time

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Your dates are numbered

Okay.  Well.  It’s Tuesday now, and it is the second day of June in 2026.  That’s a borderline almost mildly fun date to write out:  6-2-2026.  It has sixes and twos, mainly (though there is a zero in there, which I’m not sure my mind will let me discount despite its lack of any magnitude), and it is almost palindromically arranged when in the US format of date writing.  There are even three twos, which add up to six, and that might be cool…except for the fact that there are two sixes, so if we’re thinking that way, we would need six twos.  That would also be a more pleasing number of twos, given everything.  Unfortunately, I don’t know if there will ever be such a date.

Let’s see…2-22-2226 has six twos but only one 6, whereas 2-22-2266 has two sixes but only five twos.  I guess 2-22-22,266 will be good, but that is quite a long way in the future.  I doubt very much that I will be alive 20,000 plus years from now.  I’m not sure of 20,000 minutes!  Actually, again, let’s see…there are 24 x 60 minutes in a day, so that is 1440 minutes in a day, and so 20,000 minutes would be only around two weeks.  Okay, so I will probably still be alive in 20,000 minutes.

Let’s see (a third time)…20,000 hours would be about 833 days, so a bit over two years.  That’s quite a bit more doubtful than two weeks, but still not a crazy possibility.

As for 20,000 days, well that’s getting quite unlikely.  That’s just under 55 years, which would make me almost twice my current age.  Again, that’s quite unlikely, and I’m rather glad that it is.

20,000 weeks is not really worth considering.  If I were to live for centuries, it would only be because of astonishing medical advances* that presumably would have cured or at least ameliorated my many dysfunctions, so I would probably feel much happier than I do now or have felt for many, many years.

Speaking of many, many years, 20,000 months would obviously be well over a thousand years (20 being well over 12, as I’m sure is obvious).  If we’re going to consider that, then we have to invoke the same kinds of pseudo-miracles as we did for 20,000 weeks, we just need around four and a half times more of them, so to speak.

How the hell did I get onto this subject, or topic, or whatever it is?  Oh, right, I was noting the numerals in today’s date and how they came teasingly close to being fun, but don’t quite make it.

For those of you who might be puzzled by my use of the word “fun” when dealing with simply pointless patterns or lack thereof in things like dates, well…I like numbers.  It’s similar to the way I also like words.  I like words when they’re used to convey interesting information, and when they’re used to tell interesting stories, and when they’re combined and juxtaposed in beautiful and/or amusing ways to make poetry‒and I also sometimes like nonsensical wordplay and puns.

Also, of course, while “fun” may or may not have some manner of absolute scale, like temperature, nevertheless, as with temperature, our experience of fun is a relative one.  Tepid water can feel quite cool when you’re coming out of a sauna, but would feel nicely warm if you had just come inside to escape a bitter winter storm.

Fun can be similar.  So, if you’re used to having a goodly amount of fun in your life, then noting patterns and relations within ordinary “numbers”** can seem rather dull, even if you’re fond of numbers.

But if your life is as pathetic and irritating, on a day to day basis, as mine is, why then even simple, stupid, pointless things can seem somewhat positive.  The value of the function at that point is still well below the x-axis, but it’s not as far below, for that brief moment in which one notes an amusing numerical coincidence***.

That’s all theoretical today, though, because as I noted, today’s date doesn’t quite measure up.  It’s somewhat disappointing, but at least I was able to write an idiotic little blog post about it.

*I can, of course, think of various horror story scenarios in which someone could keep living for centuries and yet continue to deteriorate, but not be able to die.  These are probably quite a bit less likely even than the “medical advances” scenario.

**Why did I use the “scare quotes” there?  Because dates, even when expressed numerically, are not really numbers.  They are more of a code or a location marker, just a kind that uses numerals as its digits because they are memorable and at least correlate with some physical externalia.  “Phone numbers” are even less to be thought of as true numbers.  Their digits don’t even signify anything logically or arguably numerical.  “Phone address” would be a more accurate term.

***Yes, yes, I know, the specific placement of the x and y (and z, etc.) axes is arbitrary, so one can shift one’s target axis down‒lowering one’s expectations, perhaps‒and not need to change the shape of the function.  That may be true, but one does change the integral and the absolute value of the function, so it is not the same, unless one throws in a constant that exactly corrects for the shift in the axis.  In which case, what the hell are you doing wasting our time with this crap?

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“We would zig-zag our way through the boredom and pain”

It’s Monday again; indeed, it is the last Monday in March in 2026 (AD/CE), for whatever that’s worth.  This Monday shall never come again.

Then again, of course, no Monday shall ever come again.  Such is the nature of time.  This is one of the facts that makes senseless the expression “That’s a [measure of time] I’m not gonna get back”.  Well, duh!  You never get any of your experienced amounts of time back.  That’s the nature of time, and the nature of its directionality, dependent upon the second law of thermodynamics.

Even if one could rewind time, one would not “get a moment back” the way people talk about it.  If, like the events of a movie or other video story, one could rewind life, it would not be you (the self who spoke of getting the moment back) who would experience the events anew.  It would just be a return to an earlier state, in which you would again be experiencing all the same events, not merely as if for the first time, but actually for the first time.  The posterior events would be erased for you as you traveled back.

It’s not like playing a video game where you can “regenerate” at your most recent save point, but you can remember what happened to your character before it “died” so that you can learn from your mistakes.  There is no one playing your character (i.e., you) and able to learn from a repeated past.  You are not the player of the game, you are the character.  You are part of the game.  You are part of the movie, not watching it from outside.  If it resets, you reset; if it rewinds, you rewind, and all memory of any events that happened disappear along with the future.

Whether or not you will repeat the same events, like the characters of a movie/show, or if you may do something different, like a video game character, is less clear, but it doesn’t much matter.  You are still going through each moment once, effectively, and you can only learn from mistakes to affect your behavior in the future.  If your mistake kills you, you’re just dead.

Even if time were a closed loop‒if the future of the universe wraps around and becomes “the past” again, forming a closed and fixed structure, as appears to be possible in principle according to General Relativity‒you won’t get to experience it as happening again.  Each time, you will experience reality for the first time.

