Have a look at the partition numbers

[sean]

I'm about half way through the 35 numbers, and yes I had already finished p13603.

Sean.

[sean]

Just finished the next block of numbers.

p13504 Using B1=11000000, sigma=1496571855
269873106925030152845186709469315811424923 (p42) * P77

p13507 By GNFS, 2 days
107392182166303675577941384510775896635060095056039793 (p54) * P71

p13516 By GNFS, 1 day
20709693035616414820820511558553383063424894888811 (p50) * P72

p13530 By GNFS
501002126961488927359851463090811530300351590923750009099 (p57) * P68

p13541 By GNFS
70199825281859702395394532134026134872765844892182996187501 (p59) * P64

p13560 By GNFS
130149646052718950352949445413352868903108661859 (p48) * P78

p13566 Using B1=11000000, sigma=1967427651
5045470798912185236584829857820881628038969 (p43) * P73

p13603 By GNFS, 1 day
242815511986682711062713330659399733165428299624594537 (p54) * P61

p13644 By GNFS, 2 days
701456004046672773746909445953028358196829202932720373 (p54) * P65

p13654 Using B1=11000000, sigma=3780121612
4849577146743923098517072418818285047801 (p40) * P76

p13659 Using B1=11000000, sigma=3143598421
1486954434649970863829530935357997144845539 (p43) * P83

p13668 By GNFS, 4 days
1084034390004391628251682673730596967131902356379393053 (p55) * P66

p13680 By GNFS, 1 day
24106403125547900049895807691768488082041365204151 (p50) * P64

p13688 Using B1=11000000, sigma=3191416650
871763761400186023256578214719391328143741 (p42) * P74

p13692 Using B1=11000000, sigma=2448597478
28136761086505745058224229333923686136093 (p41) * P73

p13707 By GNFS
375650401402714851416300136916508620477348889 (p45) * P77

p13726 Using B1=11000000, sigma=2742855301
432237466215401940352718886276615657841 (p39) * P87

p13743 By GNFS, 2 days
305537985902787686404357759247685494832176343661741801673 (p57) * P65

p13744 Using B1=11000000, sigma=164735560 
2727464623971949842556575261591613000753 (p40) * P81

p13753 By GNFS, 1 day
19727949322157588306258215470705250734702668244707 (p50) * P69

p13754 Using B1=11000000, sigma=237943320
207131541609189454721532825261417032102538181 (p45) * P81

p13760 By GNFS, 1 day
177921458009584691327333363438149409139147500337109631 (p54) * P64

p13770 By GNFS, 9 hours
491085183728795510481841415525580048793355200643475317 (p54) * P63

p13779 Using B1=11000000, sigma=3823191237
15560057749672473595202467946702003 (p35) * P88

p13790 Using B1=11000000, sigma=2462704723
338088763280772835118704879211358390763271 (p42) * P78

p13802 By GNFS, 1 day
20742946836584353495330096242542648919406431290093263 (p53) * P64

p13808 Using B1=11000000, sigma=1370012860
1282615040386069988075172584574220407961536257 (p46) * P81

p13816 Using B1=11000000, sigma=2385383109
12477235720416367382832850326495438889208207 (p44) * P77

p13887 By GNFS
195740249535638868414226131917692081750629583 (p45) * P79

p13897 Using B1=11000000, sigma=4218325959
6506776523227017502390037194512066443669 (p40) * P82

p13909 By GNFS, 2 days
1816176770348789243096565718316191159482175309231901 (p52) * P67

p13914 By GNFS
37264204944960866593578476063527642112337663404378393 (p53) * P71

p13951 Using B1=11000000, sigma=882623927
5499347502357318136966533769625080696607 (p40) * P80

p13958 By GNFS, 2 days
21583162911552406998275100840962302557264999748021969479847 (p59) * P68

p13985 Using B1=11000000, sigma=3088711672
226360414321611519318770929731760074751 (p39) * C86
Using msieve, 1h5m C86 =
30261865960494878472835765583224923778573 (p41) * P46

[smh]

In case you want to continue on the next block, i have already factored (but not send yet) the following.

14109 (c116)
14252 (c116)
14276 (c124)
14246 (c119)