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1st degree Orange Belt | Level 7 | Knight |
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The above graphic represents Noah Reid's Title Belt. The belt designation is stated on the left. The "Level" is shown
on the belt buckle, where Level 1 is the lowest belt and Level 22 is the highest. The Title is stated on the right.
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The next belt is the 2nd degree Orange Belt, corresponding to the Templar title. In order to be promoted to this belt the following goals must be met:
- a peak rating greater than 875
- defeat at least 5 opponents rated over 900
- rating maintained above 800 for at least 20 consecutive games
- either or both of the following:
- a 1st place finish in at least 2 tournaments in a section of strength 5 or stronger
[NOTE: Occasionally, a 2nd place finish in a particularly large and strong section may be accepted
as equivalent to a 1st place finish for purposes of Title promotion];
- at least 10 unique stronger opponents defeated since last promotion;
Noah Reid's next evaluation is scheduled for May 8.
Don't forget to Tweet your Progress and Achievements, and post them on FaceBook. Use the buttons at the bottom of this page.
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Noah Reid has reached the Centurion Designation (100 or more games). |
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On 2015-12-12 Noah Reid tied for 1st place in section 5 ("Under 1100") of event number 974
("Tulsa University School K-12 Open"), held in Tulsa, OK. This section had a significance index of 5. Event Wallchart |
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On 2014-9-27 Noah Reid won 2nd place in section 2 ("Grades K-6 rated Under 700") of event number 926
("University of Central Oklahoma K-12 Open"), held in Edmond, OK. This section had a significance index of 4. Event Wallchart |
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On 2014-2-15 Noah Reid won 2nd place in section 2 ("Grades K-6 rated Under 700") of event number 915
("Jenks Scholastic Open"), held in Jenks, OK. This section had a significance index of 3. Event Wallchart |
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On 2014-8-31 Noah Reid won clear 1st place in section 1 ("Section 1") of event number 925
("2nd Annual Cleveland Chess Tournament"), held in Oklahoma City, OK. This section had a significance index of 0. Event Wallchart |
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