### Godot version

v4.2.dev3.mono.official [013e8e3af]

### System information

Windows 11, Godot 4.2-dev3

### Issue description

I wanted to create a Tween that interpolates a method in value range of a long type (64 bit). When the tweened method gets called with values outside the "classical" 32 bit number range (-2147483647 till 2147483647) the method gets only a constant value of -2147483647.

Surprisingly the last call of the tween passes in the correct value then.

### Steps to reproduce

Use the code snippet on any Node C# script (it was a control node in my case):
```
public partial class CurrencyView : Control
{
	public override void _Ready()
	{
		this.SetValue(long.MaxValue);
	}
	
	
	public void SetValue(long value)
	{
		Tween tween = this.CreateTween();
		tween.TweenMethod(new Callable(this, MethodName.OnValueTweener), 0L, value, 0.8d);
	}


	private void OnValueTweener(long value)
	{
		GD.Print(value);
	}
}
```

Then just run any scene with a node in it that has this script attached.
You should see log with the wrong numbers:
```
-2147483648
-2147483648
-2147483648
-2147483648
-2147483648
-2147483648
9223372036854775807
```

### Minimal reproduction project

[tween-bug-project.zip](https://github.com/godotengine/godot/files/12508074/tween-bug-project.zip)

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();