HepData/KstarMuMu/sub7.txt at fcf520d721653737f6a76ce3fd0b0aeada93565a

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HepData / KstarMuMu / sub7.txt
mchrzasz on 1 Nov 2016 118 KB added K* mumu
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*author: AAIJ
*reference: ARXIV:1512.04442 : 2015
*reference: CERN-PH-EP-2015-314 : 2015
*reference: JHEP 1602,104 : 2016
*reference: LHCB-PAPER-2015-051 : 2015
*doi: 10.1007/JHEP02(2016)104
*status: Encoded 08 SEP 2016 by Marcin Chrzaszcz <mchrzasz@cern.ch>
*experiment: CERN-LHC-LHCb
*detector: LHCb
*inspireId: 1409497
*cdsId: 2115087
*durhamId: 6662

*title: Angular analysis of the $B^{0}\rightarrow K^{*0}\mu^{+}\mu^{-}$ decay using $3$ fb$^{-1}$ of integrated luminosity
*comment: CERN-LHC. An angular analysis of the $B^{0} \rightarrow K^{*0}(\rightarrow K^{+}\pi^{-})\mu^{+}\mu^{-}$ decay is presented. The dataset corresponds to an integrated luminosity of $3.0$ fb$^{-1}$ of $pp$ collision data collected at the LHCb experiment. The complete angular information from the decay is used to determine $C\!P$-averaged observables and $C\!P$ asymmetries, taking account of possible contamination from decays with the $K^{+}\pi^{-}$ system in an S-wave configuration. The angular observables and their correlations are reported in bins of $q^2$, the invariant mass squared of the dimuon system. The observables are determined both from an unbinned maximum likelihood fit and by using the principal moments of the angular distribution. In addition, by fitting for $q^2$-dependent decay amplitudes in the region $1.1 < q^{2} < 6.0 \mathrm{\,GeV}^{2}/c^{4}$, the zero-crossing points of several angular observables are computed. A global fit is performed to the complete set of $C\!P$-averaged observables obtained from the maximum likelihood fit. This fit indicates differences with predictions based on the Standard Model at the level of 3.4 standard deviations. These differences could be explained by contributions from physics beyond the Standard Model, or by an unexpectedly large hadronic effect that is not accounted for in the Standard Model predictions.




*dataset:
*location: Appendix A, Table 3
*dscomment: CP-averaged angular observables evaluated by the unbinned maximum likelihood fit.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
#*qual: $q^2$ IN GEV**2 : M**2(<MU+ MU->)
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*xheader: $q^2$ IN GEV**2
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$ : $P_{1}$ : $P_{2}$ : $P_{3}$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$ : $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*data: x : y : y : y : y : y : y : y : y : y : y : y : y : y : y : y : y : y : y : y : y : y : y

1.1 TO 6.0; 0.690 +0.035,-0.036(DSYS=0.017) ; 0.012 +0.038,-0.038(DSYS=0.004) ; -0.155 +0.057,-0.056(DSYS=0.004) ; -0.023 +0.050,-0.049(DSYS=0.005) ;  -0.075 +0.032,-0.034(DSYS=0.007) ; -0.077 +0.050,-0.049(DSYS=0.006) ; 0.028 +0.058,-0.057(DSYS=0.008) ; -0.064 +0.042,-0.041(DSYS=0.004) ; 0.080 +0.248,-0.245(DSYS=0.044) ; -0.162 +0.072,-0.073(DSYS=0.010) ; 0.205 +0.135,-0.134(DSYS=0.017) ; -0.336 +0.124,-0.122(DSYS=0.012) ; -0.049 +0.107,-0.108(DSYS=0.014) ; -0.166 +0.108,-0.108(DSYS=0.021) ; 0.060 +0.122,-0.124(DSYS=0.009) ; -0.072 +0.038,-0.038(DSYS=0.004) ; 0.012 +0.057,-0.056(DSYS=0.005) ; -0.044 +0.049,-0.047(DSYS=0.005) ; 0.020 +0.061,-0.060(DSYS=0.009) ; -0.045 +0.050,-0.050(DSYS=0.006) ; -0.047 +0.058,-0.057(DSYS=0.008) ; -0.033 +0.040,-0.042(DSYS=0.004) ;
15.0 TO 19.0;   0.344 +0.028,-0.030(DSYS=0.008) ; -0.163 +0.033,-0.033(DSYS=0.009) ;  -0.284 +0.038,-0.041(DSYS=0.007) ; -0.325 +0.036,-0.037(DSYS=0.009) ;  0.355 +0.027,-0.027(DSYS=0.009) ; 0.048 +0.043,-0.043(DSYS=0.006) ;  0.028 +0.044,-0.045(DSYS=0.003) ; -0.053 +0.039,-0.039(DSYS=0.002) ; -0.497 +0.102,-0.099(DSYS=0.027) ;  0.361 +0.025,-0.026(DSYS=0.010) ; 0.081 +0.060,-0.059(DSYS=0.005) ;   -0.597 +0.080,-0.085(DSYS=0.015) ;  -0.684 +0.078,-0.081(DSYS=0.020) ;  0.101 +0.090,-0.092(DSYS=0.011) ; 0.059 +0.094,-0.093(DSYS=0.008) ; -0.035 +0.043,-0.042(DSYS=0.010) ; -0.079 +0.047,-0.048(DSYS=0.008) ;  -0.035 +0.047,-0.047(DSYS=0.010) ; -0.110 +0.052,-0.051(DSYS=0.013) ; -0.040 +0.045,-0.044(DSYS=0.006) ;  0.025 +0.048,-0.047(DSYS=0.003) ;   0.061 +0.043,-0.044(DSYS=0.002) ;
*dataend:


*dataset:
*location: Appendix A, Table 4
*dscomment: CP-averaged angular observables evaluated by the unbinned maximum likelihood fit. The first uncertainties are statistical and the second systematic.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
#*qual: $q^2$ IN GEV**2 : M**2(<MU+ MU->)
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*xheader: $q^2$ IN GEV**2
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*data: x : y : y : y : y : y : y : y : y
0.10 TO 0.98 ;	  0.263 +0.045,-0.044(DSYS=0.017) ;	  -0.036 +0.063,-0.063(DSYS=0.005) ;	  0.082 +0.068,-0.069(DSYS=0.009) ;	  0.170 +0.059,-0.058(DSYS=0.018) ;	  -0.003 +0.058,-0.057(DSYS=0.009) ;	  0.015 +0.059,-0.059(DSYS=0.006) ;	  0.079 +0.076,-0.075(DSYS=0.007) ;	  -0.083 +0.058,-0.057(DSYS=0.004) ;
1.1 TO 2.5;	  0.660 +0.083,-0.077(DSYS=0.022) ;	  -0.077 +0.087,-0.105(DSYS=0.005) ;	  -0.077 +0.111,-0.113(DSYS=0.005) ;	  0.137 +0.099,-0.094(DSYS=0.009) ;	  -0.191 +0.068,-0.080(DSYS=0.012) ;	  -0.219 +0.094,-0.104(DSYS=0.004) ;	  -0.098 +0.108,-0.123(DSYS=0.005) ;	  -0.119 +0.087,-0.104(DSYS=0.005) ;
2.5 TO 4.0  ; 	  0.876 +0.109,-0.097(DSYS=0.017)  ;	  0.035 +0.098,-0.089(DSYS=0.007  ; 	  -0.234 +0.127,-0.144(DSYS=0.006  ; 	  -0.022 +0.110,-0.103(DSYS=0.008  ;     -0.118 +0.082,-0.090(DSYS=0.007  ;     0.068 +0.120,-0.112(DSYS=0.005  ;      0.030 +0.129,-0.131(DSYS=0.006) ;	  -0.092 +0.105,-0.125(DSYS=0.007) ;
4.0 TO 6.0  ;	  0.611 +0.052,-0.053(DSYS=0.017) ;	  0.035 +0.069,-0.068(DSYS=0.007) ;	  -0.219 +0.086,-0.084(DSYS=0.008) ;	  -0.146 +0.077,-0.078(DSYS=0.011) ;	  0.025 +0.051,-0.052(DSYS=0.004) ;	  -0.016 +0.081,-0.080(DSYS=0.004) ;	  0.167 +0.094,-0.091(DSYS=0.004) ;	  -0.032 +0.071,-0.071(DSYS=0.004) ;
6.0 TO 8.0 ;	  0.579 +0.046,-0.046(DSYS=0.015) ;	  -0.042 +0.058,-0.059(DSYS=0.011) ;	  -0.296 +0.063,-0.067(DSYS=0.011) ;	  -0.249 +0.059,-0.060(DSYS=0.012) ;	  0.152 +0.041,-0.040(DSYS=0.008) ;	  -0.047 +0.068,-0.066(DSYS=0.003) ;	  -0.085 +0.072,-0.070(DSYS=0.006) ;	  -0.024 +0.059,-0.060(DSYS=0.005) ;
11.0 TO 12.5 ;	  0.493 +0.049,-0.047(DSYS=0.013) ;	  -0.189 +0.054,-0.058(DSYS=0.005) ;	  -0.283 +0.084,-0.095(DSYS=0.009) ;	  -0.327 +0.076,-0.079(DSYS=0.009) ;	  0.318 +0.044,-0.040(DSYS=0.009) ;	  -0.141 +0.072,-0.074(DSYS=0.005) ;  -0.007 +0.070,-0.072(DSYS=0.005) ;	  -0.004 +0.070,-0.073(DSYS=0.006) ;
15.0 TO 17.0 ;	  0.349 +0.039,-0.039(DSYS=0.009) ;	  -0.142 +0.044,-0.049(DSYS=0.007) ;	  -0.321 +0.055,-0.074(DSYS=0.007) ;	  -0.316 +0.051,-0.057(DSYS=0.009) ;	  0.411 +0.041,-0.037(DSYS=0.008) ;	  0.061 +0.058,-0.058(DSYS=0.005) ;	  0.003 +0.061,-0.061(DSYS=0.003) ;	  -0.019 +0.054,-0.056(DSYS=0.004) ;
17.0 TO 19.0 ;	  0.354 +0.049,-0.048(DSYS=0.025) ;	  -0.188 +0.074,-0.084(DSYS=0.017) ;	  -0.266 +0.063,-0.072(DSYS=0.010) ;	  -0.323 +0.063,-0.072(DSYS=0.009) ;	  0.305 +0.049,-0.048(DSYS=0.013) ;	  0.044 +0.073,-0.072(DSYS=0.013) ;	  0.013 +0.071,-0.070(DSYS=0.005) ;	  -0.094 +0.065,-0.067(DSYS=0.004) ;

*dataend:

*dataset:
*location: Appendix A, Table 5
*dscomment: CP-asymmetric angular observables evaluated by the unbinned maximum likelihood fit. The first uncertainties are statistical and the second systematic.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
#*qual: $q^2$ IN GEV**2 : M**2(<MU+ MU->)
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*xheader: $q^2$ IN GEV**2
*yheader: $A_{3}$  :	$A_{4}$ : 	$A_{5}$ :	$A_{6s}$ :	$A_{7}$ :	$A_{8}$ :	$A_{9}$
*data: x : y : y : y : y : y : y : y
0.10 TO 0.98 ;	  0.006 +0.064,-0.065(DSYS=0.005) ;	  -0.068 +0.071,-0.073(DSYS=0.009) ;	  0.001 +0.061,-0.059(DSYS=0.018) ;	  0.122 +0.076,-0.075(DSYS=0.011) ;	  0.076 +0.061,-0.060(DSYS=0.006) ;	  -0.031 +0.074,-0.074(DSYS=0.007) ;	  0.030 +0.062,-0.061(DSYS=0.004) ;
1.1 TO 2.5  ;	  0.042 +0.097,-0.087(DSYS=0.005) ;	  0.235 +0.125,-0.109(DSYS=0.005) ;	  -0.114 +0.099,-0.105(DSYS=0.009) ;	  0.037 +0.102,-0.091(DSYS=0.016) ;	  -0.087 +0.091,-0.093(DSYS=0.004) ;	  -0.044 +0.108,-0.113(DSYS=0.005) ;	  -0.004 +0.092,-0.098(DSYS=0.005) ;
2.5 TO 4.0  ;	  -0.111 +0.087,-0.109(DSYS=0.006) ;    	  -0.007 +0.130,-0.135(DSYS=0.007) ;  	  -0.005 +0.107,-0.106(DSYS=0.008) ;  	  0.022 +0.115,-0.096(DSYS=0.010) ;	  -0.032 +0.109,-0.115(DSYS=0.005) ;  	  -0.071 +0.124,-0.131(DSYS=0.006) ;            	  -0.228 +0.114,-0.152(DSYS=0.007) ;
4.0 TO 6.0  ;	  -0.173 +0.070,-0.079(DSYS=0.006) ;	  -0.168 +0.086,-0.085(DSYS=0.008) ;	  -0.059 +0.071,-0.073(DSYS=0.011) ;	  -0.023 +0.082,-0.075(DSYS=0.005) ;	  0.041 +0.083,-0.082(DSYS=0.004) ;	  0.004 +0.093,-0.095(DSYS=0.005) ;	  0.062 +0.078,-0.072(DSYS=0.004) ;
6.0 TO 8.0  ;     0.064 +0.067,-0.064(DSYS=0.011) ;	  -0.037 +0.073,-0.073(DSYS=0.011) ;	  0.129 +0.067,-0.066(DSYS=0.012) ;	  0.047 +0.062,-0.060(DSYS=0.011) ;	  0.035 +0.065,-0.067(DSYS=0.003) ;	  -0.043 +0.070,-0.069(DSYS=0.006) ;	  0.110 +0.061,-0.060(DSYS=0.005) ;
11.0 TO 12.5 ;	  0.132 +0.075,-0.073(DSYS=0.005) ;  	  -0.100 +0.082,-0.077(DSYS=0.009) ;    	  0.027 +0.077,-0.076(DSYS=0.010) ;  	  0.024 +0.069,-0.067(DSYS=0.013) ;  	  -0.008 +0.073,-0.073(DSYS=0.005) ;   	  0.014 +0.075,-0.073(DSYS=0.005) ; 	  -0.057 +0.057,-0.059(DSYS=0.006) ;
15.0 TO 17.0 ;	  -0.034 +0.056,-0.055(DSYS=0.007) ;	  -0.071 +0.064,-0.064(DSYS=0.008) ;	  -0.076 +0.065,-0.063(DSYS=0.010) ;	  -0.085 +0.062,-0.060(DSYS=0.012) ;	  -0.105 +0.058,-0.059(DSYS=0.005) ;	  0.048 +0.063,-0.063(DSYS=0.003) ;	  0.091 +0.059,-0.059(DSYS=0.004) ;
17.0 TO 19.0  ;	  -0.056 +0.075,-0.073(DSYS=0.017) ;	  -0.071 +0.073,-0.073(DSYS=0.011) ;	  0.008 +0.073,-0.075(DSYS=0.010) ;	  -0.127 +0.080,-0.076(DSYS=0.018) ;	  0.047 +0.070,-0.069(DSYS=0.013) ;	  0.022 +0.072,-0.073(DSYS=0.005) ;	  0.043 +0.066,-0.067(DSYS=0.005) ;

*dataend:

*dataset:
*location: Appendix A, Table 6
*dscomment: Optimised angular observables evaluated by the unbinned maximum likelihood fit. The first uncertainties are statistical and the second systematic.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
#*qual: $q^2) ;IN GEV**2 : M**2(<MU+ MU->)
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*xheader: $q^2$ IN GEV**2
*yheader: $P_{1}$ :	$P_{2}$ :	$P_{3}$ :	$P'_{4}$ :	$P'_{5}$ :	$P'_{6}$ :	$P'_{8}$ 
*data: x : y : y : y : y : y : y : y
 0.10 TO 0.98 ;	  -0.099 +0.168,-0.163(DSYS=0.014) ;	  -0.003 +0.051,-0.052(DSYS=0.007) ;	  0.113 +0.079,-0.079(DSYS=0.006) ;	  0.185 +0.158,-0.154(DSYS=0.023) ;	  0.387 +0.132,-0.133(DSYS=0.052) ;	  0.034 +0.134,-0.135(DSYS=0.015) ;	  0.180 +0.174,-0.169(DSYS=0.007) ;
1.1 TO 2.5 ;	  -0.451 +0.519,-0.636(DSYS=0.038) ;	  -0.373 +0.146,-0.199(DSYS=0.027) ;	  0.350 +0.330,-0.254(DSYS=0.015) ;	  -0.163 +0.232,-0.240(DSYS=0.021) ;	  0.289 +0.220,-0.202(DSYS=0.023) ;	  -0.463 +0.202,-0.221(DSYS=0.012) ;	  -0.208 +0.224,-0.270(DSYS=0.024) ;
2.5 TO 4.0 ; 	  0.571 +2.404,-1.714(DSYS=0.045) ;	  -0.636 +0.444,-1.735(DSYS=0.015) ;	  0.745 +2.587,-0.861(DSYS=0.030) ;	  -0.713 +0.410,-1.305(DSYS=0.024) ;	  -0.066 +0.343,-0.364(DSYS=0.023) ;	  0.205 +0.962,-0.341(DSYS=0.013) ;	  0.091 +0.650,-0.432(DSYS=0.025) ;
 4.0 TO 6.0 ;	  0.180 +0.364,-0.348(DSYS=0.027) ;	  0.042 +0.088,-0.087(DSYS=0.011) ;	  0.083 +0.187,-0.184(DSYS=0.023) ;	  -0.448 +0.169,-0.172(DSYS=0.020) ;	  -0.300 +0.158,-0.159(DSYS=0.023) ;	  -0.032 +0.167,-0.166(DSYS=0.007) ;	  0.342 +0.188,-0.185(DSYS=0.009) ;
6.0 TO 8.0 ;	  -0.199 +0.281,-0.275(DSYS=0.025) ;	  0.241 +0.061,-0.062(DSYS=0.013) ;	  0.057 +0.148,-0.139(DSYS=0.013) ;	  -0.599 +0.131,-0.135(DSYS=0.010) ;	  -0.505 +0.122,-0.122(DSYS=0.024) ;	  -0.095 +0.135,-0.135(DSYS=0.011) ;	  -0.171 +0.142,-0.143(DSYS=0.006) ;
11.0 TO 12.5 ;	  -0.745 +0.207,-0.230(DSYS=0.015) ;	  0.418 +0.053,-0.046(DSYS=0.005) ;	  0.007 +0.141,-0.138(DSYS=0.010) ;	  -0.567 +0.169,-0.187(DSYS=0.014) ;	  -0.655 +0.147,-0.160(DSYS=0.015) ;	  -0.282 +0.146,-0.151(DSYS=0.007) ;	  -0.015 +0.145,-0.142(DSYS=0.005) ;
15 TO 17.0 ;	  -0.436 +0.134,-0.147(DSYS=0.018) ;	  0.421 +0.042,-0.035(DSYS=0.005) ;	  0.029 +0.082,-0.084(DSYS=0.006) ;	  -0.672 +0.113,-0.151(DSYS=0.016) ;	  -0.662 +0.109,-0.127(DSYS=0.017) ;	  0.127 +0.119,-0.122(DSYS=0.006) ;	  0.007 +0.125,-0.129(DSYS=0.005) ;
17.0 TO 19.0 ; 	  -0.581 +0.225,-0.263(DSYS=0.037) ;	  0.314 +0.046,-0.048(DSYS=0.007) ;	  0.145 +0.107,-0.102(DSYS=0.008) ;	  -0.556 +0.133,-0.156(DSYS=0.016) ;	  -0.676 +0.133,-0.152(DSYS=0.017) ;	  0.092 +0.148,-0.152(DSYS=0.025) ;	  0.027 +0.147,-0.147(DSYS=0.009) ;
*dataend:




