 Hi everyone, this is Chichu. Welcome to my channel. Now, I thought what we'd do in this video is Go through some of the gameplay that we have with our gaming group When we play the alternate rules of Monopoly that I've shown you guys in a previous video as you know I'm I like board games I have a small board game collection and we put out a video where I showed you Some of the games of my collection may be Monopoly. It may be Axis and allies diplomacy We had some old-school Avalon Hill games from doom to squad leader and pens or blitz and some of the Other board games that we have may be backgammon chess or whatnot, right? and then in a subsequent video what we ended up doing was I Basically outlined the alternate version Monopoly game that we have sort of the rapid Monopoly game that we have And there's a you know, we go into detail of that The rules that we sort of come up with and how we end up playing the game, right? But one thing I wanted to do is sort of walk you through the initial start of that game the gameplay for that Right, how we get the game going and one of the reasons I wanted to do this is because over the years I had a fair number of people ask me What I would do to teach young kids how to do simple math simple mathematics may be addition subtraction multiplication or division and my response in general is the best way to learn mathematics is is to Use mathematics right and in whatever it is that you're doing may be in your everyday life or it may be in gaming So what I want to do is show you the mathematics involved in this alternate version of Monopoly that we have and There are two videos out there where the first one I show you the bird game My small board game collection and then the subsequent videos us going through the Monopoly rules, right? so what we're going to do right now is go through the initial stage of that Monopoly game that we have and I do have a table out there outlining the Different funds how much money? We start off with depending on how many players that we have and how much how much money each person gets and how much the Property values are and stuff like this right? So we're basically using the table that we've created for that alternate version of Monopoly to start off the game okay, and you can take a look at that video and You know going to detail what some of the rules are but basically the general gist of the game is we Heal out the cards instead of going around and buying cars random, right? So everybody starts off with the same number of cards and the cards you start off with the property cards You start off with is delta random. Okay, and you know on that table. We have different funds the different The different basically stats that we're going to start off with The rules from two to eight players But what we're going to do right now is go through the table for three four and five players Because that's usually a number of people that we have and that'll give you a good idea of how to do the rest of the Stuff as well. Well, we'll give you a perfect idea of how to work out the The numbers and the funds and the properties and how we start off the game for all of the different Number of players in this alternate version of the game. Okay? So what we end up doing at the beginning is basically Shuffling the cards, right? So let me move the chance card and the community cards over here throw our dice Over here and all of these cards are basically in order right now, right? And the best way to shuffle cards Okay, it's not just sit there and just start off shuffling like this is to throw them on the table and Shuffle them like this, okay? And that's definitely the best way if you have a clean deck to shuffle cars Maybe just straight up cards poker cars or whatnot or monopoly, right? So we end up doing this and then we shuffle them With a split deck right so let me do this And then we sort of have to Order them right and I'll show you how the shuffle comes out once you do it this way And you can actually just leave it like that, but we end up we end up shuffling it as well More so basically when you do that things end up being not bad fairly random. Nothing's grouped together right Not bad at all when you shuffle the deck like that right and it doesn't do as much damage to the cards as shuffling like this all right So this is a fantastic exercise if you want to teach Someone how to do mental mathematics calculations and how to group things together and once we deal it out You'll get a good feel for this, right? So we're just going to do this. We end up usually putting the The property cards in the middle and we usually roll the cards to see who gets the first card, right? So let's assume we have three players up right now. I'll take the horsey let's bring out a boat And let's grab the car. Okay, so we'll do Three players four players and five players and we'll go through the mathematics And we usually have a little calculator beside us to do to confirm because in this alternate version of monopoly We end up not having too much cash float around so sometimes people end up going bankrupt by By one dollar being short one dollar or five dollars or ten dollars, right? so even Rare rolled cards can bankrupt someone and it becomes pretty intense once you once you see how the game is played, okay So with three cards and let's roll the dice to see who gets the first card Okay, so the car is going to roll they rolled two usually the highest gets the first card, right? A ten and i'm going to roll i'm going to get a five so the first card goes to the boat and The other people who aren't getting the first card one person ends up usually cutting it And the other person ends up usually dealing it, right? So we cut it so the first person first card That the boat get gets is atlantic avenue, right? And then i get tennessee B and o pennsylvania Pennsylvania the green ones and the green ones end up being extremely expensive In this game, you really don't want to get Very many of the expensive cars because the float doesn't end up being that much And the expensive cars we end up having to pay the funds, right? and Tennis the st. james vermont virginia illinois shoreline baltic Ventnor Mediterranean Boardwalk right So five five five, right? oriental waterworks indiana pacific north carolina states avenue marvin garvin this person already has a monopoly, right? new york Oh, this person ends up getting a monopoly to boardwalk and park place and there's four cars left, right? We deal them out reading Connecticut Electric and there's one card that's going to be put on the side And during the game whoever lands on it can buy it Okay So basically this is what we have right now And the way it works with three players There is seven $7,500 Total float on the board. So each person gets $2,500, right? $2,500, $2,500, $2,500 And what you end up doing once the cards are dealt you flip these things over and you count the mortgage value of these properties