Just as there is no fixed self looking out from behind your mind, there is no external rememberer hovering over your reality, able to experience your experiences for the first time but as if not for the first time.  You are a phenomenon within reality, not a sojourner through reality that accumulates knowledge that could be used in reliving the past, but better.

If you could rewind yourself except for your mind, somehow retaining your memory of “the future”, that would not be truly returning to the past.  Rather, it becomes the next set of events in your future.  This demands an answer to the question of how it could be possible for you to become your earlier self and yet remember your later self, since your memories are functions of your brain.

This is what makes things like Alzheimer’s and other forms of dementia or brain damage so tragic‒they literally are injuries to what makes us ourselves.  If you lose all memories of your past, then in a very real sense, the person you were is already dead.

Of course, even in healthy states, without brain damage, your past self is still “dead” with every new moment that arrives.  Every time you sleep and then wake up, it may as well be that you have died and then been recreated in the morning, just with implanted memories from the previous person, the one who died.  There would be no way for you to know if there is no difference in your brain and the rest of your body.  Indeed, it’s in principle possible that this actually happens with each passing moment, or even each passing Planck time.

Only the past can be remembered.  Only the future, even in principle, can be planned and affected.  And only the ever-moving present can be experienced.  There is, of course, a continuity that is required for us to have any sense of a unified personhood at all, but as Sam Harris has pointed out (more than once) your memories of your past are merely thoughts in your mind in the present moment, as are your plans for the future.

So it really can make sense to “get over yourself”, in more than one way.  It’s worth recognizing that you’re mortal and‒whatever you may believe‒as far as we know, death is the end, and all that you were will be gone after that.  But it’s also worth recognizing that, in a nontrivial sense, each day all that you were the day before is already gone.

Still, though you are only existing for any given present moment, memory at least allows for us to learn and hopefully do better in the future than we would have if we didn’t have memory.  That’s why memory is a trait that gets selected for and is evolutionarily stable:  because its presence makes creatures with that trait or attribute more likely to survive and reproduce than those that do not have it, ceteris paribus.

As with most such subject-specific blog posts, I could go on and on about this.  A thousand (or, well, a lot of) other thoughts arise that could be expressed as I write what I do write.  But I have finite space and finite time (even if spacetime is infinite) in which to write this post, so I’ll stop here for the moment.

Welcome to the new week.  I hope it’s a good one for you.  Heck, I hope it’s a good one for everyone, even “bad” people (with the caveat that, “a good one” entails such people becoming better than they presently are).

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Nihil vere refert. Quisque videre potest. Nihil vere refert. Nihil vere mihi refert.

Well, I did warn you yesterday that I would be writing a blog post today*.  Go ahead, take a look.

Yesterday’s post was another of my recent, deliberately benign blog posts, not dwelling on my mental health and chronic pain issues, because nobody gives a shit about those things, or at least they don’t want to have to hear about them, because they’re not going to (be able to) do anything about them, and that makes them feel guilty and uncomfortable, which is unpleasantly awkward.

So, anyway, it’s the last day of February in 2026.  We are, in a certain sense, one sixth of the way through the year.

I say “in a certain sense” because it’s not precisely true.  Today is the (31 + 28)th day of the year, so the 59th day of the year.  If that were literally a sixth of the way through the year, the year would only be 354 days long.

It’s somewhat interesting to note here that, because February is shorter than every other month, the first two months of the year are shorter than any subsequent, nonoverlapping** months of the year.  And, let’s see, the first three months of the year have 90 days exactly on non leap years, whereas April thru June have 91, July through September have 92, and October through December also have 92.  So, all the later groups of three months have more days than the first three‒except on leap years, when January through March is 91 days.

Evidently, though, the latter six months of the year always have more days than the first six.  I wonder why they did it that way.  Was there an actual reason or did it just sort of happen?

Of course, I know they can’t be equal except on a leap year, since the number of days in a year is odd.  But why couldn’t they have come up with a way that made the years alternate, with one year‒the odd years perhaps‒having the surplus in the first 6 months and the other years having it in the last 6 months?  On leap years they could be equal.

How might that work?  We need 182 days divided by six months, which means we need four months which have just 30 days and two that have 31.  We could say January and February have 30, March has 31, and then repeat with April, May, and June and then July, August, and September***.  I was about to suggest that on odd years we make January have 31 days and on even years we make July have 31 days, but all leap years are even years, so the latter half would be comparatively short-changed with respect to years in which they are longer. if we add the leap year day to the first half as we do now.

On the other hand, we could put the leap day always in the 2nd half of the year, perhaps in November, or even more sensibly in December:  we would thereby add our extra day to the very end of the year, rather than squeezing it into the earlier part of the year like someone cutting into a line.  Though that would make the second half two days longer than the first, though, which is unpleasantly asymmetrical in a year with an even number of days.

Of course, really, all days are fungible.  I remember seeing on QI once that apparently some sect maintained that they added an extra day not at the end of February but in the middle; I don’t recall precisely where they thought the day was being inserted, alas, but I can imagine some alternative, anatomical suggestions I’d like to make for them.

Days of a month are fungible (dammit!).  It makes no more sense to say that you added a day into the middle of February and pushed subsequent days later than it does to say that you deposited $100 into your bank account right after the 256th dollar that was already there, pushing what had been dollars 257 through 356 to become dollars 357 through 456.  Every dollar is just “a dollar”, every cent is just “a cent”.  It’s rather reminiscent of the way every electron is interchangeable with every other electron (likewise for all other elementary “particles”).

So, on leap years, the extra day of the year is and can only be (in our current system) the 29th of February, because that’s the day-label that isn’t there in other years.

You’re allowed to imagine if you like that you’re adding a day to the middle of the month and pushing the other days back and renaming them.  You’re also free to argue about how many angels can dance on the head of a pin, or to debate, without first agreeing on word usages****, whether unattended trees that fall in forests make noises.  That doesn’t mean you’re doing anything that has any bearing on the real world.

