I Created 100 NEW Numbers

Added: 2026-05-05

[00:00:00]10 numbers isn't enough. I think when we count through one through nine, that's way too little numbers and I think we need about a lot more, roughly 100 [music] more. And so in this video I'm creating 100 numbers where we will be counting not by 10s but by 100s. And trust me, some of these designs get really weird and obnoxious and crazy towards [music] the end. So just stay tuned. Trust me, these are these are great. And so let's get started with the first number. So the first number we have is called unts. Now unts is equal [music] to one in our normal system. And what you'll see in the corner up here is the number that each of these are equivalent to. And so once we get into like the 10s and 20s, the number up there will represent the value of the number we are discussing. And so unts is my first design completely [music] made up by me. Next up we have sut, which is equal to two, thurp, which is equal to three, teppo, which is equal to four, and cam, which is equal to five. Now how we're going to be grouping these is by 10s to kind of break down the sections of the video. And so let me get into six through nine real quick. This is hast, which is equal to six, jackie, which is equal to seven, nani, which is equal to eight, and beal, which is equal to nine.

[00:01:02]So what do we do when we get to the equivalent of 10? Well, for this we're going to go back to the Arabic numerals [music] where 10 is equal to one in this case. Now I did this in order to help differentiate and convert [music] these from the normal system to the space 100 system. And so you know these are all before 10 because the one [music] represents the 10. Same with 20 is two, 30 is three, etc. And so let's get on to 11 through 20. This here is siply. I did not design this number. This was designed by this user.

[00:01:32]This is like the last name I have of them.

[00:01:34]I can't find their account though. They made about 10 of these symbols and I asked permission and they gave me permission to use these in this video, but their user's not there anymore. And so rest in peace to them, but this is their symbol and any number that is represented in green is from this user.

[00:01:51]And so complete shout out to them. If I ever do find their account, like it comes back, I will put it in the description below. But siply is our 11.

[00:01:58]This here is telve, which is equal to 12. In case you couldn't tell, the name is completely inspired by 12 but without the w and the extra e. This here is proppel, which is equal to 13. And it kind of looks like a little propeller hat, which is kind of why I named [music] it proppel. This here is limd, which is equal to 14. It was created by my good friend David is lame, which I'm pretty sure it's supposed to be a d and an l for David is lame, but here you go.

[00:02:23]He left his mark on my on my numerical system. This here is dast, [music] which is supposed to be kind of the alternate form of hast where it switches the square and the triangle. It's kind of hard to come up with like [music] 80 different symbols cuz obviously I didn't come up with every single one of them, but majority of them I did. And this is kind of difficult, so dast. 16 is of course rat. This was made up by my friend Paul, Paul's waffles, my extra editor. And how it's spelled is r at, >> [music] >> like the at symbol. It's rat. There you go. Up next is chirple, which I decided to just steal >> [music] >> the cursive lowercase b because I I kind of like this symbol.

[00:03:00]Looks cool. Who even writes with cursive anyway? And if you do, then that's fine.

[00:03:04]Just don't confuse this with the number [music] chirple. Now this is ack, which I based off of the thermometer. That's all I have to say about it. This is toe, which is spelled p t o e. The p is silent, obviously. And I'm pretty sure this is a letter, which is an i with a I always forget what the squiggles called. But ultimately it's not supposed to be that, it's supposed [music] to be a number and I kind of only realized this is probably a letter like just now, but it's toe.

[00:03:31]So. And then of course last is [music] two, which is meant for 20. This is the second batch of the 10 in our base 100 system. Get a good look at them.

[00:03:40]It's only going to get weirder from here. All right, for 21 we have thipple.

[00:03:44]Looks like a hashtag but it's not. Next up is gall, which kind of looks like a foot without a couple toes, but it looks like a foot or a very fancy seven if you think about it. For 23 we have deckwo, [music] for 24 we have fea, which definitely has no symbolism at all. For 25, which is a quarter of the way, we have ench. This is going to take literally forever, probably. Then of course we have a sideways power button, which is called team. For [music] 27 we have rort, spelled r o r t. Rort. It's a really weird name to say. I don't like saying rort. After rort we have lent.

[00:04:18]And of course how could anyone forget about darg? And then of course three is 30. And on to the next 70 numbers.

