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These are the user uploaded subtitles that are being translated: 1 00:00:05,690 --> 00:00:06,690 Welcome back, everyone. 2 00:00:06,710 --> 00:00:11,370 And today's oratorio, we'll talk about primitive types in order to talk about primitive types. 3 00:00:11,420 --> 00:00:14,360 We'll be using Wrex Tester to provide some examples. 4 00:00:15,800 --> 00:00:23,630 So before we get into the types, let's talk about variables and constants as we will need these variables, 5 00:00:28,100 --> 00:00:32,870 variables or something you declare once throughout the program. 6 00:00:32,870 --> 00:00:35,840 And you can be they can be changed throughout the program. 7 00:00:36,350 --> 00:00:40,580 So variables are declared once and can. 8 00:00:42,070 --> 00:00:44,840 Be changed later on. 9 00:00:46,660 --> 00:00:48,070 And then we have constant. 10 00:00:50,380 --> 00:00:59,350 And constants are declared once and can not be changed later on. 11 00:01:02,980 --> 00:01:09,250 So this is declaring clarinet cost, and we'll begin with the keyword. 12 00:01:11,440 --> 00:01:18,850 KONST And then let's say an integer, and then let's just declare a simple integer up here. 13 00:01:22,160 --> 00:01:32,000 But first, let me explain the naming conventions, naming of variables or constants. 14 00:01:33,890 --> 00:01:37,890 So this is how you want to be naming your declared variables. 15 00:01:37,940 --> 00:01:51,140 So pretty much they have to start with the letter and then they can be followed by either a number or 16 00:01:51,140 --> 00:01:51,860 an underbar. 17 00:01:53,660 --> 00:02:02,660 So let me declare a simple integer or so, and my end is equal to one. 18 00:02:03,590 --> 00:02:09,140 You can also declare it, but I think int my int is equal to two. 19 00:02:09,710 --> 00:02:11,750 And then you can also do int my. 20 00:02:12,050 --> 00:02:14,270 And one is equal to three. 21 00:02:15,500 --> 00:02:22,400 So these are all possible ways of declaring something, pretty much. 22 00:02:22,850 --> 00:02:27,080 So let's also do that with our constants. 23 00:02:28,280 --> 00:02:36,180 However, I like declare my constants in all caps because they stand out and you can tell which item 24 00:02:36,380 --> 00:02:37,320 is of constant or not. 25 00:02:37,340 --> 00:02:41,000 So let's say a const and. 26 00:02:44,500 --> 00:02:46,270 And then this is equal to a hundred. 27 00:02:46,990 --> 00:02:49,990 So these are all possible declarations of your 28 00:02:53,110 --> 00:02:55,060 integers or, you know, whatever you're declaring. 29 00:02:56,110 --> 00:02:59,830 So that's that's those are the basics of how you can declare items. 30 00:03:00,220 --> 00:03:05,290 They have to start with a letter and then followed by either an underbar or a number. 31 00:03:05,350 --> 00:03:06,310 These are possible. 32 00:03:06,340 --> 00:03:08,470 They don't have to, but they can be. 33 00:03:08,480 --> 00:03:10,210 So can be. 34 00:03:12,760 --> 00:03:17,020 So now let's talk about our primitive types. 35 00:03:18,550 --> 00:03:20,230 These range from. 36 00:03:21,520 --> 00:03:22,800 So let me let me write them down. 37 00:03:23,230 --> 00:03:31,330 I'll be doing and float character. 38 00:03:33,980 --> 00:03:41,210 Let me throw in double right after float, and the most simplest of them all is bullion. 39 00:03:43,550 --> 00:03:45,380 So let's go through an integer. 40 00:03:46,310 --> 00:03:49,970 So and by default are 32 bits. 41 00:03:53,300 --> 00:04:01,910 And can hold numbers from a big number, so bear with me. 42 00:04:02,630 --> 00:04:03,710 Negative 12. 43 00:04:04,070 --> 00:04:04,490 Excuse me. 44 00:04:04,520 --> 00:04:05,420 That's not 2000. 45 00:04:06,820 --> 00:04:08,930 It's I think it's in the billions. 46 00:04:09,340 --> 00:04:16,730 Four, four, eight, three, and then six, four, eight to positive. 