*dataset:
*location: Appendix A, Table 7
*dscomment: CP-averaged angular observables evaluated using the method of moments. The first uncertainties are statistical and the second systematic.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
#*qual: $q^2) ;IN GEV**2 : M**2(<MU+ MU->)
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*xheader: $q^2$ IN GEV**2
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*data: x : y : y : y : y : y : y : y : y
 0.10 TO 0.98 ;	 0.242 +0.058,-0.056(DSYS=0.026 ) ;	 -0.014 +0.059,-0.060(DSYS=0.008 ) ;	 0.039 +0.091,-0.090(DSYS=0.015 ) ;	 0.129 +0.068,-0.066(DSYS=0.011 ) ;	 -0.138 +0.095,-0.092(DSYS=0.072 ) ;	 0.038 +0.063,-0.062(DSYS=0.009 ) ;	 0.063 +0.079,-0.080(DSYS=0.009 ) ;	 -0.113 +0.061,-0.063(DSYS=0.004 ) ;	 -0.098^{+0.132,-0.134(DSYS=0.005) ;
 1.1 TO 2.0 ;	 0.768 +0.141,-0.130(DSYS=0.025 ) ;	 0.065 +0.137,-0.127(DSYS=0.007 ) ;	 0.127 +0.190,-0.180(DSYS=0.027 ) ;	 0.286 +0.168,-0.172(DSYS=0.009 ) ;	 -0.333 +0.115,-0.130(DSYS=0.012 ) ;	 -0.293 +0.180,-0.176(DSYS=0.005 ) ;	 -0.114 +0.185,-0.196(DSYS=0.006 ) ;	 -0.110 +0.140,-0.138(DSYS=0.001 ) ;	 -0.010^{+0.223,-0.212(DSYS=0.003) ;
 2.0 TO 3.0 ;	 0.690 +0.113,-0.082(DSYS=0.023 ) ;	 0.006 +0.100,-0.100(DSYS=0.007 ) ;	 -0.339 +0.115,-0.140(DSYS=0.041 ) ;	 0.206 +0.131,-0.115(DSYS=0.009 ) ;	 -0.158 +0.080,-0.090(DSYS=0.008 ) ;	 -0.252 +0.127,-0.151(DSYS=0.002 ) ;	 -0.176 +0.149,-0.165(DSYS=0.006 ) ;	 -0.000 +0.100,-0.102(DSYS=0.003 ) ;	 -0.239^{+0.268,-0.263(DSYS=0.001) ;
3.0 TO 4.0 ; 	 0.873 +0.154,-0.105(DSYS=0.023 ) ;	 0.078 +0.131,-0.122(DSYS=0.008 ) ;	 -0.046 +0.193,-0.196(DSYS=0.046 ) ;	 -0.110 +0.163,-0.169(DSYS=0.004 ) ;	 -0.041 +0.091,-0.091(DSYS=0.002 ) ;	 0.171 +0.175,-0.158(DSYS=0.002 ) ;	 0.097 +0.189,-0.184(DSYS=0.002 ) ;	 -0.203 +0.112,-0.132(DSYS=0.002 ) ;	 -0.031^{+0.359,-0.337(DSYS=0.000) ;
 4.0 TO 5.0 ;	 0.899 +0.106,-0.104(DSYS=0.023 ) ;	 0.200 +0.101,-0.097(DSYS=0.007 ) ;	 -0.148 +0.154,-0.154(DSYS=0.047 ) ;	 -0.306 +0.138,-0.141(DSYS=0.004 ) ;	 0.052 +0.080,-0.080(DSYS=0.004 ) ;	 -0.082 +0.129,-0.128(DSYS=0.001 ) ;	 0.107 +0.144,-0.146(DSYS=0.003 ) ;	 0.181 +0.105,-0.099(DSYS=0.001 ) ;	 0.485^{+0.309,-0.317(DSYS=0.001) ;
 5.0 TO 6.0 ;	 0.644 +0.130,-0.121(DSYS=0.025 ) ;	 -0.122 +0.119,-0.126(DSYS=0.009 ) ;	 -0.273 +0.174,-0.184(DSYS=0.048 ) ;	 -0.095 +0.137,-0.142(DSYS=0.004 ) ;	 0.057 +0.094,-0.090(DSYS=0.006 ) ;	 0.038 +0.135,-0.135(DSYS=0.002 ) ;	 -0.037 +0.160,-0.159(DSYS=0.003 ) ;	 -0.080 +0.117,-0.120(DSYS=0.001 ) ;	  0.447^{+0.328,-0.333(DSYS=0.001) ;
 6.0 TO 7.0 ;	 0.644 +0.089,-0.084(DSYS=0.025 ) ;	 -0.069 +0.089,-0.091(DSYS=0.004 ) ;	 -0.311 +0.111,-0.118(DSYS=0.052 ) ;	 -0.339 +0.108,-0.114(DSYS=0.008 ) ;	 0.058 +0.064,-0.063(DSYS=0.009 ) ;	 0.009 +0.123,-0.124(DSYS=0.004 ) ;	 0.080 +0.131,-0.129(DSYS=0.002 ) ;	 0.061 +0.091,-0.091(DSYS=0.001 ) ;	 0.219^{+0.249,-0.250(DSYS=0.002) ;
 7.0 TO 8.0 ; 	 0.609 +0.103,-0.082(DSYS=0.025 ) ;	 -0.054 +0.097,-0.099(DSYS=0.005 ) ;	 -0.236 +0.116,-0.136(DSYS=0.058 ) ;	 -0.386 +0.105,-0.135(DSYS=0.007 ) ;	 0.241 +0.080,-0.062(DSYS=0.012 ) ;	 -0.094 +0.123,-0.130(DSYS=0.003 ) ;	 -0.295 +0.119,-0.139(DSYS=0.002 ) ;	 0.030 +0.100,-0.098(DSYS=0.001 ) ;	 0.249^{+0.209,-0.208(DSYS=0.002) ;
 11.0 TO 11.75 ;	 0.502 +0.090,-0.082(DSYS=0.022 ) ;	 -0.217 +0.077,-0.090(DSYS=0.008 ) ;	 -0.252 +0.095,-0.113(DSYS=0.063 ) ;	 -0.235 +0.095,-0.115(DSYS=0.013 ) ;	 0.370 +0.076,-0.054(DSYS=0.015 ) ;	 -0.110 +0.108,-0.114(DSYS=0.002 ) ;	 -0.079 +0.120,-0.122(DSYS=0.003 ) ;	 -0.084 +0.097,-0.102(DSYS=0.003 ) ;	 0.082^{+0.220,-0.223(DSYS=0.003) ;
 11.75 TO 12.5;	 0.734 +0.107,-0.094(DSYS=0.018 ) ;	 -0.157 +0.090,-0.098(DSYS=0.008 ) ;	 -0.309 +0.099,-0.111(DSYS=0.056 ) ;	 -0.366 +0.096,-0.112(DSYS=0.012 ) ;	 0.293 +0.064,-0.052(DSYS=0.014 ) ;	 -0.212 +0.110,-0.118(DSYS=0.002 ) ;	 -0.090 +0.108,-0.111(DSYS=0.003 ) ;	 0.030 +0.093,-0.091(DSYS=0.002 ) ;	 0.392^{+0.293,-0.294(DSYS=0.004) ;
 15.0 TO 16.0;	 0.385 +0.067,-0.066(DSYS=0.013 ) ;	 -0.060 +0.085,-0.088(DSYS=0.006 ) ;	 -0.321 +0.082,-0.099(DSYS=0.007 ) ;	 -0.360 +0.074,-0.092(DSYS=0.006 ) ;	 0.396 +0.068,-0.047(DSYS=0.009 ) ;	 0.040 +0.092,-0.089(DSYS=0.002 ) ;	 -0.057 +0.093,-0.095(DSYS=0.005 ) ;	 -0.054 +0.083,-0.087(DSYS=0.005 ) ;	 -0.273^{+0.164,-0.161(DSYS=0.004) ;
 16.0 TO 17.0 ; 	 0.295 +0.058,-0.062(DSYS=0.013 ) ;	 -0.250 +0.079,-0.092(DSYS=0.007 ) ;	 -0.246 +0.083,-0.096(DSYS=0.029 ) ;	 -0.254 +0.069,-0.081(DSYS=0.010 ) ;	 0.451 +0.071,-0.048(DSYS=0.007 ) ;	 0.144 +0.091,-0.085(DSYS=0.005 ) ;	 0.055 +0.090,-0.088(DSYS=0.005 ) ;	 -0.014 +0.084,-0.086(DSYS=0.004 ) ;	 -0.112^{+0.127,-0.129(DSYS=0.003) ;
 17.0 TO 18.0 ;	 0.363 +0.073,-0.072(DSYS=0.017 ) ;	 -0.099 +0.091,-0.092(DSYS=0.011 ) ;	 -0.229 +0.090,-0.096(DSYS=0.045 ) ;	 -0.305 +0.081,-0.088(DSYS=0.015 ) ;	 0.274 +0.069,-0.061(DSYS=0.008 ) ;	 0.022 +0.094,-0.093(DSYS=0.011 ) ;	 -0.007 +0.098,-0.098(DSYS=0.001 ) ;	 -0.090 +0.092,-0.095(DSYS=0.002 ) ;	 -0.195^{+0.169,-0.170}\pm 0.003) ;
 18.0 TO 19.0 ;	 0.421 +0.100,-0.100(DSYS=0.013 ) ; 	 -0.131 +0.128,-0.130(DSYS=0.012 ) ;  	 -0.607 +0.153,-0.170(DSYS=0.059 ) ; 	 -0.534 +0.131,-0.150(DSYS=0.015 ) ; 	 0.354 +0.111,-0.099(DSYS=0.012 ) ;  	 0.058 +0.123,-0.124(DSYS=0.006 ) ;  	 0.149 +0.139,-0.138(DSYS=0.010 ) ;	 -0.079 +0.122,-0.121(DSYS=0.007 ) ; 	  0.187^{+0.201,-0.207}\pm 0.001) ;
 15.0 TO 19.0 ;  	 0.357 +0.035,-0.035(DSYS=0.011 ) ; 	 -0.135 +0.046,-0.050(DSYS=0.012) ;	 -0.314 +0.046,-0.054(DSYS=0.027 ) ;	 -0.335 +0.041,-0.047(DSYS=0.007 ) ;	 0.367 +0.037,-0.029(DSYS=0.007) ;	 0.066 +0.049,-0.046(DSYS=0.014) ;	 0.024 +0.040,-0.048(DSYS=0.009) ;	 -0.056 +0.046,-0.047(DSYS=0.014) ;	 -0.125 +0.082,-0.084(DSYS=0.032 ) ;
*dataend:


*dataset:
*location: Appendix A, Table 8
*dscomment: CP-asymmetries evaluated using the method of moments. The first uncertainties are statistical and the second systematic.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
#*qual: $q^2) ;IN GEV**2 : M**2(<MU+ MU->)
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*xheader: $q^2$ IN GEV**2
*yheader: $A_{3}$ :	$A_{4}$ : 	$A_{5}$ :	$A_{6s}$ :	$A_{7}$ :	$A_{8}$ :	$A_{9}$
*data: x : y : y : y : y : y : y : y
 0.1 TO 0.98 ;	 -0.040 +0.059,-0.061(DSYS=0.007 ) ;	 -0.047 +0.090,-0.092(DSYS=0.013 ) ;	 -0.008 +0.066,-0.066(DSYS=0.011 ) ;	 0.167 +0.128,-0.127(DSYS=0.016 ) ;	 0.112 +0.064,-0.062(DSYS=0.010 ) ;	 0.021 +0.080,-0.080(DSYS=0.012 ) ;	 0.043 +0.062,-0.062(DSYS=0.009 ) ;
 1.1 TO 2.0 ;	 -0.134 +0.126,-0.136(DSYS=0.003 ) ;	 0.283 +0.191,-0.181(DSYS=0.028 ) ;	 -0.110 +0.166,-0.176(DSYS=0.008 ) ;	 0.213 +0.161,-0.155(DSYS=0.005 ) ;	 -0.193 +0.167,-0.200(DSYS=0.006 ) ;	 0.130 +0.203,-0.180(DSYS=0.008 ) ;	 -0.126 +0.136,-0.153(DSYS=0.010 ) ;
 2.0 TO 3.0 ;	 -0.018 +0.101,-0.100(DSYS=0.001 ) ;	 0.261 +0.146,-0.123(DSYS=0.042 ) ;	 0.028 +0.124,-0.120(DSYS=0.008 ) ;	 0.077 +0.121,-0.111(DSYS=0.004 ) ;	 -0.162 +0.130,-0.144(DSYS=0.003 ) ;	 -0.060 +0.152,-0.161(DSYS=0.006 ) ;	 0.013 +0.102,-0.101(DSYS=0.007 ) ;
3.0 TO 4.0 ; 	 -0.118 +0.120,-0.132(DSYS=0.007 ) ;	 0.002 +0.194,-0.196(DSYS=0.045 ) ;	 0.015 +0.167,-0.168(DSYS=0.005 ) ;	 -0.047 +0.121,-0.125(DSYS=0.001 ) ;	 -0.004 +0.165,-0.162(DSYS=0.003 ) ;	 0.005 +0.188,-0.185(DSYS=0.003 ) ;	 -0.129 +0.115,-0.125(DSYS=0.003 ) ;
 4.0 TO 5.0 ;	 -0.064 +0.098,-0.098(DSYS=0.005 ) ;	 0.076 +0.155,-0.154(DSYS=0.047 ) ;	 0.051 +0.143,-0.142(DSYS=0.005 ) ;	 -0.085 +0.107,-0.107(DSYS=0.009 ) ;	 -0.146 +0.13,-0.13(DSYS=0.003 ) ;	 0.183 +0.150,-0.146(DSYS=0.001 ) ;	 0.160 +0.103,-0.100(DSYS=0.008 ) ;
 5.0 TO 6.0 ;	 -0.076 +0.119,-0.122(DSYS=0.004 ) ;	 -0.457 +0.174,-0.187(DSYS=0.048 ) ;	 -0.011 +0.139,-0.139(DSYS=0.006 ) ;	 0.116 +0.124,-0.121(DSYS=0.003 ) ;	 0.058 +0.135,-0.135(DSYS=0.003 ) ;	 -0.195 +0.156,-0.167(DSYS=0.007 ) ;	 -0.001 +0.118,-0.120(DSYS=0.002 ) ;
 6.0 TO 7.0 ;	 -0.073 +0.089,-0.091(DSYS=0.007 ) ;	 -0.104 +0.121,-0.120(DSYS=0.052 ) ;	 0.040 +0.117,-0.116(DSYS=0.006 ) ;	 0.063 +0.087,-0.083(DSYS=0.005 ) ;	 0.181 +0.125,-0.122(DSYS=0.005 ) ;	 0.004 +0.131,-0.130(DSYS=0.003 ) ;	 0.125 +0.092,-0.090(DSYS=0.005 ) ;
 7.0 TO 8.0 ; 	 0.168 +0.104,-0.093(DSYS=0.005 ) ;	 0.058 +0.132,-0.127(DSYS=0.058 ) ;	 0.084 +0.122,-0.117(DSYS=0.007 ) ;	 0.100 +0.096,-0.088(DSYS=0.006 ) ;	 0.064 +0.129,-0.125(DSYS=0.004 ) ;	 0.078 +0.131,-0.127(DSYS=0.002 ) ;	 0.195 +0.108,-0.093(DSYS=0.003 ) ;
 11.0 TO 11.75 ;	 0.124 +0.090,-0.083(DSYS=0.008 ) ;	 -0.058 +0.101,-0.105(DSYS=0.063 ) ;	 -0.042 +0.102,-0.106(DSYS=0.013 ) ;	 0.016 +0.091,-0.089(DSYS=0.003 ) ;	 -0.064 +0.110,-0.113(DSYS=0.002 ) ;	 0.072 +0.123,-0.121(DSYS=0.003 ) ;	 -0.082 +0.097,-0.102(DSYS=0.003 ) ;
 11.75 TO 12.5;	 0.124 +0.096,-0.090(DSYS=0.008 ) ;	 -0.242 +0.102,-0.112(DSYS=0.056 ) ;	 0.097 +0.105,-0.102(DSYS=0.012 ) ;	 -0.099 +0.076,-0.081(DSYS=0.003 ) ;	 0.144 +0.116,-0.110(DSYS=0.002 ) ;	 -0.017 +0.112,-0.107(DSYS=0.003 ) ;	 -0.014 +0.092,-0.092(DSYS=0.002 ) ;
 15.0 TO 16.0;	 -0.108 +0.085,-0.091(DSYS=0.005 ) ;	 0.059 +0.094,-0.091(DSYS=0.007 ) ;	 0.039 +0.087,-0.085(DSYS=0.007 ) ;	 -0.117 +0.076,-0.081(DSYS=0.010 ) ;	 -0.124 +0.087,-0.094(DSYS=0.004 ) ;	 0.087 +0.095,-0.092(DSYS=0.005 ) ;	 0.145 +0.089,-0.082(DSYS=0.007 ) ;
 16.0 TO 17.0 ; 	 0.016 +0.087,-0.087(DSYS=0.006 ) ;	 -0.110 +0.087,-0.093(DSYS=0.028 ) ;	 -0.138 +0.073,-0.079(DSYS=0.008 ) ;	 -0.035 +0.079,-0.081(DSYS=0.010 ) ;	 -0.081 +0.087,-0.092(DSYS=0.006 ) ;	 0.013 +0.089,-0.089(DSYS=0.005 ) ;	 0.058 +0.086,-0.084(DSYS=0.004 ) ;
 17.0 TO 18.0 ;	 -0.145 +0.090,-0.094(DSYS=0.010 ) ;	 -0.071 +0.093,-0.095(DSYS=0.045 ) ;	 -0.020 +0.085,-0.086(DSYS=0.015 ) ;	 -0.109 +0.087,-0.091(DSYS=0.009 ) ;	 -0.025 +0.093,-0.094(DSYS=0.011 ) ;	 0.131 +0.100,-0.097(DSYS=0.004 ) ;	 0.116 +0.095,-0.092(DSYS=0.006 ) ;
 18.0 TO 19.0 ;	 0.050 +0.133,-0.129(DSYS=0.011 ) ;	 -0.120 +0.155,-0.162(DSYS=0.059 ) ; 	 0.186 +0.134,-0.131(DSYS=0.015 ) ;	 -0.167 +0.132,-0.139(DSYS=0.007 ) ;	 0.022 +0.125,-0.122(DSYS=0.006 ) ;	 -0.029 +0.140,-0.138(DSYS=0.010 ) ;	 -0.147 +0.121,-0.128(DSYS=0.007 ) ;
 15.0 TO 19.0 ;	 -0.053 +0.047,-0.048(DSYS=0.011) ;	 -0.049 +0.049,-0.052(DSYS=0.027) ;	 -0.010 +0.044,-0.044(DSYS=0.008) ;	 -0.096 +0.045,-0.044(DSYS=0.008 ) ;	  -0.062 +0.048,-0.049(DSYS=0.014) ;	  0.059 +0.050,-0.049(DSYS=0.010) ;	  0.065 +0.048,-0.045(DSYS=0.016) ;
*dataend:

