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# Bitwise Functions

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All Bit/Binary functions can only operate on 64-bit signed integers.

 All non-integer numbers and other data types result in null.
 Couchbase Server uses two’s complement representation.

When looking at the value in binary form, bit 1 is the Least Significant Bit (LSB) and bit 32 is the Most Significant Bit (MSB).

(MSB) Bit 32 → `0000 0000 0000 0000 0000 0000 0000 0000` ← Bit 1 (LSB)

## BITAND (`int_value1`, `int_value2`, ...)

### Description

Returns the result of a bitwise AND operation performed on all input integer values.

The bitwise AND operation compares each bit of `int_value1` to the corresponding bit of every other `int_value`. If all bits are 1, then the corresponding result bit is set to 1; otherwise it is set to 0 (zero).

### Arguments

int_value1, int_value2, ...

Integers, or any valid expressions which evaluate to integers, that are used to compare.

### Return Value

An integer, representing the bitwise AND between all of the input integers.

### Limitations

Input values must be integers (such as 1 or 1.0) and cannot contain decimals (such as 1.2).

### Examples

Example 1. AND-1

Compare 3 (0011 in binary) and 6 (0110 in binary).

``SELECT BITAND(3,6) AS BitAND;``
Results
``````[
{
"BitAND": 2
}
]``````

This results in 2 (0010 in binary) because only bit 2 is set in both 3 (0011) and 6 (0110).

Example 2. AND-2

Compare 4.5 and 3 (0011 in binary).

``SELECT BITAND(4.5,3) AS BitAND;``
Results
``````[
{
"BitAND": null
}
]``````

The result is null because 4.5 is not an integer.

Example 3. AND-3

Compare 4.0 (0100 in binary) and 3 (0011 in binary).

``SELECT BITAND(4.0,3) AS BitAND;``
Results
``````[
{
"BitAND": 0
}
]``````

This results in 0 (zero) because 4.0 (0100) and 3 (0011) do not share any bits that are both 1.

Example 4. AND-4

Compare 3 (0011 in binary) and 6 (0110 in binary) and 15 (1111 in binary).

``SELECT BITAND(3,6,15) AS BitAND;``
Results
``````[
{
"BitAND": 2
}
]``````

This results in 2 (0010 in binary) because only the 2nd bit from the right is 1 in all three numbers.

## BITCLEAR (`int_value`, `positions`)

### Description

Returns the result after clearing the specified bit, or array of bits in `int_value` using the given `positions`.

 Specifying a negative or zero bit position makes the function return a null.

### Arguments

int_value

An integer, or any valid expression which evaluates to an integer, that contains the target bit or bits to clear.

positions

An integer or an array of integers specifying the position or positions to be cleared.

### Return Value

An integer, representing the result after clearing the bit or bits specified.

### Limitations

Input values must be integers (such as 1 or 1.0) and cannot contain decimals (such as 1.2).

### Examples

Example 5. CLEAR-1

Clear bit 1 from 6 (0110 in binary).

``SELECT BITCLEAR(6,1) AS BitCLEAR;``
Results
``````[
{
"BitCLEAR": 6
}
]``````

This results in 6 (0110 in binary) because bit 1 was already zero.

Example 6. CLEAR-2

Clear bits 1 and 2 from 6 (0110 in binary).

``SELECT BITCLEAR(6,[1,2]) AS BitCLEAR;``
Results
``````[
{
"BitCLEAR": 4
}
]``````

This results in 4 (0100 in binary) because bit 2 changed to zero.

Example 7. CLEAR-3

Clear bits 1, 2, 4, and 5 from 31 (011111 in binary).