Okay, well, that’s been much ado about nothing, hasn’t it?  Or, multum strepitus de nihilo fuit, as is apparently the way to say it in Latin, which almost always sounds fancier, though it doesn’t always sound better aesthetically (consider the above headline’s Latin versus the original English).  English is‒or can be‒quite a beautiful language if you take a step back and see it as if from outside.  It can be hard to distinguish that beauty “from within”, though, because the meanings and usages of the words involved can distract from their inherent loveliness.

Tolkien, for instance, wrote that he thought the most beautiful sounding phrase in English was “cellar door”.  I’m not sure I agree with him on this, but it’s a matter of taste, so there’s no slight, or “diss” or “shade”, involved in not both liking the same thing.

Enough nonsense for now, or at least enough nonsense here in this blog for now.  I’m sure that there is plenty of nonsense to be had elsewhere.  Do try to find some that’s enjoyable for you this weekend.

*That was unless I was lucky enough to get very sick or very injured or to die, which I have apparently not been lucky enough to do by this time.

**I say “nonoverlapping” because February and March combined contain the same number of days as January and February combined.

***I think in the final three months it should be October that always has 31 days, because Halloween really should fall on a day that’s a prime number, not a 30th or a 1st.

****Most such debates tend to devolve into discussions about the “definition” of the word “noise”, as if that were concrete and singular and fixed‒which it is not‒rather than the laws of physics and biology that constrain all the actual events of such an arboreal catastrophe.

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Tomorrow, and tomorrow, and tomorrow, blogs in this petty pace from day to day, to the last syllable of recorded time

Hello and good morning.  It’s Thursday, in case you didn’t already know.  Though, if you’re reading this on some day other than Thursday, then I guess it’s not Thursday for you.

You could think of it as us being on sort of parallel time streams—and indeed, we each carry our own “proper time” around with us, according to Relativity.  And while communication is possible between those timelines, it is communication in one direction only.  I can send messages to you, where and when you are now reading this, but you cannot send messages back to me.

Wait, wait, I hear you say*, you can communicate back to me in my parallel time, because you can comment on the post below (there’s only one person who does this with any regularity, but sure, it’s possible for you to comment, in principle).  So it’s not one-directional communication.

Ah, but that’s where I’m being esoterically precise here.  You cannot communicate back to me where and when I am now.  You can only communicate with some “future” point, something quite a bit down the line from where and when I am as I write this.  And I cannot then communicate with the you that is writing back to me, but only to some future state of you.

Okay, well, duh, you say**, that’s just how time works.

That only seems unremarkable to you because it’s all you’ve ever known, and you’re adapted to it—personally and evolutionarily.  But if you step back, so to speak, it can seem quite remarkable.

Special Relativity demonstrates that space and time are not separate but are intertwined, and space and time bleed into one another depending upon relative motion—indeed, within the event horizon of a black hole, it appears that space and time are flipped ninety degrees (as though along an axis at 45 degrees to those of space and time) so to speak, so that space becomes time, which is part of why you can never get out of the black hole—you cannot reverse time, but must move forward to its end at the singularity, if such a thing exists, which is probably not the case.

So, why does time work differently than space?  After all, If I live on a street parallel to yours, I can cross to your street by any of a number of cross-streets, cut through back yards, follow alleyways, etc., in more or less any direction, and I can return in a similar fashion.

Imagine, though, if it worked the following way.  I start at my address—let’s imagine it’s number 13*** for the moment—and want to go to your street.  But I can only go by routes that are at higher address numbers than my address.  And then, when I want to return to my street I have to go down (or would that be up?) the numbers on your street, to take a cross-street (or whatever) that’s even farther from my house.

So, say I crossed to your street right after number 17, where a cross-street exists.  And say the numbers on your street line up with those on my street, just for simplicity’s sake****.  Luckily, your house is at number 19 on your street, so I can reach it.  I could never go back to number 17 on your street, let alone number 13.

But when I want to leave your place, I can only head toward higher numbers, so I can’t go back to the cross street near 17.  I have to go down to, say, the street past number 23.  But even once I get to my street, I can’t go back to my house!  I must head in the direction of higher numbers.

I can only get back to my house if my street goes all the way around the world and comes back to my house from the other direction, and I suspect that it doesn’t do that.  I’m stuck farther down my own street, homeless now, because I cannot reach my address.  And it’s not as though you can take me in, because I cannot go back to your address, either, and if you leave your house to meet me, you will be in the same predicament in which I languish.

That’s sort of how time seems to work.  Unlike the three spatial dimensions, we cannot simply choose our direction, change our mind and our course, go back to where we came from or even just go around and around the block (which may or may not be a stupid thing to do—see yesterday’s post).  Why is time different?  The laws of physics appear to be locally time symmetric as they are space symmetric.  In other words, they work the same backwards and forwards.  But macroscopically, time is directional.

I’ve speculated a bit on this over at Iterations of Zero.  I’ll try to link to the pertinent blog post(s).  Some of that speculation compares the directionality of time that we all experience to the directionality of space that exists here on the surface of the Earth.

Wait, you say, what do you mean “the directionality of space”?  (You do love to interrupt, it seems.)  Well, think about it.  When you’re on the Earth, the directions forward/backward and left/right (or any other non-parallel axes you might choose along the surface, such as north/south and east/west) are freely navigable.  You can go in any direction or combination of directions along them, barring local obstacles.  But the same cannot be said for up/down.  It’s much harder to go up than to go left or forward.  And if you lose support beneath your feet, you will be unable to avoid going down.

Perhaps, as has been speculated by others with greater expertise than mine, the “Big Bang” provides or entails a local state that creates a local directionality to time, but far enough away from that “event”, time will become just as non-directional as any spatial dimension.

This is the way it works with the dimensions of 3D space:  when you’re far enough away from a local “event”, such as the surface of the Earth, the dimensions are all freely navigable.  But there’s not too much to do there, and it seems that life and complexity are likely to emerge only where these local gradients—whether in space or in time or both—exist, doing their part to provide the “free energy” which is required by things like life.