*dataset:
*location: Appendix A, Table 9
*dscomment: Optimised observables evaluated using the method of moments. The first uncertainties are statistical and the second systematic.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
#*qual: $q^2) ;IN GEV**2 : M**2(<MU+ MU->)
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*xheader: $q^2) ;IN GEV**2
*yheader: $P_{1}$ :	$P_{2}$ :	$P_{3}$ :	$P'_{4}$ :	$P'_{5}$ :	$P'_{6}$ :	$P'_{8}$ :
*data: x : y : y : y : y : y : y : y
 0.10<q^2<0.98\gev^{2}/c^4) ;	 -0.038 +0.157,-0.158(DSYS=0.020 ) ;	 -0.119 +0.080,-0.081(DSYS=0.063 ) ;	 0.147 +0.086,-0.080(DSYS=0.005 ) ;	 0.086 +0.221,-0.209(DSYS=0.026 ) ;	 0.300 +0.171,-0.152(DSYS=0.023 ) ;	 0.086 +0.152,-0.145(DSYS=0.024 ) ;	 0.143 +0.195,-0.184(DSYS=0.022 ) ;
 1.1 TO 2.0 ;	 0.439 +1.916,-1.013(DSYS=0.012 ) ;	 -0.667 +0.149,-1.939(DSYS=0.017 ) ;	 0.363 +1.088,-0.506(DSYS=0.001 ) ;	 0.266 +0.648,-0.406(DSYS=0.057 ) ;	 0.606 +0.769,-0.326(DSYS=0.017 ) ;	 -0.632 +0.347,-0.753(DSYS=0.009 ) ;	 -0.244 +0.433,-0.645(DSYS=0.012 ) ;
 2.0 TO 3.0 ;	 0.055 +0.677,-0.756(DSYS=0.007 ) ;	 -0.323 +0.147,-0.316(DSYS=0.033 ) ;	 0.005 +0.362,-0.364(DSYS=0.012 ) ;	 -0.765 +0.271,-0.359(DSYS=0.099 ) ;	 0.461 +0.313,-0.256(DSYS=0.019 ) ;	 -0.549 +0.276,-0.393(DSYS=0.005 ) ;	 -0.393 +0.332,-0.388(DSYS=0.002 ) ;
3.0 TO 4.0) ;                           	 0.421 +18.35,-1.190(DSYS=0.018 ) ;                                                                                                                                     	 -0.117 +0.485,-4.435(DSYS=0.015 ) ;	 0.905 +17.51,-0.258(DSYS=0.009 ) ;	 -0.134 +0.810,-1.343(DSYS=0.108 ) ;	 -0.295 +0.508,-7.112(DSYS=0.023 ) ;	 0.449 +19.04,-0.397(DSYS=0.007 ) ;	 0.303 +1.394,-0.719(DSYS=0.006 ) ;
 4.0 TO 5.0 ;	 $2.296 +17.71,-0.694(DSYS=0.024 ) ;	 0.174 +3.034,-0.376(DSYS=0.010 ) ;	 -0.801 +0.221,-17.42(DSYS=0.007 ) ;	 -0.415 +0.438,-1.911(DSYS=0.104 ) ;	 -0.799 +0.266,-18.19(DSYS=0.022 ) ;	 -0.215 +0.397,-1.243(DSYS=0.006 ) ;	 0.293 +1.522,-0.441(DSYS=0.006 ) ;
 5.0 TO 6.0 ;	 -0.540 +0.521,-1.100(DSYS=0.025 ) ;	 0.089 +0.227,-0.155(DSYS=0.012 ) ;	 0.178 +0.465,-0.286(DSYS=0.007 ) ;	 -0.561 +0.345,-0.465(DSYS=0.101 ) ;	 -0.197 +0.287,-0.334(DSYS=0.018 ) ;	 0.074 +0.309,-0.288(DSYS=0.005 ) ;	 -0.068 +0.338,-0.372(DSYS=0.006 ) ;
 6.0 TO 7.0 ;	 -0.353 +0.469,-0.602(DSYS=0.026 ) ;	 0.104 +0.136,-0.115(DSYS=0.013 ) ;	 -0.161 +0.246,-0.291(DSYS=0.001 ) ;	 -0.641 +0.222,-0.294(DSYS=0.106 ) ;	 -0.713 +0.228,-0.268(DSYS=0.015 ) ;	 0.017 +0.267,-0.261(DSYS=0.007 ) ;	 0.162 +0.289,-0.267(DSYS=0.005 ) ;
 7.0 TO 8.0 ; 	 -0.284 +0.513,-0.548(DSYS=0.025 ) ;	 0.393 +0.231,-0.093(DSYS=0.013 ) ;	 -0.063 +0.244,-0.298(DSYS=0.002 ) ;	 -0.503 +0.253,-0.288(DSYS=0.118 ) ;	 -0.808 +0.226,-0.303(DSYS=0.010 ) ;	 -0.201 +0.261,-0.274(DSYS=0.007 ) ;	 -0.623 +0.255,-0.295(DSYS=0.005 ) ;
 11.0 TO 11.75 ;	 -0.869 +0.304,-0.408(DSYS=0.030 ) ;	 0.494 +0.134,-0.071(DSYS=0.013 ) ;	 0.166 +0.221,-0.192(DSYS=0.005 ) ;	 -0.522 +0.203,-0.222(DSYS=0.128 ) ;	 -0.485 +0.203,-0.224(DSYS=0.028 ) ;	 -0.233 +0.227,-0.224(DSYS=0.004 ) ;	 -0.159 +0.241,-0.250(DSYS=0.007 ) ;
 11.75 TO 12.5;	 -1.002 +0.502,-1.360(DSYS=0.030 ) ;	 0.637 +0.599,-0.100(DSYS=0.008 ) ;	 -0.105 +0.349,-0.42(DSYS=0.004 ) ;	 -0.701 +0.215,-0.342(DSYS=0.114 ) ;	 -0.827 +0.205,-0.357(DSYS=0.026 ) ;	 -0.473 +0.233,-0.344(DSYS=0.004 ) ;	 -0.211 +0.255,-0.274(DSYS=0.007 ) ;
 15.0 TO 16.0;	 -0.199 +0.280,-0.285(DSYS=0.014 ) ;	 0.433 +0.074,-0.054(DSYS=0.005 ) ;	 0.087 +0.144,-0.135(DSYS=0.007 ) ;	 -0.673 +0.178,-0.199(DSYS=0.013 ) ;	 -0.758 +0.165,-0.179(DSYS=0.013 ) ;	 0.083 +0.189,-0.187(DSYS=0.004 ) ;	 -0.120 +0.192,-0.198(DSYS=0.010 ) ;
 16.0 TO 17.0 ; 	 -0.726 +0.239,-0.241(DSYS=0.014 ) ;	 0.430 +0.063,-0.049(DSYS=0.007 ) ;	 0.019 +0.122,-0.119(DSYS=0.006 ) ;	 -0.552 +0.191,-0.213(DSYS=0.055 ) ;	 -0.567 +0.157,-0.186(DSYS=0.014 ) ;	 0.328 +0.192,-0.195(DSYS=0.012 ) ;	 0.122 +0.199,-0.196(DSYS=0.010 ) ;
 17.0 TO 18.0 ;	 -0.313 +0.286,-0.293(DSYS=0.019 ) ;	 0.288 +0.075,-0.064(DSYS=0.006 ) ;	 0.144 +0.149,-0.147(DSYS=0.002 ) ;	 -0.486 +0.190,-0.200(DSYS=0.092 ) ;	 -0.646 +0.176,-0.190(DSYS=0.027 ) ;	 0.047 +0.198,-0.197(DSYS=0.023 ) ;	 -0.006 +0.199,-0.215(DSYS=0.001 ) ;
 18.0 TO 19.0 ;	 -0.450 +0.440,-0.447(DSYS=0.022 ) ;	 0.393 +0.159,-0.100(DSYS=0.011 ) ;	 0.134 +0.219,-0.208(DSYS=0.010 ) ;	 -1.221 +0.280,-0.388(DSYS=0.119 ) ;	 -1.070 +0.237,-0.349(DSYS=0.029 ) ;	 0.128 +0.246,-0.265(DSYS=0.012 ) ; 	 0.300 +0.297,-0.276(DSYS=0.022 ) ;
 15.0 TO 19.0 ;	 -0.424 +0.139,-0.150(DSYS=0.028 ) ;	 0.385 +0.035,-0.036(DSYS=0.010) ;	 0.089 +0.071,-0.072(DSYS=0.019) ;	 -0.663 +0.102,-0.105(DSYS=0.055 ) ;	 -0.709 +0.093,-0.090(DSYS=0.016) ;	 0.140 +0.101,-0.100(DSYS=0.032) ;	 0.049 +0.106,-0.102(DSYS=0.021) ;
*dataend:


########################################



*dataset:
*location: Section 9
*dscomment: Zero-crossing points determined with an amplitude fit. 
*reackey: P P --> B0 + X
*obskey: POL
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*xheader: IN GEV**2
*yheader: Confidence interval [%] :	 Range
*data: x: y : y
$q_0(S_5)$ : 68 : [2.49,3.95] 
$q_0(A_{FB})$ : 68 : [3.40,4.87] 
$q_0(S_4)$ : 95 : <2.65
*dataend:

########################################


*dataset:
*location: Appendix B, Table 4, Figure 6
*dscomment: CP-averaged angular observables evaluated by the unbinned maximum likelihood fit.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 0.1 TO 0.98 : 1.1 TO 2.5 : 2.5 TO 4.0 : 4.0 TO 6.0 : 6.0 TO 8.0 : 11.0 TO 12.5 : 15.0 TO 17.0 : 17.0 TO 19.0
*xheader: Observable
*yheader: $q^2$ IN GEV**2
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 0.263 +0.045,-0.044 (DSYS=0.017); 0.660 +0.083,-0.077 (DSYS=0.022); 0.876 +0.109,-0.097 (DSYS=0.017); 0.611 +0.052,-0.053 (DSYS=0.017); 0.579 +- 0.046 (DSYS=0.015); 0.493 +0.049,-0.047 (DSYS=0.013); 0.349 +- 0.039 (DSYS=0.009); 0.354 +0.049,-0.048 (DSYS=0.025);
 $S_3$; -0.036 +- 0.063 (DSYS=0.005); -0.077 +0.087,-0.105 (DSYS=0.005); 0.035 +0.098,-0.089 (DSYS=0.007); 0.035 +0.069,-0.068 (DSYS=0.007); -0.042 +0.058,-0.059 (DSYS=0.011); -0.189 +0.054,-0.058 (DSYS=0.005); -0.142 +0.044,-0.049 (DSYS=0.007); -0.188 +0.074,-0.084 (DSYS=0.017);
 $S_4$; 0.082 +0.068,-0.069 (DSYS=0.009); -0.077 +0.111,-0.113 (DSYS=0.005); -0.234 +0.127,-0.144 (DSYS=0.006); -0.219 +0.086,-0.084 (DSYS=0.008); -0.296 +0.063,-0.067 (DSYS=0.011); -0.283 +0.084,-0.095 (DSYS=0.009); -0.321 +0.055,-0.074 (DSYS=0.007); -0.266 +0.063,-0.072 (DSYS=0.01);
 $S_5$; 0.170 +0.059,-0.058 (DSYS=0.018); 0.137 +0.099,-0.094 (DSYS=0.009); -0.022 +0.11,-0.103 (DSYS=0.008); -0.146 +0.077,-0.078 (DSYS=0.011); -0.249 +0.059,-0.06 (DSYS=0.012); -0.327 +0.076,-0.079 (DSYS=0.009); -0.316 +0.051,-0.057 (DSYS=0.009); -0.323 +0.063,-0.072 (DSYS=0.009);
 $A_{\rm FB}$; -0.003 +0.058,-0.057 (DSYS=0.009); -0.191 +0.068,-0.08 (DSYS=0.012); -0.118 +0.082,-0.09 (DSYS=0.007); 0.025 +0.051,-0.052 (DSYS=0.004); 0.152 +0.041,-0.04 (DSYS=0.008); 0.318 +0.044,-0.04 (DSYS=0.009); 0.411 +0.041,-0.037 (DSYS=0.008); 0.305 +0.049,-0.048 (DSYS=0.013);
 $S_7$; 0.015 +- 0.059 (DSYS=0.006); -0.219 +0.094,-0.104 (DSYS=0.004); 0.068 +0.12,-0.112 (DSYS=0.005); -0.016 +0.081,-0.08 (DSYS=0.004); -0.047 +0.068,-0.066 (DSYS=0.003); -0.141 +0.072,-0.074 (DSYS=0.005); 0.061 +- 0.058 (DSYS=0.005); 0.044 +0.073,-0.072 (DSYS=0.013);
 $S_8$; 0.079 +0.076,-0.075 (DSYS=0.007); -0.098 +0.108,-0.123 (DSYS=0.005); 0.030 +0.129,-0.131 (DSYS=0.006); 0.167 +0.094,-0.091 (DSYS=0.004); -0.085 +0.072,-0.07 (DSYS=0.006); -0.007 +0.07,-0.072 (DSYS=0.005); 0.003 +- 0.061 (DSYS=0.003); 0.013 +0.071,-0.07 (DSYS=0.005);
 $S_9$; -0.083 +0.058,-0.057 (DSYS=0.004); -0.119 +0.087,-0.104 (DSYS=0.005); -0.092 +0.105,-0.125 (DSYS=0.007); -0.032 +- 0.071 (DSYS=0.004); -0.024 +0.059,-0.06 (DSYS=0.005); -0.004 +0.07,-0.073 (DSYS=0.006); -0.019 +0.054,-0.056 (DSYS=0.004); -0.094 +0.065,-0.067 (DSYS=0.004);
*dataend:

*dataset:
*location: Appendix B, Table 5, Figure 7
*dscomment: CP-asymetric angular observables evaluated by the unbinned maximum likelihood fit.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 0.1 TO 0.98 : 1.1 TO 2.5 : 2.5 TO 4.0 : 4.0 TO 6.0 : 6.0 TO 8.0 : 11.0 TO 12.5 : 15.0 TO 17.0 : 17.0 TO 19.0
*xheader: Observable
*yheader: $q^2$ IN GEV**2
*data: x : y : y : y : y : y : y : y : y
 $A_{3}$; 0.006 +0.064,-0.065 (DSYS=0.005); 0.042 +0.097,-0.087 (DSYS=0.005); -0.111 +0.087,-0.109 (DSYS=0.006); -0.173 +0.07,-0.079 (DSYS=0.006); 0.064 +0.067,-0.064 (DSYS=0.011); 0.132 +0.075,-0.073 (DSYS=0.005); -0.034 +0.056,-0.055 (DSYS=0.007); -0.056 +0.075,-0.073 (DSYS=0.017);
 $A_{4}$; -0.068 +0.071,-0.073 (DSYS=0.009); 0.235 +0.125,-0.109 (DSYS=0.005); -0.007 +0.13,-0.135 (DSYS=0.007); -0.168 +0.086,-0.085 (DSYS=0.008); -0.037 +- 0.073 (DSYS=0.011); -0.100 +0.082,-0.077 (DSYS=0.009); -0.071 +- 0.064 (DSYS=0.008); -0.071 +- 0.073 (DSYS=0.011);
 $A_{5}$; 0.001 +0.061,-0.059 (DSYS=0.018); -0.114 +0.099,-0.105 (DSYS=0.009); -0.005 +0.107,-0.106 (DSYS=0.008); -0.059 +0.071,-0.073 (DSYS=0.011); 0.129 +0.067,-0.066 (DSYS=0.012); 0.027 +0.077,-0.076 (DSYS=0.01); -0.076 +0.065,-0.063 (DSYS=0.01); 0.008 +0.073,-0.075 (DSYS=0.01);
 $A_{6s}$; 0.122 +0.076,-0.075 (DSYS=0.011); 0.037 +0.102,-0.091 (DSYS=0.016); 0.022 +0.115,-0.096 (DSYS=0.01); -0.023 +0.082,-0.075 (DSYS=0.005); 0.047 +0.062,-0.06 (DSYS=0.011); 0.024 +0.069,-0.067 (DSYS=0.013); -0.085 +0.062,-0.06 (DSYS=0.012); -0.127 +0.08,-0.076 (DSYS=0.018);
 $A_{7}$; 0.076 +0.061,-0.06 (DSYS=0.006); -0.087 +0.091,-0.093 (DSYS=0.004); -0.032 +0.109,-0.115 (DSYS=0.005); 0.041 +0.083,-0.082 (DSYS=0.004); 0.035 +0.065,-0.067 (DSYS=0.003); -0.008 +- 0.073 (DSYS=0.005); -0.105 +0.058,-0.059 (DSYS=0.005); 0.047 +0.07,-0.069 (DSYS=0.013);
 $A_{8}$; -0.031 +- 0.074 (DSYS=0.007); -0.044 +0.108,-0.113 (DSYS=0.005); -0.071 +0.124,-0.131 (DSYS=0.006); 0.004 +0.093,-0.095 (DSYS=0.005); -0.043 +0.07,-0.069 (DSYS=0.006); 0.014 +0.075,-0.073 (DSYS=0.005); 0.048 +- 0.063 (DSYS=0.003); 0.022 +0.072,-0.073 (DSYS=0.005);
 $A_{9}$; 0.030 +0.062,-0.061 (DSYS=0.004); -0.004 +0.092,-0.098 (DSYS=0.005); -0.228 +0.114,-0.152 (DSYS=0.007); 0.062 +0.078,-0.072 (DSYS=0.004); 0.110 +0.061,-0.06 (DSYS=0.005); -0.057 +0.057,-0.059 (DSYS=0.006); 0.091 +- 0.059 (DSYS=0.004); 0.043 +0.066,-0.067 (DSYS=0.005);
*dataend:

*dataset:
*location: Appendix B, Table 6, Figure 8
*dscomment: Optimised angular observables evaluated by the unbinned maximum likelihood fit.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 0.1 TO 0.98 : 1.1 TO 2.5 : 2.5 TO 4.0 : 4.0 TO 6.0 : 6.0 TO 8.0 : 11.0 TO 12.5 : 15.0 TO 17.0 : 17.0 TO 19.0
*xheader: Observable
*yheader: $q^2$ IN GEV**2
*data: x : y : y : y : y : y : y : y : y
 $P_{1}$; -0.099 +0.168,-0.163 (DSYS=0.014); -0.451 +0.519,-0.636 (DSYS=0.038); 0.571 +2.404,-1.714 (DSYS=0.045); 0.180 +0.364,-0.348 (DSYS=0.027); -0.199 +0.281,-0.275 (DSYS=0.025); -0.745 +0.207,-0.23 (DSYS=0.015); -0.436 +0.134,-0.147 (DSYS=0.018); -0.581 +0.225,-0.263 (DSYS=0.037);
 $P_{2}$; -0.003 +0.051,-0.052 (DSYS=0.007); -0.373 +0.146,-0.199 (DSYS=0.027); -0.636 +0.444,-1.735 (DSYS=0.015); 0.042 +0.088,-0.087 (DSYS=0.011); 0.241 +0.061,-0.062 (DSYS=0.013); 0.418 +0.053,-0.046 (DSYS=0.005); 0.421 +0.042,-0.035 (DSYS=0.005); 0.314 +0.046,-0.048 (DSYS=0.007);
 $P_{3}$; 0.113 +- 0.079 (DSYS=0.006); 0.350 +0.33,-0.254 (DSYS=0.015); 0.745 +2.587,-0.861 (DSYS=0.03); 0.083 +0.187,-0.184 (DSYS=0.023); 0.057 +0.148,-0.139 (DSYS=0.013); 0.007 +0.141,-0.138 (DSYS=0.01); 0.029 +0.082,-0.084 (DSYS=0.006); 0.145 +0.107,-0.102 (DSYS=0.008);
 $P_{4}$; 0.185 +0.158,-0.154 (DSYS=0.023); -0.163 +0.232,-0.24 (DSYS=0.021); -0.713 +0.41,-1.305 (DSYS=0.024); -0.448 +0.169,-0.172 (DSYS=0.02); -0.599 +0.131,-0.135 (DSYS=0.01); -0.567 +0.169,-0.187 (DSYS=0.014); -0.672 +0.113,-0.151 (DSYS=0.016); -0.556 +0.133,-0.156 (DSYS=0.016);
 $P_{5}$; 0.387 +0.131,-0.133 (DSYS=0.052); 0.289 +0.221,-0.2 (DSYS=0.023); -0.066 +0.345,-0.362 (DSYS=0.023); -0.300 +0.16,-0.161 (DSYS=0.023); -0.505 +0.123,-0.121 (DSYS=0.024); -0.655 +0.145,-0.16 (DSYS=0.015); -0.662 +0.111,-0.129 (DSYS=0.017); -0.676 +0.134,-0.15 (DSYS=0.017);
 $P'_{6}$; 0.034 +0.134,-0.135 (DSYS=0.015); -0.463 +0.202,-0.221 (DSYS=0.012); 0.205 +0.962,-0.341 (DSYS=0.013); -0.032 +0.167,-0.166 (DSYS=0.007); -0.095 +- 0.135 (DSYS=0.011); -0.282 +0.146,-0.151 (DSYS=0.007); 0.127 +0.119,-0.122 (DSYS=0.006); 0.092 +0.148,-0.152 (DSYS=0.025);
 $P'_{8}$; 0.180 +0.174,-0.169 (DSYS=0.007); -0.208 +0.224,-0.27 (DSYS=0.024); 0.091 +0.65,-0.432 (DSYS=0.025); 0.342 +0.188,-0.185 (DSYS=0.009); -0.171 +0.142,-0.143 (DSYS=0.006); -0.015 +0.145,-0.142 (DSYS=0.005); 0.007 +0.125,-0.129 (DSYS=0.005); 0.027 +- 0.147 (DSYS=0.009);
*dataend:

