WEBVTT 00:00.360 --> 00:08.400 So the simplest slice, a single CLB, a single CLB, consists of two slices. 00:08.500 --> 00:15.230 OK, so we are discussing this part in six architecture from a single CLV consist of two slices that 00:15.240 --> 00:18.640 will be noticing the numbering that we use to a slice. 00:18.660 --> 00:25.300 It starts from, let's say, OK, so here since from the left side of this is the first slice. 00:25.320 --> 00:33.300 So this is named Aniceto, but this one is so as we progress through rule, we'll be naming them like 00:33.300 --> 00:33.640 this. 00:33.670 --> 00:40.680 OK, so something which is on the left side, extremisms will be having a lower number as compared to 00:40.680 --> 00:43.380 something which have a next no. 00:43.380 --> 00:43.650 Right. 00:44.100 --> 00:50.340 So if we're considering multiple sizes, for example, this example, this will give us a good insight. 00:50.370 --> 00:50.560 OK. 00:50.580 --> 00:54.630 So, for example, here you have a few slices. 00:54.810 --> 01:02.320 So CLB one, CLV two, CLB three before know how you need CLB is depending on the rules. 01:02.380 --> 01:08.680 OK, so you start at the bottom and then you have one of the parameter which will include Ruhlman. 01:08.910 --> 01:13.750 So for example, since we have this CLB on the bottom right. 01:13.950 --> 01:21.690 So this will this entire CLV which existed on this entire area, will be named as rules. 01:22.110 --> 01:29.100 OK, so for us, y zero represents rule number one will be noticing that all the slices which are presented 01:29.100 --> 01:32.200 in a single room have this parameter common. 01:32.560 --> 01:33.520 We have visualized. 01:33.550 --> 01:33.880 Right. 01:34.620 --> 01:40.290 And from the previous example that we discuss, you can guess that this is something which is to an 01:40.290 --> 01:40.920 extreme left. 01:40.950 --> 01:46.130 So this will be named X is used to represent the sleights number. 01:46.140 --> 01:47.220 So we have an Exito. 01:47.790 --> 01:49.540 The next one we have an excellent. 01:49.820 --> 01:51.780 Then we have an extra and then we have it. 01:52.140 --> 01:53.610 So as you proceed towards. 01:53.610 --> 01:59.800 Right, this number will be increasing, whereas rule number will remain constant for a single right. 02:00.090 --> 02:06.150 But once we move up, you'll be noticing that our room number will become Vivan and the nomenclature 02:06.150 --> 02:10.050 for Slice will remain at stake other than that. 02:10.620 --> 02:17.310 So if we consider the Sylves or the slices that are present here in architecture, so we have each slices 02:17.310 --> 02:17.760 over here. 02:17.790 --> 02:24.510 OK, so 50 percent of a portion consists of slice X will be noticing that since. 02:29.310 --> 02:37.750 Now, as we have and eat slices, so 50 percent of eat will be four slices of four slices is off slices, 02:38.130 --> 02:44.070 whereas just off the 50 percent have an alternate slice and slice it. 02:44.670 --> 02:45.440 So we'll be noticing. 02:45.450 --> 02:51.370 Twenty five percent of them are slice it and twenty five percent of the rest slice. 02:51.390 --> 02:55.380 L don't know the difference between slice, slice and dice. 02:55.380 --> 02:59.070 Him is on the resources that you can see. 02:59.610 --> 03:03.100 For example, all the slice six slice and slicing. 03:03.240 --> 03:06.810 So all the slices consist of six inch. 03:07.740 --> 03:12.580 So these are common to all and we have an eight foot of water to create. 03:13.080 --> 03:17.810 The rest of the thing varies depending on which type of slice you have for a slice six. 03:17.820 --> 03:21.680 We do not have white multiplexed, so white multiplexed will be discussing next. 03:21.690 --> 03:24.410 So they are basically f7 and multiplexed. 03:24.420 --> 03:26.540 OK, so they are not presenting a slice. 03:26.830 --> 03:27.540 Very slice. 03:27.540 --> 03:29.520 L do have white multiplexed. 03:29.700 --> 03:36.480 They are useful, for example, with the six inputs that we can mix with six inputs to the right. 03:36.630 --> 03:43.560 Now, to have an Lutie capable of handling more functions such as totin functions or cooking function 03:43.560 --> 03:50.370 are going to have an input function we combined and luti in fashion so that we can build up a complex 03:50.370 --> 03:52.200 logical ghiorso for a slice. 03:52.200 --> 03:59.190 L There do exist a white Multiplex's so we can extend the number of input that you can actually include. 03:59.250 --> 04:02.190 So that is one of the important properties. 04:02.190 --> 04:04.530 Why we haven't quite multiplexed. 04:04.530 --> 04:06.680 Other than that we also have an added logic. 