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c5da213daaf9dd7f1493bbb708b2bad9592170e8 | a62e0da056102916ac0fe63d8475e3c4114f86b1 | /set14/s_Material_Science_V._Rajendran_1826.zip/Material_Science_V._Rajendran_1826/CH18/EX18.9/ex18_9.sce | f1f270d2db7ddadde04e1969d7d6aea5a6bf48b4 | [] | no_license | hohiroki/Scilab_TBC | cb11e171e47a6cf15dad6594726c14443b23d512 | 98e421ab71b2e8be0c70d67cca3ecb53eeef1df6 | refs/heads/master | 2021-01-18T02:07:29.200029 | 2016-04-29T07:01:39 | 2016-04-29T07:01:39 | null | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 212 | sce | ex18_9.sce | errcatch(-1,"stop");mode(2);// Example 18.9, page no-465
E=1000//V.m^-1
P=4.3*10^-8 //C.m^-2
eps=8.854*10^-12 //F.m^-1
epsr=1+P/(eps*E)
printf("The relative permittivity of NaCl is %.2f",epsr)
exit();
|
f8b25aa352fdccb63c9b0949718effe76b76d0a0 | 449d555969bfd7befe906877abab098c6e63a0e8 | /779/CH8/EX8.17/8_17.sce | b7e73d3f9b71cfb9929d52de4f48f416e9329dd6 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 283 | sce | 8_17.sce | cv = 0.718; T2 = 500; T1 = 300;
m = 1; T0 = 300;
// Case (a)
Sua = cv*log(T2/T1);
Ia = T0*Sua;
disp("kJ/kg",Ia,"The irreversibility in case a is")
// Case (b)
Q = m*cv*(T2-T1);
T = 600;
Sub = Sua-(Q/T);
Ib = T0*Sub;
disp("kJ/kg",Ib,"The irreversibility in case b is")
|
a19c9eef8d6e6c569f2ad01620f91d0d7f8eb8f3 | 3cbee2296fd6b54f80587eead83813d4c878e06a | /sci2blif/sci2blif_added_blocks/adc.sce | c543e40aff37c0b77b95266721fa4af222da1542 | [] | no_license | nikhil-soraba/rasp30 | 872afa4ad0820b8ca3ea4f232c4168193acbd854 | 936c6438de595f9ac30d5619a887419c5bae2b0f | refs/heads/master | 2021-01-12T15:19:09.899590 | 2016-10-31T03:23:48 | 2016-10-31T03:23:48 | 71,756,442 | 0 | 0 | null | 2016-10-24T05:58:57 | 2016-10-24T05:58:56 | null | UTF-8 | Scilab | false | false | 794 | sce | adc.sce | //****************************** ADC **********************************
if(blk_name.entries(bl)=='adc') then
ONchip_ADC=1;
adc_loc_idx = adc_loc_idx +1;
fd_io= mopen (fname+'.pads','a+'); // DEDICATED PADS code
for ss=1:scs_m.objs(prime_ops(s)).model.ipar(1)
mputl("# ota_buf",fd_w);
mputl(".subckt ota_buf in[0]=net'+ string(blk(blk_objs(bl),2))+'_'+string(ss)+" out[0]=out_adc_" + string(ss)+ " #ota_biasfb =10e-6",fd_w);
mputl(" ",fd_w);
select board_num
case 2 then mputl('out:out_adc_" + string(ss)+' '+ adc_locin(1,ss).entries,fd_io);
case 3 then mputl('out:out_adc_" + string(ss)+' ' + adc_locin(2,ss).entries,fd_io);
end
end
mclose(fd_io);
end
|
260aa3975d83047f67ee4ed715830d2b8a463e36 | 97f6326b44cfb6c6352828a767b80b59e67820dd | /scilab projects/fitting in a parabola.sce | 3d99857724898e81dbe3c3c9d2e6f48c1a0d8966 | [] | no_license | rishabh12jain/basic-scilab-projects | c1116ab2a80d5c6be0fd057503a47d7a1f2fc909 | 54b6c41e1ecaf772c10f4ddec9a6de7a1b4d2482 | refs/heads/master | 2023-02-12T19:22:00.073463 | 2021-01-06T19:10:32 | 2021-01-06T19:10:32 | 321,620,351 | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 717 | sce | fitting in a parabola.sce | //FITTING A CURVE IN PARABOLA
num=input("no. of points=")
x=[]
y=[]
for i=1:num
x(i)=input("x:")
y(i)=input("y:")
end
x_sum=0
y_sum=0
x_sq_sum=0
x_y_sum=0
x_cu_sum=0
x_sq_y_sum=0
x_qua_sum=0
for j=1:num
x_sum=x_sum+x(j)
y_sum=y_sum+y(j)
x_sq_sum=x_sq_sum+x(j)*x(j)
x_y_sum=x_y_sum+x(j)*y(j)
x_cu_sum=x_cu_sum+x(j)*x(j)*x(j)
x_sq_y_sum=x_sq_y_sum+x(j)*x(j)*y(j)
x_qua_sum=x_qua_sum+x(j)*x(j)*x(j)*x(j)
end
a=[num x_sum x_sq_sum;x_sum x_sq_sum x_cu_sum;x_sq_sum x_cu_sum x_qua_sum]
b=[y_sum;x_y_sum;x_sq_y_sum]
c=linsolve(a,-b)
disp(c)
plot(x,y,'ro')
x_line=[]
y_line=[]
t=1
for m=-5:10
x_line(t)=m
y_line(t)=c(1)+c(2)*m+c(3)*(m^2)
t=t+1
end
plot(x_line,y_line)
|
35653b179a9df1749f6c1f7d34735d79fffbd0ef | 449d555969bfd7befe906877abab098c6e63a0e8 | /3756/CH2/EX2.17/Ex2_17.sce | b40500fa969239d356b8c6a51688d09cabbd7283 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 272 | sce | Ex2_17.sce | clc
//
//
//
//Variable declaration
lambdaa=5000*10**-8 //Wavelength
N=40000 //Grating lines
de=12.5*10**-5 //Diffraction element
//Calculations
RPmax=((de*N)/lambdaa)
//Result
printf("\n The Maximum resolving power is %i or 10**5",RPmax)
|
8b86de9108f5accbf43f8bbf88821666cc0c600e | e41b69b268c20a65548c08829feabfdd3a404a12 | /3DCosmos/BCK/Scripts/Test/test_joystick.SCI | 3d3ac953a17256234a9d616428e3f7b66ae634a9 | [
"LicenseRef-scancode-khronos",
"MIT"
] | permissive | pvaut/Z-Flux | 870e254bf340047ed2a52d888bc6f5e09357a8a0 | 096d53d45237fb22f58304b82b1a90659ae7f6af | refs/heads/master | 2023-06-28T08:24:56.526409 | 2023-03-01T12:44:08 | 2023-03-01T12:44:08 | 7,296,248 | 1 | 1 | null | 2023-06-13T13:04:58 | 2012-12-23T15:40:26 | C | UTF-8 | Scilab | false | false | 1,675 | sci | test_joystick.SCI |
displayname=root.displays.getmembers.get(0).name;
codeblock readtextfile(ScriptDir+"\TOOLS.sci");
sf=T_scene_create;
sss=T_getscene;
myviewport=T_getviewport;
vp=myviewport;
vp.camerapos=point(10,15,40);
vp.cameradir=vecnorm(point(10,15,0)-vp.camerapos);
vp.cameraupdir=vector(0,1,0);
vp.enableusernavigation=true;
vp.EnableUserTimeControl=true;
vp.NearClipPlane=0.05;
vp.FarClipPlane=60;
vp.FocalDistance=10;
vp.EyeSeparation=0.5;
vp.enableusernavigation=false;
sss.ambientlightcolor=color(0.05,0.05,0.05);
rootframe=sss.Universe;
rootframe.add("sphere","radius":0.1);
rootframe.add("sphere","radius":0.1,"position":point(1,0,0),"color":color(1,0,0));
rootframe.add("sphere","radius":0.1,"position":point(0,1,0),"color":color(0,1,0));
rootframe.add("sphere","radius":0.1,"position":point(0,0,1),"color":color(0,0,1));
JID=0;
axiscount=6;
buttoncount=32;
axstrings=list;
btstrings=list;
yp=0;
for i=0 to axiscount-1 do {
axstrings.add(rootframe.add("Text3D"));
axstrings(i).Position=point(0,yp,0);
yp=yp+0.75;
}
for i=0 to buttoncount-1 do {
btstrings.add(rootframe.add("Text3D"));
btstrings(i).Position=point(0,yp,0);
yp=yp+0.75;
}
rkstring=rootframe.add("Text3D");
rkstring.Position=point(0,yp,0);
while true do {
for i=0 to axiscount-1 do {
axstrings(i).Content="Axis "+str(i,0)+" "+
str(round(JoystickGetAxis(JID,i),2))+" "+
str(round(JoystickGetAxisCorrected(JID,i),2));
}
for i=0 to buttoncount-1 do {
btstrings(i).Content="Button "+str(i,0)+" "+str(JoystickButtonDown(JID,i));
}
rkstring.Content="Rocker "+str(JoystickRockerPos(JID));
render;
}
|
a64e262eddea2ec990af70fb733edabd1be368ce | 36183993b144b873d4d53e7b0f0dfebedcb77730 | /Graphics/Graphics Programming Methods/3_3szirmay_metro/Scenes/gallery_no_override.sce | 9036f9a48f3ee3848d82947ae2bec1e973fde190 | [] | no_license | alecnunn/bookresources | b95bf62dda3eb9b0ba0fb4e56025c5c7b6d605c0 | 4562f6430af5afffde790c42d0f3a33176d8003b | refs/heads/master | 2020-04-12T22:28:54.275703 | 2018-12-22T09:00:31 | 2018-12-22T09:00:31 | 162,790,540 | 20 | 14 | null | null | null | null | UTF-8 | Scilab | false | false | 1,265,331 | sce | gallery_no_override.sce | Camera
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105.998748779 59.343551636 112.521316528
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5
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79
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127
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123
143
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142
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22
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18
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49
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216
235
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238
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82
102
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101
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154
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261
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105
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238
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---
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261
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290
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182
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149
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307
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306
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308
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---
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309
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311
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314
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315
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315
314
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316
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315
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266
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262
274
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133
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149
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202
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307
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153
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316
---
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317
---
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290
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314
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314
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312
---
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314
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313
---
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314
---
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309
---
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311
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310
---
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293
---
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307
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323
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322
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324
---
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323
---
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325
---
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324
---
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322
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325
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326
339
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197
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328
341
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340
---
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329
342
---
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341
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343
---
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---
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345
---
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344
---
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---
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347
---
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349
---
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348
---
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350
---
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349
---
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298
310
---
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310
351
---
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294
306
---
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297
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309
---
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181
178
198
---
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181
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201
---
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340
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197
---
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340
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339
---
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341
---
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325
---
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324
---
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201
---
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306
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---
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201
---
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306
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323
---
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309
---
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349
310
---
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309
---
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310
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350
---
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310
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351
---
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322
---
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---
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---
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---
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345
---
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348
---
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345
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343
---
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345
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344
---
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342
322
325
---
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342
325
341
---
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357
---
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---
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---
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357
---
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359
---
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359
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358
---
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352
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356
---
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356
355
359
---
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222
273
285
---
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222
285
241
---
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360
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380
---
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360
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379
---
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381
---
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361
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380
---
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362
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382
---
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362
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381
---
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384
---
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383
---
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365
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385
---
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384
---
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387
---
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367
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386
---
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388
---
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368
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387
---
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389
---
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369
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388
---
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371
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391
---
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371
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390
---
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392
---
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372
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391
---
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394
---
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---
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395
---
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375
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---
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396
---
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376
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395
---
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378
227
246
---
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378
246
397
---
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226
223
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828
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825
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829
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536
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536
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685
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540
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540
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537
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392
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541
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396
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393
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229
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248
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248
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397
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233
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252
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252
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249
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24
234
52
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52
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253
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28
25
56
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56
25
53
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207
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184
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204
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120
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140
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156
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135
72
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72
92
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111
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88
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111
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108
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87
8
---
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107
8
36
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63
35
32
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63
32
60
---
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916
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919
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763
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772
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775
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619
632
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628
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631
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488
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627
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484
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487
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331
344
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483
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327
340
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343
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175
195
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326
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339
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171
191
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194
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913
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926
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876
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876
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888
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880
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880
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892
---
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881
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844
---
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856
---
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845
857
848
---
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848
857
860
---
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849
861
798
---
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798
861
817
---
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799
818
802
---
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802
818
821
---
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29
57
930
---
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29
930
931
---
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930
59
31
---
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930
31
931
---
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168
188
932
---
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168
932
933
---
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932
190
170
---
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932
170
933
---
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907
920
935
---
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934
---
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934
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922
---
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909
---
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805
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929
---
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805
929
824
---
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928
803
822
---
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928
822
929
---
1
936
939
940
---
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940
937
936
---
1
937
940
941
---
1
941
938
937
---
1
939
942
943
---
1
943
940
939
---
1
940
943
944
---
1
944
941
940
---
1
945
948
949
---
1
949
946
945
---
1
946
949
950
---
1
950
947
946
---
1
948
951
952
---
1
952
949
948
---
1
949
952
953
---
1
953
950
949
---
1
954
957
958
---
1
958
955
954
---
1
955
958
959
---
1
959
956
955
---
1
957
960
961
---
1
961
958
957
---
1
958
961
962
---
1
962
959
958
---
1
963
966
967
---
1
967
964
963
---
1
964
967
968
---
1
968
965
964
---
1
966
969
970
---
1
970
967
966
---
1
967
970
971
---
1
971
968
967
---
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972
975
976
---
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976
973
972
---
1
973
976
977
---
1
977
974
973
---
1
975
978
979
---
1
979
976
975
---
1
976
979
980
---
1
980
977
976
---
1
981
984
985
---
1
985
982
981
---
1
982
985
986
---
1
986
983
982
---
1
984
987
988
---
1
988
985
984
---
1
985
988
989
---
1
989
986
985
---
1
990
993
994
---
1
994
991
990
---
1
991
994
995
---
1
995
992
991
---
1
993
996
997
---
1
997
994
993
---
1
994
997
998
---
1
998
995
994
---
1
999
1002
1003
---
1
1003
1000
999
---
1
1000
1003
1004
---
1
1004
1001
1000
---
1
1002
1005
1006
---
1
1006
1003
1002
---
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1103
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1200
1201
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1199
1198
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1234
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1363
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1371
1372
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1368
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1369
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1371
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1375
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1371
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1467
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1471
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1471
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1472
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1470
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1471
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1471
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1980
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1981
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1981
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1983
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1987
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1984
1987
1988
---
1
1988
1985
1984
---
2
2002
1989
2003
---
2
1990
2003
1989
---
2
2003
1990
2004
---
2
1991
2004
1990
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2004
1991
2005
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2
1992
2005
1991
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2005
1992
2006
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1993
2006
1992
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2006
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2007
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1994
2007
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2007
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2008
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2009
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2009
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2010
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1997
2010
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2010
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2011
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1998
2011
1997
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2011
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2012
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1999
2012
1998
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2012
1999
2013
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2000
2013
1999
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2013
2000
2014
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2
2001
2014
2000
---
2
2015
2002
2016
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2
2003
2016
2002
---
2
2016
2003
2017
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2004
2017
2003
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2017
2004
2018
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2
2005
2018
2004
---
2
2018
2005
2019
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2
2006
2019
2005
---
2
2019
2006
2020
---
2
2007
2020
2006
---
2
2020
2007
2021
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2
2008
2021
2007
---
2
2021
2008
2022
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2
2009
2022
2008
---
2
2022
2009
2023
---
2
2010
2023
2009
---
2
2023
2010
2024
---
2
2011
2024
2010
---
2
2024
2011
2025
---
2
2012
2025
2011
---
2
2025
2012
2026
---
2
2013
2026
2012
---
2
2026
2013
2027
---
2
2014
2027
2013
---
2
2028
2015
2029
---
2
2016
2029
2015
---
2
2029
2016
2030
---
2
2017
2030
2016
---
2
2030
2017
2031
---
2
2018
2031
2017
---
2
2031
2018
2032
---
2
2019
2032
2018
---
2
2032
2019
2033
---
2
2020
2033
2019
---
2
2033
2020
2034
---
2
2021
2034
2020
---
2
2034
2021
2035
---
2
2022
2035
2021
---
2
2035
2022
2036
---
2
2023
2036
2022
---
2
2036
2023
2037
---
2
2024
2037
2023
---
2
2037
2024
2038
---
2
2025
2038
2024
---
2
2038
2025
2039
---
2
2026
2039
2025
---
2
2039
2026
2040
---
2
2027
2040
2026
---
2
2041
2028
2042
---
2
2029
2042
2028
---
2
2042
2029
2043
---
2
2030
2043
2029
---
2
2043
2030
2044
---
2
2031
2044
2030
---
2
2044
2031
2045
---
2
2032
2045
2031
---
2
2045
2032
2046
---
2
2033
2046
2032
---
2
2046
2033
2047
---
2
2034
2047
2033
---
2
2047
2034
2048
---
2
2035
2048
2034
---
2
2048
2035
2049
---
2
2036
2049
2035
---
2
2049
2036
2050
---
2
2037
2050
2036
---
2
2050
2037
2051
---
2
2038
2051
2037
---
2
2051
2038
2052
---
2
2039
2052
2038
---
2
2052
2039
2053
---
2
2040
2053
2039
---
2
2054
2041
2055
---
2
2042
2055
2041
---
2
2055
2042
2056
---
2
2043
2056
2042
---
2
2056
2043
2057
---
2
2044
2057
2043
---
2
2057
2044
2058
---
2
2045
2058
2044
---
2
2058
2045
2059
---
2
2046
2059
2045
---
2
2059
2046
2060
---
2
2047
2060
2046
---
2
2060
2047
2061
---
2
2048
2061
2047
---
2
2061
2048
2062
---
2
2049
2062
2048
---
2
2062
2049
2063
---
2
2050
2063
2049
---
2
2063
2050
2064
---
2
2051
2064
2050
---
2
2064
2051
2065
---
2
2052
2065
2051
---
2
2065
2052
2066
---
2
2053
2066
2052
---
2
2067
2054
2068
---
2
2055
2068
2054
---
2
2068
2055
2069
---
2
2056
2069
2055
---
2
2069
2056
2070
---
2
2057
2070
2056
---
2
2070
2057
2071
---
2
2058
2071
2057
---
2
2071
2058
2072
---
2
2059
2072
2058
---
2
2072
2059
2073
---
2
2060
2073
2059
---
2
2073
2060
2074
---
2
2061
2074
2060
---
2
2074
2061
2075
---
2
2062
2075
2061
---
2
2075
2062
2076
---
2
2063
2076
2062
---
2
2076
2063
2077
---
2
2064
2077
2063
---
2
2077
2064
2078
---
2
2065
2078
2064
---
2
2078
2065
2079
---
2
2066
2079
2065
---
3
2080
2082
2081
---
3
2080
2083
2082
---
3
2080
2084
2083
---
3
2080
2085
2084
---
3
2080
2086
2085
---
3
2080
2087
2086
---
3
2080
2088
2087
---
3
2080
2081
2088
---
3
2081
2090
2089
---
3
2081
2082
2090
---
3
2082
2091
2090
---
3
2082
2083
2091
---
3
2083
2092
2091
---
3
2083
2084
2092
---
3
2084
2093
2092
---
3
2084
2085
2093
---
3
2085
2094
2093
---
3
2085
2086
2094
---
3
2086
2095
2094
---
3
2086
2087
2095
---
3
2087
2096
2095
---
3
2087
2088
2096
---
3
2088
2089
2096
---
3
2088
2081
2089
---
3
2089
2098
2097
---
3
2089
2090
2098
---
3
2090
2099
2098
---
3
2090
2091
2099
---
3
2091
2100
2099
---
3
2091
2092
2100
---
3
2092
2101
2100
---
3
2092
2093
2101
---
3
2093
2102
2101
---
3
2093
2094
2102
---
3
2094
2103
2102
---
3
2094
2095
2103
---
3
2095
2104
2103
---
3
2095
2096
2104
---
3
2096
2097
2104
---
3
2096
2089
2097
---
3
2097
2106
2105
---
3
2097
2098
2106
---
3
2098
2107
2106
---
3
2098
2099
2107
---
3
2099
2108
2107
---
3
2099
2100
2108
---
3
2100
2109
2108
---
3
2100
2101
2109
---
3
2101
2110
2109
---
3
2101
2102
2110
---
3
2102
2111
2110
---
3
2102
2103
2111
---
3
2103
2112
2111
---
3
2103
2104
2112
---
3
2104
2105
2112
---
3
2104
2097
2105
---
3
2105
2114
2113
---
3
2105
2106
2114
---
3
2106
2115
2114
---
3
2106
2107
2115
---
3
2107
2116
2115
---
3
2107
2108
2116
---
3
2108
2117
2116
---
3
2108
2109
2117
---
3
2109
2118
2117
---
3
2109
2110
2118
---
3
2110
2119
2118
---
3
2110
2111
2119
---
3
2111
2120
2119
---
3
2111
2112
2120
---
3
2112
2113
2120
---
3
2112
2105
2113
---
3
2113
2122
2121
---
3
2113
2114
2122
---
3
2114
2123
2122
---
3
2114
2115
2123
---
3
2115
2124
2123
---
3
2115
2116
2124
---
3
2116
2125
2124
---
3
2116
2117
2125
---
3
2117
2126
2125
---
3
2117
2118
2126
---
3
2118
2127
2126
---
3
2118
2119
2127
---
3
2119
2128
2127
---
3
2119
2120
2128
---
3
2120
2121
2128
---
3
2120
2113
2121
---
3
2129
2121
2122
---
3
2129
2122
2123
---
3
2129
2123
2124
---
3
2129
2124
2125
---
3
2129
2125
2126
---
3
2129
2126
2127
---
3
2129
2127
2128
---
3
2129
2128
2121
---
4
2130
2132
2131
---
4
2130
2133
2132
---
4
2130
2134
2133
---
4
2130
2135
2134
---
4
2130
2136
2135
---
4
2130
2137
2136
---
4
2130
2138
2137
---
4
2130
2131
2138
---
4
2131
2140
2139
---
4
2131
2132
2140
---
4
2132
2141
2140
---
4
2132
2133
2141
---
4
2133
2142
2141
---
4
2133
2134
2142
---
4
2134
2143
2142
---
4
2134
2135
2143
---
4
2135
2144
2143
---
4
2135
2136
2144
---
4
2136
2145
2144
---
4
2136
2137
2145
---
4
2137
2146
2145
---
4
2137
2138
2146
---
4
2138
2139
2146
---
4
2138
2131
2139
---
4
2139
2148
2147
---
4
2139
2140
2148
---
4
2140
2149
2148
---
4
2140
2141
2149
---
4
2141
2150
2149
---
4
2141
2142
2150
---
4
2142
2151
2150
---
4
2142
2143
2151
---
4
2143
2152
2151
---
4
2143
2144
2152
---
4
2144
2153
2152
---
4
2144
2145
2153
---
4
2145
2154
2153
---
4
2145
2146
2154
---
4
2146
2147
2154
---
4
2146
2139
2147
---
4
2147
2156
2155
---
4
2147
2148
2156
---
4
2148
2157
2156
---
4
2148
2149
2157
---
4
2149
2158
2157
---
4
2149
2150
2158
---
4
2150
2159
2158
---
4
2150
2151
2159
---
4
2151
2160
2159
---
4
2151
2152
2160
---
4
2152
2161
2160
---
4
2152
2153
2161
---
4
2153
2162
2161
---
4
2153
2154
2162
---
4
2154
2155
2162
---
4
2154
2147
2155
---
4
2155
2164
2163
---
4
2155
2156
2164
---
4
2156
2165
2164
---
4
2156
2157
2165
---
4
2157
2166
2165
---
4
2157
2158
2166
---
4
2158
2167
2166
---
4
2158
2159
2167
---
4
2159
2168
2167
---
4
2159
2160
2168
---
4
2160
2169
2168
---
4
2160
2161
2169
---
4
2161
2170
2169
---
4
2161
2162
2170
---
4
2162
2163
2170
---
4
2162
2155
2163
---
4
2163
2172
2171
---
4
2163
2164
2172
---
4
2164
2173
2172
---
4
2164
2165
2173
---
4
2165
2174
2173
---
4
2165
2166
2174
---
4
2166
2175
2174
---
4
2166
2167
2175
---
4
2167
2176
2175
---
4
2167
2168
2176
---
4
2168
2177
2176
---
4
2168
2169
2177
---
4
2169
2178
2177
---
4
2169
2170
2178
---
4
2170
2171
2178
---
4
2170
2163
2171
---
4
2179
2171
2172
---
4
2179
2172
2173
---
4
2179
2173
2174
---
4
2179
2174
2175
---
4
2179
2175
2176
---
4
2179
2176
2177
---
4
2179
2177
2178
---
4
2179
2178
2171
---
5
2180
2182
2181
---
5
2180
2183
2182
---
5
2180
2184
2183
---
5
2180
2185
2184
---
5
2180
2186
2185
---
5
2180
2187
2186
---
5
2180
2188
2187
---
5
2180
2181
2188
---
5
2181
2190
2189
---
5
2181
2182
2190
---
5
2182
2191
2190
---
5
2182
2183
2191
---
5
2183
2192
2191
---
5
2183
2184
2192
---
5
2184
2193
2192
---
5
2184
2185
2193
---
5
2185
2194
2193
---
5
2185
2186
2194
---
5
2186
2195
2194
---
5
2186
2187
2195
---
5
2187
2196
2195
---
5
2187
2188
2196
---
5
2188
2189
2196
---
5
2188
2181
2189
---
5
2189
2198
2197
---
5
2189
2190
2198
---
5
2190
2199
2198
---
5
2190
2191
2199
---
5
2191
2200
2199
---
5
2191
2192
2200
---
5
2192
2201
2200
---
5
2192
2193
2201
---
5
2193
2202
2201
---
5
2193
2194
2202
---
5
2194
2203
2202
---
5
2194
2195
2203
---
5
2195
2204
2203
---
5
2195
2196
2204
---
5
2196
2197
2204
---
5
2196
2189
2197
---
5
2197
2206
2205
---
5
2197
2198
2206
---
5
2198
2207
2206
---
5
2198
2199
2207
---
5
2199
2208
2207
---
5
2199
2200
2208
---
5
2200
2209
2208
---
5
2200
2201
2209
---
5
2201
2210
2209
---
5
2201
2202
2210
---
5
2202
2211
2210
---
5
2202
2203
2211
---
5
2203
2212
2211
---
5
2203
2204
2212
---
5
2204
2205
2212
---
5
2204
2197
2205
---
5
2205
2214
2213
---
5
2205
2206
2214
---
5
2206
2215
2214
---
5
2206
2207
2215
---
5
2207
2216
2215
---
5
2207
2208
2216
---
5
2208
2217
2216
---
5
2208
2209
2217
---
5
2209
2218
2217
---
5
2209
2210
2218
---
5
2210
2219
2218
---
5
2210
2211
2219
---
5
2211
2220
2219
---
5
2211
2212
2220
---
5
2212
2213
2220
---
5
2212
2205
2213
---
5
2213
2222
2221
---
5
2213
2214
2222
---
5
2214
2223
2222
---
5
2214
2215
2223
---
5
2215
2224
2223
---
5
2215
2216
2224
---
5
2216
2225
2224
---
5
2216
2217
2225
---
5
2217
2226
2225
---
5
2217
2218
2226
---
5
2218
2227
2226
---
5
2218
2219
2227
---
5
2219
2228
2227
---
5
2219
2220
2228
---
5
2220
2221
2228
---
5
2220
2213
2221
---
5
2229
2221
2222
---
5
2229
2222
2223
---
5
2229
2223
2224
---
5
2229
2224
2225
---
5
2229
2225
2226
---
5
2229
2226
2227
---
5
2229
2227
2228
---
5
2229
2228
2221
---
6
2230
2232
2231
---
6
2230
2233
2232
---
6
2230
2234
2233
---
6
2230
2235
2234
---
6
2230
2236
2235
---
6
2230
2237
2236
---
6
2230
2238
2237
---
6
2230
2231
2238
---
6
2231
2240
2239
---
6
2231
2232
2240
---
6
2232
2241
2240
---
6
2232
2233
2241
---
6
2233
2242
2241
---
6
2233
2234
2242
---
6
2234
2243
2242
---
6
2234
2235
2243
---
6
2235
2244
2243
---
6
2235
2236
2244
---
6
2236
2245
2244
---
6
2236
2237
2245
---
6
2237
2246
2245
---
6
2237
2238
2246
---
6
2238
2239
2246
---
6
2238
2231
2239
---
6
2239
2248
2247
---
6
2239
2240
2248
---
6
2240
2249
2248
---
6
2240
2241
2249
---
6
2241
2250
2249
---
6
2241
2242
2250
---
6
2242
2251
2250
---
6
2242
2243
2251
---
6
2243
2252
2251
---
6
2243
2244
2252
---
6
2244
2253
2252
---
6
2244
2245
2253
---
6
2245
2254
2253
---
6
2245
2246
2254
---
6
2246
2247
2254
---
6
2246
2239
2247
---
6
2247
2256
2255
---
6
2247
2248
2256
---
6
2248
2257
2256
---
6
2248
2249
2257
---
6
2249
2258
2257
---
6
2249
2250
2258
---
6
2250
2259
2258
---
6
2250
2251
2259
---
6
2251
2260
2259
---
6
2251
2252
2260
---
6
2252
2261
2260
---
6
2252
2253
2261
---
6
2253
2262
2261
---
6
2253
2254
2262
---
6
2254
2255
2262
---
6
2254
2247
2255
---
6
2255
2264
2263
---
6
2255
2256
2264
---
6
2256
2265
2264
---
6
2256
2257
2265
---
6
2257
2266
2265
---
6
2257
2258
2266
---
6
2258
2267
2266
---
6
2258
2259
2267
---
6
2259
2268
2267
---
6
2259
2260
2268
---
6
2260
2269
2268
---
6
2260
2261
2269
---
6
2261
2270
2269
---
6
2261
2262
2270
---
6
2262
2263
2270
---
6
2262
2255
2263
---
6
2263
2272
2271
---
6
2263
2264
2272
---
6
2264
2273
2272
---
6
2264
2265
2273
---
6
2265
2274
2273
---
6
2265
2266
2274
---
6
2266
2275
2274
---
6
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---
11
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2999
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3000
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3022
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2997
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11
3023
2999
2998
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2998
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3024
3000
2999
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2999
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11
3025
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3000
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3000
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3026
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3001
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3027
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3028
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3032
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3007
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11
3009
2985
3008
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3008
3032
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11
3034
3010
3009
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11
3009
3033
3034
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11
3035
3011
3010
---
11
3010
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3036
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3011
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3011
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3037
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3012
3036
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11
3038
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11
3013
3037
3038
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11
3039
3015
3014
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3014
3038
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3040
3016
3015
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3015
3039
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3041
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3016
3040
3041
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3042
3018
3017
---
11
3017
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3043
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3018
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3018
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3048
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3031
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3056
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3032
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11
3058
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3033
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3034
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11
3063
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11
3038
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11
3064
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11
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---
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---
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3105
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---
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---
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---
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---
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3109
---
11
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11
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3110
---
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3110
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---
11
3136
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3111
---
11
3111
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---
11
3137
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3112
---
11
3112
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---
11
3138
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---
11
3113
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---
11
3139
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---
11
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---
11
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---
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---
11
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---
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3141
---
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3142
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---
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3117
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3142
---
11
3143
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3118
---
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3118
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---
11
3144
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3119
---
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3119
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---
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---
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---
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---
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---
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---
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---
11
3129
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---
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---
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---
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---
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---
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---
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---
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---
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---
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---
11
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---
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3134
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---
11
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---
11
3135
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---
11
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---
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
3139
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---
11
3165
3141
3140
---
11
3140
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---
11
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3141
---
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3141
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---
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---
11
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---
11
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---
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---
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---
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---
11
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---
11
3145
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---
11
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---
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---
11
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---
11
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---
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---
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---
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---
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---
11
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---
11
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---
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---
11
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---
11
3153
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3152
---
11
3152
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---
11
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---
11
3177
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---
11
3177
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---
11
3177
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---
11
3177
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---
11
3177
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---
11
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---
11
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---
11
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---
11
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---
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---
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
3177
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---
11
3177
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3176
---
11
3184
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
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---
11
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3185
---
11
3185
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---
11
3192
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3186
---
11
3186
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3192
---
11
3199
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3193
---
11
3193
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3199
---
11
3200
3199
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---
11
3194
3195
3200
---
11
3201
3200
3195
---
11
3195
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3201
---
11
3202
3201
3196
---
11
3196
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3202
---
11
3204
3203
3198
---
11
3198
3199
3204
---
11
3205
3204
3199
---
11
3199
3200
3205
---
11
3206
3205
3200
---
11
3200
3201
3206
---
11
3207
3206
3201
---
11
3201
3202
3207
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11
3209
3208
3178
---
11
3178
3179
3209
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11
3210
3209
3179
---
11
3179
3180
3210
---
11
3211
3210
3180
---
11
3180
3181
3211
---
11
3212
3211
3181
---
11
3181
3182
3212
---
11
3221
3220
3208
---
11
3208
3209
3221
---
11
3222
3221
3209
---
11
3209
3210
3222
---
11
3223
3222
3210
---
11
3210
3211
3223
---
11
3224
3223
3211
---
11
3211
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3224
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11
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3220
---
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3233
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3221
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3234
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3222
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3223
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3236
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3235
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3248
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3244
---
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3244
3245
3257
---
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3245
---
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3245
3246
3258
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3246
---
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3246
3247
3259
---
11
3260
3259
3247
---
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3247
3248
3260
---
11
3269
3268
3256
---
11
3256
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3269
---
11
3270
3269
3257
---
11
3257
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3270
---
11
3271
3270
3258
---
11
3258
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3271
---
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3272
3271
3259
---
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3259
3260
3272
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3281
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3268
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3269
---
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3282
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3270
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3271
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3284
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3293
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3280
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3292
---
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3292
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3305
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3293
---
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3293
3294
3306
---
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3307
3306
3294
---
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3294
3295
3307
---
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3308
3307
3295
---
11
3295
3296
3308
---
11
3317
3316
3304
---
11
3304
3305
3317
---
11
3318
3317
3305
---
11
3305
3306
3318
---
11
3319
3318
3306
---
11
3306
3307
3319
---
11
3320
3319
3307
---
11
3307
3308
3320
---
11
3329
3328
3316
---
11
3316
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3329
---
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3330
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3317
---
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3330
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3318
---
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3331
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3319
---
11
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3320
3332
---
11
3341
3340
3328
---
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3341
---
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3329
---
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3329
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3330
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3354
---
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11
3368
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3355
---
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3355
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3368
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11
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3364
---
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3377
---
11
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3365
---
11
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3378
---
11
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3366
---
11
3366
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3379
---
11
3380
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3367
---
11
3367
3368
3380
---
11
3389
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3376
---
11
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3389
---
11
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3377
---
11
3377
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3390
---
11
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3378
---
11
3378
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3391
---
11
3392
3391
3379
---
11
3379
3380
3392
---
11
3401
3400
3388
---
11
3388
3389
3401
---
11
3402
3401
3389
---
11
3389
3390
3402
---
11
3403
3402
3390
---
11
3390
3391
3403
---
11
3404
3403
3391
---
11
3391
3392
3404
---
11
3413
3412
3400
---
11
3400
3401
3413
---
11
3414
3413
3401
---
11
3401
3402
3414
---
11
3415
3414
3402
---
11
3402
3403
3415
---
11
3416
3415
3403
---
11
3403
3404
3416
---
11
3425
3424
3412
---
11
3412
3413
3425
---
11
3426
3425
3413
---
11
3413
3414
3426
---
11
3427
3426
3414
---
11
3414
3415
3427
---
11
3428
3427
3415
---
11
3415
3416
3428
---
11
3437
3436
3424
---
11
3424
3425
3437
---
11
3438
3437
3425
---
11
3425
3426
3438
---
11
3439
3438
3426
---
11
3426
3427
3439
---
11
3440
3439
3427
---
11
3427
3428
3440
---
11
3449
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3436
---
11
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3449
---
11
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3437
---
11
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3450
---
11
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3438
---
11
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3451
---
11
3452
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3439
---
11
3439
3440
3452
---
11
3461
3460
3448
---
11
3448
3449
3461
---
11
3462
3461
3449
---
11
3449
3450
3462
---
11
3463
3462
3450
---
11
3450
3451
3463
---
11
3464
3463
3451
---
11
3451
3452
3464
---
11
3473
3472
3460
---
11
3460
3461
3473
---
11
3474
3473
3461
---
11
3461
3462
3474
---
11
3475
3474
3462
---
11
3462
3463
3475
---
11
3476
3475
3463
---
11
3463
3464
3476
---
11
3194
3193
3472
---
11
3472
3473
3194
---
11
3195
3194
3473
---
11
3473
3474
3195
---
11
3196
3195
3474
---
11
3474
3475
3196
---
11
3197
3196
3475
---
11
3475
3476
3197
---
11
3213
3212
3182
---
11
3182
3187
3213
---
11
3214
3213
3187
---
11
3187
3192
3214
---
11
3225
3224
3212
---
11
3212
3213
3225
---
11
3226
3225
3213
---
11
3213
3214
3226
---
11
3237
3236
3224
---
11
3224
3225
3237
---
11
3238
3237
3225
---
11
3225
3226
3238
---
11
3249
3248
3236
---
11
3236
3237
3249
---
11
3250
3249
3237
---
11
3237
3238
3250
---
11
3261
3260
3248
---
11
3248
3249
3261
---
11
3262
3261
3249
---
11
3249
3250
3262
---
11
3273
3272
3260
---
11
3260
3261
3273
---
11
3274
3273
3261
---
11
3261
3262
3274
---
11
3285
3284
3272
---
11
3272
3273
3285
---
11
3286
3285
3273
---
11
3273
3274
3286
---
11
3297
3296
3284
---
11
3284
3285
3297
---
11
3298
3297
3285
---
11
3285
3286
3298
---
11
3309
3308
3296
---
11
3296
3297
3309
---
11
3310
3309
3297
---
11
3297
3298
3310
---
11
3321
3320
3308
---
11
3308
3309
3321
---
11
3322
3321
3309
---
11
3309
3310
3322
---
11
3333
3332
3320
---
11
3320
3321
3333
---
11
3334
3333
3321
---
11
3321
3322
3334
---
11
3345
3344
3332
---
11
3332
3333
3345
---
11
3346
3345
3333
---
11
3333
3334
3346
---
11
3357
3356
3344
---
11
3344
3345
3357
---
11
3358
3357
3345
---
11
3345
3346
3358
---
11
3369
3368
3356
---
11
3356
3357
3369
---
11
3370
3369
3357
---
11
3357
3358
3370
---
11
3381
3380
3368
---
11
3368
3369
3381
---
11
3382
3381
3369
---
11
3369
3370
3382
---
11
3393
3392
3380
---
11
3380
3381
3393
---
11
3394
3393
3381
---
11
3381
3382
3394
---
11
3405
3404
3392
---
11
3392
3393
3405
---
11
3406
3405
3393
---
11
3393
3394
3406
---
11
3417
3416
3404
---
11
3404
3405
3417
---
11
3418
3417
3405
---
11
3405
3406
3418
---
11
3429
3428
3416
---
11
3416
3417
3429
---
11
3430
3429
3417
---
11
3417
3418
3430
---
11
3441
3440
3428
---
11
3428
3429
3441
---
11
3442
3441
3429
---
11
3429
3430
3442
---
11
3453
3452
3440
---
11
3440
3441
3453
---
11
3454
3453
3441
---
11
3441
3442
3454
---
11
3465
3464
3452
---
11
3452
3453
3465
---
11
3466
3465
3453
---
11
3453
3454
3466
---
11
3477
3476
3464
---
11
3464
3465
3477
---
11
3478
3477
3465
---
11
3465
3466
3478
---
11
3202
3197
3476
---
11
3476
3477
3202
---
11
3207
3202
3477
---
11
3477
3478
3207
---
11
3215
3214
3192
---
11
3192
3191
3215
---
11
3216
3215
3191
---
11
3191
3190
3216
---
11
3217
3216
3190
---
11
3190
3189
3217
---
11
3218
3217
3189
---
11
3189
3188
3218
---
11
3227
3226
3214
---
11
3214
3215
3227
---
11
3228
3227
3215
---
11
3215
3216
3228
---
11
3229
3228
3216
---
11
3216
3217
3229
---
11
3230
3229
3217
---
11
3217
3218
3230
---
11
3239
3238
3226
---
11
3226
3227
3239
---
11
3240
3239
3227
---
11
3227
3228
3240
---
11
3241
3240
3228
---
11
3228
3229
3241
---
11
3242
3241
3229
---
11
3229
3230
3242
---
11
3251
3250
3238
---
11
3238
3239
3251
---
11
3252
3251
3239
---
11
3239
3240
3252
---
11
3253
3252
3240
---
11
3240
3241
3253
---
11
3254
3253
3241
---
11
3241
3242
3254
---
11
3263
3262
3250
---
11
3250
3251
3263
---
11
3264
3263
3251
---
11
3251
3252
3264
---
11
3265
3264
3252
---
11
3252
3253
3265
---
11
3266
3265
3253
---
11
3253
3254
3266
---
11
3275
3274
3262
---
11
3262
3263
3275
---
11
3276
3275
3263
---
11
3263
3264
3276
---
11
3277
3276
3264
---
11
3264
3265
3277
---
11
3278
3277
3265
---
11
3265
3266
3278
---
11
3287
3286
3274
---
11
3274
3275
3287
---
11
3288
3287
3275
---
11
3275
3276
3288
---
11
3289
3288
3276
---
11
3276
3277
3289
---
11
3290
3289
3277
---
11
3277
3278
3290
---
11
3299
3298
3286
---
11
3286
3287
3299
---
11
3300
3299
3287
---
11
3287
3288
3300
---
11
3301
3300
3288
---
11
3288
3289
3301
---
11
3302
3301
3289
---
11
3289
3290
3302
---
11
3311
3310
3298
---
11
3298
3299
3311
---
11
3312
3311
3299
---
11
3299
3300
3312
---
11
3313
3312
3300
---
11
3300
3301
3313
---
11
3314
3313
3301
---
11
3301
3302
3314
---
11
3323
3322
3310
---
11
3310
3311
3323
---
11
3324
3323
3311
---
11
3311
3312
3324
---
11
3325
3324
3312
---
11
3312
3313
3325
---
11
3326
3325
3313
---
11
3313
3314
3326
---
11
3335
3334
3322
---
11
3322
3323
3335
---
11
3336
3335
3323
---
11
3323
3324
3336
---
11
3337
3336
3324
---
11
3324
3325
3337
---
11
3338
3337
3325
---
11
3325
3326
3338
---
11
3347
3346
3334
---
11
3334
3335
3347
---
11
3348
3347
3335
---
11
3335
3336
3348
---
11
3349
3348
3336
---
11
3336
3337
3349
---
11
3350
3349
3337
---
11
3337
3338
3350
---
11
3359
3358
3346
---
11
3346
3347
3359
---
11
3360
3359
3347
---
11
3347
3348
3360
---
11
3361
3360
3348
---
11
3348
3349
3361
---
11
3362
3361
3349
---
11
3349
3350
3362
---
11
3371
3370
3358
---
11
3358
3359
3371
---
11
3372
3371
3359
---
11
3359
3360
3372
---
11
3373
3372
3360
---
11
3360
3361
3373
---
11
3374
3373
3361
---
11
3361
3362
3374
---
11
3383
3382
3370
---
11
3370
3371
3383
---
11
3384
3383
3371
---
11
3371
3372
3384
---
11
3385
3384
3372
---
11
3372
3373
3385
---
11
3386
3385
3373
---
11
3373
3374
3386
---
11
3395
3394
3382
---
11
3382
3383
3395
---
11
3396
3395
3383
---
11
3383
3384
3396
---
11
3397
3396
3384
---
11
3384
3385
3397
---
11
3398
3397
3385
---
11
3385
3386
3398
---
11
3407
3406
3394
---
11
3394
3395
3407
---
11
3408
3407
3395
---
11
3395
3396
3408
---
11
3409
3408
3396
---
11
3396
3397
3409
---
11
3410
3409
3397
---
11
3397
3398
3410
---
11
3419
3418
3406
---
11
3406
3407
3419
---
11
3420
3419
3407
---
11
3407
3408
3420
---
11
3421
3420
3408
---
11
3408
3409
3421
---
11
3422
3421
3409
---
11
3409
3410
3422
---
11
3431
3430
3418
---
11
3418
3419
3431
---
11
3432
3431
3419
---
11
3419
3420
3432
---
11
3433
3432
3420
---
11
3420
3421
3433
---
11
3434
3433
3421
---
11
3421
3422
3434
---
11
3443
3442
3430
---
11
3430
3431
3443
---
11
3444
3443
3431
---
11
3431
3432
3444
---
11
3445
3444
3432
---
11
3432
3433
3445
---
11
3446
3445
3433
---
11
3433
3434
3446
---
11
3455
3454
3442
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---
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12
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---
12
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12
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12
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12
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12
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12
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---
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12
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---
12
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---
12
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12
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12
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12
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---
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---
12
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3954
---
12
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---
12
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3955
---
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---
12
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3956
---
12
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3969
---
12
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3969
3957
---
12
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3970
---
12
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3966
---
12
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---
12
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3967
---
12
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3980
---
12
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3968
---
12
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3969
3981
---
12
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3981
3969
---
12
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3970
3982
---
12
3991
3990
3978
---
12
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3979
3991
---
12
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3991
3979
---
12
3979
3980
3992
---
12
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3992
3980
---
12
3980
3981
3993
---
12
3994
3993
3981
---
12
3981
3982
3994
---
12
4003
4002
3990
---
12
3990
3991
4003
---
12
4004
4003
3991
---
12
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4004
---
12
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4004
3992
---
12
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---
12
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3993
---
12
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3994
4006
---
12
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4002
---
12
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---
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4003
---
12
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---
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---
12
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4017
---
12
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4005
---
12
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4006
4018
---
12
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4026
4014
---
12
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4015
4027
---
12
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4027
4015
---
12
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4028
---
12
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4016
---
12
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---
12
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4017
---
12
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4018
4030
---
12
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4026
---
12
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---
12
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4027
---
12
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---
12
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4028
---
12
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---
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---
12
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---
12
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---
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---
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---
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---
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4040
---
12
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---
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4053
4041
---
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---
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4050
---
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---
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---
12
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---
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---
12
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---
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4053
---
12
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4054
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---
12
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---
12
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3791
---
12
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3755
---
12
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3780
---
12
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3790
---
12
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3803
---
12
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---
12
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3792
---
12
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3814
3802
---
12
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3815
---
12
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3815
3803
---
12
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3792
3804
---
12
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3826
3814
---
12
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3815
3827
---
12
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3827
3815
---
12
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3816
---
12
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3838
3826
---
12
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3839
---
12
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3827
---
12
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3816
3828
---
12
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3838
---
12
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3851
---
12
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3851
3839
---
12
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3840
---
12
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3850
---
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---
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3851
---
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3852
---
12
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3862
---
12
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3875
---
12
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3863
---
12
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3864
---
12
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3874
---
12
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3887
---
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---
12
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3876
---
12
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---
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---
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---
12
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3888
---
12
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---
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---
12
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---
12
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3900
---
12
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3910
---
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---
12
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3911
---
12
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3912
---
12
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3922
---
12
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3935
---
12
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---
12
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3924
---
12
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3934
---
12
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---
12
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---
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---
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---
12
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---
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3947
---
12
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---
12
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3958
---
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---
12
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---
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---
12
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---
12