And you multiply by two. So basically what you're doing is you're counting Up the value of the properties and since each person gets $2,500 All you do is you subtract what the total Property value is from the $2,500, right? So you're paying for your properties So let's go through this exercise to add these up. Okay And what you end up doing, let me put these guys over here Basically for me, this person has a monopoly that person might not have a monopoly so they can shut me out Because what we end up doing we make deals, but we've gone through the rules of the whole thing How the gameplay goes in that video, right? So for now, let's just do some simple math calculations Hopefully you can see the mortgage property of these things, right? So usually you flip these things over and you try to group things together So the calculation ends up being easier, right? So here's shoreline, which is 100. Usually you try to do the hundreds, right? So here's 100. Here's new york Mortgage value is 100 the property value is 200, right? So here's $200 I'm going to take North Carolina, which is $150 mortgage value And Vermont, which is $50 mortgage value, put them together and that's $200 So right now there's $400 value here, right? Let's group more of them together We have, we have, take a look at this Here, let's do this one and this one So 90 plus 60, so 60 is Connecticut 90 is Tennessee, so put 90 and 60 together, that's 150, right? Take Pennsylvania with this, so 150 and 160, right? So if you want to do simple calculations, you would go, this is 150 Take 150 of this, that makes it 300 Add another $10 That makes it $310 Take the $30, actually let's do it this way So that's $310, right? Here is grouping these things together That's Mediterranean is worth $30 Waterworks is worth $75, so that's $105, right? $310 and $105 That ends up being $415, right? So $415, and we have $400 here $415 plus $400 is $815 Multiply that by 2, okay? So $815 multiplied by 2 You end up getting $800 multiplied by 2 $1600, $15 multiplied by 2 is $30 $1600 plus $30 is $1630 So let's put that on paper So you see how the calculation works out So we have $815 Multiply that by 2 0, 1, 2, 3, and 16 So we have $1630 in property value that we have to pay for What we have now is each person gets $2,500 So subtract that from $1630 $1630 subtracted from $2,500 So that becomes a 4 That becomes a 9 That becomes a 10 Oops, we don't need the 10 there So that becomes a 10 So this becomes 0 That becomes 7 This becomes 1 This becomes 14 That becomes 8 So I end up keeping $870 So instead of dealing out $2,500 per person We just do this calculation Mental calculation, pen and paper, or with a calculator And I just end up getting $870 to start with So here's $800 Here's $830 And usually we do deal out 5s and 1s So let's do it that way That way we do have a float just the way you see it So that was $100 going back Here's another $100 So that's $800 And we want $30 1, 2, 25 1, 2, 3, 4, and... So that's $830 for me And I get these properties Let's put this on the side Let's figure out what the total is for this person For the boat, let's see what we got The boats got some... The yellow properties are expensive to build on So they might need money We might be able to make them a deal Give them money to get a property But we'll see how that plays out Let's just do the mathematics of it for now So we lay this out And we're going to group things together again We got oriental and pacific Pacific degree is $150 mortgaged Oriental, the light blue is $50 So $150 plus $50 is $200 We have Pennsylvania Railroad So that's $300 We got Reading Railroad That's $400 What else we have? What else can we group together? Now take a look at this I like this grouping So we have Vermont, Marvin Gardens, and Atlantic Avenue All four railroads, right? $130, $140, and $130 Right? So if you take a look at this What you can do is count up the hundreds That ends up being $300 And then $30 plus $40 is $70 Plus $30 is another $100 So the yellow's mortgage value is $400 Right? One, two, three, and the left over is another $100 That's $400 So we had $400 here We had $500, $600, and $200 here That's $800 so far And then we have Illinois was $120 And St. James which is $90 So that's $210 So this person The boat has a total of $1010 That they have to pay Right? On mortgage value So you double that Let's bring out our pen and paper So we had $1,010 Agreed? That was $800 plus $210 is $1,010 Multiply that by two Zero, two, zero, two So that's $2,020 This person has to pay for their properties Right? $2,020 So take $2,500 Subtract $2,020 Zero, four, ten, eight, four, zero So they get $480 in float Right? So one, two, three hundred, three fifty, four hundred Right? One, two, three, four hundred and eighty dollars So I'm going to do five, twenty And I'm just going to grab a five and two ones Or a five ones, right? And one more one And that's the float that the boat gets with the properties And then once we do the calculation for the next one We'll lay out the cards to see what each person ended up getting And how this game might play out Okay? So the car has this Let's lay it all out And usually it's fantastic just laying it all out Because you see the pattern You can see what you can group together To make your calculations a lot easier Right? States Avenue and Baltic mortgage value is $1730 So that's $100 B&O is $100 So that's $200 Boardwalk is $200 So that's $400 Right? Check out this combination We have two Reds and a Virginia Right? So $110, $110 mortgage value And $80 $100 from here and $100 here from here That makes $200 The $10 and the $10 makes $20 plus $80 That's another $100 So these three make $300 Right? So we had $300 plus Boardwalk was $200 That's $500, $600, $700 so far And then this grouping is good too Electric Company and Park Place Park Place is $175 Electric Company is $175 That makes it $250 Right? $250 I forgot how much this was $250 Here is $300 And $400 And another $300 So that was $300, $400, $500, $600, $700 And plus $250 is $950 You multiply that by two Right? Let's do it on paper $950 multiplied by two is $1,900 Right? Let's do that calculation here So you see what's going on So we got $950 Times two 0, 10, 1, 18, 19 And we take $2,500 Subtract from $1,900 $00 Take one from here $15 And we have, you know I have videos out there For the language of mathematics Where we do these simple calculations Right? How you do addition, subtraction Multiplication and division Right? So if you need to know how to Do just simple addition, subtraction And stuff like that Take a look at those videos They're good They're quick They're rapid They're not ASMR They're sort of urban Greedy style mathematics Doing them in the city on the walls Right? But they are good little videos To teach you how to do this rapidly Right? So the car ends up getting $600 float Right? So let's do one, two, three, four, five $550 And you need $5,000 One, two, three, four, five Right? And