Anyway, that’s my random set of thoughts for this Thursday.  I hope you have a good day.  As for me, I continue to follow the local directionality of my metaphorical space; in other words, I continue to trend downward.  I do not perceive any other available direction for me.

TTFN

*Or I think I do.  I have terrible hearing and persistent tinnitus, so I might have been hearing the sound of rain on the roof or of wind in the trees or of otherworldly, eldritch creatures scratching at the fabric of reality, trying to break through the barriers between their realms and ours.  Probably not, though.

**You’re a bit rude, don’t you think?

***It’s not, unfortunately.

****Simplicity is one high-maintenance person.

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There’s an infinity that shapes our ends, despite having no end itself

It’s Friday now.  It will in fact be Friday now until midnight tonight, local time.  Indeed, one could argue it will be Friday now until finally midnight strikes at the international date line, when this Friday will finally be gone from the entire Earth, forever.  So, though as a matter of physics there is no universal “now”, and even for individuals, the “now” is an evanescent thing, a constantly moving and infinitesimal single frame of the movie of one’s existence, nevertheless that “now”, for me and for most others on Earth, will still be Friday for some time.

How many such “nows” are there, even for one individual?  Well, that depends a bit.  If the Planck time (5.39 x 10-44) is just an artifact of our lack of complete knowledge or ability to calculate, and time is truly continuous, then there is an uncountable infinity of such “nows” in any given day, or indeed in any given hour, or in any given second, or in any given picosecond, or indeed, in any given Planck time*.

Such is the nature of the uncountable infinity, as in the case of the real numbers:  between any two numbers, no matter how arbitrarily close you want to make them (as long as they are not identical) there is an uncountable infinity of numbers, larger than the number of possible quantum states in the visible universe, larger than the “countably” infinite number of integers.  In fact, that uncountable infinity between any two such real numbers is as large as the uncountable infinity of the set of real numbers itself, of which it is a subset.

Infinities are weird.  You need to be careful with them.  I doubt that contemplating them has actually driven anyone to madness‒though it’s easy enough to imagine that it might exacerbate depression‒but maybe minds somewhat prone to madness are more likely than others to contemplate infinities in the first place.  In any case, contemplating them can put other things into perspective.  For instance, no matter how arbitrarily large a number you might pick, it is just as far from infinity‒even the boring old “aleph nought” infinity‒as is the number one.

An interesting thing to contemplate is that, if you could pick a truly random number from, say, all positive integers, you would almost certainly get some number far huger than any number ever named or contemplated by humans, larger than a googolplex, larger than Graham’s number, larger than TREE(3), larger than the time required for a Poincare recurrence of the cosmos.  Graham’s number (for example) is big; the information required to state it precisely, if contained within the space equivalent to a human brain, would cause that space to collapse into a black hole!  But Graham’s number is nevertheless finite, and so there is a finite number of positive integers lower than Graham’s number but an infinite number of them larger than it.

It’s interesting to note the related fact that the chance of you randomly picking any particular integer is mathematically equivalent to zero‒so I’m told‒and yet you will pick some number.  Let that bake your noodle for a bit.

By the way, when I earlier compared the moments between two points in a continuous time stream to the number of possible quantum states in the visible universe, I was being a bit contradictory.  After all, our designation of the maximum number of possible states in a given enclosed region of spacetime‒which is “equivalent” to the number of square Planck lengths (each such square being 1.6 x 10-35 meters, squared, or 2.6 x 10-70 square meters) in the surface area of a sphere surrounding such a region**‒is based on quantum mechanics, and thus implicitly entails time being only sensibly divisible down to the scale of the Planck time.  So comparing that to a continuous time is comparing two fundamentally incompatible realities.

Oh, incidentally, I’m writing this post on my smartphone today.  I just didn’t feel up to bringing the lapcom with me yesterday, and I didn’t expect to write any on The Dark Fairy and the Desperado today.  I did, however, have a bit of a thought, as I’m prone to do when conscious, whether I want to do it or not.

That thought was that, perhaps, I can try to write my blog posts in the evenings‒on the way back from work, say‒but set them up still to be published the following morning and work on fiction in the morning.  Writing fiction seems to give me a boost, mental health-wise, when I do it in the morning.  It’s quite ego syntonic, as they say, or at least it seems to be.  But I don’t really want to stop writing this blog.  Then I’d just be floating in the void all alone, writing fiction that I like but that almost no one else will ever read.  That is a discouraging thought.

In any case, I don’t think I’ll be writing a post (for) tomorrow, since I don’t think I’m going to be working tomorrow.  If I am, and if I cannot get out of it, I guess I will write a post, and it will likely be a grumpy one if it happens.  But I may start next week writing the following day’s blog post on the evening before and doing fiction in the morning.  One good aspect to writing fiction in the morning is that the initial writing and the editing process are separate.  I don’t have to edit what I write each day on that day, which I have to do with this blog.

We shall see what happens.

In closing, I leave you with this juxtaposition of two notions:

*If time is not sensibly divisible even in principle below the Planck time, then the maximum number of “nows” in a given day is just 24 hours divided by the Planck time, or about 1.6 x 1048 “nows”.

**See Bekenstein-Hawking black hole entropy calculations and the Holographic Principle.

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“For years and years I roamed.”

Well, I might as well stick to the same pattern, so…ahem.  It’s New Year’s Eve Eve today, which means tomorrow will be New Year’s Eve and Thursday will be New Year’s Day.  At that point, if we wanted, we could just start counting days down or up‒i.e., Day 1, Day 2…or Day 365, Day 364…and so on.

Of course, if we were going to do such numbering, I guess it would make sense to divide things up into months for easier “local” day-keeping, which is what we’ve done as a civilization.  But those months are irregular and rather haphazardly named.  This can occasionally be irritating, though of course I have a sentimental fondness for at least some of the month names.

Unfortunately for the goal of making months of uniform length, the number of days in the year isn’t evenly divisible by any number larger than 5, unless I’m mistaken…

Yes, I was correct, unless you want to divide the year into 5 groups of 73 days.  That might be kind of fun, since 73 is one of those overlooked prime numbers, and it has the slight extra fun that its digits add up to 10, the base of our usual number system.

