Question derivations
All 36000 derivations have bilingual display, basic symbol and structural checks, and questions 1–36000 all have second-context mathematical and bilingual review; no display/symbol-checked candidates remain.
This cohort has 36000 questions. 36000 derivations are published: 36000 mathematically reviewed and 0 display/symbol-checked candidates. 0 are not published here.
- Question 21201: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21201· Mathematically reviewed - Question 21202: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21202· Mathematically reviewed - Question 21203: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21203· Mathematically reviewed - Question 21204: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21204· Mathematically reviewed - Question 21205: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21205· Mathematically reviewed - Question 21206: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21206· Mathematically reviewed - Question 21207: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21207· Mathematically reviewed - Question 21208: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21208· Mathematically reviewed - Question 21209: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21209· Mathematically reviewed - Question 21210: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21210· Mathematically reviewed - Question 21211: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21211· Mathematically reviewed - Question 21212: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21212· Mathematically reviewed - Question 21213: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21213· Mathematically reviewed - Question 21214: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21214· Mathematically reviewed - Question 21215: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21215· Mathematically reviewed - Question 21216: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21216· Mathematically reviewed - Question 21217: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21217· Mathematically reviewed - Question 21218: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21218· Mathematically reviewed - Question 21219: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21219· Mathematically reviewed - Question 21220: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21220· Mathematically reviewed - Question 21221: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21221· Mathematically reviewed - Question 21222: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21222· Mathematically reviewed - Question 21223: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21223· Mathematically reviewed - Question 21224: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21224· Mathematically reviewed - Question 21225: Relative-Open but Not Ambient-Open Is a Valid Boundary Case ·
R0041-21225· Mathematically reviewed - Question 21226: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21226· Mathematically reviewed - Question 21227: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21227· Mathematically reviewed - Question 21228: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21228· Mathematically reviewed - Question 21229: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21229· Mathematically reviewed - Question 21230: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21230· Mathematically reviewed - Question 21231: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21231· Mathematically reviewed - Question 21232: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21232· Mathematically reviewed - Question 21233: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21233· Mathematically reviewed - Question 21234: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21234· Mathematically reviewed - Question 21235: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21235· Mathematically reviewed - Question 21236: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21236· Mathematically reviewed - Question 21237: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21237· Mathematically reviewed - Question 21238: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21238· Mathematically reviewed - Question 21239: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21239· Mathematically reviewed - Question 21240: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21240· Mathematically reviewed - Question 21241: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21241· Mathematically reviewed - Question 21242: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21242· Mathematically reviewed - Question 21243: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21243· Mathematically reviewed - Question 21244: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21244· Mathematically reviewed - Question 21245: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21245· Mathematically reviewed - Question 21246: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21246· Mathematically reviewed - Question 21247: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21247· Mathematically reviewed - Question 21248: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21248· Mathematically reviewed - Question 21249: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21249· Mathematically reviewed - Question 21250: Normalize All Ambient-Open Intersections to Obtain the Relative Topology ·
R0041-21250· Mathematically reviewed - Question 21251: Relative Closedness Uses the Complement inside Y ·
R0041-21251· Mathematically reviewed - Question 21252: Relative Closedness Uses the Complement inside Y ·
R0041-21252· Mathematically reviewed - Question 21253: Relative Closedness Uses the Complement inside Y ·
R0041-21253· Mathematically reviewed - Question 21254: Relative Closedness Uses the Complement inside Y ·
R0041-21254· Mathematically reviewed - Question 21255: Relative Closedness Uses the Complement inside Y ·
R0041-21255· Mathematically reviewed - Question 21256: Relative Closedness Uses the Complement inside Y ·
R0041-21256· Mathematically reviewed - Question 21257: Relative Closedness Uses the Complement inside Y ·
R0041-21257· Mathematically reviewed - Question 21258: Relative Closedness Uses the Complement inside Y ·
R0041-21258· Mathematically reviewed - Question 21259: Relative Closedness Uses the Complement inside Y ·
R0041-21259· Mathematically reviewed - Question 21260: Relative Closedness Uses the Complement inside Y ·
R0041-21260· Mathematically reviewed - Question 21261: Relative Closedness Uses the Complement inside Y ·
R0041-21261· Mathematically reviewed - Question 21262: Relative Closedness Uses the Complement inside Y ·
R0041-21262· Mathematically reviewed - Question 21263: Relative Closedness Uses the Complement inside Y ·
R0041-21263· Mathematically reviewed - Question 21264: Relative Closedness Uses the Complement inside Y ·
R0041-21264· Mathematically reviewed - Question 21265: Relative Closedness Uses the Complement inside Y ·
