1
00:00:02,000 --> 00:00:02,000
Good morning.

2
00:00:04,000 --> 00:00:13,000
Today, we'll discuss about numeric Belet in Leffew but is the basic pilot.

3
00:00:15,000 --> 00:00:15,000
After.

4
00:00:17,000 --> 00:00:25,000
Starting with the Luvox hour introduction, we go to our first ballot, which is numeric ballot.

5
00:00:26,000 --> 00:00:30,000
So here is my ballot, you can at it using this.

6
00:00:31,000 --> 00:00:34,000
So here this is my programming window.

7
00:00:34,000 --> 00:00:40,000
You can say look like and this is my front ballot in this numeric ballot.

8
00:00:40,000 --> 00:00:45,000
We have different mathematical operations like add, subtract, multiply, divide.

9
00:00:46,000 --> 00:00:50,000
So one by one I will discuss everyone.

10
00:00:50,000 --> 00:00:56,000
So first I create a program to add two numbers.

11
00:00:56,000 --> 00:01:01,000
So I just create a control then over here.

12
00:01:01,000 --> 00:01:02,000
Right.

13
00:01:02,000 --> 00:01:04,000
And create another control.

14
00:01:04,000 --> 00:01:13,000
So here is my X variable, which is my floating orange color in all easy floating type.

15
00:01:13,000 --> 00:01:18,000
And why also uploading and you can change it also.

16
00:01:18,000 --> 00:01:21,000
So go to just representation.

17
00:01:22,000 --> 00:01:29,000
So here is different notations or formats like it is double precision.

18
00:01:29,000 --> 00:01:31,000
It is a 32 integer 32 it is.

19
00:01:32,000 --> 00:01:33,000
The third is 16.

20
00:01:33,000 --> 00:01:38,000
Ayyad basically 32 is the range of this number.

21
00:01:38,000 --> 00:01:47,000
It is to raise to 32 to which it can Mazher or whatever it is given zero to 31 its range.

22
00:01:48,000 --> 00:01:51,000
So over here I create the data.

23
00:01:51,000 --> 00:01:56,000
So this is my basic LabView program of additions in LabView.

24
00:01:57,000 --> 00:02:03,000
Using this highlighter execution, you can check the data flow and level.

25
00:02:03,000 --> 00:02:06,000
The data flow is always from left to right.

26
00:02:06,000 --> 00:02:12,000
So then I put some value in this like this and when I hit on one button.

27
00:02:13,000 --> 00:02:16,000
So from here, for you and for me, nine.

28
00:02:16,000 --> 00:02:20,000
So this is the basic level program.

29
00:02:20,000 --> 00:02:30,000
In addition, you need not to consider any precautions like you can add X plus why your Y plus X mode

30
00:02:30,000 --> 00:02:31,000
will give you the same result.

31
00:02:31,000 --> 00:02:39,000
But in case of subtraction, you have to check which one is your X and which one is you are Y because

32
00:02:39,000 --> 00:02:43,000
X minus Y, Y, Y minus X gives you different results.

33
00:02:44,000 --> 00:02:51,000
So this is the case and the same case applied in multiplication X into Y or Y into X gives you the same

34
00:02:51,000 --> 00:02:56,000
result, but X upon by inviable next gives you different results.

35
00:02:56,000 --> 00:03:03,000
So these are the four nodes, these, this one is called node, OK.

36
00:03:04,000 --> 00:03:07,000
This one is our indicator and this one is our control.

37
00:03:08,000 --> 00:03:17,000
So right now our next part in numeric Belad is quotient and the window.

38
00:03:18,000 --> 00:03:23,000
In this case you got a floating value, which is like three, right?

39
00:03:23,000 --> 00:03:23,000
It is.

40
00:03:23,000 --> 00:03:25,000
It gives you one point five.

41
00:03:25,000 --> 00:03:34,000
But if you want to check the remainder and quotient differently for a case like this or hear this in

42
00:03:34,000 --> 00:03:36,000
my control.

43
00:03:38,000 --> 00:03:48,000
This is my control for way and over here, I have input history, and this has to and in this case,

44
00:03:49,000 --> 00:03:57,000
here is my indicator, which gives me the window and this will give me the caution.

45
00:03:59,000 --> 00:04:03,000
OK, so then I don't run, but it gives me one.

46
00:04:03,000 --> 00:04:03,000
One.

