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After force-demoting a DC yesterday, I've had one more issue with 3rd DC in our forest. Before the demotion, there were 3 DCs, say, a0, a1 and b (a* were on site A and b were on site B). I force-demoted a0 from a1. And after that, replication on b weren't working. samba-tool drs showrepl on b did show list of *inbound* connections from a0 (which does not exist anymore), with a lot of

Thanks for all the information you guys have sent. I've figured out how to mount shared drives with smbmount, how to view a list of shares with smbclient, etc. I can also find plenty of documentation covering setting up samba as a domain controller in a Windows environment. However, what I cannot find much useful information on is how I can authenticate users of on a Linux system against an

...executable) For example in following code: int gcd( int a, int b ) { int result ; /* Compute Greatest Common Divisor using Euclid's Algorithm */ __asm__ __volatile__ ( "movl %1, %%r15d;" "movl %2, %%ecx;" "CONTD: cmpl $0, %%ecx;" "je DONE;" "xorl %%r13d, %%r13d;" "idivl %%ecx;" "movl %%ecx, %%r15d;" "movl %%r13d, %%ecx;"...

...d( int a, int b ) { > > int result ; > > /* Compute Greatest Common Divisor using Euclid's Algorithm */ > > __asm__ __volatile__ ( "movl %1, %%r15d;" > > "movl %2, %%ecx;" > > "CONTD: cmpl $0, %%ecx;" > > "je DONE;" > > "xorl %%r13d, %%r13d;" > > "idivl %%ecx;" > > "movl %%ecx, %%r15d;" > >...

...executable) For example in following code: int gcd( int a, int b ) { int result ; /* Compute Greatest Common Divisor using Euclid's Algorithm */ __asm__ __volatile__ ( "movl %1, %%r15d;" "movl %2, %%ecx;" "CONTD: cmpl $0, %%ecx;" "je DONE;" "xorl %%r13d, %%r13d;" "idivl %%ecx;" "movl %%ecx, %%r15d;" "movl %%r13d, %%ecx;"...

...executable) For example in following code: int gcd( int a, int b ) { int result ; /* Compute Greatest Common Divisor using Euclid's Algorithm */ __asm__ __volatile__ ( "movl %1, %%r15d;" "movl %2, %%ecx;" "CONTD: cmpl $0, %%ecx;" "je DONE;" "xorl %%r13d, %%r13d;" "idivl %%ecx;" "movl %%ecx, %%r15d;" "movl %%r13d, %%ecx;"...

...executable) For example in following code: int gcd( int a, int b ) { int result ; /* Compute Greatest Common Divisor using Euclid's Algorithm */ __asm__ __volatile__ ( "movl %1, %%r15d;" "movl %2, %%ecx;" "CONTD: cmpl $0, %%ecx;" "je DONE;" "xorl %%r13d, %%r13d;" "idivl %%ecx;" "movl %%ecx, %%r15d;" "movl %%r13d, %%ecx;"...

...er for what is a fairly niche use case. This takes an alternative approach of increasing the appliance memory for the affected tests. Related links: https://bugzilla.redhat.com/show_bug.cgi?id=1478201 https://rwmj.wordpress.com/2017/04/28/how-many-disks-can-you-add-to-a-virtual-linux-machine-contd/ Rich.

...executable) For example in following code: int gcd( int a, int b ) { int result ; /* Compute Greatest Common Divisor using Euclid's Algorithm */ __asm__ __volatile__ ( "movl %1, %%r15d;" "movl %2, %%ecx;" "CONTD: cmpl $0, %%ecx;" "je DONE;" "xorl %%r13d, %%r13d;" "idivl %%ecx;" "movl %%ecx, %%r15d;" "movl %%r13d, %%ecx;"...

Hi, I was wondering if there is a way to figure out why in SAS random beta coefficients are 0 vs. in R the beta-s are non zero. The variables of the data are nidl, time, and sub (for subject). Time and nidl are continuous variables. I am applying random coefficients model. Any input is greatly appreciated, Thanks, Aldi 1. mixed model in SAS: ====================== ods output SolutionR =