47 00:04:17,870 --> 00:04:18,590 OK. 48 00:04:18,950 --> 00:04:19,520 You know, first. 49 00:04:19,520 --> 00:04:24,920 No, I don't I don't know the exact way of pronouncing it, so I'm not going to try. 50 00:04:26,060 --> 00:04:28,160 And then six forty seven. 51 00:04:29,930 --> 00:04:32,750 So that is the range of what an integer can hold. 52 00:04:33,590 --> 00:04:34,970 It is by default signed. 53 00:04:38,030 --> 00:04:42,980 Which means they can have a negative numbers, as you may say. 54 00:04:46,150 --> 00:04:53,740 So know, let's declare let's do have a constant and a nonconsent of it for all of these. 55 00:04:53,770 --> 00:04:56,200 So that's the end 56 00:04:59,960 --> 00:05:00,640 and end. 57 00:05:02,550 --> 00:05:06,310 It's equal to one and the cost and 58 00:05:09,190 --> 00:05:10,630 the constant in, let's say. 59 00:05:12,540 --> 00:05:13,500 It's equal to two. 60 00:05:14,550 --> 00:05:16,080 So that's that's pretty much an end. 61 00:05:16,170 --> 00:05:17,250 That's pretty much what it will be. 62 00:05:18,210 --> 00:05:20,040 So let's move on to a float. 63 00:05:21,390 --> 00:05:26,940 So floats are by default, 32, 32 bit as well. 64 00:05:29,070 --> 00:05:30,780 And they can hold. 65 00:05:33,110 --> 00:05:39,530 Approximately negative three point four times. 66 00:05:41,790 --> 00:05:45,000 Let's see, I think it's 10 to the 38. 67 00:05:48,250 --> 00:05:54,760 And then two positive three point four times ten to 38. 68 00:05:54,880 --> 00:05:56,410 So a pretty, pretty big number. 69 00:05:58,810 --> 00:06:03,010 So how do we declare these is the same thing? 70 00:06:03,010 --> 00:06:09,700 Float a float is equal to two point five, six. 71 00:06:10,270 --> 00:06:13,260 And that, of course, they have to be followed by us. 72 00:06:13,300 --> 00:06:16,990 So let me write that down or ends with F. 73 00:06:20,650 --> 00:06:22,090 Other why is it. 74 00:06:22,280 --> 00:06:35,020 We'll assume it's a double, which A is just a much larger version of a float and a float also has is 75 00:06:35,020 --> 00:06:40,300 accurate to seven decimal units. 76 00:06:45,610 --> 00:06:49,210 So one, two, three, four, five, six, seven. 77 00:06:49,480 --> 00:06:58,120 So that's as far as as accurate as all get that constant flow float. 78 00:07:00,740 --> 00:07:10,100 My float equal to two O two point one, two, four, one five, so on. 79 00:07:11,510 --> 00:07:13,100 So lots of float. 80 00:07:14,630 --> 00:07:15,740 Let's go with the double. 81 00:07:17,750 --> 00:07:19,970 They are 32 bits. 82 00:07:20,120 --> 00:07:23,600 So these are excuse me, 64 bits. 83 00:07:24,710 --> 00:07:28,460 Hence them being larger than a float. 84 00:07:30,800 --> 00:07:31,970 Let me write it here. 85 00:07:32,450 --> 00:07:33,200 Decimal. 86 00:07:35,810 --> 00:07:46,700 So there are 30, 64 bit decimals, these hold very, very, very large number that I will not write. 87 00:07:47,960 --> 00:07:49,520 And they are accurate to. 88 00:07:52,330 --> 00:07:55,390 15 to 16 decimal units. 89 00:07:58,240 --> 00:08:04,180 So double, let's say a double. 90 00:08:07,320 --> 00:08:09,180 To your point, you know something? 91 00:08:11,760 --> 00:08:13,590 These do have the option to end with enough. 92 00:08:14,070 --> 00:08:17,550 They don't necessarily have to, but it's it's a choice. 93 00:08:19,140 --> 00:08:21,160 But I wouldn't it's it's not necessary. 94 00:08:21,160 --> 00:08:22,710 It's just, you know, it's possible. 95 00:08:26,870 --> 00:08:29,030 Then my double. 96 00:08:33,550 --> 00:08:34,060 There you go. 97 00:08:34,940 --> 00:08:38,590 That's that's a double for characters. 98 00:08:39,610 --> 00:08:52,990 They hold one value at a time and they can be anything from a letter to simple. 