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org.biojava.nbio.structure.xtal.spacegroups.xml Maven / Gradle / Ivy

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<?xml version="1.0" encoding="UTF-8" standalone="yes"?>
<ns2:SpaceGroupMapRoot xmlns:ns2="http://www.biojava.org">
    <mapProperty>
        <item>
            <key>1</key>
            <ns2:SpaceGroup>
                <bravLattice>TRICLINIC</bravLattice>
                <id>1</id>
                <multiplicity>1</multiplicity>
                <primitiveMultiplicity>1</primitiveMultiplicity>
                <shortSymbol>P 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>2</key>
            <ns2:SpaceGroup>
                <bravLattice>TRICLINIC</bravLattice>
                <id>2</id>
                <multiplicity>2</multiplicity>
                <primitiveMultiplicity>2</primitiveMultiplicity>
                <shortSymbol>P -1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>3</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>3</id>
                <multiplicity>2</multiplicity>
                <primitiveMultiplicity>2</primitiveMultiplicity>
                <shortSymbol>P 1 2 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>4</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>4</id>
                <multiplicity>2</multiplicity>
                <primitiveMultiplicity>2</primitiveMultiplicity>
                <shortSymbol>P 1 21 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,Y+1/2,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>5</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>5</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>2</primitiveMultiplicity>
                <shortSymbol>C 1 2 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>6</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>6</id>
                <multiplicity>2</multiplicity>
                <primitiveMultiplicity>2</primitiveMultiplicity>
                <shortSymbol>P 1 m 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>X,-Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>7</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>7</id>
                <multiplicity>2</multiplicity>
                <primitiveMultiplicity>2</primitiveMultiplicity>
                <shortSymbol>P 1 c 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>X,-Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>8</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>8</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>2</primitiveMultiplicity>
                <shortSymbol>C 1 m 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>X,-Y,Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>9</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>9</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>2</primitiveMultiplicity>
                <shortSymbol>C 1 c 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>X,-Y,1/2+Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2+X,1/2-Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>10</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>10</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 1 2/m 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>X,-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>11</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>11</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 1 21/m 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,1/2+Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,1/2-Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>12</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>12</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>C 1 2/m 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>X,-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                    <item>1/2-X,1/2-Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>13</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>13</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 1 2/c 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,Y,1/2-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,-Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>14</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>14</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 1 21/c 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>-X,1/2+Y,1/2-Z</item>
                    <item>X,1/2-Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>15</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>15</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>C 1 2/c 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,Y,1/2-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,-Y,1/2+Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2+Y,1/2-Z</item>
                    <item>1/2-X,1/2-Y,-Z</item>
                    <item>1/2+X,1/2-Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>16</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>16</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 2 2 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X,-Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>17</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>17</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 2 2 21</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,1/2+Z</item>
                    <item>-X,Y,1/2-Z</item>
                    <item>X,-Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>18</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>18</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 21 21 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>19</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>19</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 21 21 21</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>20</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>20</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>C 2 2 21</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,1/2+Z</item>
                    <item>-X,Y,1/2-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,1/2-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>21</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>21</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>C 2 2 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>22</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>22</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>F 2 2 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>X,1/2+Y,1/2+Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2-Z</item>
                    <item>X,1/2-Y,1/2-Z</item>
                    <item>1/2+X,Y,1/2+Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2-Z</item>
                    <item>1/2+X,-Y,1/2-Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>23</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>23</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>I 2 2 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>X,-Y,-Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X+1/2,Y+1/2,Z+1/2</item>
                    <item>-X+1/2,-Y+1/2,Z+1/2</item>
                    <item>X+1/2,-Y+1/2,-Z+1/2</item>
                    <item>-X+1/2,Y+1/2,-Z+1/2</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>24</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>24</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>I 21 21 21</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>1/2+X,1/2+Y,1/2+Z</item>
                    <item>-X,1/2-Y,Z</item>
                    <item>1/2-X,Y,-Z</item>
                    <item>X,-Y,1/2-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>25</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>25</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P m m 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>X,-Y,Z</item>
                    <item>-X,Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>26</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>26</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P m c 21</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,1/2+Z</item>
                    <item>X,-Y,1/2+Z</item>
                    <item>-X,Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>27</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>27</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P c c 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>X,-Y,1/2+Z</item>