47
00:04:05,000 --> 00:04:09,000
As you see, and when I change it to five.

48
00:04:12,000 --> 00:04:24,000
Caution is two and again one, so using this, you can use this palette so I can cover every part of

49
00:04:24,000 --> 00:04:24,000
this numeric palette.

50
00:04:25,000 --> 00:04:29,000
So this is my first throw.

51
00:04:29,000 --> 00:04:35,000
And in this case, you can convert your one part of data to another part.

52
00:04:35,000 --> 00:04:43,000
Like if you want to convert boolean number to Malanda number or number two, boolean or boolean areata

53
00:04:43,000 --> 00:04:45,000
number, you can convert using this.

54
00:04:45,000 --> 00:04:48,000
I will make an example of this also.

55
00:04:50,000 --> 00:04:51,000
So this is the increment.

56
00:04:51,000 --> 00:04:55,000
If you want to increment by one your value, you can use this.

57
00:04:55,000 --> 00:04:57,000
If you want to decrease the.

58
00:04:58,000 --> 00:04:58,000
You can use this.

59
00:04:59,000 --> 00:05:01,000
It will make this function.

60
00:05:01,000 --> 00:05:02,000
Add every element.

61
00:05:02,000 --> 00:05:06,000
So first, you know, down how to create an array.

62
00:05:06,000 --> 00:05:09,000
So first I create a blank area.

63
00:05:09,000 --> 00:05:12,000
So over here, this is my array blanket.

64
00:05:13,000 --> 00:05:16,000
And in this I put it control, as you see.

65
00:05:17,000 --> 00:05:28,000
And in this area I take four values like four, three, four, seven and eight.

66
00:05:28,000 --> 00:05:40,000
And I want to use that function of every add element so it will add all the element.

67
00:05:40,000 --> 00:05:43,000
Like you have to connect this and it will give you a.

68
00:05:46,000 --> 00:05:53,000
Scalar value, like in this case, when I hit one button, it will add all the values, so Total is

69
00:05:53,000 --> 00:06:00,000
going to learn all the elements so you can use this to add the element.

70
00:06:01,000 --> 00:06:04,000
So next hour, multiply at 11.

71
00:06:04,000 --> 00:06:16,000
So I just use this and already created a connector and this one gives the product of any functions.

72
00:06:17,000 --> 00:06:26,000
So like I don't Dunbarton here is the product of all 14 to three to four to 17 do it.

73
00:06:27,000 --> 00:06:30,000
OK, so now we go to our next function.

74
00:06:31,000 --> 00:06:34,000
It is a very important function in LabView.

75
00:06:36,000 --> 00:06:45,000
It is compound in already created functions like add, subtract, multiply.

76
00:06:45,000 --> 00:06:46,000
You have only two inputs.

77
00:06:47,000 --> 00:06:57,000
As you see in this case, you have only two inputs, inputs or here input if we want to add three elements

78
00:06:57,000 --> 00:07:01,000
so we can choose this type of function.

79
00:07:01,000 --> 00:07:04,000
So first two and this one it will give me.

80
00:07:05,000 --> 00:07:09,000
In this case I will add three elements.

81
00:07:09,000 --> 00:07:13,000
So for that purpose, I use three addition blocks.

82
00:07:13,000 --> 00:07:18,000
So to remove this part, I just use compound element.

83
00:07:18,000 --> 00:07:24,000
And in this you can add as many as inputs like in this case.

84
00:07:25,000 --> 00:07:33,000
So over here in this compound, there are more functions like addition, multiplication and or.

85
00:07:34,000 --> 00:07:37,000
This is the basic functions you can use.

86
00:07:38,000 --> 00:07:38,000
Using this.

87
00:07:39,000 --> 00:07:47,000
You can find out your operations, both many inputs, like if you want to add the temperature of two

88
00:07:47,000 --> 00:07:50,000
buildings, then our three buildings.

89
00:07:50,000 --> 00:07:53,000
You can use this for multiple inputs.

90
00:07:53,000 --> 00:07:57,000
You can use compound automatic function.

91
00:07:58,000 --> 00:08:00,000
And in this total, five.

92
00:08:03,000 --> 00:08:10,000
Operations out of there and multiplication and or exel, this is these are the basic or universal functions

93
00:08:10,000 --> 00:08:13,000
using this, you can perform any operation.