[00:04:25]Starting with 31 we have shoony. Looks kind of like a trident but a j. Next up we have a zunt, which looks like a a shepherd's staff or a p with like no spine. Next up we have temly, which kind of looks like a three but backwards and spiky and also has a big gap in it. And then more so looks like a cat scalp sideways. Then we have a cane doing a hula hoop, which is called assel, astol, but assel. It depends how you pronounce your ts. Now we have a more creative one called step.

[00:04:55]Cuz it looks like a step. For 36 we have woot. Now there is a gap here and the plus is kind of like a dot and like a question mark or something. It's completely separate from the rest of it.

[00:05:05]Why didn't I just make it one big thing?

[00:05:07]Well, I thought that looked too basic.

[00:05:09]So woot has the little gap there. And if you write it the other way, no. Then we have veven or feven, like seven but with a th. And of course after feven [music] we have tung or tongue, but I like to call it tung.

[00:05:23]Tung tung. And then fittingly for 39 we have orb cuz whenever I think of 39, I think of an orb. Now don't It's not a o like bubble o. It's an orb. And then of course we have four for 40. Now you might be noticing a theme of they're just getting weirder and odder and crazier. That's kind of just how it's going to keep going. So make sure you subscribe if you want to see more stuff like this anyway. For 41, 42, and 43 we have a couple more numbers created by the user I mentioned before. They are called boze, kuser, and vire. [music] I tried to pronounce them. All I have is the spelling. I don't have the pronunciation cuz it's from a post. But I tried my best. Here they are. Again, all credit to the person. Now here we have this metal looking one. Looks like a metal, but it's not. This is from the Devanagari system and it is equivalent to four in that language, but here it's 44. So I think it's pretty fitting. And so I'll put this pronunciation on screen.

[00:06:16]From what I can tell, it's like chair or char or care or car. I always mispronounce these. I could I can never pronounce Devanagari. I try. I probably mispronounced the language name. So there you go.

[00:06:28]Char or chair. For 45 we have dread, which I am dreading writing every single one of these. Up next we have this potato queen looking thing called cra.

[00:06:37]Now we have this square y abomination called foof. Then we have this triangle in a dress called sart. It's really basic, but I think it's very nice. For 49 we have race, not spelled like race car, but like race with an s. And for 50 we have five of course. Now that we are halfway through, I think we need to explain what use is all these going to be. Like why do we need a base 100 system? Well, think about the capabilities you have of condensing things now. I mean look at a number like 10,000. What is 10,000 like equal to? Well, it's 100 by 100.

[00:07:10]But with this new system you would condense it to being 10 [music] * 10, which would equal 100 in our system.

[00:07:16]Meaning that you just shave off two of these zeros and make it look like 100 when it's actually equal to the said 10,000. Which means if you want to count to 100 in this system, it's a lot.

[00:07:28]I mean a lot. The more you go up, the more it condenses and condenses and condenses. And now that that's out of the way, let's get into the other half.

[00:07:35]For the 50s we're going to do a speed round. For 51 we have shaw. 52 is dia. 53 is crine. 54 is sato. 55 here is bool. 56 is bicha.

[00:07:48]57 is eyes. 58 is laugh cuz it looks like a laughing face. I thought it was funny.

[00:07:54]59 here we have derf. And of course for 60 we have six. Let me focus in here on 59 here. A lot of you guys suggested on my previous number video to add derf, which I guess is a reference from iCarly. [music] Which if you haven't heard of the show, I mean I've only heard of it. I've actually never watched it. However, this is between five and six in the show. I don't know the complete joke, but it's essentially a four that's upside down and flipped. And so I decided to listen to you guys cuz that was the only suggestion you had for adding [music] a number, so I added derf. There you go.

[00:08:21]Credits to iCarly and all you guys that commented it. For 61 and 62 we have more of these guys, [music] which is faha and catet. Pretty cool ones. Credits to the guy again. Anyways, for the next one we have unk, like unk but with an f instead of a c. Unk. And finally we're here to the first number from my original video called cha or [music] che. I pronounce it cha, like an Englishified version of it. I've already established it in my previous video. If you want more explanation of this, go watch that. But essentially it was equal to seven in my base 12 system, but now it's here as 64.

[00:08:56]So cool. Also it's from the Devanagari system, so there you go. Next up we have shooy and shimit or shimat or I don't know how to pronounce these. Um they're they're pretty cool symbols. I like them. Once again, for 67 we have sixen.

[00:09:10]I'm not going to make any jokes. For 68 we have wrench, which is based off of the Grinch's like triple chin. That's why it's called wrench. After wrench we have sant, not a Santa hat 100%. And then we have reached 70 with seven.