Still, especially considering the necessity of leap years (with the convoluted adding of days, removing of seconds, not adding a day when it’s the turn of a century unless it’s also the turn of a millennium and so on) it seems cumbersome to divide the year evenly.

I rather like the solution of making 12 months that are each 30 days long and having the remaining 5 (or 6) days be a period of celebration.  It could be held around one of the equinoxes or the solstices, or it could even be split up between two of them.  I’m inclined to put them at the end of the year, when the Winter Solstice in the northern hemisphere happens, because it’s long been a holiday time anyway.

Of course, this all biases against those in the southern hemisphere, but there are significantly fewer people in the southern hemisphere, or at least there were the last time I looked into it…

Yes, I was correct again, it seems.  According to my quick and dirty check, there are on the order of about a billion people in the southern hemisphere, as opposed to the remaining roughly seven billion people in the northern hemisphere.  I guess that means the winter solstice would be a good time for those separate days.  And I’ve not heard many Aussies complain about being able to go to the beach on Christmas or New Year.

Mind you, one could do that down where I live anyway, if one were so inclined.  I am not.  The beaches on the east coast of Florida are mostly annoying, and the Atlantic is not much fun for swimming.  The west coast of Florida, where one swims in the Gulf of Mexico, is much more pleasant.

I’m not a very big beach person at the best of times (or the worst of times) but I have quite a few pleasant memories of being on one or another beach on the Gulf (of Mexico).  They all date back to at least 33 years ago, though, so maybe it was just due to the nature of youth that I enjoyed them.

Alas, I’m not truly young anymore by most standards; I’m 954 years old.

Ha ha, just kidding.  Or, wait, maybe not.  I know that exoplanets have been discovered that orbit very close to their stars, and so have orbits that can be as short as a few Earth days (possibly fewer).  So, if the universe is infinite in spatial extent, which it so far looks as though it is, and if there is no lower constraint due to the laws of physics on the length of possible “years”, then there exists, somewhere in spacetime, a planet by the years of which I would be 954 years old.

Actually, if spacetime is infinite, there should be an infinite number of such planets even if they happen only once within any cosmic horizon.  But let’s not get into that right now.

Let’s do the math; it’s simple and easy, so why not?  56 years old x 365.25 days in an Earth year makes me 20,454 days old, at least on my latest birthday.  Dividing that by 954, which is almost a thousand, should give a year length of roughly 20 days per year…okay, well, the “exact” number of 21 and 70/159 days per planetary year is what is required to make me 954 years old.

Actually, though, since the number of days in that hypothetical year is smaller than the time since my last Earthday birthday, I will have to adjust my days’ old age number to the precise one:  20,525 days, which if divided by 954 gives us a year length of 21 and 491/954 days, or 21.51 days (playing slightly free and loose with significant figures).  There will be a range of possibilities, of course, since I could be anywhere in the 21-ish day course of my 955th year and still be able to call myself 954 years old, if we go by similar conventions to those followed by humans on Earth.

Okay, well…that was sort of a weird digression.  I know, I’m weird, so maybe given that, a weird digression is, in a sense, not weird.  But given other considerations, it still is.

I am an odd person, I know (though I don’t know if I’m prime).  Sometimes‒rather often‒I think I’m losing my mind.  At other times, though, I think my mind is functioning within parameters, but it is contemplating things that are vast and potentially troubling to the feeble mortal ego if one does not drape oneself in the obscuring veil and cloak of delusion.  But my fabric sensitivity doesn’t allow me to tolerate such garments for long; you could say I lack PPE for such things.  Perhaps the secret is to destroy the ego (which may well just be an illusion, anyway), but that is more easily said than done.

Who knows?  Not I.

And yes, it’s “Not I” not “Not me”.  You wouldn’t say, “Me don’t know”, so you shouldn’t say “Not me” in response to the question “Who knows?”  Apologies to David Bowie and Nirvana‒but The Man Who Sold the World is a song, and so they are allowed poetic license.

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For they blog between term and term, and then they perceive not how time moves

Hello and good morning.  It’s Thursday, so of course I’m writing my “traditional” blog post, with my “traditional” salutation and ending.  I haven’t written the ending yet, but I will, and of course, when you’re reading this, I will have already written those four closing letters—like a vortex manipulator, it’s a kind of cheap and nasty time travel.

I’m writing this post on my mini lapcom, the device formerly known as a laptop computer (to me, at least), because I thought it would be good to write my traditional Thursday post on my traditional type of device.  It’s all very exciting, obviously.

Except of course that it is not exciting.  Nothing is exciting.  There are many worrisome and alarming and infuriating and disgusting things happening in the world and in my pseudo-life, but they are not exciting.

I can’t even feel one of my turns coming on.  Rather, I think I’ve been in “one of my turns” in a low-key way for quite some time now.

I’m very tired.

I wish getting out the lapcom got me fired up to write some new fiction.  I certainly have plenty of story ideas and plots and whatnots in the back of my mind.  But I have no energy to act on them.  By the end of any given workday, I can barely drag myself onto the train to go back to the house, to be honest.

Then, of course, there’s the current washing machine problem.  The machine has finally been delivered, but the old, broken machine is still in place, so the new one hasn’t been installed, and I’m not sure when it will be.  I’m eating into my savings, such as they are, buying new clothes in the meantime.

The need to buy new clothes is particularly irritating, because—quite apart from the expense—I had no desire to buy any, possibly ever again.  New clothes are for people who have a future toward which they look with at least some degree of positive anticipation.  I do not see my own future with any good feelings.

Speaking of the future and not having one and also writing fiction, I thought of an amusing, cautionary tale, a fable of sorts, recently.  Imagine a young man—this sort of story really only works with such a protagonist—who finds a literal genie in a lamp and is given the traditional three wishes.

For his first wish, this young man asks for the ability to stop other people (and things) in time, imagining/planning various nefarious deeds he might undertake while people are “frozen”.  The genie is puzzled and seems troubled, but he grants this first wish.  Soon, the young man finds himself in a situation where he wants to test the power, but when he turns it on a chosen target, as soon as he does, the person just…vanishes.

The young man summons the genie, saying the power didn’t work, panicking a bit about what happened.  The genie explains that the person for whom he stopped time vanished because they simply did not continue past the point in time at which they had been frozen.  So, they did not exist in any future time, and they never would.

The genie had wondered why the young man wanted that power, but he had granted it.  Unfortunately, this deed cannot be readily undone; they cannot bring the person out of the past using the young man’s power as it is.  To change that power and to bring the person back would require the use of the two remaining wishes.

Will the young man choose to do it?  Will he correct his error?  Or will he continue to have the power, now using it as a weapon rather than the for the lascivious means for which he had imagined using it?

I admit, it would be kind of interesting to have such a power.  It’s reminiscent of the ability to send people “away” that the main character had in Stranger in a Strange Land.

What would you do with such an ability?  I would probably use it in morally questionable ways, myself.  But there certainly are people about whom it can safely be said that the world would, overall, be better off if they stopped moving forward through time.

Incidentally, this process would not run afoul of the principle of conservation of energy.  That conservation principle, like all physical conservation principles, is dependent upon the symmetry of the system—this was demonstrated by the genius Emmy Noether in her famous theorem.

The conservation of energy is (or, rather, it would be) a consequence* of the time symmetry of the universe.  But the universe is not symmetric in time, not on large enough scales.  So, on large enough scales, energy (and thus also mass) is not conserved.  Locally it tends to be, because locally, time is symmetrical to a good approximation, rather as the local surface of the Earth is approximately flat on a small enough scale…or rather like the way a small enough portion of any continuous curve can be arbitrarily closely matched by a straight segment on a small enough scale.  This latter fact is the source of the power of calculus.

But just as one can have a local hill or curved shape on the surface of the Earth, one could—in principle—violate local conservation of energy given the right available manipulations.  Now, we in the real world cannot do such a thing, at least not right now, but presumably it would not be beyond the power of a genie.

Okay, well, that’s all pretty stupid, I know, but what do you expect?  It’s me, after all.

I hope you or y’all have as good a day as you possibly can, which you will have, since there is no other possibility.  That doesn’t mean it will be a good day.  It will merely be the best possible day you can have, even if it’s horrible.  Still, I do hope that for you, at least, it will be good.

TTFN

*An interesting term to use, given the current subject.  It has a relation to the order of things in time:  con (with) sequence (ordering of things).

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“The sun is the same in a relative way, but you’re older.”

Okay, well, here we are.  It’s Wednesday.  I don’t know what else there is to say about the day.  I guess…yeah, I don’t know.  It’s another day.  It’s a stretch of (roughly) 24 hours, the specifics depending on whether you’re using solar time or sidereal time or just the “self-contained” UTC time*.

UTC time is kept on a variety of clocks around the world and is based on the oscillations in the hyperfine transition frequency of the Caesium-133 atom.  That frequency has been defined as 9,192,631,770 Hz.  The international measuring community thing, whatever they call themselves, thereby agreed on defining the second as exactly 9,192,631,770 of those Caesium-133 oscillations.

Of course, oscillations of atoms, like all other processes that take time, slow down with increased spacetime curvature and with increasing speed relative to any given observer.  This is why the GPS satellites have to adjust their own time to account for both special and general relativity.  It’s pretty cool; you’re carrying proof of Einsteinian relativity in your smartphone.

You probably already knew that.

Then, of course, once they’ve decided on the precise value of a second‒knowing that the speed of light (or more precisely the speed of causality) is constant‒they then defined the meter as how far light travels (in a vacuum) in⁠ 1/299,792,458⁠ seconds (approximately 30 2/3 “vibrations” of a Caesium-133 atom).  Mind you, two observers moving relative to each other will see their meters as different each from the other, but c’est de la relativité.

It can be easy to imagine that definitions of units in science (and related fields) are not merely arbitrary but circular, almost tautological.  But really, given that these are attempts to codify specific attributes of reality itself, they would almost have to be self-referential with each other to be useful.

The length of a day is something that happens for real.  Thanks to the base 6 and 12 numbering system of the Babylonians, the day was long ago arbitrarily divided into 24 hours, each 60 minutes long, and each 60 seconds long, so a second was 1/(24 x 60 x 60) days or 1/86,400 of a day.

That worked well for a long time, especially since, before Galileo et al, humans couldn’t really measure time very precisely, anyway.  And then, until railroads allowed rapid travel between cities, it wasn’t necessary to worry too much about having the same time in different places.

But eventually that did become useful and necessary for many purposes, and eventually it was realized that a day wasn’t exactly what we were calling 24 hours, and indeed, that the length of a day varied slightly from day to day and year to year; also, a year isn’t a whole number of days long.  Also also, a day could be measured relative to the sun‒which is close enough that a day doesn’t end quite exactly after one full rotation since the Earth moves relative to the sun over the course of a day‒or with respect to distant stars, by which estimate a day comes closer to being exactly one complete rotation.

For most people most of the time, though, this precision, and that upon which it is based, are probably not merely irrelevant but unknown and unguessed.

Likewise, I don’t know how many people know about how Celsius made his temperature scale 100 degrees between the freezing and boiling of water at sea level pressure (a pretty reasonable choice, though I’m led to understand he initially had 100 assigned as the freezing point and 0 the boiling point!).

Then it was discovered that there existed a minimum possible temperature in principle, and they decided to set that scale, the Kelvin scale (named after William Thompson Scale**) using degrees of the same size as Celsius, but with zero defined as‒understandably enough‒absolute zero.

It’s all fairly interesting, if you’re in the right frame of mind.  But, alas, there’s every reason to suspect that all this information will be rendered moot and useless and perhaps even lost as the world winds down, or if life is replaced by artificial intelligence, or everything ends in some other way, as seems more than possible even in the relatively short term.

In any case, the laws of physics, as we know them, seem clearly to predict that the universe will tend toward ever-greater entropy and eventually all life, all structure will end.  Sometimes, I think it cannot happen soon enough for my taste.

