Li$_{17}$Pb$_{4}$ Structure: A17B4_cF420_216_a6efg4h

Basis vectors

		Lattice coordinates		Cartesian coordinates	Wyckoff position	Atom type
$B_{1}$	=	$0$	=	$0$	(4a)	Li I
$B_{2}$	=	$x_{2} a_{1} + x_{2} a_{2} + x_{2} a_{3}$	=	$a x_{2} \hat{x} + a x_{2} \hat{y} + a x_{2} \hat{z}$	(16e)	Li II
$B_{3}$	=	$x_{2} a_{1} + x_{2} a_{2} - 3 x_{2} a_{3}$	=	$- a x_{2} \hat{x} - a x_{2} \hat{y} + a x_{2} \hat{z}$	(16e)	Li II
$B_{4}$	=	$x_{2} a_{1} - 3 x_{2} a_{2} + x_{2} a_{3}$	=	$- a x_{2} \hat{x} + a x_{2} \hat{y} - a x_{2} \hat{z}$	(16e)	Li II
$B_{5}$	=	$- 3 x_{2} a_{1} + x_{2} a_{2} + x_{2} a_{3}$	=	$a x_{2} \hat{x} - a x_{2} \hat{y} - a x_{2} \hat{z}$	(16e)	Li II
$B_{6}$	=	$x_{3} a_{1} + x_{3} a_{2} + x_{3} a_{3}$	=	$a x_{3} \hat{x} + a x_{3} \hat{y} + a x_{3} \hat{z}$	(16e)	Li III
$B_{7}$	=	$x_{3} a_{1} + x_{3} a_{2} - 3 x_{3} a_{3}$	=	$- a x_{3} \hat{x} - a x_{3} \hat{y} + a x_{3} \hat{z}$	(16e)	Li III
$B_{8}$	=	$x_{3} a_{1} - 3 x_{3} a_{2} + x_{3} a_{3}$	=	$- a x_{3} \hat{x} + a x_{3} \hat{y} - a x_{3} \hat{z}$	(16e)	Li III
$B_{9}$	=	$- 3 x_{3} a_{1} + x_{3} a_{2} + x_{3} a_{3}$	=	$a x_{3} \hat{x} - a x_{3} \hat{y} - a x_{3} \hat{z}$	(16e)	Li III
$B_{10}$	=	$x_{4} a_{1} + x_{4} a_{2} + x_{4} a_{3}$	=	$a x_{4} \hat{x} + a x_{4} \hat{y} + a x_{4} \hat{z}$	(16e)	Li IV
$B_{11}$	=	$x_{4} a_{1} + x_{4} a_{2} - 3 x_{4} a_{3}$	=	$- a x_{4} \hat{x} - a x_{4} \hat{y} + a x_{4} \hat{z}$	(16e)	Li IV
$B_{12}$	=	$x_{4} a_{1} - 3 x_{4} a_{2} + x_{4} a_{3}$	=	$- a x_{4} \hat{x} + a x_{4} \hat{y} - a x_{4} \hat{z}$	(16e)	Li IV
$B_{13}$	=	$- 3 x_{4} a_{1} + x_{4} a_{2} + x_{4} a_{3}$	=	$a x_{4} \hat{x} - a x_{4} \hat{y} - a x_{4} \hat{z}$	(16e)	Li IV
$B_{14}$	=	$x_{5} a_{1} + x_{5} a_{2} + x_{5} a_{3}$	=	$a x_{5} \hat{x} + a x_{5} \hat{y} + a x_{5} \hat{z}$	(16e)	Li V
$B_{15}$	=	$x_{5} a_{1} + x_{5} a_{2} - 3 x_{5} a_{3}$	=	$- a x_{5} \hat{x} - a x_{5} \hat{y} + a x_{5} \hat{z}$	(16e)	Li V
$B_{16}$	=	$x_{5} a_{1} - 3 x_{5} a_{2} + x_{5} a_{3}$	=	$- a x_{5} \hat{x} + a x_{5} \hat{y} - a x_{5} \hat{z}$	(16e)	Li V
$B_{17}$	=	$- 3 x_{5} a_{1} + x_{5} a_{2} + x_{5} a_{3}$	=	$a x_{5} \hat{x} - a x_{5} \hat{y} - a x_{5} \hat{z}$	(16e)	Li V
$B_{18}$	=	$x_{6} a_{1} + x_{6} a_{2} + x_{6} a_{3}$	=	$a x_{6} \hat{x} + a x_{6} \hat{y} + a x_{6} \hat{z}$	(16e)	Li VI
$B_{19}$	=	$x_{6} a_{1} + x_{6} a_{2} - 3 x_{6} a_{3}$	=	$- a x_{6} \hat{x} - a x_{6} \hat{y} + a x_{6} \hat{z}$	(16e)	Li VI
$B_{20}$	=	$x_{6} a_{1} - 3 x_{6} a_{2} + x_{6} a_{3}$	=	$- a x_{6} \hat{x} + a x_{6} \hat{y} - a x_{6} \hat{z}$	(16e)	Li VI
$B_{21}$	=	$- 3 x_{6} a_{1} + x_{6} a_{2} + x_{6} a_{3}$	=	$a x_{6} \hat{x} - a x_{6} \hat{y} - a x_{6} \hat{z}$	(16e)	Li VI
$B_{22}$	=	$x_{7} a_{1} + x_{7} a_{2} + x_{7} a_{3}$	=	$a x_{7} \hat{x} + a x_{7} \hat{y} + a x_{7} \hat{z}$	(16e)	Li VII
$B_{23}$	=	$x_{7} a_{1} + x_{7} a_{2} - 3 x_{7} a_{3}$	=	$- a x_{7} \hat{x} - a x_{7} \hat{y} + a x_{7} \hat{z}$	(16e)	Li VII
$B_{24}$	=	$x_{7} a_{1} - 3 x_{7} a_{2} + x_{7} a_{3}$	=	$- a x_{7} \hat{x} + a x_{7} \hat{y} - a x_{7} \hat{z}$	(16e)	Li VII
$B_{25}$	=	$- 3 x_{7} a_{1} + x_{7} a_{2} + x_{7} a_{3}$	=	$a x_{7} \hat{x} - a x_{7} \hat{y} - a x_{7} \hat{z}$	(16e)	Li VII
$B_{26}$	=	$x_{8} a_{1} + x_{8} a_{2} + x_{8} a_{3}$	=	$a x_{8} \hat{x} + a x_{8} \hat{y} + a x_{8} \hat{z}$	(16e)	Pb I
$B_{27}$	=	$x_{8} a_{1} + x_{8} a_{2} - 3 x_{8} a_{3}$	=	$- a x_{8} \hat{x} - a x_{8} \hat{y} + a x_{8} \hat{z}$	(16e)	Pb I
$B_{28}$	=	$x_{8} a_{1} - 3 x_{8} a_{2} + x_{8} a_{3}$	=	$- a x_{8} \hat{x} + a x_{8} \hat{y} - a x_{8} \hat{z}$	(16e)	Pb I
$B_{29}$	=	$- 3 x_{8} a_{1} + x_{8} a_{2} + x_{8} a_{3}$	=	$a x_{8} \hat{x} - a x_{8} \hat{y} - a x_{8} \hat{z}$	(16e)	Pb I
$B_{30}$	=	$x_{9} a_{1} + x_{9} a_{2} + x_{9} a_{3}$	=	$a x_{9} \hat{x} + a x_{9} \hat{y} + a x_{9} \hat{z}$	(16e)	Pb II
$B_{31}$	=	$x_{9} a_{1} + x_{9} a_{2} - 3 x_{9} a_{3}$	=	$- a x_{9} \hat{x} - a x_{9} \hat{y} + a x_{9} \hat{z}$	(16e)	Pb II
$B_{32}$	=	$x_{9} a_{1} - 3 x_{9} a_{2} + x_{9} a_{3}$	=	$- a x_{9} \hat{x} + a x_{9} \hat{y} - a x_{9} \hat{z}$	(16e)	Pb II
$B_{33}$	=	$- 3 x_{9} a_{1} + x_{9} a_{2} + x_{9} a_{3}$	=	$a x_{9} \hat{x} - a x_{9} \hat{y} - a x_{9} \hat{z}$	(16e)	Pb II
$B_{34}$	=	$- x_{10} a_{1} + x_{10} a_{2} + x_{10} a_{3}$	=	$a x_{10} \hat{x}$	(24f)	Li VIII
$B_{35}$	=	$x_{10} a_{1} - x_{10} a_{2} - x_{10} a_{3}$	=	$- a x_{10} \hat{x}$	(24f)	Li VIII
