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@@ -73,7 +73,7 @@ A set is uncountable if it is not countable.
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#### Theorem: $\mathbb{R}$ is uncountable
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#### Theorem: $\mathbb{R}$ is uncountable
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Easy proof using[Cantor's diagonal argument](https://notenextra.trance-0.com/Math4111/Math4111_L6#theorem-214).
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Easy proof using [Cantor's diagonal argument](https://notenextra.trance-0.com/Math4111/Math4111_L6#theorem-214).
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A new one
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A new one
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@@ -16,18 +16,10 @@ export default {
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Math4121_L11: "Introduction to Lebesgue Integration (Lecture 11)",
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Math4121_L11: "Introduction to Lebesgue Integration (Lecture 11)",
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Math4121_L12: "Introduction to Lebesgue Integration (Lecture 12)",
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Math4121_L12: "Introduction to Lebesgue Integration (Lecture 12)",
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Math4121_L13: "Introduction to Lebesgue Integration (Lecture 13)",
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Math4121_L13: "Introduction to Lebesgue Integration (Lecture 13)",
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Math4121_L14: {
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Math4121_L14: "Introduction to Lebesgue Integration (Lecture 14)",
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display: 'hidden'
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Math4121_L15: "Introduction to Lebesgue Integration (Lecture 15)",
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},
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Math4121_L16: "Introduction to Lebesgue Integration (Lecture 16)",
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Math4121_L15: {
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Math4121_L17: "Introduction to Lebesgue Integration (Lecture 17)",
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display: 'hidden'
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},
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Math4121_L16: {
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display: 'hidden'
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},
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Math4121_L17: {
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display: 'hidden'
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},
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Math4121_L18: {
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Math4121_L18: {
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display: 'hidden'
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display: 'hidden'
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},
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},
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