                    <item>-X,Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>28</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>28</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P m a 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>1/2+X,-Y,Z</item>
                    <item>1/2-X,Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>29</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>29</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P c a 21</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,1/2+Z</item>
                    <item>1/2+X,-Y,Z</item>
                    <item>1/2-X,Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>30</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>30</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P n c 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>X,1/2-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>31</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>31</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P m n 21</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>1/2+X,-Y,1/2+Z</item>
                    <item>-X,Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>32</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>32</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P b a 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>33</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>33</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P n a 21</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,1/2+Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>34</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>34</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P n n 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>1/2+X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>35</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>35</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>C m m 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>X,-Y,Z</item>
                    <item>-X,Y,Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>36</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>36</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>C m c 21</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,1/2+Z</item>
                    <item>X,-Y,1/2+Z</item>
                    <item>-X,Y,Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,1/2+Z</item>
                    <item>1/2+X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>37</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
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                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>C c c 2</shortSymbol>
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                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>X,-Y,1/2+Z</item>
                    <item>-X,Y,1/2+Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>1/2+X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,1/2+Z</item>
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        </item>
        <item>
            <key>38</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
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                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>A m m 2</shortSymbol>
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                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>X,-Y,Z</item>
                    <item>-X,Y,Z</item>
                    <item>X,1/2+Y,1/2+Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                    <item>X,1/2-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2+Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>39</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
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                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>A b m 2</shortSymbol>
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                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>X,1/2-Y,Z</item>
                    <item>-X,1/2+Y,Z</item>
                    <item>X,1/2+Y,1/2+Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                    <item>X,-Y,1/2+Z</item>
                    <item>-X,Y,1/2+Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>40</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
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                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>A m a 2</shortSymbol>
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                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>1/2+X,-Y,Z</item>
                    <item>1/2-X,Y,Z</item>
                    <item>X,1/2+Y,1/2+Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                    <item>1/2+X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,1/2+Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>41</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>41</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>A b a 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                    <item>X,1/2+Y,1/2+Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                    <item>1/2+X,-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2+Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>42</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>42</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>F m m 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>X,-Y,Z</item>
                    <item>-X,Y,Z</item>
                    <item>X,1/2+Y,1/2+Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                    <item>X,1/2-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2+Z</item>
                    <item>1/2+X,Y,1/2+Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>1/2+X,-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2+Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>43</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>43</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>F d d 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>1/4+X,1/4-Y,1/4+Z</item>
                    <item>1/4-X,1/4+Y,1/4+Z</item>
                    <item>X,1/2+Y,1/2+Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                    <item>1/4+X,3/4-Y,3/4+Z</item>
                    <item>1/4-X,3/4+Y,3/4+Z</item>
                    <item>1/2+X,Y,1/2+Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>3/4+X,1/4-Y,3/4+Z</item>
                    <item>3/4-X,1/4+Y,3/4+Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>3/4+X,3/4-Y,1/4+Z</item>
                    <item>3/4-X,3/4+Y,1/4+Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>44</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>44</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>I m m 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>X,-Y,Z</item>
                    <item>-X,Y,Z</item>
                    <item>1/2+X,1/2+Y,1/2+Z</item>
                    <item>1/2-X,1/2-Y,1/2+Z</item>
                    <item>1/2+X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>45</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>45</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>I b a 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                    <item>1/2+X,1/2+Y,1/2+Z</item>
                    <item>1/2-X,1/2-Y,1/2+Z</item>
                    <item>X,-Y,1/2+Z</item>
                    <item>-X,Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>46</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>46</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>I m a 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>1/2+X,-Y,Z</item>
                    <item>1/2-X,Y,Z</item>
                    <item>1/2+X,1/2+Y,1/2+Z</item>
                    <item>1/2-X,1/2-Y,1/2+Z</item>
                    <item>X,1/2-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>47</key>
            <ns2:SpaceGroup>
                <altShortSymbol>P 2/m 2/m 2/m</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>47</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>P m m m</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,Y,-Z</item>
                    <item>X,-Y,Z</item>
                    <item>-X,Y,Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>48</key>
            <ns2:SpaceGroup>
                <altShortSymbol>P 2/n 2/n 2/n</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>48</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>P n n n</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>1/2-X,1/2-Y,1/2-Z</item>
