| Games-Ratings documentation | Contained in the Games-Ratings distribution. |
Games::Ratings::Chess::DWZ - calculate changes to German ratings (DWZ)
This documentation refers to Games::Ratings::Chess::DWZ version 0.0.3
use Games::Ratings::Chess::DWZ;
my $player = Games::Ratings::Chess::DWZ->new();
$player->set_rating(2135);
$player->set_coefficent(30);
$player->add_game( {
'opponent_rating' => 2114,
'result' => 'win', ## or 'draw' or 'loss'
}
);
my $rating_change = $player->get_rating_change();
my $new_rating = $player->get_new_rating();
This module provides methods to calculate German chess rating (DZW) changes for one player, having played one or more rated games. Gains and losses are calculated according to Wertungsordnung of the German Chess Federation (http://www.schachbund.de/dwz/wo/index.html).
Actually the official rating calculation _does not_ follow the Wertungsordnung exactly(!) For official rating calculations a closed source program (ELOBASE) is used. That program uses tables with three post decimal positions -- in contrast to the tables from appendix 2.1 and 2.2 of the official Wertungsordnung. Therefore my module uses those more detailed tables as well.
This modules provides the following methods specific to German ratings. Other (more generic) methods for rating calculation are provided by Games::Ratings.
my $rating_change = sprintf( "%+.2f", $player->get_rating_change() );
Calculate rating changes for all stored games and return sum of those changes.
my $new_rating = $player->get_new_rating();
Calculate new rating after the given games.
my $points_expected = $player->get_points_expected();
Calculate expected points (Punkterwartung) according to rating differences between own rating and opponents ratings. This method uses the detailed probability tables mentioned above (see DESCRIPTION).
my $performance = $player->get_performance();
Calculate performance (Turnierleistung). This method uses the detailed probability tables mentioned above (see DESCRIPTION).
Games::Ratings requires no configuration files or environment variables.
This module relies on Games::Ratings which provides some generic methods, e.g. * new() * get_rating() * set_rating() * get_coefficient() * set_coefficient() * add_game() * remove_all_games() * DESTROY()
At the moment, there are no error or warning messages that the module can generate.
Error message here, perhaps with %s placeholders[Description of error here]
Another error message here[Description of error here]
[Et cetera, et cetera]
None reported.
At the moment it's not possible to compute a DWZ rating for a previously unrated player. Also, every opponent has to have a rating.
Note, that a missing development coefficient (set via $player->set_coefficient()) will probably lead to incorrect results. The program tries to guess the correct factor according to the players rating, but it will err for younger players (less than 25 years old) and for players new to the rating list (with less than six tournaments).
No bugs have been reported.
Please report any bugs or feature requests to
bug-games-ratings@rt.cpan.org, or through the web interface at
http://rt.cpan.org.
Christian Bartolomaeus <bartolin@gmx.de>
I have to thank Bernd Schacht -- author of TopTurnier (see http://www.schach-itzehoe.de/TopTurnier/TT95.htm) -- who confirmed that for official rating calculations detailed probability tables are used -- in contrast to the official Wertungsordnung (http://www.schachbund.de/dwz/wo/index.html).
http://de.wikipedia.org/wiki/DWZ_(Schach) for general informations about the DWZ rating system.
http://www.schachbund.de/dwz/wo/index.html for technical informations about the DWZ rating system.
Copyright (c) 2010, Christian Bartolomaeus <bartolin@gmx.de>. All rights reserved.
This module is free software; you can redistribute it and/or modify it under the same terms as Perl itself. See perlartistic.
BECAUSE THIS SOFTWARE IS LICENSED FREE OF CHARGE, THERE IS NO WARRANTY FOR THE SOFTWARE, TO THE EXTENT PERMITTED BY APPLICABLE LAW. EXCEPT WHEN OTHERWISE STATED IN WRITING THE COPYRIGHT HOLDERS AND/OR OTHER PARTIES PROVIDE THE SOFTWARE "AS IS" WITHOUT WARRANTY OF ANY KIND, EITHER EXPRESSED OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE. THE ENTIRE RISK AS TO THE QUALITY AND PERFORMANCE OF THE SOFTWARE IS WITH YOU. SHOULD THE SOFTWARE PROVE DEFECTIVE, YOU ASSUME THE COST OF ALL NECESSARY SERVICING, REPAIR, OR CORRECTION.
IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MAY MODIFY AND/OR REDISTRIBUTE THE SOFTWARE AS PERMITTED BY THE ABOVE LICENCE, BE LIABLE TO YOU FOR DAMAGES, INCLUDING ANY GENERAL, SPECIAL, INCIDENTAL, OR CONSEQUENTIAL DAMAGES ARISING OUT OF THE USE OR INABILITY TO USE THE SOFTWARE (INCLUDING BUT NOT LIMITED TO LOSS OF DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY YOU OR THIRD PARTIES OR A FAILURE OF THE SOFTWARE TO OPERATE WITH ANY OTHER SOFTWARE), EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE POSSIBILITY OF SUCH DAMAGES.
| Games-Ratings documentation | Contained in the Games-Ratings distribution. |
package Games::Ratings::Chess::DWZ; ## TODO: check arguments for subroutines (use Data::Checkers)? ## TODO: Error handling ## * croak() ## * adjust perldoc ## TODO: what to do with opponents without a DWZ rating? ## TODO: what to do if player doesn't have a DWZ rating yet? use strict; use warnings; use Carp; use 5.6.1; # 'our' was introduced in perl 5.6 use version; our $VERSION = qv('0.0.5'); ## look in Games::Ratings for methods not provide by this package use base qw ( Games::Ratings ); ## scoring probabilities depending from rating difference our %scoring_probability_lookup_table; _set_scoring_probability_lookup_table(); ## lookup table needed to determine performance (Turnierleistung) our %reverse_scoring_probability_lookup_table ; _set_reverse_scoring_probability_lookup_table(); ## values of iteration runs -- used to abort infinite loops my %iteration_values_seen; ## calculate rating change sub get_rating_change { my ($self) = @_; ## $W -- scored points (erzielte Punkte) my $W = $self->get_points_scored(); ## $W_e -- expected points (Punkterwartung) my $W_e = $self->get_points_expected(); ## $n -- number of games played my $n = $self->get_number_of_games_played(); ## check whether development coefficient is provided -- guess otherwise my $coefficient = $self->get_coefficient(); if ( ! defined $coefficient ) { $coefficient = _guess_coefficient( $self->get_rating() ); } ## rating change my $rating_change = (800*( $W-$W_e )) / ( $coefficient+$n ); ## return total rating change return $rating_change; } ## calculate new rating (neue Wertzahl) sub get_new_rating { my ($self) = @_; ## $R_o -- rating old (alte Wertzahl) my $R_o = $self->get_rating(); ## $R_n -- rating new (rounded) my $R_n = sprintf( "%.f", $R_o + $self->get_rating_change() ); ## return new rating return $R_n; } ## calculate expected points (Punkterwartung) sub get_points_expected { my ($self) = @_; ## $W_e -- expected points my $W_e; ## $A_rating -- own rating my $own_rating = $self->get_rating(); ## sum up expected points for all games foreach my $game_ref ( $self->get_all_games() ) { $W_e += _get_scoring_probability( $own_rating, $game_ref->{opponent_rating}, ); } ## return expected points return sprintf("%.3f", $W_e); } ## calculate performance (Turnierleistung) sub get_performance { my ($self) = @_; ## $R_h -- performance (independent from old rating) my $R_h; ## $W -- points scored (Punkte) my $W = $self->get_points_scored(); ## $n -- number of games played (Anzahl der Partien) my $n = $self->get_number_of_games_played(); ## $R_c -- average rating of opponents my $R_c = $self->get_average_rating_of_opponents(); ## $P -- percentage score (Gewinnanteil) -- three digits needed my $P = sprintf( "%.3f", $self->get_percentage_score() ); ## if player scored 100 % or 0 % it's not possible to calc. performance if ($P == 1) { $R_h = $R_c + 667; return $R_h; } if ($P == 0) { $R_h = $R_c - 667; return $R_h; } ## lookup D (Wertungsdifferenz) according to $P from probability table my $D = _get_rating_difference_matching_percentage_score($P); ## temporarily changing rating of $self to be able to use methods ## it will be restored just before returning from this subroutine my $old_rating = $self->get_rating(); ## $R_p -- first approximation of performance my $R_p = $R_c + $D; $self->set_rating($R_p); ## iterative process to calculate actual performance while ('1') { ## calculate W_e (expected points) with approximated performance my $W_e = $self->get_points_expected(); ## $PD -- measure of difference between points scored and expected ## points (if player's rating would have been = performance) my $PD = sprintf("%.3f", ($W - $W_e) / $n + 0.5); ## $iteration_id -- measures distance between $W and $W_e ## stop iteration if encountered second time my $iteration_id; if ( $W > $W_e ) { $iteration_id = sprintf("%.3f", $W - $W_e); } else { $iteration_id = sprintf("%.3f", $W_e - $W); } ## do we have to end iteration? my $stop_iteration = 0; ## was there already a run with same values if ( $iteration_values_seen{$iteration_id}++ ) { $stop_iteration = 1; } ## end of iterative process if ( ( $PD == 0.5 ) or ( $stop_iteration ) ) { ## assign performance == temporarily changed rating $R_h = $self->get_rating(); ## restore original rating $self->set_rating($old_rating); ## quit get_performanc() and return performance return $R_h; } ## lookup $D (rating diff.) according to $PD from probability table $D = _get_rating_difference_matching_percentage_score($PD); ## adjust own rating to approximated performance (temporarily) $self->set_rating( $self->get_rating() + $D ); } } ######################## ## internal functions ## ######################## ## calculate rating differences matching percentage score ## (used for iterative calculation of performance) sub _get_rating_difference_matching_percentage_score { my ($P) = @_; ## lookup $D (rating difference, Wertungsdifferenz) from lookup table my $D; if ($P lt 0.5) { $D = -($reverse_scoring_probability_lookup_table{sprintf("%.3f",1-$P)}); } else { $D = $reverse_scoring_probability_lookup_table{$P}; } ## return $D return $D; } ## calculate scoring probability (Gewinnerwartung) for a single game sub _get_scoring_probability { my ($A_rating, $B_rating) = @_; ## determine rating difference my $rating_difference = _get_rating_difference($A_rating,$B_rating); ## get scoring probability of player A from lookup table my $A_exp; if ($rating_difference >= 0) { $A_exp = $scoring_probability_lookup_table{$rating_difference}; } else { $A_exp = 1 - $scoring_probability_lookup_table{0-$rating_difference}; } ## return scoring probabilities for player A return $A_exp; } ## try to guess development coefficient sub _guess_coefficient { my ($player_rating) = @_; ## guess coefficient according to rating (cmp. Wertungsord. Appendix 2.4) ## http://www.schachbund.de/dwz/wo/anhang_2-4.html ## THIS IS JUST A ROUGH GUESS! It is assumed that player is ## more than 25 years old and she has played more than five tournaments. ## There will be errors for younger players or players with only a few ## tournaments played! my $player_coefficient; if ($player_rating <= 840) { $player_coefficient = 15; } elsif ($player_rating <= 1106) { $player_coefficient = 16; } elsif ($player_rating <= 1257) { $player_coefficient = 17; } elsif ($player_rating <= 1367) { $player_coefficient = 18; } elsif ($player_rating <= 1456) { $player_coefficient = 19; } elsif ($player_rating <= 1531) { $player_coefficient = 20; } elsif ($player_rating <= 1596) { $player_coefficient = 21; } elsif ($player_rating <= 1654) { $player_coefficient = 22; } elsif ($player_rating <= 1707) { $player_coefficient = 23; } elsif ($player_rating <= 1755) { $player_coefficient = 24; } elsif ($player_rating <= 1800) { $player_coefficient = 25; } elsif ($player_rating <= 1841) { $player_coefficient = 26; } elsif ($player_rating <= 1880) { $player_coefficient = 27; } elsif ($player_rating <= 1916) { $player_coefficient = 28; } elsif ($player_rating <= 1951) { $player_coefficient = 29; } else { $player_coefficient = 30; } ## return guessed coefficient return $player_coefficient; } ## calculate rating difference which is used to calc the scoring probability sub _get_rating_difference { my ($A, $B) = @_; ## compute real rating difference my $rating_difference = ( $A-$B ); ## large rating differences are cut to 735 (cmp. lookup table) if ($rating_difference >= '735') { $rating_difference = '735'; } if ($rating_difference <= '-735') { $rating_difference = '-735'; } ## return rating difference used for rating calculations return $rating_difference; } ## lookup table (scoring probability depending on rating difference) ## table with three post decimal positions ## Official Wertungsordnung (http://www.schachbund.de/dwz/wo/index.html) ## gives tables with only two post decimal positions. ## But ELOBASE (the closed source software used for official calculations) ## uses the following table! sub _set_scoring_probability_lookup_table { ## use hash as lookup table for scoring probability $scoring_probability_lookup_table{0} = '0.500'; $scoring_probability_lookup_table{1} = '0.501'; $scoring_probability_lookup_table{2} = '0.503'; $scoring_probability_lookup_table{3} = '0.504'; $scoring_probability_lookup_table{4} = '0.506'; $scoring_probability_lookup_table{5} = '0.507'; $scoring_probability_lookup_table{6} = '0.508'; $scoring_probability_lookup_table{7} = '0.510'; $scoring_probability_lookup_table{8} = '0.511'; $scoring_probability_lookup_table{9} = '0.513'; $scoring_probability_lookup_table{10} = '0.514'; $scoring_probability_lookup_table{11} = '0.516'; $scoring_probability_lookup_table{12} = '0.517'; $scoring_probability_lookup_table{13} = '0.518'; $scoring_probability_lookup_table{14} = '0.520'; $scoring_probability_lookup_table{15} = '0.521'; $scoring_probability_lookup_table{16} = '0.523'; $scoring_probability_lookup_table{17} = '0.524'; $scoring_probability_lookup_table{18} = '0.525'; $scoring_probability_lookup_table{19} = '0.527'; $scoring_probability_lookup_table{20} = '0.528'; $scoring_probability_lookup_table{21} = '0.530'; $scoring_probability_lookup_table{22} = '0.531'; $scoring_probability_lookup_table{23} = '0.532'; $scoring_probability_lookup_table{24} = '0.534'; $scoring_probability_lookup_table{25} = '0.535'; $scoring_probability_lookup_table{26} = '0.537'; $scoring_probability_lookup_table{27} = '0.538'; $scoring_probability_lookup_table{28} = '0.539'; $scoring_probability_lookup_table{29} = '0.541'; $scoring_probability_lookup_table{30} = '0.542'; $scoring_probability_lookup_table{31} = '0.544'; $scoring_probability_lookup_table{32} = '0.545'; $scoring_probability_lookup_table{33} = '0.546'; $scoring_probability_lookup_table{34} = '0.548'; $scoring_probability_lookup_table{35} = '0.549'; $scoring_probability_lookup_table{36} = '0.551'; $scoring_probability_lookup_table{37} = '0.552'; $scoring_probability_lookup_table{38} = '0.553'; $scoring_probability_lookup_table{39} = '0.555'; $scoring_probability_lookup_table{40} = '0.556'; $scoring_probability_lookup_table{41} = '0.558'; $scoring_probability_lookup_table{42} = '0.559'; $scoring_probability_lookup_table{43} = '0.560'; $scoring_probability_lookup_table{44} = '0.562'; $scoring_probability_lookup_table{45} = '0.563'; $scoring_probability_lookup_table{46} = '0.565'; $scoring_probability_lookup_table{47} = '0.566'; $scoring_probability_lookup_table{48} = '0.567'; $scoring_probability_lookup_table{49} = '0.569'; $scoring_probability_lookup_table{50} = '0.570'; $scoring_probability_lookup_table{51} = '0.572'; $scoring_probability_lookup_table{52} = '0.573'; $scoring_probability_lookup_table{53} = '0.574'; $scoring_probability_lookup_table{54} = '0.576'; $scoring_probability_lookup_table{55} = '0.577'; $scoring_probability_lookup_table{56} = '0.578'; $scoring_probability_lookup_table{57} = '0.580'; $scoring_probability_lookup_table{58} = '0.581'; $scoring_probability_lookup_table{59} = '0.583'; $scoring_probability_lookup_table{60} = '0.584'; $scoring_probability_lookup_table{61} = '0.585'; $scoring_probability_lookup_table{62} = '0.587'; $scoring_probability_lookup_table{63} = '0.588'; $scoring_probability_lookup_table{64} = '0.590'; $scoring_probability_lookup_table{65} = '0.591'; $scoring_probability_lookup_table{66} = '0.592'; $scoring_probability_lookup_table{67} = '0.594'; $scoring_probability_lookup_table{68} = '0.595'; $scoring_probability_lookup_table{69} = '0.596'; $scoring_probability_lookup_table{70} = '0.598'; $scoring_probability_lookup_table{71} = '0.599'; $scoring_probability_lookup_table{72} = '0.600'; $scoring_probability_lookup_table{73} = '0.602'; $scoring_probability_lookup_table{74} = '0.603'; $scoring_probability_lookup_table{75} = '0.605'; $scoring_probability_lookup_table{76} = '0.606'; $scoring_probability_lookup_table{77} = '0.607'; $scoring_probability_lookup_table{78} = '0.609'; $scoring_probability_lookup_table{79} = '0.610'; $scoring_probability_lookup_table{80} = '0.611'; $scoring_probability_lookup_table{81} = '0.613'; $scoring_probability_lookup_table{82} = '0.614'; $scoring_probability_lookup_table{83} = '0.615'; $scoring_probability_lookup_table{84} = '0.617'; $scoring_probability_lookup_table{85} = '0.618'; $scoring_probability_lookup_table{86} = '0.619'; $scoring_probability_lookup_table{87} = '0.621'; $scoring_probability_lookup_table{88} = '0.622'; $scoring_probability_lookup_table{89} = '0.623'; $scoring_probability_lookup_table{90} = '0.625'; $scoring_probability_lookup_table{91} = '0.626'; $scoring_probability_lookup_table{92} = '0.628'; $scoring_probability_lookup_table{93} = '0.629'; $scoring_probability_lookup_table{94} = '0.630'; $scoring_probability_lookup_table{95} = '0.632'; $scoring_probability_lookup_table{96} = '0.633'; $scoring_probability_lookup_table{97} = '0.634'; $scoring_probability_lookup_table{98} = '0.636'; $scoring_probability_lookup_table{99} = '0.637'; $scoring_probability_lookup_table{100} = '0.638'; $scoring_probability_lookup_table{101} = '0.639'; $scoring_probability_lookup_table{102} = '0.641'; $scoring_probability_lookup_table{103} = '0.642'; $scoring_probability_lookup_table{104} = '0.643'; $scoring_probability_lookup_table{105} = '0.645'; $scoring_probability_lookup_table{106} = '0.646'; $scoring_probability_lookup_table{107} = '0.647'; $scoring_probability_lookup_table{108} = '0.649'; $scoring_probability_lookup_table{109} = '0.650'; $scoring_probability_lookup_table{110} = '0.651'; $scoring_probability_lookup_table{111} = '0.653'; $scoring_probability_lookup_table{112} = '0.654'; $scoring_probability_lookup_table{113} = '0.655'; $scoring_probability_lookup_table{114} = '0.657'; $scoring_probability_lookup_table{115} = '0.658'; $scoring_probability_lookup_table{116} = '0.659'; $scoring_probability_lookup_table{117} = '0.660'; $scoring_probability_lookup_table{118} = '0.662'; $scoring_probability_lookup_table{119} = '0.663'; $scoring_probability_lookup_table{120} = '0.664'; $scoring_probability_lookup_table{121} = '0.666'; $scoring_probability_lookup_table{122} = '0.667'; $scoring_probability_lookup_table{123} = '0.668'; $scoring_probability_lookup_table{124} = '0.669'; $scoring_probability_lookup_table{125} = '0.671'; $scoring_probability_lookup_table{126} = '0.672'; $scoring_probability_lookup_table{127} = '0.673'; $scoring_probability_lookup_table{128} = '0.675'; $scoring_probability_lookup_table{129} = '0.676'; $scoring_probability_lookup_table{130} = '0.677'; $scoring_probability_lookup_table{131} = '0.678'; $scoring_probability_lookup_table{132} = '0.680'; $scoring_probability_lookup_table{133} = '0.681'; $scoring_probability_lookup_table{134} = '0.682'; $scoring_probability_lookup_table{135} = '0.683'; $scoring_probability_lookup_table{136} = '0.685'; $scoring_probability_lookup_table{137} = '0.686'; $scoring_probability_lookup_table{138} = '0.687'; $scoring_probability_lookup_table{139} = '0.688'; $scoring_probability_lookup_table{140} = '0.690'; $scoring_probability_lookup_table{141} = '0.691'; $scoring_probability_lookup_table{142} = '0.692'; $scoring_probability_lookup_table{143} = '0.693'; $scoring_probability_lookup_table{144} = '0.695'; $scoring_probability_lookup_table{145} = '0.696'; $scoring_probability_lookup_table{146} = '0.697'; $scoring_probability_lookup_table{147} = '0.698'; $scoring_probability_lookup_table{148} = '0.700'; $scoring_probability_lookup_table{149} = '0.701'; $scoring_probability_lookup_table{150} = '0.702'; $scoring_probability_lookup_table{151} = '0.703'; $scoring_probability_lookup_table{152} = '0.705'; $scoring_probability_lookup_table{153} = '0.706'; $scoring_probability_lookup_table{154} = '0.707'; $scoring_probability_lookup_table{155} = '0.708'; $scoring_probability_lookup_table{156} = '0.709'; $scoring_probability_lookup_table{157} = '0.711'; $scoring_probability_lookup_table{158} = '0.712'; $scoring_probability_lookup_table{159} = '0.713'; $scoring_probability_lookup_table{160} = '0.714'; $scoring_probability_lookup_table{161} = '0.715'; $scoring_probability_lookup_table{162} = '0.717'; $scoring_probability_lookup_table{163} = '0.718'; $scoring_probability_lookup_table{164} = '0.719'; $scoring_probability_lookup_table{165} = '0.720'; $scoring_probability_lookup_table{166} = '0.721'; $scoring_probability_lookup_table{167} = '0.723'; $scoring_probability_lookup_table{168} = '0.724'; $scoring_probability_lookup_table{169} = '0.725'; $scoring_probability_lookup_table{170} = '0.726'; $scoring_probability_lookup_table{171} = '0.727'; $scoring_probability_lookup_table{172} = '0.728'; $scoring_probability_lookup_table{173} = '0.730'; $scoring_probability_lookup_table{174} = '0.731'; $scoring_probability_lookup_table{175} = '0.732'; $scoring_probability_lookup_table{176} = '0.733'; $scoring_probability_lookup_table{177} = '0.734'; $scoring_probability_lookup_table{178} = '0.735'; $scoring_probability_lookup_table{179} = '0.737'; $scoring_probability_lookup_table{180} = '0.738'; $scoring_probability_lookup_table{181} = '0.739'; $scoring_probability_lookup_table{182} = '0.740'; $scoring_probability_lookup_table{183} = '0.741'; $scoring_probability_lookup_table{184} = '0.742'; $scoring_probability_lookup_table{185} = '0.743'; $scoring_probability_lookup_table{186} = '0.745'; $scoring_probability_lookup_table{187} = '0.746'; $scoring_probability_lookup_table{188} = '0.747'; $scoring_probability_lookup_table{189} = '0.748'; $scoring_probability_lookup_table{190} = '0.749'; $scoring_probability_lookup_table{191} = '0.750'; $scoring_probability_lookup_table{192} = '0.751'; $scoring_probability_lookup_table{193} = '0.752'; $scoring_probability_lookup_table{194} = '0.754'; $scoring_probability_lookup_table{195} = '0.755'; $scoring_probability_lookup_table{196} = '0.756'; $scoring_probability_lookup_table{197} = '0.757'; $scoring_probability_lookup_table{198} = '0.758'; $scoring_probability_lookup_table{199} = '0.759'; $scoring_probability_lookup_table{200} = '0.760'; $scoring_probability_lookup_table{201} = '0.761'; $scoring_probability_lookup_table{202} = '0.762'; $scoring_probability_lookup_table{203} = '0.764'; $scoring_probability_lookup_table{204} = '0.765'; $scoring_probability_lookup_table{205} = '0.766'; $scoring_probability_lookup_table{206} = '0.767'; $scoring_probability_lookup_table{207} = '0.768'; $scoring_probability_lookup_table{208} = '0.769'; $scoring_probability_lookup_table{209} = '0.770'; $scoring_probability_lookup_table{210} = '0.771'; $scoring_probability_lookup_table{211} = '0.772'; $scoring_probability_lookup_table{212} = '0.773'; $scoring_probability_lookup_table{213} = '0.774'; $scoring_probability_lookup_table{214} = '0.775'; $scoring_probability_lookup_table{215} = '0.776'; $scoring_probability_lookup_table{216} = '0.777'; $scoring_probability_lookup_table{217} = '0.779'; $scoring_probability_lookup_table{218} = '0.780'; $scoring_probability_lookup_table{219} = '0.781'; $scoring_probability_lookup_table{220} = '0.782'; $scoring_probability_lookup_table{221} = '0.783'; $scoring_probability_lookup_table{222} = '0.784'; $scoring_probability_lookup_table{223} = '0.785'; $scoring_probability_lookup_table{224} = '0.786'; $scoring_probability_lookup_table{225} = '0.787'; $scoring_probability_lookup_table{226} = '0.788'; $scoring_probability_lookup_table{227} = '0.789'; $scoring_probability_lookup_table{228} = '0.790'; $scoring_probability_lookup_table{229} = '0.791'; $scoring_probability_lookup_table{230} = '0.792'; $scoring_probability_lookup_table{231} = '0.793'; $scoring_probability_lookup_table{232} = '0.794'; $scoring_probability_lookup_table{233} = '0.795'; $scoring_probability_lookup_table{234} = '0.796'; $scoring_probability_lookup_table{235} = '0.797'; $scoring_probability_lookup_table{236} = '0.798'; $scoring_probability_lookup_table{237} = '0.799'; $scoring_probability_lookup_table{238} = '0.800'; $scoring_probability_lookup_table{239} = '0.801'; $scoring_probability_lookup_table{240} = '0.802'; $scoring_probability_lookup_table{241} = '0.803'; $scoring_probability_lookup_table{242} = '0.804'; $scoring_probability_lookup_table{243} = '0.805'; $scoring_probability_lookup_table{244} = '0.806'; $scoring_probability_lookup_table{245} = '0.807'; $scoring_probability_lookup_table{246} = '0.808'; $scoring_probability_lookup_table{247} = '0.809'; $scoring_probability_lookup_table{248} = '0.810'; $scoring_probability_lookup_table{249} = '0.811'; $scoring_probability_lookup_table{250} = '0.812'; $scoring_probability_lookup_table{251} = '0.813'; $scoring_probability_lookup_table{252} = '0.814'; $scoring_probability_lookup_table{253} = '0.814'; $scoring_probability_lookup_table{254} = '0.815'; $scoring_probability_lookup_table{255} = '0.816'; $scoring_probability_lookup_table{256} = '0.817'; $scoring_probability_lookup_table{257} = '0.818'; $scoring_probability_lookup_table{258} = '0.819'; $scoring_probability_lookup_table{259} = '0.820'; $scoring_probability_lookup_table{260} = '0.821'; $scoring_probability_lookup_table{261} = '0.822'; $scoring_probability_lookup_table{262} = '0.823'; $scoring_probability_lookup_table{263} = '0.824'; $scoring_probability_lookup_table{264} = '0.825'; $scoring_probability_lookup_table{265} = '0.826'; $scoring_probability_lookup_table{266} = '0.827'; $scoring_probability_lookup_table{267} = '0.827'; $scoring_probability_lookup_table{268} = '0.828'; $scoring_probability_lookup_table{269} = '0.829'; $scoring_probability_lookup_table{270} = '0.830'; $scoring_probability_lookup_table{271} = '0.831'; $scoring_probability_lookup_table{272} = '0.832'; $scoring_probability_lookup_table{273} = '0.833'; $scoring_probability_lookup_table{274} = '0.834'; $scoring_probability_lookup_table{275} = '0.835'; $scoring_probability_lookup_table{276} = '0.835'; $scoring_probability_lookup_table{277} = '0.836'; $scoring_probability_lookup_table{278} = '0.837'; $scoring_probability_lookup_table{279} = '0.838'; $scoring_probability_lookup_table{280} = '0.839'; $scoring_probability_lookup_table{281} = '0.840'; $scoring_probability_lookup_table{282} = '0.841'; $scoring_probability_lookup_table{283} = '0.841'; $scoring_probability_lookup_table{284} = '0.842'; $scoring_probability_lookup_table{285} = '0.843'; $scoring_probability_lookup_table{286} = '0.844'; $scoring_probability_lookup_table{287} = '0.845'; $scoring_probability_lookup_table{288} = '0.846'; $scoring_probability_lookup_table{289} = '0.847'; $scoring_probability_lookup_table{290} = '0.847'; $scoring_probability_lookup_table{291} = '0.848'; $scoring_probability_lookup_table{292} = '0.849'; $scoring_probability_lookup_table{293} = '0.850'; $scoring_probability_lookup_table{294} = '0.851'; $scoring_probability_lookup_table{295} = '0.852'; $scoring_probability_lookup_table{296} = '0.852'; $scoring_probability_lookup_table{297} = '0.853'; $scoring_probability_lookup_table{298} = '0.854'; $scoring_probability_lookup_table{299} = '0.855'; $scoring_probability_lookup_table{300} = '0.856'; $scoring_probability_lookup_table{301} = '0.856'; $scoring_probability_lookup_table{302} = '0.857'; $scoring_probability_lookup_table{303} = '0.858'; $scoring_probability_lookup_table{304} = '0.859'; $scoring_probability_lookup_table{305} = '0.860'; $scoring_probability_lookup_table{306} = '0.860'; $scoring_probability_lookup_table{307} = '0.861'; $scoring_probability_lookup_table{308} = '0.862'; $scoring_probability_lookup_table{309} = '0.863'; $scoring_probability_lookup_table{310} = '0.863'; $scoring_probability_lookup_table{311} = '0.864'; $scoring_probability_lookup_table{312} = '0.865'; $scoring_probability_lookup_table{313} = '0.866'; $scoring_probability_lookup_table{314} = '0.867'; $scoring_probability_lookup_table{315} = '0.867'; $scoring_probability_lookup_table{316} = '0.868'; $scoring_probability_lookup_table{317} = '0.869'; $scoring_probability_lookup_table{318} = '0.870'; $scoring_probability_lookup_table{319} = '0.870'; $scoring_probability_lookup_table{320} = '0.871'; $scoring_probability_lookup_table{321} = '0.872'; $scoring_probability_lookup_table{322} = '0.873'; $scoring_probability_lookup_table{323} = '0.873'; $scoring_probability_lookup_table{324} = '0.874'; $scoring_probability_lookup_table{325} = '0.875'; $scoring_probability_lookup_table{326} = '0.875'; $scoring_probability_lookup_table{327} = '0.876'; $scoring_probability_lookup_table{328} = '0.877'; $scoring_probability_lookup_table{329} = '0.878'; $scoring_probability_lookup_table{330} = '0.878'; $scoring_probability_lookup_table{331} = '0.879'; $scoring_probability_lookup_table{332} = '0.880'; $scoring_probability_lookup_table{333} = '0.880'; $scoring_probability_lookup_table{334} = '0.881'; $scoring_probability_lookup_table{335} = '0.882'; $scoring_probability_lookup_table{336} = '0.883'; $scoring_probability_lookup_table{337} = '0.883'; $scoring_probability_lookup_table{338} = '0.884'; $scoring_probability_lookup_table{339} = '0.885'; $scoring_probability_lookup_table{340} = '0.885'; $scoring_probability