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 &path
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  nat=23,  ! Number of atoms
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  ngeomi=2,! Number of initial geometries
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  ngeomf=10, !Number of geometries along the path
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  OptReac=F, ! Do you want to optimize the reactants ?
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  OptProd=F, ! Don't optimize the products
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  EProd= -139.258087, ! As we don't optimize products, we can give their energy
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  EReac= -139.578314,! Energy of the reactant, because it is not calculated
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  PathOnly=F,  ! do NOT stop after generating the first path
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  Fcart=T,  ! Some atoms  described in cartesian coordinates. See CartList.
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  AtTypes="Pt" "C" "O" ,! Type of the atoms
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  coord='mixed', !  ! we use mixed coordinates
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  maxcyc=30,! Launch 30 iterations
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  IReparam=1,! re-distribution of points along the path every 1 iteration
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  SMax=0.1, ! Max displacement will be 0.1 a.u.
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  ISpline=5, ! Start using spline interpolation at iteration
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  prog='VaSP',! we use the VASP program to get energy and gradients
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  RunMode='Serial',  ! we compute E and Forces  sequentially
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  progexe='./RunVasp' ! we use the scrip RunVasp to actually launch VASP
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  /
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 &CartList List=1 -20 /
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Pt(111) 5c met. 6 c vides + (2x2) + CO+O
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   1.00000000000000
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     5.6241399999999997    0.0000000000000000    0.0000000000000000
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    -2.8120699999999998    4.8706481144402121    0.0000000000000000
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     0.0000000000000000    0.0000000000000000   22.9993025279694656
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  20   1   2
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Selective dynamics
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Direct
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  0.0000000000000000  0.0000000000000000  0.0000000000000000   F   F   F
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  0.5000000000000000  0.0000000000000000  0.0000000000000000   F   F   F
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  0.0000000000000000  0.5000000000000000  0.0000000000000000   F   F   F
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  0.5000000000000000  0.5000000000000000  0.0000000000000000   F   F   F
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  0.1666666666666643  0.3333333333333357  0.1000000000000014   F   F   F
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  0.6666666666666643  0.3333333333333357  0.1000000000000014   F   F   F
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  0.1666666666666643  0.8333333333333357  0.1000000000000014   F   F   F
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  0.6666666666666643  0.8333333333333357  0.1000000000000014   F   F   F
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  0.3312494678895713  0.1656247339447821  0.2000650221512907   T   T   T
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  0.8343752660552178  0.1656247339447821  0.2000650221512907   T   T   T
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  0.8343752660552178  0.6687505321104290  0.2000650221512907   T   T   T
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  0.3333333333333357  0.6666666666666643  0.1989322786478102   T   T   T
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  0.0000000000000000  0.0000000000000000  0.3049797611957177   T   T   T
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  0.5012215770853086  0.0024431541706242  0.2988640527255405   T   T   T
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  0.9975568458293755  0.4987784229146913  0.2988640527255405   T   T   T
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  0.5012215770853086  0.4987784229146913  0.2988640527255405   T   T   T
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  0.1636261803593769  0.3272523607187537  0.4016023552577619   T   T   T
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  0.6666666666666643  0.3333333333333357  0.4039432223561479   T   T   T
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  0.1636261803593769  0.8363738196406233  0.4016023552577619   T   T   T
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  0.6727476392812467  0.8363738196406233  0.4016023552577619   T   T   T
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  0.6666666666666643  0.3333333333333357  0.4851233567089529   T   T   T
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  0.6666666666666643  0.3333333333333357  0.5353693274205206   T   T   T
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  0.3333333333333286  0.6666666666666714  0.4552485250372680   T   T   T
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Pt(111) 5c met. 6 c vides + (2x2) + CO+O
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   1.00000000000000
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     5.6241399999999997    0.0000000000000000    0.0000000000000000
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    -2.8120699999999998    4.8706481144402121    0.0000000000000000
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     0.0000000000000000    0.0000000000000000   22.9993025279694656
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  20   1   2
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Selective dynamics
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Direct
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  0.0000000000000000  0.0000000000000000  0.0000000000000000   F   F   F
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  0.5000000000000000  0.0000000000000000  0.0000000000000000   F   F   F
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  0.0000000000000000  0.5000000000000000  0.0000000000000000   F   F   F
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  0.5000000000000000  0.5000000000000000  0.0000000000000000   F   F   F
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  0.1666666666666643  0.3333333333333357  0.1000000000000014   F   F   F
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  0.6666666666666643  0.3333333333333357  0.1000000000000014   F   F   F
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  0.1666666666666643  0.8333333333333357  0.1000000000000014   F   F   F
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  0.6666666666666643  0.8333333333333357  0.1000000000000014   F   F   F
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  0.3333353975168575  0.1666438715374017  0.1986002597140218   T   T   T
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  0.8333403210548475  0.1666509691792946  0.1985951454848725   T   T   T
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  0.8333409037841187  0.6666472796414442  0.1985964980703305   T   T   T
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  0.3333238335130192  0.6666392268365445  0.1985886239182766   T   T   T
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  0.9999617034511911  0.9998888282191930  0.2974795871350692   T   T   T
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  0.4999473247002513  0.9998693862713626  0.2974682028687743   T   T   T
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  0.9999863206811004  0.4999301882185511  0.2974642227650535   T   T   T
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  0.4999658150793101  0.4999168754294835  0.2974680428614041   T   T   T
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  0.1665405010219072  0.3330823961827170  0.3974964450182662   T   T   T
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  0.6665975225309845  0.3330642960797304  0.3975177029878819   T   T   T
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  0.1665996677662783  0.8330538544691352  0.3975167863229472   T   T   T
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  0.6665572450291234  0.8331019445865336  0.3974969275775631   T   T   T
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  0.5929747344527317  0.4140358994090573  0.5812350180389987   T   T   T
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  0.6943114107032239  0.2794239342435746  0.5915072062646071   T   T   T
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  0.4917024505660316  0.5487034897377517  0.5709635073040794   T   T   T