$B_{36}$	=	$x_{10} a_{1} - x_{10} a_{2} + x_{10} a_{3}$	=	$a x_{10} \hat{y}$	(24f)	Li VIII
$B_{37}$	=	$- x_{10} a_{1} + x_{10} a_{2} - x_{10} a_{3}$	=	$- a x_{10} \hat{y}$	(24f)	Li VIII
$B_{38}$	=	$x_{10} a_{1} + x_{10} a_{2} - x_{10} a_{3}$	=	$a x_{10} \hat{z}$	(24f)	Li VIII
$B_{39}$	=	$- x_{10} a_{1} - x_{10} a_{2} + x_{10} a_{3}$	=	$- a x_{10} \hat{z}$	(24f)	Li VIII
$B_{40}$	=	$- x_{11} a_{1} + x_{11} a_{2} + x_{11} a_{3}$	=	$a x_{11} \hat{x}$	(24f)	Pb III
$B_{41}$	=	$x_{11} a_{1} - x_{11} a_{2} - x_{11} a_{3}$	=	$- a x_{11} \hat{x}$	(24f)	Pb III
$B_{42}$	=	$x_{11} a_{1} - x_{11} a_{2} + x_{11} a_{3}$	=	$a x_{11} \hat{y}$	(24f)	Pb III
$B_{43}$	=	$- x_{11} a_{1} + x_{11} a_{2} - x_{11} a_{3}$	=	$- a x_{11} \hat{y}$	(24f)	Pb III
$B_{44}$	=	$x_{11} a_{1} + x_{11} a_{2} - x_{11} a_{3}$	=	$a x_{11} \hat{z}$	(24f)	Pb III
$B_{45}$	=	$- x_{11} a_{1} - x_{11} a_{2} + x_{11} a_{3}$	=	$- a x_{11} \hat{z}$	(24f)	Pb III
$B_{46}$	=	$- (x_{12} - \frac{1}{2}) a_{1} + x_{12} a_{2} + x_{12} a_{3}$	=	$a x_{12} \hat{x} + \frac{1}{4} a \hat{y} + \frac{1}{4} a \hat{z}$	(24g)	Li IX
$B_{47}$	=	$x_{12} a_{1} - (x_{12} - \frac{1}{2}) a_{2} - (x_{12} - \frac{1}{2}) a_{3}$	=	$- a (x_{12} - \frac{1}{2}) \hat{x} + \frac{1}{4} a \hat{y} + \frac{1}{4} a \hat{z}$	(24g)	Li IX
$B_{48}$	=	$x_{12} a_{1} - (x_{12} - \frac{1}{2}) a_{2} + x_{12} a_{3}$	=	$\frac{1}{4} a \hat{x} + a x_{12} \hat{y} + \frac{1}{4} a \hat{z}$	(24g)	Li IX
$B_{49}$	=	$- (x_{12} - \frac{1}{2}) a_{1} + x_{12} a_{2} - (x_{12} - \frac{1}{2}) a_{3}$	=	$\frac{1}{4} a \hat{x} - a (x_{12} - \frac{1}{2}) \hat{y} + \frac{1}{4} a \hat{z}$	(24g)	Li IX
$B_{50}$	=	$x_{12} a_{1} + x_{12} a_{2} - (x_{12} - \frac{1}{2}) a_{3}$	=	$\frac{1}{4} a \hat{x} + \frac{1}{4} a \hat{y} + a x_{12} \hat{z}$	(24g)	Li IX
$B_{51}$	=	$- (x_{12} - \frac{1}{2}) a_{1} - (x_{12} - \frac{1}{2}) a_{2} + x_{12} a_{3}$	=	$\frac{1}{4} a \hat{x} + \frac{1}{4} a \hat{y} - a (x_{12} - \frac{1}{2}) \hat{z}$	(24g)	Li IX
$B_{52}$	=	$- (x_{13} - \frac{1}{2}) a_{1} + x_{13} a_{2} + x_{13} a_{3}$	=	$a x_{13} \hat{x} + \frac{1}{4} a \hat{y} + \frac{1}{4} a \hat{z}$	(24g)	Pb IV
$B_{53}$	=	$x_{13} a_{1} - (x_{13} - \frac{1}{2}) a_{2} - (x_{13} - \frac{1}{2}) a_{3}$	=	$- a (x_{13} - \frac{1}{2}) \hat{x} + \frac{1}{4} a \hat{y} + \frac{1}{4} a \hat{z}$	(24g)	Pb IV
