| Center points |
Wall Street Journal |
01 Sep 2026 |
| Centers of attention |
Universal |
19 Jul 2026 |
| Points of convergence |
Premier Sunday |
28 Jun 2026 |
| Pair of points in an ellipse |
Universal |
12 Apr 2026 |
| Emphases |
Newsday |
10 Jan 2026 |
| Centers of attention |
The Atlantic |
09 Nov 2025 |
| Central points |
Eugene Sheffer |
17 Sep 2025 |
| An ellipse has two of these |
New York Times |
10 Aug 2025 |
| Ellipse points |
Thomas Joseph |
25 Jun 2025 |
| Points of interest from people I picked up |
|
|
| Convergence points |
Newsday |
01 Jun 2025 |
| Centers of interest |
LA Times Daily |
22 May 2025 |
| Upwards of 101 meeting points |
|
|
| Central points of terrific officers retiring (4) |
|
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| Convergence points |
Premier Sunday |
19 Jan 2025 |
| Central points |
New York Times |
14 Dec 2024 |
| Points of convergence for rays of light |
The Times Concise |
14 Dec 2024 |
| Hat - highest one (4) |
|
|
| Central points |
Premier Sunday |
01 Dec 2024 |
| Meeting points if company ruined (4) |
|
|
| An ellipse has two |
TV |
29 Sep 2024 |
| Centres of attention |
The Telegraph Cross Atlantic |
23 Sep 2024 |
| Bases for our common issues, primarily |
The Telegraph Toughie |
18 Sep 2024 |
| Ellipse points |
LA Times Daily |
31 Jul 2024 |
| Withdrawal of 101 meeting points |
|
|
| Central points |
LA Times Mini |
24 May 2024 |
| Plural of focus |
|
|
| Meeting points in geometry |
|
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| Convergence points |
Universal |
13 Apr 2024 |
| Points, in geometry |
|
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| Areas of interest |
LA Times Daily |
09 Feb 2024 |
| Company provided guards around areas of greatest activity |
|
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| Company providing drinks shown around centres of activity (4) |
|
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| Company provided guards around areas of greatest activity (4) |
|
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| Centres of interest |
|
|
| Ellipse pair |
Wall Street Journal |
17 Oct 2023 |
| Two inside an ellipse |
New York Times |
15 Oct 2023 |
| Centers of attraction |
Newsday |
23 Sep 2023 |
| Some points of interest raised in civic offices |
The Guardian Cryptic |
02 Aug 2023 |
| Points of convergence |
Newsday |
19 May 2023 |
| Centers of attention |
New York Times |
19 Mar 2023 |
| Hubs |
LA Times Daily |
09 Dec 2022 |
| Centers of attention |
Wall Street Journal |
05 Dec 2022 |
| Points one put to newspaper union leader |
|
|
| Points one put to newspaper union leader |
The Guardian Cryptic |
09 Nov 2022 |
| Center points |
Thomas Joseph |
17 Oct 2022 |
| Central points |
Eugene Sheffer |
04 Oct 2022 |
| Pair in an ellipse |
New York Times |
26 Jun 2022 |
| An ellipse has two |
Wall Street Journal |
25 Jun 2022 |
| Points of interest perhaps covered up by public office |
|
|
| Central points |
LA Times Daily |
10 Jan 2022 |
| Points of convergence |
Premier Sunday |
09 Jan 2022 |
| Government department beginning to catalogue current central points |
The Guardian Cryptic |
31 Dec 2021 |
| Government department beginning to catalogue current central points |
|
|
| Duo in an ellipse |
New York Times |
26 Nov 2021 |
| Centers of attention |
Wall Street Journal |
23 Nov 2021 |
| A hyperbola has two |
Universal |
21 Oct 2021 |
| Convergence spots |
Wall Street Journal |
11 Sep 2021 |
| Points of interest |
New York Times |
01 Jul 2021 |
| Key points absorbed by idiotic officers in retreat |
|
|
| Centers of attention |
LA Times Daily |
12 Dec 2020 |
| Centers of attention |
|
|
| A hyperbola has two |
New York Times |
02 Dec 2020 |
| Central points |
|
|
| Central points |
LA Times Daily |
05 Oct 2020 |
| Concentrations |
|
|
| Points of convergence |
New York Times |
23 Jun 2020 |
| Points of convergence |
Newsday |
18 Jun 2020 |
| Engrossments |
|
|
| Ellipse points |
Thomas Joseph |
04 Mar 2020 |
| Convergence points |
LA Times Daily |
15 Feb 2020 |
| Convergence points |
|
|
| Convergence points |
Newsday |
10 Nov 2019 |
| Ellipse centers |
Wall Street Journal |
03 Sep 2019 |
| Central points |
Wall Street Journal |
26 Jun 2019 |
| Hubs |
New York Times |
27 Mar 2019 |