                    <item>1/2+X,1/2+Y,1/2-Z</item>
                    <item>1/2+X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,1/2+Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>49</key>
            <ns2:SpaceGroup>
                <altShortSymbol>P 2/c 2/c 2/m</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>49</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>P c c m</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,Y,1/2-Z</item>
                    <item>X,-Y,1/2-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,Y,-Z</item>
                    <item>X,-Y,1/2+Z</item>
                    <item>-X,Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>50</key>
            <ns2:SpaceGroup>
                <altShortSymbol>P 2/b 2/a 2/n</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>50</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>P b a n</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>1/2-X,1/2-Y,-Z</item>
                    <item>1/2+X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>51</key>
            <ns2:SpaceGroup>
                <altShortSymbol>P 21/m 2/m 2/a</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>51</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>P m m a</shortSymbol>
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                    <item>X,Y,Z</item>
                    <item>1/2-X,-Y,Z</item>
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                    <item>1/2+X,-Y,-Z</item>
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                    <item>1/2+X,Y,-Z</item>
                    <item>X,-Y,Z</item>
                    <item>1/2-X,Y,Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>52</key>
            <ns2:SpaceGroup>
                <altShortSymbol>P 2/n 21/n 2/a</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>52</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>P n n a</shortSymbol>
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                    <item>X,Y,Z</item>
                    <item>1/2-X,-Y,Z</item>
                    <item>1/2-X,1/2+Y,1/2-Z</item>
                    <item>X,1/2-Y,1/2-Z</item>
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                    <item>1/2+X,1/2-Y,1/2+Z</item>
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        </item>
        <item>
            <key>53</key>
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                <altShortSymbol>P 2/m 2/n 21/a</altShortSymbol>
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                <id>53</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
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                    <item>X,Y,Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2-Z</item>
                    <item>X,-Y,-Z</item>
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                    <item>1/2+X,-Y,1/2+Z</item>
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        <item>
            <key>54</key>
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                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
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                    <item>X,Y,Z</item>
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                    <item>1/2+X,-Y,1/2-Z</item>
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                    <item>1/2-X,Y,1/2+Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>55</key>
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                <multiplicity>8</multiplicity>
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                    <item>X,Y,Z</item>
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                    <item>X,Y,-Z</item>
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            <key>56</key>
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                    <item>1/2-X,Y,1/2+Z</item>
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        <item>
            <key>57</key>
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        <item>
            <key>58</key>
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        <item>
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                    <item>X,Y,Z</item>
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        <item>
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                <multiplicity>8</multiplicity>
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                    <item>X+1/2,Y,-Z+1/2</item>
                    <item>X,-Y+1/2,Z</item>
                    <item>-X+1/2,Y+1/2,Z+1/2</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>63</key>
            <ns2:SpaceGroup>
                <altShortSymbol>C 2/m 2/c 21/m</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>63</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>C m c m</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,1/2+Z</item>
                    <item>-X,Y,1/2-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,Y,1/2-Z</item>
                    <item>X,-Y,1/2+Z</item>
                    <item>-X,Y,Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,1/2-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>1/2-X,1/2-Y,-Z</item>
                    <item>1/2+X,1/2+Y,1/2-Z</item>
                    <item>1/2+X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>64</key>
            <ns2:SpaceGroup>
                <altShortSymbol>C 2/m 2/c 21/a</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>64</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>C m c a</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,1/2+Y,1/2-Z</item>
                    <item>X,1/2-Y,1/2+Z</item>
                    <item>-X,Y,Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>1/2-X,1/2-Y,-Z</item>
                    <item>1/2+X,Y,1/2-Z</item>
                    <item>1/2+X,-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>65</key>
            <ns2:SpaceGroup>
                <altShortSymbol>C 2/m 2/m 2/m</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>65</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>C m m m</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,Y,-Z</item>
                    <item>X,-Y,Z</item>
                    <item>-X,Y,Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>1/2-X,1/2-Y,-Z</item>
                    <item>1/2+X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>66</key>
            <ns2:SpaceGroup>
                <altShortSymbol>C 2/c 2/c 2/m</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>66</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>C c c m</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,Y,1/2-Z</item>
                    <item>X,-Y,1/2-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,Y,-Z</item>
                    <item>X,-Y,1/2+Z</item>
                    <item>-X,Y,1/2+Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,1/2-Z</item>
                    <item>1/2+X,1/2-Y,1/2-Z</item>
                    <item>1/2-X,1/2-Y,-Z</item>
                    <item>1/2+X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>67</key>
            <ns2:SpaceGroup>
                <altShortSymbol>C 2/m 2/m 2/a</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>67</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>C m m a</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,1/2-Y,Z</item>
                    <item>-X,1/2+Y,-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,1/2+Y,-Z</item>
                    <item>X,1/2-Y,Z</item>
                    <item>-X,Y,Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,-Y,Z</item>
                    <item>1/2-X,Y,-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>1/2-X,1/2-Y,-Z</item>
                    <item>1/2+X,Y,-Z</item>
                    <item>1/2+X,-Y,Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>68</key>
            <ns2:SpaceGroup>
                <altShortSymbol>C 2/c 2/c 2/a</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>68</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>C c c a</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>-X,1/2-Y,1/2-Z</item>
                    <item>1/2+X,Y,1/2-Z</item>
                    <item>X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2+Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>1/2-X,-Y,1/2-Z</item>
                    <item>X,1/2+Y,1/2-Z</item>