what I would do is Usually break this down To two tens as well One of the members In our gaming group Is a very good banker He's a He used to work as a dealer In a casino So he knows how to do the calculations Super rapid Right? And he's usually the first one Who's got the things calculated And I'm usually the second one That has the things calculated Right? So this is how much the car gets Right? So let's lay out These things And group them together To see how each person has fared In this shuffle In this deal Right? And the cheap properties These things are valuable Because they're easy to build on Usually these cheap properties End up being quite valuable As is Boardwalk and Park Place Right? And you got this guy So this is the boat And they ended up having $600 float Okay? Money matters in this game Right? So that's a $600 float Let's see how much the boat And don't forget This is still up to be bought Which is St. Charles Right? So let's put that there for now The boat ended up getting How much did the boat get? $480 Not much money However, they got the yellows As a monopoly Which is pretty sweet They got two rare roads Which is not bad And the rest of the stuff Is just usually blockers Right? It prevents If you already have a monopoly It prevents other people from acquiring these monopolies Right? So let's put these guys here And here is this float Okay? And me I ended up getting Not the best shuffle Not the best combinations Right? I ended up getting two greens Which is very expensive That usually nobody has Nobody wants The two light blues They're good This one is good This is good This is not bad Boardwalk Waterworks and electric company End up actually being Valuable properties Okay? Let's move these guys here A little bit Give ourselves a little room And these are amazing If I had this monopoly I'd be sitting pretty Right? And I ended up getting $870 Now usually If one person gets a monopoly The other people end up Trying to make deals to get themselves monopolies Right? But these two people Players Have monopolies I don't So I would have to make them An extremely sweet deal To be able to get my hands on a monopoly And for me Who can I make a deal with? I have this trade with this person And I have these two trades These three trades That I can make with the boat Right? And I have the rare roads The rare roads are very very Desirable properties In this game Because if you're able to get all four You get $200 a pop The chance card has two cards in it Which says go to the nearest rare road And pay twice as much So that ends up being $400 a pop Right? Even having three monopolies Three rare roads Is good in this game Because you're getting $100 a pop Right? So what we end up doing is This person probably Will not want to make a deal Unless someone's giving them extremely good Incentive to make a deal The car has a float of $600 And this person with the yellows Has a float of $480 The yellows cost $450 to build one house a pop These guys cost $400 to build one house a pop And as soon as you have two houses a pop You're getting paid well The yellows two houses a pop Is getting paid $300, $360 So it's not a hard hit for someone to land there So for me What I could do is Make a deal with this person Because I have three properties That I could make a deal with These guys have one rare road A one yellow That one red that they could make a deal with And this person have basically one rare road That could give off with this person Right? So if I was these guys I wouldn't make any deals If I was this person They have $600 float And if they mortgage these guys That'll give them $800 That'll give them two properties here To be the killer for boardwalk on park place Three houses in each Will take out anyone in this game usually Right? So that ends up being the killer So I could possibly Make a deal with this person To get the light blue Baltic And maybe make them an offer of Start playing these two people against each other Right? I could say, you know what? I'll give you I'd be willing to give them Elect waterworks And if you have both of these properties Electric company and waterworks Is 10 times whatever you land here And that's good money Really In this game that's good money So I could say I'll give you waterworks And I'll give you $300 Right? If they give me If they give me Baltic Avenue Right? If I was them I wouldn't take that deal But that's the deal I would start off with I would try to milk me for more money I would say give me $500 Right? As soon as they make that offer I would turn to this person and say Listen, I'll give you $500 Okay? Plus a railroad for this guy And this is really what I want Okay? This person, they need the money Because they need to build on the yellows They might take my offer They might not They'll try to milk me for more too But if they try to milk me for more I'll turn to that person And make them the same offer again If they talk to each other They decide to shut me out I have to wait to see Which one of them will get in trouble first Before I get into trouble Right? And then I'll make them an offer to buy their properties Right? So the game plays out in a certain way Where it becomes a little bit unpredictable But just because you don't have a monopoly right off the bat Don't worry about it too much Right? You should try to make a deal right off the bat Because you might end up landing in someone's property And lose your money And have to mortgage things Right? But if I end up getting a monopoly right now Right off the bat I'm sitting pretty Even though I'm going to give up a fair bit of money The reason is In mortgage value I have $310 locked up here So my purpose is To get these cheap guys So I can build on them right away Okay? So that's the way it plays out That's the way this shuffle has played out Right? Let's do the same mental math calculation For four players Okay? And with four players What ends up happening is A card is not left out All the cards end up being dealt Right? And keep in mind This person Can land in St. Charles Place Have the opportunity to buy this And they have another monopoly If that happens This person will be more inclined to make a deal with me That way maybe they'll say Hey, I'll give you this If I give them these guys Right? This person would step in So one way I could play this as well Is to make one of these players A very, very sweet deal To show the table To show these guys That I'm willing to do anything To get my hands on a monopoly So what'll happen is If I make a very sweet deal to this person Then this person might step in and lower What they want it from me Right? Or vice versa If I make a sweet deal to this person And say I'll give you these guys Plus Railroad To get this one That's a pretty sweet deal This guy might take me up on that offer He might say give me $200 on top of that Right? If that happens This person might step in and say Hey, I'll give you this Just give me $300 $400 Whatever