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3983
---
12
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3971
---
12
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3972
---
12
3995
3994
3982
---
12
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3983
3995
---
12
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3995
3983
---
12
3983
3972
3984
---
12
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4006
3994
---
12
3994
3995
4007
---
12
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4007
3995
---
12
3995
3984
3996
---
12
4019
4018
4006
---
12
4006
4007
4019
---
12
4008
4019
4007
---
12
4007
3996
4008
---
12
4031
4030
4018
---
12
4018
4019
4031
---
12
4020
4031
4019
---
12
4019
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4020
---
12
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4030
---
12
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---
12
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4031
---
12
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4032
---
12
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4042
---
12
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4055
---
12
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4055
4043
---
12
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4032
4044
---
12
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3775
4054
---
12
4054
4055
3770
---
12
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4055
---
12
4055
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3765
---
12
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4056
---
12
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4062
---
12
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4057
---
12
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4063
---
12
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4058
---
12
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4064
---
12
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4059
---
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---
12
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4061
---
12
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4067
---
12
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4062
---
12
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4068
---
12
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4063
---
12
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---
12
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---
12
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---
12
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---
12
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---
12
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---
12
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---
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12
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---
12
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12
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---
12
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---
12
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4077
---
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---
12
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---
12
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12
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---
12
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---
12
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4056
---
12
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4087
---
12
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4057
---
12
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4088
---
12
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4058
---
12
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4089
---
12
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4059
---
12
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---
12
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4086
---
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---
12
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4087
---
12
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---
12
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4088
---
12
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4101
---
12
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4089
---
12
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4102
---
12
4111
4110
4098
---
12
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4111
---
12
4112
4111
4099
---
12
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4112
---
12
4113
4112
4100
---
12
4100
4101
4113
---
12
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4113
4101
---
12
4101
4102
4114
---
12
4123
4122
4110
---
12
4110
4111
4123
---
12
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4123
4111
---
12
4111
4112
4124
---
12
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4112
---
12
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4113
4125
---
12
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4113
---
12
4113
4114
4126
---
12
4135
4134
4122
---
12
4122
4123
4135
---
12
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4135
4123
---
12
4123
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4136
---
12
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4136
4124
---
12
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4137
---
12
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4137
4125
---
12
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4138
---
12
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4134
---
12
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4147
---
12
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4135
---
12
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4136
4148
---
12
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4148
4136
---
12
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4149
---
12
4150
4149
4137
---
12
4137
4138
4150
---
12
4159
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4146
---
12
4146
4147
4159
---
12
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4159
4147
---
12
4147
4148
4160
---
12
4161
4160
4148
---
12
4148
4149
4161
---
12
4162
4161
4149
---
12
4149
4150
4162
---
12
4171
4170
4158
---
12
4158
4159
4171
---
12
4172
4171
4159
---
12
4159
4160
4172
---
12
4173
4172
4160
---
12
4160
4161
4173
---
12
4174
4173
4161
---
12
4161
4162
4174
---
12
4183
4182
4170
---
12
4170
4171
4183
---
12
4184
4183
4171
---
12
4171
4172
4184
---
12
4185
4184
4172
---
12
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12
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12
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12
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4108
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4110
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4170
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4180
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4182
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4192
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4193
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4182
4194
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4204
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4217
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4217
4205
---
12
4205
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4772
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4706
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4704
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4703
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4706
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4881
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4880
---
14
4855
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4882
---
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4881
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4860
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4720
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4858
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4738
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4859
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4755
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4769
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4769
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4782
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4768
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4737
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4737
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14
4851
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4737
---
14
4851
4852
4718
---
14
4719
4853
4693
---
14
4853
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4693
---
14
4853
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4694
---
14
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4854
4695
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14
4721
4720
4857
---
14
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4842
4784
---
14
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4782
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14
4852
4719
4718
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14
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4890
---
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4891
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4892
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4903
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4904
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4908
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4909
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4910
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4889
---
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4890
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4902
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4931
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4903
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4904
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4906
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4909
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4938
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14
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4910
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14
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4889
---
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4951
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4952
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---
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4953
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4954
---
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4926
---
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4955
---
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4927
---
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4956
---
14
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4928
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4957
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4929
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4958
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4930
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4959
---
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4931
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4960
---
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4932
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4961
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4933
---
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4962
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4934
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4963
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4935
---
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4964
---
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4936
---
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4965
---
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4937
---
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4966
---
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4938
---
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4967
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14
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4939
---
14
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4968
---
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4940
---
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4969
---
14
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4941
---
14
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4970
---
14
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4942
---
14
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4971
---
14
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4943
---
14
4943
4971
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5430
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14
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---
14
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5438
---
14
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5438
---
14
5409
5411
5439
---
14
5411
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5439
---
14
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5366
5412
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14
5412
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5440
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5441
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5455
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5456
---
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5456
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14
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5457
---
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5457
---
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5458
---
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5458
---
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---
14
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5459
---
14
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---
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5460
---
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5467
---
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14
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5441
---
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5442
---
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5443
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5444
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5459
---
14
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5460
---
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5461
---
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---
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5463
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---
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---
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---
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5440
---
14
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5478
---
14
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5470
---
14
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---
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5471
---
14
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5480
---
14
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5472
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5481
---
14
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---
14
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5482
---
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5474
---
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5483
---
14
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5475
---
14
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5484
---
14
5469
5484
5476
---
14
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5477
5486
---
14
5478
5486
5477
---
14
5486
5478
5487
---
14
5479
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5478
---
14
5487
5479
5488
---
14
5480
5488
5479
---
14
5488
5480
5489
---
14
5481
5489
5480
---
14
5489
5481
5490
---
14
5482
5490
5481
---
14
5490
5482
5491
---
14
5483
5491
5482
---
14
5491
5483
5492
---
14
5484
5492
5483
---
14
5493
5488
5494
---
14
5489
5494
5488
---
14
5494
5489
5495
---
14
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5495
5489
---
14
5495
5490
5496
---
14
5491
5496
5490
---
14
5496
5491
5497
---
14
5492
5497
5491
---
14
5498
5494
5499
---
14
5495
5499
5494
---
14
5499
5495
5500
---
14
5496
5500
5495
---
14
5500
5496
5501
---
14
5497
5501
5496
---
14
5502
5499
5503
---
14
5500
5503
5499
---
14
5503
5500
5504
---
14
5501
5504
5500
---
14
5505
5502
5506
---
14
5503
5506
5502
---
14
5506
5503
5507
---
14
5504
5507
5503
---
14
5508
5505
5509
---
14
5506
5509
5505
---
14
5509
5506
5510
---
14
5507
5510
5506
---
14
4454
4453
5486
---
14
5486
4453
5485
---
14
5511
4454
5513
---
14
5513
4454
5486
---
14
4455
5511
5493
---
14
5493
5511
5513
---
14
4456
4455
5498
---
14
5498
4455
5493
---
14
5512
4456
5514
---
14
5514
4456
5498
---
14
4458
5512
5505
---
14
5505
5512
5514
---
14
4459
4458
5508
---
14
5508
4458
5505
---
14
5487
5513
5486
---
14
5487
5488
5513
---
14
5513
5488
5493
---
14
5493
5494
5498
---
14
5498
5499
5514
---
14
5514
5499
5502
---
14
5514
5502
5505
---
14
5471
5470
4499
---
14
4499
5470
4497
---
14
5472
5471
4501
---
14
4501
5471
4499
---
14
5473
5472
4503
---
14
4503
5472
4501
---
14
5474
5473
4505
---
14
4505
5473
4503
---
14
5475
5474
4507
---
14
4507
5474
4505
---
14
5476
5475
4509
---
14
4509
5475
4507
---
14
5469
5476
4431
---
14
4431
5476
4509
---
14
5484
5469
4510
---
14
4510
5469
4431
---
14
5492
5484
4521
---
14
4521
5484
4510
---
14
5497
5492
4532
---
14
4532
5492
4521
---
14
5501
5497
4543
---
14
4543
5497
4532
---
14
5504
5501
4554
---
14
4554
5501
4543
---
14
5507
5504
4565
---
14
4565
5504
4554
---
14
5510
5507
4576
---
14
4576
5507
4565
---
14
4450
4449
4493
---
14
4450
4493
4495
---
14
4462
4587
4598
---
14
4462
4598
4463
---
14
5509
5510
4461
---
14
5509
4461
4460
---
14
5509
4460
4459
---
14
5509
4459
5508
---
14
5477
5485
4453
---
14
5477
4453
4452
---
14
5477
4452
4451
---
14
5477
4451
5470
---
14
4671
4698
4699
---
14
4699
4672
4671
---
14
4698
4721
4722
---
14
4722
4699
4698
---
14
4721
4738
4739
---
14
4739
4722
4721
---
14
4738
4755
4756
---
14
4756
4739
4738
---
14
4755
4769
4770
---
14
4770
4756
4755
---
14
4769
4785
4786
---
14
4786
4770
4769
---
14
4785
4804
4805
---
14
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4786
4785
---
14
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4821
4822
---
14
4822
4805
4804
---
14
4664
4691
4692
---
14
4692
4665
4664
---
14
4691
4717
4718
---
14
4718
4692
4691
---
14
4717
4736
4737
---
14
4737
4718
4717
---
14
4736
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4754
---
14
4754
4737
4736
---
14
4753
4767
4768
---
14
4768
4754
4753
---
14
4767
4781
4782
---
14
4782
4768
4767
---
14
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4797
4798
---
14
4798
4782
4781
---
14
4797
4814
4815
---
14
4815
4798
4797
---
14
4450
5470
4451
---
14
4450
4495
5470
---
14
5470
4495
4497
---
14
4462
4461
5510
---
14
4462
5510
4587
---
14
5510
4576
4587
---
14
4609
5515
5516
---
14
5516
4610
4609
---
14
4610
5516
5517
---
14
5517
4612
4610
---
14
4612
5517
5518
---
14
5518
4614
4612
---
14
4614
5518
5519
---
14
5519
4616
4614
---
14
4616
5519
5520
---
14
5520
4618
4616
---
14
4618
5520
5521
---
14
5521
4620
4618
---
14
4620
5521
5522
---
14
5522
4622
4620
---
14
4622
5522
5523
---
14
5523
4624
4622
---
14
4624
5523
5524
---
14
5524
4626
4624
---
14
4626
5524
5525
---
14
5525
4628
4626
---
14
4628
5525
5526
---
14
5526
4630
4628
---
14
4630
5526
5527
---
14
5527
4632
4630
---
14
4632
5527
5528
---
14
5528
4634
4632
---
14
4634
5528
5529
---
14
5529
4636
4634
---
14
4636
5529
5530
---
14
5530
4638
4636
---
14
4638
5530
5531
---
14
5531
4640
4638
---
14
4640
5531
5532
---
14
5532
4641
4640
---
14
4641
5532
5533
---
14
5533
4642
4641
---
14
4642
5533
5534
---
14
5534
4643
4642
---
14
4643
5534
5535
---
14
5535
4644
4643
---
14
4644
5535
5536
---
14
5536
4645
4644
---
14
4645
5536
5537
---
14
5537
4646
4645
---
14
4646
5537
5538
---
14
5538
4647
4646
---
14
4647
5538
5539
---
14
5539
4648
4647
---
14
4648
5539
5540
---
14
5540
4649
4648
---
14
4649
5540
5541
---
14
5541
4650
4649
---
14
5515
5542
5543
---
14
5543
5516
5515
---
14
5516
5543
5544
---
14
5544
5517
5516
---
14
5517
5544
5545
---
14
5545
5518
5517
---
14
5518
5545
5546
---
14
5546
5519
5518
---
14
5519
5546
5547
---
14
5547
5520
5519
---
14
5520
5547
5548
---
14
5548
5521
5520
---
14
5521
5548
5549
---
14
5549
5522
5521
---
14
5522
5549
5550
---
14
5550
5523
5522
---
14
5523
5550
5551
---
14
5551
5524
5523
---
14
5524
5551
5552
---
14
5552
5525
5524
---
14
5525
5552
5553
---
14
5553
5526
5525
---
14
5526
5553
5554
---
14
5554
5527
5526
---
14
5527
5554
5555
---
14
5555
5528
5527
---
14
5528
5555
5556
---
14
5556
5529
5528
---
14
5529
5556
5557
---
14
5557
5530
5529
---
14
5530
5557
5558
---
14
5558
5531
5530
---
14
5531
5558
5559
---
14
5559
5532
5531
---
14
5532
5559
5560
---
14
5560
5533
5532
---
14
5533
5560
5561
---
14
5561
5534
5533
---
14
5534
5561
5562
---
14
5562
5535
5534
---
14
5535
5562
5563
---
14
5563
5536
5535
---
14
5536
5563
5564
---
14
5564
5537
5536
---
14
5537
5564
5565
---
14
5565
5538
5537
---
14
5538
5565
5566
---
14
5566
5539
5538
---
14
5539
5566
5567
---
14
5567
5540
5539
---
14
5540
5567
5568
---
14
5568
5541
5540
---
14
5542
5569
5570
---
14
5570
5543
5542
---
14
5543
5570
5571
---
14
5571
5544
5543
---
14
5544
5571
5572
---
14
5572
5545
5544
---
14
5545
5572
5573
---
14
5573
5546
5545
---
14
5546
5573
5574
---
14
5574
5547
5546
---
14
5547
5574
5575
---
14
5575
5548
5547
---
14
5548
5575
5576
---
14
5576
5549
5548
---
14
5549
5576
5577
---
14
5577
5550
5549
---
14
5550
5577
5578
---
14
5578
5551
5550
---
14
5551
5578
5579
---
14
5579
5552
5551
---
14
5552
5579
5580
---
14
5580
5553
5552
---
14
5553
5580
5581
---
14
5581
5554
5553
---
14
5554
5581
5582
---
14
5582
5555
5554
---
14
5555
5582
5583
---
14
5583
5556
5555
---
14
5556
5583
5584
---
14
5584
5557
5556
---
14
5557
5584
5585
---
14
5585
5558
5557
---
14
5558
5585
5586
---
14
5586
5559
5558
---
14
5559
5586
5587
---
14
5587
5560
5559
---
14
5560
5587
5588
---
14
5588
5561
5560
---
14
5561
5588
5589
---
14
5589
5562
5561
---
14
5562
5589
5590
---
14
5590
5563
5562
---
14
5563
5590
5591
---
14
5591
5564
5563
---
14
5564
5591
5592
---
14
5592
5565
5564
---
14
5565
5592
5593
---
14
5593
5566
5565
---
14
5566
5593
5594
---
14
5594
5567
5566
---
14
5567
5594
5595
---
14
5595
5568
5567
---
14
5569
5596
5597
---
14
5597
5570
5569
---
14
5570
5597
5598
---
14
5598
5571
5570
---
14
5571
5598
5599
---
14
5599
5572
5571
---
14
5572
5599
5600
---
14
5600
5573
5572
---
14
5573
5600
5601
---
14
5601
5574
5573
---
14
5574
5601
5602
---
14
5602
5575
5574
---
14
5575
5602
5603
---
14
5603
5576
5575
---
14
5576
5603
5604
---
14
5604
5577
5576
---
14
5577
5604
5605
---
14
5605
5578
5577
---
14
5578
5605
5606
---
14
5606
5579
5578
---
14
5579
5606
5607
---
14
5607
5580
5579
---
14
5580
5607
5608
---
14
5608
5581
5580
---
14
5581
5608
5609
---
14
5609
5582
5581
---
14
5583
5610
5611
---
14
5611
5584
5583
---
14
5584
5611
5612
---
14
5612
5585
5584
---
14
5585
5612
5613
---
14
5613
5586
5585
---
14
5586
5613
5614
---
14
5614
5587
5586
---
14
5587
5614
5615
---
14
5615
5588
5587
---
14
5588
5615
5616
---
14
5616
5589
5588
---
14
5589
5616
5617
---
14
5617
5590
5589
---
14
5590
5617
5618
---
14
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---
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---
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---
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---
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8280
---
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---
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---
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---
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---
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---
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---
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---
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8292
---
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---
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---
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---
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8294
---
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8161
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---
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8162
8031
8163
---
23
8162
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8294
---
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8162
---
23
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8032
8031
---
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8096
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8097
---
23
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8096
---
23
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8033
8032
---
23
8160
8033
8161
---
23
8160
8034
8033
---
23
8159
8034
8160
---
23
8159
8035
8034
---
23
8158
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8159
---
23
8158
8036
8035
---
23
8157
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8158
---
23
8157
8037
8036
---
23
8156
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8157
---
23
8156
8038
8037
---
23
8155
8038
8156
---
23
8155
8039
8038
---
23
8154
8039
8155
---
23
8154
8040
8039
---
23
8153
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8154
---
23
8153
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8040
---
23
8152
8041
8153
---
23
8152
8042
8041
---
23
8151
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8152
---
23
8151
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8042
---
23
8150
8043
8151
---
23
8149
8043
8150
---
23
8149
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8043
---
23
8148
8044
8149
---
23
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8044
---
23
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8148
---
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8045
---
23
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8147
---
23
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8046
---
23
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8146
---
23
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8047
---
23
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8048
8145
---
23
8144
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8048
---
23
8143
8049
8144
---
23
8143
8050
8049
---
23
8142
8050
8143
---
23
8142
8051
8050
---
23
8141
8051
8142
---
23
8141
8052
8051
---
23
8140
8052
8141
---
23
8140
8053
8052
---
23
8095
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8098
---
23
8094
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8095
---
23
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8094
---
23
8093
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8099
---
23
8092
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8093
---
23
8092
8101
8100
---
23
8091
8101
8092
---
23
8091
8102
8101
---
23
8090
8102
8091
---
23
8090
8103
8102
---
23
8089
8103
8090
---
23
8089
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8103
---
23
8088
8104
8089
---
23
8088
8105
8104
---
23
8087
8105
8088
---
23
8087
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8105
---
23
8086
8106
8087
---
23
8086
8107
8106
---
23
8085
8107
8086
---
23
8085
8108
8107
---
23
8084
8108
8085
---
23
8084
8109
8108
---
23
8084
8110
8109
---
23
8083
8110
8084
---
23
8083
8111
8110
---
23
8082
8111
8083
---
23
8082
8112
8111
---
23
8081
8112
8082
---
23
8081
8113
8112
---
23
8080
8113
8081
---
23
8080
8114
8113
---
23
8079
8114
8080
---
23
8079
8115
8114
---
23
8078
8115
8079
---
23
8078
8116
8115
---
23
8077
8116
8078
---
23
8077
8117
8116
---
23
8076
8117
8077
---
23
8076
8118
8117
---
23
8075
8118
8076
---
23
8075
8119
8118
---
23
8074
8119
8075
---
23
8074
8120
8119
---
23
8073
8120
8074
---
23
8073
8121
8120
---
23
8072
8121
8073
---
23
8072
8122
8121
---
23
8071
8122
8072
---
23
8071
8123
8122
---
23
8070
8123
8071
---
23
8070
8124
8123
---
23
8069
8124
8070
---
23
8069
8125
8124
---
23
8068
8125
8069
---
23
8068
8126
8125
---
23
8067
8126
8068
---
23
8067
8127
8126
---
23
8066
8127
8067
---
23
8066
8128
8127
---
23
8065
8128
8066
---
23
8065
8129
8128
---
23
8064
8129
8065
---
23
8064
8130
8129
---
23
8063
8130
8064
---
23
8063
8131
8130
---
23
8062
8131
8063
---
23
8062
8132
8131
---
23
8061
8132
8062
---
23
8061
8133
8132
---
23
8060
8133
8061
---
23
8060
8134
8133
---
23
8059
8134
8060
---
23
8059
8135
8134
---
23
8058
8135
8059
---
23
8058
8136
8135
---
23
8057
8136
8058
---
23
8057
8137
8136
---
23
8056
8137
8057
---
23
8056
8138
8137
---
23
8055
8138
8056
---
23
8055
8139
8138
---
23
8054
8139
8055
---
23
8054
8140
8139
---
23
8054
8053
8140
---
23
8293
8294
8163
---
23
8293
8163
8164
---
23
8228
8229
8230
---
23
8227
8228
8230
---
23
8293
8164
8165
---
23
8292
8293
8165
---
23
8292
8165
8166
---
23
8291
8292
8166
---
23
8291
8166
8167
---
23
8290
8291
8167
---
23
8290
8167
8168
---
23
8289
8290
8168
---
23
8289
8168
8169
---
23
8288
8289
8169
---
23
8288
8169
8170
---
23
8287
8288
8170
---
23
8287
8170
8171
---
23
8286
8287
8171
---
23
8286
8171
8172
---
23
8285
8286
8172
---
23
8285
8172
8173
---
23
8284
8285
8173
---
23
8284
8173
8174
---
23
8283
8284
8174
---
23
8283
8174
8175
---
23
8282
8283
8175
---
23
8281
8282
8175
---
23
8281
8175
8176
---
23
8280
8281
8176
---
23
8280
8176
8177
---
23
8279
8280
8177
---
23
8279
8177
8178
---
23
8278
8279
8178
---
23
8278
8178
8179
---
23
8277
8278
8179
---
23
8277
8179
8180
---
23
8276
8277
8180
---
23
8276
8180
8181
---
23
8275
8276
8181
---
23
8275
8181
8182
---
23
8274
8275
8182
---
23
8274
8182
8183
---
23
8273
8274
8183
---
23
8273
8183
8184
---
23
8272
8273
8184
---
23
8272
8184
8185
---
23
8227
8230
8231
---
23
8226
8227
8231
---
23
8225
8226
8231
---
23
8225
8231
8232
---
23
8224
8225
8232
---
23
8224
8232
8233
---
23
8223
8224
8233
---
23
8223
8233
8234
---
23
8222
8223
8234
---
23
8222
8234
8235
---
23
8221
8222
8235
---
23
8221
8235
8236
---
23
8220
8221
8236
---
23
8220
8236
8237
---
23
8219
8220
8237
---
23
8219
8237
8238
---
23
8218
8219
8238
---
23
8218
8238
8239
---
23
8217
8218
8239
---
23
8217
8239
8240
---
23
8216
8217
8240
---
23
8216
8240
8241
---
23
8216
8241
8242
---
23
8215
8216
8242
---
23
8215
8242
8243
---
23
8214
8215
8243
---
23
8214
8243
8244
---
23
8213
8214
8244
---
23
8213
8244
8245
---
23
8212
8213
8245
---
23
8212
8245
8246
---
23
8211
8212
8246
---
23
8211
8246
8247
---
23
8210
8211
8247
---
23
8210
8247
8248
---
23
8209
8210
8248
---
23
8209
8248
8249
---
23
8208
8209
8249
---
23
8208
8249
8250
---
23
8207
8208
8250
---
23
8207
8250
8251
---
23
8206
8207
8251
---
23
8206
8251
8252
---
23
8205
8206
8252
---
23
8205
8252
8253
---
23
8204
8205
8253
---
23
8204
8253
8254
---
23
8203
8204
8254
---
23
8203
8254
8255
---
23
8202
8203
8255
---
23
8202
8255
8256
---
23
8201
8202
8256
---
23
8201
8256
8257
---
23
8200
8201
8257
---
23
8200
8257
8258
---
23
8199
8200
8258
---
23
8199
8258
8259
---
23
8198
8199
8259
---
23
8198
8259
8260
---
23
8197
8198
8260
---
23
8197
8260
8261
---
23
8196
8197
8261
---
23
8196
8261
8262
---
23
8195
8196
8262
---
23
8195
8262
8263
---
23
8194
8195
8263
---
23
8194
8263
8264
---
23
8193
8194
8264
---
23
8193
8264
8265
---
23
8192
8193
8265
---
23
8192
8265
8266
---
23
8191
8192
8266
---
23
8191
8266
8267
---
23
8190
8191
8267
---
23
8190
8267
8268
---
23
8189
8190
8268
---
23
8189
8268
8269
---
23
8188
8189
8269
---
23
8188
8269
8270
---
23
8187
8188
8270
---
23
8187
8270
8271
---
23
8186
8187
8271
---
23
8186
8271
8272
---
23
8186
8272
8185
---
24
8295
8296
8323
---
24
8295
8323
8322
---
24
8296
8297
8324
---
24
8296
8324
8323
---
24
8297
8298
8325
---
24
8297
8325
8324
---
24
8298
8299
8326
---
24
8298
8326
8325
---
24
8299
8300
8327
---
24
8299
8327
8326
---
24
8300
8301
8328
---
24
8300
8328
8327
---
24
8301
8302
8329
---
24
8301
8329
8328
---
24
8302
8303
8330
---
24
8302
8330
8329
---
24
8303
8304
8331
---
24
8303
8331
8330
---
24
8304
8305
8332
---
24
8304
8332
8331
---
24
8305
8306
8333
---
24
8305
8333
8332
---
24
8306
8307
8334
---
24
8306
8334
8333
---
24
8307
8308
8335
---
24
8307
8335
8334
---
24
8308
8309
8336
---
24
8308
8336
8335
---
24
8309
8310
8337
---
24
8309
8337
8336
---
24
8310
8311
8338
---
24
8310
8338
8337
---
24
8311
8312
8339
---
24
8311
8339
8338
---
24
8312
8313
8340
---
24
8312
8340
8339
---
24
8313
8314
8341
---
24
8313
8341
8340
---
24
8314
8315
8342
---
24
8314
8342
8341
---
24
8315
8316
8343
---
24
8315
8343
8342
---
24
8316
8317
8344
---
24
8316
8344
8343
---
24
8317
8318
8345
---
24
8317
8345
8344
---
24
8318
8319
8346
---
24
8318
8346
8345
---
24
8319
8320
8347
---
24
8319
8347
8346
---
24
8320
8321
8348
---
24
8320
8348
8347
---
24
8321
8295
8322
---
24
8321
8322
8348
---
24
8349
8350
8377
---
24
8349
8377
8376
---
24
8350
8351
8378
---
24
8350
8378
8377
---
24
8351
8352
8379
---
24
8351
8379
8378
---
24
8352
8353
8380
---
24
8352
8380
8379
---
24
8353
8354
8381
---
24
8353
8381
8380
---
24
8354
8355
8382
---
24
8354
8382
8381
---
24
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8360
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24
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---
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8399
---
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8398
---
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8400
---
24
8372
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8399
---
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---
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8402
---
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8401
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24
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8376
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24
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8402
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8295
---
24
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8374
---
24
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8296
---
24
8321
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8295
---
24
8308
8310
8309
---
24
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8375
---
24
8320
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8321
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8349
---
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24
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8350
---
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8318
---
24
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8352
---
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8297
---
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---
24
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---
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8298
---
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---
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8299
---
24
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8371
---
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8300
---
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8370
---
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8301
---
24
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8369
---
24
8367
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8368
---
24
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8302
---
24
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8367
---
24
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8303
---
24
8365
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8366
---
24
8365
8305
8304
---
24
8364
8305
8365
---
24
8364
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8305
---
24
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8306
8364
---
24
8363
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8306
---
24
8362
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8363
---
24
8362
8308
8307
---
24
8361
8308
8362
---
24
8361
8310
8308
---
24
8361
8311
8310
---
24
8360
8311
8361
---
24
8360
8312
8311
---
24
8359
8312
8360
---
24
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8313
8312
---
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8359
---
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8313
---
24
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8358
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24
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8317
---
24
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8353
---
24
8316
8355
8354
---
24
8315
8355
8316
---
24
8315
8356
8355
---
24
8314
8356
8315
---
24
8357
8356
8314
---
24
8401
8322
8323
---
24
8322
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8402
---
24
8401
8323
8324
---
24
8348
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8402
---
24
8335
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8337
---
24
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8376
---
24
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8380
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24
8401
8324
8325
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24
8400
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8325
---
24
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8325
8326
---
24
8398
8399
8326
---
24
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8326
8327
---
24
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8327
---
24
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8327
8328
---
24
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8328
---
24
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8329
---
24
8395
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8329
---
24
8394
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8329
---
24
8394
8329
8330
---
24
8393
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8330
---
24
8393
8330
8331
---
24
8392
8393
8331
---
24
8392
8331
8332
---
24
8391
8392
8332
---
24
8391
8332
8333
---
24
8390
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8333
---
24
8390
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8334
---
24
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8334
---
24
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8335
---
24
8388
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8335
---
24
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8337
---
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8338
---
24
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8338
---
24
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8339
---
24
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8339
---
24
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8339
8340
---
24
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8340
---
24
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8340
8341
---
24
8384
8385
8341
---
24
8343
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8380
---
24
8343
8380
8381
---
24
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8382
---
24
8342
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8382
---
24
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8383
---
24
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8383
---
24
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8341
8383
---
25
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8431
---
25
8403
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8430
---
25
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8405
8432
---
25
8404
8432
8431
---
25
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8433
---
25
8405
8433
8432
---
25
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8434
---
25
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8433
---
25
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8435
---
25
8407
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8434
---
25
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8436
---
25
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8435
---
25
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8410
8437
---
25
8409
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8436
---
25
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---
25
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---
25
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---
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25
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---
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---
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25
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8510
---
25
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---
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---
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---
25
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8403
---
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8405
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---
25
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---
25
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8406
---
25
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8481
---
25
8427
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8428
---
25
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8457
---
25
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8407
---
25
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8480
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8427
---
25
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25
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25
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25
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---
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---
25
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---
25
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25
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8472
---
25
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25
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25
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---
25
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8474
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25
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---
25
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8475
---
25
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8476
---
25
8409
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8410
---
25
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8477
---
25
8408
8478
8409
---
25
8479
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8408
---
25
8509
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8431
---
25
8430
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8510
---
25
8509
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8432
---
25
8456
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8510
---
25
8443
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8445
---
25
8509
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8433
---
25
8508
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8433
---
25
8455
8456
8510
---
25
8455
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8484
---
25
8508
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8434
---
25
8507
8508
8434
---
25
8454
8455
8484
---
25
8454
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8485
---
25
8507
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8435
---
25
8506
8507
8435
---
25
8453
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---
25
8453
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---
25
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---
25
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---
25
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---
25
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---
25
8451
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---
25
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---
25
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---
25
8450
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---
25
8449
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8491
---
25
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---
25
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---
25
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---
25
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---
25
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25
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---
25
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---
25
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---
25
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---
25
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---
25
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8496
---
25
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8497
---
25
8441
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8497
---
25
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---
25
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8499
---
25
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8499
---
25
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8500
---
25
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8500
---
25
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8501
---
25
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8501
---
25
8438
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8502
---
25
8437
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8502
---
25
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8503
---
25
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8504
---
25
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8504
---
25
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8505
---
25
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8436
8505
---
25
8506
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8505
---
26
8511
8512
8618
---
26
8511
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8617
---
26
8512
8513
8619
---
26
8512
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8618
---
26
8513
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8620
---
26
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8619
---
26
8514
8515
8621
---
26
8514
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8620
---
26
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---
26
8515
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8621
---
26
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8623
---
26
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---
26
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8624
---
26
8517
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8623
---
26
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---
26
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---
26
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---
26
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8625
---
26
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8627
---
26
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8626
---
26
8521
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8628
---
26
8521
8628
8627
---
26
8522
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8629
---
26
8522
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8628
---
26
8523
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8630
---
26
8523
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8629
---
26
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8631
---
26
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8630
---
26
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8632
---
26
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8631
---
26
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8633
---
26
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8632
---
26
8527
8528
8634
---
26
8527
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8633
---
26
8528
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8635
---
26
8528
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8634
---
26
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8636
---
26
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8635
---
26
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8637
---
26
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8636
---
26
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8638
---
26
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8637
---
26
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8639
---
26
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8638
---
26
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8640
---
26
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8639
---
26
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8641
---
26
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8640
---
26
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8642
---
26
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8641
---
26
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8643
---
26
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8642
---
26
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8644
---
26
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8643
---
26
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8645
---
26
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8644
---
26
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8646
---
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8645
---
26
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8647
---
26
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---
26
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8648
---
26
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8647
---
26
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8649
---
26
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8648
---
26
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8650
---
26
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8649
---
26
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8651
---
26
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8650
---
26
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8652
---
26
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8651
---
26
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8653
---
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8652
---
26
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8654
---
26
8547
8654
8653
---
26
8548
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8655
---
26
8548
8655
8654
---
26
8549
8550
8656
---
26
8549
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8655
---
26
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8657
---
26
8550
8657
8656
---
26
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8658
---
26
8551
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8657
---
26
8552
8553
8659
---
26
8552
8659
8658
---
26
8553
8554
8660
---
26
8553
8660
8659
---
26
8554
8555
8661
---
26
8554
8661
8660
---
26
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26
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26
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26
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26
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26
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26
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---
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26
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---
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---
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---
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26
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---
26
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26
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26
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26
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26
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26
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---
27
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8752
---
27
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---
27
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---
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---
27
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---
27
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---
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---
27
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---
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---
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---
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---
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---
27
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---
27
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---
27
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---
27
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---
27
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---
27
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---
27
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---
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---
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---
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27
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---
27
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---
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---
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---
27
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---
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27
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---
27
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---
27
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---
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---
27
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---
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---
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---
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---
27
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27
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---
27
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---
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---
27
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---
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---
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---
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---
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---
27
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---
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---
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---
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27
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---
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---
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---
27
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---
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---
27
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---
27
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---
27
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---
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---
27
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---
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---
27
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---
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---
27
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---
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---
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---
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---
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---
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---
27
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---
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---
27
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---
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---
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---
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---
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---
27
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---
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---
27
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---
27
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27
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---
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27
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---
27
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---
27
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---
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---
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---
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---
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8771
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---
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8771
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---
27
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---
27
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---
27
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---
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---
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---
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---
27
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---
27
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---
27
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8762
---
27
8763
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8762
---
28
8779
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8810
---
28
8779
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8809
---
28
8780
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8811
---
28
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---
28
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8812
---
28
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---
28
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---
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---
28
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8814
---
28
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---
28
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8815
---
28
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8814
---
28
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8816
---
28
8785
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8815
---
28
8786
8787
8817
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---
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---
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---
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---
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---
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---
30
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9032
---
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---
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---
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---
30
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9034
---
30
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---
30
9007
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9035
---
30
9007
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---
30
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9036
---
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9008
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---
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9037
---
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---
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9038
---
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---
30
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9039
---
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---
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---
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---
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---
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---
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---
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---
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---
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---
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---
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---
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---
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---
30
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---
30
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---
30
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---
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---
30
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9048
---
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9020
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---
30
9021
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9049
---
30
9021
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9048
---
30
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---
30
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---
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---
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---
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---
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---
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9053
---
30
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9052
---
30
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9054
---
30
9026
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---
30
9027
9001
9028
---
30
9027
9028
9054
---
30
9012
8961
9013
---
30
8961
9014
9013
---
30
9025
9027
9026
---
30
8960
9014
8961
---
30
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9015
9014
---
30
9012
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---
30
9011
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9012
---
30
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---
30
9010
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9011
---
30
9010
8964
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---
30
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8960
---
30
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9015
---
30
9009
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9010
---
30
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---
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8959
---
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---
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---
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---
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---
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9018
---
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8956
---
30
9008
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9009
---
30
9008
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8965
---
30
8955
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9019
---
30
8954
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8955
---
30
9008
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8966
---
30
9007
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9008
---
30
9007
8968
8967
---
30
9006
8968
9007
---
30
9006
8969
8968
---
30
9005
8969
9006
---
30
9005
8970
8969
---
30
9004
8970
9005
---
30
9004
8971
8970
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9225
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9230
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9232
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9369
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---
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---
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---
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---
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---
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---
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---
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---
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---
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9310
---
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9351
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---
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9341
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---
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---
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---
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---
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---
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---
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---
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---
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9325
---
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9335
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9325
---
32
9335
9325
9326
---
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9334
9335
9326
---
32
9334
9326
9327
---
32
9333
9334
9327
---
32
9333
9327
9328
---
32
9332
9333
9328
---
32
9332
9328
9329
---
32
9331
9332
9329
---
32
9330
9331
9329
---
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9371
9372
9452
---
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9371
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9372
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9374
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---
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---
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---
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---
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9465
---
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---
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9385
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9466
---
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9385
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---
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9467
---
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9386
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9387
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9468
---
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9387
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---
33
9388
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9469
---
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9468
---
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9470
---
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9469
---
33
9390
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---
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9390
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9470
---
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9391
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---
33
9391
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9471
---
33
9392
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9473
---
33
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---
33
9393
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---
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---
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9475
---
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---
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9395
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9476
---
33
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9475
---
33
9396
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9477
---
33
9396
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9476
---
33
9397
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---
33
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9477
---
33
9398
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9479
---
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---
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9480
---
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---
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---
33
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---
33
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9485
---
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9404
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---
33
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---
33
9405
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9485
---
33
9406
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---
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---
33
9407
