@@ -118,8 +118,7 @@ Examples:
118118- ` 0.5988792348 `
119119- ` 0.002 `
120120
121- These are not “approximate because the computer happened to use binary floating point.”
122- They are ** explicit decimal facts** inside the RDF/N3 world.
121+ These are not “approximate because the computer happened to use binary floating point.” They are ** explicit decimal facts** inside the RDF/N3 world.
123122
124123That makes them easier to inspect, easier to serialize, and easier to certify.
125124
@@ -194,8 +193,7 @@ So the approximation affects **performance**, not **truth**.
194193
195194## Why the decimal interval is the essence of the example
196195
197- Many systems are comfortable with exact integers.
198- Fewer are comfortable with real analysis.
196+ Many systems are comfortable with exact integers. Fewer are comfortable with real analysis.
199197
200198This example shows a practical middle path:
201199
@@ -280,16 +278,15 @@ If all checks pass, the artifact is accepted.
280278
281279## Why the hardening matters
282280
283- This is not just a technical patch.
284- It illustrates a broader lesson for formal engineering.
281+ This is not just a technical patch. It illustrates a broader lesson for formal engineering.
285282
286283When people first write down a proof-oriented model, they often focus on the intended path:
287284
288285- compute the quantity,
289286- compare it with a threshold,
290287- derive a conclusion.
291288
292- But in real high-trust work, you also need to think about the * bad path * :
289+ But in real high-trust work, you also need to think about the _ bad path _ :
293290
294291- What if the parameters are malformed?
295292- What if a certificate is unrelated to the current instance?
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