Current hemisphere fragmentation as a function of Q for the XP range 0.05 to 0.10, to show scaling violations.

Current hemisphere fragmentation as a function of Q for the XP range 0.10 to 0.20, to show scaling violations.

Current hemisphere fragmentation as a function of Q for the XP range 0.20 to 0.30, to show scaling violations.

Current hemisphere fragmentation as a function of Q for the XP range 0.30 to 0.40, to show scaling violations.

Current hemisphere fragmentation as a function of Q for the XP range 0.40 to 0.50, to show scaling violations.

Current hemisphere fragmentation as a function of Q for the XP range 0.40 to 0.50, to show scaling violations.

The average charged multiplicity, and the peak and width of the fragmentation function (in LN(1/XP)) as a function of the mean Q, for the total hemisphere of the Breit frame without the energy flow selection discussed in the text of the paper.

The average charged multiplicity, and the peak and width of the fragmentation function (in LN(1/XP)) as a function of the mean Q, with the energy flow selection, obtained from the Total Current Hemisphere sample.

Invariant charged hadron energy spectrum in the current hemisphere for a mean Q of 5.5. Results are given for all the data and for the energy flow selecteddata.

Invariant charged hadron energy spectrum in the current hemisphere for a mean Q of 19.6. Results are given for all the data and for the energy flow selected data.

Invariant charged hadron energy spectrum in the current hemisphere for the Q**2 range 12 to 15 GeV**2.

Invariant charged hadron energy spectrum in the current hemisphere for the Q**2 range 15 to 20 GeV**2.

Invariant charged hadron energy spectrum in the current hemisphere for the Q**2 range 20 to 40 GeV**2.

Invariant charged hadron energy spectrum in the current hemisphere for the Q**2 range 40 to 60 GeV**2.

Invariant charged hadron energy spectrum in the current hemisphere for the Q**2 range 60 to 80 GeV**2.

Invariant charged hadron energy spectrum in the current hemisphere for the Q**2 range 80 to 100 GeV**2.

The probability per event of observing a charged hadronic multiplicity of (ULT) in the current hemisphere of the Breit frame (at Q = 4.15 GeV, X=0.00126).

The probability per event of observing a charged hadronic multiplicity of MULT in the current hemisphere of the Breit frame (at Q = 4.53 GeV, X=0.00255).

The probability per event of observing a charged hadronic multiplicity of MULT in the current hemisphere of the Breit frame (at Q = 6.20 GeV, X=0.00158).

The probability per event of observing a charged hadronic multiplicity of MULT in the current hemisphere of the Breit frame (at Q = 7.04 GeV, X=0.00410).

The probability per event of observing a charged hadronic multiplicity of MULT in the current hemisphere of the Breit frame (at Q = 14.5 GeV, X=0.00682).

The probability per event of observing a charged hadronic multiplicity of MULT in the current hemisphere of the Breit frame (at Q = 17.3 GeV, X=0.00234).

Charged particle Thrust(minor) distribution.

Charged particle Two-jet resolution variable, Y3 distribution.

Charged particle Heavy Jet Mass distribution.

Charged particle C-Parameter distribution.

Charged particle Oblateness distribution.

Charged particle XP distribution.

Charged particle rapidity distribution.

Charged particle PTIN distribution.

Charged particle PTOUT distribution.

Measure n-jet rates using the Durham cluster algorithm as a function of thejet-resolution parameter YCUT.

Measure n-jet rates using the Durham cluster algorithm as a function of thejet-resolution parameter YCUT.

Measure n-jet rates using the Durham cluster algorithm as a function of thejet-resolution parameter YCUT.

Measure n-jet rates using the Durham cluster algorithm as a function of thejet-resolution parameter YCUT.

Charged particle inclusive distribution of -LN(1/X).

Unfolded charged particle multiplicity distribution giving the probability to have a hadronic Z0 decay with N charged particles.

Values of the mean values of the leading moments of the charged particle multiplicity distribution. R2 is the second binomial moment defined as MEAN(N*(N-1))/MULT**2.

Unfolded values of the the mean multiplicity and dispersion of the multiplicity distributions integaretd over the rapidity region -0.5 to 0.5.

Unfolded values of the the mean multiplicity and dispersion of the multiplicity distributions integrated over the rapidity region -1.0 to 1.0.

Unfolded values of the the mean multiplicity and dispersion of the multiplicity distributions integrated over the rapidity region -1.5 to 1.5.

Unfolded values of the the mean multiplicity and dispersion of the multiplicity distributions integrated over the rapidity region -2.0 to 2.0.

Unfolded values of the the mean multiplicity and dispersion of the multiplicity distribution integrated over the full rapidity region.

Differential cross sections for the inclusive production of PI+-. Additional 3pct systematic uncertainty.

Differential cross sections for the inclusive production of K+-. Additionalsystematic uncertainty 3% above and 5% below X = 0.010.

Differential cross sections for the inclusive production of P PBAR. Additional systematic uncertainty 3% above and 5% below X = 0.018.

Measured inclusive photon cross section. Errors contain both statistical and systematic uncertainties.

Measured differential cross section for PI0 production.

Measured fragmentation function at the ETA meson. Additional 6pct systematic error.

Measured fragmentation function at the ETAPRIME meson. Additional 8pct systematic error.

Inclusive K0 spectrum. Additional 2pct normalization error.

Inclusive LAMBDA spectrum. Additional 4pct normalization error.

Fragmentation distribution for XI production.

Fragmentation distribution for SIGMA(1385) production.

Fragmentation distribution for XI(1530) production.

Differential cross section for RHO0 production.

Differential cross section for OMEGA production.

Differential cross section for K*0 production.

Differential cross section for PHI production.

Differential cross section for K*0 production as a function of the transverse momentum with respect to the Thrust axis.

Differential cross section for PHI production as a function of the transverse momentum with respect to the Thrust axis.

Fragmentation distribution for K*+- production.

Mean Multiplicities. Where a second systematic error is given, this is due to the uncertainty in the extrapolation to X = 0. Note that the ETA and ETAPRIMEvalues are for X > 0.1.