_lookup_table{341} = '0.886'; $scoring_probability_lookup_table{342} = '0.887'; $scoring_probability_lookup_table{343} = '0.887'; $scoring_probability_lookup_table{344} = '0.888'; $scoring_probability_lookup_table{345} = '0.889'; $scoring_probability_lookup_table{346} = '0.889'; $scoring_probability_lookup_table{347} = '0.890'; $scoring_probability_lookup_table{348} = '0.891'; $scoring_probability_lookup_table{349} = '0.891'; $scoring_probability_lookup_table{350} = '0.892'; $scoring_probability_lookup_table{351} = '0.893'; $scoring_probability_lookup_table{352} = '0.893'; $scoring_probability_lookup_table{353} = '0.894'; $scoring_probability_lookup_table{354} = '0.895'; $scoring_probability_lookup_table{355} = '0.895'; $scoring_probability_lookup_table{356} = '0.896'; $scoring_probability_lookup_table{357} = '0.897'; $scoring_probability_lookup_table{358} = '0.897'; $scoring_probability_lookup_table{359} = '0.898'; $scoring_probability_lookup_table{360} = '0.898'; $scoring_probability_lookup_table{361} = '0.899'; $scoring_probability_lookup_table{362} = '0.900'; $scoring_probability_lookup_table{363} = '0.900'; $scoring_probability_lookup_table{364} = '0.901'; $scoring_probability_lookup_table{365} = '0.902'; $scoring_probability_lookup_table{366} = '0.902'; $scoring_probability_lookup_table{367} = '0.903'; $scoring_probability_lookup_table{368} = '0.903'; $scoring_probability_lookup_table{369} = '0.904'; $scoring_probability_lookup_table{370} = '0.905'; $scoring_probability_lookup_table{371} = '0.905'; $scoring_probability_lookup_table{372} = '0.906'; $scoring_probability_lookup_table{373} = '0.906'; $scoring_probability_lookup_table{374} = '0.907'; $scoring_probability_lookup_table{375} = '0.908'; $scoring_probability_lookup_table{376} = '0.908'; $scoring_probability_lookup_table{377} = '0.909'; $scoring_probability_lookup_table{378} = '0.909'; $scoring_probability_lookup_table{379} = '0.910'; $scoring_probability_lookup_table{380} = '0.910'; $scoring_probability_lookup_table{381} = '0.911'; $scoring_probability_lookup_table{382} = '0.912'; $scoring_probability_lookup_table{383} = '0.912'; $scoring_probability_lookup_table{384} = '0.913'; $scoring_probability_lookup_table{385} = '0.913'; $scoring_probability_lookup_table{386} = '0.914'; $scoring_probability_lookup_table{387} = '0.914'; $scoring_probability_lookup_table{388} = '0.915'; $scoring_probability_lookup_table{389} = '0.915'; $scoring_probability_lookup_table{390} = '0.916'; $scoring_probability_lookup_table{391} = '0.917'; $scoring_probability_lookup_table{392} = '0.917'; $scoring_probability_lookup_table{393} = '0.918'; $scoring_probability_lookup_table{394} = '0.918'; $scoring_probability_lookup_table{395} = '0.919'; $scoring_probability_lookup_table{396} = '0.919'; $scoring_probability_lookup_table{397} = '0.920'; $scoring_probability_lookup_table{398} = '0.920'; $scoring_probability_lookup_table{399} = '0.921'; $scoring_probability_lookup_table{400} = '0.921'; $scoring_probability_lookup_table{401} = '0.922'; $scoring_probability_lookup_table{402} = '0.922'; $scoring_probability_lookup_table{403} = '0.923'; $scoring_probability_lookup_table{404} = '0.923'; $scoring_probability_lookup_table{405} = '0.924'; $scoring_probability_lookup_table{406} = '0.924'; $scoring_probability_lookup_table{407} = '0.925'; $scoring_probability_lookup_table{408} = '0.925'; $scoring_probability_lookup_table{409} = '0.926'; $scoring_probability_lookup_table{410} = '0.926'; $scoring_probability_lookup_table{411} = '0.927'; $scoring_probability_lookup_table{412} = '0.927'; $scoring_probability_lookup_table{413} = '0.928'; $scoring_probability_lookup_table{414} = '0.928'; $scoring_probability_lookup_table{415} = '0.929'; $scoring_probability_lookup_table{416} = '0.929'; $scoring_probability_lookup_table{417} = '0.930'; $scoring_probability_lookup_table{418} = '0.930'; $scoring_probability_lookup_table{419} = '0.931'; $scoring_probability_lookup_table{420} = '0.931'; $scoring_probability_lookup_table{421} = '0.932'; $scoring_probability_lookup_table{422} = '0.932'; $scoring_probability_lookup_table{423} = '0.933'; $scoring_probability_lookup_table{424} = '0.933'; $scoring_probability_lookup_table{425} = '0.934'; $scoring_probability_lookup_table{426} = '0.934'; $scoring_probability_lookup_table{427} = '0.934'; $scoring_probability_lookup_table{428} = '0.935'; $scoring_probability_lookup_table{429} = '0.935'; $scoring_probability_lookup_table{430} = '0.936'; $scoring_probability_lookup_table{431} = '0.936'; $scoring_probability_lookup_table{432} = '0.937'; $scoring_probability_lookup_table{433} = '0.937'; $scoring_probability_lookup_table{434} = '0.938'; $scoring_probability_lookup_table{435} = '0.938'; $scoring_probability_lookup_table{436} = '0.938'; $scoring_probability_lookup_table{437} = '0.939'; $scoring_probability_lookup_table{438} = '0.939'; $scoring_probability_lookup_table{439} = '0.940'; $scoring_probability_lookup_table{440} = '0.940'; $scoring_probability_lookup_table{441} = '0.941'; $scoring_probability_lookup_table{442} = '0.941'; $scoring_probability_lookup_table{443} = '0.941'; $scoring_probability_lookup_table{444} = '0.942'; $scoring_probability_lookup_table{445} = '0.942'; $scoring_probability_lookup_table{446} = '0.943'; $scoring_probability_lookup_table{447} = '0.943'; $scoring_probability_lookup_table{448} = '0.943'; $scoring_probability_lookup_table{449} = '0.944'; $scoring_probability_lookup_table{450} = '0.944'; $scoring_probability_lookup_table{451} = '0.945'; $scoring_probability_lookup_table{452} = '0.945'; $scoring_probability_lookup_table{453} = '0.945'; $scoring_probability_lookup_table{454} = '0.946'; $scoring_probability_lookup_table{455} = '0.946'; $scoring_probability_lookup_table{456} = '0.947'; $scoring_probability_lookup_table{457} = '0.947'; $scoring_probability_lookup_table{458} = '0.947'; $scoring_probability_lookup_table{459} = '0.948'; $scoring_probability_lookup_table{460} = '0.948'; $scoring_probability_lookup_table{461} = '0.948'; $scoring_probability_lookup_table{462} = '0.949'; $scoring_probability_lookup_table{463} = '0.949'; $scoring_probability_lookup_table{464} = '0.950'; $scoring_probability_lookup_table{465} = '0.950'; $scoring_probability_lookup_table{466} = '0.950'; $scoring_probability_lookup_table{467} = '0.951'; $scoring_probability_lookup_table{468} = '0.951'; $scoring_probability_lookup_table{469} = '0.951'; $scoring_probability_lookup_table{470} = '0.952'; $scoring_probability_lookup_table{471} = '0.952'; $scoring_probability_lookup_table{472} = '0.952'; $scoring_probability_lookup_table{473} = '0.953'; $scoring_probability_lookup_table{474} = '0.953'; $scoring_probability_lookup_table{475} = '0.953'; $scoring_probability_lookup_table{476} = '0.954'; $scoring_probability_lookup_table{477} = '0.954'; $scoring_probability_lookup_table{478} = '0.954'; $scoring_probability_lookup_table{479} = '0.955'; $scoring_probability_lookup_table{480} = '0.955'; $scoring_probability_lookup_table{481} = '0.955'; $scoring_probability_lookup_table{482} = '0.956'; $scoring_probability_lookup_table{483} = '0.956'; $scoring_probability_lookup_table{484} = '0.956'; $scoring_probability_lookup_table{485} = '0.957'; $scoring_probability_lookup_table{486} = '0.957'; $scoring_probability_lookup_table{487} = '0.957'; $scoring_probability_lookup_table{488} = '0.958'; $scoring_probability_lookup_table{489} = '0.958'; $scoring_probability_lookup_table{490} = '0.958'; $scoring_probability_lookup_table{491} = '0.959'; $scoring_probability_lookup_table{492} = '0.959'; $scoring_probability_lookup_table{493} = '0.959'; $scoring_probability_lookup_table{494} = '0.960'; $scoring_probability_lookup_table{495} = '0.960'; $scoring_probability_lookup_table{496} = '0.960'; $scoring_probability_lookup_table{497} = '0.961'; $scoring_probability_lookup_table{498} = '0.961'; $scoring_probability_lookup_table{499} = '0.961'; $scoring_probability_lookup_table{500} = '0.961'; $scoring_probability_lookup_table{501} = '0.962'; $scoring_probability_lookup_table{502} = '0.962'; $scoring_probability_lookup_table{503} = '0.962'; $scoring_probability_lookup_table{504} = '0.963'; $scoring_probability_lookup_table{505} = '0.963'; $scoring_probability_lookup_table{506} = '0.963'; $scoring_probability_lookup_table{507} = '0.963'; $scoring_probability_lookup_table{508} = '0.964'; $scoring_probability_lookup_table{509} = '0.964'; $scoring_probability_lookup_table{510} = '0.964'; $scoring_probability_lookup_table{511} = '0.965'; $scoring_probability_lookup_table{512} = '0.965'; $scoring_probability_lookup_table{513} = '0.965'; $scoring_probability_lookup_table{514} = '0.965'; $scoring_probability_lookup_table{515} = '0.966'; $scoring_probability_lookup_table{516} = '0.966'; $scoring_probability_lookup_table{517} = '0.966'; $scoring_probability_lookup_table{518} = '0.966'; $scoring_probability_lookup_table{519} = '0.967'; $scoring_probability_lookup_table{520} = '0.967'; $scoring_probability_lookup_table{521} = '0.967'; $scoring_probability_lookup_table{522} = '0.968'; $scoring_probability_lookup_table{523} = '0.968'; $scoring_probability_lookup_table{524} = '0.968'; $scoring_probability_lookup_table{525} = '0.968'; $scoring_probability_lookup_table{526} = '0.969'; $scoring_probability_lookup_table{527} = '0.969'; $scoring_probability_lookup_table{528} = '0.969'; $scoring_probability_lookup_table{529} = '0.969'; $scoring_probability_lookup_table{530} = '0.970'; $scoring_probability_lookup_table{531} = '0.970'; $scoring_probability_lookup_table{532} = '0.970'; $scoring_probability_lookup_table{533} = '0.970'; $scoring_probability_lookup_table{534} = '0.970'; $scoring_probability_lookup_table{535} = '0.971'; $scoring_probability_lookup_table{536} = '0.971'; $scoring_probability_lookup_table{537} = '0.971'; $scoring_probability_lookup_table{538} = '0.971'; $scoring_probability_lookup_table{539} = '0.972'; $scoring_probability_lookup_table{540} = '0.972'; $scoring_probability_lookup_table{541