TAPE BACKFILLING: reassigning patially filled tape volumes to new families SUMMARY: 206 tapes with >180 GB/tape empty, 37.1 TB total, mainly from b (144) and top (46) -> production datasets, mainly edil0i (52) and hbhd0i (44) 732 tapes with 100-180 GB/tape empty, 107.7 TB total -> physics group MC datasets, mainly top (340) and b (204), no reassignment from one group to another ******************************************************************************* Production datasets (0i): Partially filled tapes with 0-200 GB empty: 154, 19.5 TB of free space family tapes free/GB -------------------------- aexp0i 0 0.0 bhel0i 1 41.6 bhmu0i 1 183.6 blpc0i 1 88.5 bmcl0i 2 236.6 bmub0i 1 47.7 bpel0i 4 537.0 cdip0i 1 57.6 cph10i 8 874.8 cph20i 0 0.0 cphb0i 3 378.6 cphc0i 1 89.9 cpjj0i 1 128.1 dmon0i 0 0.0 ebjt0i 1 84.4 edil0i 1 63.7 ehig0i 1 93.1 emet0i 1 151.8 etau0i 1 178.4 etlp0i 8 1155.8 ezbb0i 12 1690.1 gcrs0i 1 102.2 gdif0i 1 96.9 gjet0i 0 0.0 gjs00i 1 28.1 gjs10i 1 186.4 gjst0i 0 0.0 gjt00i 1 51.2 gjt10i 2 120.7 gjt20i 1 68.8 gjt30i 1 73.4 gjt40i 1 5.9 gjtc0i 1 60.6 gmbs0i 1 132.8 gmjj0i 1 63.9 gpjj0i 1 164.0 gset0i 1 32.2 hbck0i 1 177.5 hbhd0i 45 6761.7 hbpp0i 1 3.0 incl0i 0 0.0 jbel0i 1 137.2 jbmm0i 1 177.4 jbmu0i 2 84.4 jpee0i 2 261.7 jpmm0i 1 136.9 jrar0i 1 161.5 xbck0i 1 161.5 xbel0i 1 89.9 xbhd0i 23 3549.0 xbmm0i 1 73.9 xbmu0i 1 63.0 xbpp0i 2 190.6 xpee0i 2 292.9 xpmm0i 1 113.1 xrar0i 3 299.9 -------------------------- sum: 154 20003.7 ******************************************************************************* Physics group datsets: Partially filled tapes with 0-200 GB empty: 14, 1.2 TB of free space family tapes free/GB -------------------------- cdfhstn 1 41.9 cdfpbnt 2 257.5 cdfpbot 1 112.1 cdfpbstrip 1 14.9 cdfpent 1 70.5 cdfpewk 1 25.6 cdfpexo 1 65.2 cdfpqcd 1 27.6 cdfpqnt 0 0.0 cdfpstn 1 131.5 cdfptnt 2 232.4 cdfptop 1 114.2 cdfpxnt 1 143.5 -------------------------- sum: 14 1236.8 ******************************************************************************* Other datasets: Number of and free space on partially filled tapes for different cuts on the minimal amount of empty space per tape: cut/GB tapes free/TB ----------------------- 0 1161 157.2 20 1122 156.8 40 1086 155.7 60 1056 154.3 80 1003 150.5 100 938 144.8 120 866 