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9488
---
33
9407
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---
33
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---
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9408
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9488
---
33
9409
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9490
---
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9409
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---
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9410
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---
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---
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---
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9411
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---
33
9412
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---
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---
33
9413
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---
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---
33
9414
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---
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9414
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---
33
9415
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9496
---
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9415
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9495
---
33
9416
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9497
---
33
9416
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9496
---
33
9417
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9498
---
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9417
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9497
---
33
9418
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9499
---
33
9418
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9498
---
33
9419
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9500
---
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9419
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9499
---
33
9420
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9501
---
33
9420
9501
9500
---
33
9421
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9502
---
33
9421
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9501
---
33
9422
9423
9503
---
33
9422
9503
9502
---
33
9423
9424
9504
---
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9423
9504
9503
---
33
9424
9425
9505
---
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9424
9505
9504
---
33
9425
9426
9506
---
33
9425
9506
9505
---
33
9426
9427
9507
---
33
9426
9507
9506
---
33
9427
9428
9508
---
33
9427
9508
9507
---
33
9428
9429
9509
---
33
9428
9509
9508
---
33
9429
9430
9510
---
33
9429
9510
9509
---
33
9430
9431
9511
---
33
9430
9511
9510
---
33
9431
9432
9512
---
33
9431
9512
9511
---
33
9432
9433
9513
---
33
9432
9513
9512
---
33
9433
9434
9514
---
33
9433
9514
9513
---
33
9434
9435
9515
---
33
9434
9515
9514
---
33
9435
9436
9516
---
33
9435
9516
9515
---
33
9436
9437
9517
---
33
9436
9517
9516
---
33
9437
9438
9518
---
33
9437
9518
9517
---
33
9438
9439
9519
---
33
9438
9519
9518
---
33
9439
9440
9520
---
33
9439
9520
9519
---
33
9440
9441
9521
---
33
9440
9521
9520
---
33
9441
9442
9522
---
33
9441
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9521
---
33
9442
9443
9523
---
33
9442
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9522
---
33
9443
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9524
---
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9443
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9523
---
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9444
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9525
---
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9444
9525
9524
---
33
9445
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9526
---
33
9445
9526
9525
---
33
9446
9447
9527
---
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9446
9527
9526
---
33
9447
9448
9528
---
33
9447
9528
9527
---
33
9448
9449
9529
---
33
9448
9529
9528
---
33
9449
9450
9530
---
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9449
9530
9529
---
33
9450
9371
9451
---
33
9450
9451
9530
---
33
9450
9372
9371
---
33
9449
9372
9450
---
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9448
9372
9449
---
33
9448
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9372
---
33
9447
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9448
---
33
9447
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9373
---
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9446
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9447
---
33
9446
9375
9374
---
33
9445
9375
9446
---
33
9445
9376
9375
---
33
9444
9376
9445
---
33
9444
9377
9376
---
33
9443
9377
9444
---
33
9443
9378
9377
---
33
9442
9378
9443
---
33
9442
9379
9378
---
33
9441
9379
9442
---
33
9441
9380
9379
---
33
9440
9380
9441
---
33
9440
9381
9380
---
33
9439
9381
9440
---
33
9439
9382
9381
---
33
9438
9382
9439
---
33
9438
9383
9382
---
33
9437
9383
9438
---
33
9437
9384
9383
---
33
9437
9385
9384
---
33
9436
9385
9437
---
33
9436
9386
9385
---
33
9435
9386
9436
---
33
9435
9387
9386
---
33
9434
9387
9435
---
33
9434
9388
9387
---
33
9433
9388
9434
---
33
9433
9389
9388
---
33
9432
9389
9433
---
33
9432
9390
9389
---
33
9431
9390
9432
---
33
9431
9391
9390
---
33
9430
9391
9431
---
33
9430
9392
9391
---
33
9429
9392
9430
---
33
9429
9393
9392
---
33
9428
9393
9429
---
33
9428
9394
9393
---
33
9427
9394
9428
---
33
9427
9395
9394
---
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---
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---
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---
36
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---
36
9669
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9992
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10309
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41
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10322
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41
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10324
10323
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41
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10325
10324
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41
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10321
10325
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41
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10326
10325
---
41
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10322
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41
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10323
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41
10322
10319
10323
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41
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10328
10327
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41
10323
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41
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10328
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41
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10325
10329
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41
10325
10330
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41
10325
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10330
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41
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10327
10330
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41
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41
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10331
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41
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10332
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41
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10333
10332
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41
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10333
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41
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10334
10333
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41
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10334
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41
10330
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41
10330
10327
10331
---
41
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10335
---
41
10331
10332
10336
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41
10332
10337
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---
41
10332
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41
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41
10333
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10338
---
41
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41
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10335
---
41
10335
10340
10339
---
41
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10340
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41
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10341
10340
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41
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---
41
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41
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41
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41
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10335
10339
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41
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---
41
10339
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10344
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41
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10345
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41
10340
10341
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---
41
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---
41
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10346
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41
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41
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41
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41
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41
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41
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41
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10350
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10350
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41
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41
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41
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41
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41
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10354
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41
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41
10350
10347
10351
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41
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---
41
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---
41
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41
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---
41
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---
41
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---
41
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---
41
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10355
---
41
10355
10360
10359
---
41
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10360
---
41
10356
10361
10360
---
41
10356
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10361
---
41
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10361
---
41
10357
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10362
---
41
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10362
---
41
10358
10355
10359
---
41
10359
10364
10363
---
41
10359
10360
10364
---
41
10360
10365
10364
---
41
10360
10361
10365
---
41
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10365
---
41
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41
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---
41
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10363
---
41
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---
41
10363
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10368
---
41
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10369
10368
---
41
10364
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---
41
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---
41
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10370
---
41
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---
41
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---
41
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41
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---
41
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41
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41
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---
41
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---
41
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---
41
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41
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---
41
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---
41
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10376
---
41
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10377
---
41
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---
41
10373
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10378
---
41
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10378
---
41
10374
10371
10375
---
41
10375
10380
10379
---
41
10375
10376
10380
---
41
10376
10381
10380
---
41
10376
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10381
---
41
10377
10382
10381
---
41
10377
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10382
---
41
10378
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10382
---
41
10378
10375
10379
---
41
10379
10384
10383
---
41
10379
10380
10384
---
41
10380
10385
10384
---
41
10380
10381
10385
---
41
10381
10386
10385
---
41
10381
10382
10386
---
41
10382
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10386
---
41
10382
10379
10383
---
41
10383
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---
41
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10388
---
41
10384
10389
10388
---
41
10384
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10389
---
41
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10389
---
41
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10390
---
41
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10390
---
41
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10387
---
41
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10392
10391
---
41
10387
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10392
---
41
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10392
---
41
10388
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10393
---
41
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10394
10393
---
41
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10394
---
41
10390
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10394
---
41
10390
10387
10391
---
41
10391
10396
10395
---
41
10391
10392
10396
---
41
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10397
10396
---
41
10392
10393
10397
---
41
10393
10398
10397
---
41
10393
10394
10398
---
41
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41
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41
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41
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41
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41
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41
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41
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41
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41
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41
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41
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41
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41
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41
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41
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41
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41
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41
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41
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41
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---
41
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---
41
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41
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41
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---
41
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---
41
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---
41
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10455
---
41
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10460
10459
---
41
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10460
---
41
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10460
---
41
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10461
---
41
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10461
---
41
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10462
---
41
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10462
---
41
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10455
10459
---
41
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10464
10463
---
41
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10460
10464
---
41
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10465
10464
---
41
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10461
10465
---
41
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10466
10465
---
41
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10466
---
41
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10466
---
41
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10459
10463
---
41
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10468
10467
---
41
10463
10464
10468
---
41
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10469
10468
---
41
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10465
10469
---
41
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10470
10469
---
41
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10466
10470
---
41
10466
10467
10470
---
41
10466
10463
10467
---
41
10467
10472
10471
---
41
10467
10468
10472
---
41
10468
10473
10472
---
41
10468
10469
10473
---
41
10469
10474
10473
---
41
10469
10470
10474
---
41
10470
10471
10474
---
41
10470
10467
10471
---
41
10471
10476
10475
---
41
10471
10472
10476
---
41
10472
10477
10476
---
41
10472
10473
10477
---
41
10473
10478
10477
---
41
10473
10474
10478
---
41
10474
10475
10478
---
41
10474
10471
10475
---
41
10475
10480
10479
---
41
10475
10476
10480
---
41
10476
10481
10480
---
41
10476
10477
10481
---
41
10477
10482
10481
---
41
10477
10478
10482
---
41
10478
10479
10482
---
41
10478
10475
10479
---
41
10479
10484
10483
---
41
10479
10480
10484
---
41
10480
10485
10484
---
41
10480
10481
10485
---
41
10481
10486
10485
---
41
10481
10482
10486
---
41
10482
10483
10486
---
41
10482
10479
10483
---
41
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10488
10487
---
41
10483
10484
10488
---
41
10484
10489
10488
---
41
10484
10485
10489
---
41
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10490
10489
---
41
10485
10486
10490
---
41
10486
10487
10490
---
41
10486
10483
10487
---
41
10487
10492
10491
---
41
10487
10488
10492
---
41
10488
10493
10492
---
41
10488
10489
10493
---
41
10489
10494
10493
---
41
10489
10490
10494
---
41
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10491
10494
---
41
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10487
10491
---
41
10491
10496
10495
---
41
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10496
---
41
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10497
10496
---
41
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10497
---
41
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10497
---
41
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10498
---
41
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10498
---
41
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10491
10495
---
41
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10500
10499
---
41
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10496
10500
---
41
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10501
10500
---
41
10496
10497
10501
---
41
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10502
10501
---
41
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10498
10502
---
41
10498
10499
10502
---
41
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10495
10499
---
41
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10248
10247
---
41
10499
10500
10248
---
41
10500
10249
10248
---
41
10500
10501
10249
---
41
10501
10250
10249
---
41
10501
10502
10250
---
41
10502
10247
10250
---
41
10502
10499
10247
---
42
10503
10508
10507
---
42
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10508
---
42
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10508
---
42
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10509
---
42
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10509
---
42
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10510
---
42
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10510
---
42
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10507
---
42
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10512
10511
---
42
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10512
---
42
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10513
10512
---
42
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10513
---
42
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10514
10513
---
42
10509
10510
10514
---
42
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10514
---
42
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10507
10511
---
42
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10515
---
42
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10516
---
42
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10516
---
42
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10517
---
42
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10517
---
42
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---
42
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---
42
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10515
---
42
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---
42
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---
42
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10520
---
42
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10521
---
42
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10521
---
42
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10522
---
42
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10522
---
42
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10519
---
42
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10523
---
42
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10524
---
42
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---
42
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---
42
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10525
---
42
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10526
---
42
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10526
---
42
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10523
---
42
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10528
10527
---
42
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10528
---
42
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10529
10528
---
42
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10529
---
42
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10529
---
42
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10530
---
42
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10530
---
42
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10523
10527
---
42
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10531
---
42
10527
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10532
---
42
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10532
---
42
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10533
---
42
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---
42
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---
42
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---
42
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10527
10531
---
42
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---
42
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10536
---
42
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10536
---
42
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10537
---
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10537
---
42
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10538
---
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10538
---
42
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---
42
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---
42
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---
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---
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---
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---
42
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---
42
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---
42
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---
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---
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42
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---
42
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---
42
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---
42
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---
42
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---
42
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---
42
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---
42
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---
42
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---
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---
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---
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---
42
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---
42
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10551
---
42
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10552
---
42
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10552
---
42
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10553
---
42
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10553
---
42
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10554
---
42
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---
42
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10551
---
42
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10555
---
42
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---
42
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10556
---
42
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10557
---
42
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---
42
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---
42
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---
42
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---
42
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10559
---
42
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10560
---
42
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10560
---
42
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---
42
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10561
---
42
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10562
---
42
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---
42
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---
42
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10563
---
42
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10564
---
42
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10564
---
42
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10565
---
42
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10565
---
42
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10566
---
42
10562
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10566
---
42
10562
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10563
---
42
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10568
10567
---
42
10563
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10568
---
42
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10568
---
42
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---
42
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10569
---
42
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10570
---
42
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10570
---
42
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10563
10567
---
42
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10572
10571
---
42
10567
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10572
---
42
10568
10573
10572
---
42
10568
10569
10573
---
42
10569
10574
10573
---
42
10569
10570
10574
---
42
10570
10571
10574
---
42
10570
10567
10571
---
42
10571
10576
10575
---
42
10571
10572
10576
---
42
10572
10577
10576
---
42
10572
10573
10577
---
42
10573
10578
10577
---
42
10573
10574
10578
---
42
10574
10575
10578
---
42
10574
10571
10575
---
42
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10580
10579
---
42
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10580
---
42
10576
10581
10580
---
42
10576
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10581
---
42
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10581
---
42
10577
10578
10582
---
42
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10582
---
42
10578
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10579
---
42
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10583
---
42
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---
42
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---
42
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---
42
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---
42
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---
42
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---
42
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10583
---
42
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10587
---
42
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10588
---
42
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10588
---
42
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10589
---
42
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10589
---
42
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10590
---
42
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---
42
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10587
---
42
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10592
10591
---
42
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10592
---
42
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10592
---
42
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10593
---
42
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10593
---
42
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10594
---
42
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10594
---
42
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10587
10591
---
42
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10595
---
42
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10596
---
42
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10596
---
42
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10597
---
42
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10597
---
42
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10598
---
42
10594
10595
10598
---
42
10594
10591
10595
---
42
10595
10600
10599
---
42
10595
10596
10600
---
42
10596
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10600
---
42
10596
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10601
---
42
10597
10602
10601
---
42
10597
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10602
---
42
10598
10599
10602
---
42
10598
10595
10599
---
42
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10604
10603
---
42
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10604
---
42
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10604
---
42
10600
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10605
---
42
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10605
---
42
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10606
---
42
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10606
---
42
10602
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10603
---
42
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10607
---
42
10603
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10608
---
42
10604
10609
10608
---
42
10604
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10609
---
42
10605
10610
10609
---
42
10605
10606
10610
---
42
10606
10607
10610
---
42
10606
10603
10607
---
42
10607
10612
10611
---
42
10607
10608
10612
---
42
10608
10613
10612
---
42
10608
10609
10613
---
42
10609
10614
10613
---
42
10609
10610
10614
---
42
10610
10611
10614
---
42
10610
10607
10611
---
42
10611
10616
10615
---
42
10611
10612
10616
---
42
10612
10617
10616
---
42
10612
10613
10617
---
42
10613
10618
10617
---
42
10613
10614
10618
---
42
10614
10615
10618
---
42
10614
10611
10615
---
42
10615
10620
10619
---
42
10615
10616
10620
---
42
10616
10621
10620
---
42
10616
10617
10621
---
42
10617
10622
10621
---
42
10617
10618
10622
---
42
10618
10619
10622
---
42
10618
10615
10619
---
42
10619
10624
10623
---
42
10619
10620
10624
---
42
10620
10625
10624
---
42
10620
10621
10625
---
42
10621
10626
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45
10889
11590
11591
---
45
11591
11555
10862
---
45
11561
10856
11589
---
45
10864
11561
11592
---
45
11592
11589
10889
---
45
11593
10890
11595
---
45
10891
11593
11594
---
45
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11595
10892
---
45
11595
10890
11597
---
45
10892
11595
11596
---
45
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11597
10885
---
45
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10891
11600
---
45
10893
11598
11599
---
45
11599
11600
10888
---
45
11600
10891
11594
---
45
10888
11600
11601
---
45
11601
11594
10892
---
45
11602
10894
11603
---
45
10887
11602
11585
---
45
11585
11603
10886
---
45
11588
10885
11604
---
45
10888
11588
11599
---
45
11599
11604
10893
---
45
11604
10885
11597
---
45
10893
11604
11605
---
45
11605
11597
10890
---
45
11606
10895
11607
---
45
10880
11606
11578
---
45
11578
11607
10879
---
45
11607
10895
11609
---
45
10879
11607
11608
---
45
11608
11609
10896
---
45
11610
10897
11612
---
45
10898
11610
11611
---
45
11611
11612
10899
---
45
11612
10897
11614
---
45
10899
11612
11613
---
45
11613
11614
10900
---
45
11615
10901
11616
---
45
10897
11615
11614
---
45
11614
11616
10900
---
45
11616
10901
11618
---
45
10900
11616
11617
---
45
11617
11618
10902
---
45
11619
10903
11621
---
45
10866
11619
11620
---
45
11620
11621
10897
---
45
11621
10903
11622
---
45
10897
11621
11615
---
45
11615
11622
10901
---
45
11623
10883
11624
---
45
10901
11623
11618
---
45
11618
11624
10902
---
45
11624
10883
11626
---
45
10902
11624
11625
---
45
11625
11626
10904
---
45
11627
10882
11628
---
45
10903
11627
11622
---
45
11622
11628
10901
---
45
11628
10882
11629
---
45
10901
11628
11623
---
45
11623
11629
10883
---
45
11582
10884
11630
---
45
10883
11582
11626
---
45
11626
11630
10904
---
45
11630
10884
11632
---
45
10904
11630
11631
---
45
11631
11632
10905
---
45
11633
10906
11634
---
45
10884
11633
11632
---
45
11632
11634
10905
---
45
11634
10906
11636
---
45
10905
11634
11635
---
45
11635
11636
10907
---
45
11637
10879
11638
---
45
10906
11637
11636
---
45
11636
11638
10907
---
45
11638
10879
11608
---
45
10907
11638
11639
---
45
11639
11608
10896
---
45
11640
10895
11641
---
45
10894
11640
11603
---
45
11603
11641
10886
---
45
11641
10895
11606
---
45
10886
11641
11642
---
45
11642
11606
10880
---
45
11643
10885
11644
---
45
10881
11643
11579
---
45
11579
11644
10880
---
45
11644
10885
11584
---
45
10880
11644
11642
---
45
11642
11584
10886
---
45
11645
10894
11647
---
45
10908
11645
11646
---
45
11646
11647
10876
---
45
11647
10894
11602
---
45
10876
11647
11648
---
45
11648
11602
10887
---
45
11649
10875
11650
---
45
10888
11649
11587
---
45
11587
11650
10887
---
45
11650
10875
11651
---
45
10887
11650
11648
---
45
11648
11651
10876
---
45
11652
10908
11654
---
45
10909
11652
11653
---
45
11653
11654
10877
---
45
11655
10908
11646
---
45
11156
11655
11574
---
45
11574
11646
10876
---
45
11656
10909
11653
---
45
10910
11656
11657
---
45
11657
11653
10877
---
45
11658
10909
11660
---
45
10911
11658
11659
---
45
11659
11660
10912
---
45
11660
10909
11656
---
45
10912
11660
11661
---
45
11661
11656
10910
---
45
11662
10911
11664
---
45
10913
11662
11663
---
45
11663
11664
10898
---
45
11664
10911
11659
---
45
10898
11664
11665
---
45
11665
11659
10912
---
45
11666
10892
11668
---
45
10914
11666
11667
---
45
11667
11668
10915
---
45
11668
10892
11670
---
45
10915
11668
11669
---
45
11669
11670
10916
---
45
11605
10890
11593
---
45
10893
11605
11598
---
45
11598
11593
10891
---
45
11649
10888
11672
---
45
10875
11649
11671
---
45
11671
11672
10914
---
45
11672
10888
11601
---
45
10914
11672
11666
---
45
11666
11601
10892
---
45
11670
10892
11674
---
45
10916
11670
11673
---
45
11673
11674
10917
---
45
11675
10918
11677
---
45
10919
11675
11676
---
45
11676
11677
10917
---
45
11677
10918
11678
---
45
10917
11677
11673
---
45
11673
11678
10916
---
45
11679
10915
11681
---
45
10920
11679
11680
---
45
11680
11681
10921
---
45
11681
10915
11669
---
45
10921
11681
11682
---
45
11682
11669
10916
---
45
11683
10922
11684
---
45
10918
11683
11678
---
45
11678
11684
10916
---
45
11684
10922
11685
---
45
10916
11684
11682
---
45
11682
11685
10921
---
45
11686
10920
11680
---
45
10882
11686
11687
---
45
11687
11680
10921
---
45
11581
10883
11688
---
45
10922
11581
11685
---
45
11685
11688
10921
---
45
11688
10883
11629
---
45
10921
11688
11687
---
45
11687
11629
10882
---
45
11689
10920
11691
---
45
10923
11689
11690
---
45
11690
11691
10903
---
45
11691
10920
11686
---
45
10903
11691
11627
---
45
11627
11686
10882
---
45
11692
10923
11690
---
45
10866
11692
11619
---
45
11619
11690
10903
---
45
11693
10871
11694
---
45
10867
11693
11564
---
45
11564
11694
10866
---
45
11694
10871
11695
---
45
10866
11694
11692
---
45
11692
11695
10923
---
45
11643
10881
11696
---
45
10885
11643
11596
---
45
11596
11696
10892
---
45
11696
10881
11697
---
45
10892
11696
11674
---
45
11674
11697
10917
---
45
11698
10919
11700
---
45
10924
11698
11699
---
45
11699
11700
10881
---
45
11700
10919
11676
---
45
10881
11700
11697
---
45
11697
11676
10917
---
45
11580
10879
11701
---
45
10881
11580
11699
---
45
11699
11701
10924
---
45
11701
10879
11703
---
45
10924
11701
11702
---
45
11702
11703
10925
---
45
11610
10898
11704
---
45
10897
11610
11620
---
45
11620
11704
10866
---
45
11704
10898
11705
---
45
10866
11704
11566
---
45
11566
11705
10868
---
45
11633
10884
11707
---
45
10906
11633
11706
---
45
11706
11707
10926
---
45
11707
10884
11583
---
45
10926
11707
11708
---
45
11708
11583
10922
---
45
11637
10906
11709
---
45
10879
11637
11703
---
45
11703
11709
10925
---
45
11709
10906
11706
---
45
10925
11709
11710
---
45
11710
11706
10926
---
45
11665
10912
11711
---
45
10898
11665
11705
---
45
11705
11711
10868
---
45
11711
10912
11713
---
45
10868
11711
11712
---
45
11712
11713
10872
---
45
11714
10927
11716
---
45
10928
11714
11715
---
45
11715
11716
10915
---
45
11716
10927
11717
---
45
10915
11716
11667
---
45
11667
11717
10914
---
45
11718
10929
11719
---
45
10927
11718
11717
---
45
11717
11719
10914
---
45
11719
10929
11720
---
45
10914
11719
11671
---
45
11671
11720
10875
---
45
11721
10928
11723
---
45
10869
11721
11722
---
45
11722
11723
10920
---
45
11723
10928
11715
---
45
10920
11723
11679
---
45
11679
11715
10915
---
45
11702
10925
11724
---
45
10924
11702
11698
---
45
11698
11724
10919
---
45
11710
10926
11725
---
45
10925
11710
11724
---
45
11724
11725
10919
---
45
11725
10926
11726
---
45
10919
11725
11675
---
45
11675
11726
10918
---
45
11569
10869
11727
---
45
10871
11569
11695
---
45
11695
11727
10923
---
45
11727
10869
11722
---
45
10923
11727
11689
---
45
11689
11722
10920
---
45
11728
10871
11729
---
45
10872
11728
11712
---
45
11712
11729
10868
---
45
11729
10871
11693
---
45
10868
11729
11565
---
45
11565
11693
10867
---
45
11730
10870
11731
---
45
10873
11730
11570
---
45
11570
11731
10872
---
45
11731
10870
11568
---
45
10872
11731
11728
---
45
11728
11568
10871
---
45
11726
10926
11708
---
45
10918
11726
11683
---
45
11683
11708
10922
---
45
11577
11155
11733
---
45
10878
11577
11732
---
45
11732
11733
10928
---
45
11657
10877
11735
---
45
10910
11657
11734
---
45
11734
11735
10874
---
45
11735
10877
11737
---
45
10874
11735
11736
---
45
11736
11737
10878
---
45
11661
10910
11738
---
45
10912
11661
11713
---
45
11713
11738
10872
---
45
11738
10910
11734
---
45
10872
11738
11572
---
45
11572
11734
10874
---
45
11714
10928
11739
---
45
10927
11714
11718
---
45
11718
11739
10929
---
45
11739
10928
11733
---
45
10929
11739
11740
---
45
11740
11733
11155
---
45
11571
10874
11741
---
45
10873
11571
11730
---
45
11730
11741
10870
---
45
11741
10874
11742
---
45
10870
11741
11567
---
45
11567
11742
10869
---
45
11732
10928
11743
---
45
10878
11732
11736
---
45
11736
11743
10874
---
45
11743
10928
11721
---
45
10874
11743
11742
---
45
11742
11721
10869
---
45
11609
10895
11745
---
45
10896
11609
11744
---
45
11744
11745
10864
---
45
11745
10895
11746
---
45
10864
11745
11559
---
45
11559
11746
10863
---
45
11747
10899
11613
---
45
10854
11747
11748
---
45
11748
11613
10900
---
45
11617
10902
11750
---
45
10900
11617
11749
---
45
11749
11750
11158
---
45
11750
10902
11751
---
45
11158
11750
11539
---
45
11539
11751
10853
---
45
11625
10904
11752
---
45
10902
11625
11751
---
45
11751
11752
10853
---
45
11752
10904
11753
---
45
10853
11752
11537
---
45
11537
11753
10852
---
45
11631
10905
11754
---
45
10904
11631
11753
---
45
11753
11754
10852
---
45
11754
10905
11755
---
45
10852
11754
11556
---
45
11556
11755
10862
---
45
11635
10907
11756
---
45
10905
11635
11755
---
45
11755
11756
10862
---
45
11756
10907
11757
---
45
10862
11756
11591
---
45
11591
11757
10889
---
45
11639
10896
11758
---
45
10907
11639
11757
---
45
11757
11758
10889
---
45
11758
10896
11744
---
45
10889
11758
11592
---
45
11592
11744
10864
---
45
11759
10865
11760
---
45
10894
11759
11640
---
45
11640
11760
10895
---
45
11760
10865
11563
---
45
10895
11760
11746
---
45
11746
11563
10863
---
45
11549
10861
11762
---
45
10851
11549
11761
---
45
11761
11762
10834
---
45
11762
10861
11764
---
45
10834
11762
11763
---
45
11763
11764
10841
---
45
11524
10843
11766
---
45
10845
11524
11765
---
45
11765
11766
10857
---
45
11767
10843
11520
---
45
10861
11767
11764
---
45
11764
11520
10841
---
45
11543
10855
11769
---
45
10857
11543
11768
---
45
11768
11769
10930
---
45
11770
10865
11759
---
45
10932
11770
11771
---
45
11771
11759
10894
---
45
11772
10931
11773
---
45
10932
11772
11770
---
45
11770
11773
10865
---
45
11768
10930
11774
---
45
10857
11768
11765
---
45
11765
11774
10845
---
45
11774
10930
11775
---
45
10845
11774
11535
---
45
11535
11775
10850
---
45
11773
10931
11776
---
45
10865
11773
11562
---
45
11562
11776
10855
---
45
11776
10931
11777
---
45
10855
11776
11769
---
45
11769
11777
10930
---
45
11778
10861
11553
---
45
10857
11778
11547
---
45
11547
11553
10859
---
45
11766
10843
11767
---
45
10857
11766
11778
---
45
11778
11767
10861
---
45
11663
10898
11611
---
45
10913
11663
11779
---
45
11779
11611
10899
---
45
11780
10851
11761
---
45
10854
11780
11781
---
45
11781
11761
10834
---
45
11782
10936
11784
---
45
10934
11782
11783
---
45
11783
11784
10935
---
45
11785
10933
11786
---
45
10934
11785
11782
---
45
11782
11786
10936
---
45
11787
11045
11788
---
45
10934
11787
11785
---
45
11785
11788
10933
---
45
11788
11045
11790
---
45
10933
11788
11789
---
45
11789
11790
10938
---
45
11791
10939
11793
---
45
10940
11791
11792
---
45
11792
11793
10933
---
45
11793
10939
11794
---
45
10933
11793
11786
---
45
11786
11794
10936
---
45
11795
10941
11796
---
45
10940
11795
11791
---
45
11791
11796
10939
---
45
11796
10941
11798
---
45
10939
11796
11797
---
45
11797
11798
10942
---
45
11799
10943
11800
---
45
10940
11799
11795
---
45
11795
11800
10941
---
45
11800
10943
11802
---
45
10941
11800
11801
---
45
11801
11802
10944
---
45
11792
10933
11803
---
45
10940
11792
11799
---
45
11799
11803
10943
---
45
11803
10933
11789
---
45
10943
11803
11804
---
45
11804
11789
10938
---
45
11805
10939
11807
---
45
10945
11805
11806
---
45
11806
11807
10946
---
45
11808
10935
11784
---
45
10945
11808
11809
---
45
11809
11784
10936
---
45
11810
10848
11811
---
45
10945
11810
11808
---
45
11808
11811
10935
---
45
11811
10848
11534
---
45
10935
11811
11812
---
45
11812
11534
10850
---
45
11806
10946
11813
---
45
10945
11806
11810
---
45
11810
11813
10848
---
45
11813
10946
11814
---
45
10848
11813
11532
---
45
11532
11814
10849
---
45
11794
10939
11805
---
45
10936
11794
11809
---
45
11809
11805
10945
---
45
11807
10939
11797
---
45
10946
11807
11815
---
45
11815
11797
10942
---
45
11816
11154
11818
---
45
10930
11816
11817
---
45
11817
11818
10935
---
45
11819
11154
11821
---
45
10934
11819
11820
---
45
11820
11821
10937
---
45
11783
10935
11818
---
45
10934
11783
11819
---
45
11819
11818
11154
---
45
11817
10935
11812
---
45
10930
11817
11775
---
45
11775
11812
10850
---
45
11822
11024
11824
---
45
11157
11822
11823
---
45
11823
11824
10937
---
45
11825
10947
11826
---
45
10899
11825
11779
---
45
11779
11826
10913
---
45
11747
10854
11827
---
45
10899
11747
11825
---
45
11825
11827
10947
---
45
11828
10948
11830
---
45
10949
11828
11829
---
45
11829
11830
10950
---
45
11830
10948
11832
---
45
10950
11830
11831
---
45
11831
11832
10951
---
45
11833
10950
11831
---
45
10952
11833
11834
---
45
11834
11831
10951
---
45
11835
11076
11837
---
45
10954
11835
11836
---
45
11836
11837
10953
---
45
11838
10951
11832
---
45
10954
11838
11839
---
45
11839
11832
10948
---
45
11840
10952
11834
---
45
10953
11840
11841
---
45
11841
11834
10951
---
45
11842
10958
11844
---
45
10959
11842
11843
---
45
11843
11844
10960
---
45
11845
10964
11847
---
45
10950
11845
11846
---
45
11846
11847
10961
---
45
11848
10950
11846
---
45
10962
11848
11849
---
45
11849
11846
10961
---
45
11850
10963
11852
---
45
10960
11850
11851
---
45
11851
11852
10965
---
45
11847
10964
11854
---
45
10961
11847
11853
---
45
11853
11854
10967
---
45
11855
10962
11857
---
45
10966
11855
11856
---
45
11856
11857
10967
---
45
11857
10962
11849
---
45
10967
11857
11853
---
45
11853
11849
10961
---
45
11858
10968
11860
---
45
10969
11858
11859
---
45
11859
11860
10963
---
45
11861
10970
11863
---
45
10965
11861
11862
---
45
11862
11863
10967
---
45
11864
10967
11866
---
45
10971
11864
11865
---
45
11865
11866
11148
---
45
11867
10966
11856
---
45
10971
11867
11864
---
45
11864
11856
10967
---
45
11868
10972
11870
---
45
10968
11868
11869
---
45
11869
11870
10970
---
45
11870
10972
11872
---
45
10970
11870
11871
---
45
11871
11872
10973
---
45
11866
10967
11863
---
45
11148
11866
11873
---
45
11873
11863
10970
---
45
11874
10974
11876
---
45
11143
11874
11875
---
45
11875
11876
10811
---
45
11463
10811
11876
---
45
10810
11463
11877
---
45
11877
11876
10974
---
45
11878
10976
11880
---
45
10977
11878
11879
---
45
11879
11880
10974
---
45
11880
10976
11882
---
45
10974
11880
11881
---
45
11881
11882
10978
---
45
11877
10974
11881
---
45
10810
11877
11883
---
45
11883
11881
10978
---
45
11884
10810
11883
---
45
10979
11884
11885
---
45
11885
11883
10978
---
45
11886
10980
11888
---
45
10981
11886
11887
---
45
11887
11888
10982
---
45
11889
10983
11891
---
45
10984
11889
11890
---
45
11890
11891
10985
---
45
11891
10983
11893
---
45
10985
11891
11892
---
45
11892
11893
10986
---
45
11894
10987
11896
---
45
10988
11894
11895
---
45
11895
11896
10984
---
45
11896
10987
11897
---
45
10984
11896
11889
---
45
11889
11897
10983
---
45
11898
10989
11899
---
45
10983
11898
11893
---
45
11893
11899
10986
---
45
11900
10984
11890
---
45
10990
11900
11901
---
45
11901
11890
10985
---
45
11902
10991
11904
---
45
10992
11902
11903
---
45
11903
11904
10993
---
45
11904
10991
11906
---
45
10993
11904
11905
---
45
11905
11906
10994
---
45
11907
10973
11909
---
45
11150
11907
11908
---
45
11908
11909
10995
---
45
11909
10973
11911
---
45
10995
11909
11910
---
45
11910
11911
10996
---
45
11872
10972
11912
---
45
10973
11872
11911
---
45
11911
11912
10996
---
45
11913
10993
11914
---
45
10996
11913
11910
---
45
11910
11914
10995
---
45
11914
10993
11905
---
45
10995
11914
11915
---
45
11915
11905
10994
---
45
11913
10996
11917
---
45
10993
11913
11916
---
45
11916
11917
11090
---
45
11894
10988
11919
---
45
10987
11894
11918
---
45
11918
11919
10820
---
45
11920
10998
11922
---
45
10999
11920
11921
---
45
11921
11922
11000
---
45
11922
10998
11924
---
45
11000
11922
11923
---
45
11923
11924
11001
---
45
11925
10989
11926
---
45
10999
11925
11920
---
45
11920
11926
10998
---
45
11926
10989
11928
---
45
10998
11926
11927
---
45
11927
11928
11002
---
45
11929
11001
11931
---
45
11003
11929
11930
---
45
11930
11931
11004
---
45
11932
11000
11923
---
45
11003
11932
11929
---
45
11929
11923
11001
---
45
11933
10999
11921
---
45
11005
11933
11934
---
45
11934
11921
11000
---
45
11935
11006
11937
---
45
11007
11935
11936
---
45
11936
11937
11003
---
45
11937
11006
11938
---
45
11003
11937
11932
---
45
11932
11938
11000
---
45
11938
11006
11939
---
45
11000
11938
11934
---
45
11934
11939
11005
---
45
11900
10990
11940
---
45
10984
11900
11895
---
45
11895
11940
10988
---
45
11940
10990
11942
---
45
10988
11940
11941
---
45
11941
11942
11008
---
45
11943
11009
11945
---
45
11010
11943
11944
---
45
11944
11945
10990
---
45
11945
11009
11946
---
45
10990
11945
11942
---
45
11942
11946
11008
---
45
11947
11011
11949
---
45
11010
11947
11948
---
45
11948
11949
11006
---
45
11949
11011
11950
---
45
11006
11949
11939
---
45
11939
11950
11005
---
45
11943
11010
11952
---
45
11009
11943
11951
---
45
11951
11952
11007
---
45
11952
11010
11948
---
45
11007
11952
11935
---
45
11935
11948
11006
---
45
11944
10990
11953
---
45
11010
11944
11947
---
45
11947
11953
11011
---
45
11953
10990
11901
---
45
11011
11953
11954
---
45
11954
11901
10985
---
45
11954
10985
11955
---
45
11011
11954
11950
---
45
11950
11955
11005
---
45
11955
10985
11892
---
45
11005
11955
11956
---
45
11956
11892
10986
---
45
11897
10987
11957
---
45
10983
11897
11898
---
45
11898
11957
10989
---
45
11957
10987
11958
---
45
10989
11957
11928
---
45
11928
11958
11002
---
45
11956
10986
11959
---
45
11005
11956
11933
---
45
11933
11959
10999
---
45
11959
10986
11899
---
45
10999
11959
11925
---
45
11925
11899
10989
---
45
11960
10988
11962
---
45
11012
11960
11961
---
45
11961
11962
11014
---
45
11963
10820
11919
---
45
11012
11963
11960
---
45
11960
11919
10988
---
45
11887
10982
11965
---
45
10981
11887
11964
---
45
11964
11965
10992
---
45
11966
11016
11968
---
45
11015
11966
11967
---
45
11967
11968
11009
---
45
11968
11016
11969
---
45
11009
11968
11946
---
45
11946
11969
11008
---
45
11941
11008
11970
---
45
10988
11941
11962
---
45
11962
11970
11014
---
45
11970
11008
11969
---
45
11014
11970
11971
---
45
11971
11969
11016
---
45
11972
10980
11973
---
45
11007
11972
11951
---
45
11951
11973
11009
---
45
11973
10980
11974
---
45
11009
11973
11967
---
45
11967
11974
11015
---
45
11966
11015
11976
---
45
11016
11966
11975
---
45
11975
11976
11017
---
45
11977
10980
11886
---
45
11017
11977
11978
---
45
11978
11886
10981
---
45
11979
11018
11980
---
45
10981
11979
11978
---
45
11978
11980
11017
---
45
11977
11017
11976
---
45
10980
11977
11974
---
45
11974
11976
11015
---
45
11971
11016
11982
---
45
11014
11971
11981
---
45
11981
11982
11018
---
45
11982
11016
11975
---
45
11018
11982
11980
---
45
11980
11975
11017
---
45
11983
11003
11985
---
45
11019
11983
11984
---
45
11984
11985
11020
---
45
11985
11003
11930
---
45
11020
11985
11986
---
45
11986
11930
11004
---
45
11987
11019
11989
---
45
10982
11987
11988
---
45
11988
11989
11021
---
45
11989
11019
11984
---
45
11021
11989
11990
---
45
11990
11984
11020
---
45
11991
11019
11987
---
45
10980
11991
11888
---
45
11888
11987
10982
---
45
11972
11007
11992
---
45
10980
11972
11991
---
45
11991
11992
11019
---
45
11992
11007
11936
---
45
11019
11992
11983
---
45
11983
11936
11003
---
45
11965
10982
11993
---
45
10992
11965
11902
---
45
11902
11993
10991
---
45
11993
10982
11988
---
45
10991
11993
11994
---
45
11994
11988
11021
---
45
11995
11022
11996
---
45
10987
11995
11958
---
45
11958
11996
11002
---
45
11918
10820
11997
---
45
10987
11918
11995
---
45
11995
11997
11022
---
45
11998
11131
11999
---
45
11012
11998
11963
---
45
11963
11999
10820
---
45
12000
11023
12001
---
45
11014
12000
11961
---
45
11961
12001
11012
---
45
12002
11023
12000
---
45
11018
12002
11981
---
45
11981
12000
11014
---
45
12003
11024
11822
---
45
11025
12003
12004
---
45
12004
11822
11157
---
45
12005
10931
12006
---
45
10937
12005
11823
---
45
11823
12006
11157
---
45
12007
11026
12008
---
45
10971
12007
11867
---
45
11867
12008
10966
---
45
12008
11026
12010
---
45
10966
12008
12009
---
45
12009
12010
11027
---
45
12007
10971
12012
---
45
11026
12007
12011
---
45
12011
12012
11028
---
45
12012
10971
12014
---
45
11028
12012
12013
---
45
12013
12014
11147
---
45
12015
11029
12017
---
45
11030
12015
12016
---
45
12016
12017
11031
---
45
12018
11031
12019
---
45
11026
12018
12010
---
45
12010
12019
11027
---
45
12019
11031
12017
---
45
11027
12019
12020
---
45
12020
12017
11029
---
45
12011
11028
12021
---
45
11026
12011
12018
---
45
12018
12021
11031
---
45
12021
11028
12023
---
45
11031
12021
12022
---
45
12022
12023
11032
---
45
12024
11027
12026
---
45
11033
12024
12025
---
45
12025
12026
11034
---
45
12026
11027
12020
---
45
11034
12026
12027
---
45
12027
12020
11029
---
45
12024
11033
12028
---
45
11027
12024
12009
---
45
12009
12028
10966
---
45
12028
11033
12029
---
45
10966
12028
11855
---
45
11855
12029
10962
---
45
12030
11035
12031
---
45
11033
12030
12029
---
45
12029
12031
10962
---
45
12031
11035
12032
---
45
10962
12031
11848
---
45
11848
12032
10950
---
45
12033
11030
12035
---
45
11036
12033
12034
---
45
12034
12035
11037
---
45
12035
11030
12037
---
45
11037
12035
12036
---
45
12036
12037
11038
---
45
12034
11037
12039
---
45
11036
12034
12038
---
45
12038
12039
10943
---
45
12039
11037
12040
---
45
10943
12039
11802
---
45
11802
12040
10944
---
45
12041
11036
12043
---
45
11039
12041
12042
---
45
12042
12043
10938
---
45
12043
11036
12038
---
45
10938
12043
11804
---
45
11804
12038
10943
---
45
12041
11039
12044
---
45
11036
12041
12033
---
45
12033
12044
11030
---
45
12044
11039
12046
---
45
11030
12044
12045
---
45
12045
12046
11040
---
45
12047
11038
12048
---
45
11032
12047
12022
---
45
12022
12048
11031
---
45
12048
11038
12037
---
45
11031
12048
12016
---
45
12016
12037
11030
---
45
12027
11029
12050
---
45
11034
12027
12049
---
45
12049
12050
11040
---
45
12050
11029
12015
---
45
11040
12050
12045
---
45
12045
12015
11030
---
45
12003
11025
12052
---
45
11024
12003
12051
---
45
12051
12052
11042
---
45
12052
11025
12054
---
45
11042
12052
12053
---
45
12053
12054
10954
---
45
12055
11043
12057
---
45
11044
12055
12056
---
45
12056
12057
11042
---
45
12058
11043
12059
---
45
11040
12058
12049
---
45
12049
12059
11034
---
45
12059
11043
12055
---
45
11034
12059
12060
---
45
12060
12055
11044
---
45
12061
11024
12063
---
45
11045
12061
12062
---
45
12062
12063
11046
---
45
12063
11024
12051
---
45
11046
12063
12064
---
45
12064
12051
11042
---
45
12062
11046
12066
---
45
11045
12062
12065
---
45
12065
12066
11039
---
45
11790
11045
12065
---
45
10938
11790
12042
---
45
12042
12065
11039
---
45
12061
11045
12067
---
45
11024
12061
11824
---
45
11824
12067
10937
---
45
12067
11045
11787
---
45
10937
12067
11820
---
45
11820
11787
10934
---
45
12068
11046
12064
---
45
11043
12068
12057
---
45
12057
12064
11042
---
45
12066
11046
12069
---
45
11039
12066
12046
---
45
12046
12069
11040
---
45
12069
11046
12068
---
45
11040
12069
12058
---
45
12058
12068
11043
---
45
11828
10949
12071
---
45
10948
11828
12070
---
45
12070
12071
11042
---
45
12072
11044
12056
---
45
10949
12072
12071
---
45
12071
12056
11042
---
45
12060
11044
12074
---
45
11034
12060
12073
---
45
12073
12074
11035
---
45
12074
11044
12072
---
45
11035
12074
12075
---
45
12075
12072
10949
---
45
11839
10948
12070
---
45
10954
11839
12053
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45
12053
12070
11042
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45
12076
11138
12078
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45
11139
12076
12077
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45
12077
12078
11128
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45
11515
10830
12080
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10838
11515
12079
---
45
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11137
---
45
12081
10947
12083
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45
11049
12081
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12083
11050
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45
12084
11025
12086
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45
11051
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45
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10932
---
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11136
12089
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11137
12087
12088
---
45
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12089
11048
---
45
12090
11049
12082
---
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11048
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12091
---
45
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12082
11050
---
45
12092
11053
12093
---
45
10913
12092
11662
---
45
11662
12093
10911
---
45
12093
11053
12095
---
45
10911
12093
12094
---
45
12094
12095
11054
---
45
12096
11054
12097
---
45
10909
12096
11652
---
45
11652
12097
10908
---
45
12097
11054
12099
---
45
10908
12097
12098
---
45
12098
12099
11051
---
45
11826
10947
12100
---
45
10913
11826
12092
---
45
12092
12100
11053
---
45
12100
10947
12081
---
45
11053
12100
12101
---
45
12101
12081
11049
---
45
11645
10908
12102
---
45
10894
11645
11771
---
45
11771
12102
10932
---
45
12102
10908
12098
---
45
10932
12102
12085
---
45
12085
12098
11051
---
45
11658
10911
12094
---
45
10909
11658
12096
---
45
12096
12094
11054
---
45
12103
10809
12105
---
45
12104
12105
11056
---
45
12105
10809
12107
---
45
11056
12105
12106
---
45
12106
12107
11057
---
45
12103
11055
12109
---
45
10809
12103
12108
---
45
12108
12109
11058
---
45
11058
12109
12110
---
45
12110
12111
11059
---
45
12110
11059
12113
---
45
11058
12110
12112
---
45
12112
12113
10815
---
45
12113
11059
12115
---
45
10815
12113
12114
---
45
12114
12115
11060
---
45
11468
10815
12116
---
45
10812
11468
11467
---
45
11467
12116
10814
---
45
12116
10815
12114
---
45
10814
12116
12117
---
45
12117
12114
11060
---
45
12118
10979
12119
---
45
10809
12118
12107
---
45
12107
12119
11057
---
45
11462
10810
11884
---
45
10809
11462
12118
---
45
12118
11884
10979
---
45
11465
10813
12120
---
45
10812
11465
11472
---
45
11472
12120
10817
---
45
12120
10813
12122
---
45
10817
12120
12121
---
45
12121
12122
11061
---
45
12108
11058
12123
---
45
10809
12108
11464
---
45
11464
12123
10811
---
45
12123
11058
12125
---
45
10811
12123
12124
---
45
12124
12125
10816
---
45
12125
11058
12112
---
45
10816
12125
11469
---
45
11469
12112
10815
---
45
12126
11062
12127
---
45
10813
12126
12122
---
45
12122
12127
11061
---
45
12127
11062
12129
---
45
11061
12127
12128
---
45
12128
12129
11063
---
45
12130
11013
12132
---
45
10975
12130
12131
---
45
12131
12132
11064
---
45
12133
11064
12135
---
45
11065
12133
12134
---
45
12134
12135
11047
---
45
12136
11066
12138
---
45
11067
12136
12137
---
45
12137
12138
11052
---
45
12139
11066
12141
---
45
11136
12139
12140
---
45
12140
12141
11053
---
45
12142
11064
12132
---
45
11069
12142
12143
---
45
12143
12132
11013
---
45
12144
11129
12145
---
45
11064
12144
12135
---
45
12135
12145
11047
---
45
12146
11052
12147
---
45
11137
12146
12087
---
45
12087
12147
11136
---
45
12148
11069
12150
---
45
11130
12148
12149
---
45
12149
12150
11070
---
45
12148
11130
12151
---
45
11069
12148
12142
---
45
12142
12151
11064
---
45
12152
11070
12154
---
45
11071
12152
12153
---
45
12153
12154
11072
---
45
12155
11072
12154
---
45
11069
12155
12150
---
45
12150
12154
11070
---
45
12156
11072
12158
---
45
11073
12156
12157
---
45
12157
12158
11023
---
45
12158
11072
12159
---
45
11023
12158
12001
---
45
12001
12159
11012
---
45
12160
11012
12161
---
45
11013
12160
12143
---
45
12143
12161
11069
---
45
12155
11069
12161
---
45
11072
12155
12159
---
45
12159
12161
11012
---
45
12162
11070
12164
---
45
11068
12162
12163
---
45
12163
12164
11074
---
45
12165
11068
12167
---
45
11066
12165
12166
---
45
12166
12167
11075
---
45
12136
11067
12168
---
45
11066
12136
12165
---
45
12165
12168
11068
---
45
12169
11075
12171
---
45
11076
12169
12170
---
45
12170
12171
11074
---
45
12171
11075
12167
---
45
11074
12171
12163
---
45
12163
12167
11068
---
45
12172
11146
12174
---
45
11074
12172
12173
---
45
12173
12174
10956
---
45
11837
11076
12170
---
45
10953
11837
12175
---
45
12175
12170
11074
---
45
12176
10953
12175
---
45
10956
12176
12173
---
45
12173
12175
11074
---
45
12177
10975
12131
---
45
11065
12177
12133
---
45
12133
12131
11064
---
45
12178
11142
12179
---
45
11065
12178
12177
---
45
12177
12179
10975
---
45
11879
10974
11874
---
45
10977
11879
12180
---
45
12180
11874
11143
---
45
12181
11142
12178
---
45
10822
12181
12182
---
45
12182
12178
11065
---
45
12183
11145
12184
---
45
10816
12183
12124
---
45
12124
12184
10811
---
45
12185
11013
12130
---
45
10816
12185
12186
---
45
12186
12130
10975
---
45
12187
10819
12188
---
45
10816
12187
12185
---
45
12185
12188
11013
---
45
11483
10825
12190
---
45
10824
11483
12189
---
45
12189
12190
11077
---
45
11488
10822
12182
---
45
10827
11488
12191
---
45
12191
12182
11065
---
45
12076
11139
12193
---
45
11138
12076
12192
---
45
12192
12193
11047
---
45
12194
10827
12191
---
45
11047
12194
12134
---
45
12134
12191
11065
---
45
11492
10828
12195
---
45
10825
11492
12190
---
45
12190
12195
11077
---
45
12196
11066
12166
---
45
11054
12196
12197
---
45
12197
12166
11075
---
45
12084
11051
12198
---
45
11025
12084
12054
---
45
12054
12198
10954
---
45
12198
11051
12199
---
45
10954
12198
11835
---
45
11835
12199
11076
---
45
11841
10951
11838
---
45
10953
11841
11836
---
45
11836
11838
10954
---
45
12169
11076
12200
---
45
11075
12169
12197
---
45
12197
12200
11054
---
45
12200
11076
12199
---
45
11054
12200
12099
---
45
12099
12199
11051
---
45
11466
10814
12201
---
45
10813
11466
12126
---
45
12126
12201
11062
---
45
12201
10814
12203
---
45
11062
12201
12202
---
45
12202
12203
11078
---
45
12091
11050
12205
---
45
11048
12091
12204
---
45
12204
12205
10838
---
45
12205
11050
12206
---
45
10838
12205
11509
---
45
11509
12206
10835
---
45
12207
11073
12209
---
45
11134
12207
12208
---
45
12208
12209
11080
---
45
12210
11103
12212
---
45
10992
12210
12211
---
45
12211
12212
11079
---
45
12213
10992
12211
---
45
11144
12213
12214
---
45
12214
12211
11079
---
45
12121
11061
12215
---
45
10817
12121
11474
---
45
11474
12215
10818
---
45
12215
11061
12216
---
45
10818
12215
11478
---
45
11478
12216
10821
---
45
11479
10819
12187
---
45
10818
11479
11473
---
45
11473
12187
10816
---
45
12128
11063
12217
---
45
11061
12128
12216
---
45
12216
12217
10821
---
45
12217
11063
12219
---
45
10821
12217
12218
---
45
12218
12219
11081
---
45
11476
10821
12220
---
45
10820
11476
11997
---
45
11997
12220
11022
---
45
12220
10821
12218
---
45
11022
12220
12221
---
45
12221
12218
11081
---
45
12184
11145
12223
---
45
10811
12184
12222
---
45
12222
12223
11142
---
45
12189
11077
12225
---
45
10824
12189
12224
---
45
12224
12225
11082
---
45
12225
11077
12227
---
45
11082
12225
12226
---
45
12226
12227
11083
---
45
11878
10977
12229
---
45
10976
11878
12228
---
45
12228
12229
11083
---
45
12229
10977
12230
---
45
11083
12229
12226
---
45
12226
12230
11082
---
45
11481
10824
12224
---
45
10823
11481
12231
---
45
12231
12224
11082
---
45
12232
10823
12231
---
45
10977
12232
12230
---
45
12230
12231
11082
---
45
12233
11084
12235
---
45
11085
12233
12234
---
45
12234
12235
10969
---
45
12236
11084
12238
---
45
10968
12236
12237
---
45
12237
12238
11086
---
45
12239
11084
12233
---
45
11087
12239
12240
---
45
12240
12233
11085
---
45
12241
11087
12240
---
45
11088
12241
12242
---
45
12242
12240
11085
---
45
12243
11085
12234
---
45
11089
12243
12244
---
45
12244
12234
10969
---
45
12245
11089
12244
---
45
10963
12245
11859
---
45
11859
12244
10969
---
45
12246
11088
12247
---
45
12248
11086
12250
---
45
11090
12248
12249
---
45
12249
12250
11091
---
45
12251
11092
12253
---
45
11087
12251
12252
---
45
12252
12253
11091
---
45
12254
10958
11842
---
45
11093
12254
12255
---
45
12255
11842
10959
---
45
12256
10959
12258
---
45
10952
12256
12257
---
45
12257
12258
10964
---
45
12259
11093
12255
---
45
11094
12259
12260
---
45
12260
12255
10959
---
45
12261
10957
12262
---
45
10952
12261
12256
---
45
12256
12262
10959
---
45
12263
11095
12264
---
45
11087
12263
12251
---
45
12251
12264
11092
---
45
12265
11084
12239
---
45
11091
12265
12252
---
45
12252
12239
11087
---
45
12266
11092
12264
---
45
12267
12264
11095
---
45
12268
11093
12259
---
45
12267
11095
12269
---
45
12269
11095
12270
---
45
12246
12270
11088
---
45
11850
10960
11844
---
45
10963
11850
12271
---
45
12271
11844
10958
---
45
12272
11093
12274
---
45
11089
12272
12273
---
45
12273
12274
11096
---
45
12276
11097
12278
---
45
11092
12276
12277
---
45
12277
12278
11098
---
45
11092
12279
12280
---
45
12280
12281
11099
---
45
12278
11097
12283
---
45
11098
12278
12282
---
45
12282
12283
11100
---
45
12283
11097
12285
---
45
11100
12283
12284
---
45
12284
12285
11101
---
45
12281
12286
11099
---
45
12287
10955
12289
---
45
11094
12287
12288
---
45
12288
12289
11102
---
45
12290
11100
12284
---
45
11102
12290
12291
---
45
12291
12284
11101
---
45
12213
11144
12292
---
45
10992
12213
11964
---
45
11964
12292
10981
---
45
12210
10992
11903
---
45
11103
12210
12293
---
45
12293
11903
10993
---
45
12294
10953
12296
---
45
10957
12294
12295
---
45
12295
12296
11132
---
45
12156
11073
12297
---
45
11072
12156
12153
---
45
12153
12297
11071
---
45
12298
11100
12300
---
45
11135
12298
12299
---
45
12299
12300
10955
---
45
12301
11133
12302
---
45
11134
12301
12207
---
45
12207
12302
11073
---
45
12209
11073
12157
---
45
11080
12209
12303
---
45
12303
12157
11023
---
45
12294
10957
12261
---
45
10953
12294
11840
---
45
11840
12261
10952
---
45
12304
11146
12306
---
45
11135
12304
12305
---
45
12305
12306
11071
---
45
12307
11092
12309
---
45
11090
12307
12308
---
45
12308
12309
11103
---
45
12309
11092
12277
---
45
11103
12309
12310
---
45
12310
12277
11098
---
45
12270
11095
12263
---
45
11088
12270
12241
---
45
12241
12263
11087
---
45
12311
10972
12312
---
45
11090
12311
12248
---
45
12248
12312
11086
---
45
12307
11090
12249
---
45
11092
12307
12253
---
45
12253
12249
11091
---
45
12308
11103
12293
---
45
11090
12308
11916
---
45
11916
12293
10993
---
45
12311
11090
11917
---
45
10972
12311
11912
---
45
11912
11917
10996
---
45
12313
11096
12314
---
45
11085
12313
12242
---
45
12242
12314
11088
---
45
11088
12314
12247
---
45
12101
11049
12315
---
45
11053
12101
12140
---
45
12140
12315
11136
---
45
11497
10854
11781
---
45
10833
11497
12316
---
45
12316
11781
10834
---
45
12083
10947
11827
---
45
11050
12083
12317
---
45
12317
11827
10854
---
45
12206
11050
12317
---
45
10835
12206
11498
---
45
11498
12317
10854
---
45
12318
11098
12282
---
45
11133
12318
12319
---
45
12319
12282
11100
---
45
12002
11018
12320
---
45
11023
12002
12303
---
45
12303
12320
11080
---
45
12073
11035
12030
---
45
11034
12073
12025
---
45
12025
12030
11033
---
45
12032
11035
12075
---
45
10950
12032
11829
---
45
11829
12075
10949
---
45
12321
11149
12323
---
45
10997
12321
12322
---
45
12322
12323
10973
---
45
12324
11041
12325
---
45
11147
12324
12013
---
45
12013
12325
11028
---
45
12326
10829
11490
---
45
10837
12326
11503
---
45
11503
11490
10826
---
45
12327
11104
12329
---
45
11105
12327
12328
---
45
12328
12329
11106
---
45
12330
11107
12332
---
45
11108
12330
12331
---
45
12331
12332
11105
---
45
12332
11107
12333
---
45
11105
12332
12327
---
45
12327
12333
11104
---
45
12328
11106
12335
---
45
11105
12328
12334
---
45
12334
12335
10831
---
45
12335
11106
12336
---
45
10831
12335
11512
---
45
11512
12336
10839
---
45
12337
11108
12331
---
45
10831
12337
12334
---
45
12334
12331
11105
---
45
12338
10841
12340
---
45
11109
12338
12339
---
45
12339
12340
11110
---
45
12340
10841
11518
---
45
11110
12340
12341
---
45
12341
11518
10842
---
45
12342
11110
12344
---
45
11111
12342
12343
---
45
12343
12344
10847
---
45
12344
11110
12341
---
45
10847
12344
11527
---
45
11527
12341
10842
---
45
12345
11112
12346
---
45
10841
12345
11763
---
45
11763
12346
10834
---
45
12338
11109
12347
---
45
10841
12338
12345
---
45
12345
12347
11112
---
45
12348
11113
12349
---
45
11109
12348
12347
---
45
12347
12349
11112
---
45
12349
11113
12351
---
45
11112
12349
12350
---
45
12350
12351
11114
---
45
12352
11151
12353
---
45
11109
12352
12348
---
45
12348
12353
11113
---
45
12339
11110
12354
---
45
11109
12339
12352
---
45
12352
12354
11151
---
45
12342
11111
12356
---
45
11110
12342
12355
---
45
12355
12356
11115
---
45
12356
11111
12358
---
45
11115
12356
12357
---
45
12357
12358
11116
---
45
12357
11116
12360
---
45
11115
12357
12359
---
45
12359
12360
11117
---
45
12360
11116
12362
---
45
11117
12360
12361
---
45
12361
12362
11119
---
45
12363
11151
12364
---
45
11117
12363
12359
---
45
12359
12364
11115
---
45
12365
11118
12366
---
45
11151
12365
12353
---
45
12353
12366
11113
---
45
12366
11118
12368
---
45
11113
12366
12367
---
45
12367
12368
11120
---
45
12367
11120
12369
---
45
11113
12367
12351
---
45
12351
12369
11114
---
45
12369
11120
12371
---
45
11114
12369
12370
---
45
12370
12371
11121
---
45
12372
10833
12316
---
45
11112
12372
12346
---
45
12346
12316
10834
---
45
12373
11122
12374
---
45
11121
12373
12370
---
45
12370
12374
11114
---
45
12374
11122
12376
---
45
11114
12374
12375
---
45
12375
12376
10840
---
45
12377
11123
12378
---
45
10832
12377
11494
---
45
11494
12378
10831
---
45
12372
11112
12379
---
45
10833
12372
11517
---
45
11517
12379
10840
---
45
12379
11112
12350
---
45
10840
12379
12375
---
45
12375
12350
11114
---
45
11516
10840
12380
---
45
10832
11516
12377
---
45
12377
12380
11123
---
45
12380
10840
12376
---
45
11123
12380
12381
---
45
12381
12376
11122
---
45
12382
11108
12337
---
45
11123
12382
12378
---
45
12378
12337
10831
---
45
12383
11124
12384
---
45
11123
12383
12382
---
45
12382
12384
11108
---
45
12381
11122
12385
---
45
11123
12381
12383
---
45
12383
12385
11124
---
45
12385
11122
12387
---
45
11124
12385
12386
---
45
12386
12387
11125
---
45
12388
11125
12390
---
45
11126
12388
12389
---
45
12389
12390
11121
---
45
12390
11125
12387
---
45
11121
12390
12373
---
45
12373
12387
11122
---
45
12371
11120
12391
---
45
11121
12371
12389
---
45
12389
12391
11126
---
45
12392
11107
12394
---
45
11127
12392
12393
---
45
12393
12394
11124
---
45
12394
11107
12330
---
45
11124
12394
12384
---
45
12384
12330
11108
---
45
12260
10959
12262
---
45
11094
12260
12395
---
45
12395
12262
10957
---
45
12395
10957
12396
---
45
11094
12395
12287
---
45
12287
12396
10955
---
45
12289
10955
12300
---
45
11102
12289
12290
---
45
12290
12300
11100
---
45
12276
11092
12280
---
45
11097
12276
12397
---
45
12397
12280
11099
---
45
12285
11097
12397
---
45
11101
12285
12286
---
45
12286
12397
11099
---
45
12243
11089
12273
---
45
11085
12243
12313
---
45
12313
12273
11096
---
45
12254
11093
12272
---
45
10958
12254
12398
---
45
12398
12272
11089
---
45
12258
10959
11843
---
45
10964
12258
12399
---
45
12399
11843
10960
---
45
12398
11089
12245
---
45
10958
12398
12271
---
45
12271
12245
10963
---
45
12257
10964
11845
---
45
10952
12257
11833
---
45
11833
11845
10950
---
45
11851
10965
12400
---
45
10960
11851
12399
---
45
12399
12400
10964
---
45
12400
10965
11862
---
45
10964
12400
11854
---
45
11854
11862
10967
---
45
11860
10968
12401
---
45
10963
11860
11852
---
45
11852
12401
10965
---
45
11869
10970
11861
---
45
10968
11869
12401
---
45
12401
11861
10965
---
45
12235
11084
12236
---
45
10969
12235
11858
---
45
11858
12236
10968
---
45
12237
11086
12312
---
45
10968
12237
11868
---
45
11868
12312
10972
---
45
12238
11084
12265
---
45
11086
12238
12250
---
45
12250
12265
11091
---
45
12117
11060
12402
---
45
10814
12117
12203
---
45
12203
12402
11078
---
45
12319
11100
12298
---
45
11133
12319
12403
---
45
12403
12298
11135
---
45
12404
11134
12208
---
45
11079
12404
12405
---
45
12405
12208
11080
---
45
12406
11103
12310
---
45
11134
12406
12407
---
45
12407
12310
11098
---
45
12080
10830
12409
---
45
11137
12080
12408
---
45
12408
12409
11128
---
45
12410
11052
12411
---
45
11138
12410
12078
---
45
12078
12411
11128
---
45
12412
11067
12137
---
45
11129
12412
12413
---
45
12413
12137
11052
---
45
12410
11138
12414
---
45
11052
12410
12413
---
45
12413
12414
11129
---
45
12415
11130
12416
---
45
11067
12415
12168
---
45
12168
12416
11068
---
45
12144
11064
12151
---
45
11129
12144
12417
---
45
12417
12151
11130
---
45
12418
11013
12188
---
45
11131
12418
12419
---
45
12419
12188
10819
---
45
11475
10820
11999
---
45
10819
11475
12419
---
45
12419
11999
11131
---
45
11998
11012
12160
---
45
11131
11998
12418
---
45
12418
12160
11013
---
45
12420
10956
12422
---
45
11132
12420
12421
---
45
12421
12422
10955
---
45
12295
11132
12421
---
45
10957
12295
12396
---
45
12396
12421
10955
---
45
12296
10953
12176
---
45
11132
12296
12420
---
45
12420
12176
10956
---
45
12423
11144
12214
---
45
11080
12423
12405
---
45
12405
12214
11079
---
45
12424
11071
12297
---
45
11133
12424
12302
---
45
12302
12297
11073
---
45
12318
11133
12301
---
45
11098
12318
12407
---
45
12407
12301
11134
---
45
12212
11103
12406
---
45
11079
12212
12404
---
45
12404
12406
11134
---
45
12149
11070
12162
---
45
11130
12149
12416
---
45
12416
12162
11068
---
45
12425
11146
12172
---
45
11070
12425
12164
---
45
12164
12172
11074
---
45
12424
11133
12403
---
45
11071
12424
12305
---
45
12305
12403
11135
---
45
12422
10956
12426
---
45
10955
12422
12299
---
45
12299
12426
11135
---
45
12412
11129
12417
---
45
11067
12412
12415
---
45
12415
12417
11130
---
45
12141
11066
12196
---
45
11053
12141
12095
---
45
12095
12196
11054
---
45
12315
11049
12090
---
45
11136
12315
12089
---
45
12089
12090
11048
---
45
12138
11066
12139
---
45
11052
12138
12147
---
45
12147
12139
11136
---
45
12411
11052
12146
---
45
11128
12411
12408
---
45
12408
12146
11137
---
45
12204
10838
12079
---
45
11048
12204
12088
---
45
12088
12079
11137
---
45
12077
11128
12409
---
45
11139
12077
12427
---
45
12427
12409
10830
---
45
12192
11047
12145
---
45
11138
12192
12414
---
45
12414
12145
11129
---
45
12428
11139
12427
---
45
10831
12428
11493
---
45
11493
12427
10830
---
45
12429
10827
12194
---
45
11139
12429
12193
---
45
12193
12194
11047
---
45
12428
10831
11513
---
45
11139
12428
12430
---
45
12430
11513
11140
---
45
11501
10827
12429
---
45
11140
11501
12430
---
45
12430
12429
11139
---
45
11487
10827
11499
---
45
10826
11487
11502
---
45
11502
11499
11153
---
45
12431
11142
12432
---
45
10977
12431
12232
---
45
12232
12432
10823
---
45
11480
10823
12432
---
45
10822
11480
12181
---
45
12181
12432
11142
---
45
12180
11143
12433
---
45
10977
12180
12431
---
45
12431
12433
11142
---
45
12433
11143
11875
---
45
11142
12433
12222
---
45
12222
11875
10811
---
45
11979
10981
12292
---
45
11018
11979
12434
---
45
12434
12292
11144
---
45
12434
11144
12423
---
45
11018
12434
12320
---
45
12320
12423
11080
---
45
12435
10975
12179
---
45
11145
12435
12223
---
45
12223
12179
11142
---
45
12186
10975
12435
---
45
10816
12186
12183
---
45
12183
12435
11145
---
45
12304
11135
12426
---
45
11146
12304
12174
---
45
12174
12426
10956
---
45
12152
11071
12306
---
45
11070
12152
12425
---
45
12425
12306
11146
---
45
12323
11149
12437
---
45
10973
12323
12436
---
45
12436
12437
11148
---
45
12014
10971
11865
---
45
11147
12014
12438
---
45
12438
11865
11148
---
45
12438
11148
12437
---
45
11147
12438
12439
---
45
12439
12437
11149
---
45
12436
11148
11873
---
45
10973
12436
11871
---
45
11871
11873
10970
---
45
12440
11041
12324
---
45
11149
12440
12439
---
45
12439
12324
11147
---
45
12441
11041
12440
---
45
10997
12441
12321
---
45
12321
12440
11149
---
45
12322
10973
11907
---
45
10997
12322
12442
---
45
12442
11907
11150
---
45
12443
11118
12365
---
45
11117
12443
12363
---
45
12363
12365
11151
---
45
12354
11110
12355
---
45
11151
12354
12364
---
45
12364
12355
11115
---
45
12444
11107
12392
---
45
11152
12444
12445
---
45
12445
12392
11127
---
45
11504
11153
12447
---
45
10837
11504
12446
---
45
12446
12447
11141
---
45
12447
11153
11505
---
45
11141
12447
12448
---
45
12448
11505
10836
---
45
12449
10931
12005
---
45
11154
12449
11821
---
45
11821
12005
10937
---
45
11777
10931
12449
---
45
10930
11777
11816
---
45
11816
12449
11154
---
45
12450
10875
11720
---
45
11155
12450
11740
---
45
11740
11720
10929
---
45
11651
10875
12450
---
45
10876
11651
11573
---
45
11573
12450
11155
---
45
11654
10908
11655
---
45
10877
11654
12451
---
45
12451
11655
11156
---
45
11576
10878
11737
---
45
11156
11576
12451
---
45
12451
11737
10877
---
45
12004
11157
12452
---
45
11025
12004
12086
---
45
12086
12452
10932
---
45
12452
11157
12006
---
45
10932
12452
11772
---
45
11772
12006
10931
---
45
11749
11158
12453
---
45
10900
11749
11748
---
45
11748
12453
10854
---
45
12453
11158
11540
---
45
10854
12453
11780
---
45
11780
11540
10851
---
45
12454
11159
12456
---
45
11161
12454
12455
---
45
12455
12456
11160
---
45
12457
11162
12459
---
45
11164
12457
12458
---
45
12458
12459
11163
---
45
12460
11162
12462
---
45
11166
12460
12461
---
45
12461
12462
11165
---
45
12463
11162
12460
---
45
11167
12463
12464
---
45
12464
12460
11166
---
45
12465
11167
12464
---
45
11168
12465
12466
---
45
12466
12464
11166
---
45
12467
11169
12469
---
45
11171
12467
12468
---
45
12468
12469
11170
---
45
12470
11169
12467
---
45
11168
12470
12471
---
45
12471
12467
11171
---
45
12472
11172
12474
---
45
11174
12472
12473
---
45
12473
12474
11173
---
45
12475
11172
12472
---
45
11175
12475
12476
---
45
12476
12472
11174
---
45
12477
11172
12475
---
45
11176
12477
12478
---
45
12478
12475
11175
---
45
12479
11172
12477
---
45
11177
12479
12480
---
45
12480
12477
11176
---
45
12478
11175
12482
---
45
11176
12478
12481
---
45
12481
12482
10829
---
45
12483
10828
11491
---
45
11175
12483
12482
---
45
12482
11491
10829
---
45
12484
11178
12486
---
45
11180
12484
12485
---
45
12485
12486
11179
---
45
12487
11183
12489
---
45
11196
12487
12488
---
45
12488
12489
11181
---
45
12490
11177
12492
---
45
11445
12490
12491
---
45
12491
12492
11456
---
45
12493
11456
12495
---
45
10837
12493
12494
---
45
12494
12495
11176
---
45
12496
11445
12491
---
45
10836
12496
12497
---
45
12497
12491
11456
---
45
12498
11184
12500
---
45
11183
12498
12499
---
45
12499
12500
11180
---
45
11511
10839
12501
---
45
10836
11511
12496
---
45
12496
12501
11445
---
45
12501
10839
12503
---
45
11445
12501
12502
---
45
12502
12503
11179
---
45
12504
11181
12489
---
45
11180
12504
12499
---
45
12499
12489
11183
---
45
12484
11180
12500
---
45
11178
12484
12505
---
45
12505
12500
11184
---
45
12506
11181
12504
---
45
11185
12506
12507
---
45
12507
12504
11180
---
45
12508
11186
12510
---
45
11188
12508
12509
---
45
12509
12510
11187
---
45
12511
11187
12513
---
45
11190
12511
12512
---
45
12512
12513
11189
---
45
12509
11187
12511
---
45
11188
12509
12514
---
45
12514
12511
11190
---
45
12515
10846
12516
---
45
11187
12515
12513
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12841
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11304
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11305
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11447
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12455
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11160
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12864
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11314
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12865
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11312
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12866
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11885
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12875
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11320
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11323
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11319
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11327
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12888
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10995
---
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11310
12855
---
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11311
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11328
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12878
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11322
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---
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10998
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11001
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12902
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11330
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10998
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11337
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12923
11333
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11337
12921
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12921
11336
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11337
12927
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11333
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11334
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11337
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11325
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11338
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11338
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12879
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12881
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11318
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12905
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11324
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12910
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11332
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11321
12935
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12904
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12904
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11329
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12938
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12937
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11339
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12897
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12939
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11323
12897
12938
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11339
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11317
12869
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11326
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12869
11316
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12944
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11336
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11342
---
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11343
12942
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11335
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12922
---
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12922
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11336
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11335
12918
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12936
---
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11323
---
45
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11335
12946
---
45
11343
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12947
---
45
12947
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11341
---
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11315
12949
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45
11336
12948
12928
---
45
12928
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11334
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11315
12948
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11342
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12943
---
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11336
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12951
11342
12944
---
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11344
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12952
---
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12952
12944
11343
---
45
12870
11315
12954
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11316
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12953
---
45
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12954
11344
---
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12955
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12956
---
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12953
---
45
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11316
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12951
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12954
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12950
---
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12954
11315
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45
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11343
12947
---
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11345
12957
12958
---
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12947
11341
---
45
12952
11343
12957
---
45
11344
12952
12955
---
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12955
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11345
---
45
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12961
---
45
11020
12959
12960
---
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11346
---
45
12906
11331
12959
---
45
11004
12906
11986
---
45
11986
12959
11020
---
45
12962
11346
12964
---
45
11021
12962
12963
---
45
12963
12964
11317
---
45
12960
11346
12962
---
45
11020
12960
11990
---
45
11990
12962
11021
---
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12964
11346
12965
---
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11317
12964
12868
---
45
12868
12965
11315
---
45
12966
11334
12949
---
45
11346
12966
12965
---
45
12965
12949
11315
---
45
12912
11334
12966
---
45
11331
12912
12961
---
45
12961
12966
11346
---
45
12967
11317
12940
---
45
10991
12967
12886
---
45
12886
12940
11326
---
45
12963
11317
12967
---
45
11021
12963
11994
---
45
11994
12967
10991
---
45
11996
11022
12968
---
45
11002
11996
12934
---
45
12934
12968
11322
---
45
12969
11170
12898
---
45
11022
12969
12968
---
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12968
12898
11322
---
45
12970
11436
12971
---
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11170
12970
12939
---
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11339
---
45
12972
11347
12973
---
45
11339
12972
12937
---
45
12937
12973
11341
---
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11347
12974
---
45
11341
12973
12958
---
45
12958
12974
11345
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45
12808
11348
12976
---
45
11460
12808
12975
---
45
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12976
11349
---
45
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11273
12978
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45
11460
12977
12807
---
45
12807
12978
11279
---
45
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11350
12980
---
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11304
12979
12851
---
45
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12980
11309
---
45
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11350
12979
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45
11351
12981
12982
---
45
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12979
11304
---
45
12983
11309
12980
---
45
11028
12983
12984
---
45
12984
12980
11350
---
45
12985
11309
12983
---
45
11451
12985
12986
---
45
12986
12983
11028
---
45
12987
11352
12989
---
45
11354
12987
12988
---
45
12988
12989
11353
---
45
12990
11354
12991
---
45
11351
12990
12981
---
45
12981
12991
11350
---
45
12987
11354
12990
---
45
11352
12987
12992
---
45
12992
12990
11351
---
45
12993
11028
12984
---
45
11354
12993
12991
---
45
12991
12984
11350
---
45
12023
11028
12993
---
45
11032
12023
12994
---
45
12994
12993
11354
---
45
12995
11351
12997
---
45
11356
12995
12996
---
45
12996
12997
11355
---
45
12992
11351
12995
---
45
11352
12992
12998
---
45
12998
12995
11356
---
45
12999
11355
12997
---
45
11304
12999
12982
---
45
12982
12997
11351
---
45
13000
11355
12999
---
45
11300
13000
12841
---
45
12841
12999
11304
---
45
13001
11357
13002
---
45
11300
13001
13000
---
45
13000
13002
11355
---
45
13003
11357
13001
---
45
11288
13003
12833
---
45
12833
13001
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45
13004
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11037
13004
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45
13005
13006
11358
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13007
11353
13004
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45
11038
13007
12036
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12036
13004
11037
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13008
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13005
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11283
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11358
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13008
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12788
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11283
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12047
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12047
11032
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13016
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11353
13007
12988
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12988
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11354
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12998
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11360
13017
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45
13018
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11356
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12989
11352
13017
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11353
12989
13015
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45
13015
13017
11360
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11349
12976
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11361
13019
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13020
12976
11348
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11349
13019
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11292
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45
13022
13019
11361
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13025
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11361
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13024
13025
11363
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13027
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45
11356
13026
13018
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45
13018
13027
11360
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13025
11362
13026
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11363
13025
13028
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13028
13026
11356
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13029
11348
13031
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45
11365
13029
13030
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45
13030
13031
11364
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13020
11348
13029
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11361
13020
13032
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45
13032
13029
11365
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13033
11365
13030
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13033
13034
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45
13034
13030
11364
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45
13034
11364
12777
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45
11359
13034
13011
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45
13011
12777
11280
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45
13035
11364
13031
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45
11279
13035
12806
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12806
13031
11348
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45
12776
11364
13035
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45
11276
12776
12804
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45
12804
13035
11279
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13032
11365
13036
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11361
13032
13023
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13023
13036
11362
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13037
11365
13033
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45
11360
13037
13014
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13014
13033
11359
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13036
11365
13037
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45
11362
13036
13027
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45
13027
13037
11360
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45
13038
11287
12814
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45
11361
13038
13039
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45
13039
12814
11286
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45
13024
11363
13040
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11361
13024
13038
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45
13038
13040
11287
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13041
11363
13028
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45
11357
13041
13042
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13042
13028
11356
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13040
11363
13041
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45
11287
13040
13043
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13043
13041
11357
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13039
11286
12822
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45
11361
13039
13022
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45
13022
12822
11292
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13044
11443
13046
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11433
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11444
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45
13047
11178
12505
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13048
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45
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11184
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11285
13051
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45
11369
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13050
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13050
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11368
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13052
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13054
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11274
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11370
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13057
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11367
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45
13056
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11442
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45
13050
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13059
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11369
13050
13058
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13058
13059
11367
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45
13060
11372
13061
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45
11253
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12652
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45
12652
13061
11255
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13062
11372
13060
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13063
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13063
13060
11253
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13065
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12642
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12642
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11251
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13066
11373
13064
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11370
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13067
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13067
13064
11250
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45
13068
11285
12809
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45
11372
13068
13061
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45
13061
12809
11255
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13051
11285
13068
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11368
13051
13069
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13068
11372
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45
13070
11250
12635
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45
11274
13070
12758
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12758
12635
11236
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45
13067
11250
13070
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45
11370
13067
13053
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45
13053
13070
11274
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45
13063
11253
12648
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11373
13063
13065
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13065
12648
11251
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45
13071
11159
13073
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45
11056
13071
13072
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13074
11159
13071
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45
11057
13074
12106
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45
12106
13071
11056
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45
13075
11374
13073
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45
11375
13075
13076
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45
13076
13073
11159
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45
11376
13077
13078
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13078
13075
11375
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13079
11376
13078
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45
11165
13079
13080
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45
13080
13078
11375
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45
13081
11376
13079
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45
11377
13081
13082
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45
13082
13079
11165
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45
13083
11165
12462
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45
11164
13083
12457
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45
12457
12462
11162
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45
13082
11165
13083
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45
11377
13082
13084
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45
13084
13083
11164
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45
12867
11160
12456
---
45
10979
12867
13085
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45
13085
12456
11159
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45
13085
11159
13074
---
45
10979
13085
12119
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45
12119
13074
11057
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45
13086
11163
12459
---
45
11167
13086
12463
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45
12463
12459
11162
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45
13087
11163
13086
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45
11378
13087
13088
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45
13088
13086
11167
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45
13089
11375
13076
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45
11161
13089
12454
---
45
12454
13076
11159
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45
13090
11375
13089
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45
11166
13090
13091
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13091
13089
11161
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13080
11375
13090
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45
11165
13080
12461
---
45
12461
13090
11166
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45
13092
11062
13093
---
45
11378
13092
13087
---
45
13087
13093
11163
---
45
12129
11062
13092
---
45
11063
12129
13094
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45
13094
13092
11378
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45
13095
11340
13097
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45
11379
13095
13096
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45
13096
13097
11313
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45
13098
11379
13100
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45
11366
13098
13099
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45
13099
13100
11380
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13101
11381
13103
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45
11371
13101
13102
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45
13102
13103
11382
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45
13104
11381
13106
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45
11372
13104
13105
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13105
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11441
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13095
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13108
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45
11340
13095
13107
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45
13107
13108
11384
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45
13109
11434
13110
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45
11366
13109
13098
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45
13098
13110
11379
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45
13111
11371
13112
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45
11441
13111
13057
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13057
13112
11442
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45
13113
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13115
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45
11385
13113
13114
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45
13114
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11435
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13116
11435
13115
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11379
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13108
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13108
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11384
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13117
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13119
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11387
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13118
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45
13118
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11386
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45
13117
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13120
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13113
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45
13113
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11384
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13123
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11347
13121
13122
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45
13122
13123
11388
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45
13124
11387
13121
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45
11339
13124
12972
---
45
12972
13121
11347
---
45
13125
11339
13126
---
45
11384
13125
13107
---
45
13107
13126
11340
---
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13125
11384
13120
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45
11339
13125
13124
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45
13124
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11387
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13127
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13129
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45
11389
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13128
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45
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11383
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13130
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11390
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13103
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45
11383
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13132
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45
13132
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11381
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45
13134
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13136
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13135
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45
13135
13136
11391
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45
13130
11390
13134
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45
11383
13130
13128
---
45
13128
13134
11389
---
45
13137
11450
13139
---
45
11294
13137
13138
---
45
13138
13139
11389
---
45
13135
11391
12819
---
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11389
13135
13140
---
45
13140
12819
11291
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45
13140
11291
13141
---
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11389
13140
13138
---
45
13138
13141
11294
---
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13096
11313
13142
---
45
11379
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13100
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45
13100
13142
11380
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45
13143
11446
13144
---
45
11313
13143
13142
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45
13142
13144
11380
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45
12860
11312
12863
---
45
11447
12860
13145
---
45
13145
12863
11314
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45
13144
11446
13147
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11380
13144
13146
---
45
13146
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11172
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13149
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45
11161
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13091
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45
13091
13149
11166
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13097
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13151
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11313
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13150
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45
13150
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11166
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13152
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13151
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11166
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13154
11175
12476
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45
11077
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13155
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45
13155
12476
11174
---
45
13146
11172
12479
---
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11380
13146
13156
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45
13156
12479
11177
---
45
13157
11444
13046
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45
11366
13157
13158
---
45
13158
13046
11443
---
45
13156
11177
13159
---
45
11380
13156
13099
---
45
13099
13159
11366
---
45
12195
10828
12483
---
45
11077
12195
13154
---
45
13154
12483
11175
---
45
13131
11381
13161
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45
11390
13131
13160
---
45
13160
13161
11373
---
45
13162
11370
13054
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45
11292
13162
13021
---
45
13021
13054
11349
---
45
13163
11370
13162
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45
11391
13163
12821
---
45
12821
13162
11292
---
45
12823
11289
12824
---
45
11292
12823
12820
---
45
12820
12824
11291
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45
13164
11391
13136
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45
11373
13164
13160
---
45
13160
13136
11390
---
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13163
11391
13164
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45
11370
13163
13066
---
45
13066
13164
11373
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45
13165
11164
12458
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45
11062
13165
13093
---
45
13093
12458
11163
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45
13166
11164
13165
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45
11078
13166
12202
---
45
12202
13165
11062
---
45
13167
11369
13058
---
45
11184
13167
13168
---
45
13168
13058
11367
---
45
13169
11369
13167
---
45
11183
13169
12498
---
45
12498
13167
11184
---
45
13170
11388
13172
---
45
11393
13170
13171
---
45
13171
13172
11439
---
45
13173
11415
13175
---
45
11392
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13174
---
45
13174
13175
11326
---
45
13174
11326
13177
---
45
11392
13174
13176
---
45
13176
13177
11448
---
45
13178
11378
13088
---
45
11168
13178
12465
---
45
12465
13088
11167
---
45
13179
11378
13178
---
45
11171
13179
12471
---
45
12471
13178
11168
---
45
13153
11169
12470
---
45
11166
13153
12466
---
45
12466
12470
11168
---
45
13180
11063
13094
---
45
11171
13180
13179
---
45
13179
13094
11378
---
45
12219
11063
13180
---
45
11081
12219
13181
---
45
13181
13180
11171
---
45
13182
11171
12468
---
45
11022
13182
12969
---
45
12969
12468
11170
---
45
13181
11171
13182
---
45
11081
13181
12221
---
45
12221
13182
11022
---
45
13183
11449
13148
---
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11446
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13184
---
45
13184
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11161
---
45
13185
11077
13155
---
45
11394
13185
13186
---
45
13186
13155
11174
---
45
12227
11077
13185
---
45
11083
12227
13187
---
45
13187
13185
11394
---
45
13188
11314
12864
---
45
11083
13188
12228
---
45
12228
12864
10976
---
45
13189
11314
13188
---
45
11394
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13187
---
45
13187
13188
11083
---
45
13186
11174
12473
---
45
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13190
---
45
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12473
11173
---
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13191
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13189
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45
13189
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11314
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45
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13194
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45
11307
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13193
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45
13193
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---
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13197
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45
13196
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11306
---
45
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13199
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45
13198
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11398
---
45
13198
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13201
---
45
11396
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13200
---
45
13200
13201
11399
---
45
13193
11396
13203
---
45
11307
13193
13202
---
45
13202
13203
11400
---
45
13202
11400
13204
---
45
11307
13202
12843
---
45
12843
13204
11301
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45
13205
11399
13207
---
45
13206
13207
11401
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45
13208
11397
13210
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45
11403
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13209
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45
13209
13210
11402
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45
13211
11404
13213
---
45
11403
13211
13212
---
45
13212
13213
11398
---
45
12828
11296
13215
---
45
11297
12828
13214
---
45
13214
13215
11405
---
45
13216
11297
13218
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45
11302
13216
13217
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45
13217
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11290
---
45
13214
11405
13220
---
45
11297
13214
13219
---
45
13219
13220
11406
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45
13221
11295
13222
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45
11297
13221
13218
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45
13218
13222
11290
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45
13223
11407
13224
---
45
11404
13223
13213
---
45
13213
13224
11398
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45
13199
11395
13225
---
45
11398
13199
13212
---
45
13212
13225
11403
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45
13223
11404
13227
---
45
11407
13223
13226
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45
13220
11405
13228
---
45
13229
11407
13226
---
45
13230
11407
13229
---
45
11399
13230
13207
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45
12826
11298
12836
---
45
11296
12826
13231
---
45
13231
12836
11301
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45
13232
11405
13234
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45
11408
13232
13233
---
45
13233
13234
11400
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45
13236
11409
13238
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45
11410
13236
13237
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45
13237
13238
11404
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45
11411
13239
13240
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13240
13241
11404
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45
13242
11409
13236
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45
11412
13242
13243
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45
13243
13236
11410
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13244
11409
13242
---
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11413
13244
13245
---
45
13245
13242
11412
---
45
11411
13247
13239
---
45
13248
11293
13250
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11414
13248
13249
---
45
13249
13250
11406
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45
13245
11412
13252
---
45
11413
13245
13251
---
45
13251
13252
11414
---
45
13253
11448
13177
---
45
11316
13253
12941
---
45
12941
13177
11326
---
45
12885
11326
13175
---
45
11327
12885
13254
---
45
13254
13175
11415
---
45
13255
11291
13257
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11415
13269
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11327
13254
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11402
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13273
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11328
12895
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13273
11310
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13274
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13275
11396
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13069
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11441
13276
13105
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13105
13069
11372
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12768
11196
12488
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11182
12768
13277
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13277
12488
11181
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12811
11285
13049
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12811
13278
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13049
11369
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13169
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11196
13278
12487
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12487
13169
11183
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13243
11410
13280
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13243
13279
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11438
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13281
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12974
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13264
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13042
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13002
12996
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13003
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11287
13043
12813
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12813
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11288
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13282
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13284
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11311
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13283
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13283
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10997
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45
12325
11041
13285
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11028
12325
12986
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12986
13285
11451
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45
12481
10829
12326
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11176
12481
12494
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12494
12326
10837
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45
12329
11104
13287
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11106
12329
13286
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13286
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11416
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13288
11107
13290
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11417
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12333
11107
13288
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11104
12333
13287
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13287
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11416
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13286
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13286
11416
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12336
11106
13291
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45
10839
12336
12503
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12503
13291
11179
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13289
11417
13293
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11416
13289
13292
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13292
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11179
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13294
11186
13296
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11419
13294
13295
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13295
13296
11418
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12510
11186
13294
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45
11187
12510
13297
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13297
13294
11419
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13298
11419
13299
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45
10847
13298
12343
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45
12343
13299
11111
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13297
11419
13298
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11187
13297
12517
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12517
13298
10847
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13300
11420
13301
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11182
13300
12752
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12752
13301
11186
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13302
11418
13296
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11420
13302
13301
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45
13301
13296
11186
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11421
13304
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11420
13303
13302
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13302
13304
11418
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13305
11421
13303
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11422
13305
13306
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13306
13303
11420
---
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13307
11454
13308
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45
11421
13307
13304
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13304
13308
11418
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13309
11419
13295
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11454
13309
13308
---
45
13308
13295
11418
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45
13310
11111
13299
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11423
13310
13311
---
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13311
13299
11419
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45
12358
11111
13310
---
45
11116
12358
13312
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45
13312
13310
11423
---
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13313
11116
13312
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11424
13313
13314
---
45
13314
13312
11423
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45
12362
11116
13313
---
45
11119
12362
13315
---
45
13315
13313
11424
---
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13316
11454
13317
---
45
11423
13316
13314
---
45
13314
13317
11424
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13318
11425
13319
---
45
11421
13318
13307
---
45
13307
13319
11454
---
45
13320
11425
13318
---
45
11426
13320
13321
---
45
13321
13318
11421
---
45
13322
11426
13321
---
45
11422
13322
13305
---
45
13305
13321
11421
---
45
13323
11426
13322
---
45
11427
13323
13324
---
45
13324
13322
11422
---
45
13277
11181
13325
---
45
11182
13277
13300
---
45
13300
13325
11420
---
45
13326
11428
13327
---
45
11422
13326
13324
---
45
13324
13327
11427
---
45
13328
11428
13326
---
45
11185
13328
13329
---
45
13329
13326
11422
---
45
13330
11429
13331
---
45
11179
13330
12485
---
45
12485
13331
11180
---
45
13332
11420
13325
---
45
11185
13332
12506
---
45
12506
13325
11181
---
45
13306
11420
13332
---
45
11422
13306
13329
---
45
13329
13332
11185
---
45
13333
11185
12507
---
45
11429
13333
13331
---
45
13331
12507
11180
---
45
13328
11185
13333
---
45
11428
13328
13334
---
45
13334
13333
11429
---
45
13293
11417
13335
---
45
11179
13293
13330
---
45
13330
13335
11429
---
45
13336
11430
13337
---
45
11417
13336
13335
---
45
13335
13337
11429
---
45
13338
11428
13334
---
45
11430
13338
13337
---
45
13337
13334
11429
---
45
13339
11428
13338
---
45
11431
13339
13340
---
45
13340
13338
11430
---
45
13341
11431
13343
---
45
11427
13341
13342
---
45
13342
13343
11432
---
45
13339
11431
13341
---
45
11428
13339
13327
---
45
13327
13341
11427
---
45
13344
11426
13323
---
45
11432
13344
13342
---
45
13342
13323
11427
---
45
13345
11107
12392
---
45
11430
13345
13346
---
45
13346
12392
11127
---
45
13290
11107
13345
---
45
11417
13290
13336
---
45
13336
13345
11430
---
45
13221
11297
13219
---
45
11295
13221
13347
---
45
13347
13219
11406
---
45
13348
11295
13347
---
45
11293
13348
13250
---
45
13250
13347
11406
---
45
13259
11293
13248
---
45
11412
13259
13252
---
45
13252
13248
11414
---
45
13240
11404
13238
---
45
11411
13240
13349
---
45
13349
13238
11409
---
45
13349
11409
13244
---
45
11411
13349
13247
---
45
13247
13244
11413
---
45
13233
11400
13203
---
45
11408
13233
13275
---
45
13275
13203
11396
---
45
13234
11405
13215
---
45
11400
13234
13350
---
45
13350
13215
11296
---
45
12827
11297
13216
---
45
11298
12827
13351
---
45
13351
13216
11302
---
45
13204
11400
13350
---
45
11301
13204
13231
---
45
13231
13350
11296
---
45
12831
11302
13217
---
45
11288
12831
12818
---
45
12818
13217
11290
---
45
13352
11303
12835
---
45
11302
13352
13351
---
45
13351
12835
11298
---
45
12846
11303
13352
---
45
11305
12846
12837
---
45
12837
13352
11302
---
45
13353
11306
12842
---
45
11303
13353
12834
---
45
12834
12842
11301
---
45
12847
11308
12853
---
45
11303
12847
13353
---
45
13353
12853
11306
---
45
13197
11395
13192
---
45
11306
13197
12844
---
45
12844
13192
11307
---
45
13272
11397
13196
---
45
11310
13272
12854
---
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12854
13196
11306
---
45
13225
11395
13195
---
45
11403
13225
13208
---
45
13208
13195
11397
---
45
13354
11377
13084
---
45
11078
13354
13166
---
45
13166
13084
11164
---
45
13261
11412
13279
---
45
11440
13261
13355
---
45
13355
13279
11438
---
45
13171
11439
13357
---
45
11393
13171
13356
---
45
13356
13357
11392
---
45
13271
11415
13359
---
45
11410
13271
13358
---
45
13358
13359
11439
---
45
13360
11178
13047
---
45
11433
13360
13361
---
45
13361
13047
11442
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13362
11371
13363
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11433
13362
13044
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45
13044
13363
11443
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45
13102
11382
13365
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45
11371
13102
13364
---
45
13364
13365
11434
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13366
11443
13363
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45
11434
13366
13364
---
45
13364
13363
11371
---
45
13367
11435
13368
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45
11383
13367
13133
---
45
13133
13368
11382
---
45
13116
11379
13110
---
45
11435
13116
13369
---
45
13369
13110
11434
---
45
13152
11340
13371
---
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11169
13152
13370
---
45
13370
13371
11436
---
45
12970
11170
12469
---
45
11436
12970
13370
---
45
13370
12469
11169
---
45
13126
11339
12971
---
45
11340
13126
13371
---
45
13371
12971
11436
---
45
13372
11294
13374
---
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11293
13372
13373
---
45
13373
13374
11437
---
45
13373
11437
13256
---
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11293
13373
13348
---
45
13348
13256
11295
---
45
13141
11291
13255
---
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11294
13141
13374
---
45
13374
13255
11437
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45
13176
11448
13375
---
45
11392
13176
13356
---
45
13356
13375
11393
---
45
13258
11386
13376
---
45
11388
13258
13262
---
45
13262
13376
11438
---
45
13263
11438
13280
---
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11439
13263
13358
---
45
13358
13280
11410
---
45
13359
11415
13173
---
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11439
13359
13357
---
45
13357
13173
11392
---
45
13129
11385
13114
---
45
11383
13129
13367
---
45
13367
13114
11435
---
45
13139
11450
13377
---
45
11389
13139
13127
---
45
13127
13377
11385
---
45
13355
11438
13376
---
45
11440
13355
13266
---
45
13266
13376
11386
---
45
13378
11294
13372
---
45
11440
13378
13260
---
45
13260
13372
11293
---
45
13369
11434
13365
---
45
11435
13369
13368
---
45
13368
13365
11382
---
45
13161
11381
13104
---
45
11373
13161
13062
---
45
13062
13104
11372
---
45
13059
11368
13276
---
45
11367
13059
13055
---
45
13055
13276
11441
---
45
13106
11381
13101
---
45
11441
13106
13111
---
45
13111
13101
11371
---
45
13112
11371
13362
---
45
11442
13112
13361
---
45
13361
13362
11433
---
45
13048
11184
13168
---
45
11442
13048
13056
---
45
13056
13168
11367
---
45
13360
11433
13045
---
45
11178
13360
13379
---
45
13379
13045
11444
---
45
13109
11366
13158
---
45
11434
13109
13366
---
45
13366
13158
11443
---
45
13379
11444
13380
---
45
11178
13379
12486
---
45
12486
13380
11179
---
45
13159
11177
13381
---
45
11366
13159
13157
---
45
13157
13381
11444
---
45
12502
11179
13380
---
45
11445
12502
13382
---
45
13382
13380
11444
---
45
13381
11177
12490
---
45
11444
13381
13382
---
45
13382
12490
11445
---
45
12492
11177
12480
---
45
11456
12492
12495
---
45
12495
12480
11176
---
45
13383
11446
13384
---
45
11173
13383
13191
---
45
13191
13384
11314
---
45
13383
11173
12474
---
45
11446
13383
13147
---
45
13147
12474
11172
---
45
13385
11447
13145
---
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11446
13385
13384
---
45
13384
13145
11314
---
45
12859
11447
13385
---
45
11161
12859
13184
---
45
13184
13385
11446
---
45
13253
11316
12956
---
45
11448
13253
13386
---
45
13386
12956
11345
---
45
13375
11448
13386
---
45
11393
13375
13281
---
45
13281
13386
11345
---
45
13143
11313
13387
---
45
11446
13143
13183
---
45
13183
13387
11449
---
45
13387
11313
13150
---
45
11449
13387
13149
---
45
13149
13150
11166
---
45
13378
11440
13267
---
45
11294
13378
13137
---
45
13137
13267
11450
---
45
13265
11386
13119
---
45
11450
13265
13377
---
45
13377
13119
11385
---
45
13388
11453
13282
---
45
11452
13388
13389
---
45
13389
13282
11311
---
45
12849
11309
12985
---
45
11452
12849
13390
---
45
13390
12985
11451
---
45
13388
11452
13390
---
45
11453
13388
13391
---
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13391
13390
11451
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45
12857
11452
13389
---
45
11308
12857
12856
---
45
12856
13389
11311
---
45
13285
11041
13392
---
45
11451
13285
13391
---
45
13391
13392
11453
---
45
13392
11041
12441
---
45
11453
13392
13284
---
45
13284
12441
10997
---
45
12889
11311
13283
---
45
11150
12889
12442
---
45
12442
13283
10997
---
45
13319
11425
13393
---
45
11454
13319
13317
---
45
13317
13393
11424
---
45
13311
11419
13309
---
45
11423
13311
13316
---
45
13316
13309
11454
---
45
12392
11107
13395
---
45
11127
12392
13394
---
45
13394
13395
11455
---
45
13396
11456
12493
---
45
11141
13396
12446
---
45
12446
12493
10837
---
45
12497
11456
13396
---
45
10836
12497
12448
---
45
12448
13396
11141
---
45
12978
11273
13397
---
45
11279
12978
12803
---
45
12803
13397
11457
---
45
13397
11273
12765
---
45
11457
13397
12802
---
45
12802
12765
11272
---
45
12708
11217
13398
---
45
11271
12708
12728
---
45
12728
13398
11458
---
45
13398
11217
12639
---
45
11458
13398
12563
---
45
12563
12639
11218
---
45
12643
11250
12640
---
45
11459
12643
13399
---
45
13399
12640
11219
---
45
12724
11220
12565
---
45
11219
12724
13399
---
45
13399
12565
11459
---
45
13400
11460
12975
---
45
11274
13400
13052
---
45
13052
12975
11349
---
45
12977
11460
13400
---
45
11273
12977
12761
---
45
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46
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46
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13560
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46
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46
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13530
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46
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13566
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46
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46
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13567
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46
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13600
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46
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13568
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13601
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46
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13569
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46
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46
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46
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46
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46
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13577
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46
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13610
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46
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13578
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46
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---
46
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13579
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46
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46
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46
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46
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46
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46
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46
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46
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46
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46
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46
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13591
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46
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46
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46
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13594
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46
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13562
---
46
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46
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13595
---
46
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46
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46
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---
46
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13597
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46
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46
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13598
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46
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13631
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46
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13599
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46
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13632
---
46
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13600
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46
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46
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46
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46
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46
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---
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---
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---
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13641
---
46
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---
46
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46
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13610
---
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46
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46
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46
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46
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46
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46
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46
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46
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---
46
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46
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---
46
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13651
---
46
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---
46
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---
46
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13620
---
46
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13653
---
46
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13621
---
46
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13654
---
46
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13622
---
46
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13654
13655
---
46
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13655
13623
---
46
13623
13655
13656
---
46
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13656
13624
---
46
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13656
13657
---
46
13624
13657
13625
---
46
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13657
13626
---
46
13625
13626
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|
7f283e57464513ecca349c3a87785933a0026176 | d66ea839f4a0d4ea4b4d9b5ea6c9a108af8fc665 | /RK_Ariel_e_Pedro_Coelho_v4.sce | 17aff96f1c6ec84a34c921c1ec2f9dd086d4c73d | [] | no_license | PedroHQCoelho/uerj | c9786e9d6ef0981955d03e7ef24468917be64db6 | ca989323c8e27165026dc78676e46bc989c60fca | refs/heads/master | 2021-05-25T22:09:50.085466 | 2020-04-08T00:54:27 | 2020-04-08T00:54:27 | 253,937,868 | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 4,824 | sce | RK_Ariel_e_Pedro_Coelho_v4.sce | //RUNGE-KUTTA DE 4ª ORDEM - ARIEL E PEDRO COELHO (GRUPO 8) - MÉTODOS NUM. EQ. DIF.
//IPRJ-UERJ 2019/1 PROF. GRAZIONE DE SOUZA
//Limpeza de variáveis e do console
clc;
clear;
clearglobal;
//Variáveis globais
global('t','q','i');
t(1) = 0; //Valor inicial de 't'
q(1) = 0; //Valor inicial de 'q'
i(1) = 0; //Valor inicial de 'i'
delta_t = 0.5; //Incremento de tempo
t_max = 12.5; //Valor máximo de 't'. 't' vai de 't(1)' até 't_max'
//Valores do grupo
L = 1; //Indutância (H)
R = 6; //Resistência (Ω)
C = 0.25; //Capacitância (F)
E_0 = 12; //Voltagem inicial (V)
omega = sqrt(1.5); //ω - Utilizado na solução analítica
p = 1/((L*C)^0.5); //p - Utilizado na solução analítica
//Função analítica para comparação
function result = analitica(t)
result = -E_0/(L*(p^2-omega^2))*omega/p*sin(p*t)+E_0/(L*(p^2-omega^2))*sin(omega*t);
endfunction
//Função dq/dt
function result = q_linha(T,Q,I)
result = I;
endfunction
//Função di/dt
function result = i_linha(T,Q,I)
result = (C*(E_0*sin( omega*T))-Q-C*R*I)/(C*L);
endfunction
//Função que calcula o Runge-Kutta para uma dada iteração 'n'
function RungeKutta(n)
global('t','q','i');
k11 = q_linha(t(n),q(n),i(n));
k12 = i_linha(t(n),q(n),i(n));
k21 = q_linha(t(n)+delta_t/2, q(n)+(k11*delta_t)/2, i(n)+(k12*delta_t)/2);
k22 = i_linha(t(n)+delta_t/2, q(n)+(k11*delta_t)/2, i(n)+(k12*delta_t)/2);
k31 = q_linha(t(n)+delta_t/2, q(n)+(k21*delta_t)/2, i(n)+(k22*delta_t)/2);
k32 = i_linha(t(n)+delta_t/2, q(n)+(k21*delta_t)/2, i(n)+(k22*delta_t)/2);
k41 = q_linha(t(n)+delta_t, q(n)+(k31*delta_t), i(n)+(k32*delta_t));
k42 = i_linha(t(n)+delta_t, q(n)+(k31*delta_t), i(n)+(k32*delta_t));
q(n+1) = q(n)+1/6*(k11+2*k21+2*k31+k41)*delta_t;
i(n+1) = i(n)+1/6*(k12+2*k22+2*k32+k42)*delta_t;
endfunction
// Função principal
function main()
global('t','i','q');
//Calcula o Runge-Kutta (R = 6) para cada iteração até alcançar o tempo máximo
for n = 1:t_max/delta_t;
t(n+1) = n*delta_t;
RungeKutta(n);
end
//Impressão da tabela de valores para R = 6
mprintf("\n\tMétodo de Runge-Kutta Clássico de 4ª Ordem \n\tpara R = %d\n\n", R);
mprintf("Iteração [n]\tTempo [t]\tCarga [q]\tCorrente [i]\n");
for n = 0:t_max/delta_t;
mprintf("%d\t\t%.2f\t\t%.3f\t\t%.3f\n", n, t(n+1), q(n+1), i(n+1));
end
//Plotando o gráfico da função encontrada por Runge-Kutta para R = 6
plot(t, q, "g.-", "linewidth", 2);
xgrid();
//===================================================================================
//Ajusta limites da área de exibição do gráfico (remover para exibir a área completa)
gca().tight_limits = ["on", "on"];
gca().data_bounds = [0, -20; t_max, 20];
gca().font_size = 4;
//Título do gráfico e caixa de legenda
title("Runge-Kutta 4ª Ordem", "fontsize", 4);
xlabel("tempo [t] (segundos)", "fontsize", 4);
ylabel("carga [q] (Coulombs)", "fontsize", 4);
legend("RK4 com R=6Ω");
//Aguarda entrada para continuar o processamento
halt("\nNÃO FECHE A JANELA GRÁFICA\nPressione ENTER para calcular para R = 0 e Analítica");
//===================================================================================
//Calcula o Runge-Kutta (R = 0) para cada iteração até alcançar o tempo máximo
R = 0;
for n = 1:t_max/delta_t;
t(n+1) = n*delta_t;
RungeKutta(n);
end
//Impressão da tabela de valores para R = 0
mprintf("\n\tMétodo de Runge-Kutta Clássico de 4ª Ordem \n\tpara R = %d\n\n", R);
mprintf("Iteração [n]\tTempo [t]\tCarga [q]\tCorrente [i]\n");
for n = 0:t_max/delta_t;
mprintf("%d\t\t%.2f\t\t%.3f\t\t%.3f\n", n, t(n+1), q(n+1), i(n+1));
end
//Plotando o gráfico da função encontrada por Runge-Kutta para R = 0
plot(t, q, "r.-", "linewidth", 2);
//===================================================================================
//Plotando o gráfico da função analítica com resolução de 0.001s
x = 0:0.001:t_max;
plot(x, analitica(x), "linewidth", 2);
//===================================================================================
//Título do gráfico e caixa de legenda
title("Runge-Kutta 4ª Ordem X Solução Analítica", "fontsize", 4);
legend("RK4 com R=6Ω", "RK4 com R=0Ω", "Analítica");
endfunction
main(); //Executa a função principal
|
daf537146c6bc1266079cd983b3afbf92a9e067e | 449d555969bfd7befe906877abab098c6e63a0e8 | /1364/CH11/EX11.8.2/11_8_2.sce | ec2eaf1d9601ffccbd3799fb7a6d7d7c903bc58b | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 214 | sce | 11_8_2.sce | clc
//initialisation of variables
l= 9 //ft
g= 32.2 //ft/sec^2
Q= 160
A= 21*%pi
//CALCULATIONS
d= 6/(l*2*g*(A/Q)^2-1.5)
//RESULTS
printf ('diameter = %.2f ft',d)
//ANSWER GIVEN IN THE TEXTBOOKIS WRONG
|
a893a0a19e2ada45079243dca64d49ebdf136c38 | 449d555969bfd7befe906877abab098c6e63a0e8 | /2045/CH5/EX5.28/Ex5_28.sce | fdc6a03c40e4d55a5e90f1a312d2cbf15dfad250 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 773 | sce | Ex5_28.sce | //pagenumber 306 example 28
clear
re=4*10^3;//ohm
r1=4*10^3;//ohm
hie=1.1*10^3;//ohm
resist=10*10^3;//ohm
hfe=50;
rb=10*10^3;//ohm
r=1*10^3;//ohm
colres=5*10^3;//ohm
//(1) current gain
ri=rb*hie/(rb+hie);
curgai=(1/2.04)*((rb)/(rb+hie))*((-hfe*colres)/(colres+r1));
disp("current gain = "+string((curgai)));
//(2) voltage gain
volgai=curgai*r1/r;
disp("voltage gain = "+string((volgai)));
//(3) tranconductance
conduc=volgai/r1;
disp("transconductance = "+string((conduc))+"ampere per volt");
//transresistance
resist=resist*volgai;
disp("transresistance = "+string((resist))+"ohm");
disp("input resistance = "+string((ri))+"ohm");
r=(40*10^3*colres)/(40*10^3+colres);
disp("output resistance = "+string((r))+"ohm");
|
78e98facae12ab75aa72e00e662db9d6590c0d47 | 449d555969bfd7befe906877abab098c6e63a0e8 | /135/CH6/EX6.8/EX8.sce | 2b820b39c26e937ed0db949e035866dd8152767d | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 393 | sce | EX8.sce | // Example 6.8: Ri, AVs
clc, clear
IC=0.2e-3; // in amperes
bta=125;
Rs=2e3; // in ohms
RE=100; // in ohms
RC=5e3; // in ohms
VT=25e-3; // Voltage equivalent to temperatue at room temperature in volts
gm=IC/VT; // in mho
r_pi=bta/gm; // in ohms
Ri=r_pi+(1+bta)*RE; // in ohms
AVs=-bta*RC/(Rs+r_pi+(1+bta)*RE);
Ri=Ri*1e-3; // in kilo-ohms
disp(Ri,"Ri (kΩ) =");
disp(AVs,"AVs ="); |
440662e9c6d58d13bfbc9993e4ee9847517b55c3 | 449d555969bfd7befe906877abab098c6e63a0e8 | /2375/CH3/EX3.20/ex3_20.sce | 2a7d1147ed50fd325ae1e0b85acbc988b37e53da | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 1,094 | sce | ex3_20.sce | // Exa 3.20 (Miss printed as example 3.17)
clc;
clear;
close;
format('v',7)
// Given data
V_E = 1;// in V
V_BE = 0.7;// in V
R_C = 1;// in k ohm
Beta = 180;
V_CC = 12;// in V
V_CEQ = 6;// in V
// Applying KVL into collector circuit, V _CC - I_C*R_C - V_CEQ = 0 or
I_C = (V_CC-V_CEQ)/R_C;// in mA
I_B = I_C/Beta;// in mA
// Applying KVL into base circuit, V_CC - I_B*R_B - V_BE = 0 or
R_B = (V_CC-V_BE)/I_B;// in k ohm
disp(R_B,"The value of R_B in k ohm is");
//Applying KVL to collector circuit, V_CC - I_C*R_C - V_CE - V_E = 0 or
I_C = (V_CC-V_CEQ-V_E)/R_C;// in mA
I_B = I_C/Beta;// in mA
I_E = I_C+I_B;// in mA
R_E = V_E/(I_E);// in k ohm
R_E= round(R_E*10^3);// in ohm
disp(R_E,"The value of R_E in ohm is");
I_R2 = 10*I_B;// in mA
V_BE= 0.6;// in V
//R2 =V_B/I_R2 = (V_E+V_BE)/I_R2;
R2 = (V_E+V_BE)/I_R2;// in k ohm
R2= R2*10^3;// in ohm
disp(R2,"The value of R2 in ohm is");
I_R1 = I_R2 + I_B;// in mA
//R1 = V_R1/I_R1 = (V_CC-V_B)/I_R1;
V_B = V_E+V_BE;// in V
R1 = (V_CC-V_B)/I_R1;// in k ohm
disp(R1,"The value of R1 in k ohm is");
|
1f626153adeb917a6e1ab95983fbafbda35bc280 | 449d555969bfd7befe906877abab098c6e63a0e8 | /51/CH2/EX2.11/2_11.sce | 165362784dcd9a06facf1952597ca36f81df6953 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 234 | sce | 2_11.sce | clc;
clear;
sg=0.65;
l1=0.75;//ft
l2=0.5;//ft
//0.5 ft =z1(max)
//0.5=0.75*(ay(max)/g)
aymax=(0.5*32.2)/0.75;//ft/s^2
disp("ft/s^2",aymax,"The max acceleration that can occur before the fuel level drops below the transducer=") |
869c1d94d0f640e2f6d806217456564f76e3a00f | 449d555969bfd7befe906877abab098c6e63a0e8 | /650/CH3/EX3.8/8.sce | 18a04a849b70b10fe5ee141ddc9bb19182de1e90 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 421 | sce | 8.sce | clc
u=0.1; // Ns/m^2
d=0.1; //m
R=0.05; // m
Rho=900; //kg/m^3
v_max=2; // m/s
v=v_max/2; // m/s
disp("At the pipe wall (r =R), therefore, the shear stress is");
Tw=-2*u*v_max/R;
disp(Tw);
disp("N/m^2");
disp("The negative sign indicates that the shear stress is in the opposite direction to flow.");
disp("pressure drop per metre length of pipe is");
del_p=4*u*v_max/R^2;
disp(del_p);
disp("N/m"); |
27379df3ae96eba50e56bde97d4866076baef76c | 8ceaed28ddedaaf04d0deab0902f314d458dc616 | /projects/01/BitToBus16.tst | 14cc65bd58952449348bedb1f193ae0a743fda98 | [] | no_license | appleJax/nand-2-tetris | 1d2ec6f57bf043a6b78e97dcd9f8b8713f38323f | 79e4364b9ec4dd179c4b92c366c26d3217c617a4 | refs/heads/main | 2023-01-13T21:25:09.007141 | 2022-01-03T06:52:03 | 2022-01-03T06:52:03 | 224,096,207 | 0 | 0 | null | 2023-01-05T05:00:47 | 2019-11-26T03:41:37 | Hack | UTF-8 | Scilab | false | false | 161 | tst | BitToBus16.tst | load BitToBus16.hdl,
output-file BitToBus16.out,
compare-to BitToBus16.cmp,
output-list in%B2.1.2 out%B1.16.1;
set in 0,
eval,
output;
set in 1,
eval,
output;
|
0f395a560333d2c783c79592f5b8ff185e4c4688 | 585b7d40ad719b9e7a3ab94f50940e23263ed620 | /docs/aalms.sci | 0b882b7eeb93bce860c3e22c8339b26d1f3ab3f0 | [] | no_license | luwangg/gr-eq | 88449018adf8eebce40da8000ec696fe2490ad4e | 9a9bf93c503971d56b75c994a6a6ee0df5e54875 | refs/heads/master | 2020-06-12T20:38:03.868131 | 2014-03-09T00:01:38 | 2014-03-09T00:01:38 | null | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 423 | sci | aalms.sci | function[w,y,e,J]=aalms(x,dn,mu,M)
N=length(x);
y=zeros(1,N);
w=zeros(1,M);
printf('N=%d\n', N);
for n=M:N
x1=x(n:-1:n-M+1);
disp(w)
disp(x1)
y(n)=w*x1';
e(n)=dn(n)-y(n);
w=w+2*mu*e(n)*x1;
printf('n=%d, dn(n)=%f, y(n)=%f, e(n)=%f\n', n, dn(n), y(n), e(n));
end;
J=e.^2;
endfunction
[w,y,e,J]=aalms([zeros(1,M-1),x],[zeros(1,M-1),s],mu,M);
|
066545ad38730a057a37dcfa165dfb0f3671d7bf | 449d555969bfd7befe906877abab098c6e63a0e8 | /3472/CH7/EX7.14/Example7_14.sce | 0c51cd69fb27d4f43513b70369aaf300e7bc0198 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 2,104 | sce | Example7_14.sce | // A Texbook on POWER SYSTEM ENGINEERING
// A.Chakrabarti, M.L.Soni, P.V.Gupta, U.S.Bhatnagar
// DHANPAT RAI & Co.
// SECOND EDITION
// PART I : GENERATION
// CHAPTER 7: TARIFFS AND ECONOMIC ASPECTS IN POWER GENERATION
// EXAMPLE : 7.14 :
// Page number 77
clear ; clc ; close ; // Clear the work space and console
// Given data
cap_installed = 100.0*10**3 // Installed capacity of the station(kW)
capital_cost_kW = 1000.0 // Capital cost(Rs/kW)
depreciation = 0.15 // Annual depreciation charge
royalty_kW = 2.0 // Royalty per kW per year(Rs)
royalty_kWh = 0.03 // Royalty per kWh per year(Rs)
MD = 70.0*10**3 // Maximum demand(kW)
LF = 0.6 // Annual load factor
cost_salary = 1000000.0 // Annual cost of salaries,maintenance charges etc(Rs)
cost_salary_per = 0.2 // Annual cost of salaries,maintenance charges etc charged as fixed charges
// Calculations
hours_year = 365.0*24 // Total hours in a year
unit_gen = MD*LF*hours_year // Units generated/annum(kWh)
capital_cost = cap_installed*capital_cost_kW // Capital cost of plant(Rs)
depreciation_charge = depreciation*capital_cost // Depreciation charges(Rs)
salary_charge = cost_salary_per*cost_salary // Cost on salaries, maintenance etc(Rs)
fixed_charge = depreciation_charge+salary_charge // Total annual fixed charges(Rs)
cost_kW_fixed = (fixed_charge/MD)+royalty_kW // Cost per kW(Rs)
salary_charge_running = (1-cost_salary_per)*cost_salary // Annual running charge on salaries, maintenance etc(Rs)
cost_kWh_running = (salary_charge_running/unit_gen)+royalty_kWh // Cost per kWh(Rs)
// Results
disp("PART I - EXAMPLE : 7.14 : SOLUTION :-")
printf("\nGeneration cost in two part form is given by, Rs. (%.2f*kW + %.3f*kWh) ", cost_kW_fixed,cost_kWh_running)
|
408de583bf04e11662fa3c4c40c5f87b80eea25b | ece5c630921508b439ed25c5f7ab3db5a66f7a1a | /Assignment1_Team8/Encoder83.tst | bf4ad9a099a155c1ab8ace97d6a0219379d8ca0e | [] | no_license | VedantS01/HDLProjectsCS2310 | f8d17d1c9c28034a21026a4fbe2ae5d38cf39330 | d2a39a4c062173475bd06ff0b3396f1ac6303103 | refs/heads/main | 2023-06-19T20:42:48.411561 | 2021-07-14T19:37:51 | 2021-07-14T19:37:51 | 386,054,022 | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 1,478 | tst | Encoder83.tst | //Test file corresponding to 8 valid inputs and 2 invalid inputs
//This will function even if we introduce an invalid input, as the pin features a validity bit called enable (en)
load Encoder83.hdl,
output-file Encoder83.out,
//compare-to Encoder83.cmp,
output-list x0%B3.1.3 x1%B3.1.3 x2%B3.1.3 x3%B3.1.3 x4%B3.1.3 x5%B3.1.3 x6%B3.1.3 x7%B3.1.3 y2%B3.1.3 y1%B3.1.3 y0%B3.1.3 en%B3.1.3 ;
set x0 1,
set x1 0,
set x2 0,
set x3 0,
set x4 0,
set x5 0,
set x6 0,
set x7 0,
eval,
output;
set x0 0,
set x1 1,
set x2 0,
set x3 0,
set x4 0,
set x5 0,
set x6 0,
set x7 0,
eval,
output;
set x0 0,
set x1 0,
set x2 1,
set x3 0,
set x4 0,
set x5 0,
set x6 0,
set x7 0,
eval,
output;
set x0 0,
set x1 0,
set x2 0,
set x3 1,
set x4 0,
set x5 0,
set x6 0,
set x7 0,
eval,
output;
set x0 0,
set x1 0,
set x2 0,
set x3 0,
set x4 1,
set x5 0,
set x6 0,
set x7 0,
eval,
output;
set x0 0,
set x1 0,
set x2 0,
set x3 0,
set x4 0,
set x5 1,
set x6 0,
set x7 0,
eval,
output;
set x0 0,
set x1 0,
set x2 0,
set x3 0,
set x4 0,
set x5 0,
set x6 1,
set x7 0,
eval,
output;
set x0 0,
set x1 0,
set x2 0,
set x3 0,
set x4 0,
set x5 0,
set x6 0,
set x7 1,
eval,
output;
set x0 0,
set x1 1,
set x2 0,
set x3 0,
set x4 1,
set x5 0,
set x6 0,
set x7 1,
eval,
output;
set x0 0,
set x1 0,
set x2 0,
set x3 0,
set x4 0,
set x5 0,
set x6 0,
set x7 0,
eval,
output; |
1bec42fe7a0ef08b7c5a8f6610941cebdf761c24 | 449d555969bfd7befe906877abab098c6e63a0e8 | /284/CH13/EX13.5/ex5.sce | 3714fcd392d9b0a68dc673238c61e9cd83cbde1d | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 356 | sce | ex5.sce | // Chapter 13_Optical Devices
//Caption_Photo conductor
//Ex_5//page 611
mup=480
mun=1350
L=100*10^-4 //length of photoconductor
A=10^-7 //cross sectional area
tau_p=10^-6 //minority carrier lifetime
V=10 //applied voltage
tn=L^2/(mun*V)
//photoconductor gain is
G=(tau_p/tn)*(1+(mup/mun))
printf('The photoconductor gain is %1.2f',G) |
1407b58076069e4f399fdce947ca781b9497987a | f133ac48bce34834531e4aaf040d93391b483a4d | /rc2poly.sci | 17cc063926925a3e9167aebf4e67a574986171d1 | [] | no_license | vlraik/SCILAB-Signal-Processing-toolbox-FOSSEE | a816836c0daafd1a9afa059a6dad1524bdc340bc | e5d265f759548647c08c5d4acc8cab266b0a3174 | refs/heads/master | 2021-01-19T03:02:28.082316 | 2016-07-31T13:43:13 | 2016-07-31T13:43:13 | 51,532,013 | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 1,430 | sci | rc2poly.sci | /*
*rc2poly
*Convert reflection coefficient to prediction filter polynomial
*Syntax:
*a = rc2poly(k)
*[a, efinal] = rc2poly(k, r0)
*
*
*Desciption:
*a = rc2poly(k) converts the reflection coefficients k corresponding to the lattice structure to the
*prediction filter polynomial a, with a(1) = 1. The output a is row vector of length length(k) + 1.
*
*[a,efinal] = rc2poly(k,r0) returns the final prediction error efinal based on
* the zero-lag autocorrelation, r0.
*
* EXAMPLE:
* Consider a lattice IIR filter given by a set of reflection coefficients.
* Find its equivalent prediction filter representation.
*
*
* k = [0.3090 0.9800 0.0031 0.0082 -0.0082];
* a = rc2poly(k)
*
*OUTPUT:
*a = 1.0000 0.6148 0.9899 0.0000 0.0032 -0.0082
*
*
*
*AUTHOR: Vrishabh Lakhani
*Sources: Kay, Steven M. Modern Spectral Estimation. Englewood Cliffs, NJ: Prentice-Hall, 1988.
*/
function [a,efinal] = rc2poly( k,varargin)
[lhs,rhs]=argn(0)
if rhs==1 then
a = k(1); //sets the output vector a to the first element of k
for i = 2:length(k) //loop through the remaining elements of k
a = [ a+conj(a(i-1:-1:1))*k(i) k(i) ]; //levinson's recursion
end
a = [1 a];
return a
elseif rhs>1 then //to find efinal
a = k(1);
for i = 2:length(k)
a = [ a+conj(a(i-1:-1:1))*k(i) k(i) ]; //levinson's recursion
end
a = [1 a];
return a,a($) //return the prediction polynomial
end
endfunction
|
12f5e54c6af6b08076a53a6944157af1a8d3169e | 449d555969bfd7befe906877abab098c6e63a0e8 | /2789/CH4/EX4.12/Ex4_12.sce | 8e869a03488875c9ef451bdae5ad70413fc1583a | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 358 | sce | Ex4_12.sce | clear;
clc;
//page no. 127
p_A = 0;
p_B = 0;
p_C = 0;
p_D = 0;
//velocity heads
V1 = 15.28;//fps
V2 = 16.78;//fps
V3 = 15.50;//fps
V4 = 16.50;//fps
q = sqrt(2*32.2)*integrate('h^(1/2)','h',3.771,4.229);
printf('V_A = %.2f fps,\n V_B = %.2f fps,\n V_C = %.2f fps,\n V_D = %.2f fps',V1,V2,V3,V4);
printf('\n Flow rate = %.2f cfs/ft',q);
|
1582527fc42da7d6bc3de2f262342b4eb3af894f | 449d555969bfd7befe906877abab098c6e63a0e8 | /1448/CH7/EX7.3.i/I7_3.sce | 2ae3955e2e4d85bd20174531cfbeb844d3afa7ec | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 160 | sce | I7_3.sce | clc
//Initialization of variables
Hr=178 //kJ/mol
Sr=161 //J/K mol
//calculations
T=Hr*10^3 /Sr
//results
printf("Decompostion temperature = %.2e K",T)
|
ab52f2d8bcf533cb4435f6cf3d18a22d25fd6cd5 | 449d555969bfd7befe906877abab098c6e63a0e8 | /2780/CH8/EX8.7/Ex8_7.sce | 6db4378e3c108179197a51cacd269d0fc1f9d9ba | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 473 | sce | Ex8_7.sce | clc
//to calculate thickness
//mass absorption coefficient mum of an absorber is related with linear absorption coefficient mu and density of the material rho is given by
//mu=rho*mum=2.7*0.6=1.62 cm^-1
mu=1.62
//if initial intensity Io of the X-ray beam is reduced to I in traversing a distance x in absorber I=Io*e^-mu*x
//where I/Io=20
//put above values in the below equation , we get
x=(2.3026*(log(20)/log(10)))/1.62
disp("thickness is x="+string(x)+"cm")
|
672674e27219b2edc2e476b04ff19b3997e8ea32 | 8217f7986187902617ad1bf89cb789618a90dd0a | /browsable_source/2.5/Unix-Windows/scilab-2.5/examples/link-examples/ext10c.sce | 48ae126edb3babfbb827472285ab5a1880bb54a6 | [
"LicenseRef-scancode-public-domain",
"LicenseRef-scancode-warranty-disclaimer"
] | permissive | clg55/Scilab-Workbench | 4ebc01d2daea5026ad07fbfc53e16d4b29179502 | 9f8fd29c7f2a98100fa9aed8b58f6768d24a1875 | refs/heads/master | 2023-05-31T04:06:22.931111 | 2022-09-13T14:41:51 | 2022-09-13T14:41:51 | 258,270,193 | 0 | 1 | null | null | null | null | UTF-8 | Scilab | false | false | 218 | sce | ext10c.sce | //Copyright INRIA
files=G_make(['/tmp/ext10c.o'],'ext10c.dll');
link(files,'ext10c','C');
//passing a parameter to ext10c routine by a list:
param=[0.04,10000,3d+7];
y=ode([1;0;0],0,[0.4,4],list('ext10c',param))
|
41d0042f3e7c4f798eae64f0d1e6572d883b5105 | 449d555969bfd7befe906877abab098c6e63a0e8 | /3669/CH7/EX7.7/7.sce | 33ad17389bbb52acb5fdd54a8fb936e95981f1dd | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 371 | sce | 7.sce |
//Variable declaration
r=0.052*10**-9; //radius(m)
B=3; //flux density(Wb/m**2)
e=1.6*10**-19;
m=9.1*10**-31; //mass(kg)
//Calculation
delta_mew=e**2*r**2*B/(4*m); //change in magnetic moment(A m**2)
//Result
printf('change in magnetic moment is %0.3f *10**-29 Am**2 \n',(delta_mew*10**29))
printf('answer given in the book is wrong\n') |
e9d5ea139d4a5c8ddf6dae2671ecdab48dcff6b6 | b38bb0cc0f5a1f3bd8b50fd52ca6fda88e9afaa1 | /file1.tst | 77f20d6511616263b7863f19fb10ca94c1f1c431 | [] | no_license | nrelbuilder/JenkinsTestRepo | c8223c63e42b201cee769f750caf5ac09d0df028 | 93819f1cdc35012978c93e924103b3896c3d2c3a | refs/heads/master | 2020-04-14T17:58:42.307612 | 2013-01-04T15:03:08 | 2013-01-04T15:03:08 | null | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 168 | tst | file1.tst | // Some crazy language
blah blah blah
Test to see if branch1 tracking is working
quick test for changes
sldkfj
lkjsdf
sdflkj
loiiowejkljjkl
334fsd
slksdjf
|
67c6c594f094de5b006ce7e4519d72e33ecd692f | 03ce42253fa0aff96dc7fd315fad6bfa530b6c8a | /Assignment-1.sce | c48571fbe323aa7f0e0407b78e4082f666c51f22 | [
"MIT"
] | permissive | rithvikvibhu/UE18MA251-Assignment | 90217f1ce292de51eba441e4340d4ce41fda389b | e545d6b7db4f8bb6fbec790ea4aa23fba5aa0f21 | refs/heads/master | 2020-12-31T23:19:49.809377 | 2020-04-11T12:26:18 | 2020-04-11T12:26:18 | 239,072,231 | 1 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 2,962 | sce | Assignment-1.sce |
disp('Performing GE.')
a = [2 1 -1 ; -3 -1 2 ; -2 1 2]
disp('The coefficient matrix is:')
disp(a)
b = [8 ; -11 ; -3]
function GE(a, b)
c = [a b]
disp('The augmented matrix is:')
disp(c)
l21 = c(2,1) / c(1,1)
disp('R2 = R2 - ' + string(l21) + '*R1')
c(2,:) = c(2,:) - l21*c(1,:)
disp(c)
l31 = c(3,1) / c(1,1)
disp('R3 = R3 - ' + string(l31) + '*R1')
c(3,:) = c(3,:) - l31*c(1,:)
disp(c)
l32 = c(3,2) / c(2,2)
disp('R3 = R3 - ' + string(l32) + '*R2')
c(3,:) = c(3,:) - l32*c(2,:)
disp(c)
l23 = c(2,3) / c(3,3)
disp('R2 = R2 - ' + string(l23) + '*R3')
c(2,:) = c(2,:) - l23*c(3,:)
disp(c)
l13 = c(1,3) / c(3,3)
disp('R1 = R1 - ' + string(l13) + '*R3')
c(1,:) = c(1,:) - l13*c(3,:)
disp(c)
l12 = c(1,2) / c(2,2)
disp('R1 = R1 - ' + string(l12) + '*R2')
c(1,:) = c(1,:) - l12*c(2,:)
disp(c)
x1 = c(1,4) / c(1,1)
x2 = c(2,4) / c(2,2)
x3 = c(3,4) / c(3,3)
disp('x1, x2, x3 are:')
disp([x1 x2 x3])
endfunction
//GE(a,b)
function[L,U]=LUdecompose(A)
U=A
m=det(U(1,1))
n=det(U(2,1))
a=n/m
U(2,:)=U(2,:)-U(1,:)/(m/n)
n=det(U(3,1));
b=n/m;
U(3,:)=U(3,:)-U(1,:)/(m/n)
m=det(U(2,2))
n=det(U(3,2))
c=n/m
U(3,:)=U(3,:)-U(2,:)/(m/n);
L=[1,0,0;a,1,0;b,c,1]
disp(U,'The upper triangular matrix')
disp(L,'The lower triangular matrix')
end
function[B]=inverse(A)
aug=[A,eye(n,n)];
for j=1:n-1
for i=j+1:n
aug(i,j:2*n)=aug(i,j:2*n)-aug(i,j)/aug(j,j)*aug(j,j:2*n)
end
end
for j=n:-1:2
aug(1:j-1,:)=aug(1:j-1,:)-aug(1:j-1,j)/aug(j,j)*aug(j,:)
end
for j=1:n
aug(j,:)=aug(j,:)/aug(j,j)
end
B=aug(:,n+1:2*n)
disp(B,'The inverse of coeffecient is')
end
n=3;
interuppt=0;
while interuppt~=1 do
clc()
printf('Enter the options\n')
printf('1.Gaussian Elimination\n2.LU Decomposition\n3.Inverse\n4.Exit\n')
op=input('Enter option number')
select op
case 1
for i=1:n
for j=1:n
x=input("Enter Coeffecient Matrix (3X3)");
coef(i,j)=x;
end
end
for i=1:n
z=input("Enter Constant Matrix")
b(i,1)=z
end
[x]=GE([coef b])
case 2
for i=1:n
for j=1:n
x=input("Enter Coeffecient Matrix (3X3)");
coef(i,j)=x;
end
end
[L,U]=LUdecompose(coef)
case 3
for i=1:n
for j=1:n
x=input("Enter Coeffecient Matrix (3X3)");
coef(i,j)=x;
end
end
[B]=inverse(coef)
end
interuppt=input('Enter 1 to exit and 2 to continue')
end
|
3fa8e2dd2530b7360e503cd79a1b92e4b142cd7c | b29e9715ab76b6f89609c32edd36f81a0dcf6a39 | /ketpicscifiles6/Member.sci | 79826f90a7ba570246be117305ad94e53fa7dcd0 | [] | no_license | ketpic/ketcindy-scilab-support | e1646488aa840f86c198818ea518c24a66b71f81 | 3df21192d25809ce980cd036a5ef9f97b53aa918 | refs/heads/master | 2021-05-11T11:40:49.725978 | 2018-01-16T14:02:21 | 2018-01-16T14:02:21 | 117,643,554 | 1 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 242 | sci | Member.sci | // 08.05.18
// Structure changed
// 09.10.11
function TF=Member(A,L)
if Mixtype(L)>1
N=Mixlength(L);
else
N=length(L);
end
for I=1:N
Tmp=Op(I,L);
if A==Tmp
TF=%t
return
end
end
TF=%f
endfunction
|
3abfe49b6bdc321af604733708c61707f1643f7c | 449d555969bfd7befe906877abab098c6e63a0e8 | /764/DEPENDENCIES/data3_1.sci | 7f2098d48c533a2618730cb568af9f3b6b54611e | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 426 | sci | data3_1.sci |
//(Manufacturing Considerations in Design) Example 3.1
//Refer Fig. 3.25 on page 70
//Basic diameter of bush Db mm
Db = 20
//Refer tables 3.2 and 3.3a for tolerances of H6-e7 fit
//Upper deviation for bush Ub mm
Ub = 0.013
//Lower deviation for bush Lb mm
Lb = 0.000
//Basic diameter of crank pin Dc mm
Dc = 20
//Upper deviation for crankpin Uc mm
Uc = -0.040
//Lower deviation for crankpin Lc mm
Lc = -0.061
|
cc2d9ad835c32eeefc897eaf6999cf3a45f156a6 | 449d555969bfd7befe906877abab098c6e63a0e8 | /2672/CH2/EX2.21/Ex2_21.sce | fb5adc7fb91ca9348395334ae5d54ece0c57f1d6 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 392 | sce | Ex2_21.sce | //Ex_2_21
clc;
clear;
close;
format('v',4);
//given data :
N=500;//turns
A=0.01;//m^2(Area of cross section of poles)
l=0.5;//m(mean length)
mu0=4*%pi*10^-7;//permeability of air
mu_r=1000;///relative permeability
g=9.8;//gravitational acceleration
W=200;//kg
F=W/2;//kg
F=F*g;//N
B=sqrt(F*2*mu0/A);//Wb/m^2
H=B/mu0/mu_r;//Wb/m^2
I=H*l/N;//A
disp(I,"Exciting current(A)");
|
63dc4d3f414cec639f559c2822ced1034b1d7460 | 449d555969bfd7befe906877abab098c6e63a0e8 | /3012/CH10/EX10.3/Ex10_3.sce | 20b0f9a4afd37c68358f1bb7c7d396cb7ff6297d | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 2,365 | sce | Ex10_3.sce | // Given:-
Tnot = 299 //in kelvin
etac = .8 //compressor efficiency of 80 percent
mdot = .08 //mass flow rate in kg/s
//analysis
//State 1 is the same as in Example 10.2, so
h1 = 241.35 //in kj/kg
s1 = .9253 //in kj/kg.k
//from example 10.2
h2s = 272.39 //in kj/kg
h2 =(h2s-h1)/etac + h1 //in kj/kg
//Interpolating in Table A-12,
s2 = .9497 //in kj/kg.k
h3 = 91.49 //in kj/kg
s3 = .3396
h4 = h3 //since The expansion through the valve is a throttling process
//from data table
hf4 = 36.97 //in kj/kg
hg4 = 241.36 //in kj/kg
sf4 = .1486 //in kj/kg.k
sg4 = .9253 //in kj/kg.k
x4 = (h4-hf4)/(hg4-hf4) //quality at state 4
s4 = sf4 + x4*(sg4-sf4) //specific entropy at state 4 in kj/kg.k
//part(a)
Wcdot = mdot*(h2-h1) //compressor power in kw
printf( 'The compressor power in kw is: %.2f kW',Wcdot)
//part(b)
Qindot = mdot*(h1-h4)*60/211 //refrigeration capacity in ton
printf( 'The refrigeration capacity in ton is: %.2f ton',Qindot)
//part(c)
beta = (h1-h4)/(h2-h1) //coefficient of performance
printf( 'The coefficient of performance is: %.2f',beta)
//part(d)
Eddotc = mdot*Tnot*(s2-s1) //in kw
Eddotv = mdot*Tnot*(s4-s3) //in kw
printf( 'The rate of exergy destruction within the compressor is: %.2f kW',Eddotc)
printf( 'The rate of exergy destruction within the valve is: %.2f kw',Eddotv)
|
272740c961e0f2425c4c34244a89dedde4f92b36 | 8217f7986187902617ad1bf89cb789618a90dd0a | /source/2.5/tests/examples/fsfirlin.man.tst | 71b07f8e9656d3613bff5b003f1622a681ab41ff | [
"LicenseRef-scancode-public-domain",
"LicenseRef-scancode-warranty-disclaimer"
] | permissive | clg55/Scilab-Workbench | 4ebc01d2daea5026ad07fbfc53e16d4b29179502 | 9f8fd29c7f2a98100fa9aed8b58f6768d24a1875 | refs/heads/master | 2023-05-31T04:06:22.931111 | 2022-09-13T14:41:51 | 2022-09-13T14:41:51 | 258,270,193 | 0 | 1 | null | null | null | null | UTF-8 | Scilab | false | false | 1,074 | tst | fsfirlin.man.tst | clear;lines(0);
//
//Example of how to use the fsfirlin macro for the design
//of an FIR filter by a frequency sampling technique.
//
//Two filters are designed : the first (response hst1) with
//abrupt transitions from 0 to 1 between passbands and stop
//bands; the second (response hst2) with one sample in each
//transition band (amplitude 0.5) for smoothing.
//
hd=[zeros(1,15) ones(1,10) zeros(1,39)];//desired samples
hst1=fsfirlin(hd,1);//filter with no sample in the transition
hd(15)=.5;hd(26)=.5;//samples in the transition bands
hst2=fsfirlin(hd,1);//corresponding filter
pas=1/prod(size(hst1))*.5;
fg=0:pas:.5;//normalized frequencies grid
plot2d([1 1].*.fg(1:257)',[hst1' hst2']);
// 2nd example
hd=[0*ones(1,15) ones(1,10) 0*ones(1,39)];//desired samples
hst1=fsfirlin(hd,1);//filter with no sample in the transition
hd(15)=.5;hd(26)=.5;//samples in the transition bands
hst2=fsfirlin(hd,1);//corresponding filter
pas=1/prod(size(hst1))*.5;
fg=0:pas:.5;//normalized frequencies grid
n=prod(size(hst1))
plot(fg(1:n),hst1);
plot2d(fg(1:n)',hst2',[3],"000");
|
32aa69a2b19ba1a1e92e4e4834235757fa075ea6 | 2e676e3b1cebfbb9d20f9b935ceacd507c57d36a | /Octave/octave-4.2.1/share/octave/4.2.1/etc/tests/fixed/prefer.tst | e3fa45b98a139e891fee15da315d8f8ec9f67256 | [] | no_license | vohrahul/ML-ang-coursera | 239469e763b290aa178b7aa8a86eda08e4e7f4be | 4c24fd2ecfb9f3de7df15e3a9f75627f782f9915 | refs/heads/master | 2022-12-28T03:45:54.810173 | 2020-10-16T12:33:25 | 2020-10-16T12:33:25 | 304,620,441 | 1 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 4,657 | tst | prefer.tst | ## Copyright (C) 2006-2017 John W. Eaton
##
## This file is part of Octave.
##
## Octave is free software; you can redistribute it and/or modify it
## under the terms of the GNU General Public License as published by
## the Free Software Foundation; either version 3 of the License, or (at
## your option) any later version.
##
## Octave is distributed in the hope that it will be useful, but
## WITHOUT ANY WARRANTY; without even the implied warranty of
## MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
## General Public License for more details.
##
## You should have received a copy of the GNU General Public License
## along with Octave; see the file COPYING. If not, see
## <http://www.gnu.org/licenses/>.
%!test
%! m = [3 2];
%! assert (all (m == (3:-1:2)));
%!test
%! m = [3,
%! 2];
%! assert (all (m == (3:-1:2)'));
%!test
%! a = 2;
%! assert ([a - 1], 1);
%!test
%! m = [3,2];
%! fail ("[m ']");
%!assert (all ([3 2] == (3:-1:2)))
%!assert (all ([3, 2] == (3:-1:2)))
%!test
%! m = [3,2];
%! assert (all ([m (1)] == (3:-1:1)));
%!test
%! m = [3,2];
%! assert ([m(1)],3);
%!test
%! a = 2;
%! assert ([a- 1], 1);
%!test
%! a = 1;
%! assert (all ([a -1] == (1:-2:-1)));
%!test
%! wsn = warning ("query", "Octave:str-to-num");
%! warning ("off", "Octave:str-to-num");
%! assert ("d" + 0, 100);
%! warning (wsn.state, "Octave:str-to-num");
%!test
%! wsn = warning ("query", "Octave:str-to-num");
%! warning ("on", "Octave:str-to-num");
%! fail ("'d' + 0", "warning");
%! warning (wsn.state, "Octave:str-to-num");
%!test
%! wir = warning ("query", "Octave:imag-to-real");
%! warning ("off", "Octave:imag-to-real");
%! assert (eye (1+i), 1);
%! warning (wir.state, "Octave:imag-to-real");
%!test
%! wir = warning ("query", "Octave:imag-to-real");
%! warning ("on", "Octave:imag-to-real");
%! fail ("eye (1+i)", "warning");
%! warning (wir.state, "Octave:imag-to-real");
%!test
%! wrre = warning ("query", "Octave:resize-on-range-error");
%! warning ("off", "Octave:resize-on-range-error");
%! clear a;
%! a(2) = 1; a(3) = 2;
%! assert (all (a == [0,1,2]));
%! warning (wrre.state, "Octave:resize-on-range-error");
%!test
%! clear a;
%! a(1) = 1; a(2) = 2;
%! assert (all (a == [1,2]));
%!test
%! ped = print_empty_dimensions ();
%! print_empty_dimensions (0);
%! a = cell (1, 1);
%! b = type ("-q", "a");
%! assert (!isempty (findstr (b{1}, "[]")));
%! assert (isempty (findstr (b{1} ,"[](0x0)")));
%! print_empty_dimensions (ped);
%!test
%! ped = print_empty_dimensions ();
%! print_empty_dimensions (1);
%! a = cell (1, 1);
%! b = type ("-q", "a");
%! assert (!isempty (findstr (b{1}, "[](0x0)")));
%! print_empty_dimensions (ped);
%!assert (all (size (inv ([])) == [0, 0]))
%!assert (all (svd ([]) == zeros (0, 1)))
%!test
%! sp = save_precision ();
%! save_precision (1);
%! x = pi;
%! nm = tempname ();
%! save ("-text", nm, "x");
%! clear x;
%! load (nm);
%! unlink (nm);
%! assert (x,3);
%! save_precision (sp);
%!test
%! sp = save_precision ();
%! save_precision (5);
%! x = pi;
%! nm = tempname ();
%! save ("-text", nm, "x");
%! clear x;
%! load (nm);
%! unlink (nm);
%! assert (x, 3.1416);
%! save_precision (sp);
%% FIXME: How to capture standard output for comparison?
%!function f ()
%! 1
%!endfunction
%!#test
%! sf = silent_functions ();
%! silent_functions (0);
%! f
%! assert (??);
%! silent_functions (sf);
%% FIXME: Same problem as above!!!
%!function f ()
%! 1
%!endfunction
%!#test
%! sf = silent_functions ();
%! silent_functions (1);
%! f
%! assert (??);
%! silent_functions (sf);
%!test
%! wndz = warning ("query", "Octave:neg-dim-as-zero");
%! warning ("on", "Octave:neg-dim-as-zero");
%! fail ("eye (-1) == []", "warning", "converting negative dimension");
%! warning (wndz.state, "Octave:neg-dim-as-zero");
%!test
%! wndz = warning ("query", "Octave:neg-dim-as-zero");
%! warning ("off", "Octave:neg-dim-as-zero");
%! assert (all (size (eye (-1)) == [0, 0]));
%! warning (wndz.state, "Octave:neg-dim-as-zero");
%!test
%! watv = warning ("query", "Octave:assign-as-truth-value");
%! warning ("on", "Octave:assign-as-truth-value");
%! fail ("if (x = 1) 1; endif", "warning", "assignment used as truth value");
%! warning (watv.state, "Octave:assign-as-truth-value");
%!test
%! wdbz = warning ("query", "Octave:divide-by-zero");
%! warning ("off", "Octave:divide-by-zero");
%! assert (isinf (1/0));
%! warning (wdbz.state, "Octave:divide-by-zero");
%!test
%! wdbz = warning ("query", "Octave:divide-by-zero");
%! warning ("on", "Octave:divide-by-zero");
%! a = 1;
%! b = 0;
%! fail ("isinf (a/b);", "warning", "division by zero");
%! warning (wdbz.state, "Octave:divide-by-zero");
|
73af841f9222dfcd8d0d1ba22e08ccb17a5c0b08 | 449d555969bfd7befe906877abab098c6e63a0e8 | /3864/CH9/EX9.6/Ex9_6.sce | cc66b9a26b59675193d06166b1729d511ca6c8fc | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 1,217 | sce | Ex9_6.sce | clear
//
//
//Initilization of Variables
L=3000 //mm //Length of column
W=800*10**3 //N //Load
a=1*1600**-1 //Rankine's constant
FOS=4 //Factor of safety
sigma=550 //N/mm**2 //stress
//Calculations
//Effective Length
l=L*2**-1 //mm
//Let d1=outer diameter & d2=inner diameter
//d1=5*8**-1*d2
//M.I
//I=%pi*64**-1*(d1**4-d2**4) //mm**4
//Area of section
//A=pi4**-1*(d1**2-d2**2) //mm**2
//k=(I*A**-1)
//substituting values in above equation
//k=1*16**-1*(d1**2-d2**2)
//after simplifying further we get
//k=0.2948119.d1
//X=l*k**-1
//substituting values in above equation and after simplifying further we get
//X=5087.9898*d1**-1
//Crtitcal Load
P=W*FOS //N
//From Rankine's Load
//P2=sigma*A*(1+a*(X)**2)**-1
//substituting values in above equation and after simplifying further we get
//d1**4-12156618*d1**4-1.96691*10**8=0
//Solving Quadratic Equation we get
//d1**2-12156618*d1-196691000=0
a=1
b=-12156.618
c=-196691000
Y=b**2-4*a*c
d1_1=((-b+Y**0.5)*(2*a)**-1)**0.5 //mm
d1_2=((-b-Y**0.5)*(2*a)**-1) //mm
d2=5*8**-1*d1_1
//Result
printf("\n Section of cast iron hollow cylindrical column is:d1_1 %0.2f mm",d1_1)
printf("\n :d2 %0.2f mm",d2)
|
c207bd145a9fe4bb2d964c704b23e5b2dd707d33 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1928/CH1/EX1.3.3/ex1_3_3.sce | fcf8e68d0e93857ddb207371a3b5786f5088a115 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 438 | sce | ex1_3_3.sce | //Chapter-1,Example1_3_3,pg 1-16
A=63.5 //atomic weight of Cu
N=6.023*10^23 //Avogadro's number
n=4 //FCC structure
r=1.28*10^-8 //atomic radius of Cu
//for FCC
a=4*r/(sqrt(2)) //lattice constant
p=(n*A)/(N*a^3)
printf("Density of Cu=")
disp(p)
printf("gm/cm^3") |
0a88928dd613d1e29629fc08918818ea42cbe975 | 449d555969bfd7befe906877abab098c6e63a0e8 | /2870/CH16/EX16.8/Ex16_8.sce | c12f000cd75c342c78a7882c1895cba752dd03d8 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 246 | sce | Ex16_8.sce | clc;clear;
//Example 16.8
//given data
T=15;
P=92;
//from Table A-4
Pv=1.7057;
//calculations
yv=Pv/P;
disp(yv,'mole fraction of water vapor at the surface');
yw=1-yv;
yw=round(yw)
disp(yw,'mole fraction of water in the lake')
|
768e356a7549b637470bcf0b817caaf31a48e1c6 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1646/CH12/EX12.10/Ch12Ex10.sce | 0c36bfa60811327bf64d0112ffb2482ae9659130 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 493 | sce | Ch12Ex10.sce | // Scilab Code Ex12.10 : Page-608 (2011)
clc; clear;
e = 1.6e-19;....// Charge on anlectron, C
m = 9.1e-31;....// Mass of the electron, kg
r = 5.1e-11;....// Radius of the electronic orbit, m
B = 2.0;....// Applied magnetic field, weber per metre-square
delta_pm = e^2*r^2*B/(4*m);
printf("\nThe change in the magnetic dipole moment of the electron = %3.1e A-metre square", delta_pm);
// Result
// The change in the magnetic dipole moment of the electron = 3.7e-29 A-metre square
|
dae51414201c44e7569612fb58e92593ded74b61 | 449d555969bfd7befe906877abab098c6e63a0e8 | /215/CH7/EX7.2/ex7_2.sce | db720e4bb941ed791d987a933f6a0ddb89fe6334 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 440 | sce | ex7_2.sce | clc
t = 0:0.000001:0.002;
deff('y=u(t)','y=1*(t>=0)');
y =0.02*(u(t) - u(t-0.002));
figure
a=gca()
subplot(111)
plot2d(t,y,5,rect=[0 0 0.004 0.03])
xtitle('i vs t','t in ms','i in mA')
syms s
//For t<=0 ms
v=0
//For the region in the rectangular pulse i.e 0<t<=2 ms
v=integ(s^0,s)*4000
//For t>2 ms
v=8
s=0:0.000001:0.002
figure
a=gca()
subplot(111)
plot(s,(4000*s),s+0.002,8)
xtitle('v vs t','t in ms','v in V')
|
51db9bed8236c2e50143268e4a4e98d6d902f4a5 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1529/CH7/EX7.4/7_04.sce | c175f8dc8b3f6c47ea2d66b9cbc0d3398b19f780 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 319 | sce | 7_04.sce | //Chapter 7, Problem 4
clc;
B=1.2; //Magnetic flux density
H=1250; //Magnetic field strength
uo=4*%pi*10^-7; //permeability of free space
ur=B/(uo*H); //Calculating relative permeability
printf("Relative permeability = %f",ur);
|
bcc9ea4c9484231ef4e4d693ef9138b01dfdc4e2 | 449d555969bfd7befe906877abab098c6e63a0e8 | /3862/CH6/EX6.13/Ex6_13.sce | 0cee86d442077df78d7eb529d7b3d6f3efcecf81 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 281 | sce | Ex6_13.sce | clear
D=500.0 //diameter of the wheel
d=200.0 //diameter of axle
W=5000.0 //effort
VR=(2*D)/(D-d) //Velocity Ratio
Efficiency=0.6
MA=Efficiency*VR //Mechanical advantage
P = W/MA //Effort
printf("\n Effort is %0.3f N",P)
|
c145a90c0eb11b51a69c31f62d20b3c311489fa1 | 449d555969bfd7befe906877abab098c6e63a0e8 | /2672/CH2/EX2.1/Ex2_1.sce | 0264748413b6195fe3aacca6ad6c8a159ea9562d | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 304 | sce | Ex2_1.sce | //Ex_2_1
clc;
clear;
close;
format('v',6);
//given data :
LTsc=1.6;//H(Series cumulative)
LTd=0.4;//H(differentially)
L1=0.6;//H
M=(LTsc-LTd)/4;//H(Mutual Inductance)
L2=LTsc-2*M-L1;//H
K=M/sqrt(L1*L2);//Coupling Coefficient
disp(M,"Mutual Inductance(H)");
disp(K,"Coupling Coefficient");
|
f882b83a84b1ab624bf9a4930cee47a4efc74d25 | 449d555969bfd7befe906877abab098c6e63a0e8 | /22/CH4/EX4.31/ch4ex31.sce | 8f3e02fb242a398dd926078645998a31224e6732 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 400 | sce | ch4ex31.sce | //signals and systems
//Unilateral Laplace Transform:Solving Differential Equation
//example 4.17
s= %s;
syms t;
// Re s>-1
[A] = pfss(1/((s+1)*(s+5)));
F1 = ilaplace(A(1),s,t)
F2 = ilaplace(A(2),s,t)
//F3 = ilaplace(A(3),s,t)
F = F1+F2
disp(F)
//-5< Re s <-2
[B] = pfss(-1/((s+2)*(s+5)));
G1 = ilaplace(B(1),s,t)
G2 = ilaplace(B(2),s,t)
//F3 = ilaplace(A(3),s,t)
G = G1+G2
disp(G) |
d9c77c1ebc60e739fa945e46e3f71b8875c0c482 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1979/CH7/EX7.3/Ex7_3.sce | d14bc60e514005c71103778b52d09ab791d74072 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 532 | sce | Ex7_3.sce | //chapter-7 page 279 example 7.3
//==============================================================================
clc;
clear;
Pi=2.5;//Incident Power from one directional coupler in mW
Pr=0.15;//Reflected Power from other directional coupler in mW
//CALCULATION
p=sqrt(Pr/Pi);//Reflection Coefficient
S=((1+p)/(1-p));//Voltage Standing Wave Ratio(VSWR)
//OUTPUT
mprintf('\nVoltage Standing Wave Ratio(VSWR)in the waveguide is S=%1.2f',S);
//=========================END OF PROGRAM===============================
|
b04c75bba5d971a7c14449dee690262fddb7f660 | 449d555969bfd7befe906877abab098c6e63a0e8 | /620/CH5/EX5.9/example5_9.sce | ab3512bc004b47d810a74fcf3b4667ef3685fd97 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 237 | sce | example5_9.sce | r1=1;
r2=1.2;
r=r1+r2;
v=10;
disp("Part a");
v1=v*r2/r;
disp("the maximum voltage (in V) is"); disp(v);
disp("the minimum voltage (in V) is"); disp(v1);
disp("Part b");
v2=v*(r1/2+r2)/r;
disp("the volatge (in V) is"); disp(v2); |
03b222c934a48116d9d49f7a49c07dfb9d3b3a1e | 449d555969bfd7befe906877abab098c6e63a0e8 | /536/CH10/EX10.3/Example_10_3.sce | 96665184aab8dadd4a1c3b8a6b864451be952009 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 511 | sce | Example_10_3.sce | clear;
clc;
printf("Example 10.3\n");
P=101.3e3; //pressure of the operating column
T=295; //Temperature of the operating column
P_A=7e3; //partial pressure of ammonia
x=1e-3; //=(y1-y2)Thickness of stationary gas film
D=2.36e-5; //Diffusivity of ammonia
C_A=(1/22.4)*(273/T)*(P_A/P);//=(C_A1-C_A2)Concentration of ammonia gas
//X=C_T/C_BM
X=P*log(P/(P-P_A))/(P-(P-P_A));
//From equation 10.33
N_A_=(D/x)*X*(C_A);
printf("\n The transfer rate per unit area = %.2f *10^-5 kmol/m^2*s",N_A_*1e5) |
8ff32efdb1ac480302908ba5a16c388debcfd426 | d9433e89434ee8d62d3e576fb874618e0faf8b6c | /p2-C.sce | bfdcf5974c476bc329ed178b2be969c71314582b | [] | no_license | wps13/STD | 125f62aa98bcbe3f29eed9e20d5f9e8a2f3a34eb | 2e132f31d71a68ee52ebf1994f9c6062db6eb4d6 | refs/heads/master | 2020-04-07T01:26:44.358619 | 2018-12-22T01:48:21 | 2018-12-22T01:48:21 | 157,941,582 | 1 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 686 | sce | p2-C.sce | load('/home/willane/Downloads/p2STD/xa_10_1.sod')
x1 = x_a
load('/home/willane/Downloads/p2STD/xa_26_1.sod')
x2 = x_a
load('/home/willane/Downloads/p2STD/xa_43_1.sod')
x3 = x_a
x = [x1 x2 x3]
Xf = fft(x)
N = length(x)
fs=35000 //taxa de amostragem
periodo = 1/fs
t = linspace(0,N/264600,N)
function sinal_amostrado = amostragem_sinal(tempo,sinal,periodo_amostragem)
N = length(sinal);
n=0;
for k=1:N
if tempo(k)>n*periodo_amostragem
sinal_amostrado(n+1) = sinal(k)
n=n+1
end
end
endfunction
sinalFinal = amostragem_sinal(t,x,periodo)
Sf = fft(sinalFinal)
tam = length(Sf)/2
Sf = Sf(1:tam)
plot2d3(abs(Sf))
|
05d977b54af2fe6d1b67ea65af8f55d088f7ca03 | ac66d3377862c825111275d71485e42fdec9c1bd | /Resources/res/map/map3102.sce | ffa919543fe319cc4c21fe57672443e11b69a212 | [] | no_license | AIRIA/CreazyBomber | 2338d2ad46218180f822682d680ece3a8e0b46c3 | 68668fb95a9865ef1306e5b0d24fd959531eb7ad | refs/heads/master | 2021-01-10T19:58:49.272075 | 2014-07-15T09:55:00 | 2014-07-15T09:55:00 | 19,776,025 | 0 | 2 | null | null | null | null | UTF-8 | Scilab | false | false | 2,673 | sce | map3102.sce | <?xml version="1.0" encoding="UTF-8"?>
<Project Name="map3102" Width="13" Height="11" CellSize="40" BackgroundSize="2" Background="_t.png">
<Cell Name="出生点" X="1" Y="1" />
<Cell Name="树" X="4" Y="1" />
<Cell Name="树" X="5" Y="1" />
<Cell Name="树" X="6" Y="1" />
<Cell Name="树" X="7" Y="1" />
<Cell Name="出生点" X="11" Y="1" />
<Cell Name="石块" X="2" Y="2" />
<Cell Name="石块" X="4" Y="2" />
<Cell Name="树" X="5" Y="2" />
<Cell Name="石块" X="6" Y="2" />
<Cell Name="树" X="7" Y="2" />
<Cell Name="石块" X="8" Y="2" />
<Cell Name="树" X="9" Y="2" />
<Cell Name="石块" X="10" Y="2" />
<Cell Name="树" X="1" Y="3" />
<Cell Name="树" X="2" Y="3" />
<Cell Name="树" X="3" Y="3" />
<Cell Name="树" X="5" Y="3" />
<Cell Name="树" X="7" Y="3" />
<Cell Name="树" X="8" Y="3" />
<Cell Name="树" X="9" Y="3" />
<Cell Name="树" X="10" Y="3" />
<Cell Name="树" X="1" Y="4" />
<Cell Name="石块" X="3" Y="4" />
<Cell Name="树" X="4" Y="4" />
<Cell Name="石块" X="5" Y="4" />
<Cell Name="cl-履带-下" X="6" Y="4" arg0="1" />
<Cell Name="石块" X="7" Y="4" />
<Cell Name="石块" X="9" Y="4" />
<Cell Name="树" X="10" Y="4" />
<Cell Name="树" X="11" Y="4" />
<Cell Name="石块" X="1" Y="5" />
<Cell Name="树" X="3" Y="5" />
<Cell Name="树" X="4" Y="5" />
<Cell Name="cl-履带-右" X="5" Y="5" arg0="3" />
<Cell Name="cl-履带-左" X="7" Y="5" arg0="2" />
<Cell Name="树" X="8" Y="5" />
<Cell Name="树" X="10" Y="5" />
<Cell Name="石块" X="11" Y="5" />
<Cell Name="树" X="1" Y="6" />
<Cell Name="树" X="2" Y="6" />
<Cell Name="石块" X="3" Y="6" />
<Cell Name="石块" X="5" Y="6" />
<Cell Name="cl-履带-上" X="6" Y="6" arg0="0" />
<Cell Name="石块" X="7" Y="6" />
<Cell Name="树" X="8" Y="6" />
<Cell Name="石块" X="9" Y="6" />
<Cell Name="树" X="10" Y="6" />
<Cell Name="树" X="11" Y="6" />
<Cell Name="树" X="1" Y="7" />
<Cell Name="树" X="3" Y="7" />
<Cell Name="树" X="4" Y="7" />
<Cell Name="树" X="6" Y="7" />
<Cell Name="树" X="7" Y="7" />
<Cell Name="树" X="9" Y="7" />
<Cell Name="树" X="11" Y="7" />
<Cell Name="石块" X="1" Y="8" />
<Cell Name="出生点" X="2" Y="8" />
<Cell Name="石块" X="4" Y="8" />
<Cell Name="树" X="5" Y="8" />
<Cell Name="石块" X="6" Y="8" />
<Cell Name="石块" X="8" Y="8" />
<Cell Name="石块" X="10" Y="8" />
<Cell Name="石块" X="2" Y="9" />
<Cell Name="树" X="4" Y="9" />
<Cell Name="树" X="6" Y="9" />
<Cell Name="树" X="7" Y="9" />
<Cell Name="树" X="8" Y="9" />
<Cell Name="出生点" X="11" Y="9" />
</Project> |
091bdeb5be1b2ef423e38b5735fc9060d69e5715 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1172/CH8/EX8.12/Example8_12.sce | b8e211cacc9f527704ccc2db2b4053097dd2c256 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 398 | sce | Example8_12.sce | clc
//Given that
r1 = 1.5e8 // distance of Earth from Sun in km
t1 = 1 // let
// sample problem 12 page No. 305
printf ("\n\n\n # Problem 12 # \n")
printf ("\n Standard formula used T^2 = k* r^3")
t2 = 29.5 * t1// calculation of time period of Saturn
r2 = r1 * (t2 / t1) ^ (2/3) //calculation of distance of stern from Sun
printf (" \n Distance of Saturn from Sun is %e km .", r2)
|
9651a15f774175fadde4d0750c2014d6d96b5c5e | 449d555969bfd7befe906877abab098c6e63a0e8 | /446/CH7/EX7.3/7_3.sce | facfef7fe5a106f2f87098040f58d83bccadd1b1 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 458 | sce | 7_3.sce | clear
clc
disp('Exa-7.3');
//for l=0;
// employing the formula for probability distribution similarly as done in Exa-7.2
Pr1= integrate('(1/8)*((4*x^2)-(4*x^3)+(x^4))*%e^(-x)','x',0,1); //x=r/ao; similrly limits between 0 and 1.
Pr2=integrate('(1/24)*(x^4)*(%e^-x)','x',0,1); //x=r/ao; similrly limits between 0 and 1.
printf('The probability for l=0 electron is %.3f and for l=1 electron is %.4f.',Pr1,Pr2);
|
4b0855f0e3964f57570ffbf9dcadc628c8b747d3 | 449d555969bfd7befe906877abab098c6e63a0e8 | /3835/CH2/EX2.20/Ex2_20.sce | dde599768fe9893c97cb3f83e6d650b1bfc55303 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 251 | sce | Ex2_20.sce | clear
//
//eqns are obtained from the figure and are solved for currents
i1=6.89
i2=3.89
i3=-2.12
i=2*(i2-i1)
printf("\n current supplied by dependent source is= %0.1f A",i)
power=6*i1
printf("\n power supplied by voltage source is= %0.1f W",power)
|
93f579aca1ffdb32bb1308c5c651a3bf4fdbbf1e | eda0ddb3e310b6d8e0a674f5cccfd207915546d1 | /a2.sce | 1c032bd128c89982bc53169e96652af2a59d1173 | [] | no_license | jithinsisaac/Scilab-Experiments | 046e781291cf08b68eec84084446ffee91adeb14 | 3f4d18b2f32b74abed963f02d6ecb8509d5fabc1 | refs/heads/master | 2022-11-09T08:24:39.953452 | 2020-06-25T07:52:07 | 2020-06-25T07:52:07 | 274,857,905 | 1 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 956 | sce | a2.sce | clc;
clear;
//for i=1:1:5
m1=input('Under Mod - Index: ');
m2=input('Perfect Mod - Index:');
m3=input('Over Mod - Index: ');
//MESSAGE SIGNAL
Am=10;
fm=40;
t=0:0.000001:0.25
mt=Am*sin(2*%pi*fm*t);
subplot(5,1,1);
plot(t,mt);
xtitle('Message signal','time','Amplitude');
//CARRIER SIGNAL
Ac=10;
fc=300;
t=0:0.000001:0.25
ct=Ac*sin(2*%pi*fc*t);
subplot(5,1,2);
plot(t,ct);
xtitle('Carrier signal','time','Amplitude');
//AMPLITUDE MODULATION
t=0:0.000001:0.25;
st=((Ac+m1*Ac*sin(2*%pi*fm*t)).*sin(2*%pi*fc*t));
subplot(5,1,3);
plot(t,st);
xtitle('Amplitude Modulated wave','time','Amplitude');
//AMPLITUDE MODULATION
t=0:0.000001:0.25;
st=((Ac+m2*Ac*sin(2*%pi*fm*t)).*sin(2*%pi*fc*t));
subplot(5,1,4);
plot(t,st);
xtitle('Amplitude Modulated wave','time','Amplitude');
//AMPLITUDE MODULATION
t=0:0.000001:0.25;
st=((Ac+m3*Ac*sin(2*%pi*fm*t)).*sin(2*%pi*fc*t));
subplot(5,1,5);
plot(t,st);
xtitle('Amplitude Modulated wave','time','Amplitude');
end
|
0161aca6e32816a1e52c6889a07ba92b97888c24 | 449d555969bfd7befe906877abab098c6e63a0e8 | /339/CH5/EX5.1/ex5_1.sce | 46370b8c075254aea00c3b104e3a552bb8f067e7 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 439 | sce | ex5_1.sce | stacksize('max');
C=2*10^-12;
L=5*10^-9;
R=20;
Z0=50;
//f=[10^7:10^8:10^11];
//define frequency range
f_min=10e6; //lower frequency limit
f_max=100e9; // upper frequency limit
N=100; // number of points in the graph
f=f_min*((f_max/f_min).^((0:N)/N)); // compute frequency points on log scale
w=2*%pi.*f;
A=(w.*w*L*C-1)/(w*C);
S21=2*Z0./(2*Z0+R+%i*A);
f0=1./(2*%pi*sqrt(L*C));
disp("Hertz",f0,"Resonance frequency"); |
806b8931ef28f2cbe95acb2042cb7096e1925547 | 449d555969bfd7befe906877abab098c6e63a0e8 | /2705/CH7/EX7.4/Ex7_4.sce | c908c859ec13c6244417b6571916e87cdb81954e | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 675 | sce | Ex7_4.sce | clear;
clc;
disp('Example 7.4');
// aim : To determine
// the dryness fraction of steam
// Given values
P1 = 2;// initial pressure, [MN/m^2]
t = 350;// temperature, [C]
P2 = .28;// final pressure, [MN/m^2]
// solution
// at 2 MN/m^2 and 350 C,steam is superheated because the saturation temperature is 212.4 C
// From steam table
s1 = 6.957;// [kJ/kg K]
// for isentropic process
s2 = s1;
// also
sf2 = 1.647;// [kJ/kg K]
sfg2 = 5.368;// [kJ/kg K]
// using
// s2 = sf2+x2*sfg2, where x2 is dryness fraction of steam
// hence
x2 = (s2-sf2)/sfg2;
mprintf('\n The final dryness fraction of steam is x2 = %f\n',x2);
// End
|
1b4e5b268d8d08ec4a34bd736a142c6249cc6ccf | e04f3a1f9e98fd043a65910a1d4e52bdfff0d6e4 | /New LSTMAttn Model/.data/lemma-split/DEVELOPMENT-LANGUAGES/oto-manguean/zpv.tst | 6258cf743c866c623c84099380b506e11807e1d6 | [] | no_license | davidgu13/Lemma-vs-Form-Splits | c154f1c0c7b84ba5b325b17507012d41b9ad5cfe | 3cce087f756420523f5a14234d02482452a7bfa5 | refs/heads/master | 2023-08-01T16:15:52.417307 | 2021-09-14T20:19:28 | 2021-09-14T20:19:28 | 395,023,433 | 3 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 3,459 | tst | zpv.tst | zaka=zĭ V;POT
zaka=zĭ V;HAB
zaka=zĭ V;PFV
u+tooˀ V;POT
u+tooˀ V;PFV
u+tooˀ V;HAB
asa V;PFV
asa V;HAB
asa V;POT
u+zûˀu=zhibi V;PFV
u+zûˀu=zhibi V;POT
u+zûˀu=zhibi V;HAB
u+s+ialda V;PFV
u+s+ialda V;POT
u+s+ialda V;HAB
tuyí V;POT
tuyí V;PFV
tuyí V;HAB
zhuuˀn V;HAB
zhuuˀn V;PFV
zhuuˀn V;POT
kayí V;HAB
kayí V;POT
kayí V;PFV
zu V;HAB
zu V;POT
zu V;PFV
zu V;POT
adzhi V;HAB
adzhi V;POT
adzhi V;PFV
daˀabi V;HAB
daˀabi V;PFV
daˀabi V;POT
u+siŏba V;HAB
u+siŏba V;PFV
u+siŏba V;POT
u+txeldá V;PFV
u+txeldá V;HAB
u+txeldá V;POT
shătxi V;HAB
shătxi V;PFV
shătxi V;POT
dzhuuˀyi V;POT
dzhuuˀyi V;PFV
dzhuuˀyi V;HAB
năba V;PFV
năba V;POT
năba V;HAB
u+s+iaˀatshu V;PFV
u+s+iaˀatshu V;POT
u+s+iaˀatshu V;HAB
laʔ V;PFV
laʔ V;POT
laʔ V;HAB
dxiˀidzhu V;POT
dxiˀidzhu V;PFV
dxiˀidzhu V;HAB
na V;POT
na V;HAB
na V;PFV
u+tshîʔtshí V;HAB
u+tshîʔtshí V;PFV
u+tshîʔtshí V;POT
zhoˀoba V;HAB
zhoˀoba V;PFV
zhoˀoba V;POT
gaˀadzí V;PFV
gaˀadzí V;HAB
gaˀadzí V;POT
a+rooˀ V;HAB
a+rooˀ V;PFV
a+rooˀ V;POT
u+tshiiˀ V;POT
u+tshiiˀ V;HAB
u+tshiiˀ V;PFV
a+dziiˀn V;POT
a+dziiˀn V;PFV
a+dziiˀn V;HAB
atshí V;HAB
atshí V;POT
atshí V;PFV
iunga V;PFV
iunga V;POT
iunga V;HAB
dzhuʔn V;HAB
dzhuʔn V;POT
dzhuʔn V;PFV
dzhagá V;HAB
dzhagá V;POT
dzhagá V;PFV
a+dzhiiˀ V;POT
a+dzhiiˀ V;PFV
a+dzhiiˀ V;HAB
dxîʔyí V;HAB
dxîʔyí V;POT
dxîʔyí V;PFV
u+shiˀi=duʔ V;POT
u+shiˀi=duʔ V;HAB
u+shiˀi=duʔ V;PFV
dzhibí V;HAB
dzhibí V;POT
dzhibí V;PFV
ieˀetu V;HAB
ieˀetu V;PFV
ieˀetu V;POT
u+zaˀabi V;HAB
u+zaˀabi V;PFV
u+zaˀabi V;POT
gapá V;POT
gapá V;PFV
gapá V;HAB
ieˀedu V;HAB
ieˀedu V;POT
ieˀedu V;PFV
a+diʔtshí V;POT
a+diʔtshí V;HAB
a+diʔtshí V;PFV
roˀobá V;HAB
roˀobá V;POT
roˀobá V;PFV
dzhaʔ V;HAB
dzhaʔ V;PFV
dzhaʔ V;POT
aˀa V;PFV
aˀa V;POT
aˀa V;HAB
iaˀa=ñi V;HAB
iaˀa=ñi V;POT
iaˀa=ñi V;PFV
yaˀadzhu V;PFV
yaˀadzhu V;POT
yaˀadzhu V;HAB
daˀapá V;HAB
daˀapá V;POT
daˀapá V;PFV
u+ñă=laaˀdzi V;HAB
u+ñă=laaˀdzi V;PFV
u+ñă=laaˀdzi V;POT
a+tăʔa V;HAB
a+tăʔa V;POT
a+tăʔa V;PFV
a+doˀoba V;PFV
a+doˀoba V;POT
a+doˀoba V;HAB
u+ga V;HAB
u+ga V;PFV
u+ga V;POT
zhuˀubí=dxa V;POT
zhuˀubí=dxa V;HAB
zhuˀubí=dxa V;PFV
a+găaˀ V;HAB
a+găaˀ V;POT
a+găaˀ V;PFV
u+s+ia V;POT
u+s+ia V;PFV
u+s+ia V;HAB
a+tasa V;PFV
a+tasa V;HAB
a+tasa V;POT
u+răʔa V;PFV
u+răʔa V;HAB
u+răʔa V;POT
zobá V;PFV
zobá V;HAB
zobá V;POT
u+tusha V;HAB
u+tusha V;POT
u+tusha V;PFV
sheʔla V;PFV
sheʔla V;POT
sheʔla V;HAB
dxiʔtsi V;HAB
dxiʔtsi V;POT
dxiʔtsi V;PFV
a+gaˀald=yu V;HAB
a+gaˀald=yu V;PFV
a+gaˀald=yu V;POT
dxipa V;POT
dxipa V;PFV
dxipa V;HAB
iashi V;HAB
iashi V;PFV
iashi V;POT
u+s+iăʔn/u+s+ăʔn V;POT
u+s+iăʔn/u+s+ăʔn V;PFV
u+s+iăʔn/u+s+ăʔn V;HAB
bwĕʔe V;HAB
bwĕʔe V;POT
bwĕʔe V;PFV
zhăla V;POT
zhăla V;HAB
zhăla V;PFV
shiˀidxi V;PFV
shiˀidxi V;HAB
shiˀidxi V;POT
alá V;HAB
alá V;PFV
alá V;POT
uˀuyi=dzhiˀidzhi V;PFV
uˀuyi=dzhiˀidzhi V;POT
uˀuyi=dzhiˀidzhi V;HAB
u+shoˀoba V;HAB
u+shoˀoba V;POT
u+shoˀoba V;PFV
u+sidzi V;PFV
u+sidzi V;HAB
u+sidzi V;POT
u+s+iăba V;PFV
u+s+iăba V;HAB
u+s+iăba V;POT
u+sa+zhidzí V;POT
u+sa+zhidzí V;PFV
u+sa+zhidzí V;HAB
ri=gunâʔla V;PFV
ri=gunâʔla V;POT
ri=gunâʔla V;HAB
aldă V;PFV
aldă V;POT
aldă V;HAB
zaˀabi/zaˀabi=tĕ V;HAB
zaˀabi/zaˀabi=tĕ V;PFV
zaˀabi/zaˀabi=tĕ V;POT
yuuˀ=tĕ V;POT
yuuˀ=tĕ V;HAB
yuuˀ=tĕ V;PFV
ĭnn V;PFV
ĭnn V;POT
ĭnn V;HAB
|
ce3a047d491557b6b14fc46db71ad33e652688d5 | 449d555969bfd7befe906877abab098c6e63a0e8 | /2561/CH3/EX3.11/Ex3_11.sce | df2cfa8817ea84f39ff467319dc649c90c40b43c | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 640 | sce | Ex3_11.sce | //Ex3_11
clc
TJmax=175
disp("TJmax= "+string(TJmax)+ " degree celsius") //maximum allowed junction temperature
theta=0.1
disp("theta= "+string(theta)+ " degree celsius/mW ") //thermal resistances b/w junction to ambient
change_T=TJmax-25 //temperature difference
PDmax=change_T/theta
disp("at 25 degree celsius,PDmax=(TJmax-25 )/theta = "+string(PDmax)+ " mW ") //maximum allowed power dissipation at TA=25 degree celsius
change_T=TJmax-75 //temperature difference
PDmax=change_T/theta
disp("at 75 degree celsius,PDmax= (TJmax-75)/theta = "+string(PDmax)+ " mW ") //maximum allowed power dissipation at TA=75 degree celsius
|
93870bd4607767372004822d4f353a9c83d04968 | 449d555969bfd7befe906877abab098c6e63a0e8 | /854/CH14/EX14.1/Example14_1.sce | 4f6d4a606cff8740c4e0f3123a5a47de174c05ae | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 554 | sce | Example14_1.sce | //clear//
//Caption:Program to determine the cutoff frequency for the first waveguide mode(m=1)
//Example14.1
//page 499
clear;
clc;
er1 = 2.1; //dielectric constant of teflon material
er0 = 1; //dielectric constant of air
d = 1e-02; //parallel plate waveguide separation in metre
C = 3e08; //free space velocity in m/sec
n = sqrt(er1/er0); //refractive index
fc1 = C/(2*n*d);
disp(fc1,'cutoff frequency for the first waveguide mode in Hz fc1 =')
//Result
//cutoff frequency for the first waveguide mode in Hz fc1 =
// 1.035D+10
|
73f435df799c58404d6bb43e56d76b2722005a19 | 449d555969bfd7befe906877abab098c6e63a0e8 | /40/CH9/EX9.3ab/Exa_9_3ab.sce | 1ed9fffe016c26747f21272637b74c2c14f24667 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 635 | sce | Exa_9_3ab.sce | //(a)Impulse invariant design
s=%s;z=%z;
HS=1/(s+1);
H1s=horner(HS,3*s/%pi)
H1z=%pi/3*z/(z-%e^(-%pi/3))
//Modified inmpulse invariant design
HZ=z/(z-1/%e);
HMZ=0.5*(z+1/%e)/(z-1/%e);//modified transfer function
H1Z=HZ/horner(HZ,1)
HM1Z=HMZ/horner(HMZ,1)
f=0:0.05:0.5;
HZ1=horner(HZ,exp(%i*2*%pi*f'));
HMZ1=horner(HMZ,exp(%i*2*%pi*f'));
H1Z1=horner(H1Z,exp(%i*2*%pi*f'));
HM1Z1=horner(HM1Z,exp(%i*2*%pi*f'));
a=gca();
a.x_location="origin";
plot2d(f,HZ1);
plot2d(f,HMZ1);
plot2d(f,H1Z1);
plot2d(f,HM1Z1);
xlabel('digital frequency');
ylabel('Magnitude');
xtitle('Impulse invariant design of H(s)=1/s+1 (dashed)'); |
11a455e3d0dc05d54a31ee818ca606be55455f7c | d963a50c09b7380dd7b1b97cd9997e9bd17ea8f3 | /r38/packages/assist/cantens.tst | aff4bb079acb79bfb6fae6eb90d10fcf4cf5a4bf | [
"BSD-3-Clause"
] | permissive | reduce-algebra/reduce-historical | 8220e211b116e0e01ff1a38f51917cac9db6069f | e014152729c4d62bb1ce4f5c311a027042a5495a | refs/heads/master | 2023-04-10T22:54:00.796596 | 2021-04-16T08:52:19 | 2021-04-16T08:52:19 | 343,245,204 | 7 | 1 | NOASSERTION | 2021-04-16T08:53:31 | 2021-03-01T00:15:22 | TeX | UTF-8 | Scilab | false | false | 11,317 | tst | cantens.tst | % Test of CANTENS.RED
%
% Authors: H. Caprasse <hubert.caprasse@ulg.ac.be>
%
% Version and Date: Version 1.1, 15 September 1998.
%----------------------------------------------------------------
off errcont;
% Default :
onespace ?;
wholespace_dim ?;
global_sign ? ;
signature ?;
% answers to the 4 previous commands: yes, dim, 1, 0
wholespace_dim 4;
signature 1;
global_sign(-1);
% answers to the three previous commands: 4, 1, (-1)
% answer to the command below: {}
show_spaces();
% Several spaces:
off onespace;
onespace ?;
% answer: no
show_spaces();
define_spaces wholespace={6,signature=1,indexrange=0 .. 5};
% indexrange command is superfluous since 'wholespace':
show_spaces();
rem_spaces wholespace;
define_spaces wholespace={11,signature=1};
define_spaces mink={4,signature=1,indexrange=0 .. 3};
define_spaces eucl={6,euclidian,indexrange=4 .. 9};
show_spaces();
%
% if input error or modifications necessary:
%
define_spaces eucl={7,euclidian,indexrange=4 .. 10};
%
% do:
%
rem_spaces eucl;
define_spaces eucl={7,euclidian,indexrange=4 .. 10};
show_spaces();
% done
%
define_spaces eucl1={1,euclidian,indexrange=11 .. 11};
show_spaces();
rem_spaces wholespace,mink,eucl,eucl1;
show_spaces();
%
% Indices can be made to belong to a subspace or replaced
% in the whole space:
define_spaces eucl={3,euclidean};
show_spaces();
mk_ids_belong_space({a1,a2},eucl);
% a1,a2 belong to the subspace eucl.
mk_ids_belong_anyspace a1,a2;
% replaced in the whole space.
rem_spaces eucl;
%%
%% GENERIC TENSORS:
on onespace;
wholespace_dim dim;
tensor te;
te(3,a,-4,b,-c,7);
te(3,a,{x,y},-4,b,-c,7);
te(3,a,-4,b,{u,v},-c,7);
te({x,y});
make_variables x,y;
te(x,y);
te(x,y,a);
remove_variables x;
te(x,y,a);
remove_variables y;
%
% implicit dependence:
%
operator op2;
depend op1,op2(x);
df(op1,op2(x));
% the next response is 0:
df(op1,op2(y));
clear op2;
% case of a tensor:
operator op1;
depend te,op1(x);
df(te(a,-b),op1(x));
% next the outcome is 0:
df(te(a,-b),op1(y));
%
tensor x;
depend te,x;
% outcome is NOT 0:
df(te(a,-b),x(c));
%
% Substitutions:
sub(a=-c,te(a,b));
sub(a=-1,te(a,b));
% the following operation is wrong:
sub(a=-0,te(a,b));
% should be made as following to be correct:
sub(a=-!0,te(a,b));
% dummy indices recognition
dummy_indices();
te(a,b,-c,-a);
dummy_indices();
te(a,b,-c,-a);
dummy_indices();
% hereunder an error message correctly occurs:
on errcont;
te(a,b,-c,a);
off errcont;
sub(c=b,te(a,b,-c,-a));
dummy_indices();
% dummy indices suppression:
on errcont;
te(d,-d,d);
off errcont;
dummy_indices();
rem_dummy_indices d;
te(d,d);
dummy_indices();
rem_dummy_indices a,b;
onespace ?;
% case of space of integer dimension:
wholespace_dim 4;
signature 0;
% 7 out of range
on errcont;
te(3,a,-b,7);
off errcont;
te(3,a,-b,3);
te(4,a,-b,4);
% an 'out-of-range' error is issued:
on errcont;
sub(a=5,te(3,a,-b,3));
off errcont;
signature 1;
% now indices should run from 0 to 3 => error:
on errcont;
te(4,a,-b,4);
off errcont;
% correct:
te(0,a,-b,3);
%
off onespace;
define_spaces wholespace={4,euclidean};
% We MUST say that te BELONG TO A SPACE, here to wholespace:
make_tensor_belong_space(te,wholespace);
on errcont;
te(a,5,-b);
off errcont;
te(a,4,-b);
rem_spaces wholespace;
define_spaces wholespace={5,signature=1};
define_spaces eucl={1,signature=0};
show_spaces();
make_tensor_belong_space(te,eucl);
te(1);
% hereunder, an error message is issued:
on errcont;
te(2);
off errcont;
% hereunder, an error message should be issued, it is not
% because no indexrange has been declared:
te(0);
rem_spaces eucl;
define_spaces eucl={1,signature=0,indexrange=1 .. 1};
% NOW an error message is issued:
on errcont;
te(0);
off errcont;
te(1);
% again an error message:
on errcont;
te(2);
off errcont;
%
rem_dummy_indices a,b,c,d;
% symmetry properties:
%
symmetric te;
te(a,-b,c,d);
remsym te;
antisymmetric te;
te(a,b,-c,d);
remsym te;
% mixed symmetries:
tensor r;
%
symtree(r,{!+,{!-,1,2},{!-,3,4}});
ra:=r(b,a,c,d)$
canonical ra;
ra:=r(c,d,a,b)$
canonical ra;
% here canonical is short-cutted
ra:=r(b,b,c,a);
%
% symmetrization:
on onespace;
symmetrize(r(a,b,c,d),r,permutations,perm_sign);
canonical ws;
off onespace;
symmetrize({a,b,c,d},r,cyclicpermlist);
canonical ws;
rem_tensor r;
% Declared bloc-diagonal tensor:
rem_spaces wholespace,eucl;
define_spaces wholespace={7,signature=1};
define_spaces mink={4,signature=1,indexrange=0 .. 3};
define_spaces eucl={3,euclidian,indexrange=4 .. 6};
show_spaces();
make_tensor_belong_space(te,eucl);
make_bloc_diagonal te;
mk_ids_belong_space({a,b,c},eucl);
te(a,b,z);
mk_ids_belong_space({m1,m2},mink);
te(a,b,m1);
te(a,b,m2);
mk_ids_belong_anyspace a,b,c,m1,m2;
te(a,b,m2);
% how to ASSIGN a particular component ?