94
00:08:13,000 --> 00:08:18,000
So this is the compound, as you see a great example of this.

95
00:08:21,000 --> 00:08:27,000
Like in this case, I have a numeric so that I use.

96
00:08:30,000 --> 00:08:31,000
For input's.

97
00:08:34,000 --> 00:08:35,000
And one out of.

98
00:08:40,000 --> 00:08:44,000
Control, you will minimize the function.

99
00:08:45,000 --> 00:08:54,000
And in this, I just put the value like five, four, five, two.

100
00:08:54,000 --> 00:09:00,000
It will add all the values like in this case, the total result is 16.

101
00:09:01,000 --> 00:09:07,000
And when I changed our mode, the multiplication, this result is also change.

102
00:09:08,000 --> 00:09:10,000
Like in this case it is two hundred.

103
00:09:10,000 --> 00:09:13,000
So this is the function of compound.

104
00:09:15,000 --> 00:09:18,000
And Bulan will explain in next section.

105
00:09:18,000 --> 00:09:21,000
So over here, this is absolute value.

106
00:09:22,000 --> 00:09:25,000
I just take it and control it.

107
00:09:25,000 --> 00:09:30,000
It will return our absolute value about X like.

108
00:09:31,000 --> 00:09:38,000
In this case, I create a control order here and I just put.

109
00:09:39,000 --> 00:09:49,000
This value, three point total and more here, I have data that will give me three point do so absolute

110
00:09:49,000 --> 00:09:49,000
value is.

111
00:09:51,000 --> 00:09:58,000
You can find out, like in this case, I just put a negative sign over here, and when I don't unbutton,

112
00:09:58,000 --> 00:10:00,000
it will give me absolute value.

113
00:10:01,000 --> 00:10:06,000
OK, more of X, I guess you get the value.

114
00:10:06,000 --> 00:10:08,000
So this is the absolute value.

115
00:10:09,000 --> 00:10:12,000
Then if you go round to nearest.

116
00:10:13,000 --> 00:10:15,000
So in this case, I take the same value.

117
00:10:17,000 --> 00:10:21,000
But over here, it is like three point two and.

118
00:10:23,000 --> 00:10:25,000
Round to the nearest value.

119
00:10:26,000 --> 00:10:28,000
Create indicator.

120
00:10:29,000 --> 00:10:32,000
So when I hit bottom, it gives me three.

121
00:10:32,000 --> 00:10:37,000
So I just in place of three, I continuously run.

122
00:10:38,000 --> 00:10:40,000
I will check the value.

123
00:10:41,000 --> 00:10:42,000
Give me three point three.

124
00:10:44,000 --> 00:10:52,000
In the case, it will also give me three three point four and give me three three point five million.

125
00:10:52,000 --> 00:10:52,000
It'll give me four.

126
00:10:53,000 --> 00:10:54,000
So when I.

127
00:10:55,000 --> 00:11:04,000
But over here, like for in this case, again, it gave me three when I increased this value to five.

128
00:11:05,000 --> 00:11:08,000
So it gave me, again, three.

129
00:11:09,000 --> 00:11:10,000
For.

130
00:11:13,000 --> 00:11:24,000
Or here again, the value is three eight three nine, the value is three, if it is three point five,

131
00:11:25,000 --> 00:11:35,000
then it is for you have to knock down this value like in this case, again, three point five.

132
00:11:36,000 --> 00:11:38,000
It is not for it is three.

133
00:11:39,000 --> 00:11:42,000
So when I increase this three point six.

134
00:11:44,000 --> 00:11:44,000
It is for.

135
00:11:45,000 --> 00:11:51,000
So when I put three point five again for three point four, it is for.

136
00:11:52,000 --> 00:11:58,000
Not for it is three, so when I put nine over here, the value is.

137
00:12:01,000 --> 00:12:02,000
But when the value is.

138
00:12:03,000 --> 00:12:13,000
Three point five, the value is four, so this is nearest integer value and use this function, then

139
00:12:14,000 --> 00:12:18,000
we have another function around two hours negative infinity.

140
00:12:19,000 --> 00:12:22,000
It will give you always.

141
00:12:24,000 --> 00:12:24,000
Te.

142
00:12:25,000 --> 00:12:29,000
In this case, when I continue on this.

143
00:12:30,000 --> 00:12:36,000
So we're here three when I increase this, six, seven, eight, nine.

