user: As a math enthusiast, John has set himself a new challenge. He's interested in the Fibonacci sequence and, more specifically, wants to work with the 5th and 8th numbers in the sequence. Additionally, he's curious about something a bit more spatial – he wants to know the distance between the points (3, 4) and (8, 10) on a 2D plane. Could you assist in determining those Fibonacci numbers and the distance between the points?

Available functions:
name: get_fibonacci_sequence
description: Calculates the n numbers of the Fibonacci.
parameters: type: dict
properties: n: type: integer
description: The number of Fibonacci numbers to calculate.
required: n
name: get_fibonacci_number
description: Calculates the nth Fibonacci number in the sequence where the sequence starts with 0 followed by 1, and each subsequent number is the sum of the previous two.
parameters: type: dict
required: n
properties: n: type: integer
description: The position of the Fibonacci number to calculate. This position must be a positive integer.
name: math_gcd
description: Calculates the greatest common divisor of two numbers.
parameters: type: dict
properties: a: type: integer
description: The first number. This should be the larger number.
b: type: integer
description: The second number.
required: a
b
name: get_distance
description: Calculates the distance between two 2D points.
parameters: type: dict
properties: pointA: type: tuple
description: The first point.
items: type: float
pointB: type: tuple
description: The second point.
items: type: float
required: pointA
pointB

Ground truth function call(s):
get_fibonacci_number(n=5)
get_fibonacci_number(n=8)
get_distance(pointA=(3, 4), pointB=(8, 10))