$B_{54}$	=	$x_{13} a_{1} - (x_{13} - \frac{1}{2}) a_{2} + x_{13} a_{3}$	=	$\frac{1}{4} a \hat{x} + a x_{13} \hat{y} + \frac{1}{4} a \hat{z}$	(24g)	Pb IV
$B_{55}$	=	$- (x_{13} - \frac{1}{2}) a_{1} + x_{13} a_{2} - (x_{13} - \frac{1}{2}) a_{3}$	=	$\frac{1}{4} a \hat{x} - a (x_{13} - \frac{1}{2}) \hat{y} + \frac{1}{4} a \hat{z}$	(24g)	Pb IV
$B_{56}$	=	$x_{13} a_{1} + x_{13} a_{2} - (x_{13} - \frac{1}{2}) a_{3}$	=	$\frac{1}{4} a \hat{x} + \frac{1}{4} a \hat{y} + a x_{13} \hat{z}$	(24g)	Pb IV
$B_{57}$	=	$- (x_{13} - \frac{1}{2}) a_{1} - (x_{13} - \frac{1}{2}) a_{2} + x_{13} a_{3}$	=	$\frac{1}{4} a \hat{x} + \frac{1}{4} a \hat{y} - a (x_{13} - \frac{1}{2}) \hat{z}$	(24g)	Pb IV
$B_{58}$	=	$z_{14} a_{1} + z_{14} a_{2} + (2 x_{14} - z_{14}) a_{3}$	=	$a x_{14} \hat{x} + a x_{14} \hat{y} + a z_{14} \hat{z}$	(48h)	Li X
$B_{59}$	=	$z_{14} a_{1} + z_{14} a_{2} - (2 x_{14} + z_{14}) a_{3}$	=	$- a x_{14} \hat{x} - a x_{14} \hat{y} + a z_{14} \hat{z}$	(48h)	Li X
$B_{60}$	=	$(2 x_{14} - z_{14}) a_{1} - (2 x_{14} + z_{14}) a_{2} + z_{14} a_{3}$	=	$- a x_{14} \hat{x} + a x_{14} \hat{y} - a z_{14} \hat{z}$	(48h)	Li X
$B_{61}$	=	$- (2 x_{14} + z_{14}) a_{1} + (2 x_{14} - z_{14}) a_{2} + z_{14} a_{3}$	=	$a x_{14} \hat{x} - a x_{14} \hat{y} - a z_{14} \hat{z}$	(48h)	Li X
$B_{62}$	=	$(2 x_{14} - z_{14}) a_{1} + z_{14} a_{2} + z_{14} a_{3}$	=	$a z_{14} \hat{x} + a x_{14} \hat{y} + a x_{14} \hat{z}$	(48h)	Li X
$B_{63}$	=	$- (2 x_{14} + z_{14}) a_{1} + z_{14} a_{2} + z_{14} a_{3}$	=	$a z_{14} \hat{x} - a x_{14} \hat{y} - a x_{14} \hat{z}$	(48h)	Li X
$B_{64}$	=	$z_{14} a_{1} + (2 x_{14} - z_{14}) a_{2} - (2 x_{14} + z_{14}) a_{3}$	=	$- a z_{14} \hat{x} - a x_{14} \hat{y} + a x_{14} \hat{z}$	(48h)	Li X
$B_{65}$	=	$z_{14} a_{1} - (2 x_{14} + z_{14}) a_{2} + (2 x_{14} - z_{14}) a_{3}$	=	$- a z_{14} \hat{x} + a x_{14} \hat{y} - a x_{14} \hat{z}$	(48h)	Li X
$B_{66}$	=	$z_{14} a_{1} + (2 x_{14} - z_{14}) a_{2} + z_{14} a_{3}$	=	$a x_{14} \hat{x} + a z_{14} \hat{y} + a x_{14} \hat{z}$	(48h)	Li X
$B_{67}$	=	$z_{14} a_{1} - (2 x_{14} + z_{14}) a_{2} + z_{14} a_{3}$	=	$- a x_{14} \hat{x} + a z_{14} \hat{y} - a x_{14} \hat{z}$	(48h)	Li X