} = '0.972'; $scoring_probability_lookup_table{542} = '0.972'; $scoring_probability_lookup_table{543} = '0.973'; $scoring_probability_lookup_table{544} = '0.973'; $scoring_probability_lookup_table{545} = '0.973'; $scoring_probability_lookup_table{546} = '0.973'; $scoring_probability_lookup_table{547} = '0.973'; $scoring_probability_lookup_table{548} = '0.974'; $scoring_probability_lookup_table{549} = '0.974'; $scoring_probability_lookup_table{550} = '0.974'; $scoring_probability_lookup_table{551} = '0.974'; $scoring_probability_lookup_table{552} = '0.975'; $scoring_probability_lookup_table{553} = '0.975'; $scoring_probability_lookup_table{554} = '0.975'; $scoring_probability_lookup_table{555} = '0.975'; $scoring_probability_lookup_table{556} = '0.975'; $scoring_probability_lookup_table{557} = '0.976'; $scoring_probability_lookup_table{558} = '0.976'; $scoring_probability_lookup_table{559} = '0.976'; $scoring_probability_lookup_table{560} = '0.976'; $scoring_probability_lookup_table{561} = '0.976'; $scoring_probability_lookup_table{562} = '0.977'; $scoring_probability_lookup_table{563} = '0.977'; $scoring_probability_lookup_table{564} = '0.977'; $scoring_probability_lookup_table{565} = '0.977'; $scoring_probability_lookup_table{566} = '0.977'; $scoring_probability_lookup_table{567} = '0.977'; $scoring_probability_lookup_table{568} = '0.978'; $scoring_probability_lookup_table{569} = '0.978'; $scoring_probability_lookup_table{570} = '0.978'; $scoring_probability_lookup_table{571} = '0.978'; $scoring_probability_lookup_table{572} = '0.978'; $scoring_probability_lookup_table{573} = '0.979'; $scoring_probability_lookup_table{574} = '0.979'; $scoring_probability_lookup_table{575} = '0.979'; $scoring_probability_lookup_table{576} = '0.979'; $scoring_probability_lookup_table{577} = '0.979'; $scoring_probability_lookup_table{578} = '0.980'; $scoring_probability_lookup_table{579} = '0.980'; $scoring_probability_lookup_table{580} = '0.980'; $scoring_probability_lookup_table{581} = '0.980'; $scoring_probability_lookup_table{582} = '0.980'; $scoring_probability_lookup_table{583} = '0.980'; $scoring_probability_lookup_table{584} = '0.981'; $scoring_probability_lookup_table{585} = '0.981'; $scoring_probability_lookup_table{586} = '0.981'; $scoring_probability_lookup_table{587} = '0.981'; $scoring_probability_lookup_table{588} = '0.981'; $scoring_probability_lookup_table{589} = '0.981'; $scoring_probability_lookup_table{590} = '0.982'; $scoring_probability_lookup_table{591} = '0.982'; $scoring_probability_lookup_table{592} = '0.982'; $scoring_probability_lookup_table{593} = '0.982'; $scoring_probability_lookup_table{594} = '0.982'; $scoring_probability_lookup_table{595} = '0.982'; $scoring_probability_lookup_table{596} = '0.982'; $scoring_probability_lookup_table{597} = '0.983'; $scoring_probability_lookup_table{598} = '0.983'; $scoring_probability_lookup_table{599} = '0.983'; $scoring_probability_lookup_table{600} = '0.983'; $scoring_probability_lookup_table{601} = '0.983'; $scoring_probability_lookup_table{602} = '0.983'; $scoring_probability_lookup_table{603} = '0.983'; $scoring_probability_lookup_table{604} = '0.984'; $scoring_probability_lookup_table{605} = '0.984'; $scoring_probability_lookup_table{606} = '0.984'; $scoring_probability_lookup_table{607} = '0.984'; $scoring_probability_lookup_table{608} = '0.984'; $scoring_probability_lookup_table{609} = '0.984'; $scoring_probability_lookup_table{610} = '0.984'; $scoring_probability_lookup_table{611} = '0.985'; $scoring_probability_lookup_table{612} = '0.985'; $scoring_probability_lookup_table{613} = '0.985'; $scoring_probability_lookup_table{614} = '0.985'; $scoring_probability_lookup_table{615} = '0.985'; $scoring_probability_lookup_table{616} = '0.985'; $scoring_probability_lookup_table{617} = '0.985'; $scoring_probability_lookup_table{618} = '0.986'; $scoring_probability_lookup_table{619} = '0.986'; $scoring_probability_lookup_table{620} = '0.986'; $scoring_probability_lookup_table{621} = '0.986'; $scoring_probability_lookup_table{622} = '0.986'; $scoring_probability_lookup_table{623} = '0.986'; $scoring_probability_lookup_table{624} = '0.986'; $scoring_probability_lookup_table{625} = '0.986'; $scoring_probability_lookup_table{626} = '0.987'; $scoring_probability_lookup_table{627} = '0.987'; $scoring_probability_lookup_table{628} = '0.987'; $scoring_probability_lookup_table{629} = '0.987'; $scoring_probability_lookup_table{630} = '0.987'; $scoring_probability_lookup_table{631} = '0.987'; $scoring_probability_lookup_table{632} = '0.987'; $scoring_probability_lookup_table{633} = '0.987'; $scoring_probability_lookup_table{634} = '0.988'; $scoring_probability_lookup_table{635} = '0.988'; $scoring_probability_lookup_table{636} = '0.988'; $scoring_probability_lookup_table{637} = '0.988'; $scoring_probability_lookup_table{638} = '0.988'; $scoring_probability_lookup_table{639} = '0.988'; $scoring_probability_lookup_table{640} = '0.988'; $scoring_probability_lookup_table{641} = '0.988'; $scoring_probability_lookup_table{642} = '0.988'; $scoring_probability_lookup_table{643} = '0.988'; $scoring_probability_lookup_table{644} = '0.989'; $scoring_probability_lookup_table{645} = '0.989'; $scoring_probability_lookup_table{646} = '0.989'; $scoring_probability_lookup_table{647} = '0.989'; $scoring_probability_lookup_table{648} = '0.989'; $scoring_probability_lookup_table{649} = '0.989'; $scoring_probability_lookup_table{650} = '0.989'; $scoring_probability_lookup_table{651} = '0.989'; $scoring_probability_lookup_table{652} = '0.989'; $scoring_probability_lookup_table{653} = '0.990'; $scoring_probability_lookup_table{654} = '0.990'; $scoring_probability_lookup_table{655} = '0.990'; $scoring_probability_lookup_table{656} = '0.990'; $scoring_probability_lookup_table{657} = '0.990'; $scoring_probability_lookup_table{658} = '0.990'; $scoring_probability_lookup_table{659} = '0.990'; $scoring_probability_lookup_table{660} = '0.990'; $scoring_probability_lookup_table{661} = '0.990'; $scoring_probability_lookup_table{662} = '0.990'; $scoring_probability_lookup_table{663} = '0.990'; $scoring_probability_lookup_table{664} = '0.991'; $scoring_probability_lookup_table{665} = '0.991'; $scoring_probability_lookup_table{666} = '0.991'; $scoring_probability_lookup_table{667} = '0.991'; $scoring_probability_lookup_table{668} = '0.991'; $scoring_probability_lookup_table{669} = '0.991'; $scoring_probability_lookup_table{670} = '0.991'; $scoring_probability_lookup_table{671} = '0.991'; $scoring_probability_lookup_table{672} = '0.991'; $scoring_probability_lookup_table{673} = '0.991'; $scoring_probability_lookup_table{674} = '0.991'; $scoring_probability_lookup_table{675} = '0.991'; $scoring_probability_lookup_table{676} = '0.992'; $scoring_probability_lookup_table{677} = '0.992'; $scoring_probability_lookup_table{678} = '0.992'; $scoring_probability_lookup_table{679} = '0.992'; $scoring_probability_lookup_table{680} = '0.992'; $scoring_probability_lookup_table{681} = '0.992'; $scoring_probability_lookup_table{682} = '0.992'; $scoring_probability_lookup_table{683} = '0.992'; $scoring_probability_lookup_table{684} = '0.992'; $scoring_probability_lookup_table{685} = '0.992'; $scoring_probability_lookup_table{686} = '0.992'; $scoring_probability_lookup_table{687} = '0.992'; $scoring_probability_lookup_table{688} = '0.993'; $scoring_probability_lookup_table{689} = '0.993'; $scoring_probability_lookup_table{690} = '0.993'; $scoring_probability_lookup_table{691} = '0.993'; $scoring_probability_lookup_table{692} = '0.993'; $scoring_probability_lookup_table{693} = '0.993'; $scoring_probability_lookup_table{694} = '0.993'; $scoring_probability_lookup_table{695} = '0.993'; $scoring_probability_lookup_table{696} = '0.993'; $scoring_probability_lookup_table{697} = '0.993'; $scoring_probability_lookup_table{698} = '0.993'; $scoring_probability_lookup_table{699} = '0.993'; $scoring_probability_lookup_table{700} = '0.993'; $scoring_probability_lookup_table{701} = '0.993'; $scoring_probability_lookup_table{702} = '0.993'; $scoring_probability_lookup_table{703} = '0.994'; $scoring_probability_lookup_table{704} = '0.994'; $scoring_probability_lookup_table{705} = '0.994'; $scoring_probability_lookup_table{706} = '0.994'; $scoring_probability_lookup_table{707} = '0.994'; $scoring_probability_lookup_table{708} = '0.994'; $scoring_probability_lookup_table{709} = '0.994'; $scoring_probability_lookup_table{710} = '0.994'; $scoring_probability_lookup_table{711} = '0.994'; $scoring_probability_lookup_table{712} = '0.994'; $scoring_probability_lookup_table{713} = '0.994'; $scoring_probability_lookup_table{714} = '0.994'; $scoring_probability_lookup_table{715} = '0.994'; $scoring_probability_lookup_table{716} = '0.994'; $scoring_probability_lookup_table{717} = '0.994'; $scoring_probability_lookup_table{718} = '0.994'; $scoring_probability_lookup_table{719} = '0.994'; $scoring_probability_lookup_table{720} = '0.995'; $scoring_probability_lookup_table{721} = '0.995'; $scoring_probability_lookup_table{722} = '0.995'; $scoring_probability_lookup_table{723} = '0.995'; $scoring_probability_lookup_table{724} = '0.995'; $scoring_probability_lookup_table{725} = '0.995'; $scoring_probability_lookup_table{726} = '0.995'; $scoring_probability_lookup_table{727} = '0.995'; $scoring_probability_lookup_table{728} = '0.995'; $scoring_probability_lookup_table{729} = '0.995'; $scoring_probability_lookup_table{730} = '0.995'; $scoring_probability_lookup_table{731} = '0.995'; $scoring_probability_lookup_table{732} = '0.995'; $scoring_probability_lookup_table{733} = '0.995'; $scoring_probability_lookup_table{734} = '0.995'; $scoring_probability_lookup_table{735} = '1.000'; } ## lookup table (rating difference given a difference in percentage score) ## table with three post decimal positions ## Official Wertungsordnung (http://www.schachbund.de/dwz/wo/index.html) ## gives tables with only two post decimal positions. ## But ELOBASE (the closed source software used for official