144
00:12:36,000 --> 00:12:40,000
It gave me only three because it is.

145
00:12:41,000 --> 00:12:50,000
Like towards negative infinity, and when you want positive in that case, first I have to stop the

146
00:12:50,000 --> 00:12:51,000
program.

147
00:12:53,000 --> 00:13:03,000
So when I used to supposed to be when we have three point one, it will give me for like when I put

148
00:13:03,000 --> 00:13:04,000
over here.

149
00:13:06,000 --> 00:13:10,000
Three point one that will give me four in this case.

150
00:13:11,000 --> 00:13:16,000
As you see, OK, so these are the different functions now I.

151
00:13:18,000 --> 00:13:26,000
And the pilot execution, so that my program is first, so now we discuss about these functions, then

152
00:13:26,000 --> 00:13:33,000
we go to lower scale by power of two, if you want to hear is my and.

153
00:13:35,000 --> 00:13:38,000
This is a function and this is my.

154
00:13:39,000 --> 00:13:49,000
Another function in this case, X and M. X is due to X into two days to end and it will give me x rays

155
00:13:49,000 --> 00:13:49,000
to two.

156
00:13:50,000 --> 00:13:54,000
And as you see, first I this all.

157
00:13:55,000 --> 00:13:58,000
So over here, I put to.

158
00:14:00,000 --> 00:14:07,000
And this is my five, so it gave me two in two to four in five.

159
00:14:10,000 --> 00:14:17,000
As you see, X and two means five and two do two is the power.

160
00:14:17,000 --> 00:14:20,000
It is the power of two as I increase this.

161
00:14:21,000 --> 00:14:24,000
Three, it gave me eight to five.

162
00:14:25,000 --> 00:14:32,000
Forty, as you see, this is the power of look so scale by power of two.

163
00:14:32,000 --> 00:14:36,000
Then we go to our data manipulation.

164
00:14:36,000 --> 00:14:45,000
In this case, you use these functions like eight left with these functions are used in microprocessor.

165
00:14:45,000 --> 00:14:51,000
Or if you want to rotate your function, you can use these functions for data manipulation.

166
00:14:52,000 --> 00:14:53,000
Then we have complex functions.

167
00:14:54,000 --> 00:14:58,000
I can use any of these like facilities.

168
00:14:59,000 --> 00:15:04,000
So here is my complex conjugate.

169
00:15:05,000 --> 00:15:13,000
First create and then it will create and later it will give me the complex conjugate.

170
00:15:13,000 --> 00:15:22,000
So when I put the value like two and two, three, two plus three, I think it will give me two minus

171
00:15:22,000 --> 00:15:23,000
three.

172
00:15:23,000 --> 00:15:25,000
That is the complex conjugate.

173
00:15:25,000 --> 00:15:29,000
Then we have poller to complex.

174
00:15:30,000 --> 00:15:35,000
Like in this case you have to put the value of various.

175
00:15:36,000 --> 00:15:37,000
And to.

176
00:15:38,000 --> 00:15:39,000
It will generate.

177
00:15:40,000 --> 00:15:48,000
Uh, complex, no, like in this case, Audie's do and this history that will generate this.

178
00:15:51,000 --> 00:15:53,000
Minus one point nine plus this.

179
00:15:54,000 --> 00:15:57,000
So this is the case of complex.

180
00:15:57,000 --> 00:16:05,000
You can also convert your complex function to like in this case, I have a complex number, this one,

181
00:16:06,000 --> 00:16:12,000
which is two plus three data that we gave me, the radius value and value.

182
00:16:13,000 --> 00:16:15,000
So when I hit on one button.

183
00:16:17,000 --> 00:16:23,000
So these three point six entities, eight point nine eight in this case, so using these functions,

184
00:16:23,000 --> 00:16:32,000
you can create your complex number and you can work complex to conjugate, conjugate to complex or poller

185
00:16:32,000 --> 00:16:40,000
to complex or complex to or real part of imaginary part to poller or poller to real or imaginary.

186
00:16:40,000 --> 00:16:42,000
You can convert any of these.

187
00:16:42,000 --> 00:16:45,000
So this is the part of complex number.

188
00:16:45,000 --> 00:16:48,000
Then we go to square root if you want to.

189
00:16:50,000 --> 00:16:52,000
Find out the square root of any number like.

190
00:16:53,000 --> 00:16:55,000
I just pick this girl.

191
00:16:57,000 --> 00:16:58,000
Create control.

192
00:17:00,000 --> 00:17:07,000
This is the indicator, and when I want to find out the scale of sex, it will give me a little point

193
00:17:07,000 --> 00:17:09,000
four four nine four six.

194
00:17:09,000 --> 00:17:15,000
And also, you can change the digit value also like the display format.

195
00:17:16,000 --> 00:17:27,000
Just click on this and in this case is six digit, if you want more, you can get any value, like over

196
00:17:27,000 --> 00:17:29,000
here can increase.

197
00:17:30,000 --> 00:17:35,000
OK, so this is the case of skittled.

198
00:17:35,000 --> 00:17:37,000
I just read this.

199
00:17:37,000 --> 00:17:45,000
According to this, you can find out your share nugget if you want to negate the value, if you want

200
00:17:45,000 --> 00:17:53,000
to find out the reciprocal of some value and if you want to the like in this case, if you have a number.

201
00:17:55,000 --> 00:17:59,000
And we have indicated if I put zero.

202
00:18:01,000 --> 00:18:09,000
Like, do it, give me minus one, because in this case, the range is minus one zero and one, if I

203
00:18:10,000 --> 00:18:13,000
put minus two over here, it will give me my.

204
00:18:15,000 --> 00:18:18,000
Minus one, if over here it is.

205
00:18:19,000 --> 00:18:22,000
It is one so extreme limit is minus one.

206
00:18:24,000 --> 00:18:30,000
In active case and one in positive case, if I would have zero point five in this case, but give me

207
00:18:31,000 --> 00:18:32,000
one, OK?

208
00:18:33,000 --> 00:18:42,000
And when I put minus point five, minus one, as you see, so this is the higher limit and this is the

209
00:18:42,000 --> 00:18:44,000
lower end of S..

210
00:18:45,000 --> 00:18:48,000
So this is the scaling part over here.

211
00:18:48,000 --> 00:18:57,000
If you have any sensor and you want to convert your temperature detector reading, you can use this

212
00:18:57,000 --> 00:18:58,000
by hand.

213
00:18:58,000 --> 00:19:02,000
If you want to convert strangulating, you can use this one.

214
00:19:02,000 --> 00:19:05,000
If you want to convert thermostat readings, you can use this one.

215
00:19:06,000 --> 00:19:09,000
This is in Bolivia and Levu.

216
00:19:09,000 --> 00:19:15,000
And if you want to convert your readings from degree to radiant and radiant degree or radiant, pulsating

217
00:19:15,000 --> 00:19:19,000
or radiant RPM, you can use these functions.

218
00:19:19,000 --> 00:19:22,000
These are the inbuilt functions in life in Nomadic.

219
00:19:24,000 --> 00:19:27,000
So then we go to some other part here.

220
00:19:27,000 --> 00:19:29,000
This is the nomadic integer type content.

221
00:19:30,000 --> 00:19:31,000
This is the enum constant.

222
00:19:32,000 --> 00:19:36,000
So over here you can create any integer type.

223
00:19:36,000 --> 00:19:42,000
Like in this case I just put some value first.

224
00:19:42,000 --> 00:19:43,000
Right.

225
00:19:43,000 --> 00:19:45,000
Click on this added items.

226
00:19:45,000 --> 00:19:52,000
You can put anything in this like I in this case insert like I put the value.

227
00:19:53,000 --> 00:19:54,000
Sam.

228
00:19:57,000 --> 00:20:02,000
Sam, then we have from then we have.

229
00:20:04,000 --> 00:20:04,000
Another.

230
00:20:05,000 --> 00:20:12,000
OK, you can insert any value and according to this will work.

231
00:20:12,000 --> 00:20:17,000
So this is that and I'm confident you can use this in your program.

232
00:20:17,000 --> 00:20:19,000
Basically, this is using state machine programs.

233
00:20:20,000 --> 00:20:21,000
Then we have constant.

234
00:20:23,000 --> 00:20:26,000
We're here again if you control.

235
00:20:28,000 --> 00:20:28,000
On this.

236
00:20:29,000 --> 00:20:32,000
There is no description available about this.

237
00:20:32,000 --> 00:20:36,000
I will tell you in further analysis what is remained constant.

238
00:20:37,000 --> 00:20:39,000
So over here we have a random number.

