Restoring a Time Machine backup from a Drobo Mini
Monday, June 30, 2014
at
11:26 AM
| Posted by
Jared Valentine
Time Machine is great, for the most part. You turn it on and it keeps stuff backed-up. The full system restoration part? Not so easy... at least for my Macbook Pro.
tl;dr = USB 2.0 cable ftw
Here's what I tried and the outcomes:
Thunderbolt: Nope. When you boot up in recovery mode (Command-R), it won't see the Drobo Mini.
USB 3.0: Nope, it only partially works. I could get the recovery process to 4% or 5% and then it would hang indefinitely. How do you know if you're using USB 3.0? The inside of the connector will be blue, and the Drobo-side of the cable connector will have a hump.
USB 2.0/1.0: Works great. Yes, it's 2014, but who cares? When it comes to a full system restore, reliability trumps performance every time. I was able to get a full system restore with just one try using an old USB cable.
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8GB DDR3 DIMMs on an Intel x58 Motherboard? Yep!
Sunday, March 9, 2014
at
11:11 AM
| Posted by
Jared Valentine
After the great RAM fiasco of 2014, I decided to test all of my RAM - even the extra sticks sitting in the drawer.
One of my test systems is a Gigabyte GA-EX58-UD5 motherboard. My understanding is that the x58 chipset supports up to 6x4GB DDR3 memory sticks, for a total of 24GB RAM.
Without thinking, I popped in a pair of 8GB DIMMs to test. Lo and behold, the system found the RAM and it tested just fine! Unfortunately, this motherboard still seems to have a "maximum" limit of 24GB total system memory. Still nice to know that there's a little more flexibility in memory selection on that platform. At least in this case, yes, the x58 chipset is capable of addressing 8GB DIMMs.
One of my test systems is a Gigabyte GA-EX58-UD5 motherboard. My understanding is that the x58 chipset supports up to 6x4GB DDR3 memory sticks, for a total of 24GB RAM.
Without thinking, I popped in a pair of 8GB DIMMs to test. Lo and behold, the system found the RAM and it tested just fine! Unfortunately, this motherboard still seems to have a "maximum" limit of 24GB total system memory. Still nice to know that there's a little more flexibility in memory selection on that platform. At least in this case, yes, the x58 chipset is capable of addressing 8GB DIMMs.
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Memory Errors in Memtest86+ and MemTest86 with SMP enabled
Tuesday, March 4, 2014
at
2:34 PM
| Posted by
Jared Valentine
Blogging because someone out there is probably banging their heads against the wall just like I did today. I've had some "interesting" stability problems on my main desktop, an Asus P9X79 Deluxe motherboard, Intel i7-4930k CPU, and lots of g.skill 4GB sticks (32gb total).
I've had memory go bad on me before, so I figured that would be a good place to start. I checked the basics (timing, voltage, etc.) and they were all configured properly in the BIOS.
I had a few copies (and various versions) of Memtest86+ and MemTest86 burned to USB sticks. I can't remember which one I started with, but both of them started spraying errors after a few tests. I went down to a single memory stick and still had the errors. I swapped the stick around with other sticks. Still no luck. All 8 sticks were erroring out. At this point I was pretty concerned because that could mean I had motherboard or CPU problems.
I quickly grabbed new/current versions of both utilities and tried them out. One of them ran overnight without any issues, and the other failed as soon as I got to test 3... very perplexing. I fiddled with timing, with ram slots, and still couldn't figure it out - although I did start seeing a pattern. The test(s) that passed were all single-CPU. The tests that failed were all SMP tests.
After a little research, I ran across this gem of information. Essentially, there are some motherboard+cpu combinations out there that exhibit CPU register corruption when used with certain versions of Memtest. This is the reason why the single CPU tests ran overnight just fine.
With the stability problems, I wasn't happy with only testing a single CPU (in case my problem was CPU-related). The recommendation is to use SMP with Round Robin.
I'm feeling a little better about my system now, at least as far as RAM is concerned. I have a round robin test running now and will let that go for another 24 hours... but so far so good.
I've had memory go bad on me before, so I figured that would be a good place to start. I checked the basics (timing, voltage, etc.) and they were all configured properly in the BIOS.