they need to be able to build Three houses of pop here Right? To step in to act as a blocker Preventing this deal from going through Right? So you can play the other players Against each other If you're not sitting pretty But you do have money And you do have properties That people are looking for Right? So let's shuffle these guys And bring out a fourth player And let's bring out the shoe as the fourth player Okay? The monies will just leave out here We'll just leave them out here And put them back once we finish Right? Because we have a fair bit of money flowed here This is monopoly money from Two different monopoly games Right? Over the years we've had Where if you play monopoly enough The money gets torn And some of the cards get torn And stuff like this And you end up You end up replacing the money Or putting monies together So that's a straight up shuffle And let's put these in order And we'll do it deal So with four players playing All the cards end up being dealt out Okay? Oh, one thing I should have shown you guys Let me show you this as well Okay? Because this is something that we end up doing Now four to three players Let's bring out this thing Let's bring this out Right? So four to three players And this is what we're going to do Just to confirm all the calculations Are done correctly Because each person does their own calculations And we check Right? To make sure that the float is okay Right? No one's got too much money Or no one's got, you know Hasn't received enough money Now the total properties they're worth And this is, for sure You must do this Okay? Because usually if we, you know In a game night When we sit down When we play this game You know, we play anywhere between If we're playing, let's say Average of six hours We can play anywhere between Five to ten games In a, or eight games In a six hour period of monopoly, right? Which is fantastic And we have another alternate version That we play that I will make a video for To show you how that auction Monopoly game plays as well And this is what we end up doing To make sure everybody did their calculations Correctly, right? Because we usually don't use pen and paper We usually just try to do it in our heads And then we double check Right? So all the property together On a monopoly board is worth $5,900 Okay? So And with three players When we had three players with these guys Right? With three players We have $7,500 float Right? And we had St. Charles sitting out And I'll show you how that plays into the game as well So we have $7,500 float Right? You subtract out And you can look at the table that we've provided For you to figure out You know what the numbers are, right? So total property value Here, let's use another Nah, let's use this Because all the numbers are here, right? This is what we're interested in This is what we're interested in And that's what we're interested in, right? So total properties Properties are worth $5,690 That's an important number St. Charles is worth St. Charles St. Charles is worth $140 Okay? That's an important value as well that we're going to use So what we end up doing Is going We start off with $7,500 You subtract out $5,690 $5,690 That gives you If you can see that $1,810 Now that's the total property value that we had $5,690, right? However, St. Charles was not accounted for, right? It wasn't part of the float That the money that people paid So we have to add that value To the total that we have right now, right? Because we subtracted it out Now we're going to add it back in So we're going to go plus Plus, right? $140 Which is $1,950 And now what we end up doing is We take these values This, this, and this And subtract it from this And the total should be zero If it all works out Then if we end up getting zero here Then all the calculations were done correctly So let's do this Minus $870 $870 Equals $1,080 Minus $480 And if we subtract that That should give us $600 remaining, right? Minus $480 And that's $600 remaining And now we know Everybody did their calculations correctly And we can start the game And the way we start the game is Someone usually Well, we end up rolling the dice to see who goes first And going first in this game is very important Because as we talked about in that video Where I went over the rules You can't build on any properties until you pass go Land, on go, or pass go, right? So everybody's trying to get to go first Okay? Now let's do the same thing With four players And with four players All the money ends up being All the cards end up being dealt out, right? And this is, you know, we did the shuffle It's all mixed up Let's do one more shuffle this way Okay, oops One more shuffle this way Do a couple of flips this way All right? We put the cards in the middle Oh, let's put me here Let's put it like this We have four players Okay We roll to see who gets the first card Three Four Four Nine And I roll, and I get a five So this person goes first If you end up getting the same highest roll You roll again to see who gets the higher one As a, you know, face off between whoever got the highest equal rolls, right? So this person gets the first card One person cuts And the same person, another person can deal All right? St. Charles And we always go clockwise Connecticut North Carolina Marvin Gardens Waterworks Green Connecticut Illinois New York Boardwalk Virginia Shoreline Vermont Ventnor Park Place Oh, yellow Oh, I have the yellow here Usually when people get close to getting a monopoly They start trying to call out for the card, right? A green States Avenue It's much harder to get a set with four people right off the bat Than it is with three Reading Tennessee Indiana St. James Oriental And Pennsylvania All right And we started here So we have to end here And that ends no more cards, right? So let's do the calculations Let's put these things on the side Let's do our mental calculations And these mental calculations Towards the end of the night People start making more and more mistakes Right? So it's important to do double check things Okay Let's lay these out And these are my cards So what I'm going to do I'm going to free up another piece of paper That way we can do our, you know Confirm our calculations, right? So what do we have? Let's group things together We have, we have, check this out This is nice grouping, actually Take a look at this Kentucky's 110 mortgage value St. James is 90 So that's $200 Boardwalk is $200, right? So that's $400 We have States Avenue and Mediterranean That's 70 and 30 That's $100 So we had $400 so far So this is $500 We got Pacific and Ventnor $500, $600, $700 And the change makes $80 So that's $780 Right? How much my property is worth $780 And we multiply that by 2 Right? So $780 times 2 0, 6, 1, 14, 15 1560 Now, when you're playing with four people The total float we have is $8,000 Because there's four people playing We kick up the float, right? Because this is divvied up between four people So each person