a<p>Values in parentheses refer to the highest resolution shell (1.84−1.75 Å).</p>b<p><i>R<sub>merge</sub></i> = ∑<i><sub>hkl</sub>∑<sub>i</sub>|</i>I<i><sub>i</sub></i>(<i>hkl</i>)−hkl)><i>|/</i>∑<i><sub>hkl</sub>∑<sub>i</sub></i> I<i><sub>i</sub></i>(<i>hkl</i>); where I<i><sub>i</sub></i>(<i>hkl</i>) is the intensity of the <i>i</i>th measurement of reflection <i>hkl</i> and hkl)> is the mean value of I<i><sub>i</sub></i>(<i>hkl</i>) for all <i>i</i> measurements.</p>c<p><i>R<sub>cryst</sub></i> = ∑<i><sub>hkl</sub></i>||<i>F<sub>o</sub></i>|−|<i>F<sub>c</sub></i>||/∑|<i>F<sub>o</sub></i>|, where <i>F<sub>o</sub></i> is the observed structure factor and <i>F<sub>c</sub></i> is the calculated structure factor.</p>d<p><i>R<sub>free</sub></...
<p><sup>a</sup> Statistics for the highest-resolution shell are shown in parentheses.</p><p><sup>b</...
1<p>One crystal was used to collect each of the dataset.</p>2<p>Values in parentheses are for highes...
<p>*R<sub>merge</sub> = ∑<sub>h</sub> ∑<sub>i</sub> | I<sub>i</sub> (h)−|/∑<sub>h</sub>∑<sub>i</sub>...
a<p>Values for the highest resolution shell are shown in parentheses.</p>b<p>R<sub>merge</sub> = Σ|I...
a<p>Numbers given in brackets are from the last resolution shell.</p>b<p><i>R<sub>sym</sub></i> = (Σ...
*<p>The highest resolution shell is shown in parentheses.</p>†<p><i>R</i><sub>merge</sub> = ∑<sub>h<...
<p><sup><i>a</i></sup> Each dataset was collected from a single crystal; the values in parentheses a...
a<p>Data completeness treats Bijvoët mates independently.</p>b<p>Statistics for the highest resoluti...
a<p>Completeness and <i>R-</i>merge, are given for overall data and for the highest resolution shell...
<p><sup>a</sup> Numbers in parenthesis are for the highest resolution shell.</p><p><sub>merge</sub> ...
a<p>Values for crystal no. 1.</p>b<p>Values in parentheses are for the highest resolution shell.</p>...
a<p>Values in parentheses refer to the highest resolution shell.</p>b<p><i>R</i><sub>sym</sub> = Σ<s...
a<p>The values in parentheses are for the highest resolution shell.</p>b<p><i>R</i><sub>merge</sub> ...
a<p><i>R<sub>merge</sub></i> = Σ|I−〈I〉|/ΣI, where I is the observed intensity and 〈I〉 is the average...
<p>*Highest resolution shells in parentheses.</p>a<p><i>R</i><sub>sym</sub>(I) = ∑<sub>hkl</sub>∑<su...
<p><sup>a</sup> Statistics for the highest-resolution shell are shown in parentheses.</p><p><sup>b</...
1<p>One crystal was used to collect each of the dataset.</p>2<p>Values in parentheses are for highes...
<p>*R<sub>merge</sub> = ∑<sub>h</sub> ∑<sub>i</sub> | I<sub>i</sub> (h)−|/∑<sub>h</sub>∑<sub>i</sub>...
a<p>Values for the highest resolution shell are shown in parentheses.</p>b<p>R<sub>merge</sub> = Σ|I...
a<p>Numbers given in brackets are from the last resolution shell.</p>b<p><i>R<sub>sym</sub></i> = (Σ...
*<p>The highest resolution shell is shown in parentheses.</p>†<p><i>R</i><sub>merge</sub> = ∑<sub>h<...
<p><sup><i>a</i></sup> Each dataset was collected from a single crystal; the values in parentheses a...
a<p>Data completeness treats Bijvoët mates independently.</p>b<p>Statistics for the highest resoluti...
a<p>Completeness and <i>R-</i>merge, are given for overall data and for the highest resolution shell...
<p><sup>a</sup> Numbers in parenthesis are for the highest resolution shell.</p><p><sub>merge</sub> ...
a<p>Values for crystal no. 1.</p>b<p>Values in parentheses are for the highest resolution shell.</p>...
a<p>Values in parentheses refer to the highest resolution shell.</p>b<p><i>R</i><sub>sym</sub> = Σ<s...
a<p>The values in parentheses are for the highest resolution shell.</p>b<p><i>R</i><sub>merge</sub> ...
a<p><i>R<sub>merge</sub></i> = Σ|I−〈I〉|/ΣI, where I is the observed intensity and 〈I〉 is the average...
<p>*Highest resolution shells in parentheses.</p>a<p><i>R</i><sub>sym</sub>(I) = ∑<sub>hkl</sub>∑<su...
<p><sup>a</sup> Statistics for the highest-resolution shell are shown in parentheses.</p><p><sup>b</...
1<p>One crystal was used to collect each of the dataset.</p>2<p>Values in parentheses are for highes...
<p>*R<sub>merge</sub> = ∑<sub>h</sub> ∑<sub>i</sub> | I<sub>i</sub> (h)−|/∑<sub>h</sub>∑<sub>i</sub>...