137.1 140 703 115.8 160 481 83.1 180 206 37.1 ******************************************************************************* PROPOSAL: Reassign tapes assigned to other datasets based on: - file family in dataset registries table in case of group datasets - user name in case of private datasets anikeev -> cdfpbot behari -> cdfpbot castro -> cdfptop cdfuitb -> cdfpbot cmircea -> cdfpexo eikoyu -> cdfpbot litvinse -> cdfpbot luis -> cdfpbot mjkim -> cdfpbot nachtman -> cdfpexo oglez -> cdfpexo paus -> cdfpbot ratnikov -> cdfpexo reisert -> cdfpbot schuang -> cdfpewk tara -> cdfpqcd twright -> cdfpexo cdfpbot : ['anikeev', 'behari', 'cdfuitb', 'eikoyu', 'litvinse', 'luis', 'mjkim', 'paus', 'reisert'] cdfpewk : ['schuang'] cdfpexo : ['cmircea', 'nachtman', 'oglez', 'ratnikov', 'twright'] cdfpqcd : ['tara'] cdfptop : ['castro'] ******************************************************************************* PROPOSAL: 1. Reassign tapes with more than 180 GB of free space to production datasets. Partially filled tapes with 180-200 GB empty: 206, 37.1 TB of free space family tapes free/GB -------------------------- cdfhstn 0 0.0 cdfpbnt 0 0.0 cdfpbot 144 26627.2 cdfpbstrip 0 0.0 cdfpent 0 0.0 cdfpewk 4 740.0 cdfpexo 8 1484.0 cdfpqcd 4 738.3 cdfpqnt 0 0.0 cdfpstn 0 0.0 cdfptnt 0 0.0 cdfptop 46 8436.4 cdfpxnt 0 0.0 -------------------------- sum: 206 38025.9 Distribution to production datasets: aexp 0 bhel 0 bhmu 0 blpc 0 bmcl 0 bmub 0 bpel 0 cdip 0 cph1 0 cph2 0 cphb 0 cphc 1 cpjj 2 dmon 0 ebjt 16 edil 52 ehig 11 emet 8 etau 9 etlp 19 ezbb 0 gcrs 2 gdif 13 gjet 0 gjs0 0 gjs1 3 gjst 0 gjt0 1 gjt1 3 gjt2 0 gjt3 0 gjt4 1 gjtc 1 gmbs 1 gmjj 0 gpjj 0 gset 0 hbck 5 hbhd 44 hbpp 1 incl 0 jbel 2 jbmm 1 jbmu 1 jpee 0 jpmm 2 jrar 3 xbck 1 xbel 0 xbhd 3 xbmm 0 xbmu 0 xbpp 0 xpee 0 xpmm 0 xrar 0 --------- sum 206 2. Reassign remaining tapes with more than 100 GB (and less than 180 GB) of free space to physics group datasets. Partially filled tapes with 100-180 GB empty: 732, 107.7 TB of free space family tapes free/GB -------------------------- cdfhstn 0 0.0 cdfpbnt 0 0.0 cdfpbot 204 32279.2 cdfpbstrip 1 140.1 cdfpent 0 0.0 cdfpewk 36 5097.7 cdfpexo 68 10046.7 cdfpqcd 83 11586.0 cdfpqnt 0 0.0 cdfpstn 0 0.0 cdfptnt 0 0.0 cdfptop 340 51121.0 cdfpxnt 0 0.0 -------------------------- sum: 732 110270.8 ******************************************************************************* Detailed list of family reassignments: cdfhstn: cdfpbnt: cdfpbot: b3t500 b3t501 b3t510 b3t511 b3t520 b3t521 b3t531 b3t540 b3t541 b3t550 b3t551 b3t560 b3t561 b3t571 b3t580 b3t581 b3t591 b3t5a1 b3t5b0 b3t5b1 b3t5c0 b3t5c1 b3t5d0 b3t5d1 b3t5e1 b3t5f0 b3t5f1 b3t5g0 b3t5g1 b3t5h0 b3t5h1 b3t5i0 b3t5i1 b3t5j0 b3t5j1 b3t5k0 b3t5k1 b3t5l0 b3t5l1 b3t5m0 b3t5n0 b3t5n1 b3t5o0 b3t5o1 b3t5p0 b3t5p1 b3t5q0 b3t5q1 b3t5r0 b3t5s0 b3t5t1 b3t5u0 b3t5u1 b3t5w0 b3t5x0 b3t5y0 b3t5z0 b6nx0d cdfuitb chdl01 chdl02 chdl03 chdl04 chdl05 chdl07 e77j00 e77j10 e77j20 eikoyu f3t500 f3t510 f3t520 f3t530 fitb00 g6nx1d g6nx2d g6nx39 g6nx49 g6nx59 h3t520 h3t5ba h3t5ha h3t5ia h77j60 h77j70 h77j80 hitb0c hitb0d j6nxa8 j77j10 j77j20 j7bf0y j7bf1y j7bf2y jbot2d litvinse luis m3t500 m3t502 m3t512 m3t521 m3t540 m3t541 m3t550 m3t560 m3t561 m3t570 m3t580 m3t590 m3t5a0 m3t5b1 m3t5c0 m3t5c1 m3t5e1 m3t5f1 m3t5g1 m3t5h0 m3t5h1 m3t5i0 m3t5i1 m3t5j0 m3t5j1 m3t5k0 m3t5k1 m3t5l0 m3t5l1 m3t5m0 m3t5m1 m3t5n0 m3t5n1 m3t5o0 m3t5o1 m3t5p0 m3t5p1 m3t5q0 m3t5q1 m3t5r0 m3t5r1 m3t5s0 m3t5s1 m3t5t0 m3t5t1 m3t5u0 m3t5u1 m3t5v0 m3t5v1 m3t5w0 m3t5w1 m3t5x0 m3t5x1 m3t5y0 m3t5y1 m3t5z0 m3t5z1 m6nx09 m6nx0d m6nx0e m6nx1e m6nx2e m6nx3e m6nx4e m6nx6e m6nx7e m6nx9e m6nxa8 m6nxae m6nxbe m6nxc8 m6nxcd m6nxce m6nxd8 m6nxdd m6nxde m6nxe8 m6nxed m6nxf8 m6nxfd m6nxg8 m6nxgd m6nxh8 m6nxhd m6nxi8 m6nxid m6nxj8 m6nxjd m6nxk8 m6nxkd m6nxl8 m6nxld m6nxm8 m6nxmd m6nxn8 m6nxod m6nxpd m6nxqd m6nxrd m6nxsd m6nxud m6nxvd m6nxxd m6nxyd m6nxzd m77j00 m77j10 m8fl0d m8fl3d m8fl4d m8fl5d m8fl6d m8fl7d m8fl8d m8fl9d m8flad m8flbd m8flcd mbot08 mbot0r mbot0w mbot1w mbot40 mbot50 mbot60 mbot80 mbot90 mbota0 mbotb0 mbotc0 mbotd0 mbote0 mbotf0 mbotg0 mboth0 mboti0 mbotj0 mbotk0 mbotl0 mbotm0 mbotn0 mboto0 mbotp0 mbotq0 mbotr0 mbots0 mbott0 mbotu0 mbotv0 mbotw0 mbotx0 mboty0 mbotz0 mjkim nbot00 nbot10 nbot20 nbot30 nbot40 nbot50 nbot60 nbot70 nbot80 nbot90 nbotc0 nbotd0 nbote0 nboth0 nbotk0 nbotl0 nbotm0 nboto0 nbotp0 nbotq0 nbotr0 nbott0 nbotu0 nbotv0 nbotx0 nboty0 nbotz0 obot00 obot30 obot60 obot70 obot80 obot90 obota0 obotb0 obotc0 obotd0 obote0 obotf0 oboth0 oboti0 obotj0 obotk0 obotl0 obotm0 obotn0 oboto0 