gets $2,000 Right? Remember, for three people Each, the total was $7,500 That we provided as a float for the whole table And each person got $2,500 With four people There's $8,000 float for the whole table And divvied that up between four people You end up getting $2,000 per person So the float per person decreases, right? But so does the number of properties you get Right? So the money sort of stays around the same range Of how much money you end up getting Maybe a little bit less, right? So I have $2,000 float My properties cost $1,500 $1,560 So we subtract that from here 0, 1, 9, 10, 4, 4 So I end up getting $440 Okay? So $401, 2, 3, 350 So we're just going to go 20, and 2, 1, 10, and 1, 2, 3, 4, 5 So that's $440 for me And where's my horsey? There's my horsey Right? Let's put this guy over here Put it out of the way So we can lay the cards out for the rest of the people And do the calculations Let's bring the boat over here Let's see what the boat ended up getting How much they got to pay for their properties Right? So what do we got? What type of grouping are we going to do? What type of grouping are we going to do? We got $175, $70, $50, $160, $75, and $110 So $100 is $100 That's legit We got $275 and a $50 Right? $275 makes $150 and $50 makes $200 So $200 plus $100, that's $300 Okay? We have, take a look at this $160 and $110 So $100 from here and $100 from here makes $200 $60 plus $10, that makes $70 That's $270 I'm going to add the $70 here $270 plus $70 is $340 So this is $340 This is $100 is $440 and $200 makes it $640 So the boat is $640 Right? $640, remember we're not using pen and paper usually So $640, multiply that by 2 $640, $640 times 2 is $1,240 times 2 is $80 So that's $1,280 Right? You got to subtract that from $2,000 So if you're around $1,260, $1,280 to, I hope it was $1,280 $1,280 to $313, that's $700 And you add another $20 for the $800 I hope that was what it was Oh, it was $40, it wasn't my mistake So $100, $200, that's $300 $445, $640 So taking $40 to $100, that's $60 So that's $760 the boat should get Right? Hopefully I explained that properly But we'll do it with pen and paper as well So you see So we had $640 times 2 You get 0,812 Right? Subtract that from $2,000 $1,280 Right? So 0 from 0,0 8 from 0 you can't take You borrow from here This comes to $10 and then becomes $9 Right? And this becomes $10 So that's 2 and that's $7 $720 Was it $640? It was $640 So $720 My original calculation was correct I ended up confusing myself Right? So $720 Which is something that happens That's why we have the calculator on the side Where we double check everything Right? So $720 Let's just do this like the $720 The boat gets Remember if you're doing this in the game Provide dollars, fives and tens For the players Because you can't build any houses until you move Until you get to go or past it Right? One round you must travel However, collecting rent becomes important You can collect rent on your properties And you need change to be able to pay your rent Right? Let's see what the car has B&O Pennsylvania shoreline Three railroads This person is sitting very, very pretty right now If they can get their hands on the fourth railroad And one monopoly, they're sitting sweet So that's $300 Let's take a look Let's take a look Let's put these guys together Right? That's $300 Here's $140, $120 and $130 That's $300 If you take the hundreds The change from each $40 plus $20 is $60 plus $30 is $90 Right? So that's $390 And here's $90 So that makes it $480 $480 plus $300 That's $780 Right? Multiplied by two $780 multiplied by two $750 multiplied by two is $1,500 So this was $780 So we have $30 left over $30 times two is $60 So this is $1,560 You got to subtract that from $2,000 So $1,560 ends up subtracted from $2,000 Ends up being $440 But let's do the calculation on paper So we can confirm it Right? So this was $780 I believe We said $300 for the railroads And all of these guys were One, two, three $380 plus this is $390 plus $90 Is $480 $480 plus $300 is $780 $780 times two Right? $0,161, $14, $15, $60 Minus that from $2,000 Minus that from $2,000 $0,0, $1,000 from here That becomes a $10 Oh, I forgot the $6 This is a $6, not a $0 Make this a $9, make that a $10 That becomes $4 And that becomes $4 So $440 The car is getting One, two, three, four And $440 Let's do the calculation Oops, that's the car, not the shoe Let's do the calculation for the shoe Wow, the shoe is not gonna Oh, look at this They got serious cheap properties But then they had two expensive ones Right? The cheap properties would have been nice to have And the expensive ones are gonna be expensive Right? So we have, check this out We have $150 and $50 Right? That makes $200 Reading railroad makes $300 So that's $300 right there And then what do we got? We got $80 plus $30 That's $110 Okay? With $175 for park place That's $110 plus $100 That's $210 plus $75 That's $285 plus $60 So $85 plus $60 is $145 So $135 Right? $70 plus $60 is $30 $130 So $135 plus And oh yeah, we had the 10 from here So $145 plus $12 $345 Right? Let's do that again I confused myself That's what happens sometimes Right? $110 plus $175 That's $285 So $345 $345 plus $300 That's $645 $645 times 2 So $650 times 2 Is going to be $1300 And you subtract 10 from that It's $290 So you're going to have $710 If you subtract that from $2,710 for the shoot But let's confirm that So out of all that calculation What did we have? $645 I got to do it again Once you go past a certain stage You, I end up losing track Right? That was $300 That's $110 That's $285 $345 So $645 So $645 Times 2 $0189 $12 So $2,000 Subtract $1290 $1,910 So that becomes $1 $7 Oh it can't be $1 Yeah So $0 $710 $017 Right? So $710 for the shoot $567 And $10 for the shoot And the shoot's got all those properties Let's lay this out Just to see what each person got Right? Let's put me here Because that's closest to me The horse I like being the horse Okay This is what I ended up having Not bad The properties are sweet Okay The properties are nice Let's see What the car ended up getting And sometimes we have to make deals Two ways, three ways, four ways Whatever you need to do to make your deal This person's sitting pretty All they need is the yellow Right? This person Well, let's see what the rest of them end up being Right? And one thing we do say Just because one person is the banker We end up saying You can't make any deals Or propose any deals until the banker has done all the calculations And we know everything's correct Oh yeah Let's lay this out and do the check as well Just to make sure everything's okay Okay We always do the check For some reason I'm forgetting to do it right now Just because I'm getting excited on all the cards It's a lot of fun just checking this out Right? So let's do this And if there's any discrepancy $5, $10 Doesn't make a difference what the discrepancy is We do a recount Okay Sometimes a person says Oh, I know I made a mistake And they'll do the