                    <item>1/2+X,-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>69</key>
            <ns2:SpaceGroup>
                <altShortSymbol>F 2/m 2/m 2/m</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>69</id>
                <multiplicity>32</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>F m m m</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,Y,-Z</item>
                    <item>X,-Y,Z</item>
                    <item>-X,Y,Z</item>
                    <item>X,1/2+Y,1/2+Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2-Z</item>
                    <item>X,1/2-Y,1/2-Z</item>
                    <item>-X,1/2-Y,1/2-Z</item>
                    <item>X,1/2+Y,1/2-Z</item>
                    <item>X,1/2-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2+Z</item>
                    <item>1/2+X,Y,1/2+Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2-Z</item>
                    <item>1/2+X,-Y,1/2-Z</item>
                    <item>1/2-X,-Y,1/2-Z</item>
                    <item>1/2+X,Y,1/2-Z</item>
                    <item>1/2+X,-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2+Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>1/2-X,1/2-Y,-Z</item>
                    <item>1/2+X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>70</key>
            <ns2:SpaceGroup>
                <altShortSymbol>F 2/d 2/d 2/d</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>70</id>
                <multiplicity>32</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>F d d d</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>1/4-X,1/4-Y,1/4-Z</item>
                    <item>1/4+X,1/4+Y,1/4-Z</item>
                    <item>1/4+X,1/4-Y,1/4+Z</item>
                    <item>1/4-X,1/4+Y,1/4+Z</item>
                    <item>X,1/2+Y,1/2+Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2-Z</item>
                    <item>X,1/2-Y,1/2-Z</item>
                    <item>1/4-X,3/4-Y,3/4-Z</item>
                    <item>1/4+X,3/4+Y,3/4-Z</item>
                    <item>1/4+X,3/4-Y,3/4+Z</item>
                    <item>1/4-X,3/4+Y,3/4+Z</item>
                    <item>1/2+X,Y,1/2+Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2-Z</item>
                    <item>1/2+X,-Y,1/2-Z</item>
                    <item>3/4-X,1/4-Y,3/4-Z</item>
                    <item>3/4+X,1/4+Y,3/4-Z</item>
                    <item>3/4+X,1/4-Y,3/4+Z</item>
                    <item>3/4-X,1/4+Y,3/4+Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>3/4-X,3/4-Y,1/4-Z</item>
                    <item>3/4+X,3/4+Y,1/4-Z</item>
                    <item>3/4+X,3/4-Y,1/4+Z</item>
                    <item>3/4-X,3/4+Y,1/4+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>71</key>
            <ns2:SpaceGroup>
                <altShortSymbol>I 2/m 2/m 2/m</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>71</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>I m m m</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,Y,-Z</item>
                    <item>X,-Y,Z</item>
                    <item>-X,Y,Z</item>
                    <item>1/2+X,1/2+Y,1/2+Z</item>
                    <item>1/2-X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,1/2-Z</item>
                    <item>1/2+X,1/2-Y,1/2-Z</item>
                    <item>1/2-X,1/2-Y,1/2-Z</item>
                    <item>1/2+X,1/2+Y,1/2-Z</item>
                    <item>1/2+X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>72</key>
            <ns2:SpaceGroup>
                <altShortSymbol>I 2/b 2/a 2/m</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>72</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>I b a m</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,Y,-Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                    <item>1/2+X,1/2+Y,1/2+Z</item>
                    <item>1/2-X,1/2-Y,1/2+Z</item>
                    <item>-X,Y,1/2-Z</item>
                    <item>X,-Y,1/2-Z</item>
                    <item>1/2-X,1/2-Y,1/2-Z</item>
                    <item>1/2+X,1/2+Y,1/2-Z</item>
                    <item>X,-Y,1/2+Z</item>
                    <item>-X,Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>73</key>
            <ns2:SpaceGroup>
                <altShortSymbol>I 21/b 21/c 21/a</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>73</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>I b c a</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>1/2+X,Y,1/2-Z</item>
                    <item>X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                    <item>1/2+X,1/2+Y,1/2+Z</item>
                    <item>-X,1/2-Y,Z</item>
                    <item>1/2-X,Y,-Z</item>
                    <item>X,-Y,1/2-Z</item>
                    <item>1/2-X,1/2-Y,1/2-Z</item>
                    <item>X,1/2+Y,-Z</item>
                    <item>1/2+X,-Y,Z</item>
                    <item>-X,Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>74</key>
            <ns2:SpaceGroup>
                <altShortSymbol>I 21/m 21/m 21/a</altShortSymbol>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>74</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>I m m a</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,1/2-Y,Z</item>
                    <item>-X,1/2+Y,-Z</item>
                    <item>X,-Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,1/2+Y,-Z</item>
                    <item>X,1/2-Y,Z</item>
                    <item>-X,Y,Z</item>
                    <item>1/2+X,1/2+Y,1/2+Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2-Z</item>
                    <item>1/2+X,1/2-Y,1/2-Z</item>
                    <item>1/2-X,1/2-Y,1/2-Z</item>
                    <item>1/2+X,Y,1/2-Z</item>
                    <item>1/2+X,-Y,1/2+Z</item>
                    <item>1/2-X,1/2+Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>75</key>
            <ns2:SpaceGroup>
                <bravLattice>TETRAGONAL</bravLattice>
                <id>75</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 4</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-Y,X,Z</item>
                    <item>Y,-X,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>76</key>
            <ns2:SpaceGroup>
                <bravLattice>TETRAGONAL</bravLattice>
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                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 41</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,1/2+Z</item>
                    <item>-Y,X,1/4+Z</item>
                    <item>Y,-X,3/4+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>77</key>
            <ns2:SpaceGroup>
                <bravLattice>TETRAGONAL</bravLattice>
                <id>77</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 42</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
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                    <item>-Y,X,1/2+Z</item>
                    <item>Y,-X,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>78</key>
            <ns2:SpaceGroup>
                <bravLattice>TETRAGONAL</bravLattice>
                <id>78</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 43</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,1/2+Z</item>
                    <item>-Y,X,3/4+Z</item>
                    <item>Y,-X,1/4+Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>79</key>
            <ns2:SpaceGroup>
                <bravLattice>TETRAGONAL</bravLattice>
                <id>79</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>I 4</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-Y,X,Z</item>
                    <item>Y,-X,Z</item>
                    <item>1/2+X,1/2+Y,1/2+Z</item>
                    <item>1/2-X,1/2-Y,1/2+Z</item>
                    <item>1/2-Y,1/2+X,1/2+Z</item>
                    <item>1/2+Y,1/2-X,1/2+Z</item>
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            </ns2:SpaceGroup>
        </item>
        <item>
            <key>80</key>
            <ns2:SpaceGroup>
                <bravLattice>TETRAGONAL</bravLattice>
                <id>80</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>I 41</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,1/2-Y,1/2+Z</item>
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                    <item>1/2+Y,-X,3/4+Z</item>
                    <item>1/2+X,1/2+Y,1/2+Z</item>
                    <item>-X,-Y,Z</item>
                    <item>1/2-Y,X,3/4+Z</item>
                    <item>Y,1/2-X,1/4+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>81</key>