[00:09:24][music] For 71 and 72 we have sorgu and tiffy. Next up we have sait or sat from the Devanagari system and this is equal to seven in in their system. And please forgive me if I'm mispronouncing those ones or if I'm mispronouncing any of the ones I added. My apologies. I'm I'm just kind of stupid. Speaking of stupid, next up we have door.

[00:09:47]You're going to love the next one by the way because this isn't an e, this is a clam. It's called clam. After clam we have pola. And of course after that we have dream.

[00:09:57]Like the blade of dream. Then of course, how could you forget top? We have the lay make A with >> [music] >> anti one. Then we have eight, which equals 80. Now we are in the final 20.

[00:10:09]Subscribe if you've been at this far.

[00:10:10]Let's get into it. For 81, 82, and 83, we have three more of these beautiful numbers. And now I'm going to try to pronounce their names. Thaffy, Halabi, and Saya. Still like them though. Next we have Keen. She kind of looks like a football or food ball or soccer or some sort of sport field. 85, we have ah.

[00:10:35]It's supposed to be like a scream. It's like ah. Then we have my firstborn son, John. Oh, what a beautiful beautiful number. In a base 12 system, this is equal to 10. However, here it's just mixed in with the 80s cuz it was after eight. It has no origin. I just completely made it up. So, then we have ourg.

[00:10:53]Spelled like o u r g. Arg or our arg. Like our or hour.

[00:11:01]Aurg.

[00:11:02]I don't know. And then obviously, we have naut, which I got inspiration from like the square root symbol cuz I like it. Like how it looks and it kind of just flips backwards. And then for 89, we have perm.

[00:11:13]t r m. No vowel, just term or trm Blah blah blah. And then nine, which is 90. [music] You guys have reached almost the end, guys. Keep going. Let's go. So now for the final two, we have livin and shehabus. Again, if I can find credit for this guy, like if he shows up again, I will credit him in the description, but I just could not find their account, and I think it's been deleted. But for 93, we have India, which is like India but without the first I. It's just n d i a. India. For 94, we have volen, which looks like a volcano.

[00:11:46]At this point, you kind of just start thinking of random stuff and you just start writing it and drawing it. Here we have a square looking eight that is called blate.

[00:11:54]Like block eight. Then we have this, which is like an anti six. Just a six with a tail.

[00:12:01]It's spelled backwards six. I don't know.

[00:12:04]It's 96. Then for 97, there is quet.

[00:12:07]Like q u e t. Quet, not quit.

[00:12:10]I almost quit, but I didn't quit. For 98, we have gone. And for 99, you thought it'd be a Steven as cool video without any hard symbols to draw.

[00:12:21]How you were wrong. Have you ever heard of an Egyptian hieroglyph? Specifically the one for >> [music] >> 1 million.

[00:12:36]And so here he is, the Egyptian god called heh or hah, from what I could find. But this is the hieroglyph that means 1 million. And this is what's going to be used for 99. And then of course, there is 10 for 100. And that my friends wraps up all all of the designs.

[00:12:52]Every last one of them. And so before I leave, let's do some quick maths. What do you think dorty wort is [music] equal to? Well, let's look back. Dor is equal to 74, and wort is 27. Well, we have to look at this a bit differently. This right here is the ones place, and this would normally be the tens place, but because it's base 100 and not base 10, [music] it's the 100s place. And if you were to keep going, it would go to the 10,000s and then like the 1 million's [music] place. But you keep adding two zeros essentially. And so, we just got to multiply it by their equivalent. So, 27 * 1 is still 1. But then 74 * 100 is 7,400. So, if you add these two together, it'd be just basically 7,427 in our [music] normal system. And so with this, math is pretty simple if you just know what each one's value is normally, and then you just multiply it by [music] whatever place it's in and then add it all together. And so, this helps condense numbers a lot. And I mean a lot. When we have unts thousand, that is equal to 1 million normally. And this helps condense it a lot. At least I think that's the math that should be. If it's not, someone correct me if I'm wrong. But since this is the million's place and unts is equal to 1, it would make sense.

[00:14:05]And so guys, I hope you guys enjoyed this video.

[00:14:08]Uh it's a lot of numbers. It's a lot of symbols to create and name and help get help from, but ultimately, I hope you enjoyed this video overall. I hope it turned out well. And stay fresh and god bless.

[00:14:21]I'll see you guys in dorty wort years.

[00:14:27]Bye.

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