99 00:08:55,650 --> 00:09:07,260 And so let me let me go ahead and write that down, so character my car, a sequel to a then you can 100 00:09:07,260 --> 00:09:14,610 do a constant character, my care, my. 101 00:09:15,980 --> 00:09:16,670 Const. 102 00:09:21,250 --> 00:09:28,270 Care to signal to be actually, let me do this just to show that. 103 00:09:32,780 --> 00:09:35,360 Cost constant, constant. 104 00:09:37,150 --> 00:09:39,680 If Cosmosphere requires a value to be provided. 105 00:09:43,220 --> 00:09:45,280 I think this might be it. 106 00:09:49,230 --> 00:09:50,250 Constant. 107 00:09:53,310 --> 00:09:55,770 I declared it costs and somewhere that I. 108 00:09:58,150 --> 00:09:59,600 Need to take back pretty much. 109 00:10:00,440 --> 00:10:03,770 That's the area that I'm getting in, constant fear requires a value to be provided. 110 00:10:08,680 --> 00:10:09,580 Oh, excuse me. 111 00:10:09,610 --> 00:10:10,090 Right here. 112 00:10:11,920 --> 00:10:13,270 That should fix it. 113 00:10:14,910 --> 00:10:16,800 And I believe this can be enhanced as well. 114 00:10:16,830 --> 00:10:18,510 So let me put that back up there. 115 00:10:20,580 --> 00:10:27,000 So that's that's a character, Ken, one item at a time if you try to do to get in there. 116 00:10:29,010 --> 00:10:30,480 So now let's go to bullions. 117 00:10:31,890 --> 00:10:43,440 So Bill holds the value of true or false, and he sort of declare the same way, a bully in my bull 118 00:10:44,220 --> 00:10:48,150 sequel to True and have a constant one. 119 00:10:49,410 --> 00:10:50,040 That's true. 120 00:10:50,040 --> 00:10:53,680 Cost and Boulianne I. 121 00:10:57,130 --> 00:10:58,050 Which is equal to. 122 00:10:59,360 --> 00:11:00,140 False. 123 00:11:02,680 --> 00:11:03,400 There you have it. 124 00:11:03,730 --> 00:11:11,260 So these are our most basic types, the simplest ones like I can come off my head. 125 00:11:12,340 --> 00:11:15,070 There are slightly different versions of. 126 00:11:15,760 --> 00:11:18,130 So write these down right below. 127 00:11:20,170 --> 00:11:23,140 By doing this. 128 00:11:23,710 --> 00:11:33,250 So we have let's go with a eight bit version of ANENT. 129 00:11:36,320 --> 00:11:41,300 The ancient version of the end is called a bite. 130 00:11:44,460 --> 00:11:50,970 So these are by default signed excuse me, on signed. 131 00:11:54,250 --> 00:11:59,350 So I'll bite my bite is equal to 132 00:12:01,790 --> 00:12:11,140 so 120, the range here is from zero to 255. 133 00:12:14,000 --> 00:12:17,180 And then we can do a constant of these as well, so constant. 134 00:12:17,450 --> 00:12:24,140 But my cost bite sequel to 255. 135 00:12:25,610 --> 00:12:31,040 So now we have a I forgot to write the eight right there. 136 00:12:32,870 --> 00:12:34,400 So sixteen bit. 137 00:12:37,930 --> 00:12:42,140 Version of and it's called a short. 138 00:12:44,540 --> 00:12:50,840 And this goes from negative, so range is negative 32. 139 00:12:51,890 --> 00:12:55,910 And let me see the actual number behind it. 140 00:12:57,370 --> 00:12:59,000 Oh, 32. 141 00:13:03,950 --> 00:13:05,270 I'll come with it in a bit. 142 00:13:05,360 --> 00:13:06,410 Six, seven, eight. 143 00:13:07,070 --> 00:13:14,030 Or excuse me, seven, six, eight two thirty two, seven, six, seven. 144 00:13:19,210 --> 00:13:21,730 So this is the actual range. 145 00:13:23,500 --> 00:13:24,820 It is by default. 146 00:13:28,160 --> 00:13:33,080 Of course, signed, as you know, we have a negative up here, so it's got to be signed. 147 00:13:33,590 --> 00:13:39,920 So short my short cycle to only 200. 148 00:13:42,070 --> 00:13:44,620 Then costs. 149 00:13:48,050 --> 00:13:51,320 Short, I can't short. 150 00:13:53,480 --> 00:13:55,400 And that makes us think of 32. 151 00:13:58,060 --> 00:14:07,600 And I forget the equals sign here, and then our last one is a 64 bit version of an ant. 152 00:14:09,390 --> 00:14:11,100 And this is called a long. 153 00:14:13,920 --> 00:14:24,510 The range on the long is quite big, so I'll short it by going with negative nine point two times 10 154 00:14:24,720 --> 00:14:30,960 to the 18 to nine point two times 10. 