R0041-21265· Mathematically reviewed - Question 21266: Relative Closedness Uses the Complement inside Y ·
R0041-21266· Mathematically reviewed - Question 21267: Relative Closedness Uses the Complement inside Y ·
R0041-21267· Mathematically reviewed - Question 21268: Relative Closedness Uses the Complement inside Y ·
R0041-21268· Mathematically reviewed - Question 21269: Relative Closedness Uses the Complement inside Y ·
R0041-21269· Mathematically reviewed - Question 21270: Relative Closedness Uses the Complement inside Y ·
R0041-21270· Mathematically reviewed - Question 21271: Relative Closedness Uses the Complement inside Y ·
R0041-21271· Mathematically reviewed - Question 21272: Relative Closedness Uses the Complement inside Y ·
R0041-21272· Mathematically reviewed - Question 21273: Relative Closedness Uses the Complement inside Y ·
R0041-21273· Mathematically reviewed - Question 21274: Relative Closedness Uses the Complement inside Y ·
R0041-21274· Mathematically reviewed - Question 21275: Relative Closedness Uses the Complement inside Y ·
R0041-21275· Mathematically reviewed - Question 21276: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21276· Mathematically reviewed - Question 21277: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21277· Mathematically reviewed - Question 21278: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21278· Mathematically reviewed - Question 21279: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21279· Mathematically reviewed - Question 21280: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21280· Mathematically reviewed - Question 21281: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21281· Mathematically reviewed - Question 21282: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21282· Mathematically reviewed - Question 21283: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21283· Mathematically reviewed - Question 21284: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21284· Mathematically reviewed - Question 21285: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21285· Mathematically reviewed - Question 21286: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21286· Mathematically reviewed - Question 21287: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21287· Mathematically reviewed - Question 21288: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21288· Mathematically reviewed - Question 21289: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21289· Mathematically reviewed - Question 21290: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21290· Mathematically reviewed - Question 21291: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21291· Mathematically reviewed - Question 21292: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21292· Mathematically reviewed - Question 21293: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21293· Mathematically reviewed - Question 21294: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21294· Mathematically reviewed - Question 21295: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21295· Mathematically reviewed - Question 21296: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21296· Mathematically reviewed - Question 21297: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21297· Mathematically reviewed - Question 21298: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21298· Mathematically reviewed - Question 21299: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21299· Mathematically reviewed - Question 21300: A Relative Open May Need an Ambient Open Extending beyond Y ·
R0041-21300· Mathematically reviewed - Question 21301: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21301· Mathematically reviewed - Question 21302: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21302· Mathematically reviewed - Question 21303: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21303· Mathematically reviewed - Question 21304: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21304· Mathematically reviewed - Question 21305: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21305· Mathematically reviewed - Question 21306: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21306· Mathematically reviewed - Question 21307: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21307· Mathematically reviewed - Question 21308: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21308· Mathematically reviewed - Question 21309: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21309· Mathematically reviewed - Question 21310: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21310· Mathematically reviewed - Question 21311: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21311· Mathematically reviewed - Question 21312: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21312· Mathematically reviewed - Question 21313: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21313· Mathematically reviewed - Question 21314: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21314· Mathematically reviewed - Question 21315: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21315· Mathematically reviewed - Question 21316: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21316· Mathematically reviewed - Question 21317: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21317· Mathematically reviewed - Question 21318: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21318· Mathematically reviewed - Question 21319: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21319· Mathematically reviewed - Question 21320: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21320· Mathematically reviewed - Question 21321: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21321· Mathematically reviewed - Question 21322: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21322· Mathematically reviewed - Question 21323: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21323· Mathematically reviewed - Question 21324: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21324· Mathematically reviewed - Question 21325: Complete Trial Division Produces the Canonical Prime Multiset ·