$B_{68}$	=	$- (2 x_{14} + z_{14}) a_{1} + z_{14} a_{2} + (2 x_{14} - z_{14}) a_{3}$	=	$a x_{14} \hat{x} - a z_{14} \hat{y} - a x_{14} \hat{z}$	(48h)	Li X
$B_{69}$	=	$(2 x_{14} - z_{14}) a_{1} + z_{14} a_{2} - (2 x_{14} + z_{14}) a_{3}$	=	$- a x_{14} \hat{x} - a z_{14} \hat{y} + a x_{14} \hat{z}$	(48h)	Li X
$B_{70}$	=	$z_{15} a_{1} + z_{15} a_{2} + (2 x_{15} - z_{15}) a_{3}$	=	$a x_{15} \hat{x} + a x_{15} \hat{y} + a z_{15} \hat{z}$	(48h)	Li XI
$B_{71}$	=	$z_{15} a_{1} + z_{15} a_{2} - (2 x_{15} + z_{15}) a_{3}$	=	$- a x_{15} \hat{x} - a x_{15} \hat{y} + a z_{15} \hat{z}$	(48h)	Li XI
$B_{72}$	=	$(2 x_{15} - z_{15}) a_{1} - (2 x_{15} + z_{15}) a_{2} + z_{15} a_{3}$	=	$- a x_{15} \hat{x} + a x_{15} \hat{y} - a z_{15} \hat{z}$	(48h)	Li XI
$B_{73}$	=	$- (2 x_{15} + z_{15}) a_{1} + (2 x_{15} - z_{15}) a_{2} + z_{15} a_{3}$	=	$a x_{15} \hat{x} - a x_{15} \hat{y} - a z_{15} \hat{z}$	(48h)	Li XI
$B_{74}$	=	$(2 x_{15} - z_{15}) a_{1} + z_{15} a_{2} + z_{15} a_{3}$	=	$a z_{15} \hat{x} + a x_{15} \hat{y} + a x_{15} \hat{z}$	(48h)	Li XI
$B_{75}$	=	$- (2 x_{15} + z_{15}) a_{1} + z_{15} a_{2} + z_{15} a_{3}$	=	$a z_{15} \hat{x} - a x_{15} \hat{y} - a x_{15} \hat{z}$	(48h)	Li XI
$B_{76}$	=	$z_{15} a_{1} + (2 x_{15} - z_{15}) a_{2} - (2 x_{15} + z_{15}) a_{3}$	=	$- a z_{15} \hat{x} - a x_{15} \hat{y} + a x_{15} \hat{z}$	(48h)	Li XI
$B_{77}$	=	$z_{15} a_{1} - (2 x_{15} + z_{15}) a_{2} + (2 x_{15} - z_{15}) a_{3}$	=	$- a z_{15} \hat{x} + a x_{15} \hat{y} - a x_{15} \hat{z}$	(48h)	Li XI
$B_{78}$	=	$z_{15} a_{1} + (2 x_{15} - z_{15}) a_{2} + z_{15} a_{3}$	=	$a x_{15} \hat{x} + a z_{15} \hat{y} + a x_{15} \hat{z}$	(48h)	Li XI
$B_{79}$	=	$z_{15} a_{1} - (2 x_{15} + z_{15}) a_{2} + z_{15} a_{3}$	=	$- a x_{15} \hat{x} + a z_{15} \hat{y} - a x_{15} \hat{z}$	(48h)	Li XI
$B_{80}$	=	$- (2 x_{15} + z_{15}) a_{1} + z_{15} a_{2} + (2 x_{15} - z_{15}) a_{3}$	=	$a x_{15} \hat{x} - a z_{15} \hat{y} - a x_{15} \hat{z}$	(48h)	Li XI
$B_{81}$	=	$(2 x_{15} - z_{15}) a_{1} + z_{15} a_{2} - (2 x_{15} + z_{15}) a_{3}$	=	$- a x_{15} \hat{x} - a z_{15} \hat{y} + a x_{15} \hat{z}$	(48h)	Li XI
$B_{82}$	=	$z_{16} a_{1} + z_{16} a_{2} + (2 x_{16} - z_{16}) a_{3}$	=	$a x_{16} \hat{x} + a x_{16} \hat{y} + a z_{16} \hat{z}$	(48h)	Li XII