155 00:14:33,180 --> 00:14:36,640 To the 18 as well, so that is the range. 156 00:14:39,650 --> 00:14:45,590 So it's long mile long and quite big number, I believe. 157 00:14:45,680 --> 00:14:47,960 I think that might be big enough. 158 00:14:47,990 --> 00:14:48,260 Yep. 159 00:14:49,430 --> 00:14:52,190 So then caused along. 160 00:14:56,110 --> 00:14:57,580 I cast long. 161 00:15:01,040 --> 00:15:02,690 I think that should be within range. 162 00:15:03,230 --> 00:15:04,460 And so vengo. 163 00:15:05,420 --> 00:15:09,020 So these are are different versions. 164 00:15:11,600 --> 00:15:15,570 Of a far integer, pretty much. 165 00:15:16,640 --> 00:15:21,830 And then we have unsigned versions of these, so. 166 00:15:23,710 --> 00:15:33,180 Let me make a comment on Scient versions. 167 00:15:34,840 --> 00:15:43,210 So we have you and you long and you short. 168 00:15:44,320 --> 00:15:45,580 So these are all unsigned. 169 00:15:45,730 --> 00:15:50,920 So meaning they go from pretty much zero to double of what their number is. 170 00:15:50,920 --> 00:15:57,400 So it's a short will go from zero to about 6400 or 64000. 171 00:15:57,400 --> 00:15:57,880 Excuse me. 172 00:15:58,930 --> 00:16:00,870 So these are also they're declare the same way. 173 00:16:00,880 --> 00:16:08,920 So you and I, you and as equal to, you know, something positive has to be a positive number. 174 00:16:09,970 --> 00:16:11,410 Otherwise, they will not accept it. 175 00:16:12,790 --> 00:16:16,750 Short by short, you short 176 00:16:19,810 --> 00:16:20,680 and then something. 177 00:16:21,880 --> 00:16:25,270 So if I put a negative here, it'll give me an error, as you may see. 178 00:16:27,490 --> 00:16:33,690 And then you long my along as you go to some number. 179 00:16:37,060 --> 00:16:49,510 We also have a signed version of our Vyt, so let me put this a signed version of it. 180 00:16:50,530 --> 00:16:53,170 And this is called as bait. 181 00:16:54,280 --> 00:16:56,110 And it's slowly just as bite. 182 00:16:56,530 --> 00:17:07,660 And then my -- bite to negative one toe the range here. 183 00:17:10,390 --> 00:17:15,320 Is one negative one to eight to one. 184 00:17:15,340 --> 00:17:16,750 Twenty seven. 185 00:17:19,080 --> 00:17:20,430 So that's what we have. 186 00:17:24,340 --> 00:17:27,220 So again, I'll repeat this again. 187 00:17:28,240 --> 00:17:28,900 Don't go. 188 00:17:29,530 --> 00:17:32,980 I think I've repeated, if I haven't, I'll say it, I'll say it once. 189 00:17:34,030 --> 00:17:35,530 So let's talk about overflowing. 190 00:17:36,250 --> 00:17:38,920 I don't think I've actually said it, so I'll do. 191 00:17:38,920 --> 00:17:58,750 The stumbling over flowing is when you try to assign a type a value to large for the container. 192 00:18:01,690 --> 00:18:17,350 So an example of this is let's go with a bite equal to one twenty nine cents, a nice bite goes from 193 00:18:19,030 --> 00:18:23,740 one twenty eight to one twenty seven or negative, 128 to 127. 194 00:18:24,100 --> 00:18:30,400 129 should be too large for it to hold till we get an error here if I drop this back to 127. 195 00:18:32,830 --> 00:18:33,820 It shouldn't work. 196 00:18:36,790 --> 00:18:38,350 Oh, excuse me. 197 00:18:38,510 --> 00:18:42,880 I have to say, we have to have a variable or a name for it. 198 00:18:43,990 --> 00:18:45,730 My bite. 199 00:18:47,100 --> 00:18:48,270 And then let's just do another one. 200 00:18:49,620 --> 00:18:52,040 So let me do that again to 129. 201 00:18:52,070 --> 00:18:52,890 We should get an error. 202 00:18:54,270 --> 00:18:58,170 It's too it's too large for it to hold, so it cannot hold it. 203 00:18:58,860 --> 00:19:01,290 So I'm a coming this out as an example. 