% take the simplest context:
rem_spaces wholespace,mink,eucl;
on onespace;
te({x,y},a,-0)==x*y*te(a,-0);
te({x,y},a,-0);
te({x,y},a,0);
% hereunder an error message is issued because already assigned:
on errcont;
te({x,y},a,-0)==x*y*te(a,-0);
off errcont;
% clear value:
rem_value_tens te({x,y},a,-0);
te({x,y},a,-0);
te({x,y},a,-0)==(x+y)*te(a,-0);
% A small illustration
te(1)==sin th * cos phi;
te(-1)==sin th * cos phi;
te(2)==sin th * sin phi;
te(-2)==sin th * sin phi;
te(3)==cos th ;
te(-3)==cos th ;
for i:=1:3 sum te(i)*te(-i);
rem_value_tens te;
te(2);
let te({x,y},-0)=x*y;
te({x,y},-0);
te({x,y},0);
te({x,u},-0);
for all x,a let te({x},a,-b)=x*te(a,-b);
te({u},1,-b);
te({u},c,-b);
te({u},b,-b);
te({u},a,-a);
for all x,a clear te({x},a,-b);
te({u},c,-b);
% rule for indices only
for all a,b let te({x},a,-b)=x*te(a,-b);
te({x},c,-b);
te({x},a,-a);
% A BUG still exists for -0 i.e. rule does NOT apply:
te({x},a,-0);
% the cure is to use -!0 in this case
te({x},0,-!0);
%
% local rules:
%
rul:={te(~a) => sin a};
te(1) where rul;
%
rul1:={te(~a,{~x,~y}) => x*y*sin(a)};
%
te(a,{x,y}) where rul1;
te({x,y},a) where rul1;
%
rul2:={te(-~a,{~x,~y}) => x*y*sin(-a)};
%
te(-a,{x,y}) where rul2;
te({x,y},-a) where rul2;
%% CANONICAL
%
% 1. Coherence of tensorial indices.
%
tensor te,tf;
dummy_indices();
make_tensor_belong_anyspace te;
on errcont;
bb:=te(a,b)*te(-b)*te(b);
% hereunder an error message is issued:
canonical bb;
off errcont;
bb:=te(a,b)*te(-b);
% notice how it is rewritten by canonical:
canonical bb;
%
dummy_indices();
aa:=te(d,-c)*tf(d,-c);
% if a and c are FREE no error message:
canonical aa;
% do NOT introduce powers for NON-INVARIANT tensors:
aa:=te(d,-c)*te(d,-c);
% Powers are taken away
canonical aa;
% A trace CANNOT be squared because powers are removed by 'canonical':
cc:=te(a,-a)^2$
canonical cc;
%
% Correct writing of the previous squared:
cc:=te(a,-a)*te(b,-b)$
canonical cc;
% all terms must have the same variance:
on errcont;
aa:=te(a,c)+x^2;
canonical aa;
aa:=te(a,b)+tf(a,c);
canonical aa;
off errcont;
dummy_indices();
rem_dummy_indices a,b,c;
dummy_indices();
% a dummy VARIABLE is NOT a dummy INDEX
dummy_names b;
dummy_indices();
% so, no error message in the following:
canonical(te(b,c)*tf(b,c));
% it is an incorrect input for a variable.
% correct input is:
canonical(te({b},c)*tf({b},c));
clear_dummy_names;
% contravariant indices are placed before covariant ones if possible.
% i.e. Riemanian spaces by default:
pp:=te(a,-a)+te(-a,a)+1;
canonical pp;
pp:=te(a,-c)+te(-b,b,a,-c);
canonical pp;
pp:=te(r,a,-f,d,-a,f)+te(r,-b,-c,d,b,c);
canonical pp;
% here, a case where a normal form cannot be obtained:
tensor nt;
a1:=nt(-a,d)*nt(-c,a);
a2:=nt(-c,-a)*nt(a,d);
% obviously, a1-a2 =0, but ....
canonical(a1-a2);
% does give the same expression with the sign changed.
% zero is either:
canonical a1 -a2;
% or
a1 -canonical a2;
% below the result is a2:
canonical a1;
% below result is a1 again:
canonical ws;
% the above manipulations are NOT DONE if space is AFFINE
off onespace;
define_spaces aff={dd,affine};
make_tensor_belong_space(te,aff);
% dummy indices MUST be declared to belong
% to a well defined space. here to 'aff':
mk_ids_belong_space({a,b},aff);
canonical(te(-a,a));
canonical(te(-a,a)+te(b,-b));
canonical(te(-a,c));
% put back the system in the previous status:
make_tensor_belong_anyspace te;
mk_ids_belong_anyspace a,b;
rem_spaces aff;
on onespace;
%
% 2. Summations with DELTA tensor.
%
make_partic_tens(delta,delta);
aa:=delta(a,-b)*delta(b,-c)*delta(c,-a) + 1;
% below, answer is dim+1:
canonical aa;
aa:=delta(a,-b)*delta(b,-c)*delta(c,-d)*te(d,e)$
canonical aa;
% 3. Summations with DELTA and ETA tensors.
make_partic_tens(eta,eta);
signature 1;
aa:=eta(a,b)*eta(-b,-c);
canonical aa;
aa:=eta(a,b)*eta(-b,-c)*eta(c,d);
canonical aa;
aa:=eta(a,b)*eta(-b,-c)*eta(d,c)*te(d,-a) +te(d,d);
canonical aa;
aa:=delta(a,-b)*eta(b,c);
canonical aa;
aa:=delta(a,-b)*delta(d,-a)*eta(-c,-d)*eta(b,c);
% below the answer is dim:
canonical aa;
aa:=delta(a,-b)*delta(d,-a)*eta(-d,-e)*te(f,g,e);
canonical aa;
% Summations with the addition of the METRIC tensor:
make_partic_tens(g,metric);
g(1,2,{x})==1/4*sin x;
g({x},1,2);
aa:=g(a,b)*g(-a,-c);
canonical aa;
aa:=g(a,b)*g(c,d)*eta(-c,-b);
% answer is g(a,d):
canonical aa;
tensor te;
aa:=g(a,b)*g(c,d)*eta(-c,-e)*eta(e,f)*te(-f,g);
canonical aa;
% Summations with the addition of the EPSILON tensor.
dummy_indices();
rem_dummy_indices a,b,c,f;
dummy_indices();
wholespace_dim ?;
signature ?;
% define the generalized delta function:
make_partic_tens(gd,del);
make_partic_tens(epsilon,epsilon);
aa:=epsilon(a,b)*epsilon(-c,-d);
% Minus sign reflects the chosen signature.
canonical aa;
aa:=epsilon(a,b)*epsilon(-a,-b);
canonical aa;
aa:=epsilon(a,b,c,d)*epsilon(-a,-b,-c,-e);
canonical aa;
on exdelt;
% extract delta function down to the bottom:
aa:=epsilon(a,b,c)*epsilon(-b,-d,-e);
canonical aa;
off exdelt;
% below expressed in terms of 'gd' tensor.
canonical aa;
rem_dummy_indices a;
aa:=epsilon(- b,-c)*eta(a,b)*eta(a,c);
% answer below is zero:
canonical aa;
aa:=epsilon(a,b,c)*te(-a)*te(-b);
% below the result is again zero.
canonical aa;
%
tensor tf,tg;
aa:=epsilon(a,b,c)*te(-a)*tf(-b)*tg(-c)+epsilon(d,e,f)*te(-d)*tf(-e)*tg(-f);
% below the result is twice the first term.
canonical aa;
aa:=epsilon(a,b,c)*te(-a)*tf(-c)*tg(-b)+epsilon(d,e,f)*te(-d)*tf(-e)*tg(-f);
% below the result is zero.
canonical aa;
% An illustration when working inside several spaces.
rem_dummy_indices a,b,c,d,e,f;
off onespace;
define_spaces wholespace={dim,signature=1};
define_spaces sub4={4,signature=1};
define_spaces subd={dim-4,signature=0};
show_spaces();
make_partic_tens(epsilon,epsilon);
make_tensor_belong_space(epsilon,sub4);
make_partic_tens(kappa,epsilon);
make_tensor_belong_space(kappa,subd);
show_epsilons();
mk_ids_belong_space({i,j,k,l,m,n,r,s},sub4);
mk_ids_belong_space({a,b,c,d,e,f},subd);
off exdelt;
aa:=kappa(a,b,c)*kappa(-d,-e,-f)*epsilon(i,j,k,l)*epsilon(-k,-l,-i,-j);
canonical aa;
aa:=kappa(a,b,c)*kappa(-d,-e,-f)*epsilon(i,j,k,l)*epsilon(-m,-n,-r,-s);
canonical aa;
end;
|
e1cb66c453c341dcf5c8609b5f96f52407dd1243 | ac1f8441b0319b4a391cd5a959bd3bb7988edfa7 | /data/news2015/news2015/SplitsNEWS15/EnCh/ench.5.tst | e04a4a51fdeb660ce58b8bcbcd32b062d5653db3 | [
"MIT"
] | permissive | SaeedNajafi/transliterator | 4d58b8604fa31f52ee2dce7845e002a18214fd5e | 523a087b777a5d6eec041165dabb43848f6222e6 | refs/heads/master | 2021-09-18T17:02:59.083727 | 2018-07-17T06:01:21 | 2018-07-17T06:01:21 | 129,796,130 | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 99,524 | tst | ench.5.tst | a a m o d t 阿 莫 特
a a r s 阿 尔 斯
a b b a t e 阿 巴 特
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a b e g g 阿 贝 格
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a b p l a n a l p 阿 普 拉 纳 尔 普
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a c h e r o n 阿 克 龙
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a d e l i n e 阿 德 琳
a d i n 埃 丁
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a i r y 艾 里
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a l l o 阿 洛
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a m i t y 阿 米 蒂
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a m o r u s o 阿 莫 鲁 索
a n a b l e 阿 纳 布 尔
a n a l l y 阿 纳 利
a n d l e s s 安 德 利 斯
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a n g l e 安 格 尔
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a n n e 安 妮
a n n e l i e s e 安 纳 利 斯
a n s e l m i 安 塞 尔 米
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a n t i p p a s 安 蒂 帕 斯
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a r l a n 阿 兰
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a r m s e y 阿 姆 西
a r n e 阿 恩
a r n e t 阿 内 特
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a s c h m a n 阿 什 曼
a s e n c i o 阿 森 西 奥
a s e r k o f f 阿 塞 科 夫
a s h 阿 什
a s l i n 阿 斯 林
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a t h a 阿 萨
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a t l o n 阿 特 隆
a t t i c a 阿 蒂 卡
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a u l l 奥 尔
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a w n e r 奥 纳
a x e l 阿 克 塞 尔
a y l e n 艾 伦
a y r i e 艾 里
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b a c k 巴 克
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b a l d o v i n 鲍 尔 多 文
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b a n n o n 班 侬
b a n s e r 班 泽
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b a r a s 巴 拉 斯
b a r b a d o s 巴 巴 多 斯
b a r b e r 巴 伯
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b a r r i n g t o n 巴 林 顿
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b a s s e t 巴 西 特
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b a t s f o r d 巴 茨 福 德
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b a t t e r t o n 巴 特 顿
b a t t o n 巴 顿
b a u s c h 鲍 希
b a w c o m b e 鲍 库 姆
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b a y h 贝 赫
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b a z a r 巴 扎
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b e a r 贝 尔
b e a r d e n 比 尔 登
b e a r s t e d 比 尔 斯 特 德
b e a u d o i n 伯 杜 安
b e c h t o l d 贝 克 托 尔 德
b e c k e n b a u g h 贝 肯 伯
b e c k i n g t o n 贝 金 顿
b e c k l e y 贝 克 利
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b e d d o w s 贝 多 斯
b e d r i c h 贝 德 里 奇
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b e e s e 比 斯
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b e f f a 比 法
b e g l e y 贝 格 利
b e h m e r 贝 默
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b e i s e c k e r 贝 塞 克
b e i t z 贝 茨
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b e l g e o n n e 贝 尔 吉 翁
b e l h o m m e 贝 洛 姆
b e l l a s c h i 贝 拉 斯 基
b e l n a p 贝 尔 纳 普
b e l s h e i m 贝 尔 谢 姆
b e l s k i e 贝 尔 斯 基
b e l v i n 贝 尔 文
b e m e l m a n s 贝 梅 尔 曼 斯
b e m e n t 比 门 特
b e m i s 比 米 斯
b e n d i g o 本 迪 戈
b e n e y 贝 尼
b e n i d i c k s o n 贝 尼 迪 克 森
b e n i o f f 贝 尼 奥 夫
b e n n i n g h o f f 本 宁 霍 夫
b e n n i s o n 本 尼 森
b e n n s k y 本 斯 基
b e n n y h o f f 本 尼 霍 夫
b e n t 本 特
b e n t r u p 本 特 鲁 普
b e n y o n 贝 尼 昂
b e r c i e r 伯 西 尔
b e r e g i 贝 雷 吉
b e r g e r o n 伯 杰 龙
b e r g i e r 伯 杰 尔
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b e r n h a r t 伯 恩 哈 特
b e r n s t o r f 伯 恩 斯 托 夫
b e s s e m e r 贝 西 默
b e t h a m 贝 瑟 姆
b e t h e 贝 特
b e t h k e 贝 斯 克
b e t j e m a n 贝 奇 曼
b e t t e l h e i m 贝 特 尔 海 姆
b e t z i g 贝 齐 格
b e t z n e r 贝 茨 纳
b e v i l a c q u a 贝 维 拉 夸
b e x 贝 克 斯
b e y e r 拜 尔
b i b b 比 布
b i c k m o r e 比 克 莫 尔
b i d d e r 比 德
b i e b e l 比 布 尔
b i e g e l m e i e r 比 格 尔 迈 耶
b i e r s 比 尔 斯
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b i l s l a n d 比 尔 斯 兰
b i m s o n 比 姆 森
b i r d s o n g 伯 德 桑
b i r e n b a u m 比 伦 鲍 姆
b i r o n 拜 伦
b i r s c o e 伯 斯 科
b i s h i n g e r 比 欣 格
b i s p l i n g h o f f 比 斯 普 林 霍 夫
b i s s e k e r 比 西 克
b i s s e t t 比 塞 特
b i t t i n g e r 比 廷 杰
b j o r n 比 约 恩
b j o r s e t h 比 约 塞 斯
b l a c k b a r o n y 布 莱 克 巴 罗 尼
b l a c k l o c k 布 莱 克 洛 克
b l a c k s t o n e 布 莱 克 斯 通
b l a c k w e l l 布 莱 克 韦 尔
b l a k e m a n 布 莱 克 曼
b l a k i s t o n 布 莱 基 斯 顿
b l a l o c k 布 莱 洛 克
b l a n d e l l 布 兰 德 尔
b l a n k f o r t 布 兰 克 福
b l a n k s t e i n 布 兰 克 斯 蒂 恩
b l a s i u s 布 莱 修 斯
b l a s k o 布 拉 斯 科
b l a t c h f o r d 布 拉 奇 福 德
b l a t t e n b e r g e r 布 拉 滕 伯 格
b l a u s t e i n 布 劳 斯 坦
b l e e s 布 利 斯
b l e i c k e n 布 莱 肯
b l i c k e n s d e r f e r 布 利 肯 斯 德 弗
b l o c k e r 布 洛 克 尔
b l o e m b e r g e n 布 隆 伯 根
b l o g u e 布 洛 格
b l o m 布 洛 姆
b l y s t o n e 布 莱 斯 通
b o a s 伯 厄 斯
b o c k i u s 伯 基 厄 斯
b o c k u s 伯 克 斯
b o d i a n 伯 迪 恩
b o d k i n 伯 德 金
b o e g n e r 伯 格 纳
b o e h r i n g e r 伯 林 格
b o e l l 贝 尔
b o g a r d u s 伯 加 德 斯
b o g e r 伯 格
b o g g e s s 伯 格 斯
b o g i n 伯 金
b o h a n o n 伯 安 侬
b o h m 伯 恩
b o l i n g 伯 林
b o l l a n d 伯 兰
b o l s o v e r 伯 尔 索 弗
b o l t z 伯 尔 茨
b o n a r 伯 纳
b o n a v i a 伯 纳 维 亚
b o n e s t e e l 伯 恩 斯 蒂 尔
b o n i f a c e 伯 尼 费 斯
b o o g 布 格
b o r a h 伯 拉
b o r a s t o n 伯 拉 斯 顿
b o r d a 伯 尔 达
b o r d l e y 伯 德 利
b o r e n 伯 伦
b o r g e n 伯 根
b o r g m a n n 伯 格 曼
b o r i s 鲍 里 斯
b o r k 伯 克
b o r o u g h 伯 勒
b o r r e l l 伯 雷 尔
b o r s o o k 伯 苏 克
b o r s t 伯 斯 特
b o u m a n 伯 曼
b o u r g o i n 布 古 安
b o u s h a l l 布 歇 尔
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b o u x s e i n 布 克 塞 因
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d e g l a z e b r o o k 德 格 莱 兹 布 鲁 克
d e h o r i t y 德 霍 里 蒂
d e l a f o r c e 德 拉 福 斯
d e l k e r 德 尔 克
d e l s o n 德 尔 森
d e l u r y 德 勒 里
d e l v e 德 尔 夫
d e l w o r t h 德 尔 沃 斯
d e m a i t r e 德 梅 特 尔
d e m p s 登 普 斯
d e n i s e 丹 尼 斯
d e n n e s 丹 尼 斯
d e n s i o n 登 申
d e n t z 登 茨
d e n u n z i o 德 侬 西 奥
d e p o i x 德 普 瓦
d e p p 德 普
d e p u g h 迪 普
d e r l e t h 德 莱 斯
d e r o n d e 德 龙 德
d e r r i a n 德 里 安
d e r r i n g t o n 德 林 顿
d e s h a z o 德 谢 佐
d e s s e l 德 塞 尔
d e t t 德 特
d e t t i n g e r 德 廷 杰
d e t w i l l e r 德 特 威 勒
d e v e n d o r f 德 文 多 夫
d e v e r a l l 德 弗 罗 尔
d e v r e e 德 夫 里
d e w a r 迪 尤 尔
d e w a t e r 德 沃 特
d e w e e s e 德 威 斯
d e y 戴 伊
d i a s 迪 亚 斯
d i c k e y 迪 基
d i c k i n s o n 迪 金 森
d i e c k m a n 迪 克 曼
d i e m a n 戴 曼
d i e n n a 迪 恩 纳
d i e t r i c h 迪 特 里 希
d i g g l e 迪 格 尔
d i k e o s 迪 基 奥 斯
d i l b e r m a n 迪 尔 伯 曼
d i l l e n b a c k 迪 伦 巴 克
d i l l i n g 迪 林
d i m e c k 迪 梅 克
d i m o w 迪 莫
d i n 丁
d i n a n 迪 南
d i n e e n 迪 宁
d i n g e l l 丁 格 尔
d i s c o m b e 迪 斯 科 姆
d i s h n e r 迪 什 纳
d i s i m o n e 迪 西 蒙
d i v i n e 迪 万
d i x i e 迪 克 西
d o a k 多 克
d o c h e r t y 多 彻 蒂
d o f o r t 多 福 特
d o g g e t t e 多 格 特
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d o l e z a l 多 尔 扎 尔
d o l i e r 多 利 埃
d o l l 多 尔
d o l l e c k 多 利 克
d o l l e y 多 利
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d o m h o f f 多 姆 霍 夫
d o m o g a u e r 多 莫 高 尔
d o n e 多 恩
d o n e y 多 尼
d o n h a m 多 纳 姆
d o n k i n 唐 金
d o o l e y 杜 利
d o r i o n 多 里 昂
d o r l a n d 多 兰
d o r o t h e a 多 萝 西 娅
d o r r o s 多 罗 斯
d o r s a y 多 尔 赛
d o r s t 多 斯 特
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d o u g h t y 道 蒂
d o u n e 杜 恩
d o u t h i r t 杜 瑟 特
d o u t y 道 蒂
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d o w l e r 道 勒
d o w s e t t 多 塞 特
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d r a k e l e y 德 雷 克 利
d r a n e 德 雷 恩
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d r a x 德 拉 克 斯
d r a y s o n 德 雷 森
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d r e i t h 德 赖 斯
d r e l l 德 雷 尔
d r e n n e n 德 雷 宁
d r e w e 德 鲁
d r e y e r 德 雷 尔
d r i b b e n 德 里 本
d r i m m e r 德 里 默
d r i n k a r d 德 林 卡 德
d r o k e 德 罗 克
d r o o k s 德 鲁 克 斯
d r o w e r 德 劳 尔
d r u f f e l 德 鲁 费 尔
d r u i t t 德 鲁 伊 特
d r u m g o 德 拉 姆 戈
d r u r y 德 鲁 里
d r u s t r u p 德 鲁 斯 特 拉 普
d u b o s e 杜 伯 斯
d u c k e r 达 克
d u c k e t t 达 克 特
d u e m l e r 杜 姆 勒
d u f f e s 达 弗 斯
d u f f i e l d 达 菲 尔 德
d u f f l o n 杜 弗 隆
d u k e s 杜 克 斯
d u l a c k i 杜 拉 茨 基
d u l a n e y 杜 拉 尼
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d u l s k i 杜 尔 斯 基
d u m b l e 邓 布 尔
d u m i a u x 杜 米 奥
d u m o u c h e l 杜 穆 谢 尔
d u m p l e t o n 邓 普 尔 顿
d u n n e r 邓 纳
d u n r o b i n 邓 罗 宾
d u p o n t 杜 邦
d u r i r o n 杜 里 龙
d u r i s c h 杜 里 希
d u r r a n t 达 兰 特
d u r r o w 达 罗
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d u v a l l 杜 瓦 尔
d u w a r d 杜 沃 德
d w o r n i k 德 沃 尼 克
d w y e r 德 怀 尔
d y a s 戴 斯
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d y e r 戴 尔
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d y m o n d 戴 蒙 德
d y n e l e y 戴 恩 利
e a d i e 伊 迪
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e l h a n a n 埃 尔 赫 南
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e l i h u 伊 莱 休
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e l l 埃 尔
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e l l s b e r g 埃 尔 斯 伯 格
e l m 埃 尔 姆
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e l n o r 埃 尔 诺
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e l s o n 埃 尔 森
e l v i r a 埃 尔 韦 拉
e l w a i n 埃 尔 韦 恩
e l w e s 埃 尔 威 斯
e m b l e y 恩 布 利
e m e l i n 埃 米 林
e m e t t 埃 梅 特
e m l i n 埃 姆 林
e n d e c o t t 恩 迪 科 特
e n e l l y 埃 内 利
e n e m a r k 埃 尼 马 克
e n g e l s 恩 格 斯
e n g e r t 恩 格 特
e n g l a d e 恩 格 莱 德
e n g l e h a r t 恩 格 尔 哈 特
e n g o r o n 恩 戈 龙
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e p h l i n 埃 夫 林
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e r a z i m 伊 拉 齐 姆
e r d a h l 厄 达 尔
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e r n e 厄 恩
e r n s t 厄 恩 斯 特
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e r v i n e 欧 文
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e s s e r t 埃 瑟 特
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e s t e b a n 埃 斯 特 班
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e t h a n 伊 桑
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e t t i n 埃 廷
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e u r a l i a 尤 雷 利 娅
e u r e t t a 尤 蕾 塔
e v a n b e c k 伊 万 贝 克
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e v e r y 埃 夫 里
e v o y 伊 沃 伊
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e w i n g 尤 因
e x o n 埃 克 森
e y s t e r 艾 斯 特
f a g e r b u r g 费 格 伯 格
f a g l e y 法 格 利
f a h r n e y 法 尔 尼
f a i r e s 费 尔 斯
f a i r f i e l d 费 尔 菲 尔 德
f a i r h o l t 费 尔 霍 尔 特
f a i r l a m b 费 尔 兰
f a i r m o n t 费 尔 蒙 特
f a l c o 法 尔 科
f a l k i e 福 尔 基
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f a l l a w 福 洛
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f a r m e r 法 默
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f a r s o n 法 森
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f a s t i n e 福 斯 廷
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f a u s s e t t 福 塞 特
f a u v e t 福 维 特
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f a v r o t 法 夫 罗
f a w e l l 法 韦 尔
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f e a r e y 费 尔 里
f e a r i n g 费 林
f e a t h e r s t o n e 费 瑟 斯 通
f e i g e n b a u m 费 根 鲍 姆
f e i g h a n 费 汉
f e i k e r 费 克 尔
f e i n e r 费 纳
f e l d 费 尔 德
f e l d b u s h 费 尔 德 布 什
f e l d t 费 尔 特
f e l l m a n 费 尔 曼
f e l l t h a m 费 尔 萨 姆
f e n d t 芬 特
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f e n n e l e 芬 内 尔
f e n n o l l o s a 芬 诺 洛 萨
f e r d i n a n d o 费 迪 南 多
f e r e n b a u g h 费 伦 伯
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f e r m i 费 米
f e r n l e y 费 恩 利
f e r n o s 弗 诺 斯
f e r r a r a 费 拉 拉
f e r r a r o 费 拉 罗
f e r r e r o 费 雷 罗
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f e r r i s 费 里 斯
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f e t c h i k 费 奇 克
f e t t i p l a c e 费 蒂 普 莱 斯
f e t z e r 费 策 尔
f e w 菲 尤
f i a c r e 菲 亚 克
f i a l 法 耶 尔
f i d d e s 菲 德 斯
f i d e l i a 菲 德 利 娅
f i n a 菲 纳
f i n e m a n 法 恩 曼
f i n k l e s t e i n 芬 克 尔 斯 坦
f i n n e r 芬 纳
f i o r e 菲 奥 里
f i r e h o c k 法 尔 霍 克
f i s c h e l i s 菲 谢 利 斯
f i s h b e i n 菲 什 拜 因
f i s h e l 菲 谢 尔
f i s h l o w 菲 什 洛
f i s t 菲 斯 特
f i t t o n 菲 顿
f i t z c h a r e n c e 菲 茨 克 拉 伦 斯
f i t z g i b b o n 菲 茨 吉 本
f i t z h a r r i s 菲 茨 哈 里 斯
f l a m s t e e d 弗 拉 姆 斯 蒂 德
f l a t l e y 弗 拉 特 利
f l a t t 弗 拉 特
f l a t t l e y 弗 拉 特 利
f l e i g 弗 莱 格
f l e m m i n g 弗 莱 明
f l e r s h e m 弗 勒 谢 姆
f l i c k i n g e r 弗 利 金 杰
f l i t t i e 弗 利 蒂
f l o r a 弗 洛 拉
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f o r e m a n 福 尔 曼
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f o r k e r 福 克
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f o r r e s t a l 福 里 斯 特 尔
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f o u s t 福 斯 特
f r a m e 弗 雷 姆
f r a n c 弗 兰 克
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f r e d a 弗 雷 达
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f r e d e n 弗 雷 登
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f r i d i n 弗 里 丁
f r i e d e r s d o r f 弗 里 德 斯 多 夫
f r i e s k e 弗 里 斯 克
f r i s b y 弗 里 斯 比
f r o e h l i n g e r 弗 罗 林 格
f r o g n a l 弗 罗 格 纳 尔
f r o s t 弗 罗 斯 特
f r o y 弗 罗 伊
f r y e 弗 赖 伊
f u g a r o 富 加 罗
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f u l l e r 富 勒
f u r b r i n g e r 弗 布 林 格
f u r i g a 富 里 加
f u r k a 弗 卡
f u s f e l d 富 斯 菲 尔 德
f y k e 法 伊 克
g a b b a y 加 贝
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g a l e s 盖 尔 斯
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g a l l i e n n e 加 利 纳
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g a m m o n 甘 蒙
g a m m o n s 甘 蒙 斯
g a n d e r s 甘 德 斯
g a n g a 甘 加
g a n t e n b e i n 甘 滕 宾
g a r a n d 加 伦 德
g a r b a r i n i 加 巴 里 尼
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g a r e n 加 伦
g a r e t h 加 雷 斯
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g a r m e m t 加 门 特
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g a r r a g h y 加 拉 希
g a r r i c k 加 里 克
g a r r i o t t 加 里 奥 特
g a r v a g h 加 瓦
g a r w i n 加 温
g a s c h 加 斯
g a s k i l l 加 斯 基 尔
g a s p a r d 加 斯 帕 德
g a s s 加 斯
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g a u e r 高 尔
g a u g e r 高 杰
g a u l t 高 尔 特
g a u v i n 高 文
g a v a z z i 加 瓦 齐
g a z z a n i g a 加 扎 尼 加
g e a c h 吉 奇
g e a k e 吉 克
g e a t i n g 吉 廷
g e e r l i n g s 吉 林 斯
g e h e e 吉
g e h r i g 格 里 克
g e h r m a n n 格 尔 曼
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g i t t 吉 特
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i n c r e a s e 英 克 里 斯
i n e r n e y 伊 纳 尼
i n g e n h u t t 英 根 赫 特
i n g l e b y 英 格 尔 比
i n g r a m 英 格 拉 姆
i n g r i d 英 格 里 德
i n s c o 英 斯 科
i n v e r f o r t h 英 弗 福 斯
i o s u e 约 休
i r i s 艾 里 斯
i r o n 艾 恩
i r y 艾 里
i s a b e l l a 伊 莎 贝 拉
i s a c s o n 艾 萨 克 森
i s h w e r 伊 什 沃
i s l e r 艾 斯 勒
i s o l d e 伊 索 尔 德
i u d i c e l l o 尤 迪 塞 洛
i v a h 艾 瓦
j a c k e y 杰 基
j a c k m a n 杰 克 曼
j a e g e r 耶 格
j a f f r a y 甲 弗 雷
j a i l 杰 尔
j a i v i n 甲 温
j a k o b s o n 雅 各 布 森
j a n i s s e 甲 尼 西
j a n n e y 詹 尼
j a n n o t t a 詹 诺 塔
j a n s k y 詹 斯 基
j a r e d 甲 里 德
j a s p e r 甲 斯 珀
j a s p e r s 甲 斯 珀 斯
j a s t r o w 甲 斯 特 罗
j a s z i 甲 西
j a y n e s 杰 恩 斯
j e a f f r e s o n 杰 斐 逊
j e f f e r y s 杰 弗 里 斯
j e f f r a w 杰 弗 劳
j e f f r e s s 杰 夫 里 斯
j e n n e j a h n 耶 内 亚 恩
j e n n i e 珍 妮
j e r m y n 杰 明
j e r n a g i n 杰 纳 金
j e s s u p 杰 瑟 普
j i d d 吉 德
j i m i n y 吉 米 尼
j i n n y 吉 尼
j o a s 乔 阿 斯
j o e 乔
j o e c k e l 乔 克 尔
j o e r g e r 乔 尔 格
j o h n 约 翰
j o n 乔 恩
j o p l i n g 乔 普 林
j o r y 乔 里
j o s e y 乔 西
j o s i a h 乔 赛 亚
j o s k e 乔 斯 克
j o s p h s 约 瑟 夫 斯
j o s t e n 乔 斯 滕
j o y n s o n 乔 因 森
j u b a l 朱 巴 尔
j u l i e t 朱 丽 叶
j u m p e r 詹 珀
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k a h l e r t 卡 勒 特
k a i s e r 凯 泽
k a l a r i s 卡 拉 里 斯
k a l i c k i 卡 利 基
k a l i j a r v i 卡 利 甲 维
k a l i l 卡 利 尔
k a m i n s k y 卡 明 斯 基
k a m i n s t e i n 卡 明 斯 坦
k a m l e t 卡 姆 利 特
k a m p h o e f n e r 坎 普 赫 夫 纳
k a n t e r 坎 特
k a n t o r 坎 特
k a p e n s t i e n 卡 彭 斯 坦
k a p f e r 卡 普 弗
k a p u l a 卡 普 拉
k a r a g e a n n e s 卡 拉 金 斯
k a r i g 凯 里 格
k a r k a s h i a n 卡 尔 卡 希 安
k a r n e s s 卡 尼 斯
k a r r e r 卡 勒
k a r s h l a k e 卡 斯 莱 克
k a s p a r i a n 卡 斯 帕 里 安
k a s s a l o w 卡 萨 洛
k a t i e 凯 蒂
k a t t e r 凯 特
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k a z e r 卡 泽
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k e a n e y 基 尼
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k e e s l i n g 基 斯 林
k e e v e 基 夫
k e g a n 基 根
k e g l e r 凯 格 勒
k e i f e r 凯 弗
k e i g w i n 凯 格 温
k e i r n 基 恩
k e i s l e r 基 斯 勒
k e i t t 基 特
k e l d a y 凯 尔 迪
k e l l a r 凯 勒
k e l l e m s 凯 勒 姆 斯
k e l l e n b e r g e r 凯 伦 伯 格
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k e l l s 凯 尔 斯
k e l v i e 凯 尔 维
k e m b l e 肯 布 尔
k e n d r o w 肯 德 罗
k e n n a n 凯 南
k e n n e r 肯 纳
k e n n e t 肯 尼 特
k e n o p e n s k y 克 诺 彭 斯 基
k e n t i s h 肯 蒂 什
k e n z i e 肯 齐
k e o g h 基 奥
k e r m a c k 克 马 克
k e r n e r 克 纳
k e r r y 克 里
k e r s c h n e r 克 斯 纳
k e r s t e n 克 斯 滕
k e s s o n 凯 森
k e s t e r m a n 凯 斯 特 曼
k e t c h e n 凯 琴
k e t o 凯 托
k e t t e n 凯 滕
k e y e s 凯 斯
k h a n n 卡 恩
k h e d o u r i 凯 杜 里
k i b b i n 基 宾
k i b b l e 基 布 尔
k i d w e l l 基 德 韦 尔
k i e h n 基 恩
k i e r a n 基 兰
k i e s e r 基 泽
k i e s s l i n g 基 斯 林
k i l b e r t 基 尔 伯 特
k i l b r i d e 基 尔 布 赖 德
k i l e y 基 利
k i l k e n n y 基 尔 肯 尼
k i m b e r l e y 金 伯 利
k i m m 基 姆
k i n a h a n 基 纳 汉
k i n d l e b e r g e r 金 德 尔 伯 格
k i n d n e s s 坎 德 尼 斯
k i n d t 金 特
k i n g o n 金 根
k i n n a r d 金 纳 德
k i n n e y 金 尼
k i n s l o w 金 斯 洛
k i p p i n g 基 平
k i r c h h i h a r r 柯 基 哈 尔
k i r k a l d y 柯 卡 尔 迪
k i r k e 柯 克
k i r s e 基 尔 塞
k i s h 基 什
k i s t i a k o w s k y 基 斯 塔 科 夫 斯 基
k i t c h e n e r 基 奇 纳
k i t t n e r 基 特 纳
k i z e r 凯 泽
k l a s h m a n 克 拉 什 曼
k l a u s s e n 克 劳 森
k l e i m a n 克 莱 曼
k l e i n 克 莱 因
k l e i n f e l d 克 莱 因 菲 尔 德
k l e i n h a n s 克 兰 汉 斯
k l e i n s c h m i d t 克 兰 斯 米 特
k l e i n s m i d 克 兰 斯 米 德
k l e i s t 克 莱 斯 特
k l e m 克 莱 姆
k l e x t o n 克 莱 克 斯 顿
k l i e g e r 克 利 格
k l i n 克 林
k l i n b e r g 克 林 伯 格
k l i n g e r 克 林 格
k l i n g h o f f e r 克 林 霍 弗
k l o c k 克 洛 克
k l o t t 克 洛 特
k l u w i n 克 卢 温
k n i f f e n 尼 芬
k n i p e 奈 普
k n o r r 诺 尔
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k n u t s o n 克 努 森
k o b 科 布
k o b e 科 比
k o e g e l 凯 格 尔
k o e p 凯 普
k o f e l 基 弗 尔
k o f f o m 基 芬
k o h l b e r g 科 尔 伯 格
k o h n s t a m m 科 恩 斯 塔 姆
k o l l m o r g e n 科 尔 摩 根
k o l o d n e y 克 洛 德 尼
k o p a l 科 帕 尔
k o p f 科 普 夫
k o r a n t 科 兰 特
k o r k o s 科 科 斯
k o r n s m e y e r 科 恩 斯 迈 耶
k o r o b k i n 科 罗 布 金
k o r r y 科 里
k o s h e t z 科 谢 茨
k o t i n 科 廷
k o t s c h n i n g 科 奇 尼 格
k o y l 科 伊 尔
k r a a t z 克 拉 茨
k r a f t h o f e r 克 拉 夫 特 霍 弗
k r a m p i t z 克 兰 皮 茨
k r a n n e r t 克 兰 纳 特
k r a s c h e l 克 拉 谢 尔
k r a s n e r 克 拉 斯 纳
k r a u s s 克 劳 斯
k r a v i t z 克 拉 维 茨
k r e c h e k 克 雷 奇 克
k r e e l 克 里 尔
k r e f e l d 克 雷 菲 尔 德
k r e i p k e 克 雷 普 基
k r e l l e n 克 雷 伦
k r e s g e 克 雷 斯 吉
k r i e g e r 克 里 格
k r o h 克 罗
k r o l l 克 罗 尔
k r o n 克 朗
k r o n h o l m 克 朗 霍 尔 姆
k r u l a k 克 鲁 拉 克
k r u l i t z 克 鲁 利 茨
k r u m 克 鲁 姆
k r u s e k o p f 克 鲁 泽 科 普 夫
k r y z a 克 里 扎
k u c i n c i h 库 钦 奇
k u g e l 库 格 尔
k u l o n g o s k i 库 隆 戈 斯 基
k u n 库 恩
k u n i n 库 宁
k u n t h 克 努 特
k u s s 库 斯
k y f f i n 凯 芬
