Here are additional statuses from Serge in an Email on some 1kers that are being continued:

R729 at n=135.6K
S706 at n=71.6K
S798 at n=82K
S816 at n=51.7K
S995 at n=57.8K

R932, S932, R1010, S1010 results
 

Finally completed to n=25000 and released. This took a lot more time than I had anticipated considering that all had conjectured k < 350.

For R932, 12 remain, largest prime 269*932^21276-1
For S932, 18 remain, largest prime 278*932^24761+1
For R1010, 25 remain, largest prime 267*1010^24439-1
For S1010, 20 remain, largest prime 44*1010^19659+1

Reserving R736 and S905 to 25K.

Reserving R761 and S653 to 25K.

S638 is complete to n=25K; k=32 & 52 remain; highest prime 68*638^11135+1; base released.

S766 is complete to n=25K; k=58 & 222 remain; highest prime 103*766^5067+1; base released.

S949 is complete to n=25K; k=54, 208, & 244 remain; highest prime 172*949^1510+1; base released.

Riesel 702
 

Riesel 702, the last k, tested n=25K-100K. Nothing found.

Results emailed. Base released

R573 is complete to n=25K; k=6, 104, & 128 remain; highest prime 124*573^4365-1; base released.

S533 is complete to n=25K; k=38 & 64 remain; highest prime 16*533^7932+1; base released.

S987 is complete to n=25K; k=92 & 142 remain; highest prime 96*987^13820+1; base released.

R641 is complete to n=25K

CK=298

10 k's remain k=38,44,88,108,134,158,170,214,218,268

Results will be emailed

Also I would like to reserve R941 (completes all R bases ending in 1 with CK<500)

S588 is complete to n=25K; only k=90 remains; highest prime 89*588^10781+1; base released.

S790 is complete to n=25K; k=94, 127, & 160 remain; highest prime 64*790^4646+1; base released.

S832 is complete to n=25K; k=36 & 67 remain; highest prime 39*832^15125+1; base released.

This completes [I]all [/I]bases to n=25K where there are <= 3 k's remaining at n=5K. :-)

With all bases completed to n=25K that have <= 3 k's remaining at n=5K, I will now reserve the following bases to n=25K that have [I]4 k's[/I] remaining at n=5K:

R892
R905
R945
R988
S724
S761
S802
S821
S825
S945
S980


There are 9 additional "4k bases at n=5K" that are currently reserved by others to n=25K, including my recent S412 reservation in the other thread.

This will bring the # of bases tested on the 2 sides to close to equal.

Riesel 724
 

Riesel 724, the last k, tested n=25K-100K. Nothing found.

Results emailed. Base released