### Godot version

4.1.stable

### System information

Ubuntu 22.04

### Issue description

When using a Tween with tween_property on a property of class `Basis`, it doesn't seem to update its value. It only changes at the end of the tweening. This issue wasn't in 3.5 for me, and I found [this 3 month old conversation](https://www.reddit.com/r/godot/comments/12bt6us/issue_bug_trying_to_tween_basis_of_a_cube_in/) about the issue.


### Steps to reproduce

Try to tween a `Basis` property, or just run the code bellow

### Minimal reproduction project


This simple code will print the same values for five seconds and then the final value, the tweening doesn't occur.

```
extends Node

var basis = Basis(Vector3.RIGHT, Vector3.UP, Vector3.BACK)
var target_basis = Basis(Vector3.LEFT, Vector3.DOWN, Vector3.FORWARD)

func _ready():
	create_tween().tween_property(self, "basis", target_basis, 5.0)

func _process(delta):
	print(basis)

```
return Vector2i(int32_t(va.x + (vb.x - va.x) * c), int32_t(va.y + (vb.y - va.y) * c));
		}
		case Variant::RECT2: {
			const Rect2 ra = a.operator Rect2();
			const Rect2 rb = b.operator Rect2();
			return Rect2(ra.position.lerp(rb.position, c), ra.size.lerp(rb.size, c));
		}
		case Variant::RECT2I: {
			const Rect2i ra = a.operator Rect2i();
			const Rect2i rb = b.operator Rect2i();
			return Rect2i(int32_t(ra.position.x + (rb.position.x - ra.position.x) * c), int32_t(ra.position.y + (rb.position.y - ra.position.y) * c), int32_t(ra.size.x + (rb.size.x - ra.size.x) * c), int32_t(ra.size.y + (rb.size.y - ra.size.y) * c));
		}
		case Variant::VECTOR3: {
			return (a.operator Vector3()).lerp(b.operator Vector3(), c);
		}
		case Variant::VECTOR3I: {
			const Vector3i va = a.operator Vector3i();
			const Vector3i vb = b.operator Vector3i();
			return Vector3i(int32_t(va.x + (vb.x - va.x) * c), int32_t(va.y + (vb.y - va.y) * c), int32_t(va.z + (vb.z - va.z) * c));
		}
		case Variant::VECTOR4: {
			return (a.operator Vector4()).lerp(b.operator Vector4(), c);
		}
		case Variant::VECTOR4I: {
			const Vector4i va = a.operator Vector4i();
			const Vector4i vb = b.operator Vector4i();
			return Vector4i(int32_t(va.x + (vb.x - va.x) * c), int32_t(va.y + (vb.y - va.y) * c), int32_t(va.z + (vb.z - va.z) * c), int32_t(va.w + (vb.w - va.w) * c));
		}
		case Variant::PLANE: {
			const Plane pa = a.operator Plane();