Then again, there are cyclic universe proposals, such as Roger Penrose’s Conformal Cyclic Cosmology.  It bases its model on the fact that entropy, though always tending to increase, is not really an absolute quantity, not a substance, and that our universe’s “maximal” entropy may be the next universe’s low-entropy beginning, just on different scales; it doesn’t even require any “inflationary” burst of expansion to explain the uniformity of the CMB, I think.  I haven’t yet finished Penrose’s book about CCC, because though he is a stunningly brilliant mind, his writing can be a bit plodding and dry.

I guess it’s hard for any person to be good at everything, though Penrose has many strengths.  If memory serves, he invented a set of shapes which can be used to tile an infinite plane (in principle) with no gaps and no repeating patterns.  Supposedly this has been proven to the satisfaction of professional geometers, though I am not familiar with that proof.  Still, if it is a mathematical proof, then it is one of those rare things that we know to be certainly true, given its set of axioms.

It’s not necessarily useful in any practical sense, of course.  For instance, I think it’s probably true that any tiling system that can tile an infinite plane without repeating could not be used to tile a closed, finite, simple geometrically shaped portion of a plane‒such as a rectangular room.  I think you would always have to cut some of the tiles as they reach the wall, no matter how big the room is, as long as it is finite.  I do not know this for certain, that’s just my intuition.

Well, I guess I’ve wasted space and time enough here for now.  It’s no more wasteful than has been my entire existence, I guess, but also no less wasteful.  Or is it?  I don’t know.  In any case, for now I will stop wasting your time.

Please have a good day.

*Yes, it’s probably redundant to say “UTC time”, but the order of the acronym is sort of Yoda-esque‒it did not originate with an English term‒so I feel it’s tolerable to use it this way here.

**That’s a joke.  He was really William Thompson, the first Baron Scale***.

***I mean the 1st Baron Kelvin, of course, all joking aside.  A baron scale sounds like some long forgotten and unused (i.e., barren) bit of laboratory apparatus, left for eons, gathering dust in an abandoned world, like the broken statue of Ozymandius.  It’s very sad.

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Try to remember the kind of Sexember…

Well, first of all:  TBIF (Thank Batman it’s Friday).  I’ve been feeling particularly poorly this week, with sleep that’s even worse than my usual, and that is not good to start with.  At least, on the weekend, I can knock myself out at night with Benadryl and not really care that I will be groggy the next day.

I’m basically going to call this week a loss.  I haven’t gotten much of anything done that I had intended to do, and that’s discouraging.  But it’s a new month now, so there may be some psychological* tendency to think of it as a potential new beginning of sorts.  Mind you, there’s really nothing special about this day relative to any other; the length of a month is related to the lunar cycle and the length of the year, but only roughly, and the specific divisions are fairly arbitrary.

Of course, we know that August is named for Augustus Caesar, née Octavian, who succeeded in taking control of Rome after the assassination of Julius Caesar (after whom July was renamed).  But it’s interesting, at least to me, to consider what it would have been named otherwise.  September, after all, is named after the fact that it was “originally” the seventh month, as October was the eighth, November the ninth, and December the tenth.

So, would August originally have been named Sexember (the sixth month)?  I think that would be the correct form, though Latin scholars among my readers should please correct me if I’ve used the wrong prefix**.  If I’m correct, I would like to propose a global change of name for this month back to the potential previous name.

“Sexember” sounds like a much more fun month than “August”, with its dog day connotations and so on.  Although, the prefix “sex-” referring to six has, as far as I know, nothing at all to do with the word “sex” relating to the reproductive divisions among animals, nor to the process involved, which‒for good, sound, biological reasons‒is something dwelt upon and enjoyed and even obsessed over by so many.  But I’m not worried about etymological purity here.

Imagine the antics on the various social media as oodles of young people of all ages geared up to celebrate “Sexember” and talked about how they planned to celebrate it.  Of course, I suspect most people would exaggerate their planned exploits, as people tend to do.  Social media is a supremely fertile ground for hyperbole and posturing and pretense and performative outrage, whether about political matters or just how “hot” one is and how perfect one’s life is.  I wrote a song about this topic a few years ago:  Like and Share.  Here, I’ll embed it in this post.

That brings up an issue raised by a very old*** and good friend of mine.  He noted that, since the company which published my songs put things on YouTube with disabled comments, there’s no direct way for people to give me feedback on them, good or bad.  Of course, the songs are also on Spotify and iTunes and supposedly on TikTok and all those others, but many of those don’t allow comments, either.

My works are also among the various available background songs that one can choose for “reels” on Instagram and on Facebook.  I enabled that last bit, and even used one once.  You all should feel free to use them, too.  In principle, I get paid when you do****.

Anyway, the thought I had was that maybe I should embed the songs here, on my blog, as posts.  Or maybe I could create a new page, like the one I have for “my books”.  I could call it “my songs” and could put the officially released ones there, as well as ones in progress, and I could even share some of my covers.  If I shared them as blog posts, at least, comments would be always available, and are almost always welcome.

Of course, that covers and the incomplete stuff are already on my YouTube channel, such as it is, and I even have a created playlist with all of them in it.  Those are already available for comment and response on YouTube.  I’m a long way away from having a monetized YouTube channel, though, and this blog isn’t monetized, either (though I sometimes think maybe I ought to monetize it, at least partially, or make a Patreon account or something).

I’m not sure what I’ll do.

In the meantime, hopefully today will be better than yesterday, which was a day on which I quite literally wished to be dead, because I felt miserable and in pain and alone, to say nothing of failing to achieve what I’ve wanted to achieve this week (or in this life).  The thing that most prevented me from taking action on that wish was that the effort involved would have been too great.

I feel less bad today, which‒given the nature of number lines and greater than/less than meanings and equivalences*****‒means I feel better than I did.  I still haven’t crossed the origin into positive territory, though, and I don’t know if I ever will again.  That’s the consideration that leads to contemplation of death:  if one’s present and expected future wellbeing function is always in the negative, then a return to zero is a net gain.  It’s analogous to a jokey thing I used to say:  The one who dies with the most debt wins.

