Black erasers

Black erasers

There was a question about how the PaperMate Exam Standard compared to other black erasers, so I thought I’d try a small side by side comparison.

Black erasers

As was done with previous eraser tests, the Staedtler Mars Lumograph 100 and a Rhodia pad were used as our reference pencil and paper.

Black erasers

I also added in Pentel Ain 2B 0.7mm mechanical pencil lead for comparison.

Black erasers

The erasers tested were:

  • PaperMate Exam Standard
  • Factis Black 18
  • Seed Kesu Gomu
  • Faber-Castell 7089-20
  • Mitsubishi Boxy EP-60BX
  • Some black erasers I’m aware of that I don’t have are the Papermate Black Pearl, Carta Pura, and Stabilo Exam Grade.

    So what is the raison d’ĂȘtre of these erasers? I don’t really know. The only one I’ve generally seen at retail in Canada is the Factis. I heard it suggested that charcoal erasure is the purpose of black erasers. How do they differ from a standard white vinyl eraser? Here, I know even less. It is entirely possible that they are just dyed standard erasers.

    Black erasers

    Basically, I thought they would be alike – but testing exposed some differences.

    Black erasers

    First, the polymer Ain lead erased better than the ceramic Staedler lead, which is consistent with previous findings.

    Second – picking the winner was tougher than picking the loser. Two were notably worse at erasure – the Kesu Gomu and the Faber-Castell, the Faber-Castell being the worst.

    The winner is, to my eye, the Boxy, though the Papermate and Factis also did extremely well.

    My general impression is that the erasers are on the softer, gentler side.

    A couple of notes about the erasers –

    I don’t find the Exam Standard officially acknowledged on Papermate’s website. It shipped in a blister pack of three, and the erasers are wrapped in paper sleeves.

    Factis is based in Girona, Spain. The eraser has a cellophane band, and is the only eraser with markings.

    The Kesu Gomu is from Seed of Japan. It is a delightful eraser, and some great photos can be seen at Lexikaliker. I am not sure if it is meant to be a novelty eraser, but I am treating it as if meant for duty.

    The Faber-Castell has rounded edges which are called a “comfort feature”. Interesting, as many erasers tout their sharp edges as a feature.

    The Boxy has an unusual square cross-section.

    Black erasers

    I thought I was done, but decided on one more challenge – to investigate the charcoal erasure function.

    Black erasers

    Black erasers

    I tried both a charcoal pencil and willow charcoal on a Fabriano journal. As one would expect, the natural charcoal erased much more easily than the compressed charcoal in the pencil. Yet, the charcoal marks don’t really erase.

    Penguin Pencils

    Penguin Pencils

    I’m sure I’m not alone in having many fond memories of reading Evelyn Waugh, Graham Greene, and VS Naipaul novels in Penguin paperback editions. The penguin or puffin on the spine of a paperback usually augured well. Finding a Penguin on the shelf of a used bookstore promised a great read for just fifty cents.

    In a delightful tribute to a classic version of Penguin’s covers, Art Meets Matter has issued a Penguin-inspired pencil.

    Penguin Pencils

    Penguin Pencils

    The clever packaging and pencil designs convey the design and spirit of the paperbacks.

    Penguin Pencils

    Penguin Pencils

    “Completely Unsharpened”.

    Caran d’Ache Lead Display

    Caran d'Ache Lead Display

    With a few mechanical pencil lead refills laying around, it is great to finally get them organized and in one place. It’s a bonus that the organizer is an attractive vintage Caran d’Ache retail lead display.

    Caran d'Ache Lead Display

    It has many signs of age and wear, and I’ve tried to preserve the box while cleaning it up.

    Caran d'Ache Lead Display

    Unfortunately, I don’t have any Caran d’Ache refills! I’ll have to try and find some – I hear they’re good.

    Caran d'Ache Lead Display

    Pencils on the web

    PenciLog

    PenciLog (pencilog.com) is the new home of Kent’s PenciLog. Written in Korean, Kent examines pencils in leisurely depth. The right hand column has a link titled “Postings in English” which leads to some articles written in English. The navigation system doesn’t seem to allow linking to specific articles, but here are two posts I recommend navigating to: the California Republic Palomino, and the Graf von Faber-Castell pencil. The former shows some interesting new marketing of the pencil from California Cedar products, while the latter shows some pencils that don’t seem to be for sale anywhere I can find. Most interesting!

    ???????

    On the desk, at any time is by Kossy, and written in Japanese. I have previously linked to it as “???????”. I am flabbergasted by the blog’s energy and the range of stationery items shown. If you like train themed pencils (this may be a small club), Kossy shows many more varieties that I was not aware of. Updated at least once a day, it is a treasure trove of modern stationery information.

    Youtube

    Finally, a video of an old Nataraj pencil ad at Youtube. Delightful!

    Papermate Exam Standard Speederase eraser

    Papermate Exam Standard Speederase eraser

    If you’re going to have exam pencils, you might as well have exam erasers, right?

    Papermate Exam Standard Speederase eraser

    The Papermate Exam Standard Speederase appears to match the corresponding Papermate pencil, except that it was purchased at retail in Canada.

    It comes in a very unusual black, and is labeled as being latex free, smudge resistant, and dust-free.

    Papermate Exam Standard Speederase eraser

    The eraser detritus forms a very interesting pattern.

    Trying it out on Staedtler 168 exam pencil markings on a Handbook Journal Co. Quattro notepad, it does the job, though not perfectly.


    Papermate Exam Standard Speederase eraser

    Papermate Exam Standard Speederase eraser

    The Behance Dot Grid Book

    Behance Dot Grid Book

    The Behance Dot Grid Book is a coil-ringed notebook. It uses very thick paper (80 lb.), and is neither blank nor ruled – it has a “dot grid”.

    Behance Dot Grid Book

    Though very thick, the paper also seems pulpy and unfinished. I am wondering why this particular paper was chosen. Thicker paper being better was generally true with typewriters – but not necessarily with handheld writing and drawing implements.

    The packaged notebook presents nicely (and for the price being asked for a 50 sheet coil-ring notebook, it has to) and includes an interesting brochure, “Make ideas happen.”

    Behance Dot Grid Book

    So why the dots? The band around the notebook states: “The geometric dot matrix on the front and back of each page serves as a subtle guide for your notations and sketches. The dot matrix pushes your ideas forward, beyond the confines of restrictive lines and boxes.” Really? It will push my ideas forward? More than a blank page? And no one finds dots constrictive?

    Well, I’m mainly kidding. I think it’s great that they are exploring alternate “anchors” for paper writing. I recall seeing circular graph paper and all sorts of patterns in notebooks years ago, and am glad to have more choices.

    Behance Dot Grid Book

    After opening and contemplating this notebook in the backyard, I happened to glance at Mathematical Gems I by Ross Honsberger – part of the Dolciani Mathematical Expositions series. Chapter 11, “Circles, Squares, and Lattice Points”, tells us a great deal about the dots this notebook uses, which are formally called lattice points.

    Behance Dot Grid Book

    A very interesting problem is this: Can you draw a circle around just one dot? Trivial. How about two? Again pretty easy. Three? The problem just got a lot harder – but yes you can. So how about any arbitrary integer n? Amazingly, it is quickly proven that such a circle exists. And that’s just the beginning – Schinzel’s Theorem proves one can draw a circle with any given number of lattice points on the circle’s circumference – and Browkin’s Theorem proves that one can draw a square containing an arbitrary number of lattice points.

    Behance Dot Grid Book

    So if you want to play around and learn about some of these properties of lattice points, what better tool than the Behance Dot Grid Book?