# Source code for featuretools.primitives.standard.aggregation.max_consecutive_positives

```from woodwork.column_schema import ColumnSchema
from woodwork.logical_types import Double, Integer

from featuretools.primitives.base import AggregationPrimitive

[docs]class MaxConsecutivePositives(AggregationPrimitive):
"""Determines the maximum number of consecutive positive values in the input

Args:
skipna (bool): Ignore any `NaN` values in the input. Default is True.

Examples:
>>> max_consecutive_positives = MaxConsecutivePositives()
>>> max_consecutive_positives([1.0, -1.4, 2.4, 5.4, 2.9, -4.3])
3

`NaN` values can be ignored with the `skipna` parameter

>>> max_consecutive_positives_skipna = MaxConsecutivePositives(skipna=False)
>>> max_consecutive_positives_skipna([1.0, -1.4, 2.4, None, 2.9, 4.3])
2
"""

name = "max_consecutive_positives"
input_types = [
[ColumnSchema(logical_type=Integer)],
[ColumnSchema(logical_type=Double)],
]
return_type = ColumnSchema(logical_type=Integer, semantic_tags={"numeric"})
stack_on_self = False
default_value = 0

[docs]    def __init__(self, skipna=True):
self.skipna = skipna

def get_function(self):
def max_consecutive_positives(x):
if self.skipna:
x = x.dropna()
# convert the numeric values to booleans for processing
x[x.notnull()] = x[x.notnull()].gt(0)
# find the locations where the value changes from the previous value
not_equal = x != x.shift()
# Use cumulative sum to determine where consecutive values occur. When the
# sum changes, consecutive non-positive values are present, when the cumulative
# sum remains unchnaged, consecutive positive values are present.
not_equal_sum = not_equal.cumsum()
# group the input by the cumulative sum values and use cumulative count
# to count the number of consecutive values. Add 1 to account for the cumulative
# sum starting at zero where the first positive occurs
consecutive = x.groupby(not_equal_sum).cumcount() + 1
# multiply by the inverted input to keep only the counts that correspond to
# positive values
consecutive_pos = consecutive * x
# return the max of all the consecutive positive values
return consecutive_pos.max()

return max_consecutive_positives
```