obotp0 obotr0 obots0 obotv0 obotw0 obotx0 paus r3t500 r3t510 r3t530 r3t550 r3t560 skbh05 x6nx0c x6nx0e x6nx1c x6nx2c x6nx2d x6nx2e x6nx3e x6nx6d x6nx8d x6nx9d x6nxad x6nxbd z35b10 z35b20 z35b30 z35b40 z35b50 z35b60 z3t500 z3t50z z3t51z zitb4z zitb5z zitb6z zitb7z zitb8z zitb9z zitbcz zitbdz zitbez zitbfz zitbgz zitbhz zitbiz zitbjz zitbkz cdfpbstrip: skbh12 cdfpent: cdfpewk: bewk1d dewkdw dewkew eewk0d jewk00 sewk03 sewk05 sewk06 sewk07 sewk08 sewk09 sewk10 sewk18 sewk2d sewk5d sewk6d sewk8d w7dp1e w7dp2e w7dp3e w7dp4e w7dp5e wewk0d wewk2d wewk4m wewk5d wewk7e wewk8t wewkee z7dp0e z7dp0m z7dp1l zewk0d zewk1m zewk2d zewk3m zewk5d zewk6t zewk7e zewkae cdfpexo: bexo2b d7dh2k d7dh5k d7dh6k d7dh8k d7dhbk dexo0e dexo0m dexo1e dexo1m dexo2e dexo2m eexo88 h8ib00 hexo0s hexo12 hexo13 hexo1j hexo2j hexo3j k8ib02 nachtman oglez q8ib00 ratnikov sexo5t sexo6t sexo7t sexo9t t2t100 t2t110 t2t120 t2t130 t2t140 t2t160 twright w8ib00 wexo1h wexo2h wexo3h wexo4h wexo4w wexo5h wexo5w wexo6h wexo6w wexo7w wexobw wexocw z8ib00 z8ib01 z8v21s z8v22s z8v23s z8v24s z8v25s z8v26s z8v2it z8v2jt z8v2kt z8v2lt z8v2mt z8v2nt z8v2ot z8v2pt z8v2qt z8v2rt z8v2st z8v2tt z8v2vt z8v2wt z8v2xt z8v2yt z8v2zt zexo5j zexo7j cdfpqcd: c3iv04 g3iv09 gqcd0c gqcd1c gqcd1g gqcd2g gqcd3g gqcd4c gqcd4g gqcd5c j3iv0z jqcd1g jqcd1i jqcd2f jqcd2i jqcd3h jqcd4h jqcd4i jqcd5d jqcd5h jqcd5i jqcd6g jqcd6h jqcd6i jqcd7g jqcd7h jqcd7i jqcd8g jqcd8h jqcd9g jqcd9h jqcdag jqcdah jqcdbg jqcdbh jqcdbi jqcdcg jqcddg jqcddh jqcddi jqcdfd jqcdfh jqcdfi jqcdgd jqcdgg jqcdig jqcdjh jqcdkg jqcdlg jqcdmg jqcdmh jqcdng jqcdpi jqcdqg jqcdrg jqcdsg jqcdtg jqcdug jqcdwg jqcdxg jqcdzh sqcd01 sqcd05 sqcd06 sqcd13 sqcd15 sqcd16 sqcd23 sqcd30 sqcd33 sqcd43 sqcd45 sqcd46 sqcd53 sqcd70 sqcd71 sqcd81 sqcd85 sqcd86 sqcd91 sqcd96 sqcda6 sqcdb1 sqcdb5 cdfpqnt: cdfpstn: cdfptnt: cdfptop: a4f100 a4f110 atop0i atop0q atop0t atop1q atop1t atop2t atop3t atop3z atop4t atop4z atop5a atop5q atop5t atop5z atop67 atop6a atop6q atop6t atop6z atop71 atop72 atop75 atop76 atop7a atop7q atop7t atop86 atop8q atop8t atop96 atop9q atop9t atopa3 atopaa atopat atopcb atopdb atopdz atopeb atopfb atopfw atopfz atopgz atophb atophc atophq atopib atopic atopiw atopjb atopjc atopkb atopkc atoplb atopmb atopmw atopnb atopnw atopob atoppb