``SELECT BITCLEAR(31,[1,2,4,5]) AS BitCLEAR;``
Results
``````[
{
"BitCLEAR": 4
}
]``````

This results in 4 (000100) because bits 1, 2, 4, and 5 changed to zero.

## BITNOT (`int_value`)

### Description

Returns the results of a bitwise logical NOT operation performed on an integer value.

The bitwise logical NOT operation reverses the bits in the value. For each value bit that is 1, the corresponding result bit will be set to 0 (zero); and for each value bit that is 0 (zero), the corresponding result bit will be set to 1.

 All bits of the integer will be altered by this operation.

### Arguments

int_value

An integer, or any valid expression which evaluates to an integer, that contains the target bits to reverse.

### Return Value

An integer, representing the result after performing the logical NOT operation.

### Limitations

Input values must be integers (such as 1 or 1.0) and cannot contain decimals (such as 1.2).

### Examples

Example 8. NOT-1

Perform the NOT operation on 3 (0000 0000 0000 0000 0000 0000 0000 0011 in binary).

``SELECT BITNOT(3) AS BitNOT;``
Results
``````[
{
"BitNOT": -4
}
]``````

This results in -4 (1111 1111 1111 1111 1111 1111 1111 1100 in binary) because all bits changed.

## BITOR (`int_value1`, `int_value2`, ...)

### Description

Returns the result of a bitwise inclusive OR operation performed on all input integer values.

compares each bit of `int_value1` to the corresponding bit of every other `int_value`. If any bit is 1, the corresponding result bit is set to 1; otherwise, it is set to 0 (zero).

### Arguments

int_value1, int_value2, ...

Integers, or any valid expressions which evaluate to integers, that are used to compare.

### Return Value

An integer, representing the bitwise OR between all of the input integers.

### Limitations

Input values must be integers (such as 1 or 1.0) and cannot contain decimals (such as 1.2).

### Examples

Example 9. OR-1

Perform OR on 3 (0011 in binary) and 6 (0110 in binary).

``SELECT BITOR(3,6) AS BitOR;``
Results
``````[
{
"BitOR": 7
}
]``````

This results in 7 (0111 in binary) because at least 1 bit of each (0011 and 0110) is 1 in bits 1, 2, and 3.

Example 10. OR-2

Perform OR on 3 (0011 in binary) and -4 (1000 0000 0000 ... 0000 1100 in binary).

``SELECT BITOR(3,-4) AS BitOR;``
Results
``````[
{
"BitOR": -1
}
]``````

This results in -1 (1111 1111 1111 ... 1111 1111 in binary) because the two 1 bits in 3 fill in the two 0 bits in -4 to turn on all the bits.

Example 11. OR-3

Perform OR on 3 (0011 in binary) and 6 (0110 in binary) and 15 (1111 in binary).

``SELECT BITOR(3,6,15) AS BitOR;``
Results
``````[
{
"BitOR": 15
}
]``````

This results in 15 (1111 in binary) because there is at least one 1 in each of the four rightmost bits.

## BITSET (`int_value`, `positions`)

### Description

Returns the result after setting the specified bit `position`, or array of bit positions, to 1 in the given `int_value`.

 Specifying a negative or zero position makes the function return a null.

### Arguments

int_value

An integer, or any valid expression which evaluates to an integer, that contains the target bit or bits to set.

positions

An integer or an array of integers specifying the position or positions to be set.

### Return Value

An integer, representing the result after setting the bit or bits specified. If the bit is already set, then it stays set.

### Limitations

Input values must be integers (such as 1 or 1.0) and cannot contain decimals (such as 1.2).

### Examples

Example 12. SET-1

Set bit 1 in the value 6 (0110 in binary).

``SELECT BITSET(6,1) AS BitSET;``
Results
``````[
{
"BitSET": 7
}
]``````

This results in 7 (0111 in binary) because bit 1 changed to 1.

Example 13. SET-2

Set bits 1 and 2 in the value 6 (0110 in binary).

``SELECT BITSET(6,[1,2]) AS BitSET;``
Results
``````[
{
"BitSET": 7
}
]``````

This also results in 7 (0111 in binary) because bit 1 changed while bit 2 remained the same.

Example 14. SET-3

Set bits 1 and 4 in the value 6 (0110 in binary).

``SELECT BITSET(6,[1,4]) AS BitSET;``
Results
``````[
{
"BitSET": 15
}
]``````

This results in 15 (1111 in binary) because bit 1 and 4 changed to ones.

## BITSHIFT (`int_value`, `shift_amount`, `rotate`)

### Description

Returns the result of a bit shift operation performed on the integer value `int`. The `shift_amount` supports left and right shifts. These are logical shifts. The third parameter `rotate` supports circular shift. This is similar to the BitROTATE function in Oracle.

