sum of the days of "data entry delay" across the applicable entries is determined, then divided by the number of applicable entries.
|
Project Start Date | Entry/Exit Creation Date | Data Entry Delay |
Entry A | 6/27/2020 | 7/2/2020 | 5 days |
Entry C | 8/11/2020 | 8/12/2020 | 1 day |
Entry E | 7/14/2020 | 7/14/2020 | 0 days |
Entry F | 7/6/2020 | 8/12/2020 | 37 days |
In this example, we would sum (add together) the total number of "data entry delay" days for the applicable entries, then divide them by the number of applicable entries. Here's the formula we would utilize:
Using the formula, we find that the average data entry delay for this example would be 10.75 days ((5+1+0+37)/4).
What if I have questions that haven't been answered?
If you still have questions that haven't been answered above, we encourage you to reach out to our helpdesk.
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