atoprb atopsb atoptb atopub atopvb atopwb atopxb b4f100 ftop0m ftop0s ftop1j ftop1l htop00 htop10 itop0e itop0m ktop0i ktop1i ktop2e ktop2i ktop2m ktop3e ktop3i ktop3m ktop4i ktop5i ktop6i ktop7i ktop8i ktop9i ktopai ktopbi ktopci ktopdi ktopei ktopfi ktopgi ktophi ktopii ktopji ktopki ktopli ktopmi ktopni ktopoi mtop0s mtop1h mtop1n mtop1q mtop1s mtop2h mtop2n mtop2q mtop2s mtop3h mtop3n mtop3q mtop3s mtop4h mtop4l mtop4n mtop4o mtop4p mtop4q mtop4s mtop5h mtop5n mtop5o mtop5p mtop5s mtop6h mtop6n mtop6o mtop6p mtop6q mtop6s mtop7n mtop7o mtop7p mtop7q mtop7s mtop8n mtop8o mtop8p mtop8q mtop8s mtop9n mtop9o mtop9p mtop9q mtop9s mtopan mtopao mtopap mtopas mtopbn mtopbo mtopbp mtopbs mtopcn mtopco mtopcs mtopdn mtopdo mtopdp mtopds mtopen mtopeo mtopep mtopes mtopfn mtopfo mtopgn mtopgo mtopgs mtophn mtopho mtophs mtopin mtopio mtopis mtopjn mtopjs mtopkn mtopks mtopln mtopmn mtopms mtopnn mtopns mtopon mtopos mtoppn mtopps mtopqn mtopqs mtoprn mtoprs mtopsn mtopss mtopta mtoptm mtoptn mtopto mtopts mtopua mtopum mtopun mtopuo mtopus mtopvm mtopvn mtopvo mtopwm mtopwn mtopwo mtopxm mtopxn mtopya mtopym mtopyn mtopzm ntop3z ntop4o ntop5o ntop6o ntop7o ptop09 qtop0z qtop4z rtop03 rtop0f rtop0s rtop1s rtop2s ttop0i ttop0m ttop0t ttop0v ttop0z ttop1h ttop1i ttop1m ttop1v ttop1z ttop2h ttop2m ttop2v ttop3h ttop3m ttop3v ttop4h ttop4m ttop5h ttop5l ttop5m ttop5r ttop5v ttop6h ttop6l ttop6m ttop6v ttop7h ttop7l ttop7m ttop7r ttop8h ttop8l ttop8m ttop8r ttop9h ttop9l ttop9m ttop9r ttopae ttopah ttopal ttopam ttopar ttopbe ttopbh ttopbl ttopbm ttopbr ttopce ttopch ttopcl ttopcm ttopcr ttopde ttopdh ttopdm ttopdr ttopee ttopeh ttopel ttopem ttoper ttopfh ttopfl ttopfm ttopfr ttopge ttopgh ttopgl ttopgm ttopgr ttophe ttophh ttophm ttopie ttopih ttopim ttopir ttopjh ttopjr ttopkh ttopkm ttoplh ttoplm ttopmh ttopmm ttopnh ttopnm ttopoh ttopom ttopph ttoppm ttopqh ttopqm ttoprh ttoprm ttopsh ttopsm ttopth ttopti ttoptm ttopuh ttopui ttopum ttopvh utop0x utop1x utop2x utop3x utop4x utop5x utop6x utop7x utop8x utop9x wtop0w wtop0z wtop1i wtop1v wtop1w wtop1z wtop2b wtop2i wtop2v wtop3b wtop3v wtop4b wtop4v wtop5b wtop6b wtop7b xtop2a xtop3a xtop4a ztop0b ztop0i ztop1b ztop2b ztop3b ztop3i ztop4i ztop4z ztop5i ztop6i ztop8i ztopbm ztopcm ztopcz cdfpxnt: