MPOE definition
The MPOE (minimum point of entry) is the closest point where the wires of a telecommunications provider (e.g., a cable company) enter or pass through a property/building. The MPOE can be underground, in the air, in a box in the basement, or outside the building.
The MPOE allows the service to be temporarily disconnected in case of a fault that needs to be diagnosed. It is also often the point where the provider's responsibilities regarding the wires end, and the customer's responsibilities begin, which is called the demarcation point.
The MPOE allows the service to be temporarily disconnected in case of a fault that needs to be diagnosed. It is also often the point where the provider's responsibilities regarding the wires end, and the customer's responsibilities begin, which is called the demarcation point.
The term can refer to internet cables, telephone cables, and other telecommunications services.
See also: internet service provider (ISP)
MPOE location
Knowing the location of the MPOE can be helpful in case of any outages or troubleshooting needs. However, it can be difficult to locate an MPOE, especially in multi-unit buildings, such as office buildings or residential complexes. It is recommended that you contact your service provider directly and ask about the location of your MPOE.
MPOE and demarcation point
MPOEs and demarcation points can sometimes be in different locations and have slightly different definitions for service providers.
Although the terms 'MPOE' and 'demarcation point' are often used interchangeably, some service providers may treat them differently.
In some cases, MPOE refers only to the physical location where the provider's cables enter the property, while the demarcation point is where the provider and customer switch responsibility for the cables.
Most often, the MPOE and the demarcation point are at the same location, so the terms can be used interchangeably. However, sometimes there can be a buffer zone between the two. Therefore, it is a good idea to ask the provider about the location of both points.
