Property
1 typeschema.org
A CSS selector, e.g. of a [SpeakableSpecification](https://schema.org/SpeakableSpecification) or [WebPageElement](https://schema.org/WebPageElement). In the latter case, multiple matches within a page can constitute a single conceptual "Web page element".
Property
1 typeschema.org
A subgrouping of the menu (by dishes, course, serving time period, etc.).
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1 typeschema.org
A food or drink item contained in a menu or menu section.
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1 typeschema.org
A person assigned to instruct or provide instructional assistance for the [CourseInstance](https://schema.org/CourseInstance).
Property
1 typeschema.org
The medium or means of delivery of the course instance or the mode of study, either as a text label (e.g. "online", "onsite" or "blended"; "synchronous" or "asynchronous"; "full-time" or "part-time") or as a URL reference to a term from a controlled vocabulary (e.g. https://ceds.ed.gov/element/001311#Asynchronous).
Property
1 typeschema.org
An offering of the course at a specific time and place or through specific media or mode of study or to a specific section of students.
Property
1 typeschema.org
Requirements for taking the Course. May be completion of another [Course](https://schema.org/Course) or a textual description like "permission of instructor". Requirements may be a pre-requisite competency, referenced using [AlignmentObject](https://schema.org/AlignmentObject).
Property
1 typeschema.org
The identifier for the [Course](https://schema.org/Course) used by the course [provider](https://schema.org/provider) (e.g. CS101 or 6.001).
Property
1 typeschema.org
A short summary of the specific claims reviewed in a ClaimReview.
Property
1 typeschema.org
A broadcast channel of a broadcast service.
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1 typeschema.org
The frequency in MHz for a particular broadcast.
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1 typeschema.org
The number of attendee places for an event that remain unallocated.
Property
1 typeschema.org
Either the actual menu as a structured representation, as text, or a URL of the menu.
Property
1 typeschema.org
The total number of individuals that may attend an event or venue.
Property
1 typeschema.org
Represents a relationship between two geometries (or the places they represent), relating a geometry to one that contains it, i.e. it is inside (i.e. within) its interior. As defined in [DE-9IM](https://en.wikipedia.org/wiki/DE-9IM).
Property
1 typeschema.org
Represents spatial relations in which two geometries (or the places they represent) touch: they have at least one boundary point in common, but no interior points." (a symmetric relationship, as defined in [DE-9IM](https://en.wikipedia.org/wiki/DE-9IM) )
Property
1 typeschema.org
Represents a relationship between two geometries (or the places they represent), relating a geometry to another that geospatially overlaps it, i.e. they have some but not all points in common. As defined in [DE-9IM](https://en.wikipedia.org/wiki/DE-9IM).
Property
1 typeschema.org
Represents spatial relations in which two geometries (or the places they represent) are topologically equal, as defined in [DE-9IM](https://en.wikipedia.org/wiki/DE-9IM). "Two geometries are topologically equal if their interiors intersect and no part of the interior or boundary of one geometry intersects the exterior of the other" (a symmetric relationship)
Property
1 typeschema.org
Represents spatial relations in which two geometries (or the places they represent) are topologically disjoint: they have no point in common. They form a set of disconnected geometries." (a symmetric relationship, as defined in [DE-9IM](https://en.wikipedia.org/wiki/DE-9IM))
Property
1 typeschema.org
Represents a relationship between two geometries (or the places they represent), relating a geometry to another that crosses it: "a crosses b: they have some but not all interior points in common, and the dimension of the intersection is less than that of at least one of them". As defined in [DE-9IM](https://en.wikipedia.org/wiki/DE-9IM).
Property
1 typeschema.org
Represents a relationship between two geometries (or the places they represent), relating a covering geometry to a covered geometry. "Every point of b is a point of (the interior or boundary of) a". As defined in [DE-9IM](https://en.wikipedia.org/wiki/DE-9IM).