calculations) ## uses the following table! sub _set_reverse_scoring_probability_lookup_table { ## use hash as lookup table for scoring probability $reverse_scoring_probability_lookup_table{'0.500'} = '0'; $reverse_scoring_probability_lookup_table{'0.501'} = '1'; $reverse_scoring_probability_lookup_table{'0.502'} = '1'; $reverse_scoring_probability_lookup_table{'0.503'} = '2'; $reverse_scoring_probability_lookup_table{'0.504'} = '3'; $reverse_scoring_probability_lookup_table{'0.505'} = '4'; $reverse_scoring_probability_lookup_table{'0.506'} = '4'; $reverse_scoring_probability_lookup_table{'0.507'} = '5'; $reverse_scoring_probability_lookup_table{'0.508'} = '6'; $reverse_scoring_probability_lookup_table{'0.509'} = '6'; $reverse_scoring_probability_lookup_table{'0.510'} = '7'; $reverse_scoring_probability_lookup_table{'0.511'} = '8'; $reverse_scoring_probability_lookup_table{'0.512'} = '9'; $reverse_scoring_probability_lookup_table{'0.513'} = '9'; $reverse_scoring_probability_lookup_table{'0.514'} = '10'; $reverse_scoring_probability_lookup_table{'0.515'} = '11'; $reverse_scoring_probability_lookup_table{'0.516'} = '11'; $reverse_scoring_probability_lookup_table{'0.517'} = '12'; $reverse_scoring_probability_lookup_table{'0.518'} = '13'; $reverse_scoring_probability_lookup_table{'0.519'} = '13'; $reverse_scoring_probability_lookup_table{'0.520'} = '14'; $reverse_scoring_probability_lookup_table{'0.521'} = '15'; $reverse_scoring_probability_lookup_table{'0.522'} = '16'; $reverse_scoring_probability_lookup_table{'0.523'} = '16'; $reverse_scoring_probability_lookup_table{'0.524'} = '17'; $reverse_scoring_probability_lookup_table{'0.525'} = '18'; $reverse_scoring_probability_lookup_table{'0.526'} = '18'; $reverse_scoring_probability_lookup_table{'0.527'} = '19'; $reverse_scoring_probability_lookup_table{'0.528'} = '20'; $reverse_scoring_probability_lookup_table{'0.529'} = '21'; $reverse_scoring_probability_lookup_table{'0.530'} = '21'; $reverse_scoring_probability_lookup_table{'0.531'} = '22'; $reverse_scoring_probability_lookup_table{'0.532'} = '23'; $reverse_scoring_probability_lookup_table{'0.533'} = '23'; $reverse_scoring_probability_lookup_table{'0.534'} = '24'; $reverse_scoring_probability_lookup_table{'0.535'} = '25'; $reverse_scoring_probability_lookup_table{'0.536'} = '26'; $reverse_scoring_probability_lookup_table{'0.537'} = '26'; $reverse_scoring_probability_lookup_table{'0.538'} = '27'; $reverse_scoring_probability_lookup_table{'0.539'} = '28'; $reverse_scoring_probability_lookup_table{'0.540'} = '28'; $reverse_scoring_probability_lookup_table{'0.541'} = '29'; $reverse_scoring_probability_lookup_table{'0.542'} = '30'; $reverse_scoring_probability_lookup_table{'0.543'} = '31'; $reverse_scoring_probability_lookup_table{'0.544'} = '31'; $reverse_scoring_probability_lookup_table{'0.545'} = '32'; $reverse_scoring_probability_lookup_table{'0.546'} = '33'; $reverse_scoring_probability_lookup_table{'0.547'} = '33'; $reverse_scoring_probability_lookup_table{'0.548'} = '34'; $reverse_scoring_probability_lookup_table{'0.549'} = '35'; $reverse_scoring_probability_lookup_table{'0.550'} = '36'; $reverse_scoring_probability_lookup_table{'0.551'} = '36'; $reverse_scoring_probability_lookup_table{'0.552'} = '37'; $reverse_scoring_probability_lookup_table{'0.553'} = '38'; $reverse_scoring_probability_lookup_table{'0.554'} = '38'; $reverse_scoring_probability_lookup_table{'0.555'} = '39'; $reverse_scoring_probability_lookup_table{'0.556'} = '40'; $reverse_scoring_probability_lookup_table{'0.557'} = '41'; $reverse_scoring_probability_lookup_table{'0.558'} = '41'; $reverse_scoring_probability_lookup_table{'0.559'} = '42'; $reverse_scoring_probability_lookup_table{'0.560'} = '43'; $reverse_scoring_probability_lookup_table{'0.561'} = '43'; $reverse_scoring_probability_lookup_table{'0.562'} = '44'; $reverse_scoring_probability_lookup_table{'0.563'} = '45'; $reverse_scoring_probability_lookup_table{'0.564'} = '46'; $reverse_scoring_probability_lookup_table{'0.565'} = '46'; $reverse_scoring_probability_lookup_table{'0.566'} = '47'; $reverse_scoring_probability_lookup_table{'0.567'} = '48'; $reverse_scoring_probability_lookup_table{'0.568'} = '48'; $reverse_scoring_probability_lookup_table{'0.569'} = '49'; $reverse_scoring_probability_lookup_table{'0.570'} = '50'; $reverse_scoring_probability_lookup_table{'0.571'} = '51'; $reverse_scoring_probability_lookup_table{'0.572'} = '51'; $reverse_scoring_probability_lookup_table{'0.573'} = '52'; $reverse_scoring_probability_lookup_table{'0.574'} = '53'; $reverse_scoring_probability_lookup_table{'0.575'} = '53'; $reverse_scoring_probability_lookup_table{'0.576'} = '54'; $reverse_scoring_probability_lookup_table{'0.577'} = '55'; $reverse_scoring_probability_lookup_table{'0.578'} = '56'; $reverse_scoring_probability_lookup_table{'0.579'} = '56'; $reverse_scoring_probability_lookup_table{'0.580'} = '57'; $reverse_scoring_probability_lookup_table{'0.581'} = '58'; $reverse_scoring_probability_lookup_table{'0.582'} = '59'; $reverse_scoring_probability_lookup_table{'0.583'} = '59'; $reverse_scoring_probability_lookup_table{'0.584'} = '60'; $reverse_scoring_probability_lookup_table{'0.585'} = '61'; $reverse_scoring_probability_lookup_table{'0.586'} = '61'; $reverse_scoring_probability_lookup_table{'0.587'} = '62'; $reverse_scoring_probability_lookup_table{'0.588'} = '63'; $reverse_scoring_probability_lookup_table{'0.589'} = '64'; $reverse_scoring_probability_lookup_table{'0.590'} = '64'; $reverse_scoring_probability_lookup_table{'0.591'} = '65'; $reverse_scoring_probability_lookup_table{'0.592'} = '66'; $reverse_scoring_probability_lookup_table{'0.593'} = '67'; $reverse_scoring_probability_lookup_table{'0.594'} = '67'; $reverse_scoring_probability_lookup_table{'0.595'} = '68'; $reverse_scoring_probability_lookup_table{'0.596'} = '69'; $reverse_scoring_probability_lookup_table{'0.597'} = '69'; $reverse_scoring_probability_lookup_table{'0.598'} = '70'; $reverse_scoring_probability_lookup_table{'0.599'} = '71'; $reverse_scoring_probability_lookup_table{'0.600'} = '72'; $reverse_scoring_probability_lookup_table{'0.601'} = '72'; $reverse_scoring_probability_lookup_table{'0.602'} = '73'; $reverse_scoring_probability_lookup_table{'0.603'} = '74'; $reverse_scoring_probability_lookup_table{'0.604'} = '75'; $reverse_scoring_probability_lookup_table{'0.605'} = '75'; $reverse_scoring_probability_lookup_table{'0.606'} = '76'; $reverse_scoring_probability_lookup_table{'0.607'} = '77'; $reverse_scoring_probability_lookup_table{'0.608'} = '78'; $reverse_scoring_probability_lookup_table{'0.609'} = '78'; $reverse_scoring_probability_lookup_table{'0.610'} = '79'; $reverse_scoring_probability_lookup_table{'0.611'} = '80'; $reverse_scoring_probability_lookup_table{'0.612'} = '80'; $reverse_scoring_probability_lookup_table{'0.613'} = '81'; $reverse_scoring_probability_lookup_table{'0.614'} = '82'; $reverse_scoring_probability_lookup_table{'0.615'} = '83'; $reverse_scoring_probability_lookup_table{'0.616'} = '83'; $reverse_scoring_probability_lookup_table{'0.617'} = '84'; $reverse_scoring_probability_lookup_table{'0.618'} = '85'; $reverse_scoring_probability_lookup_table{'0.619'} = '86'; $reverse_scoring_probability_lookup_table{'0.620'} = '86'; $reverse_scoring_probability_lookup_table{'0.621'} = '87'; $reverse_scoring_probability_lookup_table{'0.622'} = '88'; $reverse_scoring_probability_lookup_table{'0.623'} = '89'; $reverse_scoring_probability_lookup_table{'0.624'} = '89'; $reverse_scoring_probability_lookup_table{'0.625'} = '90'; $reverse_scoring_probability_lookup_table{'0.626'} = '91'; $reverse_scoring_probability_lookup_table{'0.627'} = '92'; $reverse_scoring_probability_lookup_table{'0.628'} = '92'; $reverse_scoring_probability_lookup_table{'0.629'} = '93'; $reverse_scoring_probability_lookup_table{'0.630'} = '94'; $reverse_scoring_probability_lookup_table{'0.631'} = '95'; $reverse_scoring_probability_lookup_table{'0.632'} = '95'; $reverse_scoring_probability_lookup_table{'0.633'} = '96'; $reverse_scoring_probability_lookup_table{'0.634'} = '97'; $reverse_scoring_probability_lookup_table{'0.635'} = '98'; $reverse_scoring_probability_lookup_table{'0.636'} = '98'; $reverse_scoring_probability_lookup_table{'0.637'} = '99'; $reverse_scoring_probability_lookup_table{'0.638'} = '100'; $reverse_scoring_probability_lookup_table{'0.639'} = '101'; $reverse_scoring_probability_lookup_table{'0.640'} = '101'; $reverse_scoring_probability_lookup_table{'0.641'} = '102'; $reverse_scoring_probability_lookup_table{'0.642'} = '103'; $reverse_scoring_probability_lookup_table{'0.643'} = '104'; $reverse_scoring_probability_lookup_table{'0.644'} = '104'; $reverse_scoring_probability_lookup_table{'0.645'} = '105'; $reverse_scoring_probability_lookup_table{'0.646'} = '106'; $reverse_scoring_probability_lookup_table{'0.647'} = '107'; $reverse_scoring_probability_lookup_table{'0.648'} = '107'; $reverse_scoring_probability_lookup_table{'0.649'} = '108'; $reverse_scoring_probability_lookup_table{'0.650'} = '109'; $reverse_scoring_probability_lookup_table{'0.651'} = '110'; $reverse_scoring_probability_lookup_table{'0.652'} = '111'; $reverse_scoring_probability_lookup_table{'0.653'} = '111'; $reverse_scoring_probability_lookup_table{'0.654'} = '112'; $reverse_scoring_probability_lookup_table{'0.655'} = '113'; $reverse_scoring_probability_lookup_table{'0.656'} = '114'; $reverse_scoring_probability_lookup_table{'0.657'} = '114'; $reverse_scoring_probability_lookup_table{'0.658'} = '115'; $reverse_scoring_probability_lookup_table{'0.659'} = '116'; $reverse_scoring_probability_lookup_table{'0.660'} = '117'; $reverse_scoring_probability_lookup_table{'0.661'} = '117'; $reverse_scoring_probability_lookup_table{'0.662'} = '118'; $reverse_scoring_probability_lookup_table{'0.663'} = '119'; $reverse_scoring_probability_lookup_table{'0.664'} = '120'; $reverse_scoring_probability_lookup_table{'0.665'} = '121'; $reverse_scoring_probability_lookup_table{'0.666'} = '121'; $