*dataset:
*location: Appendix B, Table 7, Figure 9, 11
*dscomment: CP averaged angular observables evaluated using the method of moments.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 0.1 TO 0.98 : 1.1 TO 2.0 : 2.0 TO 3.0 : 3.0 TO 4.0 : 4.0 TO 5.0 : 5.0 TO 6.0 : 6.0 TO 7.0 : 7.0 TO 8.0 : 11.0 TO 11.75 : 11.75 TO 12.5 : 15.0 TO 16.0 : 16.0 TO 17.0 : 17.0 TO 18.0 : 18.0 TO 19.0 : 15.0 TO 19.0
*xheader: Observable
*yheader: $q^2$ IN GEV**2
*data: x : y : y : y : y : y : y : y : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 0.242 +0.058,-0.056 (DSYS=0.026); 0.768 +0.141,-0.13 (DSYS=0.025); 0.690 +0.113,-0.082 (DSYS=0.023); 0.873 +0.154,-0.105 (DSYS=0.023); 0.899 +0.106,-0.104 (DSYS=0.023); 0.644 +0.13,-0.121 (DSYS=0.025); 0.644 +0.089,-0.084 (DSYS=0.025); 0.609 +0.103,-0.082 (DSYS=0.025); 0.502 +0.09,-0.082 (DSYS=0.022); 0.734 +0.107,-0.094 (DSYS=0.018); 0.385 +0.067,-0.066 (DSYS=0.014); 0.295 +0.058,-0.062 (DSYS=0.013); 0.363 +0.073,-0.072 (DSYS=0.017); 0.421 +- 0.1 (DSYS=0.017); 0.357 +- 0.035 (DSYS=0.011);
 $S_3$; -0.014 +0.059,-0.06 (DSYS=0.009); 0.065 +0.137,-0.127 (DSYS=0.008); 0.006 +- 0.1 (DSYS=0.008); 0.078 +0.131,-0.122 (DSYS=0.008); 0.200 +0.101,-0.097 (DSYS=0.008); -0.122 +0.119,-0.126 (DSYS=0.009); -0.069 +0.089,-0.091 (DSYS=0.005); -0.054 +0.097,-0.099 (DSYS=0.005); -0.217 +0.077,-0.09 (DSYS=0.008); -0.157 +0.09,-0.098 (DSYS=0.008); -0.060 +0.085,-0.088 (DSYS=0.007); -0.250 +0.079,-0.092 (DSYS=0.007); -0.099 +0.091,-0.092 (DSYS=0.011); -0.131 +0.128,-0.13 (DSYS=0.013); -0.135 +0.046,-0.05 (DSYS=0.012);
 $S_4$; 0.039 +0.091,-0.09 (DSYS=0.015); 0.127 +0.19,-0.18 (DSYS=0.027); -0.339 +0.115,-0.14 (DSYS=0.042); -0.046 +0.193,-0.196 (DSYS=0.046); -0.148 +- 0.154 (DSYS=0.047); -0.273 +0.174,-0.184 (DSYS=0.048); -0.311 +0.111,-0.118 (DSYS=0.052); -0.236 +0.116,-0.136 (DSYS=0.058); -0.252 +0.095,-0.113 (DSYS=0.063); -0.309 +0.099,-0.111 (DSYS=0.056); -0.321 +0.082,-0.099 (DSYS=0.008); -0.246 +0.083,-0.096 (DSYS=0.03); -0.229 +0.09,-0.096 (DSYS=0.046); -0.607 +0.153,-0.17 (DSYS=0.059); -0.314 +0.046,-0.054 (DSYS=0.027);
 $S_5$; 0.129 +0.068,-0.066 (DSYS=0.011); 0.286 +0.168,-0.172 (DSYS=0.011); 0.206 +0.131,-0.115 (DSYS=0.01); -0.110 +0.163,-0.169 (DSYS=0.006); -0.306 +0.138,-0.141 (DSYS=0.005); -0.095 +0.137,-0.142 (DSYS=0.006); -0.339 +0.108,-0.114 (DSYS=0.008); -0.386 +0.105,-0.135 (DSYS=0.007); -0.235 +0.095,-0.115 (DSYS=0.013); -0.366 +0.096,-0.112 (DSYS=0.012); -0.360 +0.074,-0.092 (DSYS=0.006); -0.254 +0.069,-0.081 (DSYS=0.01); -0.305 +0.081,-0.088 (DSYS=0.016); -0.534 +0.131,-0.15 (DSYS=0.016); -0.335 +0.041,-0.047 (DSYS=0.007);
 $A_{\rm FB}$; -0.138 +0.095,-0.092 (DSYS=0.072); -0.333 +0.115,-0.13 (DSYS=0.012); -0.158 +0.08,-0.09 (DSYS=0.008); -0.041 +- 0.091 (DSYS=0.003); 0.052 +- 0.08 (DSYS=0.004); 0.057 +0.094,-0.09 (DSYS=0.006); 0.058 +0.064,-0.063 (DSYS=0.009); 0.241 +0.08,-0.062 (DSYS=0.012); 0.370 +0.076,-0.054 (DSYS=0.015); 0.293 +0.064,-0.052 (DSYS=0.014); 0.396 +0.068,-0.047 (DSYS=0.01); 0.451 +0.071,-0.048 (DSYS=0.008); 0.274 +0.069,-0.061 (DSYS=0.009); 0.354 +0.111,-0.099 (DSYS=0.015); 0.367 +0.037,-0.029 (DSYS=0.007);
 $S_7$; 0.038 +0.063,-0.062 (DSYS=0.01); -0.293 +0.18,-0.176 (DSYS=0.006); -0.252 +0.127,-0.151 (DSYS=0.005); 0.171 +0.175,-0.158 (DSYS=0.005); -0.082 +0.129,-0.128 (DSYS=0.003); 0.038 +- 0.135 (DSYS=0.003); 0.009 +0.123,-0.124 (DSYS=0.005); -0.094 +0.123,-0.13 (DSYS=0.004); -0.110 +0.108,-0.114 (DSYS=0.002); -0.212 +0.11,-0.118 (DSYS=0.002); 0.040 +0.092,-0.089 (DSYS=0.003); 0.144 +0.091,-0.085 (DSYS=0.006); 0.022 +0.094,-0.093 (DSYS=0.011); 0.058 +0.123,-0.124 (DSYS=0.007); 0.066 +0.049,-0.046 (DSYS=0.014);
 $S_8$; 0.063 +0.079,-0.08 (DSYS=0.007); -0.114 +0.185,-0.196 (DSYS=0.006); -0.176 +0.149,-0.165 (DSYS=0.007); 0.097 +0.189,-0.184 (DSYS=0.003); 0.107 +0.144,-0.146 (DSYS=0.004); -0.037 +0.16,-0.159 (DSYS=0.004); 0.080 +0.131,-0.129 (DSYS=0.003); -0.295 +0.119,-0.139 (DSYS=0.002); -0.079 +0.12,-0.122 (DSYS=0.004); -0.090 +0.108,-0.111 (DSYS=0.003); -0.057 +0.093,-0.095 (DSYS=0.005); 0.055 +0.09,-0.088 (DSYS=0.005); -0.007 +- 0.098 (DSYS=0.003); 0.149 +0.139,-0.138 (DSYS=0.011); 0.024 +0.04,-0.049 (DSYS=0.009);
 $S_9$; -0.113 +0.061,-0.063 (DSYS=0.043); -0.110 +0.14,-0.138 (DSYS=0.005); 0.000 +0.1,-0.102 (DSYS=0.005); -0.203 +0.112,-0.132 (DSYS=0.004); 0.181 +0.105,-0.099 (DSYS=0.004); -0.080 +0.117,-0.12 (DSYS=0.004); 0.061 +- 0.091 (DSYS=0.004); 0.030 +0.1,-0.098 (DSYS=0.004); -0.084 +0.097,-0.102 (DSYS=0.006); 0.030 +0.093,-0.091 (DSYS=0.006); -0.054 +0.083,-0.087 (DSYS=0.007); -0.014 +0.084,-0.086 (DSYS=0.007); -0.090 +0.092,-0.095 (DSYS=0.006); -0.079 +0.122,-0.121 (DSYS=0.016); -0.056 +0.046,-0.047 (DSYS=0.014);
 $S_{6c}$; -0.098 +0.132,-0.134 (DSYS=0.005); -0.010 +0.223,-0.212 (DSYS=0.003); -0.239 +0.268,-0.263 (DSYS=0.002); -0.031 +0.359,-0.337 (DSYS=0.001); 0.485 +0.309,-0.317 (DSYS=0.001); 0.447 +0.328,-0.333 (DSYS=0.001); 0.219 +0.249,-0.25 (DSYS=0.002); 0.249 +0.209,-0.208 (DSYS=0.002); 0.082 +0.22,-0.223 (DSYS=0.003); 0.392 +0.293,-0.294 (DSYS=0.004); -0.273 +0.164,-0.161 (DSYS=0.004); -0.112 +0.127,-0.129 (DSYS=0.003); -0.195 +0.169,-0.17 (DSYS=0.003); 0.187 +0.201,-0.207 (DSYS=0.002); -0.125 +0.082,-0.084 (DSYS=0.032);
*dataend:

*dataset:
*location: Appendix B, Table 8, Figure 10
*dscomment: CP averaged assymetries angular observables evaluated using the method of moments.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 0.1 TO 0.98 : 1.1 TO 2.0 : 2.0 TO 3.0 : 3.0 TO 4.0 : 4.0 TO 5.0 : 5.0 TO 6.0 : 6.0 TO 7.0 : 7.0 TO 8.0 : 11.0 TO 11.75 : 11.75 TO 12.5 : 15.0 TO 16.0 : 16.0 TO 17.0 : 17.0 TO 18.0 : 18.0 TO 19.0 : 15.0 TO 19.0
*xheader: Observable
*yheader: $q^2$ IN GEV**2
*data: x : y : y : y : y : y : y : y : y : y : y : y : y : y : y : y
 $A_3$; -0.040 +0.059,-0.061 (DSYS=0.007); -0.134 +0.126,-0.136 (DSYS=0.003); -0.018 +0.101,-0.1 (DSYS=0.001); -0.118 +0.12,-0.132 (DSYS=0.007); -0.064 +- 0.098 (DSYS=0.005); -0.076 +0.119,-0.122 (DSYS=0.004); -0.073 +0.089,-0.091 (DSYS=0.007); 0.168 +0.104,-0.093 (DSYS=0.005); 0.124 +0.09,-0.083 (DSYS=0.008); 0.124 +0.096,-0.09 (DSYS=0.008); -0.108 +0.085,-0.091 (DSYS=0.005); 0.016 +- 0.087 (DSYS=0.006); -0.145 +0.09,-0.094 (DSYS=0.01); 0.050 +0.133,-0.129 (DSYS=0.011); -0.053 +0.047,-0.048 (DSYS=0.011);
 $A_4$; -0.047 +0.09,-0.092 (DSYS=0.013); 0.283 +0.191,-0.181 (DSYS=0.028); 0.261 +0.146,-0.123 (DSYS=0.042); 0.002 +0.194,-0.196 (DSYS=0.045); 0.076 +0.155,-0.154 (DSYS=0.047); -0.457 +0.174,-0.187 (DSYS=0.048); -0.104 +0.121,-0.12 (DSYS=0.052); 0.058 +0.132,-0.127 (DSYS=0.058); -0.058 +0.101,-0.105 (DSYS=0.062); -0.242 +0.102,-0.112 (DSYS=0.056); 0.059 +0.094,-0.091 (DSYS=0.007); -0.110 +0.087,-0.093 (DSYS=0.028); -0.071 +0.093,-0.095 (DSYS=0.045); -0.120 +0.155,-0.162 (DSYS=0.058); -0.049 +0.049,-0.052 (DSYS=0.027);
 $A_5$; -0.008 +- 0.066 (DSYS=0.011); -0.110 +0.166,-0.176 (DSYS=0.008); 0.028 +0.124,-0.12 (DSYS=0.008); 0.015 +0.167,-0.168 (DSYS=0.005); 0.051 +0.143,-0.142 (DSYS=0.004); -0.011 +- 0.139 (DSYS=0.006); 0.040 +0.117,-0.116 (DSYS=0.006); 0.084 +0.122,-0.117 (DSYS=0.007); -0.042 +0.102,-0.106 (DSYS=0.013); 0.097 +0.105,-0.102 (DSYS=0.012); 0.039 +0.087,-0.085 (DSYS=0.007); -0.138 +0.073,-0.079 (DSYS=0.008); -0.020 +0.085,-0.086 (DSYS=0.015); 0.186 +0.134,-0.131 (DSYS=0.015); -0.010 +- 0.044 (DSYS=0.008);
 $A_{6s}$; 0.167 +0.128,-0.127 (DSYS=0.096); 0.213 +0.161,-0.155 (DSYS=0.016); 0.077 +0.121,-0.111 (DSYS=0.011); -0.047 +0.121,-0.125 (DSYS=0.008); -0.085 +- 0.107 (DSYS=0.007); 0.116 +0.124,-0.121 (DSYS=0.008); 0.063 +0.087,-0.083 (DSYS=0.012); 0.100 +0.096,-0.088 (DSYS=0.015); 0.016 +0.091,-0.089 (DSYS=0.02); -0.099 +0.076,-0.081 (DSYS=0.019); -0.117 +0.076,-0.081 (DSYS=0.009); -0.035 +0.079,-0.081 (DSYS=0.008); -0.109 +0.087,-0.091 (DSYS=0.009); -0.167 +0.132,-0.139 (DSYS=0.016); -0.096 +0.045,-0.044 (DSYS=0.008);
 $A_7$; 0.112 +0.064,-0.062 (DSYS=0.01); -0.193 +0.167,-0.2 (DSYS=0.006); -0.162 +0.13,-0.144 (DSYS=0.003); -0.004 +0.165,-0.162 (DSYS=0.003); -0.146 +- 0.13 (DSYS=0.003); 0.058 +- 0.135 (DSYS=0.003); 0.181 +0.125,-0.122 (DSYS=0.005); 0.064 +0.129,-0.125 (DSYS=0.004); -0.064 +0.11,-0.113 (DSYS=0.002); 0.144 +0.116,-0.11 (DSYS=0.002); -0.124 +0.087,-0.094 (DSYS=0.004); -0.081 +0.087,-0.092 (DSYS=0.006); -0.025 +0.093,-0.094 (DSYS=0.011); 0.022 +0.125,-0.122 (DSYS=0.006); -0.062 +0.048,-0.049 (DSYS=0.014);
 $A_8$; 0.021 +- 0.08 (DSYS=0.011); 0.130 +0.203,-0.18 (DSYS=0.008); -0.060 +0.152,-0.161 (DSYS=0.006); 0.005 +0.188,-0.185 (DSYS=0.003); 0.183 +0.15,-0.146 (DSYS=0.001); -0.195 +0.156,-0.167 (DSYS=0.007); 0.004 +0.131,-0.13 (DSYS=0.003); 0.078 +0.131,-0.127 (DSYS=0.002); 0.072 +0.123,-0.121 (DSYS=0.003); -0.017 +0.112,-0.107 (DSYS=0.003); 0.087 +0.095,-0.092 (DSYS=0.005); 0.013 +- 0.089 (DSYS=0.005); 0.131 +0.1,-0.097 (DSYS=0.004); -0.029 +0.14,-0.138 (DSYS=0.01); 0.059 +0.05,-0.049 (DSYS=0.01);
 $A_9$; 0.043 +- 0.062 (DSYS=0.009); -0.126 +0.136,-0.153 (DSYS=0.01); 0.013 +0.102,-0.101 (DSYS=0.007); -0.129 +0.115,-0.125 (DSYS=0.003); 0.160 +0.103,-0.1 (DSYS=0.008); -0.001 +0.118,-0.12 (DSYS=0.002); 0.125 +0.092,-0.09 (DSYS=0.005); 0.195 +0.108,-0.093 (DSYS=0.003); -0.082 +0.097,-0.102 (DSYS=0.003); -0.014 +- 0.092 (DSYS=0.002); 0.145 +0.089,-0.082 (DSYS=0.007); 0.058 +0.086,-0.084 (DSYS=0.004); 0.116 +0.095,-0.092 (DSYS=0.006); )-0.147 +0.121,-0.128 (DSYS=0.007); 0.065 +0.048,-0.045 (DSYS=0.016);
*dataend:

*dataset:
*location: Appendix B, Table 9
*dscomment: Optimised observables evaluated using the method of moments.
*reackey: P P --> B0 + X
*obskey: POL
*obskey: ASYM
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 0.1 TO 0.98 : 1.1 TO 2.0 : 2.0 TO 3.0 : 3.0 TO 4.0 : 4.0 TO 5.0 : 5.0 TO 6.0 : 6.0 TO 7.0 : 7.0 TO 8.0 : 11.0 TO 11.75 : 11.75 TO 12.5 : 15.0 TO 16.0 : 16.0 TO 17.0 : 17.0 TO 18.0 : 18.0 TO 19.0 : 15.0 TO 19.0
*xheader: Observable
*yheader: $q^2$ IN GEV**2
*data: x : y : y : y : y : y : y : y : y : y : y : y : y : y : y : y
 $P_1$; -0.038 +0.157,-0.158 (DSYS=0.02); 0.439 +1.916,-1.013 (DSYS=0.012); 0.055 +0.677,-0.756 (DSYS=0.007); 0.421 +18.35,-1.19 (DSYS=0.018); 2.296 +17.71,-0.694 (DSYS=0.024); -0.540 +0.521,-1.1 (DSYS=0.025); -0.353 +0.469,-0.602 (DSYS=0.026); -0.284 +0.513,-0.548 (DSYS=0.025); -0.869 +0.304,-0.408 (DSYS=0.03); -1.002 +0.502,-1.36 (DSYS=0.03); -0.199 +0.28,-0.285 (DSYS=0.014); -0.726 +0.239,-0.241 (DSYS=0.014); -0.313 +0.286,-0.293 (DSYS=0.019); -0.450 +0.44,-0.447 (DSYS=0.022); -0.424 +0.139,-0.15 (DSYS=0.028);
 $P_2$; -0.119 +0.08,-0.081 (DSYS=0.063); -0.667 +0.149,-1.939 (DSYS=0.017); -0.323 +0.147,-0.316 (DSYS=0.033); -0.117 +0.485,-4.435 (DSYS=0.015); 0.174 +3.034,-0.376 (DSYS=0.01); 0.089 +0.227,-0.155 (DSYS=0.012); 0.104 +0.136,-0.115 (DSYS=0.013); 0.393 +0.231,-0.093 (DSYS=0.013); 0.494 +0.134,-0.071 (DSYS=0.013); 0.637 +0.599,-0.1 (DSYS=0.008); 0.433 +0.074,-0.054 (DSYS=0.005); 0.430 +0.063,-0.049 (DSYS=0.007); 0.288 +0.075,-0.064 (DSYS=0.006); 0.393 +0.159,-0.1 (DSYS=0.011); 0.385 +0.035,-0.036 (DSYS=0.01);
 $P_3$; 0.147 +0.086,-0.08 (DSYS=0.005); 0.363 +1.088,-0.506 (DSYS=0.001); 0.005 +0.362,-0.364 (DSYS=0.012); 0.905 +17.51,-0.258 (DSYS=0.009); -0.801 +0.221,-17.42 (DSYS=0.007); 0.178 +0.465,-0.286 (DSYS=0.007); -0.161 +0.246,-0.291 (DSYS=0.001); -0.063 +0.244,-0.298 (DSYS=0.002); 0.166 +0.221,-0.192 (DSYS=0.005); -0.105 +0.349,-0.42 (DSYS=0.004); 0.087 +0.144,-0.135 (DSYS=0.007); 0.019 +0.122,-0.119 (DSYS=0.006); 0.144 +0.149,-0.147 (DSYS=0.002); 0.134 +0.219,-0.208 (DSYS=0.01); 0.089 +0.071,-0.072 (DSYS=0.019);
 $P'_{4}$; 0.086 +0.221,-0.209 (DSYS=0.026); 0.266 +0.648,-0.406 (DSYS=0.057); -0.765 +0.271,-0.359 (DSYS=0.099); -0.134 +0.81,-1.343 (DSYS=0.108); -0.415 +0.438,-1.911 (DSYS=0.104); -0.561 +0.345,-0.465 (DSYS=0.101); -0.641 +0.222,-0.294 (DSYS=0.106); -0.503 +0.253,-0.288 (DSYS=0.118); -0.522 +0.203,-0.222 (DSYS=0.128); -0.701 +0.215,-0.342 (DSYS=0.114); -0.673 +0.178,-0.199 (DSYS=0.013); -0.552 +0.191,-0.213 (DSYS=0.055); -0.486 +0.19,-0.2 (DSYS=0.092); -1.221 +0.28,-0.388 (DSYS=0.119); -0.663 +0.102,-0.105 (DSYS=0.055);
 $P'_{5}$; 0.300 +0.171,-0.152 (DSYS=0.023); 0.606 +0.769,-0.326 (DSYS=0.017); 0.461 +0.313,-0.256 (DSYS=0.019); -0.295 +0.508,-7.112 (DSYS=0.023); -0.799 +0.266,-18.19 (DSYS=0.022); -0.197 +0.287,-0.334 (DSYS=0.018); -0.713 +0.228,-0.268 (DSYS=0.015); -0.808 +0.226,-0.303 (DSYS=0.01); -0.485 +0.203,-0.224 (DSYS=0.028); -0.827 +0.205,-0.357 (DSYS=0.026); -0.758 +0.165,-0.179 (DSYS=0.013); -0.567 +0.157,-0.186 (DSYS=0.014); -0.646 +0.176,-0.19 (DSYS=0.027); -1.070 +0.237,-0.349 (DSYS=0.029); -0.709 +0.093,-0.09 (DSYS=0.016);
 $P'_{6}$; 0.086 +0.152,-0.145 (DSYS=0.024); -0.632 +0.347,-0.753 (DSYS=0.009); -0.549 +0.276,-0.393 (DSYS=0.005); 0.449 +19.04,-0.397 (DSYS=0.007); -0.215 +0.397,-1.243 (DSYS=0.006); 0.074 +0.309,-0.288 (DSYS=0.005); 0.017 +0.267,-0.261 (DSYS=0.007); -0.201 +0.261,-0.274 (DSYS=0.007); -0.233 +0.227,-0.224 (DSYS=0.004); -0.473 +0.233,-0.344 (DSYS=0.004); 0.083 +0.189,-0.187 (DSYS=0.004); 0.328 +0.192,-0.195 (DSYS=0.012); 0.047 +0.198,-0.197 (DSYS=0.023); 0.128 +0.246,-0.265 (DSYS=0.012); 0.140 +0.101,-0.1 (DSYS=0.032);
 $P'_{8}$; 0.143 +0.195,-0.184 (DSYS=0.022); -0.244 +0.433,-0.645 (DSYS=0.012); -0.393 +0.332,-0.388 (DSYS=0.002); 0.303 +1.394,-0.719 (DSYS=0.006); 0.293 +1.522,-0.441 (DSYS=0.006); -0.068 +0.338,-0.372 (DSYS=0.006); 0.162 +0.289,-0.267 (DSYS=0.005); -0.623 +0.255,-0.295 (DSYS=0.005); -0.159 +0.241,-0.25 (DSYS=0.007); -0.211 +0.255,-0.274 (DSYS=0.007); -0.120 +0.192,-0.198 (DSYS=0.01); 0.122 +0.199,-0.196 (DSYS=0.01); -0.006 +0.199,-0.215 (DSYS=0.001); 0.300 +0.297,-0.276 (DSYS=0.022); 0.049 +0.106,-0.102 (DSYS=0.021);
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $0.1 < q^2 < 0.98~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 0.1 TO 0.98
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_3$ : $S_4$ : $S_5$ : $A_{\rm FB}$ : $S_7$ : $S_8$ : $S_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.06; 0.00; 0.03; 0.04; -0.02; 0.07; 0.08;
 $S_3$; 0.06; 1.00; 0.01; 0.10; 0.00; -0.07; -0.01; -0.03;
 $S_4$; 0.00; 0.01; 1.00; 0.08; 0.11; 0.00; 0.07; 0.02;
 $S_5$; 0.03; 0.10; 0.08; 1.00; 0.05; -0.01; 0.00; 0.04;
 $A_{\rm FB}$; 0.04; 0.00; 0.11; 0.05; 1.00; 0.03; -0.07; 0.02;
 $S_7$; -0.02; -0.07; 0.00; -0.01; 0.03; 1.00; 0.01; 0.11;
 $S_8$; 0.07; -0.01; 0.07; 0.00; -0.07; 0.01; 1.00; 0.02;
 $S_9$; 0.08; -0.03; 0.02; 0.04; 0.02; 0.11; 0.02; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $1.1 < q^2 < 2.5~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 1.1 TO 2.5
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_3$ : $S_4$ : $S_5$ : $A_{\rm FB}$ : $S_7$ : $S_8$ : $S_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.09; 0.07; 0.07; 0.09; -0.05; -0.04; 0.08;
 $S_3$; 0.09; 1.00; -0.04; 0.04; 0.01; 0.13; 0.09; 0.12;
 $S_4$; 0.07; -0.04; 1.00; -0.22; -0.01; 0.00; -0.05; 0.03;
 $S_5$; 0.07; 0.04; -0.22; 1.00; -0.14; -0.11; -0.03; -0.21;
 $A_{\rm FB}$; 0.09; 0.01; -0.01; -0.14; 1.00; -0.03; -0.10; -0.11;
 $S_7$; -0.05; 0.13; 0.00; -0.11; -0.03; 1.00; -0.11; 0.23;
 $S_8$; -0.04; 0.09; -0.05; -0.03; -0.10; -0.11; 1.00; -0.04;
 $S_9$; 0.08; 0.12; 0.03; -0.21; -0.11; 0.23; -0.04; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $2.5 < q^2 < 4.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 2.5 TO 4.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_3$ : $S_4$ : $S_5$ : $A_{\rm FB}$ : $S_7$ : $S_8$ : $S_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.13; -0.14; 0.01; -0.03; 0.10; -0.03; -0.01;
 $S_3$; -0.13; 1.00; -0.06; 0.09; 0.07; -0.02; 0.01; -0.07;
 $S_4$; -0.14; -0.06; 1.00; -0.19; -0.09; -0.05; 0.12; 0.07;
 $S_5$; 0.01; 0.09; -0.19; 1.00; -0.01; 0.05; -0.02; 0.10;
 $A_{\rm FB}$; -0.03; 0.07; -0.09; -0.01; 1.00; -0.01; -0.10; 0.10;
 $S_7$; 0.10; -0.02; -0.05; 0.05; -0.01; 1.00; 0.07; -0.05;
 $S_8$; -0.03; 0.01; 0.12; -0.02; -0.10; 0.07; 1.00; -0.01;
 $S_9$; -0.01; -0.07; 0.07; 0.10; 0.10; -0.05; -0.01; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $4.0 <q^2< 6.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 4.0 TO 6.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_3$ : $S_4$ : $S_5$ : $A_{\rm FB}$ : $S_7$ : $S_8$ : $S_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.03; 0.09; 0.10; -0.05; -0.10; 0.04; 0.00;
 $S_3$; -0.03; 1.00; -0.04; -0.03; 0.09; -0.10; 0.00; -0.12;
 $S_4$; 0.09; -0.04; 1.00; 0.10; -0.10; -0.02; -0.04; 0.04;
 $S_5$; 0.10; -0.03; 0.10; 1.00; -0.06; -0.03; -0.01; -0.04;
 $A_{\rm FB}$; -0.05; 0.09; -0.10; -0.06; 1.00; 0.03; 0.07; -0.03;
 $S_7$; -0.10; -0.10; -0.02; -0.03; 0.03; 1.00; 0.06; -0.15;
 $S_8$; 0.04; 0.00; -0.04; -0.01; 0.07; 0.06; 1.00; 0.03;
 $S_9$; 0.00; -0.12; 0.04; -0.04; -0.03; -0.15; 0.03; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $6.0 < q^2 < 8.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 6.0 TO 8.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_3$ : $S_4$ : $S_5$ : $A_{\rm FB}$ : $S_7$ : $S_8$ : $S_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.03; 0.06; 0.03; -0.31; -0.08; -0.01; -0.06;
 $S_3$; 0.03; 1.00; -0.16; -0.23; 0.01; 0.02; 0.02; -0.07;
 $S_4$; 0.06; -0.16; 1.00; -0.13; -0.12; -0.01; -0.11; 0.01;
 $S_5$; 0.03; -0.23; -0.13; 1.00; -0.16; -0.14; -0.01; -0.04;
 $A_{\rm FB}$; -0.31; 0.01; -0.12; -0.16; 1.00; -0.01; 0.04; 0.02;
 $S_7$; -0.08; 0.02; -0.01; -0.14; -0.01; 1.00; 0.10; -0.05;
 $S_8$; -0.01; 0.02; -0.11; -0.01; 0.04; 0.10; 1.00; -0.10;
 $S_9$; -0.06; -0.07; 0.01; -0.04; 0.02; -0.05; -0.10; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $11.0 <q^2< 12.5 ~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 11.0 TO 12.5
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_3$ : $S_4$ : $S_5$ : $A_{\rm FB}$ : $S_7$ : $S_8$ : $S_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.25; 0.02; -0.02; -0.62; 0.03; 0.05; 0.02;
 $S_3$; 0.25; 1.00; 0.05; -0.35; -0.24; -0.04; 0.06; -0.02;
 $S_4$; 0.02; 0.05; 1.00; -0.02; 0.06; -0.05; -0.12; -0.08;
 $S_5$; -0.02; -0.35; -0.02; 1.00; 0.01; -0.04; -0.09; -0.24;
 $A_{\rm FB}$; -0.62; -0.24; 0.06; 0.01; 1.00; -0.01; -0.06; 0.07;
 $S_7$; 0.03; -0.04; -0.05; -0.04; -0.01; 1.00; 0.27; -0.19;
 $S_8$; 0.05; 0.06; -0.12; -0.09; -0.06; 0.27; 1.00; -0.09;
 $S_9$; 0.02; -0.02; -0.08; -0.24; 0.07; -0.19; -0.09; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $15.0 < q^2 < 17.0 ~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 15.0 TO 17.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_3$ : $S_4$ : $S_5$ : $A_{\rm FB}$ : $S_7$ : $S_8$ : $S_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.26; -0.10; 0.09; -0.50; -0.02; -0.06; 0.14;
 $S_3$; 0.26; 1.00; -0.08; -0.03; 0.00; -0.04; -0.05; 0.10;
 $S_4$; -0.10; -0.08; 1.00; 0.26; -0.16; -0.05; 0.19; 0.05;
 $S_5$; 0.09; -0.03; 0.26; 1.00; -0.20; 0.12; -0.01; 0.05;
 $A_{\rm FB}$; -0.50; 0.00; -0.16; -0.20; 1.00; 0.05; -0.02; -0.08;
 $S_7$; -0.02; -0.04; -0.05; 0.12; 0.05; 1.00; 0.25; -0.23;
 $S_8$; -0.06; -0.05; 0.19; -0.01; -0.02; 0.25; 1.00; -0.11;
 $S_9$; 0.14; 0.10; 0.05; 0.05; -0.08; -0.23; -0.11; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $17.0 <q^2< 19.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 17.0 TO 19.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_3$ : $S_4$ : $S_5$ : $A_{\rm FB}$ : $S_7$ : $S_8$ : $S_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.07; 0.06; 0.04; -0.35; 0.07; 0.07; 0.08;
 $S_3$; 0.07; 1.00; -0.15; -0.39; -0.05; -0.06; -0.04; -0.07;
 $S_4$; 0.06; -0.15; 1.00; 0.10; -0.17; 0.03; 0.18; -0.04;
 $S_5$; 0.04; -0.39; 0.10; 1.00; -0.11; 0.04; 0.01; 0.00;
 $A_{\rm FB}$; -0.35; -0.05; -0.17; -0.11; 1.00; -0.02; -0.09; -0.03;
 $S_7$; 0.07; -0.06; 0.03; 0.04; -0.02; 1.00; 0.34; -0.15;
 $S_8$; 0.07; -0.04; 0.18; 0.01; -0.09; 0.34; 1.00; -0.11;
 $S_9$; 0.08; -0.07; -0.04; 0.00; -0.03; -0.15; -0.11; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $1.1 <q^2< 6.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 1.1 TO 6.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_3$ : $S_4$ : $S_5$ : $A_{\rm FB}$ : $S_7$ : $S_8$ : $S_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.04; 0.05; 0.03; 0.05; -0.04; -0.01; 0.08;
 $S_3$; -0.04; 1.00; -0.05; 0.00; 0.05; 0.01; 0.01; -0.01;
 $S_4$; 0.05; -0.05; 1.00; -0.05; -0.11; -0.02; -0.01; 0.05;
 $S_5$; 0.03; 0.00; -0.05; 1.00; -0.07; -0.01; -0.02; -0.04;
 $A_{\rm FB}$; 0.05; 0.05; -0.11; -0.07; 1.00; 0.02; -0.02; -0.04;
 $S_7$; -0.04; 0.01; -0.02; -0.01; 0.02; 1.00; 0.04; -0.01;
 $S_8$; -0.01; 0.01; -0.01; -0.02; -0.02; 0.04; 1.00; -0.03;
 $S_9$; 0.08; -0.01; 0.05; -0.04; -0.04; -0.01; -0.03; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $15.0 <q^2< 19.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 15.0 TO 19.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_3$ : $S_4$ : $S_5$ : $A_{\rm FB}$ : $S_7$ : $S_8$ : $S_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.17; -0.03; -0.02; -0.39; 0.01; 0.00; 0.11;
 $S_3$; 0.17; 1.00; -0.15; -0.19; 0.05; -0.02; -0.04; -0.02;
 $S_4$; -0.03; -0.15; 1.00; 0.06; -0.12; 0.03; 0.14; 0.01;
 $S_5$; -0.02; -0.19; 0.06; 1.00; -0.12; 0.12; 0.04; 0.02;
 $A_{\rm FB}$; -0.39; 0.05; -0.12; -0.12; 1.00; 0.00; -0.02; -0.01;
 $S_7$; 0.01; -0.02; 0.03; 0.12; 0.00; 1.00; 0.24; -0.19;
 $S_8$; 0.00; -0.04; 0.14; 0.04; -0.02; 0.24; 1.00; -0.13;
 $S_9$; 0.11; -0.02; 0.01; 0.02; -0.01; -0.19; -0.13; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $0.1 < q^2 < 0.98~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 0.1 TO 0.98
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $A_3$ : $A_4$ : $A_5$ : $A_{6s}$ : $A_7$ : $A_8$ : $A_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.00; 0.02; 0.01; -0.07; -0.01; -0.01; -0.03;
 $A_3$; 0.00; 1.00; -0.04; -0.07; 0.00; -0.03; 0.02; -0.05;
 $A_4$; 0.02; -0.04; 1.00; 0.05; -0.08; 0.02; 0.09; -0.03;
 $A_5$; 0.01; -0.07; 0.05; 1.00; -0.04; 0.08; 0.03; 0.02;
 $A_{6s}$; -0.07; 0.00; -0.08; -0.04; 1.00; -0.04; -0.07; 0.01;
 $A_7$; -0.01; -0.03; 0.02; 0.08; -0.04; 1.00; 0.00; -0.14;
 $A_8$; -0.01; 0.02; 0.09; 0.03; -0.07; 0.00; 1.00; -0.01;
 $A_9$; -0.03; -0.05; -0.03; 0.02; 0.01; -0.14; -0.01; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $1.1 < q^2 < 2.5~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 1.1 TO 2.5
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $A_3$ : $A_4$ : $A_5$ : $A_{6s}$ : $A_7$ : $A_8$ : $A_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.07; -0.14; -0.06; -0.04; 0.06; -0.04; -0.10;
 $A_3$; 0.07; 1.00; -0.05; -0.11; 0.01; -0.04; 0.05; -0.05;
 $A_4$; -0.14; -0.05; 1.00; 0.09; -0.26; 0.03; -0.15; 0.10;
 $A_5$; -0.06; -0.11; 0.09; 1.00; 0.03; 0.03; 0.06; 0.01;
 $A_{6s}$; -0.04; 0.01; -0.26; 0.03; 1.00; 0.10; 0.11; 0.01;
 $A_7$; 0.06; -0.04; 0.03; 0.03; 0.10; 1.00; 0.19; 0.12;
 $A_8$; -0.04; 0.05; -0.15; 0.06; 0.11; 0.19; 1.00; 0.03;
 $A_9$; -0.10; -0.05; 0.10; 0.01; 0.01; 0.12; 0.03; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $2.5 < q^2 < 4.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 2.5 TO 4.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $A_3$ : $A_4$ : $A_5$ : $A_{6s}$ : $A_7$ : $A_8$ : $A_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.13; -0.04; 0.07; 0.10; -0.08; 0.08; 0.11;
 $A_3$; 0.13; 1.00; 0.19; 0.00; -0.07; -0.03; 0.09; 0.11;
 $A_4$; -0.04; 0.19; 1.00; 0.21; -0.12; 0.02; 0.13; 0.09;
 $A_5$; 0.07; 0.00; 0.21; 1.00; 0.11; 0.08; 0.01; 0.06;
 $A_{6s}$; 0.10; -0.07; -0.12; 0.11; 1.00; -0.05; -0.28; -0.05;
 $A_7$; -0.08; -0.03; 0.02; 0.08; -0.05; 1.00; 0.31; -0.03;
 $A_8$; 0.08; 0.09; 0.13; 0.01; -0.28; 0.31; 1.00; 0.10;
 $A_9$; 0.11; 0.11; 0.09; 0.06; -0.05; -0.03; 0.10; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $4.0 <q^2< 6.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 4.0 TO 6.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $A_3$ : $A_4$ : $A_5$ : $A_{6s}$ : $A_7$ : $A_8$ : $A_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.03; 0.02; 0.03; 0.01; 0.05; 0.08; 0.01;
 $A_3$; 0.03; 1.00; 0.08; 0.19; 0.10; -0.16; 0.06; -0.08;
 $A_4$; 0.02; 0.08; 1.00; 0.06; -0.01; -0.01; -0.01; -0.03;
 $A_5$; 0.03; 0.19; 0.06; 1.00; 0.08; 0.00; 0.01; -0.12;
 $A_{6s}$; 0.01; 0.10; -0.01; 0.08; 1.00; -0.12; 0.06; -0.05;
 $A_7$; 0.05; -0.16; -0.01; 0.00; -0.12; 1.00; 0.05; -0.01;
 $A_8$; 0.08; 0.06; -0.01; 0.01; 0.06; 0.05; 1.00; 0.13;
 $A_9$; 0.01; -0.08; -0.03; -0.12; -0.05; -0.01; 0.13; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $6.0 < q^2 < 8.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 6.0 TO 8.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $A_3$ : $A_4$ : $A_5$ : $A_{6s}$ : $A_7$ : $A_8$ : $A_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.07; -0.06; 0.03; -0.03; -0.01; 0.02; -0.15;
 $A_3$; -0.07; 1.00; 0.08; 0.12; -0.07; -0.01; 0.01; -0.06;
 $A_4$; -0.06; 0.08; 1.00; -0.07; 0.08; 0.01; 0.00; 0.05;
 $A_5$; 0.03; 0.12; -0.07; 1.00; 0.13; -0.03; 0.01; 0.01;
 $A_{6s}$; -0.03; -0.07; 0.08; 0.13; 1.00; 0.02; 0.05; -0.06;
 $A_7$; -0.01; -0.01; 0.01; -0.03; 0.02; 1.00; -0.11; 0.12;
 $A_8$; 0.02; 0.01; 0.00; 0.01; 0.05; -0.11; 1.00; 0.06;
 $A_9$; -0.15; -0.06; 0.05; 0.01; -0.06; 0.12; 0.06; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $11.0 <q^2< 12.5 ~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 11.0 TO 12.5
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $A_3$ : $A_4$ : $A_5$ : $A_{6s}$ : $A_7$ : $A_8$ : $A_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.09; -0.01; 0.00; -0.01; -0.02; 0.01; 0.06;
 $A_3$; -0.09; 1.00; 0.05; 0.19; 0.02; -0.16; 0.08; 0.11;
 $A_4$; -0.01; 0.05; 1.00; -0.26; 0.20; -0.10; 0.02; -0.01;
 $A_5$; 0.00; 0.19; -0.26; 1.00; 0.11; -0.03; -0.06; 0.04;
 $A_{6s}$; -0.01; 0.02; 0.20; 0.11; 1.00; -0.06; 0.11; -0.02;
 $A_7$; -0.02; -0.16; -0.10; -0.03; -0.06; 1.00; -0.22; 0.19;
 $A_8$; 0.01; 0.08; 0.02; -0.06; 0.11; -0.22; 1.00; 0.04;
 $A_9$; 0.06; 0.11; -0.01; 0.04; -0.02; 0.19; 0.04; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $15.0 <q^2< 17.0 ~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 15.0 TO 17.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $A_3$ : $A_4$ : $A_5$ : $A_{6s}$ : $A_7$ : $A_8$ : $A_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.04; 0.02; 0.02; 0.06; -0.07; 0.04; -0.07;
 $A_3$; 0.04; 1.00; 0.05; 0.16; 0.02; 0.00; -0.02; 0.04;
 $A_4$; 0.02; 0.05; 1.00; -0.25; 0.16; -0.07; 0.10; -0.01;
 $A_5$; 0.02; 0.16; -0.25; 1.00; 0.12; 0.09; -0.07; -0.07;
 $A_{6s}$; 0.06; 0.02; 0.16; 0.12; 1.00; -0.01; 0.04; 0.03;
 $A_7$; -0.07; 0.00; -0.07; 0.09; -0.01; 1.00; -0.17; 0.11;
 $A_8$; 0.04; -0.02; 0.10; -0.07; 0.04; -0.17; 1.00; 0.08;
 $A_9$; -0.07; 0.04; -0.01; -0.07; 0.03; 0.11; 0.08; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $17.0 <q^2< 19.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 17.0 TO 19.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $A_3$ : $A_4$ : $A_5$ : $A_{6s}$ : $A_7$ : $A_8$ : $A_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.00; 0.03; 0.00; 0.09; -0.04; 0.07; -0.03;
 $A_3$; 0.00; 1.00; 0.14; 0.18; -0.01; -0.07; -0.05; -0.06;
 $A_4$; 0.03; 0.14; 1.00; -0.09; 0.10; -0.11; 0.04; -0.09;
 $A_5$; 0.00; 0.18; -0.09; 1.00; 0.11; 0.04; -0.11; -0.04;
 $A_{6s}$; 0.09; -0.01; 0.10; 0.11; 1.00; -0.01; -0.08; -0.08;
 $A_7$; -0.04; -0.07; -0.11; 0.04; -0.01; 1.00; -0.03; 0.14;
 $A_8$; 0.07; -0.05; 0.04; -0.11; -0.08; -0.03; 1.00; 0.01;
 $A_9$; -0.03; -0.06; -0.09; -0.04; -0.08; 0.14; 0.01; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $1.1 <q^2< 6.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 1.1 TO 6.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $A_3$ : $A_4$ : $A_5$ : $A_{6s}$ : $A_7$ : $A_8$ : $A_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.04; 0.00; 0.00; -0.01; 0.01; 0.04; -0.01;
 $A_3$; 0.04; 1.00; 0.05; 0.04; 0.04; -0.08; 0.05; 0.01;
 $A_4$; 0.00; 0.05; 1.00; 0.12; -0.09; -0.02; 0.03; 0.03;
 $A_5$; 0.00; 0.04; 0.12; 1.00; 0.05; 0.05; -0.01; 0.01;
 $A_{6s}$; -0.01; 0.04; -0.09; 0.05; 1.00; -0.02; 0.05; -0.03;
 $A_7$; 0.01; -0.08; -0.02; 0.05; -0.02; 1.00; 0.18; 0.00;
 $A_8$; 0.04; 0.05; 0.03; -0.01; 0.05; 0.18; 1.00; 0.06;
 $A_9$; -0.01; 0.01; 0.03; 0.01; -0.03; 0.00; 0.06; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $15.0 <q^2< 19.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 15.0 TO 19.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $A_3$ : $A_4$ : $A_5$ : $A_{6s}$ : $A_7$ : $A_8$ : $A_9$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.02; 0.01; -0.01; 0.06; -0.04; 0.04; -0.04;
 $A_3$; 0.02; 1.00; 0.07; 0.17; 0.03; -0.02; -0.02; 0.02;
 $A_4$; 0.01; 0.07; 1.00; -0.19; 0.13; -0.06; 0.06; -0.03;
 $A_5$; -0.01; 0.17; -0.19; 1.00; 0.11; 0.06; -0.07; -0.05;
 $A_{6s}$; 0.06; 0.03; 0.13; 0.11; 1.00; 0.00; -0.01; -0.01;
 $A_7$; -0.04; -0.02; -0.06; 0.06; 0.00; 1.00; -0.11; 0.13;
 $A_8$; 0.04; -0.02; 0.06; -0.07; -0.01; -0.11; 1.00; 0.05;
 $A_9$; -0.04; 0.02; -0.03; -0.05; -0.01; 0.13; 0.05; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $0.1 < q^2 < 0.98~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 0.1 TO 0.98
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P_4^\prime$ : $P_5^\prime$ : $P_6^\prime$ : $P_8^\prime$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.02; 0.03; 0.00; -0.07; -0.12; -0.03; 0.01;
 $P_1$; 0.02; 1.00; 0.00; 0.04; 0.01; 0.09; -0.07; -0.02;
 $P_2$; 0.03; 0.00; 1.00; -0.02; 0.11; 0.04; 0.03; -0.08;
 $P_3$; 0.00; 0.04; -0.02; 1.00; -0.02; -0.04; -0.11; -0.01;
 $P_4^\prime$; -0.07; 0.01; 0.11; -0.02; 1.00; 0.09; 0.00; 0.07;
 $P_5^\prime$; -0.12; 0.09; 0.04; -0.04; 0.09; 1.00; 0.00; 0.00;
 $P_6^\prime$; -0.03; -0.07; 0.03; -0.11; 0.00; 0.00; 1.00; 0.01;
 $P_8^\prime$; 0.01; -0.02; -0.08; -0.01; 0.07; 0.00; 0.01; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $1.1 < q^2 < 2.5~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 1.1 TO 2.5
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P_4^\prime$ : $P_5^\prime$ : $P_6^\prime$ : $P_8^\prime$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.11; -0.48; 0.23; 0.03; 0.15; -0.17; -0.09;
 $P_1$; -0.11; 1.00; 0.06; -0.13; -0.05; 0.01; 0.15; 0.11;
 $P_2$; -0.48; 0.06; 1.00; -0.02; -0.03; -0.19; 0.06; -0.04;
 $P_3$; 0.23; -0.13; -0.02; 1.00; -0.01; 0.24; -0.26; 0.01;
 $P_4^\prime$; 0.03; -0.05; -0.03; -0.01; 1.00; -0.22; 0.00; -0.05;
 $P_5^\prime$; 0.15; 0.01; -0.19; 0.24; -0.22; 1.00; -0.13; -0.04;
 $P_6^\prime$; -0.17; 0.15; 0.06; -0.26; 0.00; -0.13; 1.00; -0.10;
 $P_8^\prime$; -0.09; 0.11; -0.04; 0.01; -0.05; -0.04; -0.10; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $2.5 < q^2 < 4.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 2.5 TO 4.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P_4^\prime$ : $P_5^\prime$ : $P_6^\prime$ : $P_8^\prime$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.23; -0.79; 0.61; -0.60; -0.05; 0.29; 0.06;
 $P_1$; 0.23; 1.00; -0.14; 0.19; -0.20; 0.08; 0.06; 0.02;
 $P_2$; -0.79; -0.14; 1.00; -0.53; 0.43; 0.04; -0.23; -0.11;
 $P_3$; 0.61; 0.19; -0.53; 1.00; -0.41; -0.11; 0.21; 0.04;
 $P_4^\prime$; -0.60; -0.20; 0.43; -0.41; 1.00; -0.12; -0.21; 0.06;
 $P_5^\prime$; -0.05; 0.08; 0.04; -0.11; -0.12; 1.00; 0.03; -0.03;
 $P_6^\prime$; 0.29; 0.06; -0.23; 0.21; -0.21; 0.03; 1.00; 0.08;
 $P_8^\prime$; 0.06; 0.02; -0.11; 0.04; 0.06; -0.03; 0.08; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $4.0 <q^2< 6.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 4.0 TO 6.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P_4^\prime$ : $P_5^\prime$ : $P_6^\prime$ : $P_8^\prime$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.04; 0.02; 0.06; 0.02; 0.06; -0.10; 0.09;
 $P_1$; 0.04; 1.00; 0.09; 0.12; -0.04; -0.03; -0.11; 0.00;
 $P_2$; 0.02; 0.09; 1.00; 0.03; -0.09; -0.05; 0.02; 0.07;
 $P_3$; 0.06; 0.12; 0.03; 1.00; -0.04; 0.04; 0.14; -0.02;
 $P_4^\prime$; 0.02; -0.04; -0.09; -0.04; 1.00; 0.10; -0.02; -0.04;
 $P_5^\prime$; 0.06; -0.03; -0.05; 0.04; 0.10; 1.00; -0.03; -0.01;
 $P_6^\prime$; -0.10; -0.11; 0.02; 0.14; -0.02; -0.03; 1.00; 0.06;
 $P_8^\prime$; 0.09; 0.00; 0.07; -0.02; -0.04; -0.01; 0.06; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $6.0 < q^2 < 8.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 6.0 TO 8.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P_4^\prime$ : $P_5^\prime$ : $P_6^\prime$ : $P_8^\prime$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.05; 0.11; 0.11; -0.01; -0.03; -0.09; -0.03;
 $P_1$; -0.05; 1.00; 0.02; 0.06; -0.16; -0.23; 0.03; 0.02;
 $P_2$; 0.11; 0.02; 1.00; 0.01; -0.11; -0.16; -0.05; 0.04;
 $P_3$; 0.11; 0.06; 0.01; 1.00; -0.01; 0.03; 0.05; 0.10;
 $P_4^\prime$; -0.01; -0.16; -0.11; -0.01; 1.00; -0.13; -0.01; -0.11;
 $P_5^\prime$; -0.03; -0.23; -0.16; 0.03; -0.13; 1.00; -0.13; -0.01;
 $P_6^\prime$; -0.09; 0.03; -0.05; 0.05; -0.01; -0.13; 1.00; 0.10;
 $P_8^\prime$; -0.03; 0.02; 0.04; 0.10; -0.11; -0.01; 0.10; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $11.0 <q^2< 12.5 ~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 11.0 TO 12.5
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P_4^\prime$ : $P_5^\prime$ : $P_6^\prime$ : $P_8^\prime$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.12; 0.13; -0.02; 0.03; -0.02; 0.03; 0.05;
 $P_1$; -0.12; 1.00; -0.13; 0.03; 0.04; -0.35; -0.05; 0.05;
 $P_2$; 0.13; -0.13; 1.00; -0.12; 0.10; -0.01; 0.01; -0.04;
 $P_3$; -0.02; 0.03; -0.12; 1.00; 0.08; 0.24; 0.19; 0.09;
 $P_4^\prime$; 0.03; 0.04; 0.10; 0.08; 1.00; -0.02; -0.05; -0.12;
 $P_5^\prime$; -0.02; -0.35; -0.01; 0.24; -0.02; 1.00; -0.04; -0.09;
 $P_6^\prime$; 0.03; -0.05; 0.01; 0.19; -0.05; -0.04; 1.00; 0.27;
 $P_8^\prime$; 0.05; 0.05; -0.04; 0.09; -0.12; -0.09; 0.27; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $15.0 <q^2< 17.0 ~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 15.0 TO 17.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P_4^\prime$ : $P_5^\prime$ : $P_6^\prime$ : $P_8^\prime$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.06; 0.19; -0.12; 0.07; 0.25; -0.05; -0.07;
 $P_1$; 0.06; 1.00; 0.16; -0.07; -0.06; -0.04; -0.04; -0.04;
 $P_2$; 0.19; 0.16; 1.00; -0.01; -0.22; -0.12; 0.04; -0.07;
 $P_3$; -0.12; -0.07; -0.01; 1.00; -0.07; -0.07; 0.23; 0.11;
 $P_4^\prime$; 0.07; -0.06; -0.22; -0.07; 1.00; 0.28; -0.06; 0.18;
 $P_5^\prime$; 0.25; -0.04; -0.12; -0.07; 0.28; 1.00; 0.10; -0.02;
 $P_6^\prime$; -0.05; -0.04; 0.04; 0.23; -0.06; 0.10; 1.00; 0.25;
 $P_8^\prime$; -0.07; -0.04; -0.07; 0.11; 0.18; -0.02; 0.25; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $17.0 <q^2< 19.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 17.0 TO 19.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P_4^\prime$ : $P_5^\prime$ : $P_6^\prime$ : $P_8^\prime$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.14; 0.14; 0.03; 0.20; 0.21; 0.05; 0.07;
 $P_1$; -0.14; 1.00; -0.05; 0.07; -0.18; -0.41; -0.07; -0.06;
 $P_2$; 0.14; -0.05; 1.00; 0.00; -0.13; -0.06; 0.01; -0.05;
 $P_3$; 0.03; 0.07; 0.00; 1.00; 0.05; 0.01; 0.16; 0.12;
 $P_4^\prime$; 0.20; -0.18; -0.13; 0.05; 1.00; 0.14; 0.03; 0.19;
 $P_5^\prime$; 0.21; -0.41; -0.06; 0.01; 0.14; 1.00; 0.05; 0.02;
 $P_6^\prime$; 0.05; -0.07; 0.01; 0.16; 0.03; 0.05; 1.00; 0.34;
 $P_8^\prime$; 0.07; -0.06; -0.05; 0.12; 0.19; 0.02; 0.34; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $1.1 <q^2< 6.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 1.1 TO 6.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P_4^\prime$ : $P_5^\prime$ : $P_6^\prime$ : $P_8^\prime$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.01; -0.20; 0.07; -0.03; 0.01; -0.08; 0.00;
 $P_1$; -0.01; 1.00; 0.05; 0.00; -0.05; 0.00; 0.01; 0.01;
 $P_2$; -0.20; 0.05; 1.00; 0.03; -0.10; -0.07; 0.04; -0.02;
 $P_3$; 0.07; 0.00; 0.03; 1.00; -0.05; 0.04; 0.00; 0.03;
 $P_4^\prime$; -0.03; -0.05; -0.10; -0.05; 1.00; -0.05; -0.02; -0.01;
 $P_5^\prime$; 0.01; 0.00; -0.07; 0.04; -0.05; 1.00; -0.01; -0.02;
 $P_6^\prime$; -0.08; 0.01; 0.04; 0.00; -0.02; -0.01; 1.00; 0.04;
 $P_8^\prime$; 0.00; 0.01; -0.02; 0.03; -0.01; -0.02; 0.04; 1.00;
*dataend:

*dataset:
*location: Appendix C
*dscomment: Likelihood correlation matrix $15.0 <q^2< 19.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 15.0 TO 19.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P_4^\prime$ : $P_5^\prime$ : $P_6^\prime$ : $P_8^\prime$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.03; 0.14; -0.05; 0.11; 0.15; -0.01; -0.01;
 $P_1$; -0.03; 1.00; 0.13; 0.04; -0.14; -0.19; -0.02; -0.04;
 $P_2$; 0.14; 0.13; 1.00; -0.05; -0.13; -0.11; 0.01; -0.03;
 $P_3$; -0.05; 0.04; -0.05; 1.00; -0.02; -0.03; 0.19; 0.13;
 $P_4^\prime$; 0.11; -0.14; -0.13; -0.02; 1.00; 0.08; 0.03; 0.14;
 $P_5^\prime$; 0.15; -0.19; -0.11; -0.03; 0.08; 1.00; 0.11; 0.04;
 $P_6^\prime$; -0.01; -0.02; 0.01; 0.19; 0.03; 0.11; 1.00; 0.24;
 $P_8^\prime$; -0.01; -0.04; -0.03; 0.13; 0.14; 0.04; 0.24; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $0.10 < q^2 < 0.98~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 0.10 TO 0.98
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.02; 0.00; -0.05; 0.23; 0.02; -0.01; 0.05;
 $S_{3}$; 0.02; 1.00; 0.04; 0.09; -0.01; 0.01; -0.04; 0.05;
 $S_{4}$; 0.00; 0.04; 1.00; -0.24; -0.05; -0.07; 0.06; 0.03;
 $S_{5}$; -0.05; 0.09; -0.24; 1.00; 0.12; 0.00; -0.09; -0.02;
 $A_{\rm FB}$; 0.23; -0.01; -0.05; 0.12; 1.00; 0.09; -0.07; -0.04;
 $S_{7}$; 0.02; 0.01; -0.07; 0.00; 0.09; 1.00; -0.09; 0.10;
 $S_{8}$; -0.01; -0.04; 0.06; -0.09; -0.07; -0.09; 1.00; 0.03;
 $S_{9}$; 0.05; 0.05; 0.03; -0.02; -0.04; 0.10; 0.03; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $1.1 < q^2 < 2.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 1.1 TO 2.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.02; 0.06; 0.16; -0.05; -0.03; -0.04; 0.09;
 $S_{3}$; -0.02; 1.00; -0.01; 0.03; 0.08; 0.10; -0.03; 0.08;
 $S_{4}$; 0.06; -0.01; 1.00; 0.00; -0.03; -0.13; 0.00; -0.06;
 $S_{5}$; 0.16; 0.03; 0.00; 1.00; -0.07; -0.05; -0.11; -0.06;
 $A_{\rm FB}$; -0.05; 0.08; -0.03; -0.07; 1.00; 0.04; -0.06; -0.10;
 $S_{7}$; -0.03; 0.10; -0.13; -0.05; 0.04; 1.00; -0.05; 0.01;
 $S_{8}$; -0.04; -0.03; 0.00; -0.11; -0.06; -0.05; 1.00; -0.01;
 $S_{9}$; 0.09; 0.08; -0.06; -0.06; -0.10; 0.01; -0.01; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $2.0 < q^2 < 3.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 2.0 TO 3.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.12; -0.14; -0.04; 0.11; -0.18; 0.04; 0.01;
 $S_{3}$; -0.12; 1.00; -0.09; 0.06; 0.04; 0.08; -0.04; -0.01;
 $S_{4}$; -0.14; -0.09; 1.00; -0.08; 0.00; 0.03; -0.05; -0.06;
 $S_{5}$; -0.04; 0.06; -0.08; 1.00; -0.10; -0.08; 0.04; -0.08;
 $A_{\rm FB}$; 0.11; 0.04; 0.00; -0.10; 1.00; -0.01; -0.10; 0.04;
 $S_{7}$; -0.18; 0.08; 0.03; -0.08; -0.01; 1.00; -0.12; 0.01;
 $S_{8}$; 0.04; -0.04; -0.05; 0.04; -0.10; -0.12; 1.00; -0.07;
 $S_{9}$; 0.01; -0.01; -0.06; -0.08; 0.04; 0.01; -0.07; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $3.0 < q^2 < 4.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 3.0 TO 4.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.10; -0.01; -0.03; 0.01; 0.01; -0.16; 0.05;
 $S_{3}$; 0.10; 1.00; -0.01; -0.04; 0.03; -0.08; -0.04; -0.11;
 $S_{4}$; -0.01; -0.01; 1.00; 0.18; 0.05; 0.01; -0.05; -0.02;
 $S_{5}$; -0.03; -0.04; 0.18; 1.00; 0.00; -0.01; 0.02; -0.03;
 $A_{\rm FB}$; 0.01; 0.03; 0.05; 0.00; 1.00; 0.04; -0.03; -0.01;
 $S_{7}$; 0.01; -0.08; 0.01; -0.01; 0.04; 1.00; 0.18; -0.08;
 $S_{8}$; -0.16; -0.04; -0.05; 0.02; -0.03; 0.18; 1.00; -0.03;
 $S_{9}$; 0.05; -0.11; -0.02; -0.03; -0.01; -0.08; -0.03; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $4.0 < q^2 < 5.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 4.0 TO 5.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.01; 0.03; -0.12; -0.02; -0.07; 0.04; 0.10;
 $S_{3}$; -0.01; 1.00; -0.10; -0.11; 0.03; 0.08; -0.12; 0.07;
 $S_{4}$; 0.03; -0.10; 1.00; 0.15; -0.03; -0.07; 0.21; 0.04;
 $S_{5}$; -0.12; -0.11; 0.15; 1.00; -0.03; 0.10; -0.02; -0.09;
 $A_{\rm FB}$; -0.02; 0.03; -0.03; -0.03; 1.00; 0.11; -0.15; 0.00;
 $S_{7}$; -0.07; 0.08; -0.07; 0.10; 0.11; 1.00; 0.07; -0.07;
 $S_{8}$; 0.04; -0.12; 0.21; -0.02; -0.15; 0.07; 1.00; 0.0;
 $S_{9}$; 0.10; 0.07; 0.04; -0.09; 0.00; -0.07; 0.0; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $5.0 < q^2 < 6.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 5.0 TO 6.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.03; -0.06; -0.04; -0.01; -0.03; -0.09; -0.02;
 $S_{3}$; -0.03; 1.00; -0.01; -0.06; -0.11; -0.05; 0.02; 0.11;
 $S_{4}$; -0.06; -0.01; 1.00; 0.10; -0.03; 0.08; 0.02; 0.01;
 $S_{5}$; -0.04; -0.06; 0.10; 1.00; -0.08; -0.03; 0.06; 0.07;
 $A_{\rm FB}$; -0.01; -0.11; -0.03; -0.08; 1.00; 0.01; 0.00; 0.00;
 $S_{7}$; -0.03; -0.05; 0.08; -0.03; 0.01; 1.00; 0.07; -0.09;
 $S_{8}$; -0.09; 0.02; 0.02; 0.06; 0.00; 0.07; 1.00; -0.13;
 $S_{9}$; -0.02; 0.11; 0.01; 0.07; 0.00; -0.09; -0.13; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $6.0 < q^2 < 7.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 6.0 TO 7.0
*obskey: CORR
*reackey: P P --> B0 + X
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.00; -0.24; -0.14; -0.04; 0.08; 0.07; -0.03;
 $S_{3}$; 0.00; 1.00; -0.09; -0.17; -0.08; 0.02; -0.04; -0.02;
 $S_{4}$; -0.24; -0.09; 1.00; 0.13; -0.12; -0.03; -0.01; -0.04;
 $S_{5}$; -0.14; -0.17; 0.13; 1.00; -0.07; -0.01; -0.01; -0.04;
 $A_{\rm FB}$; -0.04; -0.08; -0.12; -0.07; 1.00; 0.02; -0.01; -0.05;
 $S_{7}$; 0.08; 0.02; -0.03; -0.01; 0.02; 1.00; 0.21; -0.11;
 $S_{8}$; 0.07; -0.04; -0.01; -0.01; -0.01; 0.21; 1.00; -0.06;
 $S_{9}$; -0.03; -0.02; -0.04; -0.04; -0.05; -0.11; -0.06; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $7.0 < q^2 < 8.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 7.0 TO 8.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.07; -0.13; -0.22; -0.08; -0.07; -0.01; 0.09;
 $S_{3}$; 0.07; 1.00; -0.12; -0.15; 0.07; 0.05; 0.02; -0.01;
 $S_{4}$; -0.13; -0.12; 1.00; 0.15; -0.09; -0.05; 0.06; 0.00;
 $S_{5}$; -0.22; -0.15; 0.15; 1.00; -0.15; 0.13; 0.00; 0.03;
 $A_{\rm FB}$; -0.08; 0.07; -0.09; -0.15; 1.00; -0.02; -0.16; 0.04;
 $S_{7}$; -0.07; 0.05; -0.05; 0.13; -0.02; 1.00; 0.07; -0.11;
 $S_{8}$; -0.01; 0.02; 0.06; 0.00; -0.16; 0.07; 1.00; -0.07;
 $S_{9}$; 0.09; -0.01; 0.00; 0.03; 0.04; -0.11; -0.07; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $11.00 <q^2 < 11.75~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 11.00 TO 11.75
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.15; 0.16; 0.03; -0.34; -0.05; -0.12; -0.01;
 $S_{3}$; 0.15; 1.00; -0.06; -0.21; -0.06; 0.04; 0.00; -0.02;
 $S_{4}$; 0.16; -0.06; 1.00; 0.19; -0.19; -0.11; -0.15; -0.04;
 $S_{5}$; 0.03; -0.21; 0.19; 1.00; -0.11; -0.13; -0.10; -0.09;
 $A_{\rm FB}$; -0.34; -0.06; -0.19; -0.11; 1.00; 0.03; -0.03; -0.04;
 $S_{7}$; -0.05; 0.04; -0.11; -0.13; 0.03; 1.00; 0.24; -0.03;
 $S_{8}$; -0.12; 0.00; -0.15; -0.10; -0.03; 0.24; 1.00; -0.10;
 $S_{9}$; -0.01; -0.02; -0.04; -0.09; -0.04; -0.03; -0.10; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $11.75 <q^2 < 12.50~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 11.75 TO 12.50
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.04; -0.05; -0.01; -0.17; -0.08; 0.05; 0.0;
 $S_{3}$; 0.04; 1.00; -0.13; -0.14; 0.00; 0.02; 0.00; 0.05;
 $S_{4}$; -0.05; -0.13; 1.00; 0.16; -0.22; 0.10; 0.18; -0.02;
 $S_{5}$; -0.01; -0.14; 0.16; 1.00; -0.17; 0.16; 0.08; -0.10;
 $A_{\rm FB}$; -0.17; 0.00; -0.22; -0.17; 1.00; -0.08; -0.12; 0.07;
 $S_{7}$; -0.08; 0.02; 0.10; 0.16; -0.08; 1.00; 0.16; -0.16;
 $S_{8}$; 0.05; 0.00; 0.18; 0.08; -0.12; 0.16; 1.00; -0.08;
 $S_{9}$; 0.0; 0.05; -0.02; -0.10; 0.07; -0.16; -0.08; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $15.0 <q^2 < 16.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 15.0 TO 16.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.05; -0.01; -0.09; -0.34; 0.01; 0.03; -0.01;
 $S_{3}$; 0.05; 1.00; -0.15; -0.29; 0.06; -0.03; 0.02; -0.09;
 $S_{4}$; -0.01; -0.15; 1.00; 0.33; -0.06; -0.02; -0.17; -0.01;
 $S_{5}$; -0.09; -0.29; 0.33; 1.00; -0.10; -0.13; -0.02; -0.05;
 $A_{\rm FB}$; -0.34; 0.06; -0.06; -0.10; 1.00; -0.01; -0.03; -0.04;
 $S_{7}$; 0.01; -0.03; -0.02; -0.13; -0.01; 1.00; 0.12; -0.10;
 $S_{8}$; 0.03; 0.02; -0.17; -0.02; -0.03; 0.12; 1.00; -0.12;
 $S_{9}$; -0.01; -0.09; -0.01; -0.05; -0.04; -0.10; -0.12; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $16.0 <q^2 < 17.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 16.0 TO 17.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.16; -0.02; 0.01; -0.33; 0.16; 0.03; -0.01;
 $S_{3}$; 0.16; 1.00; -0.12; -0.13; 0.04; 0.05; -0.01; -0.03;
 $S_{4}$; -0.02; -0.12; 1.00; 0.21; -0.20; 0.08; -0.02; 0.06;
 $S_{5}$; 0.01; -0.13; 0.21; 1.00; -0.14; 0.02; 0.07; 0.20;
 $A_{\rm FB}$; -0.33; 0.04; -0.20; -0.14; 1.00; -0.05; 0.01; -0.02;
 $S_{7}$; 0.16; 0.05; 0.08; 0.02; -0.05; 1.00; 0.15; -0.13;
 $S_{8}$; 0.03; -0.01; -0.02; 0.07; 0.01; 0.15; 1.00; -0.08;
 $S_{9}$; -0.01; -0.03; 0.06; 0.20; -0.02; -0.13; -0.08; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $17.0 <q^2 < 18.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 17.0 TO 18.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.06; -0.08; 0.05; -0.21; -0.05; 0.06; 0.0;
 $S_{3}$; 0.06; 1.00; -0.12; -0.19; 0.03; 0.09; 0.01; -0.08;
 $S_{4}$; -0.08; -0.12; 1.00; 0.14; -0.07; 0.05; -0.12; 0.0;
 $S_{5}$; 0.05; -0.19; 0.14; 1.00; -0.06; -0.17; 0.07; 0.06;
 $A_{\rm FB}$; -0.21; 0.03; -0.07; -0.06; 1.00; 0.01; 0.03; 0.03;
 $S_{7}$; -0.05; 0.09; 0.05; -0.17; 0.01; 1.00; 0.11; -0.2;
 $S_{8}$; 0.06; 0.01; -0.12; 0.07; 0.03; 0.11; 1.00; -0.05;
 $S_{9}$; 0.0; -0.08; 0.0; 0.06; 0.03; -0.2; -0.05; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $18.0 <q^2 < 19.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 18.0 TO 19.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.20; -0.21; -0.16; -0.21; 0.01; 0.10; 0.02;
 $S_{3}$; 0.20; 1.00; -0.18; -0.21; -0.03; 0.00; 0.05; -0.02;
 $S_{4}$; -0.21; -0.18; 1.00; 0.36; -0.18; 0.03; 0.00; 0.0;
 $S_{5}$; -0.16; -0.21; 0.36; 1.00; -0.24; -0.01; -0.03; 0.02;
 $A_{\rm FB}$; -0.21; -0.03; -0.18; -0.24; 1.00; -0.04; 0.02; 0.05;
 $S_{7}$; 0.01; 0.00; 0.03; -0.01; -0.04; 1.00; 0.19; -0.17;
 $S_{8}$; 0.10; 0.05; 0.00; -0.03; 0.02; 0.19; 1.00; -0.01;
 $S_{9}$; 0.02; -0.02; 0.0; 0.02; 0.05; -0.17; -0.01; 1.00;
*dataend:

*dataset:
*location: Appendix F
*dscomment: Bootstrap correlation matrix $15.0 <q^2 < 19.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 15.0 TO 19.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $S_{3}$ : $S_{4}$ : $S_{5}$ : $A_{\rm FB}$ : $S_{7}$ : $S_{8}$ : $S_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.11; -0.07; -0.04; -0.28; 0.04; 0.04; -0.01;
 $S_{3}$; 0.11; 1.00; -0.15; -0.21; 0.04; 0.02; 0.01; -0.06;
 $S_{4}$; -0.07; -0.15; 1.00; 0.24; -0.11; 0.04; -0.07; 0.02;
 $S_{5}$; -0.04; -0.21; 0.24; 1.00; -0.11; -0.08; 0.03; 0.07;
 $A_{\rm FB}$; -0.28; 0.04; -0.11; -0.11; 1.00; -0.02; 0.00; 0.00;
 $S_{7}$; 0.04; 0.02; 0.04; -0.08; -0.02; 1.00; 0.14; -0.15;
 $S_{8}$; 0.04; 0.01; -0.07; 0.03; 0.00; 0.14; 1.00; -0.07;
 $S_{9}$; -0.01; -0.06; 0.02; 0.07; 0.00; -0.15; -0.07; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $0.10 < q^2 < 0.98~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 0.10 TO 0.98
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; 0.04; 0.09; -0.02; 0.01; -0.04; 0.05;
 $A_{4}$; 0.04; 1.00; -0.24; -0.07; -0.08; 0.07; 0.02;
 $A_{5}$; 0.09; -0.24; 1.00; 0.07; 0.00; -0.07; -0.01;
 $A_{6s}$; -0.02; -0.07; 0.07; 1.00; 0.08; -0.11; 0.00;
 $A_{7}$; 0.01; -0.08; 0.00; 0.08; 1.00; -0.09; 0.12;
 $A_{8}$; -0.04; 0.07; -0.07; -0.11; -0.09; 1.00; 0.01;
 $A_{9}$; 0.05; 0.02; -0.01; 0.00; 0.12; 0.01; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $1.1 < q^2 < 2.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 1.1 TO 2.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; -0.01; 0.04; 0.06; 0.12; -0.05; 0.08;
 $A_{4}$; -0.01; 1.00; -0.06; 0.04; -0.16; 0.04; -0.10;
 $A_{5}$; 0.04; -0.06; 1.00; -0.05; 0.01; -0.11; -0.07;
 $A_{6s}$; 0.06; 0.04; -0.05; 1.00; -0.06; -0.07; -0.09;
 $A_{7}$; 0.12; -0.16; 0.01; -0.06; 1.00; -0.12; 0.10;
 $A_{8}$; -0.05; 0.04; -0.11; -0.07; -0.12; 1.00; -0.04;
 $A_{9}$; 0.08; -0.10; -0.07; -0.09; 0.10; -0.04; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $2.0 < q^2 < 3.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 2.0 TO 3.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; -0.10; 0.06; 0.03; 0.07; -0.04; -0.02;
 $A_{4}$; -0.10; 1.00; -0.07; 0.07; 0.06; -0.06; -0.05;
 $A_{5}$; 0.06; -0.07; 1.00; -0.10; -0.07; 0.04; -0.07;
 $A_{6s}$; 0.03; 0.07; -0.10; 1.00; -0.03; -0.11; 0.04;
 $A_{7}$; 0.07; 0.06; -0.07; -0.03; 1.00; -0.15; 0.02;
 $A_{8}$; -0.04; -0.06; 0.04; -0.11; -0.15; 1.00; -0.07;
 $A_{9}$; -0.02; -0.05; -0.07; 0.04; 0.02; -0.07; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $3.0 < q^2 < 4.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 3.0 TO 4.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; 0.00; -0.04; 0.03; -0.12; -0.05; -0.06;
 $A_{4}$; 0.00; 1.00; 0.18; 0.06; 0.01; -0.05; -0.01;
 $A_{5}$; -0.04; 0.18; 1.00; 0.01; -0.01; 0.01; -0.01;
 $A_{6s}$; 0.03; 0.06; 0.01; 1.00; 0.03; -0.05; 0.00;
 $A_{7}$; -0.12; 0.01; -0.01; 0.03; 1.00; 0.18; -0.05;
 $A_{8}$; -0.05; -0.05; 0.01; -0.05; 0.18; 1.00; -0.03;
 $A_{9}$; -0.06; -0.01; -0.01; 0.00; -0.05; -0.03; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $4.0 < q^2 < 5.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 4.0 TO 5.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; -0.12; -0.11; 0.02; 0.06; -0.12; 0.06;
 $A_{4}$; -0.12; 1.00; 0.17; -0.03; -0.06; 0.19; 0.03;
 $A_{5}$; -0.11; 0.17; 1.00; -0.04; 0.14; -0.06; -0.09;
 $A_{6s}$; 0.02; -0.03; -0.04; 1.00; 0.10; -0.14; 0.00;
 $A_{7}$; 0.06; -0.06; 0.14; 0.10; 1.00; 0.04; -0.08;
 $A_{8}$; -0.12; 0.19; -0.06; -0.14; 0.04; 1.00; 0.02;
 $A_{9}$; 0.06; 0.03; -0.09; 0.00; -0.08; 0.02; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $5.0 < q^2 < 6.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 5.0 TO 6.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; -0.03; -0.07; -0.09; -0.04; 0.03; 0.11;
 $A_{4}$; -0.03; 1.00; 0.10; -0.03; 0.08; 0.07; 0.03;
 $A_{5}$; -0.07; 0.10; 1.00; -0.08; -0.04; 0.07; 0.07;
 $A_{6s}$; -0.09; -0.03; -0.08; 1.00; 0.01; -0.01; -0.01;
 $A_{7}$; -0.04; 0.08; -0.04; 0.01; 1.00; 0.07; -0.09;
 $A_{8}$; 0.03; 0.07; 0.07; -0.01; 0.07; 1.00; -0.12;
 $A_{9}$; 0.11; 0.03; 0.07; -0.01; -0.09; -0.12; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $6.0 < q^2 < 7.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 6.0 TO 7.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; -0.08; -0.15; -0.09; 0.02; -0.05; -0.02;
 $A_{4}$; -0.08; 1.00; 0.21; -0.15; -0.03; -0.04; -0.04;
 $A_{5}$; -0.15; 0.21; 1.00; -0.10; -0.02; -0.03; -0.05;
 $A_{6s}$; -0.09; -0.15; -0.10; 1.00; 0.03; 0.00; -0.05;
 $A_{7}$; 0.02; -0.03; -0.02; 0.03; 1.00; 0.22; -0.11;
 $A_{8}$; -0.05; -0.04; -0.03; 0.00; 0.22; 1.00; -0.05;
 $A_{9}$; -0.02; -0.04; -0.05; -0.05; -0.11; -0.05; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $7.0 < q^2 < 8.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 7.0 TO 8.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s} $ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; -0.07; -0.11; 0.04; 0.06; 0.04; -0.01;
 $A_{4}$; -0.07; 1.00; 0.18; -0.07; -0.02; 0.05; 0.01;
 $A_{5}$; -0.11; 0.18; 1.00; -0.11; 0.14; -0.02; 0.02;
 $A_{6s} $; 0.04; -0.07; -0.11; 1.00; -0.03; -0.14; 0.07;
 $A_{7}$; 0.06; -0.02; 0.14; -0.03; 1.00; 0.07; -0.11;
 $A_{8}$; 0.04; 0.05; -0.02; -0.14; 0.07; 1.00; -0.08;
 $A_{9}$; -0.01; 0.01; 0.02; 0.07; -0.11; -0.08; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $11.00 <q^2 < 11.75~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 11.00 TO 11.75
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; -0.08; -0.20; -0.10; 0.06; 0.03; -0.02;
 $A_{4}$; -0.08; 1.00; 0.16; -0.14; -0.10; -0.15; -0.04;
 $A_{5}$; -0.20; 0.16; 1.00; -0.09; -0.11; -0.09; -0.10;
 $A_{6s}$; -0.10; -0.14; -0.09; 1.00; -0.02; -0.07; -0.05;
 $A_{7}$; 0.06; -0.10; -0.11; -0.02; 1.00; 0.25; -0.02;
 $A_{8}$; 0.03; -0.15; -0.09; -0.07; 0.25; 1.00; -0.09;
 $A_{9}$; -0.02; -0.04; -0.10; -0.05; -0.02; -0.09; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $11.75 <q^2 < 12.50~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 11.75 TO 12.50
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; -0.12; -0.16; 0.01; 0.01; 0.03; 0.06;
 $A_{4}$; -0.12; 1.00; 0.17; -0.21; 0.08; 0.15; -0.05;
 $A_{5}$; -0.16; 0.17; 1.00; -0.17; 0.14; 0.12; -0.09;
 $A_{6s}$; 0.01; -0.21; -0.17; 1.00; -0.07; -0.17; 0.05;
 $A_{7}$; 0.01; 0.08; 0.14; -0.07; 1.00; 0.19; -0.15;
 $A_{8}$; 0.03; 0.15; 0.12; -0.17; 0.19; 1.00; -0.08;
 $A_{9}$; 0.06; -0.05; -0.09; 0.05; -0.15; -0.08; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $15.0 <q^2 < 16.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 15.0 TO 16.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; -0.14; -0.26; 0.05; -0.02; 0.02; -0.10;
 $A_{4}$; -0.14; 1.00; 0.36; -0.12; -0.02; -0.17; 0.00;
 $A_{5}$; -0.26; 0.36; 1.00; -0.16; -0.12; -0.02; -0.04;
 $A_{6s}$; 0.05; -0.12; -0.16; 1.00; -0.02; -0.03; -0.05;
 $A_{7}$; -0.02; -0.02; -0.12; -0.02; 1.00; 0.13; -0.09;
 $A_{8}$; 0.02; -0.17; -0.02; -0.03; 0.13; 1.00; -0.12;
 $A_{9}$; -0.10; 0.00; -0.04; -0.05; -0.09; -0.12; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $16.0 <q^2 < 17.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 16.0 TO 17.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; -0.08; -0.09; 0.00; 0.01; -0.03; -0.04;
 $A_{4}$; -0.08; 1.00; 0.21; -0.22; 0.05; -0.02; 0.06;
 $A_{5}$; -0.09; 0.21; 1.00; -0.14; -0.01; 0.05; 0.19;
 $A_{6s}$; 0.00; -0.22; -0.14; 1.00; 0.02; 0.02; -0.01;
 $A_{7}$; 0.01; 0.05; -0.01; 0.02; 1.00; 0.15; -0.13;
 $A_{8}$; -0.03; -0.02; 0.05; 0.02; 0.15; 1.00; -0.08;
 $A_{9}$; -0.04; 0.06; 0.19; -0.01; -0.13; -0.08; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $17.0 <q^2 < 18.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 17.0 TO 18.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; -0.10; -0.16; -0.01; 0.00; 0.00; -0.06;
 $A_{4}$; -0.10; 1.00; 0.18; -0.10; 0.07; -0.14; 0.03;
 $A_{5}$; -0.16; 0.18; 1.00; -0.10; -0.16; 0.05; 0.09;
 $A_{6s}$; -0.01; -0.10; -0.10; 1.00; 0.00; 0.05; 0.01;
 $A_{7}$; 0.00; 0.07; -0.16; 0.00; 1.00; 0.09; -0.20;
 $A_{8}$; 0.00; -0.14; 0.05; 0.05; 0.09; 1.00; -0.06;
 $A_{9}$; -0.06; 0.03; 0.09; 0.01; -0.20; -0.06; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $18.0 <q^2 < 19.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 18.0 TO 19.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.0; -0.18; -0.20; -0.06; -0.01; 0.04; -0.03;
 $A_{4}$; -0.18; 1.00; 0.28; -0.10; -0.02; 0.01; 0.07;
 $A_{5}$; -0.20; 0.28; 1.00; -0.15; -0.05; 0.00; 0.04;
 $A_{6s}$; -0.06; -0.10; -0.15; 1.00; -0.01; -0.01; 0.03;
 $A_{7}$; -0.01; -0.02; -0.05; -0.01; 1.00; 0.21; -0.19;
 $A_{8}$; 0.04; 0.01; 0.00; -0.01; 0.21; 1.00; -0.03;
 $A_{9}$; -0.03; 0.07; 0.04; 0.03; -0.19; -0.03; 1.00;
*dataend:

*dataset:
*location: Appendix G
*dscomment: Bootstrap correlation matrix $15.0 <q^2 < 19.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 15.0 TO 19.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $A_{3}$ : $A_{4}$ : $A_{5}$ : $A_{6s}$ : $A_{7}$ : $A_{8}$ : $A_{9}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y
 $A_{3}$; 1.00; -0.12; -0.18; 0.00; 0.01; 0.01; -0.05;
 $A_{4}$; -0.12; 1.00; 0.26; -0.14; 0.02; -0.08; 0.03;
 $A_{5}$; -0.18; 0.26; 1.00; -0.13; -0.09; 0.02; 0.07;
 $A_{6s}$; 0.00; -0.14; -0.13; 1.00; 0.0; 0.01; -0.01;
 $A_{7}$; 0.01; 0.02; -0.09; 0.0; 1.00; 0.14; -0.15;
 $A_{8}$; 0.01; -0.08; 0.02; 0.01; 0.14; 1.00; -0.07;
 $A_{9}$; -0.05; 0.03; 0.07; -0.01; -0.15; -0.07; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $0.1 <q^2 < 0.98~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 0.1 TO 0.98
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.00; 0.12; 0.09; -0.04; -0.23; -0.04; -0.08;
 $P_1$; 0.00; 1.00; -0.02; -0.05; 0.04; 0.08; 0.01; -0.04;
 $P_2$; 0.12; -0.02; 1.00; 0.06; -0.05; 0.11; 0.08; -0.08;
 $P_3$; 0.09; -0.05; 0.06; 1.00; -0.04; -0.01; -0.10; -0.03;
 $P'_{4}$; -0.04; 0.04; -0.05; -0.04; 1.00; -0.22; -0.07; 0.07;
 $P'_{5}$; -0.23; 0.08; 0.11; -0.01; -0.22; 1.00; 0.01; -0.07;
 $P'_{6}$; -0.04; 0.01; 0.08; -0.10; -0.07; 0.01; 1.00; -0.08;
 $P'_{8}$; -0.08; -0.04; -0.08; -0.03; 0.07; -0.07; -0.08; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $1.1 <q^2 < 2.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 1.1 TO 2.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.02; -0.09; 0.03; 0.21; 0.44; -0.35; -0.17;
 $P_1$; 0.02; 1.00; -0.17; 0.03; 0.01; 0.08; 0.04; -0.04;
 $P_2$; -0.09; -0.17; 1.00; -0.31; -0.17; -0.40; 0.31; 0.11;
 $P_3$; 0.03; 0.03; -0.31; 1.00; 0.10; 0.18; -0.10; -0.04;
 $P'_{4}$; 0.21; 0.01; -0.17; 0.10; 1.00; 0.16; -0.24; -0.07;
 $P'_{5}$; 0.44; 0.08; -0.40; 0.18; 0.16; 1.00; -0.32; -0.21;
 $P'_{6}$; -0.35; 0.04; 0.31; -0.10; -0.24; -0.32; 1.00; 0.09;
 $P'_{8}$; -0.17; -0.04; 0.11; -0.04; -0.07; -0.21; 0.09; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $2.0 <q^2 < 3.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 2.0 TO 3.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.09; -0.39; 0.00; -0.45; 0.20; -0.40; -0.12;
 $P_1$; -0.09; 1.00; 0.11; 0.01; -0.03; 0.02; 0.11; -0.01;
 $P_2$; -0.39; 0.11; 1.00; -0.03; 0.35; -0.24; 0.31; 0.04;
 $P_3$; 0.00; 0.01; -0.03; 1.00; 0.04; 0.07; -0.01; 0.06;
 $P'_{4}$; -0.45; -0.03; 0.35; 0.04; 1.00; -0.23; 0.30; 0.08;
 $P'_{5}$; 0.20; 0.02; -0.24; 0.07; -0.23; 1.00; -0.23; -0.03;
 $P'_{6}$; -0.40; 0.11; 0.31; -0.01; 0.30; -0.23; 1.00; 0.00;
 $P'_{8}$; -0.12; -0.01; 0.04; 0.06; 0.08; -0.03; 0.00; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $3.0 <q^2 < 4.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 3.0 TO 4.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.23; 0.08; -0.33; -0.08; -0.23; 0.30; 0.07;
 $P_1$; -0.23; 1.00; -0.11; 0.38; -0.01; -0.05; -0.04; -0.03;
 $P_2$; 0.08; -0.11; 1.00; -0.28; 0.06; 0.07; -0.05; -0.05;
 $P_3$; -0.33; 0.38; -0.28; 1.00; -0.03; -0.11; 0.18; 0.04;
 $P'_{4}$; -0.08; -0.01; 0.06; -0.03; 1.00; 0.18; -0.03; -0.06;
 $P'_{5}$; -0.23; -0.05; 0.07; -0.11; 0.18; 1.00; -0.14; -0.03;
 $P'_{6}$; 0.30; -0.04; -0.05; 0.18; -0.03; -0.14; 1.00; 0.21;
 $P'_{8}$; 0.07; -0.03; -0.05; 0.04; -0.06; -0.03; 0.21; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $4.0 <q^2 < 5.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 4.0 TO 5.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.34; -0.08; 0.24; -0.27; -0.55; -0.24; 0.25;
 $P_1$; -0.34; 1.00; 0.31; -0.64; -0.14; -0.24; -0.03; 0.00;
 $P_2$; -0.08; 0.31; 1.00; -0.37; -0.13; -0.23; -0.01; -0.01;
 $P_3$; 0.24; -0.64; -0.37; 1.00; 0.13; 0.38; 0.17; -0.13;
 $P'_{4}$; -0.27; -0.14; -0.13; 0.13; 1.00; 0.36; 0.07; 0.03;
 $P'_{5}$; -0.55; -0.24; -0.23; 0.38; 0.36; 1.00; 0.28; -0.25;
 $P'_{6}$; -0.24; -0.03; -0.01; 0.17; 0.07; 0.28; 1.00; -0.05;
 $P'_{8}$; 0.25; 0.00; -0.01; -0.13; 0.03; -0.25; -0.05; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $5.0 <q^2 < 6.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 5.0 TO 6.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.28; 0.14; 0.19; -0.25; -0.14; 0.01; -0.13;
 $P_1$; -0.28; 1.00; -0.18; -0.21; 0.08; 0.00; -0.04; 0.06;
 $P_2$; 0.14; -0.18; 1.00; 0.13; -0.14; -0.11; 0.01; -0.04;
 $P_3$; 0.19; -0.21; 0.13; 1.00; -0.11; -0.11; 0.08; 0.07;
 $P'_{4}$; -0.25; 0.08; -0.14; -0.11; 1.00; 0.17; 0.06; 0.06;
 $P'_{5}$; -0.14; 0.00; -0.11; -0.11; 0.17; 1.00; -0.04; 0.07;
 $P'_{6}$; 0.01; -0.04; 0.01; 0.08; 0.06; -0.04; 1.00; 0.07;
 $P'_{8}$; -0.13; 0.06; -0.04; 0.07; 0.06; 0.07; 0.07; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $6.0 <q^2 < 7.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 6.0 TO 7.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.21; 0.20; -0.15; -0.41; -0.33; 0.09; 0.12;
 $P_1$; -0.21; 1.00; -0.13; 0.06; 0.02; -0.07; 0.00; -0.07;
 $P_2$; 0.20; -0.13; 1.00; 0.00; -0.22; -0.16; 0.05; 0.02;
 $P_3$; -0.15; 0.06; 0.00; 1.00; 0.12; 0.10; 0.09; 0.04;
 $P'_{4}$; -0.41; 0.02; -0.22; 0.12; 1.00; 0.25; -0.04; -0.05;
 $P'_{5}$; -0.33; -0.07; -0.16; 0.10; 0.25; 1.00; -0.03; -0.04;
 $P'_{6}$; 0.09; 0.00; 0.05; 0.09; -0.04; -0.03; 1.00; 0.21;
 $P'_{8}$; 0.12; -0.07; 0.02; 0.04; -0.05; -0.04; 0.21; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $7.0 <q^2 < 8.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 7.0 TO 8.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.08; 0.58; -0.18; -0.26; -0.41; -0.13; -0.16;
 $P_1$; -0.08; 1.00; -0.01; 0.03; -0.08; -0.09; 0.06; 0.03;
 $P_2$; 0.58; -0.01; 1.00; -0.19; -0.28; -0.45; -0.12; -0.26;
 $P_3$; -0.18; 0.03; -0.19; 1.00; 0.05; 0.06; 0.12; 0.11;
 $P'_{4}$; -0.26; -0.08; -0.28; 0.05; 1.00; 0.26; -0.01; 0.13;
 $P'_{5}$; -0.41; -0.09; -0.45; 0.06; 0.26; 1.00; 0.17; 0.11;
 $P'_{6}$; -0.13; 0.06; -0.12; 0.12; -0.01; 0.17; 1.00; 0.10;
 $P'_{8}$; -0.16; 0.03; -0.26; 0.11; 0.13; 0.11; 0.10; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $11.0 <q^2 < 11.75~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 11.0 TO 11.75
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.32; 0.60; 0.17; 0.15; 0.02; -0.06; -0.13;
 $P_1$; -0.32; 1.00; -0.24; -0.05; -0.12; -0.19; 0.06; 0.06;
 $P_2$; 0.60; -0.24; 1.00; 0.16; -0.03; -0.09; -0.03; -0.14;
 $P_3$; 0.17; -0.05; 0.16; 1.00; 0.05; 0.09; 0.01; 0.07;
 $P'_{4}$; 0.15; -0.12; -0.03; 0.05; 1.00; 0.19; -0.11; -0.14;
 $P'_{5}$; 0.02; -0.19; -0.09; 0.09; 0.19; 1.00; -0.12; -0.10;
 $P'_{6}$; -0.06; 0.06; -0.03; 0.01; -0.11; -0.12; 1.00; 0.24;
 $P'_{8}$; -0.13; 0.06; -0.14; 0.07; -0.14; -0.10; 0.24; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $11.75 <q^2 < 12.5~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 11.75 TO 12.5
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.41; 0.55; -0.10; -0.46; -0.47; -0.37; -0.10;
 $P_1$; -0.41; 1.00; -0.48; 0.05; 0.15; 0.16; 0.20; 0.04;
 $P_2$; 0.55; -0.48; 1.00; -0.19; -0.55; -0.57; -0.40; -0.13;
 $P_3$; -0.10; 0.05; -0.19; 1.00; 0.11; 0.18; 0.20; 0.09;
 $P'_{4}$; -0.46; 0.15; -0.55; 0.11; 1.00; 0.52; 0.40; 0.23;
 $P'_{5}$; -0.47; 0.16; -0.57; 0.18; 0.52; 1.00; 0.45; 0.16;
 $P'_{6}$; -0.37; 0.20; -0.40; 0.20; 0.40; 0.45; 1.00; 0.22;
 $P'_{8}$; -0.10; 0.04; -0.13; 0.09; 0.23; 0.16; 0.22; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $15.0 <q^2 < 16.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 15.0 TO 16.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.03; 0.41; 0.09; 0.12; 0.06; 0.00; 0.05;
 $P_1$; -0.03; 1.00; 0.07; 0.09; -0.15; -0.28; -0.03; 0.01;
 $P_2$; 0.41; 0.07; 1.00; 0.08; -0.02; -0.11; -0.01; -0.01;
 $P_3$; 0.09; 0.09; 0.08; 1.00; 0.02; 0.06; 0.10; 0.12;
 $P'_{4}$; 0.12; -0.15; -0.02; 0.02; 1.00; 0.34; -0.02; -0.16;
 $P'_{5}$; 0.06; -0.28; -0.11; 0.06; 0.34; 1.00; -0.13; -0.02;
 $P'_{6}$; 0.00; -0.03; -0.01; 0.10; -0.02; -0.13; 1.00; 0.12;
 $P'_{8}$; 0.05; 0.01; -0.01; 0.12; -0.16; -0.02; 0.12; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $16.0 <q^2 < 17.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 16.0 TO 17.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.09; 0.33; 0.03; 0.17; 0.23; 0.06; -0.01;
 $P_1$; -0.09; 1.00; 0.07; 0.03; -0.12; -0.14; 0.01; -0.02;
 $P_2$; 0.33; 0.07; 1.00; 0.04; -0.15; -0.06; 0.02; 0.02;
 $P_3$; 0.03; 0.03; 0.04; 1.00; -0.06; -0.18; 0.13; 0.08;
 $P'_{4}$; 0.17; -0.12; -0.15; -0.06; 1.00; 0.25; 0.09; -0.02;
 $P'_{5}$; 0.23; -0.14; -0.06; -0.18; 0.25; 1.00; 0.02; 0.06;
 $P'_{6}$; 0.06; 0.01; 0.02; 0.13; 0.09; 0.02; 1.00; 0.14;
 $P'_{8}$; -0.01; -0.02; 0.02; 0.08; -0.02; 0.06; 0.14; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $17.0 < q^2 < 18.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 17.0 TO 18.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.07; 0.28; 0.11; 0.04; 0.21; -0.06; 0.06;
 $P_1$; -0.07; 1.00; 0.02; 0.07; -0.12; -0.20; 0.10; 0.00;
 $P_2$; 0.28; 0.02; 1.00; 0.00; -0.07; 0.01; -0.01; 0.06;
 $P_3$; 0.11; 0.07; 0.00; 1.00; 0.00; -0.03; 0.19; 0.05;
 $P'_{4}$; 0.04; -0.12; -0.07; 0.00; 1.00; 0.15; 0.04; -0.12;
 $P'_{5}$; 0.21; -0.20; 0.01; -0.03; 0.15; 1.00; -0.17; 0.08;
 $P'_{6}$; -0.06; 0.10; -0.01; 0.19; 0.04; -0.17; 1.00; 0.11;
 $P'_{8}$; 0.06; 0.00; 0.06; 0.05; -0.12; 0.08; 0.11; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $18.0 < q^2 < 19.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 18.0 TO 19.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; 0.03; 0.39; 0.10; -0.06; -0.01; 0.00; 0.06;
 $P_1$; 0.03; 1.00; 0.02; 0.03; -0.14; -0.18; 0.00; 0.03;
 $P_2$; 0.39; 0.02; 1.00; 0.00; -0.27; -0.29; -0.03; 0.07;
 $P_3$; 0.10; 0.03; 0.00; 1.00; -0.01; -0.03; 0.17; 0.02;
 $P'_{4}$; -0.06; -0.14; -0.27; -0.01; 1.00; 0.38; 0.03; 0.01;
 $P'_{5}$; -0.01; -0.18; -0.29; -0.03; 0.38; 1.00; -0.01; -0.03;
 $P'_{6}$; 0.00; 0.00; -0.03; 0.17; 0.03; -0.01; 1.00; 0.19;
 $P'_{8}$; 0.06; 0.03; 0.07; 0.02; 0.01; -0.03; 0.19; 1.00;
*dataend:

*dataset:
*location: Appendix H
*dscomment: Bootstrap correlation matrix $15.0 < q^2 < 19.0~{\rm GeV}^2/c^4$.
*qual: $q^2$ = M**2(<MU+ MU->) IN GEV**2: 15.0 TO 19.0
*reackey: P P --> B0 + X
*obskey: CORR
*qual: RE : P P --> B0 < K*(892) < K+ PI- > MU+ MU- > X
*qual: SQRT(S) IN GEV : 7000.0
*qual: SQRT(S) IN GEV : 8000.0
*yheader: $F_{\rm L}$ : $P_1$ : $P_2$ : $P_3$ : $P'_{4}$ : $P'_{5}$ : $P'_{6}$ : $P'_{8}$
*xheader: CORR
*data: x : y : y : y : y : y : y : y : y
 $F_{\rm L}$; 1.00; -0.05; 0.33; 0.08; 0.08; 0.13; 0.01; 0.03;
 $P_1$; -0.05; 1.00; 0.05; 0.05; -0.14; -0.21; 0.02; 0.01;
 $P_2$; 0.33; 0.05; 1.00; 0.03; -0.10; -0.07; -0.01; 0.02;
 $P_3$; 0.08; 0.05; 0.03; 1.00; -0.02; -0.06; 0.15; 0.07;
 $P'_{4}$; 0.08; -0.14; -0.10; -0.02; 1.00; 0.24; 0.04; -0.07;
 $P'_{5}$; 0.13; -0.21; -0.07; -0.06; 0.24; 1.00; -0.07; 0.03;
 $P'_{6}$; 0.01; 0.02; -0.01; 0.15; 0.04; -0.07; 1.00; 0.14;
 $P'_{8}$; 0.03; 0.01; 0.02; 0.07; -0.07; 0.03; 0.14; 1.00;
*dataend:

*E