Enough of this nonsense.  I’ll call this post and this work week to an end now.  I wish you all an excellent weekend, and of course, enjoy the first of Sexember!

*I made an interesting typo when I wrote this word, one which I don’t think I’ve made before, though it would seem a very easy one to make, given the layout of the QWERTY keyboard:  I wrote it as “paychological”.  That seems almost like something that could be a new slang term, with related terms “paychopathology” and “paychopath”.

**Perhaps “Hexember” would be at least as proper or more so (though we don’t have “Heptember”).  I’m not sure.  That would surely please some of the many Goth people I tend to follow online, but it doesn’t have as broad an appeal as “Sex-” does.

***By which I mean he has been my friend from way back (starting freshman year of college), not that he is very old.  He’s roughly the same age I am, and‒though I often feel as if I’ve been kept alive by one of the great rings for centuries or even millennia beyond my natural time‒my real age, in proper time, is 55 years, soon to be 56.  Of course, there is no actual quantum leap in age at the anniversary of one’s birth.  Time is continuous‒or, well, it is quantized, but at the scale of 10-43 seconds.  So for all foreseeable, practical purposes within our lifetimes, it is continuous.

****Though the pay rate is nearly as miniscule as the Planck time mentioned in the previous footnote.

*****A pet peeve of mine is when some people denigrate the notion of choosing “the lesser of two evils”, particularly during elections, expressing such sentiments as “the lesser of two evils is still evil”.  This may be true in a simple-minded sense, but it misses the point entirely and expresses woefully clunky thinking.  Such a person might be expected to feel that owing a debt of $10 was not any better than owing a debt of $100,000, since both are debts.  But when you think about with which debt you’d prefer to be saddled, the difference is clear.  Money has a way of sharpening people’s intuitions regarding numbers.  Indeed, there’s some evidence that “negative numbers” were first invented to deal with debts.

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Chords in music and in time

It’s Monday again, the start of another work week‒that is, if your work week begins on Monday.  In the modern world‒and indeed, perhaps always‒there are many people whose work weeks start on days other than Monday.  I suspect, though, that the majority of people still work their week starting on Monday, at least in the West, though it may not be a large majority.  If anyone out there has easy access to any rigorous statistics on the matter, I would be interested to learn.  On the other hand, I’m not going to seek the information on my own, so it’s not a tragedy if no readers have it.  I like trivia, but this is definitely quite trivial, at least from my point of view.

I hope you all had a good weekend.  My own was not very interesting, and I felt tired, but then again, I did have a cold starting in the middle of last week, so I guess I was still recovering.  I feel as though that particular infirmity is reasonably well on its way.

I worked a little on the chords of last week’s song, Native Alien, though not very much.  At least at the house I have my keyboard, so I can play melody and chords at once to confirm which chords sound best to me.  Interestingly, it seems that the chord to start the song (at least the melody) will be a C major chord, which is the V chord of the key of F major (though if the song could be considered to be in D minor, it would be the VII chord).  This is not unusual, of course, nor particularly noteworthy.  It’s just interesting for me to recognize specific facts to which I didn’t pay attention when I wrote earlier songs, because I’ve thought more about music theory since then, probably because of the guitar.  It’s a curiosity for me.

Speaking of songs, today I plan to do another round of flipping coins to pick a basic topic, or subject, or trigger‒whatever might be the better term‒for another song (lyrics) for this week.  Of course, last week’s word, Earth, didn’t really become the subject of the song, just a takeoff point, but that’s fine.  The idea was just to give me some way to give myself a start.

In other news, I had a weird thought last night after watching one of Sabine Hossenfelder’s latest videos.  I wrote an email to myself about the thought so I wouldn’t forget it, and I’ll include that text here, so you‒yes, you‒can see what you think (I have edited this text for clarity and to correct typos):

“If the overall arrow of time is caused by the tendency toward increase in entropy from a lower to a higher entropy state (“Big Bang” to heat death, at the cosmic level), that could behave analogously to a current (like in the ocean, not a wire).  Meanwhile, locally*, we know that the laws of physics don’t appear to have any directionality time-wise.  So perhaps locally, matter and wave interferences in the sense of quantum wavefunctions can happen not just in space but in time itself and the future can feedback on the past, just not in such a large way that it would overwhelm the overall tendency (though maybe even that is not impossible).  The effect of such a temporally retrograde wave wouldn’t flow backwards so fast that it would override the current itself (probably).  However, that wave could still affect its predecessor, creating standing interference patterns in time and things along those lines that might be the source of so-called super determinism.  Think about this a little bit.”

That last injunction was intended for me, but if any of you want to think about it, you’re welcome to do so (it’s not as though I could stop you even if I wished to stop you, which I don’t).  Of course, if I’m going to really explore this notion, I’m going to need to bone up on my mathematical physics in a serious way, and it’s always hard to find the time.  That’s always been a bit of a weakness of mine:  I get very interested in something and develop skills in it because of my interest, then something else catches my attention, and soon all my energy goes there.  I don’t tend to forget the things I learned previously, at least, and sometimes when I return to them, I even find that I’m better than I was before (e.g., after not playing guitar for quite a while, when I picked it up again, certain songs or chords with which I had trouble before had become much easier).

Also, of course, the fact that I have to work for a living is another distraction.  I really do need some ultra-wealthy patron out there to provide me with living and intellectual resources so that I can devote my time to my wonderful pursuits without having to earn my living.  I also want world peace, world freedom…and a unicorn.

I guess in the meantime I should probably go back to using Brilliant dot org to spruce myself up in terms of mathematics and physics (and computer science in the meantime, why not?).  I have an annual subscription (supporting Sabine Hossenfelder, whom I mentioned earlier), so I might as well use it.  It’s a better use for my spare time than diddling around on social media.

Okay, well, I hope you all have a very good day, and that it is the beginning of a very good week for you.

*I’m using the colloquial meaning of “locally” her not the strict physics definition of locality.