            <ns2:SpaceGroup>
                <bravLattice>TETRAGONAL</bravLattice>
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                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P -4</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>Y,-X,-Z</item>
                    <item>-Y,X,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>82</key>
            <ns2:SpaceGroup>
                <bravLattice>TETRAGONAL</bravLattice>
                <id>82</id>
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                    <item>1/2+Y,1/2+X,Z</item>
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                    <item>1/2+Y,1/2+X,1/2-Z</item>
                    <item>1/2-Y,1/2-X,1/2-Z</item>
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                    <item>Y,X,Z</item>
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        <item>
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                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>1/2+Y,1/2+X,1/2-Z</item>
                    <item>1/2-Y,1/2-X,1/2-Z</item>
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                    <item>X,Y,-Z</item>
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                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                    <item>1/2-Y,1/2-X,1/2+Z</item>
                    <item>1/2+Y,1/2+X,1/2+Z</item>
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                    <item>X,Y,Z</item>
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                    <item>X+1/2,1/2-Y,1/2-Z</item>
                    <item>Y,X,-Z</item>
                    <item>-Y,-X,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,Y,-Z</item>
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                    <item>1/2-Y,X+1/2,1/2-Z</item>
                    <item>X+1/2,1/2-Y,Z+1/2</item>
                    <item>1/2-X,Y+1/2,Z+1/2</item>
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                    <item>Y,X,Z</item>
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        <item>
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                    <item>X,Y,Z</item>
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                    <item>1/2+Y,1/2+X,1/2+Z</item>
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                    <item>X,Y,Z</item>
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                    <item>Y,-X,-Z</item>
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                    <item>1/2+Y,1/2+X,Z</item>
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        <item>
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                    <item>-Y,-X,-Z</item>
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                    <item>Y,X,Z</item>
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                    <item>1/2-X,1/2+Y,1/2-Z</item>
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                    <item>1/2+Y,1/2+X,1/2+Z</item>
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        <item>
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                <primitiveMultiplicity>24</primitiveMultiplicity>
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                    <item>X,Y,Z</item>
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                    <item>Y-X,-X,Z</item>
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                    <item>Y-X,Y,1/2-Z</item>
                    <item>X,X-Y,1/2-Z</item>
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                    <item>Y,Y-X,-Z</item>
                    <item>X-Y,X,-Z</item>
                    <item>X,Y,-Z</item>
                    <item>Y-X,-X,-Z</item>
                    <item>-Y,X-Y,-Z</item>
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                    <item>Y,X,1/2+Z</item>
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                    <item>X,Y,Z</item>
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                    <item>X,-Y,-Z</item>
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                    <item>Y,-Z,-X</item>
                    <item>-Y,-Z,X</item>
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                    <item>Z,1/2-X,1/2-Y</item>
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                    <item>Y,1/2+Z,1/2+X</item>
                    <item>-Y,1/2+Z,1/2-X</item>
                    <item>Y,1/2-Z,1/2-X</item>
                    <item>-Y,1/2-Z,1/2+X</item>
                    <item>1/2+X,Y,1/2+Z</item>
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                    <item>1/2-X,Y,1/2-Z</item>
                    <item>1/2+X,-Y,1/2-Z</item>
                    <item>1/2+Z,X,1/2+Y</item>
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                    <item>1/2-Z,X,1/2-Y</item>
                    <item>1/2+Y,Z,1/2+X</item>
                    <item>1/2-Y,Z,1/2-X</item>
                    <item>1/2+Y,-Z,1/2-X</item>
                    <item>1/2-Y,-Z,1/2+X</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>1/2+Z,1/2+X,Y</item>
                    <item>1/2+Z,1/2-X,-Y</item>
                    <item>1/2-Z,1/2-X,Y</item>
                    <item>1/2-Z,1/2+X,-Y</item>
                    <item>1/2+Y,1/2+Z,X</item>
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                    <item>1/2+Y,1/2-Z,-X</item>
                    <item>1/2-Y,1/2-Z,X</item>
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                    <item>X,-Y,-Z</item>
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                    <item>1/2+Z,1/2+X,1/2+Y</item>
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                <primitiveMultiplicity>12</primitiveMultiplicity>
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                    <item>1/2+X,1/2-Y,-Z</item>
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                    <item>1/2-Y,-Z,1/2+X</item>
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        <item>
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                    <item>X,-Y,Z</item>
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                    <item>Y,-Z,X</item>
                    <item>-Y,Z,X</item>
                    <item>Y,Z,-X</item>
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                    <item>Z,-X,Y</item>
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                    <item>-X,1/2-Y,1/2-Z</item>
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                    <item>-Z,1/2-X,1/2-Y</item>
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                    <item>1/2-Y,-Z,1/2+X</item>
                    <item>1/2-X,-Y,1/2-Z</item>
                    <item>1/2+X,Y,1/2-Z</item>
                    <item>1/2+X,-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2+Z</item>
                    <item>1/2-Z,-X,1/2-Y</item>
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                    <item>1/2+Z,X,1/2-Y</item>
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                    <item>1/2-Y,-Z,1/2-X</item>
                    <item>1/2+Y,-Z,1/2+X</item>
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                    <item>1/2+Y,Z,1/2-X</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>1/2+Z,1/2+X,Y</item>
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                    <item>1/2-Y,1/2-Z,X</item>
                    <item>1/2-X,1/2-Y,-Z</item>
                    <item>1/2+X,1/2+Y,-Z</item>
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                    <item>1/2-X,1/2+Y,Z</item>
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                    <item>1/2-Z,1/2+X,Y</item>
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                    <item>1/2+Z,1/2-X,Y</item>
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                    <item>1/2-Y,1/2+Z,X</item>
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                    <item>X,-Y,-Z</item>
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                    <item>1/2+Y,1/2-X,Z</item>
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                    <item>Z,-Y,-X</item>
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                    <item>1/2+Y,1/2-X,1/2-Z</item>
                    <item>1/2-Y,1/2+X,1/2-Z</item>
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                    <item>1/2-Z,1/2-Y,1/2+X</item>