reverse_scoring_probability_lookup_table{'0.667'} = '122'; $reverse_scoring_probability_lookup_table{'0.668'} = '123'; $reverse_scoring_probability_lookup_table{'0.669'} = '124'; $reverse_scoring_probability_lookup_table{'0.670'} = '124'; $reverse_scoring_probability_lookup_table{'0.671'} = '125'; $reverse_scoring_probability_lookup_table{'0.672'} = '126'; $reverse_scoring_probability_lookup_table{'0.673'} = '127'; $reverse_scoring_probability_lookup_table{'0.674'} = '128'; $reverse_scoring_probability_lookup_table{'0.675'} = '128'; $reverse_scoring_probability_lookup_table{'0.676'} = '129'; $reverse_scoring_probability_lookup_table{'0.677'} = '130'; $reverse_scoring_probability_lookup_table{'0.678'} = '131'; $reverse_scoring_probability_lookup_table{'0.679'} = '131'; $reverse_scoring_probability_lookup_table{'0.680'} = '132'; $reverse_scoring_probability_lookup_table{'0.681'} = '133'; $reverse_scoring_probability_lookup_table{'0.682'} = '134'; $reverse_scoring_probability_lookup_table{'0.683'} = '135'; $reverse_scoring_probability_lookup_table{'0.684'} = '135'; $reverse_scoring_probability_lookup_table{'0.685'} = '136'; $reverse_scoring_probability_lookup_table{'0.686'} = '137'; $reverse_scoring_probability_lookup_table{'0.687'} = '138'; $reverse_scoring_probability_lookup_table{'0.688'} = '139'; $reverse_scoring_probability_lookup_table{'0.689'} = '139'; $reverse_scoring_probability_lookup_table{'0.690'} = '140'; $reverse_scoring_probability_lookup_table{'0.691'} = '141'; $reverse_scoring_probability_lookup_table{'0.692'} = '142'; $reverse_scoring_probability_lookup_table{'0.693'} = '143'; $reverse_scoring_probability_lookup_table{'0.694'} = '143'; $reverse_scoring_probability_lookup_table{'0.695'} = '144'; $reverse_scoring_probability_lookup_table{'0.696'} = '145'; $reverse_scoring_probability_lookup_table{'0.697'} = '146'; $reverse_scoring_probability_lookup_table{'0.698'} = '147'; $reverse_scoring_probability_lookup_table{'0.699'} = '148'; $reverse_scoring_probability_lookup_table{'0.700'} = '148'; $reverse_scoring_probability_lookup_table{'0.701'} = '149'; $reverse_scoring_probability_lookup_table{'0.702'} = '150'; $reverse_scoring_probability_lookup_table{'0.703'} = '151'; $reverse_scoring_probability_lookup_table{'0.704'} = '152'; $reverse_scoring_probability_lookup_table{'0.705'} = '152'; $reverse_scoring_probability_lookup_table{'0.706'} = '153'; $reverse_scoring_probability_lookup_table{'0.707'} = '154'; $reverse_scoring_probability_lookup_table{'0.708'} = '155'; $reverse_scoring_probability_lookup_table{'0.709'} = '156'; $reverse_scoring_probability_lookup_table{'0.710'} = '157'; $reverse_scoring_probability_lookup_table{'0.711'} = '157'; $reverse_scoring_probability_lookup_table{'0.712'} = '158'; $reverse_scoring_probability_lookup_table{'0.713'} = '159'; $reverse_scoring_probability_lookup_table{'0.714'} = '160'; $reverse_scoring_probability_lookup_table{'0.715'} = '161'; $reverse_scoring_probability_lookup_table{'0.716'} = '162'; $reverse_scoring_probability_lookup_table{'0.717'} = '162'; $reverse_scoring_probability_lookup_table{'0.718'} = '163'; $reverse_scoring_probability_lookup_table{'0.719'} = '164'; $reverse_scoring_probability_lookup_table{'0.720'} = '165'; $reverse_scoring_probability_lookup_table{'0.721'} = '166'; $reverse_scoring_probability_lookup_table{'0.722'} = '167'; $reverse_scoring_probability_lookup_table{'0.723'} = '167'; $reverse_scoring_probability_lookup_table{'0.724'} = '168'; $reverse_scoring_probability_lookup_table{'0.725'} = '169'; $reverse_scoring_probability_lookup_table{'0.726'} = '170'; $reverse_scoring_probability_lookup_table{'0.727'} = '171'; $reverse_scoring_probability_lookup_table{'0.728'} = '172'; $reverse_scoring_probability_lookup_table{'0.729'} = '172'; $reverse_scoring_probability_lookup_table{'0.730'} = '173'; $reverse_scoring_probability_lookup_table{'0.731'} = '174'; $reverse_scoring_probability_lookup_table{'0.732'} = '175'; $reverse_scoring_probability_lookup_table{'0.733'} = '176'; $reverse_scoring_probability_lookup_table{'0.734'} = '177'; $reverse_scoring_probability_lookup_table{'0.735'} = '178'; $reverse_scoring_probability_lookup_table{'0.736'} = '178'; $reverse_scoring_probability_lookup_table{'0.737'} = '179'; $reverse_scoring_probability_lookup_table{'0.738'} = '180'; $reverse_scoring_probability_lookup_table{'0.739'} = '181'; $reverse_scoring_probability_lookup_table{'0.740'} = '182'; $reverse_scoring_probability_lookup_table{'0.741'} = '183'; $reverse_scoring_probability_lookup_table{'0.742'} = '184'; $reverse_scoring_probability_lookup_table{'0.743'} = '185'; $reverse_scoring_probability_lookup_table{'0.744'} = '185'; $reverse_scoring_probability_lookup_table{'0.745'} = '186'; $reverse_scoring_probability_lookup_table{'0.746'} = '187'; $reverse_scoring_probability_lookup_table{'0.747'} = '188'; $reverse_scoring_probability_lookup_table{'0.748'} = '189'; $reverse_scoring_probability_lookup_table{'0.749'} = '190'; $reverse_scoring_probability_lookup_table{'0.750'} = '191'; $reverse_scoring_probability_lookup_table{'0.751'} = '192'; $reverse_scoring_probability_lookup_table{'0.752'} = '193'; $reverse_scoring_probability_lookup_table{'0.753'} = '193'; $reverse_scoring_probability_lookup_table{'0.754'} = '194'; $reverse_scoring_probability_lookup_table{'0.755'} = '195'; $reverse_scoring_probability_lookup_table{'0.756'} = '196'; $reverse_scoring_probability_lookup_table{'0.757'} = '197'; $reverse_scoring_probability_lookup_table{'0.758'} = '198'; $reverse_scoring_probability_lookup_table{'0.759'} = '199'; $reverse_scoring_probability_lookup_table{'0.760'} = '200'; $reverse_scoring_probability_lookup_table{'0.761'} = '201'; $reverse_scoring_probability_lookup_table{'0.762'} = '202'; $reverse_scoring_probability_lookup_table{'0.763'} = '203'; $reverse_scoring_probability_lookup_table{'0.764'} = '203'; $reverse_scoring_probability_lookup_table{'0.765'} = '204'; $reverse_scoring_probability_lookup_table{'0.766'} = '205'; $reverse_scoring_probability_lookup_table{'0.767'} = '206'; $reverse_scoring_probability_lookup_table{'0.768'} = '207'; $reverse_scoring_probability_lookup_table{'0.769'} = '208'; $reverse_scoring_probability_lookup_table{'0.770'} = '209'; $reverse_scoring_probability_lookup_table{'0.771'} = '210'; $reverse_scoring_probability_lookup_table{'0.772'} = '211'; $reverse_scoring_probability_lookup_table{'0.773'} = '212'; $reverse_scoring_probability_lookup_table{'0.774'} = '213'; $reverse_scoring_probability_lookup_table{'0.775'} = '214'; $reverse_scoring_probability_lookup_table{'0.776'} = '215'; $reverse_scoring_probability_lookup_table{'0.777'} = '216'; $reverse_scoring_probability_lookup_table{'0.778'} = '217'; $reverse_scoring_probability_lookup_table{'0.779'} = '217'; $reverse_scoring_probability_lookup_table{'0.780'} = '218'; $reverse_scoring_probability_lookup_table{'0.781'} = '219'; $reverse_scoring_probability_lookup_table{'0.782'} = '220'; $reverse_scoring_probability_lookup_table{'0.783'} = '221'; $reverse_scoring_probability_lookup_table{'0.784'} = '222'; $reverse_scoring_probability_lookup_table{'0.785'} = '223'; $reverse_scoring_probability_lookup_table{'0.786'} = '224'; $reverse_scoring_probability_lookup_table{'0.787'} = '225'; $reverse_scoring_probability_lookup_table{'0.788'} = '226'; $reverse_scoring_probability_lookup_table{'0.789'} = '227'; $reverse_scoring_probability_lookup_table{'0.790'} = '228'; $reverse_scoring_probability_lookup_table{'0.791'} = '229'; $reverse_scoring_probability_lookup_table{'0.792'} = '230'; $reverse_scoring_probability_lookup_table{'0.793'} = '231'; $reverse_scoring_probability_lookup_table{'0.794'} = '232'; $reverse_scoring_probability_lookup_table{'0.795'} = '233'; $reverse_scoring_probability_lookup_table{'0.796'} = '234'; $reverse_scoring_probability_lookup_table{'0.797'} = '235'; $reverse_scoring_probability_lookup_table{'0.798'} = '236'; $reverse_scoring_probability_lookup_table{'0.799'} = '237'; $reverse_scoring_probability_lookup_table{'0.800'} = '238'; $reverse_scoring_probability_lookup_table{'0.801'} = '239'; $reverse_scoring_probability_lookup_table{'0.802'} = '240'; $reverse_scoring_probability_lookup_table{'0.803'} = '241'; $reverse_scoring_probability_lookup_table{'0.804'} = '242'; $reverse_scoring_probability_lookup_table{'0.805'} = '243'; $reverse_scoring_probability_lookup_table{'0.806'} = '244'; $reverse_scoring_probability_lookup_table{'0.807'} = '245'; $reverse_scoring_probability_lookup_table{'0.808'} = '246'; $reverse_scoring_probability_lookup_table{'0.809'} = '247'; $reverse_scoring_probability_lookup_table{'0.810'} = '248'; $reverse_scoring_probability_lookup_table{'0.811'} = '249'; $reverse_scoring_probability_lookup_table{'0.812'} = '250'; $reverse_scoring_probability_lookup_table{'0.813'} = '251'; $reverse_scoring_probability_lookup_table{'0.814'} = '253'; $reverse_scoring_probability_lookup_table{'0.815'} = '254'; $reverse_scoring_probability_lookup_table{'0.816'} = '255'; $reverse_scoring_probability_lookup_table{'0.817'} = '256'; $reverse_scoring_probability_lookup_table{'0.818'} = '257'; $reverse_scoring_probability_lookup_table{'0.819'} = '258'; $reverse_scoring_probability_lookup_table{'0.820'} = '259'; $reverse_scoring_probability_lookup_table{'0.821'} = '260'; $reverse_scoring_probability_lookup_table{'0.822'} = '261'; $reverse_scoring_probability_lookup_table{'0.823'} = '262'; $reverse_scoring_probability_lookup_table{'0.824'} = '263'; $reverse_scoring_probability_lookup_table{'0.825'} = '264'; $reverse_scoring_probability_lookup_table{'0.826'} = '265'; $reverse_scoring_probability_lookup_table{'0.827'} = '267'; $reverse_scoring_probability_lookup_table{'0.828'} = '268'; $reverse_scoring_probability_lookup_table{'0.829'} = '269'; $reverse_scoring_probability_lookup_table{'0.830'} = '270'; $reverse_scoring_probability_lookup_table{'0.831'} = '271'; $reverse_scoring_probability_lookup_table{'0.832'} = '272'; $reverse_scoring_probability_lookup_table{'0.833'} = '273'; $reverse_scoring_probability_lookup_table{'0.834'} = '274'; $reverse_scoring_probability_lookup_table{'0.835'} = '276'; $reverse_scoring_probability_lookup_table{'0.836'} = '277'; $reverse_scoring_probability_lookup_table{'0.837'} = '278'; $reverse_scoring_probability_lookup_table{'0.838'} = '279'; $reverse_scoring_probability_lookup_table{'0.839'} = '280'; $reverse_scoring_probability_lookup_table{'0.840'} = '281'; $reverse_scoring_probability_lookup_table{'0.841'} = '282'; $reverse_scoring_probability_lookup_table{'0.842'} = '284'; $reverse_scoring_probability_lookup_table{'0.843'} = '285'; $reverse_scoring_probability_lookup_table{'0.844'} = '286'; $reverse_scoring_probability_lookup_table{'0.845'} = '287'; $reverse_scoring_probability_lookup_table{'0.846'} = '288'; $reverse_scoring_probability_lookup_table{'0.847'} = '290'; $reverse_scoring_probability_lookup_table{'0.848'} = '291'; $reverse_scoring_probability_lookup_table{'0.849'} = '292'; $reverse_scoring_probability_lookup_table{'0.850'} = '293'; $reverse_scoring_probability_lookup_table{'0.851'} = '294'; $reverse_scoring_probability_lookup_table{'0.852'} = '296'; $reverse_scoring_probability_lookup_table{'0.853'} = '297'; $reverse_scoring_probability_lookup_table{'0.854'} = '298'; $reverse_scoring_probability_lookup_table{'0.855'} = '299'; $reverse_scoring_probability_lookup_table{'0.856'} = '301'; $reverse_scoring_probability_lookup_table{'0.857'} = '302'; $reverse_scoring_probability_lookup_table{'0.858'} = '303'; $reverse_scoring_probability_lookup_table{'0.859'} = '304'; $reverse_scoring_probability_lookup_table{'0.860'} = '306'; $reverse_scoring_probability_lookup_table{'0.861'} = '307'; $reverse_scoring_probability_lookup_table{'0.862'} = '308'; $reverse_scoring_probability_lookup_table{'0.863'} = '309'; $reverse_scoring_probability_lookup_table{'0.864'} = '311'; $reverse_scoring_probability_lookup_table{'0.865'} = '312'; $reverse_scoring_probability_lookup_table{'0.866'} = '313'; $reverse_scoring_probability_lookup_table{'0.867'} = '315'; $reverse_scoring_probability_lookup_table{'0.868'} = '316'; $reverse_scoring_probability_lookup_table{'0.869'} = '317'; $reverse_scoring_probability_lookup_table{'0.870'} = '319'; $reverse_scoring_probability_lookup_table{'0.871'} = '320'; $reverse_scoring_probability_lookup_table{'0.872'} = '321'; $reverse_scoring_probability_lookup_table{'0.873'} = '323'; $reverse_scoring_probability_lookup_table{'0.874'} = '324'; $reverse_scoring_probability_lookup_table{'0.875'} = '325'; $reverse_scoring_probability_lookup_table{'0.876'} = '327'; $reverse_scoring_probability_lookup_table{'0.877'} = '328'; $reverse_scoring_probability_lookup_table{'0.878'} = '330'; $reverse_scoring_probability_lookup_table{'0.879'} = '331'; $reverse_scoring_probability_lookup_table{'0.880'} = '332'; $reverse_scoring_probability_lookup_table{'0.881'} = '334'; $reverse_scoring_probability_lookup_table{'0.882'} = '335'; $reverse_scoring_probability_lookup_table{'0.883'} = '337'; $reverse_scoring_probability_lookup_table{'0.884'} = '338'; $reverse_scoring_probability_lookup_table{'0.885'} = '340'; $reverse_scoring_probability_lookup_table{'0.886'} = '341'; $reverse_scoring_probability_lookup_table{'0.887'} = '342'; $reverse_scoring_probability_lookup_table{'0.888'} = '344'; $reverse_scoring_probability_lookup_table{'0.889'} = '345'; $reverse_scoring_probability_lookup_table{'0.890'} = '347'; $reverse_scoring_probability_lookup_table{'0.891'} = '348'; $reverse_scoring_probability_lookup_table{'0.892'} = '350'; $reverse_scoring_probability_lookup_table{'0.893'} = '351'; $reverse_scoring_probability_lookup_table{'0.894'} = '353'; $reverse_scoring_probability_lookup_table{'0.895'} = '355'; $reverse_scoring_probability_lookup_table{'0.896'} = '356'; $reverse_scoring_probability_lookup_table{'0.897'} = '358'; $reverse_scoring_probability_lookup_table{'0.898'} = '359'; $reverse_scoring_probability_lookup_table{'0.899'} = '361'; $reverse_scoring_probability_lookup_table{'0.900'} = '362'; $reverse_scoring_probability_lookup_table{'0.901'} = '364'; $reverse_scoring_probability_lookup_table{'0.902'} = '366'; $reverse_scoring_probability_lookup_table{'0.903'} = '367'; $reverse_scoring_probability_lookup_table{'0.904'} = '369'; $reverse_scoring_probability_lookup_table{'0.905'} = '371'; $reverse_scoring_probability_lookup_table{'0.906'} = '372'; $reverse_scoring_probability_lookup_table{'0.907'} = '374'; $reverse_scoring_probability_lookup_table{'0.908'} = '376'; $reverse_scoring_probability_lookup_table{'0.909'} = '377'; $reverse_scoring_probability_lookup_table{'0.910'} = '379'; $reverse_scoring_probability_lookup_table{'0.911'} = '381'; $reverse_scoring_probability_lookup_table{'0.912'} = '383'; $reverse_scoring_probability_lookup_table{'0.913'} = '385'; $reverse_scoring_probability_lookup_table{'0.914'} = '386'; $reverse_scoring_probability_lookup_table{'0.915'} = '388'; $reverse_scoring_probability_lookup_table{'0.916'} = '390'; $reverse_scoring_probability_lookup_table{'0.917'} = '392'; $reverse_scoring_probability_lookup_table{'0.918'} = '394'; $reverse_scoring_probability_lookup_table{'0.919'} = '396'; $reverse_scoring_probability_lookup_table{'0.920'} = '397'; $reverse_scoring_probability_lookup_table{'0.921'} = '399'; $reverse_scoring_probability_lookup_table{'0.922'} = '401'; $reverse_scoring_probability_lookup_table{'0.923'} = '403'; $reverse_scoring_probability_lookup_table{'0.924'} = '405'; $reverse_scoring_probability_lookup_table{'0.925'} = '407'; $reverse_scoring_probability_lookup_table{'0.926'} = '409'; $reverse_scoring_probability_lookup_table{'0.927'} = '411'; $reverse_scoring_probability_lookup_table{'0.928'} = '413'; $reverse_scoring_probability_lookup_table{'0.929'} = '415'; $reverse_scoring_probability_lookup_table{'0.930'} = '417'; $reverse_scoring_probability_lookup_table{'0.931'} = '420'; $reverse_scoring_probability_lookup_table{'0.932'} = '422'; $reverse_scoring_probability_lookup_table{'0.933'} = '424'; $reverse_scoring_probability_lookup_table{'0.934'} = '426'; $reverse_scoring_probability_lookup_table{'0.935'} = '428'; $reverse_scoring_probability_lookup_table{'0.936'} = '430'; $reverse_scoring_probability_lookup_table{'0.937'} = '433'; $reverse_scoring_probability_lookup_table{'0.938'} = '435'; $reverse_scoring_probability_lookup_table{'0.939'} = '437'; $reverse_scoring_probability_lookup_table{'0.940'} = '440'; $reverse_scoring_probability_lookup_table{'0.941'} = '442'; $reverse_scoring_probability_lookup_table{'0.942'} = '445'; $reverse_scoring_probability_lookup_table{'0.943'} = '447'; $reverse_scoring_probability_lookup_table{'0.944'} = '450'; $reverse_scoring_probability_lookup_table{'0.945'} = '452'; $reverse_scoring_probability_lookup_table{'0.946'} = '455'; $reverse_scoring_probability_lookup_table{'0.947'} = '457'; $reverse_scoring_probability_lookup_table{'0.948'} = '460'; $reverse_scoring_probability_lookup_table{'0.949'} = '463'; $reverse_scoring_probability_lookup_table{'0.950'} = '465'; $reverse_scoring_probability_lookup_table{'0.951'} = '468'; $reverse_scoring_probability_lookup_table{'0.952'} = '471'; $reverse_scoring_probability_lookup_table{'0.953'} = '474'; $reverse_scoring_probability_lookup_table{'0.954'} = '477'; $reverse_scoring_probability_lookup_table{'0.955'} = '480'; $reverse_scoring_probability_lookup_table{'0.956'} = '483'; $reverse_scoring_probability_lookup_table{'0.957'} = '486'; $reverse_scoring_probability_lookup_table{'0.958'} = '489'; $reverse_scoring_probability_lookup_table{'0.959'} = '492'; $reverse_scoring_probability_lookup_table{'0.960'} = '495'; $reverse_scoring_probability_lookup_table{'0.961'} = '498'; $reverse_scoring_probability_lookup_table{'0.962'} = '502'; $reverse_scoring_probability_lookup_table{'0.963'} = '505'; $reverse_scoring_probability_lookup_table{'0.964'} = '509'; $reverse_scoring_probability_lookup_table{'0.965'} = '512'; $reverse_scoring_probability_lookup_table{'0.966'} = '516'; $reverse_scoring_probability_lookup_table{'0.967'} = '520'; $reverse_scoring_probability_lookup_table{'0.968'} = '524'; $reverse_scoring_probability_lookup_table{'0.969'} = '528'; $reverse_scoring_probability_lookup_table{'0.970'} = '532'; $reverse_scoring_probability_lookup_table{'0.971'} = '536'; $reverse_scoring_probability_lookup_table{'0.972'} = '541'; $reverse_scoring_probability_lookup_table{'0.973'} = '545'; $reverse_scoring_probability_lookup_table{'0.974'} = '550'; $reverse_scoring_probability_lookup_table{'0.975'} = '554'; $reverse_scoring_probability_lookup_table{'0.976'} = '559'; $reverse_scoring_probability_lookup_table{'0.977'} = '564'; $reverse_scoring_probability_lookup_table{'0.978'} = '570'; $reverse_scoring_probability_lookup_table{'0.979'} = '575'; $reverse_scoring_probability_lookup_table{'0.980'} = '581'; $reverse_scoring_probability_lookup_table{'0.981'} = '587'; $reverse_scoring_probability_lookup_table{'0.982'} = '593'; $reverse_scoring_probability_lookup_table{'0.983'} = '600'; $reverse_scoring_probability_lookup_table{'0.984'} = '607'; $reverse_scoring_probability_lookup_table{'0.985'} = '614'; $reverse_scoring_probability_lookup_table{'0.986'} = '621'; $reverse_scoring_probability_lookup_table{'0.987'} = '630'; $reverse_scoring_probability_lookup_table{'0.988'} = '638'; $reverse_scoring_probability_lookup_table{'0.989'} = '648'; $reverse_scoring_probability_lookup_table{'0.990'} = '658'; $reverse_scoring_probability_lookup_table{'0.991'} = '669'; $reverse_scoring_probability_lookup_table{'0.992'} = '681'; $reverse_scoring_probability_lookup_table{'0.993'} = '695'; $reverse_scoring_probability_lookup_table{'0.994'} = '711'; $reverse_scoring_probability_lookup_table{'0.995'} = '729'; $reverse_scoring_probability_lookup_table{'0.996'} = '750'; $reverse_scoring_probability_lookup_table{'0.997'} = '777'; $reverse_scoring_probability_lookup_table{'0.998'} = '814'; $reverse_scoring_probability_lookup_table{'0.999'} = '874'; } 1; # Magic true value required at end of module __END__