calculation And they'll figure it out But usually we end up doing the whole thing again So again we start off with the total float $8,000 So we punch that into the calculator $8,000 We subtract out the total property value for the board Which is $5,690 So minus Right? Let me show you this Minus $5,690 So this should be $2,310 in float Okay? All of these added up should add up to that Okay? So let's do this Let's subtract these out So $2,310 Minus $440 Minus $720 Minus $440 And that should give us $710 Right? And that gives us $710 Sweet We did the calculations correctly The game can proceed Right? And how would the deals work out here? This person needs that Aside from that The only two solo deals are these guys here So me and this person can make a deal Okay? If they're really wanting boardwalk and park place I'm willing to give them this Right? As long as they give me this at least Plus these two Okay? I would try to get them to throw in the railroad Because that way I can make a deal with this person But they probably won't throw in the railroad If somebody has three railroads and you control one You have power Okay? You have power This person might try to get that railroad from them By getting a monopoly and trading them for a lower monopoly Something that's not as desirable just to get the fourth railroad But this person would be full to give up that railroad to this person Right? So I have a deal here that I could make with that person But I would require a fair bit to give them this Or the person might be willing to take this And give me that And they would require a fair bit from me Right? They have this deal going on here But they would have to include me in Because us three can make green monopolies Right? We could make this and this And this one So us three have one, two, three, four, five monopolies we can make This person needs to get in the game They need to make a deal I hope you see how this plays out Right? It becomes tricky sometimes people get shut out And they have to sort of wait and they become desperate And they start selling their properties And other people step in trying to act those blockers Some people require money if they don't have as much money Right? So for example $710, $440, that's a big difference Right? That's a little, that's close to $300 different That's $270 different That's a fair bit in this game Okay? That's a fair bit in this game And this person will do anything they can to get their hands on that railroad And they do need a monopoly They need a monopoly Okay? Let's do this for five people Let's shuffle these guys Let's bring out our people here Let's put the money on the side again Here, we'll just do it this way Because we have a lot of money in the bank From having two different Money's from two different boards in there Let me take a look at this They look at how beat up these guys are compared to these guys Let's make this up Usually we'd do it From the mortgage value side Right? So you don't see what's being mixed together Right? It's not as easy to see it anyway Okay? And let's bring them together Level everything off Level everything off And this is fantastic mental calculation Mental mathematics If you want to practice math And there's a lot of mathematics involved in this game In the gameplay Well, once you start going around the board Because it's this game And the auction game that we play Is really about money management Right? Money management is huge Huge, huge in this game Let's do... Let's bring... Which one? The hat? The iron? The cannon? Or the wheelbarrow? Let's put the hat in the game Okay? So we roll to see who gets the first card Seven Six Six Seven Oh, for us The dice always have to land on the board If they land on the cards, it's still okay If they land on money, it's still okay But they have to land on the perimeter Within this zone Right? So ten So I end up getting the first card Okay? So someone cuts And we deal it out Let's see what we end up getting And for this game For five people We kick the float up to 8,500 So each person gets 1,700 And what ends up happening is Three cards Three property cards Stay outside And that ends up Sometimes becoming important Okay? Yellow? Ooh, that's nice Too bad that's already out And... Oh, if you could make that That would be very sweet indeed Electric company in Liana St. Charles Oh, we have a straight deal Take a look at this That's pretty sweet And I get the card And there isn't enough cards to go around So this is what's left over Okay? Property that's left over That no one has The bank hasn't It's two railroads So wow, wow, wow The railroads aren't going to come into the deals very much So let's fold these up Let's take a quick look to see What's here Me and this person are sitting pretty sweet We could make a deal Straight up And for me I'd be willing to take the light blues For giving up these ones Because the light blues are very cheap to build on The houses here are 50 bucks a pop These are 100 bucks a pop I might require one other piece from them They might not give it up They might say I give them a piece And they'll take the blue And they'll give me that one Maybe they'll say give me the value difference So let's do the calculations here And see how much each person Is getting money-wise and how much they owe So you can see how much float is about As you can tell Now we only have five properties each Right? Big difference Big difference Let's see North Carolina and Vermont Right? 150 plus 50 does 200 200 90 plus 60 is 150 Plus 80 does 230 230 plus 200 Is 430 Right? 430 multiplied by 2 That's 860 Subtract that from 1700 860 So let's say if it was 800 That would be 900 Subtract another 60 That's 840 dollars Right? Let's do the calculation That would be my mental calculation But let's do it again So I forgot how much it was 840 dollars I believe Let's see that's 200 200 plus 150 plus 80 So that's 230 So 430 becomes 860 dollars Right? So 860 dollars times 2 And remember for this game There's 8500 dollars float total And there's 1700 dollars per person Okay? Multiply by 2 is 0, 12, 1, 16 Oh no, I've already multiplied by 2 This is 430 dollars Multiply by 2 is 0, 6, 860 We subtract that from 1700 0 Borrow 1 from here That's 16, that becomes a 10 So that's 4 And that becomes 16 That's 840 dollars float for the horse Which is me Oh put the 100 there 840 dollars 5 Here let's put the Actually we can use that 200, 300 Remember this is the thing But we because we're Gone through the light Hundreds So this is 100 as well So 840 dollars 840 dollars here And then we have here Let's highlight this Because we're going to do our calculation To make sure everything's correct Okay? Let's see what the hat What the hat got That's going to be expensive I think Right? So boardwalk and shoreline That's 300 dollars Okay? Here's 140 and 120 That's 260 plus 30 That's 290 dollars Right? 