204 00:19:06,960 --> 00:19:13,290 So that is what overflowing is a stubborn about excuse me, let's talk about scoping. 205 00:19:15,180 --> 00:19:16,500 So scoping. 206 00:19:18,330 --> 00:19:21,450 Is trying to. 207 00:19:22,950 --> 00:19:32,760 Well, it's not really something, it's just a school with scope is where you can access. 208 00:19:35,260 --> 00:19:42,670 Variables or values, pretty much so values, because you can access costs as well, we can access values 209 00:19:42,670 --> 00:19:43,240 from. 210 00:19:43,660 --> 00:19:47,410 And so let's let's let's give you a let me give you an example. 211 00:19:47,440 --> 00:19:51,070 So if we have a statement, I'll be using F statements. 212 00:19:51,670 --> 00:19:53,420 So I have to tell you what they are. 213 00:19:53,440 --> 00:19:59,830 So they are statements that if a condition is met, a certain task will be done. 214 00:19:59,860 --> 00:20:05,620 So let me let me say and test. 215 00:20:05,650 --> 00:20:07,420 And it's equal to 10. 216 00:20:08,260 --> 00:20:11,490 If test and is equal to 10. 217 00:20:13,630 --> 00:20:17,470 So the difference I'm going to tell you the difference between this equal sign and this equals sign. 218 00:20:17,920 --> 00:20:20,950 So this equals sign says that tests aren't as equal to 10. 219 00:20:21,940 --> 00:20:23,590 This equals sign as checking. 220 00:20:26,720 --> 00:20:28,730 Checking if test. 221 00:20:30,020 --> 00:20:34,130 Pente is equal to 10. 222 00:20:34,220 --> 00:20:35,390 So if I made this. 223 00:20:36,320 --> 00:20:37,910 Let me finish a statement first. 224 00:20:37,910 --> 00:20:43,250 So let's say if it is equal to 10, let's have the console, right? 225 00:20:44,980 --> 00:20:45,500 I'm 10. 226 00:20:49,510 --> 00:20:56,200 So so this should one should say I'm 10, not to make this zero. 227 00:20:56,590 --> 00:20:57,610 They should not run into that. 228 00:20:57,850 --> 00:20:59,830 So it's pretty much checking for a condition. 229 00:20:59,980 --> 00:21:02,630 The condition is here where the tenant is equal to 10. 230 00:21:04,280 --> 00:21:05,480 So Nutro. 231 00:21:05,860 --> 00:21:08,440 So let me go back to scoping. 232 00:21:09,310 --> 00:21:17,860 So scoping is where you can access a value from the if statement as within the the main function. 233 00:21:18,190 --> 00:21:21,940 So if statement will have any will have access to anything above it? 234 00:21:21,940 --> 00:21:23,110 Pretty much so. 235 00:21:23,560 --> 00:21:26,480 Anything declared above it, I'll have access to. 236 00:21:26,500 --> 00:21:28,810 So let me go back to my end to one. 237 00:21:28,840 --> 00:21:29,530 I'll change it. 238 00:21:30,850 --> 00:21:31,690 And that point it again. 239 00:21:32,050 --> 00:21:33,340 So I'll print first. 240 00:21:35,740 --> 00:21:36,820 Let me have the console. 241 00:21:36,820 --> 00:21:37,240 Right. 242 00:21:41,170 --> 00:21:49,540 So on the right line, my end should print one. 243 00:21:52,290 --> 00:21:53,460 It's capital I. 244 00:21:55,350 --> 00:21:56,730 So am I, and a third one. 245 00:21:56,940 --> 00:22:02,010 And now if we added my end so my aunt is not equal to 25. 246 00:22:03,000 --> 00:22:04,230 And now let's write it again. 247 00:22:08,930 --> 00:22:09,440 My. 248 00:22:10,460 --> 00:22:16,280 And so now I should have won and then 2005 at the very end, because we can edit it, we have access 249 00:22:16,280 --> 00:22:16,550 to it. 250 00:22:17,870 --> 00:22:20,330 So now let me declare an integer here. 251 00:22:21,050 --> 00:22:24,260 So and new. 252 00:22:24,260 --> 00:22:29,000 And it's equal to negative to negative one. 253 00:22:29,540 --> 00:22:29,810 All right. 254 00:22:29,960 --> 00:22:32,450 And we can run it. 255 00:22:32,660 --> 00:22:33,170 That's fine. 256 00:22:34,070 --> 00:22:39,250 So now let's try to access that integer from outside of here outside the statement. 