# Count cells that do not contain many strings

To count cells that do not contain many different strings, you can use a rather complex formula based on the MMULT function. In the example shown, the formula in F5 is:

where **data** is the named range B5:B14, and **exclude** is the named range D5:D7. This is an array formula and must be entered with control + shift + enter, except in Excel 365.

*Note: This formula is complex. See below for a more streamlined version of the formula based on the REDUCE function.*

The goal in this example is to count cells in a range that do not contain a given number of strings. The cells to evaluate are in the named range **data** (B5:B14) and the strings to exclude are listed in the named range **exclude** (D5:D7). If your needs are simple, you can use the COUNTIFS function to solve this problem. In more complicated scenarios, you can use the SUMPRODUCT function in combination with ISNUMBER and SEARCH. In Excel 365, you can use the REDUCE function to streamline the formula somewhat. The formulas for all three approaches are below.

*Note: This formula is complicated by the "contains" requirement. If you just need a formula to count cells that do not *equal* many things, you can use a more straightforward formula based on the MATCH function.*

### COUNTIFS function

If you have a limited number of strings to exclude, you can use the COUNTIFS function like this:

=COUNTIFS(data,"<>*pink*",data,"<>*orange*",data,"<>*black*")

This formula uses the not equal to operator (<>) with the asterisk (*) wildcard to count cells that do not contain each string anywhere. However, with this approach, you must enter a new pair of range/criteria arguments for each string to exclude. In contrast, the formula explained below can handle a large number of strings to exclude entered directly in a range on the worksheet.

### MMULT function

In the example shown, the formula in cell F5 is:

This is a complex formula built around the MMULT function, which is designed to perform matrix multiplication. However, the core of the formula is based on the ISNUMBER and SEARCH functions:

Here, we transpose the items in the named range "exclude", then feed the result to SEARCH as the *find_text*, with **data** provided as *within_text*. The SEARCH function returns a 2d array of TRUE and FALSE values, 10 rows by 3 columns, like this:

{3,#VALUE!,12;#VALUE!,4,#VALUE!;#VALUE!,#VALUE!,#VALUE!;#VALUE!,#VALUE!,#VALUE!;#VALUE!,#VALUE!,3;14,#VALUE!,#VALUE!;#VALUE!,#VALUE!,#VALUE!;#VALUE!,#VALUE!,#VALUE!;#VALUE!,#VALUE!,#VALUE!;3,#VALUE!,12}

For each value in **data**, we have 3 results (one per search string) that are either #VALUE errors or numbers. Numbers represent the position of a found text string, and errors represent text strings not found. The TRANSPOSE function is needed to generate the 10 x 3 array of complete results.

This array is fed into ISNUMBER to get TRUE FALSE values, which we convert to 1s and 0s with a double negative (--) operator. The result is an array like this:

{1,0,1;0,1,0;0,0,0;0,0,0;0,0,1;1,0,0;0,0,0;0,0,0;0,0,0;1,0,1}

### MMULT function

The array above is provided to the MMULT function as *array1*. Following the rules of matrix multiplication, number of columns in *array1* must equal the number of rows in *array2*. To generate *array2*, we use the ROW function like this:

ROW(exclude)^0

This yields an array of 1s, 3 rows by 1 column:

{1;1;1}

which goes into MMULT as *array2*. After array multiplication, we have an array dimensioned to match the original data:

{2;1;0;0;1;1;0;0;0;2}

In this array, any non-zero number represents a value where at least one of the excluded strings has been found. Zeros indicate no excluded strings were found. To force all non-zero values to 1, we use greater than zero:

{2;1;0;0;1;1;0;0;0;2}>0

which creates yet another array of TRUE and FALSE values:

{TRUE;TRUE;FALSE;FALSE;TRUE;TRUE;FALSE;FALSE;FALSE;TRUE}

Our final goal is to count only text values *where no excluded strings were found*, so we need to *reverse* these values. We do this by subtracting the array from 1. This is an example of boolean logic. The math operation automatically coerces TRUE and FALSE values to 1s and 0s, and we finally have an array to return to the SUM function:` `

=SUM({0;0;1;1;0;0;1;1;1;0})

The SUM function returns a final result of 5.

### REDUCE function

The REDUCE function, available in Excel 365, offers a more straightforward way to solve this problem. REDUCE loops over a range of data and applies a custom calculation to each cell, aggregating results to a single value using the calculation of your choice. To solve this problem with REDUCE, you can use a formula like this:

The logic is similar to the formula described above, but simplified somewhat since we only need to check one cell at a time.

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