2 Progress and Achievements for CXR Chess Player Andrew Farell
 
CXR Chess eXpress Ratings
 
    

  
Progress and Achievement Page for Andrew Farell
Player ID: 8651-H, OSCO: Oklahoma Scholastic Chess Organization, Tulsa, OK, USA
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Click Here to View Game History
 
CXR Chess Rating Class for Player Andrew Farell
This meter shows where Andrew Farell is in relation to the entire range of chess players.   New students of chess will appear toward the left side, and will move rightward as they progress. Very strong players will be closer the the right side.
 
Games Reported: 121             Unofficial Rating: 1234  
 
                                        CXR Chess Performance Power Level for Player Andrew Farell
This meter indicates Andrew Farell's current forward momentum.   Green zone indicates that current performance exceeds all past levels.   Blue zone indicates current performance is near peak level achieved.   Yellow zone indicates current performance slipping below player's potential.   Red zone may indicate a serious slump in performance requiring remedial action.
 
 
3rd degree Yellow Belt Level 6 Warrior
The above graphic represents Andrew Farell'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.
The next belt is the 1st degree Orange Belt, corresponding to the Knight title. In order to be promoted to this belt the following goals must be met:
  1. a peak rating greater than 775
  2. defeat at least 5 opponents rated over 800
  3. rating maintained above 700 for at least 20 consecutive games
  4. either or both of the following:
    • a 1st place finish in at least 2 tournaments in a section of strength 4 or stronger
    • at least 8 unique stronger opponents defeated since last promotion;

Today is October 20.   Andrew Farell's next evaluation is scheduled for November 7.
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Andrew Farell has reached the Centurion
Designation (100 or more games).
 
On 2015-11-14 Andrew Farell won clear 1st place in section 10 ("Grades 11 and 12") of event number 973
("16th Annual Oklahoma State Grade Championship"), held in Tulsa, OK.
This section had a significance index of 5.
Event Wallchart
 
973
 
OK
On 2014-11-15 Andrew Farell won clear 1st place in section 11 ("Grade 11") of event number 929
("15th OK Grade Championship"), held in Midwest City, OK.
This section had a significance index of 3.
Event Wallchart
 
929
 
OK
On 2013-11-9 Andrew Farell tied for 1st place in section 10 ("Grade 10") of event number 906
("14th OK Grade Championship"), held in Tulsa, OK.
This section had a significance index of 3.
Event Wallchart
 
906
 
OK
On 2012-11-10 Andrew Farell won clear 1st place in section 8 ("Grade 9") of event number 871
("13th Oklahoma Scholastic Chess Grade Championship"), held in Midwest City, OK.
This section had a significance index of 3.
Event Wallchart
 
871
 
OK
On 2011-11-12 Andrew Farell won clear 1st place in section 7 ("Grade 8") of event number 842
("Oklahoma Grade Championship"), held in Tulsa, OK.
This section had a significance index of 3.
Event Wallchart
 
842
 
OK
On 2010-11-20 Andrew Farell won clear 1st place in section 7 ("Grade 8") of event number 805
("Oklahoma State Grade Championship"), held in Edmond, OK.
This section had a significance index of 3.
Event Wallchart
 
805
 
OK
On 2009-11-21 Andrew Farell won clear 1st place in section 7 ("10th OK State Grade Championship -- Grade 7 Wall Chart, Page ") of event number 760
("OK State Grade Championship"), held in Tulsa, OK.
This section had a significance index of 3.
Event Wallchart
 
760
 
OK
Andrew Farell played in the following 28 events:
 
973
 
 OK 
 
962
 
 OK 
 
946
 
 OK 
 
932
 
 OK 
 
929
 
 OK 
 
917
 
 OK 
 
915
 
 OK 
 
913
 
 OK 
 
906
 
 OK 
 
886
 
 OK 
 
874
 
 OK 
 
871
 
 OK 
 
865
 
 OK 
 
853
 
 OK 
 
842
 
 OK 
 
835
 
 OK 
 
814
 
 OK 
 
811
 
 OK 
 
810
 
 OK 
 
805
 
 OK 
 
800
 
 OK 
 
777
 
 OK 
 
760
 
 OK 
 
443
 
 OK 
 
424
 
 OK 
 
417
 
 OK 
 
381
 
 OK 
 
347
 
 OK 
             

 



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