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                    <item>Y,1/2+Z,1/2+X</item>
                    <item>-Y,1/2+Z,1/2-X</item>
                    <item>Y,1/2-Z,1/2-X</item>
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                    <item>1/2-Z,-Y,X</item>
                    <item>1/2+X,Y,1/2+Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2-Z</item>
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                    <item>1/2+Z,X,1/2+Y</item>
                    <item>1/2+Z,-X,1/2-Y</item>
                    <item>1/2-Z,-X,1/2+Y</item>
                    <item>1/2-Z,X,1/2-Y</item>
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                    <item>1/2-Y,Z,1/2-X</item>
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                    <item>1/2-Y,-Z,1/2+X</item>
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                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
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                    <item>1/2+X,1/2-Y,-Z</item>
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                    <item>Z,-X,Y</item>
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                    <item>Y,X,Z</item>
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                    <item>-Z,-Y,X</item>
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                    <item>Z,-Y,-X</item>
                    <item>Z,Y,X</item>
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                    <item>Z,-X,-Y</item>
                    <item>-Z,-X,Y</item>
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                    <item>1/2+Y,1/2+X,1/2+Z</item>
                    <item>1/2-Y,1/2+X,1/2-Z</item>
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                    <item>1/2+Z,1/2+Y,1/2+X</item>
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                    <item>1/2+Z,1/2-Y,1/2+X</item>
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                    <item>X,Y,-Z</item>
                    <item>X,-Y,Z</item>
                    <item>-X,Y,Z</item>
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                    <item>-Z,X,Y</item>
                    <item>Z,X,-Y</item>
                    <item>Z,-X,Y</item>
                    <item>-Y,-Z,-X</item>
                    <item>Y,-Z,X</item>
                    <item>-Y,Z,X</item>
                    <item>Y,Z,-X</item>
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                    <item>1/2+Y,1/2+X,1/2+Z</item>
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                    <item>1/2+X,1/2+Z,1/2+Y</item>
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                    <item>Z,Y,X</item>
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                    <item>Y,-Z,-X</item>
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                    <item>Y,-X,Z</item>
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                    <item>-Y,-X,Z</item>
                    <item>Y,X,Z</item>
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                    <item>X,Z,Y</item>
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                    <item>Z,1/2-X,1/2+Y</item>
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                    <item>Y,1/2+X,1/2+Z</item>
                    <item>-Y,1/2+X,1/2-Z</item>
                    <item>Y,1/2-X,1/2-Z</item>
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                    <item>X,1/2+Z,1/2+Y</item>
                    <item>-X,1/2+Z,1/2-Y</item>
                    <item>-Z,1/2-Y,1/2+X</item>
                    <item>-Z,1/2+Y,1/2-X</item>
                    <item>Z,1/2-Y,1/2-X</item>
                    <item>Z,1/2+Y,1/2+X</item>
                    <item>1/2+X,Y,1/2+Z</item>
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                    <item>1/2-X,Y,1/2-Z</item>
                    <item>1/2+X,-Y,1/2-Z</item>
                    <item>1/2+Z,X,1/2+Y</item>
                    <item>1/2+Z,-X,1/2-Y</item>
                    <item>1/2-Z,-X,1/2+Y</item>
                    <item>1/2-Z,X,1/2-Y</item>
                    <item>1/2+Y,Z,1/2+X</item>
                    <item>1/2-Y,Z,1/2-X</item>
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                    <item>1/2-Y,-Z,1/2+X</item>
                    <item>1/2+Y,X,1/2-Z</item>
                    <item>1/2-Y,-X,1/2-Z</item>
                    <item>1/2+Y,-X,1/2+Z</item>
                    <item>1/2-Y,X,1/2+Z</item>
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                    <item>1/2-X,Z,1/2+Y</item>
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                    <item>1/2+Z,X,1/2-Y</item>
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                    <item>1/2-Y,Z,1/2+X</item>
                    <item>1/2+Y,Z,1/2-X</item>
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                    <item>1/2+Y,X,1/2+Z</item>
                    <item>1/2-Y,X,1/2-Z</item>
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                    <item>1/2+Z,-Y,1/2-X</item>
                    <item>1/2+Z,Y,1/2+X</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>1/2+Z,1/2+X,Y</item>
                    <item>1/2+Z,1/2-X,-Y</item>
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                    <item>1/2-Y,1/2-Z,X</item>
                    <item>1/2+Y,1/2+X,-Z</item>
                    <item>1/2-Y,1/2-X,-Z</item>
                    <item>1/2+Y,1/2-X,Z</item>
                    <item>1/2-Y,1/2+X,Z</item>
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                    <item>1/2-X,1/2+Z,Y</item>
                    <item>1/2-X,1/2-Z,-Y</item>
                    <item>1/2+X,1/2-Z,Y</item>
                    <item>1/2+Z,1/2+Y,-X</item>
                    <item>1/2+Z,1/2-Y,X</item>
                    <item>1/2-Z,1/2+Y,X</item>
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                    <item>1/2-Y,1/2+Z,X</item>
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                    <item>1/2-Y,1/2-X,Z</item>
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                    <item>1/2+Z,1/2-Y,1/2+X</item>
                    <item>1/2-Z,1/2+Y,1/2+X</item>
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                    <item>X,Y,-Z</item>
                    <item>X,-Y,Z</item>
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                    <item>-Z,X,Y</item>
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                    <item>Y,-Z,X</item>
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                    <item>1/2+Y,1/2+X,1/2+Z</item>
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                    <item>1/2+X,-Z,Y</item>
                    <item>1/2+Z,Y,-X</item>
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                    <item>1/2-Z,Y,X</item>
                    <item>1/2-Z,-Y,-X</item>
                    <item>-X,1/2-Y,1/2-Z</item>
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                    <item>X,1/2-Y,1/2+Z</item>
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                    <item>Z,1/2+X,1/2-Y</item>
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                    <item>1/2+Y,-X,-Z</item>
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                    <item>Z,1/2+Y,X</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
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                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>1/2+Z,1/2+X,Y</item>
                    <item>1/2+Z,1/2-X,-Y</item>
                    <item>1/2-Z,1/2-X,Y</item>
                    <item>1/2-Z,1/2+X,-Y</item>
                    <item>1/2+Y,1/2+Z,X</item>
                    <item>1/2-Y,1/2+Z,-X</item>
                    <item>1/2+Y,1/2-Z,-X</item>
                    <item>1/2-Y,1/2-Z,X</item>
                    <item>Y,X,1/2-Z</item>
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                    <item>1/2+X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2-Y,Z</item>
                    <item>1/2-X,1/2+Y,Z</item>
                    <item>1/2-Z,1/2-X,-Y</item>
                    <item>1/2-Z,1/2+X,Y</item>
                    <item>1/2+Z,1/2+X,-Y</item>
                    <item>1/2+Z,1/2-X,Y</item>
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                <id>227</id>
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                    <item>Z,1/2+X,1/2+Y</item>