239
00:20:40,000 --> 00:20:43,000
This random number regenerate the values from zero to one.

240
00:20:44,000 --> 00:20:49,000
Any value from zero to one, like zero point four five six zero point three four five.

241
00:20:50,000 --> 00:20:58,000
So this is equivalent to AT&T Command and command in Matlab, another random number.

242
00:20:58,000 --> 00:21:03,000
In this case, you can set the range upper limit and lower the limit.

243
00:21:03,000 --> 00:21:08,000
And also you can change the formatting or representation like you 64.

244
00:21:09,000 --> 00:21:14,000
I'm saying no u stands for I'm saying no integer sixty four or maybe floating by.

245
00:21:14,000 --> 00:21:17,000
OK, so we're here like example.

246
00:21:18,000 --> 00:21:20,000
In this case I create a control.

247
00:21:22,000 --> 00:21:23,000
Thirty four hundred.

248
00:21:23,000 --> 00:21:30,000
Again, I put a hundred in this case, it will generate integer value because.

249
00:21:31,000 --> 00:21:36,000
They said to A.J., if you want to convert the floating Bible, you can select the will.

250
00:21:36,000 --> 00:21:44,000
So when I hit bottom, it will generate a value from zero to one hundred between like 53.

251
00:21:44,000 --> 00:21:51,000
And if you change this value to in this case, the values change any value current value.

252
00:21:52,000 --> 00:21:55,000
OK, so this is the case of random numbers.

253
00:21:55,000 --> 00:21:56,000
Then we have fixed point.

254
00:21:57,000 --> 00:22:02,000
You can use four to explain to integer cost or integer cost to fixed point.

255
00:22:02,000 --> 00:22:04,000
You can use these function.

256
00:22:04,000 --> 00:22:07,000
These are rarely used in basic programming.

257
00:22:07,000 --> 00:22:15,000
So then we have here we have integer content here we have floating Gornstein Escalades Orange, then

258
00:22:15,000 --> 00:22:21,000
we have some content like doing Infinity in the upsilon, not a no constant.

259
00:22:22,000 --> 00:22:23,000
In this case you can.

260
00:22:24,000 --> 00:22:35,000
But any value like that is not a number and then not a number constant and another constant like buy

261
00:22:35,000 --> 00:22:36,000
to buy, buy.

262
00:22:36,000 --> 00:22:44,000
Why do these are the fakes constant already created, in my view, you can use directly in your program.

263
00:22:45,000 --> 00:22:46,000
So these are.

264
00:22:46,000 --> 00:22:48,000
And most important.

265
00:22:50,000 --> 00:22:58,000
Part of it is expression, if you want to hear the expression in which you have only one expression,

266
00:22:58,000 --> 00:23:08,000
like one variable, not expression, one variable, like a sign of X, sign of X and sign of X Y two,

267
00:23:08,000 --> 00:23:15,000
and to sign off X by four in the course of X, then you use this function like.

268
00:23:16,000 --> 00:23:16,000
Sign-off.

269
00:23:19,000 --> 00:23:19,000
Ex.

270
00:23:20,000 --> 00:23:21,000
Entel.

271
00:23:27,000 --> 00:23:27,000
Sign-off.

272
00:23:30,000 --> 00:23:31,000
X, y for.

273
00:23:33,000 --> 00:23:33,000
To.

274
00:23:35,000 --> 00:23:36,000
Sign-off.

275
00:23:38,000 --> 00:23:39,000
Exabyte to.

276
00:23:40,000 --> 00:23:50,000
So it will give you the value to create control and or in there so you can create your expression or

277
00:23:50,000 --> 00:23:54,000
here you can put the value of X that will give you the value.

278
00:23:55,000 --> 00:23:58,000
OK, you can use this nomadic palette for your.

279
00:23:59,000 --> 00:24:09,000
Expection, so this is all about nomadic and level you can use or you can create any mathematical expression

280
00:24:10,000 --> 00:24:14,000
using this or you can create any equation using this.

281
00:24:15,000 --> 00:24:18,000
OK, so this is the part of functional.

282
00:24:20,000 --> 00:24:26,000
Functional belet, and in which programming we haven't built in the next part, they will discuss about

283
00:24:26,000 --> 00:24:27,000
Bulan.

284
00:24:28,000 --> 00:24:29,000
OK, thank you.