257 00:22:39,270 --> 00:22:43,860 So let's say you and it's now equal to 20. 258 00:22:45,200 --> 00:22:52,580 It'll give me an error because I'm trying to access it outside of the scope of it went. 259 00:22:52,940 --> 00:22:57,200 And the nuance scope is only for the statement. 260 00:22:58,100 --> 00:22:59,930 So I can access it only within here. 261 00:23:00,260 --> 00:23:02,330 Or if I were to declare something within here. 262 00:23:02,390 --> 00:23:04,340 So let's say if. 263 00:23:06,050 --> 00:23:12,050 Let's say to a bully, and so let me declare bully in my 264 00:23:14,840 --> 00:23:15,530 no bull. 265 00:23:18,530 --> 00:23:21,020 So my new bullion is equal to true. 266 00:23:22,100 --> 00:23:31,040 So if my new bullion sequel to True, this can also be done this way. 267 00:23:31,050 --> 00:23:32,840 So let me show you another example. 268 00:23:32,850 --> 00:23:41,300 If my new beau that checks, if it's true, Salame check for true. 269 00:23:42,170 --> 00:23:43,710 And then this will be for a false. 270 00:23:43,730 --> 00:23:45,620 So exclamation mark. 271 00:23:47,480 --> 00:23:48,350 So my. 272 00:23:49,870 --> 00:23:50,990 No bull. 273 00:23:52,240 --> 00:23:52,930 This would be. 274 00:23:54,570 --> 00:23:55,390 For false. 275 00:23:57,370 --> 00:24:00,340 So this is just another way of doing exactly what I did here. 276 00:24:01,060 --> 00:24:07,490 So let's say let's do that so minuet. 277 00:24:07,510 --> 00:24:10,900 So let's change Menuet now. 278 00:24:11,320 --> 00:24:13,330 And now it goes to negative 10. 279 00:24:14,230 --> 00:24:15,550 And let's have concentrated. 280 00:24:20,490 --> 00:24:21,450 New and. 281 00:24:23,620 --> 00:24:24,510 The comment that out. 282 00:24:26,160 --> 00:24:30,900 So as you may see, this is within the scope because everything that I'm using here is declared above 283 00:24:30,900 --> 00:24:35,940 it within this here, within the these brackets. 284 00:24:36,060 --> 00:24:40,260 If I try to exit here, I'm outside of the brackets. 285 00:24:40,920 --> 00:24:44,580 And so I'm outside of the scope because it was declared here. 286 00:24:44,850 --> 00:24:48,450 Now I can access this integer if I declare it above. 287 00:24:48,480 --> 00:24:50,490 So let's move it up there. 288 00:24:51,750 --> 00:24:56,810 This will give won't give me an error anymore because it's declared within its own scope. 289 00:24:56,820 --> 00:24:58,740 So this would be in scope of this. 290 00:25:01,620 --> 00:25:03,180 Tell me, move that back over here. 291 00:25:08,050 --> 00:25:08,590 All right. 292 00:25:10,820 --> 00:25:15,140 So that is pretty much scoping and what you need to know about it. 293 00:25:17,600 --> 00:25:19,790 Finally, put this an example of. 294 00:25:22,690 --> 00:25:24,970 Of that scope. 295 00:25:27,570 --> 00:25:33,450 All right, so that is pretty much what you guys need to know about, you know, primitive types and 296 00:25:33,750 --> 00:25:41,340 scoping and overflowing for you guys, I would like for you all to mess around with it, have some fun. 297 00:25:41,820 --> 00:25:42,960 Used to have statements. 298 00:25:44,190 --> 00:25:48,810 There are, you know, right now one of our first big things that we're learning. 299 00:25:49,290 --> 00:25:55,470 So play around with it, mess around with it, declare your own your own variables, get familiar with 300 00:25:55,470 --> 00:25:56,340 the naming convention. 301 00:25:56,340 --> 00:26:05,670 You know, you can do many things with it, but just go around going back on to mess around with it 302 00:26:05,670 --> 00:26:07,110 and just have some fun. 303 00:26:08,820 --> 00:26:11,540 So that concludes for today. 304 00:26:11,550 --> 00:26:17,040 That concludes today's video and the next tutorial we'll learn about type conversion. 305 00:26:17,820 --> 00:26:18,600 Thanks for watching. 25881