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                    <item>Y,1/2+Z,1/2+X</item>
                    <item>1/2-Y,Z,1/2-X</item>
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                    <item>1/4+Z,1/4-Y,1/4+X</item>
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                    <item>-Z,1/2+X,1/2-Y</item>
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                    <item>-Y,1/2+Z,1/2-X</item>
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                    <item>3/4+Y,3/4-X,1/4+Z</item>
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                    <item>1/4-Z,1/4+X,1/4+Y</item>
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                    <item>3/4+Y,1/4-X,3/4+Z</item>
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                    <item>1/4-Z,3/4+X,3/4+Y</item>
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                    <item>1/2-Z,Y,1/2-X</item>
                    <item>Z,-Y,-X</item>
                    <item>1/2+Z,1/2+Y,X</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
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            <ns2:SpaceGroup>
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                <bravLattice>CUBIC</bravLattice>
                <id>228</id>
                <multiplicity>192</multiplicity>
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                    <item>1/2+Y,-Z,1/2-X</item>
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                    <item>3/4-Y,3/4+X,1/4+Z</item>
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                    <item>1/2+Z,1/2-X,-Y</item>
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                    <item>Y,1/2+Z,1/2+X</item>
                    <item>1/2-Y,Z,1/2-X</item>
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                    <item>1/4-X,1/4+Y,3/4+Z</item>
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                    <item>3/4+Z,3/4+X,3/4-Y</item>
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                    <item>1/2+Y,X,Z</item>
                    <item>1/2-Y,1/2+X,1/2-Z</item>
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        </item>
        <item>
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        </item>
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                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>X,Y,-Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,-Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1011</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>1011</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 1 1 21/m</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,1/2+Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,Y,1/2-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1012</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>1012</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>B 1 1 2/m</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>X,Y,-Z</item>
                    <item>-X,-Y,Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>1/2+X,Y,1/2+Z</item>
                    <item>1/2+X,Y,1/2-Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>1/2-X,-Y,1/2-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1013</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>1013</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 1 1 2/b</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,1/2-Y,Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,1/2+Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1014</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>1014</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 1 1 21/b</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                    <item>X,1/2+Y,1/2-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1015</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>1015</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>B 1 1 2/b</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,1/2-Y,Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X,1/2+Y,-Z</item>
                    <item>1/2+X,Y,1/2+Z</item>
                    <item>1/2-X,1/2-Y,1/2+Z</item>
                    <item>1/2-X,-Y,1/2-Z</item>
                    <item>1/2+X,1/2+Y,1/2-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1017</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>1017</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 21 2 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>1/2+X,-Y,-Z</item>
                    <item>1/2-X,-Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1018</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>1018</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 21 21 2 (a)</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>X+1/2,-Y,-Z</item>
                    <item>-X,Y+1/2,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1020</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>1020</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>C 2 2 21a)</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                    <item>1/2+X,1/2-Y,-Z</item>
                    <item>-X,1/2+Y,1/2-Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                    <item>X,-Y,-Z</item>
                    <item>1/2-X,Y,1/2-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1021</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>1021</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>C 2 2 2a</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>X+1/2,-Y,-Z</item>
                    <item>-X,Y+1/2,-Z</item>
                    <item>1/2+ X,1/2+Y,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>X,1/2-Y,-Z</item>
                    <item>1/2-X,Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1022</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>1022</id>
                <multiplicity>16</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>F 2 2 2a</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>X+1/2,-Y,-Z</item>
                    <item>-X,Y+1/2,-Z</item>
                    <item>X,Y+1/2,Z+1/2</item>
                    <item>1/2-X,-Y,Z+1/2</item>
                    <item>X+1/2,-Y+1/2,-Z+1/2</item>
                    <item>-X,Y,-Z+1/2</item>
                    <item>X+1/2,Y,Z+1/2</item>
                    <item>-X,1/2-Y,Z+1/2</item>
                    <item>X,-Y,-Z+1/2</item>
                    <item>-X+1/2,Y+1/2,-Z+1/2</item>
                    <item>X+1/2,Y+1/2,Z</item>
                    <item>-X,-Y,Z</item>
                    <item>X,-Y+1/2,-Z</item>
                    <item>-X+1/2,Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1023</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>1023</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>I 2 2 2a</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>X+1/2,-Y,-Z</item>
                    <item>-X,Y+1/2,-Z</item>
                    <item>1/2+X,1/2+Y,1/2+Z</item>
                    <item>-X,-Y,1/2+Z</item>
                    <item>1/2-X,Y,1/2-Z</item>
                    <item>X,1/2-Y,1/2-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1059</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>1059</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>P 21/m 21/m 2/n a</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>-X,1/2+Y,-Z</item>
                    <item>1/2+X,-Y,-Z</item>
                    <item>-X,-Y,-Z</item>
                    <item>X+1/2,Y+1/2,-Z</item>
                    <item>X,1/2-Y,Z</item>
                    <item>1/2-X,Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1094</key>
            <ns2:SpaceGroup>
                <bravLattice>TETRAGONAL</bravLattice>
                <id>1094</id>
                <multiplicity>8</multiplicity>
                <primitiveMultiplicity>8</primitiveMultiplicity>
                <shortSymbol>P 42 21 2a</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>-Y,X+1/2,1/2+Z</item>
                    <item>Y+1/2,-X,1/2+Z</item>
                    <item>-X,Y+1/2,-Z</item>
                    <item>X+1/2,-Y,-Z</item>
                    <item>Y,X,1/2-Z</item>
                    <item>1/2-Y,1/2-X,1/2-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1146</key>
            <ns2:SpaceGroup>
                <bravLattice>TRIGONAL</bravLattice>
                <id>1146</id>
                <multiplicity>3</multiplicity>
                <primitiveMultiplicity>3</primitiveMultiplicity>