R0041-21325· Mathematically reviewed - Question 21326: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21326· Mathematically reviewed - Question 21327: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21327· Mathematically reviewed - Question 21328: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21328· Mathematically reviewed - Question 21329: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21329· Mathematically reviewed - Question 21330: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21330· Mathematically reviewed - Question 21331: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21331· Mathematically reviewed - Question 21332: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21332· Mathematically reviewed - Question 21333: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21333· Mathematically reviewed - Question 21334: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21334· Mathematically reviewed - Question 21335: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21335· Mathematically reviewed - Question 21336: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21336· Mathematically reviewed - Question 21337: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21337· Mathematically reviewed - Question 21338: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21338· Mathematically reviewed - Question 21339: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21339· Mathematically reviewed - Question 21340: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21340· Mathematically reviewed - Question 21341: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21341· Mathematically reviewed - Question 21342: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21342· Mathematically reviewed - Question 21343: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21343· Mathematically reviewed - Question 21344: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21344· Mathematically reviewed - Question 21345: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21345· Mathematically reviewed - Question 21346: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21346· Mathematically reviewed - Question 21347: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21347· Mathematically reviewed - Question 21348: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21348· Mathematically reviewed - Question 21349: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21349· Mathematically reviewed - Question 21350: Prime Factors and a Complete Product Are Separate Validity Checks ·
R0041-21350· Mathematically reviewed - Question 21351: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21351· Mathematically reviewed - Question 21352: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21352· Mathematically reviewed - Question 21353: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21353· Mathematically reviewed - Question 21354: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21354· Mathematically reviewed - Question 21355: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21355· Mathematically reviewed - Question 21356: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21356· Mathematically reviewed - Question 21357: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21357· Mathematically reviewed - Question 21358: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21358· Mathematically reviewed - Question 21359: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21359· Mathematically reviewed - Question 21360: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21360· Mathematically reviewed - Question 21361: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21361· Mathematically reviewed - Question 21362: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21362· Mathematically reviewed - Question 21363: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21363· Mathematically reviewed - Question 21364: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21364· Mathematically reviewed - Question 21365: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21365· Mathematically reviewed - Question 21366: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21366· Mathematically reviewed - Question 21367: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21367· Mathematically reviewed - Question 21368: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21368· Mathematically reviewed - Question 21369: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21369· Mathematically reviewed - Question 21370: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21370· Mathematically reviewed - Question 21371: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21371· Mathematically reviewed - Question 21372: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21372· Mathematically reviewed - Question 21373: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21373· Mathematically reviewed - Question 21374: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21374· Mathematically reviewed - Question 21375: Only Two Valid Prime Products Can Supply This Uniqueness Certificate ·
R0041-21375· Mathematically reviewed - Question 21376: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21376· Mathematically reviewed - Question 21377: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21377· Mathematically reviewed - Question 21378: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21378· Mathematically reviewed - Question 21379: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21379· Mathematically reviewed - Question 21380: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21380· Mathematically reviewed - Question 21381: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21381· Mathematically reviewed - Question 21382: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21382· Mathematically reviewed - Question 21383: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21383· Mathematically reviewed - Question 21384: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21384· Mathematically reviewed - Question 21385: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21385· Mathematically reviewed - Question 21386: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21386· Mathematically reviewed - Question 21387: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21387· Mathematically reviewed - Question 21388: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21388· Mathematically reviewed - Question 21389: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21389· Mathematically reviewed - Question 21390: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21390· Mathematically reviewed - Question 21391: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21391· Mathematically reviewed - Question 21392: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21392· Mathematically reviewed - Question 21393: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21393· Mathematically reviewed - Question 21394: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21394· Mathematically reviewed - Question 21395: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21395· Mathematically reviewed - Question 21396: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21396· Mathematically reviewed - Question 21397: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21397· Mathematically reviewed - Question 21398: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21398· Mathematically reviewed - Question 21399: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21399· Mathematically reviewed - Question 21400: Separate Zero, Sign Units and the Positive Prime Multiset ·
R0041-21400· Mathematically reviewed
The source bank retains its original candidate and verification labels. Display and symbol checks are not recorded as mathematical review or independent recomputation.
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