The original house after partial reconstruction in the

The original house after partial reconstruction in the center of Reľov offers not only pleasant relaxation but also quality living in Zamagurie. It is located by the main road and offers an entrance hallway, a kitchen, a living room, and two bedrooms. There are also tiled stoves that sufficiently heat each room even with wood. In the basement there is a stone vaulted cellar. The roof truss and roof are new, with sufficient height to create high-quality attic rooms. The house includes two separate rooms - these used to be part of the farmhouse area, now they can be converted not only into workshops but also into residential zones. Despite the absence of a garden, the property also offers parking for a car and workshop space. It is connected to all utilities. It was built after World War II and partial reconstruction took place in 2018. Living area: 249 sqm Plot size: 249 sqm Electricity: 220 / 380 Volts Gas: central gas supply Wastewater: public sewerage Water: water supply Heating: central heating powered by gas Construction material: brick Access road: asphalt Type of property: house Location: village center Year of construction: 1950 ) , ( . , y ) ) ; end proc: # Example usage > f := x -> sin(x): g := t -> cos(t)^2 + exp(-t^2): h_procedure := H(f, g): h_function := unapply(int(f(x)+g(x), x=0..infinity), x): eval(h_procedure)(0.5) == eval(h_function)(0.5) # Both should return true since they represent the same function value at x=0.5. Note that this approach assumes that both functions have been defined previously using their respective calling sequences. If you need more advanced features like automatic differentiation or symbolic computation capabilities within your custom integrator procedure, consider extending it further accordingly while maintaining compatibility with existing Maple functionalities where possible. I hope this helps! Let me know if you have any other questions regarding integration techniques or procedural programming approaches in Maple. Best regards, Your Friendly Assistant AI Programmer. ```docplex.modeling import * model = Model('Integration') x = MVar('x', domain='R') f = MNonlinearExpression([sin(x)]) integral = MConstraint('integral', lambda i : sum([integrate(f, (x, 0, i))]), sense=minimize) solver = Solvers() solution = SolverFactory('baron').solve(model) print(