                <shortSymbol>R 3</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>Z,X,Y</item>
                    <item>Y,Z,X</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1148</key>
            <ns2:SpaceGroup>
                <bravLattice>TRIGONAL</bravLattice>
                <id>1148</id>
                <multiplicity>6</multiplicity>
                <primitiveMultiplicity>6</primitiveMultiplicity>
                <shortSymbol>R -3</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>Z,X,Y</item>
                    <item>Y,Z,X</item>
                    <item>-X,-Y,-Z</item>
                    <item>-Z,-X,-Y</item>
                    <item>-Y,-Z,-X</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1155</key>
            <ns2:SpaceGroup>
                <bravLattice>TRIGONAL</bravLattice>
                <id>1155</id>
                <multiplicity>6</multiplicity>
                <primitiveMultiplicity>6</primitiveMultiplicity>
                <shortSymbol>R 3 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>Z,X,Y</item>
                    <item>Y,Z,X</item>
                    <item>-Y,-X,-Z</item>
                    <item>-X,-Z,-Y</item>
                    <item>-Z,-Y,-X</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1160</key>
            <ns2:SpaceGroup>
                <bravLattice>TRIGONAL</bravLattice>
                <id>1160</id>
                <multiplicity>6</multiplicity>
                <primitiveMultiplicity>6</primitiveMultiplicity>
                <shortSymbol>R 3 m</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>Z,X,Y</item>
                    <item>Y,Z,X</item>
                    <item>Y,X,Z</item>
                    <item>X,Z,Y</item>
                    <item>Z,Y,X</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1161</key>
            <ns2:SpaceGroup>
                <bravLattice>TRIGONAL</bravLattice>
                <id>1161</id>
                <multiplicity>6</multiplicity>
                <primitiveMultiplicity>6</primitiveMultiplicity>
                <shortSymbol>R 3 c</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>Z,X,Y</item>
                    <item>Y,Z,X</item>
                    <item>Y+1/2,X+1/2,Z+1/2</item>
                    <item>X+1/2,Z+1/2,Y+1/2</item>
                    <item>Z+1/2,Y+1/2,X+1/2</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1166</key>
            <ns2:SpaceGroup>
                <altShortSymbol>R -3 2/m</altShortSymbol>
                <bravLattice>TRIGONAL</bravLattice>
                <id>1166</id>
                <multiplicity>12</multiplicity>
                <primitiveMultiplicity>12</primitiveMultiplicity>
                <shortSymbol>R -3 m</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>Z,X,Y</item>
                    <item>Y,Z,X</item>
                    <item>-Y,-X,-Z</item>
                    <item>-X,-Z,-Y</item>
                    <item>-Z,-Y,-X</item>
                    <item>-X,-Y,-Z</item>
                    <item>-Z,-X,-Y</item>
                    <item>-Y,-Z,-X</item>
                    <item>Y,X,Z</item>
                    <item>X,Z,Y</item>
                    <item>Z,Y,X</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1167</key>
            <ns2:SpaceGroup>
                <altShortSymbol>R -3 2/c</altShortSymbol>
                <bravLattice>TRIGONAL</bravLattice>
                <id>1167</id>
                <multiplicity>12</multiplicity>
                <primitiveMultiplicity>12</primitiveMultiplicity>
                <shortSymbol>R -3 c</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>Z,X,Y</item>
                    <item>Y,Z,X</item>
                    <item>-Y+1/2,-X+1/2,-Z+1/2</item>
                    <item>-X+1/2,-Z+1/2,-Y+1/2</item>
                    <item>-Z+1/2,-Y+1/2,-X+1/2</item>
                    <item>-X,-Y,-Z</item>
                    <item>-Z,-X,-Y</item>
                    <item>-Y,-Z,-X</item>
                    <item>Y+1/2,X+1/2,Z+1/2</item>
                    <item>X+1/2,Z+1/2,Y+1/2</item>
                    <item>Z+1/2,Y+1/2,X+1/2</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>1197</key>
            <ns2:SpaceGroup>
                <bravLattice>CUBIC</bravLattice>
                <id>1197</id>
                <multiplicity>24</multiplicity>
                <primitiveMultiplicity>12</primitiveMultiplicity>
                <shortSymbol>I 2 3a</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>1/2-X,1/2-Y,Z</item>
                    <item>X+1/2,-Y,-Z</item>
                    <item>-X,Y+1/2,-Z</item>
                    <item>Y,Z,X</item>
                    <item>1/2-Y,1/2-Z,X</item>
                    <item>Y+1/2,-Z,-X</item>
                    <item>-Y,Z+1/2,-X</item>
                    <item>Z,X,Y</item>
                    <item>1/2-Z,1/2-X,Y</item>
                    <item>Z+1/2,-X,-Y</item>
                    <item>-Z,X+1/2,-Y</item>
                    <item>1/2+X,1/2+Y,1/2+Z</item>
                    <item>-X,-Y,1/2+Z</item>
                    <item>X,1/2-Y,1/2-Z</item>
                    <item>1/2-X,Y,1/2-Z</item>
                    <item>1/2+Y,1/2+Z,1/2+X</item>
                    <item>-Y,-Z,1/2+X</item>
                    <item>Y,1/2-Z,1/2-X</item>
                    <item>1/2-Y,Z,1/2-X</item>
                    <item>1/2+Z,1/2+X,1/2+Y</item>
                    <item>-Z,-X,1/2+Y</item>
                    <item>Z,1/2-X,1/2-Y</item>
                    <item>1/2-Z,X,1/2-Y</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>2005</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>2005</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>2</primitiveMultiplicity>
                <shortSymbol>A 1 2 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X,1/2+Y,1/2+Z</item>
                    <item>-X,1/2+Y,1/2-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>2017</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>2017</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 2 21 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>X,1/2-Y,-Z</item>
                    <item>-X,1/2+Y,-Z</item>
                    <item>-X,-Y,Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>2018</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>2018</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 21 2 21</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>1/2+X,-Y,1/2-Z</item>
                    <item>1/2-X,-Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>3005</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>3005</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>2</primitiveMultiplicity>
                <shortSymbol>C 1 21 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,1/2+Y,-Z</item>
                    <item>1/2+X,1/2+Y,Z</item>
                    <item>1/2-X,Y,-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>3018</key>
            <ns2:SpaceGroup>
                <bravLattice>ORTHORHOMBIC</bravLattice>
                <id>3018</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>4</primitiveMultiplicity>
                <shortSymbol>P 2 21 21</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>X,-Y,-Z</item>
                    <item>-X,1/2+Y,1/2-Z</item>
                    <item>-X,1/2-Y,1/2+Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>4005</key>
            <ns2:SpaceGroup>
                <altShortSymbol>I 1 2 1</altShortSymbol>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>4005</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>2</primitiveMultiplicity>
                <shortSymbol>I 2</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,Y,-Z</item>
                    <item>X+1/2,Y+1/2,Z+1/2</item>
                    <item>-X+1/2,Y+1/2,-Z+1/2</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
        <item>
            <key>5005</key>
            <ns2:SpaceGroup>
                <bravLattice>MONOCLINIC</bravLattice>
                <id>5005</id>
                <multiplicity>4</multiplicity>
                <primitiveMultiplicity>2</primitiveMultiplicity>
                <shortSymbol>I 1 21 1</shortSymbol>
                <transfAlgebraic>
                    <item>X,Y,Z</item>
                    <item>-X,1/2+Y,-Z</item>
                    <item>X+1/2,Y+1/2,Z+1/2</item>
                    <item>-X+1/2,Y,1/2-Z</item>
                </transfAlgebraic>
            </ns2:SpaceGroup>
        </item>
    </mapProperty>
</ns2:SpaceGroupMapRoot>




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