$B_{83}$	=	$z_{16} a_{1} + z_{16} a_{2} - (2 x_{16} + z_{16}) a_{3}$	=	$- a x_{16} \hat{x} - a x_{16} \hat{y} + a z_{16} \hat{z}$	(48h)	Li XII
$B_{84}$	=	$(2 x_{16} - z_{16}) a_{1} - (2 x_{16} + z_{16}) a_{2} + z_{16} a_{3}$	=	$- a x_{16} \hat{x} + a x_{16} \hat{y} - a z_{16} \hat{z}$	(48h)	Li XII
$B_{85}$	=	$- (2 x_{16} + z_{16}) a_{1} + (2 x_{16} - z_{16}) a_{2} + z_{16} a_{3}$	=	$a x_{16} \hat{x} - a x_{16} \hat{y} - a z_{16} \hat{z}$	(48h)	Li XII
$B_{86}$	=	$(2 x_{16} - z_{16}) a_{1} + z_{16} a_{2} + z_{16} a_{3}$	=	$a z_{16} \hat{x} + a x_{16} \hat{y} + a x_{16} \hat{z}$	(48h)	Li XII
$B_{87}$	=	$- (2 x_{16} + z_{16}) a_{1} + z_{16} a_{2} + z_{16} a_{3}$	=	$a z_{16} \hat{x} - a x_{16} \hat{y} - a x_{16} \hat{z}$	(48h)	Li XII
$B_{88}$	=	$z_{16} a_{1} + (2 x_{16} - z_{16}) a_{2} - (2 x_{16} + z_{16}) a_{3}$	=	$- a z_{16} \hat{x} - a x_{16} \hat{y} + a x_{16} \hat{z}$	(48h)	Li XII
$B_{89}$	=	$z_{16} a_{1} - (2 x_{16} + z_{16}) a_{2} + (2 x_{16} - z_{16}) a_{3}$	=	$- a z_{16} \hat{x} + a x_{16} \hat{y} - a x_{16} \hat{z}$	(48h)	Li XII
$B_{90}$	=	$z_{16} a_{1} + (2 x_{16} - z_{16}) a_{2} + z_{16} a_{3}$	=	$a x_{16} \hat{x} + a z_{16} \hat{y} + a x_{16} \hat{z}$	(48h)	Li XII
$B_{91}$	=	$z_{16} a_{1} - (2 x_{16} + z_{16}) a_{2} + z_{16} a_{3}$	=	$- a x_{16} \hat{x} + a z_{16} \hat{y} - a x_{16} \hat{z}$	(48h)	Li XII
$B_{92}$	=	$- (2 x_{16} + z_{16}) a_{1} + z_{16} a_{2} + (2 x_{16} - z_{16}) a_{3}$	=	$a x_{16} \hat{x} - a z_{16} \hat{y} - a x_{16} \hat{z}$	(48h)	Li XII
$B_{93}$	=	$(2 x_{16} - z_{16}) a_{1} + z_{16} a_{2} - (2 x_{16} + z_{16}) a_{3}$	=	$- a x_{16} \hat{x} - a z_{16} \hat{y} + a x_{16} \hat{z}$	(48h)	Li XII
$B_{94}$	=	$z_{17} a_{1} + z_{17} a_{2} + (2 x_{17} - z_{17}) a_{3}$	=	$a x_{17} \hat{x} + a x_{17} \hat{y} + a z_{17} \hat{z}$	(48h)	Li XIII
$B_{95}$	=	$z_{17} a_{1} + z_{17} a_{2} - (2 x_{17} + z_{17}) a_{3}$	=	$- a x_{17} \hat{x} - a x_{17} \hat{y} + a z_{17} \hat{z}$	(48h)	Li XIII
$B_{96}$	=	$(2 x_{17} - z_{17}) a_{1} - (2 x_{17} + z_{17}) a_{2} + z_{17} a_{3}$	=	$- a x_{17} \hat{x} + a x_{17} \hat{y} - a z_{17} \hat{z}$	(48h)	Li XIII