| Points for attention if holding company changes direction |
|
|
| Pair in an ellipse |
Wall Street Journal |
12 Jan 2019 |
| Centers of attention |
|
|
| Pair in an ellipse |
|
|
| Hubs |
|
|
| Ellipse centers |
|
|
| Central points |
|
|
| Geometry points |
Universal |
17 Nov 2018 |
| Convergent points |
Universal |
10 Jun 2018 |
| Concerns of common people voiced by India |
|
|
| Points where rays meet |
Premier Sunday |
25 Mar 2018 |
| Points of interest |
Universal |
21 Mar 2018 |
| Epicenters |
Universal |
19 Mar 2018 |
| Geometry points |
|
|
| Convergent points |
|
|
| Places where lines meet |
|
|
| Provided encircled commanding officer upset with meeting points |
|
|
| A hyperbola has two |
|
|
| Convergence points |
USA Today |
03 Mar 2017 |
| Centers of activity |
|
|
| Central points |
|
|
| A hyperbola has two |
|
|
| Centers of activity |
USA Today |
24 Dec 2016 |
| Central points |
Newsday |
27 Nov 2016 |
| Central points |
Eugene Sheffer |
07 Oct 2016 |
| Points raised in public office |
|
|
| Convergence points |
Wall Street Journal |
30 Aug 2016 |
| Meeting places |
Newsday |
02 Jul 2016 |
| Meeting places? |
|
|
| Government department beginning to consider current points of interest |
|
|
| Centers of attention |
New York Times |
07 Dec 2015 |
| Convergence points |
Eugene Sheffer |
05 Oct 2015 |
| Some info cited centres of attention |
|
|
| Central points |
USA Today |
07 Jul 2015 |
| Central points |
Premier Sunday |
29 Mar 2015 |
| Centers of attention |
Eugene Sheffer |
02 Jan 2015 |
| Central points |
|
|
| Defining points for an ellipse |
|
|
| Central points |
|
|
| Centers of attention |
|
|
| Central points |
|
|
| Convergence points |
|
|
| Convergence points |
|
|
| Points of convergence |
|
|
| Centers of interest |
|
|
| Central points |
|
|
| Points of convergence |
|
|
| Converging points |
|
|
| A hyperbola has two |
|
|
| Convergence points |
|
|
| Centers of attention |
|
|
| Centers of activity |
|
|
| Points where lines meet |
|
|
| Crucial points |
|
|
| What an ellipse's major axis passes through |
|
|
| Two key points on an ellipse's major axis |
|
|
| Points of convergence |
|
|
| Centers of attention |
|
|
| Centers of attention |
|
|
| Central points |
|
|
| Points of convergence |
|
|
| Points where rays meet |
|
|
| Points of convergence |
|
|
| Converging points |
|
|
| Central points |
|
|
| Meeting places? |
|
|
| Meeting points |
|
|
| An ellipse has two |
|
|
| Ellipse pair |
|
|
| Pair in an ellipse |
|
|
| Central points |
|
|
| Centers of circles |
|
|
| Convergence points |
|
|
| Meeting points |
|
|
| Centers of attention |
|
|
| An ellipse has two |
|
|
| Ellipse twosome |
|
|
| Hyperbola pair |
|
|
| Places where lines meet |
|
|
| A hyperbola has two |
|
|
| Central points |
|
|
| Points that may have rays |
|
|
| Central points |
|
|
| Central points |
|
|
| Points of convergence |
|
|
| Ellipse pair |
|
|
| Ellipse points |
|
|
| Points of concentration |
|
|
| Central points |
|
|
| Points of concentration |
|
|
| Centers of attention |
|
|
| Centers of attention |
|
|
| Central points |
|
|
| Hubs |
|
|
| Centers, of a sort |
|
|
| Centers of attention |
|
|
| An ellipse has two of them |
|
|
| Geometry points |
|
|
| Points where rays of light come together |
|
|
| Centering points |
|
|
| Concentration points |
|
|
| Earthquakes' points of origin |
New York Times |
13 Oct 2000 |
| Origins of earthquakes |
|
|
| Convergence points |
|
|
| Earthquakes' points of origin |
|
|
| Convergent points |
|
|
| Center points |
|
|
| Central points |
|
|
| Rays' meeting places |
|
|
| Centers of activity |
|
|
| Convergence points |
|
|
| Meeting places |
|
|
| Points of interest |
|
|
| Converging points |
|
|
| Meeting points |
|
|
| Points of convergence |
|
|
| Points |
|
|
| Geometry points |
|
|
| Centers; hubs |
|
|
| Centers of activity |
|
|
| Primary points |
|
|
| Centers of attraction |
|
|
| Converging points |
|
|
| Converging points. |
|
|
| Circles' parts |
|
|
| Central points |
|
|
| Meeting points of reflected rays. |
|
|
| Points of concentration. |
|
|
| Central points of attention. |
|
|
| An ellipse has two |
|
|
| Centers of interest. |
|
|
| Centers of activity. |
|
|
| Central points. |
|
|
| Points of convergence. |
|
|