290 dollars and 300 That's 590 dollars Multiply it by 2 500 multiplied by 2 Is 1090 multiplied by 2 is 180 So it's 1180 dollars Right? So that's 1180 dollars Right? But let's do the times 2 Let's figure out what it was Just so we know we're doing it correctly So that's 300, 400, 500, 590 dollars Right? 590 dollars 590 times 2 0, 8, 1, 10, 11 So 1700 minus 1180 dollars 0 borrow 1 from here 10, 2, 5 520 dollars Oh, 520 dollars That's right But I don't know I can't remember if I did that mentally or not So 520 dollars So here's 520 dollars Let's make it simple Right? Because the gameplay we've already gone through And we're not going to go around the board yet For our game, right? At some point we might I'm trying to get my gaming group to come over here For us to do a marathon gaming night Right? That would be sweet For a gaming weekend So here's 130 plus 70 That's 200 Here's another 100 That's 300 for New York Right? 300 And we have 50 plus 70 That's 120 Right? So 120 plus 300 That's 420 Multiply that by 2 420 times 2 Is 840 So we don't have to do that double multiplication Right? We can just go 1, 7, 0, 0 Minus 840 Right? So was that 840? Let's do it again I look at so many numbers I forget Right? So 120 220 Plus 200 420 Times 2 is 840 Right? So subtract 0 Borrow 1 from here That becomes a 10 6 Borrow 1 from here 860 dollars here For the shoe 5 1, 2, 3 And 16 Right? That's not bad Ralph, this person It's 340 dollars more than this person got That's a lot of money in this game That's a lot of money in this game Right? Let's do this game Let's do the boat Let's open it up So what do we got? What do we got? What do we got? What do we got? Let's do it this way Here's 175 and 75 So that's 250 dollars there Right? 250 dollars And then let's do these three together 110, 130 and 30 So take the 100 from both those So that's 200 dollars And take the change left over 10 plus 30 is 40 Plus 30 is 70 So that's 270 dollars Plus 200 and 50 dollars Right? So 250 plus 250 is 500 And there's 20 dollars left over from the 70 So that's 520 dollars Multiply that by 2 is 1040 dollars So 1040 dollars So 170 minus 1040 dollars Hopefully we did that correctly Let's check it again Just to make sure So 250, 350, 450 Plus 450 plus 70 Okay 10, 30 and 30 70, 450 plus 70 That's 520 520 times 2 is 1040 Subtract this 0 6, 10, 6, 6 660 dollars 600 and 60 dollars The boat gets Let's put this here Let's do the calculation for the car Okay The car calculation Let's see what the car ended up getting Oh this guy is this guy I think Yeah, Baltic is this person Everyone should have 5 cards Let's flip these guys over What do we gots? This is easy 110 plus 90 that's 200 dollars Plus 100 that's 300 dollars Plus 160 300 that's 460 dollars Plus 75 60 plus 75 is 135 So what did we have? 200, 300, 400 plus 135 535 multiplied by 2 is 1070 dollars 1070 dollars Minus 1070 dollars So 0, 6, 10, 3 and 6 630 dollars this person gets So let's do the 630 dollars for this person For the car That's how much the car gets 630 dollars That's not bad Okay Now for us to make sure everything worked out correctly Remember we had 8500 dollar float Okay that's what we start off with So if we want we're gonna all lay it out here So you see exactly what it is that we're doing So 8500 dollar float We're gonna subtract out 5,690 dollars That's the total property value However, these guys are not in the game yet Because people can land on them by them So we have to add the total value here The total value here is 200 plus 200 Pacific is 300 so that's 500 dollars Plus 500 And whatever we get has to add up to these five here All right So let's do this 8500 8500 plus 5,690 5,690 Sorry not plus it should be minus 8500 minus 5,690 5,690 equals that And then we're gonna add 500 Plus 500 equals that 3,310 dollars Now we start subtracting these So minus 840 Right Minus 520 Minus 660 Minus 860 And what it should give us is 630 Minus 860 and we have 430 We did a miscalculation somewhere There is 200 dollars miscalculation So where did we do the miscalculation? Let's see that's 300 Those are 200 a pop That's 500 So that's correct That's correct 8500 float is correct Minus we did that correct So now we have to go back and try to figure out what we did wrong Right Oops Okay So the odds are one place we had extra 100 dollars So my guess is because we multiplied it by two So let's take a look at this Which one if we lay these out So we have to find in the calculation 100 dollars that was miscalculated Right Let's see what this person ended up having That person we said had 630 dollars return Right So let's see that's 200, 300, 400, 535 535 times 2 is 1,700 dollars That is correct Let me show you guys this here So that's correct 1,070 dollars So this guy is correct right now anyway Let's see this person Park place Maybe Maybe the mistake is here We'll see That's 250 250, 350, 450, 500 and 450, 520 times 2 is 1,040 dollars That is correct Okay Let's check out this one Should this be more? Let's check it out This guy was cheap That's 200, 300, 420 dollars times 2 is 840 dollars That is correct Okay Let's check it out This person Boardwalk, shoreline that's 300 dollars 400 dollars, 500 dollars, 560, 590 dollars 590 dollars times 2 590 dollars times 2 590 times 2 Let's do this here 590, well that is correct 590 times 2, 0, 8, 1, 1, 1, 0 That's what we have here So that is correct So the odds are maybe it was my mistake Right here We'll see Let's check it out So 150 plus 50 that's 200 dollars Plus 150 that's 350 dollars 350 dollars plus 80 dollars is 400 and 300, 430 dollars that's 860 dollars That is correct So it might have been the me punching in the numbers incorrectly So let's add these guys up What should our return be here? 8500 minus 5690 plus 500 plus 500 equals 3,310 dollars Right So what we're going to do is subtract these totals from that So again Minus 840 minus 520 minus 860 minus 660 minus It should be 430 dollars So there's a miscalculation somewhere Where is the miscalculation? 536 Okay calculator comes out Let's do it again So when we reach this stage If things aren't working out We add up these things Together with the calculator Right So I'm going to add these guys up 150 150 plus 50 plus 90 plus 60 Oops I keep on pressing equal sign So 150 150 plus 50 plus 90 plus 60 plus 80 is 430 dollars times 2 Oops Why in the world did it do that? 150 plus 50 plus 90 plus 60 plus 80 equals that 430 times 2 equals 860 And then we're just going to subtract 1 700 We get 840 dollars So this is correct Right And you can tell 8500 divided by 5 players is 1700 dollars Right? That's what the float is So that's correct Okay Let's do the next one So let's flip these over And let's do this one Hopefully we find our mistake sooner Sometimes it takes this long Sometimes we'll get stuck at this Where the calculation doesn't work out 100 plus 120 100 plus 120 plus 200 plus 30 plus 140 equals 590 times 2 Equals 1180 dollars minus 1700 equals 520 dollars This is correct Okay That is correct Let's do this one And let's flip this guy over So we know that that one