$B_{97}$	=	$- (2 x_{17} + z_{17}) a_{1} + (2 x_{17} - z_{17}) a_{2} + z_{17} a_{3}$	=	$a x_{17} \hat{x} - a x_{17} \hat{y} - a z_{17} \hat{z}$	(48h)	Li XIII
$B_{98}$	=	$(2 x_{17} - z_{17}) a_{1} + z_{17} a_{2} + z_{17} a_{3}$	=	$a z_{17} \hat{x} + a x_{17} \hat{y} + a x_{17} \hat{z}$	(48h)	Li XIII
$B_{99}$	=	$- (2 x_{17} + z_{17}) a_{1} + z_{17} a_{2} + z_{17} a_{3}$	=	$a z_{17} \hat{x} - a x_{17} \hat{y} - a x_{17} \hat{z}$	(48h)	Li XIII
$B_{100}$	=	$z_{17} a_{1} + (2 x_{17} - z_{17}) a_{2} - (2 x_{17} + z_{17}) a_{3}$	=	$- a z_{17} \hat{x} - a x_{17} \hat{y} + a x_{17} \hat{z}$	(48h)	Li XIII
$B_{101}$	=	$z_{17} a_{1} - (2 x_{17} + z_{17}) a_{2} + (2 x_{17} - z_{17}) a_{3}$	=	$- a z_{17} \hat{x} + a x_{17} \hat{y} - a x_{17} \hat{z}$	(48h)	Li XIII
$B_{102}$	=	$z_{17} a_{1} + (2 x_{17} - z_{17}) a_{2} + z_{17} a_{3}$	=	$a x_{17} \hat{x} + a z_{17} \hat{y} + a x_{17} \hat{z}$	(48h)	Li XIII
$B_{103}$	=	$z_{17} a_{1} - (2 x_{17} + z_{17}) a_{2} + z_{17} a_{3}$	=	$- a x_{17} \hat{x} + a z_{17} \hat{y} - a x_{17} \hat{z}$	(48h)	Li XIII
$B_{104}$	=	$- (2 x_{17} + z_{17}) a_{1} + z_{17} a_{2} + (2 x_{17} - z_{17}) a_{3}$	=	$a x_{17} \hat{x} - a z_{17} \hat{y} - a x_{17} \hat{z}$	(48h)	Li XIII
$B_{105}$	=	$(2 x_{17} - z_{17}) a_{1} + z_{17} a_{2} - (2 x_{17} + z_{17}) a_{3}$	=	$- a x_{17} \hat{x} - a z_{17} \hat{y} + a x_{17} \hat{z}$	(48h)	Li XIII

Prototype	Li $_{17}$ Pb $_{4}$
AFLOW prototype label	A17B4_cF420_216_a6efg4h_2efg-001
ICSD	107216
Pearson symbol	cF420
Space group number	216
Space group symbol	$F \overline{4} 3 m$
AFLOW prototype command	aflow --proto=A17B4_cF420_216_a6efg4h_2efg-001 --params= $a, x_{2}, x_{3}, x_{4}, x_{5}, x_{6}, x_{7}, x_{8}, x_{9}, x_{10}, x_{11}, x_{12}, x_{13}, x_{14}, z_{14}, x_{15}, z_{15}, x_{16}, z_{16}, x_{17}, z_{17}$

Encyclopedia of Crystallographic Prototypes

Li $_{17}$ Pb $_{4}$ Structure: A17B4_cF420_216_a6efg4h_2efg-001

Face-centered Cubic primitive vectors

References

Running:

Output:

Encyclopedia of Crystallographic Prototypes

Li17​Pb4​ Structure: A17B4_cF420_216_a6efg4h_2efg-001

Face-centered Cubic primitive vectors

References

Running:

Output:

Li $_{17}$ Pb $_{4}$ Structure: A17B4_cF420_216_a6efg4h_2efg-001