I had a few copies (and various versions) of Memtest86+ and MemTest86 burned to USB sticks. I can't remember which one I started with, but both of them started spraying errors after a few tests. I went down to a single memory stick and still had the errors. I swapped the stick around with other sticks. Still no luck. All 8 sticks were erroring out. At this point I was pretty concerned because that could mean I had motherboard or CPU problems.
I quickly grabbed new/current versions of both utilities and tried them out. One of them ran overnight without any issues, and the other failed as soon as I got to test 3... very perplexing. I fiddled with timing, with ram slots, and still couldn't figure it out - although I did start seeing a pattern. The test(s) that passed were all single-CPU. The tests that failed were all SMP tests.
After a little research, I ran across this gem of information. Essentially, there are some motherboard+cpu combinations out there that exhibit CPU register corruption when used with certain versions of Memtest. This is the reason why the single CPU tests ran overnight just fine.
With the stability problems, I wasn't happy with only testing a single CPU (in case my problem was CPU-related). The recommendation is to use SMP with Round Robin.
"the work-around implemented was to change the default CPU selection mode to round robin. In this mode only one CPU is used at a time, but after each test the CPU in use is rotated. So all CPUs will still get used, but only after a longer period of time."
I'm feeling a little better about my system now, at least as far as RAM is concerned. I have a round robin test running now and will let that go for another 24 hours... but so far so good.
Posted In
memtest
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Adventures in the Home Lab: Tracking a Missing WiFi Device (iPad)
Tuesday, February 18, 2014
at
10:13 PM
| Posted by
Jared Valentine
My 7yr old has been pretty bummed lately. He lost his iPad after our last trip to grandma's house. It's been about a month or so and we still haven't found it. It bugged me enough to do something about it today. I offered the kids $10 if they could find the iPad. Nope, that didn't do it. Time to move up the stack.
I logged into my Palo Alto Networks firewall and checked the object I had created for this iPad. With that I had the IP address and MAC address. Out of curiosity, I checked the traffic log to see when it was last online. Lo-and-behold, the thing is online...today...right now!
![](data:image/png;base64,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)
At this point, I'm pretty stoked. This means the iPad is still in the house somewhere! (and super-impressed that it's still checking-in on wifi after weeks of being missing). Now, to find it.
I fired up Backtrack Linux with with an Alfa USB 802.11b/g adapter - but it couldn't see the iPad's MAC address. The wireless controller reported that the iPad was connected to an AP using 802.11a/5ghz. Unfortunately, the Alfa USB adapter only supports 802.11b/g.
I shut down the 5Ghz radios on the APs, which forced the iPad to connect to the b/g radio instead. Now the Alfa wifi adapter could see the iPad's wireless MAC address! From here, it was a game of hide-and-seek. I started upstairs and worked my way around the house, waving the wifi adapter around while watching the "power levels" reported by airmon-ng. I eventually worked my way to the basement where I found stronger power levels. After a loop around the basement, I came to a point where the power levels were screaming at me. Sure enough, the iPad was right there, hiding in plain sight.
Time to put "find my iphone" on this iPad so we don't have to play this game again. Maybe I'll setup triangulation on the wifi APs too. :)
I logged into my Palo Alto Networks firewall and checked the object I had created for this iPad. With that I had the IP address and MAC address. Out of curiosity, I checked the traffic log to see when it was last online. Lo-and-behold, the thing is online...today...right now!
At this point, I'm pretty stoked. This means the iPad is still in the house somewhere! (and super-impressed that it's still checking-in on wifi after weeks of being missing). Now, to find it.
I fired up Backtrack Linux with with an Alfa USB 802.11b/g adapter - but it couldn't see the iPad's MAC address. The wireless controller reported that the iPad was connected to an AP using 802.11a/5ghz. Unfortunately, the Alfa USB adapter only supports 802.11b/g.
I shut down the 5Ghz radios on the APs, which forced the iPad to connect to the b/g radio instead. Now the Alfa wifi adapter could see the iPad's wireless MAC address! From here, it was a game of hide-and-seek. I started upstairs and worked my way around the house, waving the wifi adapter around while watching the "power levels" reported by airmon-ng. I eventually worked my way to the basement where I found stronger power levels. After a loop around the basement, I came to a point where the power levels were screaming at me. Sure enough, the iPad was right there, hiding in plain sight.
Time to put "find my iphone" on this iPad so we don't have to play this game again. Maybe I'll setup triangulation on the wifi APs too. :)
Posted In
Backtrack,
iPad,
Palo Alto Networks,
Wireless
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