### Arguments

int_value

An integer, or any valid expression which evaluates to an integer, that contains the target bit or bits to shift.

shift_amount

An integer, or any valid expression which evaluates to an integer, that contains the number of bits to shift.

A positive (+) number means this is a LEFT shift.

A negative (-) number means this is a RIGHT shift.

rotate

[Optional; FALSE by default] A boolean, or any valid expression which evaluates to a boolean, where:

• FALSE means this is a LOGICAL shift, where bits shifted off the end of a value are considered lost.

• TRUE means this is a CIRCULAR shift (shift-and-rotate operation), where bits shifted off the end of a value are rotated back onto the value at the other end. In other words, the bits rotate in what might be thought of as a circular pattern; therefore, these bits are not lost.

For comparison, see the below table.

Input Shift Result of Logical Shift
(Rotate FALSE)
Result of Circular Shift
(Rotate TRUE)

6 (0000 0110)

4

96 (0110 0000)

96 (0110 0000)

6 (0000 0110)

3

48 (0011 0000)

48 (0011 0000)

6 (0000 0110)

2

24 (0001 1000)

24 (0001 1000)

6 (0000 0110)

1

12 (0000 1100)

12 (0000 1100)

6 (0000 0110)

0

6 (0000 0110)

6 (0000 0110)

6 (0000 0110)

-1

3 (0000 0011)

3 (0000 0011)

6 (0000 0110)

-2

1 (0000 0001)

-9223372036854775807 (1000 0000 ... 0000 0001)

6 (0000 0110)

-3

0 (0000 0000)

-4611686018427387904 (1100 0000 ... 0000 0000)

6 (0000 0110)

-4

0 (0000 0000)

6917529027641081856 (0110 0000 ... 0000 0000)

### Return Value

An integer, representing the result of either a logical or circular shift of the given integer.

### Limitations

Input values must be integers (such as 1 or 1.0) and cannot contain decimals (such as 1.2).

### Examples

Example 15. SHIFT-1

Logical left shift of the number 6 (0110 in binary) by one bit.

``SELECT BITSHIFT(6,1,FALSE) AS BitSHIFT;``
Results
``````[
{
"BitSHIFT": 12
}
]``````

This results in 12 (1100 in binary) because the 1-bits moved from positions 2 and 3 to positions 3 and 4.

Example 16. SHIFT-2

Logical right shift of the number 6 (0110 in binary) by two bits.

``SELECT BITSHIFT(6,-2) AS BitSHIFT;``
Results
``````[
{
"BitSHIFT": 1
}
]``````

This results in 1 (0001 in binary) because the 1-bit in position 3 moved to position 1 and the 1-bit in position 2 was dropped.

Example 17. SHIFT-2b

Circular right shift of the number 6 (0110 in binary) by two bits.

``SELECT BITSHIFT(6,-2,TRUE) AS BitSHIFT;``
Results
``````[
{
"BitSHIFT": -9223372036854775807
}
]``````

This results in -9223372036854775807 (1100 0000 0000 0000 0000 0000 0000 0000 in binary) because the two 1-bits wrapped right, around to the Most Significant Digit position and changed the integer’s sign to negative.

Example 18. SHIFT-3

Circular left shift of the number 524288 (1000 0000 0000 0000 0000 in binary) by 45 bits.

``SELECT BITSHIFT(524288,45,TRUE) AS BitSHIFT;``
Results
``````[
{
"BitSHIFT": 1
}
]``````

This results in 1 because the 1-bit wrapped left, around to the Least Significant Digit position.

## BITTEST (`int_value`, `positions [, all_set]`)

This function has a synonym ISBITSET().

### Description

Returns TRUE if the specified bit, or bits, is a 1; otherwise, returns FALSE if the specified bit, or bits, is a 0 (zero).

 Specifying a negative or zero bit position will result in NULL being returned.

### Arguments

int_value

An integer, or any valid expression which evaluates to an integer, that contains the target bit or bits to test.

positions

An integer or an array of integers specifying the position or positions to be tested.

all_set

[Optional; FALSE by default] A boolean, or any valid expression which evaluates to a boolean.

When `all_set` is FALSE, then it returns TRUE even if one bit in one of the positions is set.

When `all_set` is TRUE, then it returns TRUE only if all input positions are set.

### Return Value

A boolean, that follows the below table:

`int_value` `all_set` Return Value

all specified bits are TRUE

FALSE

TRUE

all specified bits are TRUE

TRUE

TRUE

some specified bits are TRUE

FALSE

TRUE

some specified bits are TRUE

TRUE

FALSE

### Limitations

Input values must be integers (such as 1 or 1.0) and cannot contain decimals (such as 1.2).

### Examples

Example 19. TEST-1

In the number 6 (0110 in binary), is bit 1 set?

``SELECT ISBITSET(6,1) AS IsBitSET;``
Results
``````[
{
"IsBitSET": false
}
]``````

This returns FALSE because bit 1 of 6 (0110 in binary) is not set to 1.

Example 20. TEST-2

In the number 1, is either bit 1 or bit 2 set?

``SELECT BITTEST(1,[1,2],FALSE) AS BitTEST;``
Results
``````[
{
"BitTEST": true
}
]``````

This returns TRUE because bit 1 of the number 1 (0001 in binary) is set to 1.

Example 21. TEST-3

In the number 6 (0110 in binary), are both bits 2 and 3 set?

``SELECT ISBITSET(6,[2,3],TRUE) AS IsBitSET;``
Results
``````[
{
"IsBitSET": true
}
]``````

This returns TRUE because both bits 2 and 3 in the number 6 (0110 in binary) are set to 1.

Example 22. TEST-4

In the number 6 (0110 in binary), are all the bits in positions 1 through 3 set?

``SELECT BITTEST(6,[1,3],TRUE) AS BitTEST;``
Results
``````[
{
"BitTEST": false
}
]``````

This returns FALSE because bit 1 in the number 6 (0110 in binary) is set to 0 (zero).

Example 23. TEST-5

Find only flights that have 1 layover (to rest and walk around). That is, flight stops of 1 (0001 in binary) only.

``````SELECT airline, stops, schedule[0].day FROM `travel-sample`
WHERE type = "route" AND stops = 1;``````

The above query returns the exact same results as the below query which uses a bit operation.

``````SELECT airline, stops, schedule[0].day FROM `travel-sample`
WHERE type = "route" AND BITTEST(stops,1);``````

## BITXOR (`int_value1`, `int_value2`, ...)

### Description

Returns the result of a bitwise Exclusive OR operation performed on two or more integer values.

The bitwise Exclusive OR operation compares each bit of `int_value1` to the corresponding bit of `int_value2`.

If there are more than two input values, the first two are compared; then their result is compared to the next input value; and so on.

When the compared bits do not match, the result bit is 1; otherwise, the compared bits do match, and the result bit is 0 (zero), as summarized:

Bit 1 Bit 2 XOR Result Bit

0

0

0

0

1

1

1

0

1

1

1

0

### Arguments

int_value1, int_value2, ...

Integers, or any valid expressions which evaluate to integers, that are used to compare.

### Return Value

An integer, representing the bitwise XOR between the input integers.

### Limitations

Input values must be integers (such as 1 or 1.0) and cannot contain decimals (such as 1.2).

### Examples

Example 24. XOR-1

Perform the XOR operation on 3 (0011 in binary) and 6 (0110 in binary).

``SELECT BITXOR(3,6) AS BitXOR;``
Results
``````[
{
"BitXOR": 5
}
]``````

This returns 5 (0101 in binary) because the 1st bit pair and 3rd bit pair are different (resulting in 1) while the 2nd bit pair and 4th bit pair are the same (resulting in 0):

```0011 (3)
0110 (6)
========
0101 (5)```
Example 25. XOR-2:

Perform the XOR operation on 3 (0011 in binary) and 6 (0110 in binary) and 15 (1111 in binary).

``SELECT BITXOR(3,6,15) AS BitXOR;``
Results
``````[
{
"BitXOR": 10
}
]``````

This returns 10 (1010 in binary) because 3 XOR 6 equals 5 (0101 in binary), and then 5 XOR 15 equals 10 (1010 in binary).

## ISBITSET → see BITTEST

Synonym of BITTEST().