04:06.690 --> 04:13.430 So this basically implemental type logic which can be used to boost the automatic operation. 04:13.680 --> 04:19.800 So addition and subtraction, in fact the multiplication can be split up by using a logic to this, 04:19.800 --> 04:22.870 to our president in slices as opposed to slices. 04:22.890 --> 04:28.740 So if you are compute, if you are developing an application where you are frequently utilizing. 04:30.360 --> 04:37.170 Artomatic operations, so we'll be noticing that Sliceable plays a crucial role when we use slides for 04:37.170 --> 04:43.920 storing or data, so that type of configuration of slices or the ram that we get out of that configuration 04:43.920 --> 04:50.000 is of that and distributed that feature do have a dedicated memory which are partisan block them. 04:50.190 --> 04:59.400 But when we configure LDN slice to work as a memory, the items that are distributed so they cannot 05:00.000 --> 05:01.750 not be implemented as a distributed. 05:02.160 --> 05:09.250 And that also suggests that they can be cannot also be used to slice it along with these capabilities 05:09.570 --> 05:14.590 you can utilize to implement a memory for a distributed among the shipments. 05:14.650 --> 05:15.540 So we'll be noticing. 05:16.680 --> 05:29.190 That slice em again by default, be can by default be used, but they specifically performed the function 05:29.190 --> 05:32.190 of implementing a distributed memory inside an. 05:36.440 --> 05:43.070 So let us so let us start discussing from a slice X, which is the simplest slice that he gets, so 05:43.430 --> 05:46.940 inside a single slice X, you have food. 05:46.940 --> 05:48.770 And so that is pretty much common. 05:48.800 --> 05:54.490 So each slice, whether it is slice, sisal or slice, it will be having a food. 05:54.500 --> 05:55.190 Lots. 05:55.340 --> 06:00.580 OK, and each leg will have six inputs and outputs. 06:00.590 --> 06:00.790 Right. 06:00.830 --> 06:09.230 So this we are discussing regarding Spartan's six, which is bit easy compared to compared to Spartan's 06:09.230 --> 06:11.880 seven or seven cities architecture. 06:11.880 --> 06:12.140 Right. 06:12.440 --> 06:18.230 So we have this look where we have a six inputs and then two output connection. 06:18.260 --> 06:23.030 Finally, we have a flip flops which are used to have a it's. 06:23.730 --> 06:26.390 So this is this infrastructure we do not have. 06:28.570 --> 06:37.780 We do not have any logic for implementing a fast caryatids or we also do not have any provision to implement 06:38.500 --> 06:40.270 our memory out of this license. 06:40.330 --> 06:45.370 OK, so this ah, this consists of 50 percent of the slices that the president is speaking. 06:45.400 --> 06:45.700 Right. 06:46.210 --> 06:48.300 Next one that we have a sliceable. 06:48.550 --> 06:54.550 OK, OK, so next we have is a slice of which still consists of. 06:54.610 --> 06:55.320 All right. 06:55.360 --> 07:06.160 So all of that then we have a provision to implement a fast guarantee and then the two flipflops which 07:06.160 --> 07:08.630 are used to for registering and output. 07:08.980 --> 07:18.880 Other than that, here, if you can see we have F7 and effort, which are basically aweidah multipliers, 07:19.150 --> 07:21.080 which are and then slice it. 07:21.340 --> 07:29.980 So the two extra things that we have in slices as compared to slice X is the white multiplier Multiplex's 07:30.290 --> 07:35.230 the white multiplexed, which are used to increase the input count. 07:35.440 --> 07:39.810 OK, that can be free to any luti and then building a complex logic function. 07:39.820 --> 07:45.220 And then when we have then fast getting added carry that. 07:45.280 --> 07:51.680 If we go to slice him now we will be finding we have a Eltis been a team so that they can be utilized 07:51.720 --> 07:52.240 to Stuart. 07:52.780 --> 07:56.780 OK, so these are the components which are used to implement. 07:56.800 --> 08:04.540 Now here you can see we have a single DRAM 32, single pool DRAM 64, whirlpool DRAM 32, DRAM 64. 08:05.140 --> 08:11.110 In fact, this slices disabilities are also capable of implementing a shift register. 08:11.350 --> 08:16.430 OK, so you can either have a 16 McNorton shift register implemented from the source. 08:16.450 --> 08:21.190 This these are capable of implementing them as well as OK. 08:21.500 --> 08:26.650 Other than that, we also have a static logic embedded inside this. 08:26.650 --> 08:32.470 Slice him in the two registered flops to have an industrial output. 08:32.770 --> 08:35.570 Finally, we also have a white multiplexed. 08:36.040 --> 08:42.700 OK, so this is a typical architecture and I would like to summarize everything so that we do not forget 08:42.700 --> 08:42.790 and.