we've already done We've got the correct calculation Clear? Clear So take a look at this 130 plus 70 plus 100 plus 50 plus 70 That gives us 770 No, that can't be it Let's check this out 130 plus 70 plus 100 plus 50 plus 70 equals that times 2 is 840 dollars Right? So there's our 840 dollars Minus 1700 is 860 dollars So this is correct as well Maybe I just punched something wrong with the calculator Right? Just to confirm So that is correct Let's do this one 175 plus 75 plus 30 plus 130 plus 110 equals 520 dollars times 2 equals 1040 dollars right here Minus 1700 equals 660 dollars So that is correct Okay Let's check it out If all of these are correct Then we probably punched something in incorrectly in the calculator Right? Clear, clear, clear 75 plus 100 plus 160 plus 110 plus 90 equals 535 times 2 is 1070 dollars Minus 1700 equals 630 dollars That is correct So that is correct So all of these calculations were correct Right? Let's add them all up Hopefully it adds up to this Unless we misplaced the card somewhere In the shuffles We'll take a look at it Right? So make sure all the cards are accounted for Maybe in the shuffles we lost the card Right? So let's see 630 plus 660 plus 860 plus 520 plus 840 equals 3510 dollars Right? There's a $200 discrepancy Which should be accounted for here But it's not So let's do this again Let's check it out Pacific Yeah So 8500 Oops 8500 minus 5609 Plus 500 Oh it's not 500 Look at this Me being silly Look at this Look at this The brain for it That's $200 a pop That's 400 plus 300 That's $700 right here Right? And that's what happens 5-0 Okay Did you guys catch it when I did it? I didn't catch it Right? That's $700 Still left to buy Right? That accounts for the $200 And that ends up being the extra $200 Okay? 224 plus 3700 Right? That's where my mistake was Cool And that's what you need to do If it doesn't work out Because as we said We usually put something into the pot And whoever wins wins right? Could be favors as well Okay? So let's take a look at each one of these properties That's the fun factor too Right? To see what deals are possible Let's take a look Let's take a look Let's take a look And this is what's left over right? So a lot of these would have to be 3-4 way deals Basically And when deals don't go through When you have this many deals happening And it's complicated and whatnot Like these guys have good deals happening right here Right? So a deal for these two groups The boat and the hat might be This person gives this up And he gets everything else So this person is doing a Hail Mary with this And how much money do they have? They have $650 which isn't bad That's enough to put You don't want to risk everything You might want to keep one property But maybe this person would be willing to give this up For those three properties and this person keeps that Right? That might be a good deal Because if this happens Right? This person has a monopoly And they have the potential to grab this So maybe they'd be willing to take this and give up The rest of their cars Three cars for the yellow And then this person can make a deal It's sort of a progression Right? That's the way it might occur And this person would be happy Because they have boardwalk and park place Expensive to build on And they don't have very much mortgage value left over But they do have okay float Right? They might be willing to do that I would be willing to take this one instead of that deal That one for me would be a better deal to a certain degree How are all these two guys have a deal straight out? Right? So once these guys make a deal The other three players will have to make a deal Right? And these guys don't have to get the rest of the table involved So they could just do a straight out deal like this This person gets this This for this or that for that Right? Which one would I rather have? Depending on the float How much money does this person have? This person has $800 And this one probably has around $800 too Right? They have even money So it's just a question of which one you prefer For me, I prefer the light blue I think that's more powerful There's more probability of people landing in these ones So I would do a straight deal like this And I would be willing to take the other one as well If this person was really adamant He was a really hardcore pushing for this What else is there? What else is there? And the rest of it These people would have to make a triple deal This person sort of stuck They don't have any single deals with anyone Right? So they would have to get in the game somehow And that's sort of the way we play And then after all the deals are done We roll to see who goes first Right? That's really important You don't roll to see who goes first First, you roll to see who goes first After all the deals are done And there might not be deals being made You know, these two might make a deal And these three might decide not to make a deal yet Wait until a couple or a couple of rounds is too late Wait until how it plays out Halfway through or something after a couple of rolls And then the pressure builds up And they have to make a deal Right? So that's the way we play this game The rapid monopoly game that we deal out the cars And it's fantastic And we do have another version of Monopoly that we play Which is an auction game And I will make a video of that as well To show you how the auction game is played It's sort of like a poker type of game And it's fantastic And it gets very stressful game And that game could be extremely rapid And the float for that game You end up sometimes having to mortgage property To buy property So the float for that game is a lot less Like it's the same amount of money we start off with But because we're doing auction You're bidding for property Usually properties go at a higher value Right? Some of them go at a lower value But a lot of them initially go at a higher value Then what ends up happening is There's very little money on the table Right? So you're penny-antying people And trying to win the game that way It's fantastic It's fantastic And deals can be made after the auction is done as well And we'll talk about that We'll talk about that, okay? I hope you enjoyed And I hope you have some fantastic games If you end up playing And we'll definitely be doing more board game related videos And for those of you who are asking For mental mathematics It was a great way to teach Adding, subtracting, multiplying and dividing To youth, to kids This is a fantastic way to do it It's engaging, it's fun And they get reward after it They get to play Monopoly And see how it plays out And if you play this way in a 6 hour period You could probably get in Anywhere between 4 to 8 games In a 6 hour period Which is fantastic A lot of fun, a lot of fun And it gives you a lot of math practice To be able to get good at adding and subtracting And multiplying and dividing Okay? And that's it for now And I'll see you guys in the next video