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Delete carriage return characters (#1017)
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GeoffreySangston authored Dec 5, 2024
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18 changes: 9 additions & 9 deletions theorems/T000650.md
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---
uid: T000650
if:
P000208: true
then:
P000016: true
---

By definition.
---
uid: T000650
if:
P000208: true
then:
P000016: true
---

By definition.
20 changes: 10 additions & 10 deletions theorems/T000652.md
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---
uid: T000652
if:
P000208: true
then:
P000130: true
---

For each $x \in X$, the set of open neighborhoods of $x$ is a local basis of compact neighborhoods, since every open set is compact.

---
uid: T000652
if:
P000208: true
then:
P000130: true
---

For each $x \in X$, the set of open neighborhoods of $x$ is a local basis of compact neighborhoods, since every open set is compact.

18 changes: 9 additions & 9 deletions theorems/T000657.md
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---
uid: T000657
if:
P000208: true
then:
P000131: true
---

By definition, because a compact space is Lindelöf.
---
uid: T000657
if:
P000208: true
then:
P000131: true
---

By definition, because a compact space is Lindelöf.

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