k y l 凯 尔
k y s e r 凯 泽
l a b o u i s s e 拉 布 伊 斯
l a c a c o s 利 卡 科 斯
l a d 拉 德
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l a f a y e t t e 拉 斐 特
l a f r a m b o i s e 拉 弗 朗 布 瓦 兹
l a g a n 拉 根
l a g o m a r s i n o 拉 戈 马 西 诺
l a h n e 莱 恩
l a l l e y 拉 利
l a l o n e 拉 洛 恩
l a m b i e 兰 比
l a m b o o y 兰 布 伊
l a m b r i x 兰 布 里 克 斯
l a m m a n n a 拉 曼 纳
l a m p e 兰 普
l a m p t o n 兰 普 顿
l a n d i s 兰 迪 斯
l a n d o l t 兰 多 尔 特
l a n d t 兰 特
l a n g e n e c k e r t 兰 格 内 克 特
l a n g e r 兰 格
l a n g f e l d 兰 菲 尔 德
l a n g f i t t 兰 菲 特
l a n g s h a w 兰 肖
l a n h a m 拉 纳 姆
l a n s i n g 兰 辛
l a n s n e r 兰 斯 纳
l a n s t o n 兰 斯 顿
l a r f 拉 尔 夫
l a r k c o m 拉 科 姆
l a r k i n 拉 金
l a r o c c a 拉 罗 卡
l a s b y 拉 斯 比
l a s c a r a 拉 斯 卡 拉
l a s i n 拉 辛
l a s k e y 拉 斯 基
l a s t a y o 拉 斯 塔 约
l a s u r e 拉 热
l a t c h 拉 奇
l a t e s 拉 茨
l a t t y 拉 蒂
l a t v a l a 拉 特 瓦 拉
l a u d e r d a l e 劳 德 戴 尔
l a u n 劳 恩
l a u r a 劳 拉
l a u r i e s 劳 里 斯
l a u w e r y s 劳 韦 里 斯
l a v a l l e 拉 瓦 列
l a v e n t h o l 拉 文 索 尔
l a v e r d i e r e 拉 弗 迪 尔
l a w a l l 拉 沃 尔
l a w l o r 劳 勒
l a w r a n c e 劳 伦 斯
l a y h 莱
l a y s o n 莱 森
l a z a r u s 拉 扎 勒 斯
l e a k e 利 克
l e a n 利 恩
l e a p h a r t 利 普 哈 特
l e a r m o u t h 利 尔 毛 斯
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l e d e r 莱 德
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l e h a n d 莱 汉 德
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l e i e s 莱 斯
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l e i n s d o r f 莱 因 斯 多 夫
l e i s e n r i n g 莱 森 林
l e i t e r 莱 特
l e m l e t 莱 姆 利 特
l e m o v 莱 莫 夫
l e m p e r t 伦 珀 特
l e m u e l 莱 缪 尔
l e n 莱 恩
l e n a t 莱 纳 特
l e n d o n 伦 登
l e n e s s 莱 内 斯
l e n n 莱 恩
l e n t o n e n 伦 托 宁
l e n v e t t 伦 韦 特
l e o n t i 利 昂 蒂
l e s i n s k i 列 辛 斯 基
l e s o w i t z 莱 索 维 茨
l e s s e r 莱 塞
l e s s l i e 莱 斯 利
l e v e r i c h 莱 弗 里 奇
l e v i e 利 维
l e v i e n 莱 维 恩
l e v i e r o 莱 维 罗
l e v i n g e 莱 文 奇
l e w z e y 卢 齐
l e y b u r n 利 伯 恩
l e y d e n 莱 登
l i a m 利 亚 姆
l i b b e r 利 伯
l i b e r t h a l 利 伯 索 尔
l i b o n a t i 利 伯 纳 蒂
l i c c a r d i 利 卡 迪
l i c c i n i 利 奇 尼
l i c h t 利 希 特
l i e b e r t h a l 利 伯 索 尔
l i e b m a n 利 布 曼
l i e b o l t 利 伯 尔 特
l i e c h e n s t e i n 利 钦 斯 坦
l i e p m a n n 利 普 曼
l i e v r e 利 弗
l i g h t b o d y 莱 特 伯 迪
l i g h t w o o d 莱 特 伍 德
l i l b u r n e 利 尔 伯 恩
l i l l i a n 莉 莲
l i m b e r t 林 伯 特
l i n c h u c k 林 丘 克
l i n d h o r s t 林 霍 斯 特
l i n g l e 林 格 尔
l i n k e r 林 克 尔
l i n s a y 林 赛
l i n s c o t t 林 斯 科 特
l i n s l y 林 斯 利
l i n s t a d 林 斯 塔 德
l i n t e r n 林 特 恩
l i p t o n 利 普 顿
l i s a c o r e 利 萨 科 尔
l i s s a k e r s 利 萨 克 斯
l i s s e r 利 瑟
l i s t e r 利 斯 特
l i t t l e d a l e 利 特 代 尔
l i v e n g o o d 莱 文 古 德
l i v e r m a n 利 弗 曼
l i v e s a y 利 夫 赛
l l o y d 劳 埃 德
l o a m m i 洛 米
l o c k l e y 洛 克 利
l o c r a f t 洛 克 拉 夫 特
l o d w i c k 洛 德 威 克
l o e f e r 洛 弗
l o e s s e r 莱 塞
l o g h b o r o u g h 拉 夫 伯 勒
l o g s d o n 洛 格 斯 登
l o k e r 洛 克 尔
l o m a s o n 洛 马 森
l o n g a n 朗 根
l o n g c o p e 朗 科 普
l o n g e n e c k e r 朗 格 内 克
l o n g w o r t h 朗 沃 斯
l o n s b u r y 朗 斯 伯 里
l o o p e r 卢 珀
l o r e n t e 洛 伦 特
l o r e n t z e n 洛 伦 岑
l o r i s 洛 里 斯
l o r o c h 洛 罗 克
l o r r i n 洛 林
l o s s i n g 洛 辛
l o t s b e r g 洛 茨 伯 格
l o t u s 洛 特 斯
l o u g a n i s 洛 加 尼 斯
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l o w d o n 洛 登
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l o w e n s t e r n 洛 温 斯 特 恩
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l o w i s 洛 伊 斯
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l o y d e 劳 埃 德
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l u c c h i 卢 基
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l u c k n e r 勒 克 纳
l u d d y 勒 迪
l u e d k e 利 德 基
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l u t e s 卢 茨
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l y s l e 莱 尔
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l y t h o r n 利 索 恩
l y t t l e t o n 利 特 尔 顿
m a a s s e l 马 塞 尔
m a b b o t t 马 伯 特
m a c a l e v e y 麦 卡 尔 维
m a c b a i n e 麦 克 贝 恩
m a c b r i d e 麦 克 布 赖 德
m a c c a l m a n 麦 卡 尔 曼
m a c c l u n g 麦 克 朗
m a c d e r m o t 麦 克 德 莫 特
m a c d o u g a l 麦 克 杜 格 尔
m a c e a c h e n 麦 凯 琴
m a c g r a p h 麦 格 拉 夫
m a c g r e g o r 麦 格 雷 戈
m a c h e n 梅 琴
m a c h o l d 麦 克 霍 尔 德
m a c h t i n g e r 马 赫 廷 格
m a c k 麦 克
m a c k e a n 麦 基 恩
m a c k e n s e n 麦 肯 森
m a c k e s y 麦 克 西
m a c k i e r n a n 麦 基 尔 南
m a c k i l l o p 麦 基 洛 普
m a c k i n s o n 麦 金 森
m a c k y 麦 基
m a c l e n n a n 麦 克 伦 南
m a c m u r r a y 麦 克 默 里
m a c n a m e e 麦 克 纳 米
m a c n e e 麦 克 尼
m a c q u a r i e 麦 夸 里
m a c q u i d d y 麦 奎 迪
m a c r e y n o l d s 麦 克 雷 诺 兹
m a d a v a 马 达 瓦
m a d i l l 马 迪 尔
m a e v i s 梅 维 斯
m a g a r y 马 格 里
m a g g i e 玛 吉
m a g g y 玛 吉
m a g n a 马 格 纳
m a g n e r 马 格 纳
m a g u i n n e s s 马 金 尼 斯
m a h i n 马 欣
m a h o n 马 洪
m a h o n y 马 奥 尼
m a h r 马 尔
m a i z e l s 梅 泽 尔 斯
m a j o r i b a n k s 梅 杰 里 班 克 斯
m a k e n s 梅 肯 斯
m a k t o s 马 克 托 斯
m a l c h o w 马 尔 乔
m a l e t z 马 莱 茨
m a l k i e 马 尔 基
m a l k i n 马 尔 金
m a l l e t t 马 利 特
m a l l i n s o n 马 林 森
m a l l o w a n 马 洛 温
m a l m i 马 尔 米
m a l o n i 马 洛 尼
m a l o y 马 洛 伊
m a l t b y 莫 尔 特 比
m a m o u l i a n 马 穆 利 安
m a n a w a y 马 纳 韦
m a n b e y 曼 比
m a n c a l l 曼 考 尔
m a n d e l 曼 德 尔
m a n d l e b e r g 曼 德 尔 伯 格
m a n d l e r 曼 德 勒
m a n e s 马 内 斯
m a n h a t t a n 曼 哈 顿
m a n i t s a s 马 尼 萨 斯
m a n n i n g 曼 宁
m a n r i n g 曼 林
m a n r y 曼 里
m a n v e l l 曼 维 尔
m a n w a r i n g 曼 纳 林
m a n z o l i 曼 佐 利
m a r a i s 马 雷
m a r a y 马 雷
m a r b a d 马 巴 德
m a r c e y 马 西
m a r c h e t t i 马 凯 蒂
m a r c k s 马 克 斯
m a r c o t t e 马 科 特
m a r c u m 马 库 姆
m a r d i a n 马 迪 安
m a r e l l a 马 雷 拉
m a r g e s o n 马 杰 森
m a r i e n t h a l 马 林 塔 尔
m a r i e t t a 玛 丽 埃 塔
m a r i m o n t 马 里 蒙 特
m a r i n 马 林
m a r i t a i n 马 里 顿
m a r i x 马 里 克 斯
m a r k e l 马 克 尔
m a r k w a r d 马 克 沃 德
m a r l i n 马 林
m a r o n i 马 罗 尼
m a r p l e s 马 普 尔 斯
m a r r i m a n 马 里 曼
m a r r i s 马 里 斯
m a r r s 马 尔 斯
m a r s h b u r n 马 什 本
m a r s t e l l e r 马 斯 特 勒
m a r t e n 马 滕
m a r t i n e z 马 丁 内 斯
m a r t s 马 茨
m a r t u g e 马 图 格
m a r t y r 马 特
m a r v e l 马 弗 尔
m a s s a r 马 萨 尔
m a t e i k o 马 太 科
m a t h i s 马 西 斯
m a t h u r 马 瑟
m a t t i l l 马 蒂 尔
m a t t i n g l y 马 丁 利
m a t t s o n 马 特 森
m a u d s l a y 莫 兹 利
m a u e r 莫 尔
m a u r 莫 尔
m a w 莫
m a x e y 马 克 西
m a x i m 马 克 西 姆
m a x i m i l l i a n 马 克 西 米 利 安
m a x i n e 马 克 辛
m a x w e l l 马 克 斯 韦 尔
m a y b a n k 梅 班 克
m a y e r s o n 迈 耶 森
m a y l e t t 梅 利 特
m a y l o n 梅 伦
m a y o w 梅 奥
m a z e w s k i 马 泽 夫 斯 基
m a z u r e 梅 热
m c a l v a n y 麦 卡 尔 瓦 尼
m c a n d l e s s 麦 坎 德 利 斯
m c a t e e r 麦 卡 蒂 尔
m c a u l a y 麦 考 利
m c a v i t y 麦 卡 维 蒂
m c c a f f e r t y 麦 卡 弗 蒂
m c c a h i l l 麦 卡 希 尔
m c c a v i t t 麦 卡 维 特
m c c l e a n 麦 克 林
m c c l e n o n 麦 克 莱 侬
m c c l u s k y 麦 克 拉 斯 基
m c c l y m o n d s 麦 克 利 蒙 兹
m c c o l l u m 麦 科 勒 姆
m c c o m b s 麦 库 姆 斯
m c c o n n e y 麦 康 尼
m c c o r k l e 麦 科 克 尔
m c c o s h 麦 科 什
m c c o w e n 麦 考 恩
m c c u b b i n 麦 卡 宾
m c c u r d y 麦 柯 迪
m c d o n a u g h 麦 克 多 诺
m c g a h a n 麦 加 恩
m c g a r r 麦 加 尔
m c g i l l y c u d d y 麦 吉 利 卡 迪
m c g i v n e y 麦 吉 夫 尼
m c g r e e r 麦 格 里 尔
m c h a r g 麦 克 格
m c h u g h 麦 克 休
m c i l r o y 麦 基 尔 罗 伊
m c i n d o e 麦 金 杜
m c k a i g 麦 凯 格
m c k e a g 麦 基 格
m c k e o n 麦 基 翁
m c k e r r o n 麦 克 伦
m c k i b b i n 麦 基 宾
m c k i e 麦 凯
m c k i m 麦 金
m c k n e w 麦 克 纽
m c k o w n 麦 科 恩
m c k u s i c k 麦 库 西 克
m c l a u g h r y 麦 克 拉 夫 里
m c l a u r i n 麦 克 劳 林
m c l e n n a n 麦 克 伦 南
m c l e o d 麦 克 劳 德
m c m u l l i n 麦 克 马 林
m c n a s h 麦 克 纳 什
m c n e e l y 麦 克 尼 利
m c p h e e t e r s 麦 克 菲 特 斯
m c q u a d e 麦 奎 德
m c q u i l k i n 麦 奎 尔 金
m c q u i l l a n 麦 奎 兰
m c q u i s t o n 麦 奎 斯 顿
m c r o b e r t 麦 克 罗 伯 特
m c r u e r 麦 克 鲁 尔
m c s w e e n t y 麦 克 斯 威 尼
m c t i e r n a n 麦 克 蒂 尔 南
m c w h a e 麦 克 惠
m c w h i n n i e 麦 克 温 尼
m e a 米 亚
m e a n w e l l 米 恩 韦 尔
m e a n y 米 尼
m e a r t i 米 尔 蒂
m e c h i n 米 琴
m e c l e a r y 梅 克 利 里
m e d a w a r 梅 达 沃
m e d e a r i s 米 迪 里 斯
m e d s k e r 梅 兹 克
m e e 米
m e e s o n 米 森
m e g o w e n 梅 戈 温
m e i g s 梅 格 斯
m e i s e l m a n 迈 泽 尔 曼
m e l a n c t o n 梅 兰 克 顿
m e l a n d e r 梅 兰 德
m e l c h i o r 梅 尔 基 奥 尔
m e l e 米 尔
m e l i c k 梅 利 克
m e l i n d a 梅 林 达
m e l i u s 米 柳 斯
m e l l 梅 尔
m e l l b y 梅 尔 比
m e l l o r s 梅 勒 斯
m e l l y 梅 利
m e l o a n 梅 洛 恩
m e n d e l s s o h n 门 德 尔 松
m e n e t r e y 梅 尼 特 里
m e n i s 梅 尼 斯
m e n z l e r 门 兹 勒
m e r 梅
m e r e r 梅 勒
m e r i v a l e 梅 里 韦 尔
m e r k 默 克
m e r r e l 梅 里 尔
m e r v i n 默 文
m e r z 默 茨
m e s e l s o n 梅 塞 尔 森
m e s s i c k 梅 西 克
m e s s i n g 梅 辛
m e s t a 梅 斯 塔
m e t f e s s e l 梅 特 弗 塞 尔
m e y e r s 迈 耶 斯
m i c h a e l s 迈 克 尔 斯
m i c k e y 米 基
m i d k i f f 米 德 基 夫
m i e s s n e r 米 斯 纳
m i e s t e r 米 斯 特
m i e v i l l e 米 维 尔
m i h a r t 米 哈 特
m i l a n 米 兰
m i l b a n k e 米 尔 班 克
m i l l b o u r n 米 尔 本
m i l l h a m 米 勒 姆
m i l l i k a n 米 利 肯
m i l l o n z i 米 隆 齐
m i l l s o p 米 尔 索 普
m i l l s t e i n 米 尔 斯 坦
m i l l y 米 利
m i l t 米 尔 特
m i l w a r d 米 尔 沃 德
m i m n o 明 诺
m i n n i c h 明 尼 克
m i n s h a l l 明 歇 尔
m i n t y 明 蒂
m i r a n d a 米 兰 达
m i r e n g o f f 米 伦 戈 夫
m i r o n 迈 伦
m i s a 米 萨
m i s c a m p b e l l 米 斯 坎 贝 尔
m i s c h 米 斯
m i s e y 米 西
m i s r a 米 斯 拉
m i s s e n 米 森
m i s s y 米 西
m i t c h e s o n 米 切 森
m i t m a n 米 特 曼
m l a d e k 姆 拉 德 克
m o c o n o r 莫 科 诺
m o e l l e r 莫 勒
m o e r s c h 莫 希
m o f f a t t 莫 法 特
m o h l m a n 莫 尔 曼
m o h s 莫 斯
m o l e 莫 尔
m o l i t o r 莫 利 托
m o l l i c a 莫 利 卡
m o l l i e r 莫 利 尔
m o l w y n 莫 尔 温
m o n b o d o 蒙 伯 多
m o n c r i e f f 蒙 克 里 夫
m o n c r i e f f e 蒙 克 里 夫
m o n c u r e 蒙 丘 尔
m o n d e l l o 蒙 德 洛
m o n j o 蒙 乔
m o n k h o u s e 蒙 克 豪 斯
m o n s a r r a t 蒙 萨 拉 特
m o n t a c u t e 蒙 塔 丘 特
m o n t a l b a n 蒙 塔 尔 班
m o n t a n a 蒙 塔 纳
m o n t e l l i e r 蒙 特 利 尔
m o o r e h e a d 穆 尔 黑 德
m o r d a n t 莫 登 特
m o r e y 莫 里
m o r g e n t h a u 摩 根 索
m o r i t t 莫 里 特
m o r k o v s k y 莫 科 夫 斯 基
m o r l e y 莫 利
m o r o n y 莫 罗 尼
m o r r o n 莫 伦
m o r s c h 莫 什
m o s s b e r g 莫 斯 伯 格
m o t l e y 莫 特 利
m o t o n 莫 顿
m o t t l 莫 特 尔
m o u i s h 穆 伊 什
m o u l d e r 莫 尔 德
m o u l e 莫 尔
m o u n t b a t t e n 蒙 巴 顿
m o w e r 莫 厄 尔
m o y n i h a n 莫 伊 尼 汉
m u g g e 马 格
m u l c a s t e r 马 尔 卡 斯 特
m u l d o o n 马 尔 登
m u l h e r i n 马 尔 赫 林
m u l l a n 马 伦
m u l l e n e u x 马 利 诺
m u l l e r 马 勒
m u l r o y 马 尔 罗 伊
m u l v a n e y 马 尔 瓦 尼
m u m m a r t 穆 马 特
m u n b y 芒 比
m u n z 芒 兹
m u r a k a m i 穆 拉 卡 米
m u r c h 默 奇
m u r i e l 缪 里 尔
m u r r a r y 穆 拉 里
m u r r i l l 默 里 尔
m u r t h a 默 撒
m u r t r i e 默 特 里
m u s c a t i n e 马 斯 卡 廷
m u s c h a m p 马 斯 卡 姆
m u t c h 马 奇
m u t r i d g e 马 特 里 奇
m u y b r i d g e 迈 布 里 奇
m y a n t 迈 恩 特
m y a t t 米 亚 特
m y c r o f t 米 克 罗 夫 特
m y d l a n d 米 德 兰
m y l r e a 米 尔 雷
m y r i a n 迈 里 安
m y r t i l l a 默 蒂 拉
n a b b e s 纳 布 斯
n a b o u r s 内 伯 斯
n a g e l v o o r t 内 格 尔 伍 特
n a i s b i t t 奈 斯 比 特
n a j a r i a n 纳 甲 里 安
n a l e r 内 勒
n a l l 诺 尔
n a n c e 南 斯
n a p o l i e l l o 纳 波 列 洛
n a t r e l l a 纳 特 雷 拉
n a t t r a s s 纳 特 拉 斯
n a u m o f f 瑙 莫 夫
n e a m e 尼 姆
n e a s e 尼 斯
n e d z i 尼 齐
n e e d y 尼 迪
n e e l d 尼 尔 德
n e e s 尼 斯
n e e v e 尼 夫
n e f 内 夫
n e i l 尼 尔
n e i l e y 尼 利
n e m e r e v e r 尼 姆 里 弗
n e r i n 尼 林
n e s b i t t 内 斯 比 特
n e s s e r 内 瑟
n e s u k a i t i s 内 苏 凯 蒂 斯
n e t h e r c u t 内 瑟 克 特
n e t s c h 内 奇
n e u 诺 伊
n e u f e l d 诺 伊 菲 尔 德
n e u p e r t 纽 珀 特
n e v a s 内 瓦 斯
n e v i l e 内 维 尔
n e v i l l e 内 维 尔
n e w b i g g i n g 纽 比 金
n e w b o l d 纽 伯 尔 德
n e w b r y 纽 布 里
n e w i t t 纽 伊 特
n e w l i n 纽 林
n e w l i n g 纽 林
n e w m a r c h 纽 马 奇
n e w t 纽 特
n e y m a n n 内 曼
n i b l s 尼 布 尔 斯
n i c o d e m u s 尼 科 迪 默 斯
n i e h e n k e 尼 亨 克
n i e l s o n 尼 尔 森
n i e r e n b e r g 尼 伦 伯 格
n i e s e w a n d 尼 斯 旺 德
n i e v e s 尼 夫 斯
n i f f 尼 夫
n i k a s 尼 卡 斯
n i k k e l 尼 克 尔
n i o n 尼 恩
n i q u e t t e 尼 克 特
n i s b e t 尼 斯 比 特
n o b l e 诺 布 尔
n o b l e s 诺 布 尔 斯
n o g g l e 诺 格 尔
n o l i n 诺 林
n o l l a 诺 拉
n o o n e r 努 纳
n o r b e r g 诺 伯 格
n o r b u r y 诺 伯 里
n o r c r o s s 诺 克 罗 斯
n o r d e n s o n 诺 登 森
n o r d i c a 诺 迪 卡
n o r e l l 诺 雷 尔
n o r m a n b y 诺 曼 比
n o r m a n d y 诺 曼 底
n o r s w o r t h y 诺 斯 沃 西
n o r t h c o t e 诺 斯 科 特
n o r t h u p 诺 瑟 普
n o r t o n 诺 顿
n o t h s t e i n 诺 斯 坦
n o t t e r 诺 特
n o v i c k 诺 维 克
n o w a k 诺 瓦 克
n o w l a n d 诺 兰
n u c k l e s 纳 克 尔 斯
n u n l i s t 侬 利 斯 特
n y b u r g 纽 伯 格
o a k 奥 克
o a k l e y 奥 克 利
o b e r f e l l 奥 伯 费 尔
o b e r l y 奥 伯 利
o b e y 奥 贝
o c o r a i l l 奥 科 雷 尔
o c t a v i u s 奥 克 塔 维 厄 斯
o c u r r y 奥 柯 里
o d e l l 奥 德 尔
o d o h e r t y 奥 多 尔 蒂
o d o n o g h u e 奥 多 诺 休
o d r i s c o l l 奥 德 里 斯 科 尔
o e l m a n 奥 尔 曼
o e t t i n g e r 奥 廷 格
o f f u t 奥 法 特
o f l a h e r t y 奥 弗 莱 厄 蒂
o f s t i e 奥 夫 斯 蒂
o g l e 奥 格 尔
o g m o r e 奥 格 莫 尔
o g r a h a m 奥 格 雷 厄 姆
o k e e f f e 奥 基 夫
o k e n 奥 肯
o k s e n b e r g 奥 克 森 伯 格
o l a n d 奥 兰
o l c o t t 奥 尔 科 特
o l d c a s t l e 奥 尔 德 卡 斯 尔
o l d e n b e r g 奥 尔 登 伯 格
o l d r o y d 奥 尔 德 罗 伊 德
o l d s t y l e 奥 尔 德 斯 太 尔
o l e c k 奥 利 克
o l i n 奥 林
o l i p h a n t 奥 利 芬 特
o l i v a r e z 奥 利 瓦 雷 斯
o l i v e 奥 利 夫
o l i v e r 奥 利 弗
o l i v o 奥 利 沃
o l o g h l e n 奥 洛 克 伦
o n d a k 翁 达 克
o n e i l l 奥 尼 尔
o n s a g e r 翁 萨 格
o p t i c 奥 普 蒂 克
o r c u t t 奥 克 特
o r d e 奥 德
o r e 奥 尔
o r e n t 奥 伦 特
o r g a n 奥 根
o r i n d a 奥 林 达
o r i s o n 奥 里 森
o r l e y 奥 利
o r l o f f 奥 洛 夫
o r s b o r n 奥 斯 本
o r s i n i 奥 西 尼
o r t i z 奥 尔 蒂 斯
o r t m a n 奥 特 曼
o s b o r n e 奥 斯 本
o s b o u r n e 奥 斯 本
o s e r 奥 泽
o s m a n 奥 斯 曼
o s o l i n 奥 索 林
o s t e n d o r f 奥 斯 滕 多 夫
o s t r a n d e r 奥 斯 特 兰 德
o s t r o m 奥 斯 特 罗 姆
o t t m a n n 奥 特 曼
o t t w e l l 奥 特 韦 尔
o v e r l a n d 奥 弗 兰
o w e r 奥 厄
o x b o r r o w 奥 克 斯 伯 罗
o x e n b e r g 奥 克 森 伯 格
o x n e r 奥 克 斯 纳
o y l o e 奥 伊 洛
p a g n o t t a 帕 尼 奥 塔
p a i s l e y 佩 斯 利
p a j a k o w s k i 帕 亚 科 夫 斯 基
p a l l a d i n o 帕 拉 迪 诺
p a l m q u i s t 帕 姆 奎 斯 特
p a n e l 帕 内 尔
p a n e t t a 帕 内 塔
p a n n a l l 潘 纳 尔
p a n n e l l 潘 内 尔
p a n n e t t 潘 尼 特
p a n t e r 潘 特
p a o l i 保 利
p a p a l e 帕 普 利
p a r a r a s 帕 拉 拉 斯
p a r a t i n o 佩 拉 蒂 诺
p a r k 帕 克
p a r k l e y 帕 克 利
p a r l o f f 帕 洛 夫
p a r r i s h 帕 里 什
p a r r y 帕 里
p a r t c h 帕 奇
p a r t r i d g e 帕 特 里 奇
p a r v u s 帕 武 斯
p a s c a 帕 斯 卡
p a s t o r 帕 斯 特
p a s t o r e 帕 斯 托
p a t c h e n 帕 琴
p a t e r n o s t e r 佩 特 诺 斯 特
p a t e y 佩 蒂
p a t r i a c h 佩 特 里 亚 克
p a t r i c k 帕 特 里 克
p a u k 波 克
p a u k e n 波 肯
p a u l e 葆 拉
p a u l e t 波 利 特
p a u l i n g 波 林
p a u l i s o n 保 利 森
p a u n e r 波 纳
p a u s e w a n g 波 斯 旺
p a w s o n 波 森
p a y e f f 帕 耶 夫
p e a k 皮 克
p e a r c e 皮 尔 斯
p e a r i s t i n e 皮 里 斯 坦
p e e l e r 皮 勒
p e e t 皮 特
p e g r u m 佩 格 勒 姆
p e l a t i a h 佩 拉 太 亚
p e l l i n i 佩 利 尼
p e l z m a n 佩 尔 兹 曼
p e m b e r 彭 伯
p e n h a l l o w 彭 哈 洛
p e n n e f a t h e r 彭 尼 法 瑟
p e n n e r 彭 纳
p e n n e y 彭 尼
p e n n w a l t 佩 恩 沃 尔 特
p e n s t o n 彭 斯 顿
p e p p e r 佩 珀
p e r c i v a l 珀 西 瓦 尔
p e r l m a n 珀 尔 曼
p e r n a l l 珀 纳 尔
p e r p i c h 珀 皮 奇
p e r r e t t 佩 雷 特
p e r r o n e t 佩 罗 内 特
p e r r y m a n 佩 里 曼
p e r t 珀 特
p e t e r b o r o u g h 彼 得 伯 勒
p e t i g r u 佩 蒂 格 鲁
p e t r o w i t z 彼 得 罗 维 茨
p e t t i j o h n 佩 蒂 约 翰
p e w 皮 尤
p e y r e 佩 尔
p h a r c e l l u s 法 塞 勒 斯
p h e a r 菲 尔
p h i l l i p s 菲 利 普 斯
p h o e b u s 菲 伯 斯
p h y s i c k 菲 齐 克
p h y t h i a n 菲 西 安
p i c c a r d 皮 卡 德
p i d s l e y 皮 兹 利
p i e r p o i n t 皮 尔 波 因 特
p i g g o t 皮 戈 特
p i k u s 皮 库 斯
p i l l a r 皮 勒
p i l l o w 皮 洛
p i m 皮 姆
p i n e 派 因
p i p p e t t 皮 佩 特
p i s k o 皮 斯 科
p i t r o l o 皮 特 罗 洛
p i u s 派 厄 斯
p i z i n g e r 皮 斤 格
p i z z a n o 皮 扎 诺
p l a m e l l a 普 拉 梅 拉
p l a n t 普 兰 特
p l a s s 普 拉 斯
p l a t z 普 拉 茨
p l e a s a n t s 普 莱 曾 茨
p l e i s s n e r 普 莱 斯 纳
p l e s s e r 普 莱 泽
p l o e s e r 普 莱 泽
p l o t k i n 普 洛 特 金
p l u g g e 普 拉 奇
p l u m e r 普 卢 默
p o c h m a n n 波 奇 曼
p o d b e r e s k y 波 德 贝 雷 斯 基
p o l e t t i 波 莱 蒂
p o l i s 波 利 斯
p o l l e n 波 伦
p o l l o c k 波 洛 克
p o m p a 庞 帕
p o m p e r 庞 珀
p o n c e t 庞 萨 特
p o n d e r 庞 德
p o n s f o r d 庞 斯 福 德
p o p e n o e 波 普 诺
p o r t e l a 波 特 拉
p o r t m a n 波 特 曼
p o r t s m o u t h 波 次 毛 斯
p o s e n 波 森
p o s s o n y 波 索 尼
p o t e a t 波 蒂 特
p o t t 波 特
p o t t s 波 茨
p o t z e r 波 策
p o u d r e 波 德 尔
p o u n d 庞 德
p o v a h 波 瓦
p o w n a l l 波 纳 尔
p r a g n e l l 普 拉 格 内 尔
p r a t h e r 普 拉 瑟
p r e g e r s o n 普 雷 格 森
p r e s t o w i t z 普 雷 斯 托 维 茨
p r e t t y m a n 普 雷 蒂 曼
p r e u s 普 罗 伊 斯
p r e v o s t 普 雷 沃 斯 特
p r i a l 普 赖 尔
p r i d e 普 赖 德
p r i n z m e t a l 普 林 梅 特 尔
p r o b e r t 普 罗 伯 特
p r o f f i t 普 罗 菲 特
p r o k o s c h 普 罗 科 斯
p r o s s e r 普 罗 瑟
p r o t a s 普 罗 塔 斯
p r o u d f i t 普 劳 德 菲 特
p r o v a n 普 罗 文
p r u e t t e 普 鲁 厄 特
p r u s m a c k 普 鲁 斯 马 克
p u g h 皮 尤
p u l l e y 普 利
p u l l i n g e r 普 林 格
p u l t e n e y 普 尔 特 尼
p u n n e t t 庞 尼 特
p u r c e l l 珀 塞 尔
p u r d i e 珀 迪
p u r e f o y 普 里 福 伊
p u r p h y 珀 菲
p u r v i a n c e 珀 维 安 斯
p u r y 普 里
p u s c h e c k 普 谢 克
p u y 普 伊
p y e 派 伊
q u a m 夸 姆
q u a n t r i l l 匡 特 里 尔
q u a r l e s 夸 尔 斯
q u a r r e l l 夸 勒 尔
q u e v y 奎 维
q u i g 奎 格
q u i l l 奎 尔
q u i m b y 昆 比
q u i n b y 昆 比
q u i t 奎 特
r a b a u t 拉 伯
r a c k e m a n n 拉 基 曼
r a d f o r d 雷 德 福
r a d i n 雷 丁
r a d k a 拉 德 卡
r a d l e y 拉 德 利
r a d o w 拉 多
r a e s e 雷 斯
r a f f e n s p e r g e r 拉 芬 斯 珀 格
r a g l a n 拉 格 伦
r a i k e s 雷 克 斯
r a i l t o n 雷 尔 顿
r a i n e r 雷 纳
r a k i m 拉 基 姆
r a l f 拉 尔 夫
r a l l s 罗 尔 斯
r a m b a c h 兰 巴 赫
r a m b o 兰 伯
r a m e y 雷 米
r a m s d a l e 拉 姆 斯 代 尔
r a n d a 兰 达
r a n n e l l s 兰 内 尔 斯
r a p h a e l s o n 拉 斐 尔 森
r a p o p o r t 拉 波 波 特
r a p p a p o r t 拉 帕 波 特
r a p p s 拉 普 斯
r a r i d a n 拉 里 丹
r a s m u s 拉 斯 马 斯
r a s t a t t e r 拉 斯 太 特
r a s t e t t e r 拉 斯 太 特
r a t h e r 拉 瑟
r a t t e n b u r y 拉 滕 伯 里
r a u p e 劳 普
r a v e r a t 雷 夫 拉 特
r a y m o n d 雷 蒙 德
r a y n o r 雷 纳
r a y n s f o r d 雷 恩 斯 福 德
r e a g i n 雷 金
r e a g l e 雷 格 尔
r e a k e s 里 克 斯
r e a m o n 里 蒙
r e a m s 里 姆 斯
r e b e k a h 丽 贝 卡
r e b o z o 雷 伯 佐
r e c o 里 科
r e d d e f o r d 雷 德 福
r e d d e s 雷 德 斯
r e d d i e 雷 迪
r e d e c k e r 雷 德 克
r e d f o r d 雷 德 福
r e d i n 雷 德 林
r e d w a l d 雷 德 沃 尔 德
r e e b y 里 比
r e e d i c 里 迪
r e h w i n k l e 雷 温 克 尔
r e i c h h a r d 赖 克 哈 德
r e i f e l 赖 费 尔
r e i g h a r d 赖 格 哈 德
r e i g n e r 赖 格 尼 尔
r e i n e c k e t 赖 内 克 特
r e i n e r t 赖 纳 特
r e i n e s 莱 因 斯
r e i n h a r d 莱 因 哈 德
r e i s s i g 赖 西 格
r e i t e r 赖 特
r e m s b e r g 雷 姆 斯 伯 格
r e n d e l 伦 德 尔
r e n d l e s h a m 伦 德 尔 沙 姆
r e n f r o w 伦 弗 罗
r e n n a g e l 雷 纳 格 尔
r e n t o u l 伦 图 尔
r e p t o n 雷 普 顿
r e t e e 雷 蒂
r e t t i n g e r 雷 廷 杰
r e u t h e r 鲁 瑟
r e v e n t l o w 雷 文 特 洛
r e x f o r d 雷 克 斯 福 德
r e y e r 雷 耶
r e y n a l 雷 纳 尔
r e y n a r d s o n 雷 纳 森
r h a m s t i n e 雷 姆 斯 坦
r i c h l i n g 里 克 林
r i c k 里 克
r i c k e r l b y 里 克 比
r i c k m e r s 里 克 默 斯
r i c k s 里 克 斯
r i d e 赖 德
r i d e n o u r 赖 德 诺 尔
r i d e o u t t e 赖 道 特
r i e m e n s n i d e r 里 门 斯 奈 德
r i e s e l 里 塞 尔
r i g b y 里 格 比
r i n a r d 里 纳 德
r i n e r e t 赖 纳 勒 特
r i n g l a n d 林 兰
r i n g l e 林 格 尔
r i p s t o n 里 普 斯 顿
r i s k 里 斯 克
r i s l e y 里 斯 利
r i s t e r 里 斯 特
r i t z 里 茨
r i v e s 里 夫 斯
r i z e k 里 泽 克
r i z l e y 里 兹 利
r o b a r t s 罗 巴 茨
r o b e r t s o n 罗 伯 逊
r o b i c h e k 罗 比 切 克
r o b i n e t t 罗 比 内 特
r o b i n s 罗 宾 斯
r o b l e s 罗 布 尔 斯
r o b o r o u g h 罗 伯 勒
r o b s o n 罗 布 森
r o b y 罗 比
r o c k 罗 克
r o c k e r 罗 克
r o c k w o o d 罗 克 伍 德
r o d d i c k 罗 迪 克
r o d e l l 罗 德 尔
r o d e n 罗 登
r o d e n b e c k 罗 登 贝 克
r o d h a m 罗 德 姆
r o d m a n 罗 德 曼
r o d n e y 罗 德 尼
r o d r i g o 罗 德 里 戈
r o d w a y 罗 德 韦
r o e d e l 罗 德 尔
r o e l a n d 罗 兰
r o g i n 罗 金
r o g o v i n 罗 戈 文
r o h d e 罗 德
r o l l 罗 尔
r o l y a 罗 利 亚
r o m a n i s 罗 马 尼 斯
r o m a n o f f 罗 曼 诺 夫
r o m e 罗 姆
r o n a 罗 娜
r o o f 鲁 夫
r o o s 鲁 斯
r o o s e v e l t 罗 斯 福
r o p e s 罗 普 斯
r o p p 罗 普
r o p s h a w 罗 普 肖
r o r y 罗 里
r o s a 罗 莎
r o s a l 罗 萨 尔
r o s a l b a 罗 萨 尔 巴
r o s a l i n e 罗 莎 琳
r o s c o m m o n 罗 斯 康 芒
r o s e m a r i e 罗 斯 玛 丽
r o s e n b a c k 罗 森 巴 克
r o s e n t h a l 罗 林 塔 尔
r o s e t t i 罗 塞 蒂
r o s i n a 罗 西 娜
r o s m e r 罗 斯 默
r o s n e r 罗 斯 纳
r o s o f f 罗 索 夫
r o s s 罗 斯
r o s s e t t e r 罗 塞 特
r o s s k e e n 罗 斯 金
r o s s m o r e 罗 斯 莫 尔
r o u s 劳 斯
r o u t l e y 劳 特 利
r o w b o t h a m 罗 伯 特 姆
r o w e n 罗 恩
r o w e n a 罗 伊 纳
r o w l a n d s o n 罗 兰 森
r o x b u r g h 罗 克 斯 伯 勒
r o x b y 罗 克 斯 比
r o y a l e 罗 亚 尔
r o y d e 罗 伊 德
r o z e n t a l 罗 森 塔 尔
r s b o r n e 厄 斯 本
r u b e 鲁 布
r u b e r t 鲁 伯 特
r u d d 拉 德
r u d k i n 拉 德 金
r u d y 鲁 迪
r u e s t o w 鲁 斯 托
r u g e 鲁 格
r u g e l e y 鲁 奇 利
r u h e 鲁
r u l k o e t e r 鲁 尔 克 特
r u n d l e 朗 德 尔
r u n g e 朗 格
r u n n e l s 朗 内 尔 斯
r u n y o n 鲁 尼 恩
r u s k 腊 斯 克
r u t t 拉 特
r u t t l e 拉 特 尔
r y c k m a n s 赖 克 曼 斯
r y d e n o u r 赖 德 诺 尔
r y e 赖 伊
r y e r s o n s 赖 尔 森 斯
r y l a n d s 赖 兰 兹
r y l e 赖 尔
r y n e r 赖 纳
s a b a t h 萨 巴 斯
s a b b e n 萨 本
s a b l e 塞 布 尔
s a b n i s 萨 布 尼 斯
s a c h s 萨 克 斯
s a c k e y 萨 基
s a d l a k 萨 德 拉 克
s a f e e r 萨 菲 尔
s a i m o n 赛 蒙
s a i n t a l b a n s 圣 奥 尔 本 斯
s a i n t o n g e 圣 东 日
s a i n t p i e r r e 圣 皮 埃 尔
s a l e s 塞 尔 斯
s a l i e r s 塞 利 尔 斯
s a l l e r 萨 勒
s a l o p 萨 洛 普
s a l t z a 萨 尔 查
s a l t z m a n 萨 尔 茨 曼
s a m o f f 萨 莫 夫
s a m s o n 萨 姆 森
s a n d a l l 桑 德 尔
s a n d e r s 桑 德 斯
s a n d h a u s 桑 德 豪 斯
s a n d i f e r 桑 迪 弗
s a n d m a n 桑 德 曼
s a n f o l a 桑 福 拉
s a n g s t e r 桑 斯 特
s a n v i c t o r e s 桑 维 克 托 斯
s a p a n g h i l a 萨 潘 吉 拉
s a p i r i e 萨 皮 里
s a r g 萨 格
s a r g i n t 萨 金 特
s a s s o 萨 索
s a t t e r l e e 萨 特 利
s a t z 萨 茨
s a u e r w e i n 索 尔 温
s a u s m a r e z 索 马 里 兹
s a w y e r 索 耶
s c a b o o 斯 卡 布
s c a l i 斯 卡 利
s c a m m e l l 斯 卡 梅 尔
s c a n l o n 斯 坎 伦
s c a w e n 斯 科 恩
s c e n t 森 特
s c h a p e r a 沙 佩 拉
s c h a r y 沙 里
s c h a u f f l e r 肖 夫 勒
s c h e i d e m a n n 沙 伊 德 曼
s c h e m e i l 谢 梅 尔
s c h e n k e n b e r g 申 肯 伯 格
s c h i e c k 希 克
s c h i f f e n b a u e r 希 芬 鲍 尔
s c h i l l e r s t r o m 希 勒 斯 特 罗 姆
s c h i n d l e r 欣 德 勒
s c h l a f l y 施 拉 夫 利
s c h l e i t e r 施 莱 特 尔
s c h l i e s s m a n n 施 利 施 曼
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s c h m o k e 施 莫 克
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v a n m a t r e 范 马 特
v a n n e c k 范 内 克
v a n o o s t e r h o u t 范 奥 斯 特 胡 特
v a n p a a s s e n 范 帕 森
v a n v r a n k e n 范 弗 兰 肯
v a n z a n d t 范 赞 特
v a n z e e l a n d 范 齐 兰
v a r c o e 瓦 尔 科
v a r g a s 瓦 尔 加 斯
v a r n 瓦 恩
v a r t a n i a n 瓦 塔 尼 安
v a r t k e s 瓦 特 基 斯
v a r v l e 瓦 弗 尔
v a s a 瓦 萨
v a s k e n 瓦 斯 肯
v a w t e r 沃 特
v e a z e y 维 齐
v e b l e n 维 布 伦
v e i t c h 维 奇
v e l l o n e 维 隆
v e r a c r u z 贝 拉 克 鲁 斯
v e r e 维 尔
v e r p i l l e u x 弗 皮 勒
v e s n i n 维 斯 宁
v i a n t 维 安 特
v i c a r s 维 卡 斯
v i c i o u s 维 舍 斯
v i c k i 维 基
v i c o y 维 科 伊
v i d i 维 迪
v i g i l a n s 维 吉 伦 斯
v i l l a r d 维 拉 德
v i l l a r e a l 维 拉 里 尔
v i n a y a k 维 纳 亚 克
v i n o g r a d 维 诺 格 勒
v i n s 文 斯
v i r g i n i u s 弗 吉 尼 厄 斯
v i r t a n e n 弗 塔 嫩
v i r t u e 弗 丘
v i t o n 维 顿
v i v i o n 维 维 翁
v i z e t e l l y 维 泽 特 利
v o i g h t 沃 伊 特
v o l k 沃 尔 克
v o l k a r s 沃 尔 卡 斯
v o l p e 沃 尔 普
v o n d r a c e k 冯 德 拉 切 克
v o r l e y 沃 利
v o s s 沃 斯
v y e l l 维 尔
v y t l a c i l 维 特 拉 西 尔
w a d e l y 韦 德 利
w a g e n k n e c h t 瓦 根 内 克 特
w a g e n s e l l e r 瓦 根 塞 勒
w a g e r 韦 杰
w a g l e 韦 格 尔
w a h l i n 瓦 林
w a i n f l e e t 温 弗 利 特
w a i t t 韦 特
w a k e 韦 克
w a k e f i e l d 韦 克 菲 尔 德
w a k e m a n 韦 克 曼
w a l c o t t 沃 尔 科 特
w a l d e n 沃 尔 登
w a l d i n g 沃 尔 丁
w a l d o r f 沃 尔 多 夫
w a l i n s k y 瓦 林 斯 基
w a l k d e n 沃 克 登
w a l l a c e 华 莱 士
w a l l e n d e r 沃 伦 德
w a l l i c h 沃 利 克
w a l l i n g e r 沃 林 格
w a l l i n g t o n 沃 林 顿
w a l s i n g h a m 沃 尔 辛 厄 姆
w a l s k e 沃 尔 斯 克
w a l t a r i 沃 尔 塔 里
w a l z 沃 尔 兹
w a r b a s s e 沃 巴 斯
w a r b u r t o n 沃 伯 顿
w a r d s 沃 兹
w a r i n g t o n 韦 林 顿
w a r i t h 沃 里 斯
w a r r i n g t o n 沃 林 顿
w a s s e r m a n 沃 瑟 曼
w a t k i n 沃 特 金
w a t t 瓦 特
w a t t e r s 沃 特 斯
w a t t i e 沃 蒂
w a t t n e m 沃 特 纳 姆
w a y m a c k 韦 马 克
w a y m a n 韦 曼
w e a k l e y 威 克 利
w e a v e r s 韦 弗 斯
w e b e r 韦 伯
w e d e l 韦 德 尔
w e d m o r e 韦 德 莫 尔
w e i d l u n d 韦 德 伦
w e i d m a n 韦 德 曼
w e i d n e r 韦 德 纳
w e i g a n d 韦 甘 德
w e i g h t 韦 特
w e i m e r 韦 默
w e i n t r a u b 温 特 劳 布
w e i s i g e r 韦 西 格
w e i s s i g e r 韦 西 格
w e l l i n g 韦 林
w e l l i n g s 韦 林 斯
w e l l i n g t o n 韦 林 顿
w e n 温
w e n r i c h 温 里 克
w e n z l i c k 温 茨 利 克
w e r l e 沃 勒
w e r n e t t e 沃 内 特
w e r r i e s 韦 里 斯
w e r t h 沃 斯
w e r t z b e r g e r 沃 茨 伯 格
w e s t e r v e l t 韦 斯 特 维 尔 特
w e s t f a l l 韦 斯 特 福 尔
w e s t i n g h o u s e 韦 斯 汀 豪 斯
w e s t l a k e 韦 斯 特 莱 克
w e t h y 韦 西
w e x l e y 韦 克 斯 利
w e y b r e w 韦 布 鲁
w e y b u r n 韦 伯 恩
w e y m a n 韦 曼
w e y m o u t h 韦 毛 斯
w h a t m o r e 沃 特 莫 尔
w h e a t s t o n 惠 特 斯 通
w h e l e n 惠 伦
w h i d d e n 惠 登
w h i r e 惠 尔
w h i t a k e r 惠 特 克
w h i t a m o r e 惠 塔 莫 尔
w h i t c h e r 惠 彻
w h i t e l e y 怀 特 利
w h i t l o w 惠 特 洛
w h i t m e r 惠 特 默
w h i t n e y 惠 特 尼
w h i t t a k e r 惠 特 克
w h i t w o r t h 惠 特 沃 斯
w h o r f 沃 夫
w h y a t t 怀 亚 特
w i c h s e r 威 克 瑟
w i d d e c k e 威 德 克
w i d d e m e r 威 德 默
w i d m e r 威 德 默
w i d r i g 威 德 里 格
w i e c z o r o w s k i 维 乔 罗 夫 斯 基
w i e s e 威 斯
w i e s e r 威 泽
w i g g a n s 威 根 斯
w i g n a l 威 格 纳 尔
w i g r a m 威 格 拉 姆
w i k n e r 威 克 纳
w i l b e r m 威 尔 伯 姆
w i l c o o k 威 尔 库 克
w i l e n t z 威 伦 茨
w i l f r e d 威 尔 弗 雷 德
w i l g u s 威 尔 格 斯
w i l k e n f e l d 威 尔 肯 菲 尔 德
w i l k e y 威 尔 基
w i l k i e 威 尔 基
w i l l a r d 威 拉 德
w i l l i a r d 威 利 亚 德
w i l l i s 威 利 斯
w i l l k i e 威 尔 基
w i l l m a n 威 尔 曼
w i l l y 威 利
w i l l y a m s 威 廉 斯
w i l n e r 威 尔 纳
w i l s h a w 威 尔 肖
w i l s h e r e 威 尔 希 尔
w i l s o n 威 尔 逊
w i l t s h i r e 威 尔 特 希 尔
w i m b e r l y 温 伯 利
w i n c h e l l 温 切 尔
w i n d e y e r 温 德 耶
w i n d l e r 温 德 勒
w i n d o m 温 德 姆
w i n e 瓦 恩
w i n k w o r t h 温 克 沃 斯
w i n s o r 温 莎
w i n s t e a d 温 斯 特 德
w i n t z 温 茨
w i r i n 威 林
w i s k e m a n n 威 斯 克 曼
w i s w a l l 威 斯 沃 尔
w i t t 威 特
w i t t f o g e l 威 特 福 格 尔
w i t t i g 威 蒂 格
w i t t i n g 威 廷
w i t t n e r 威 特 纳
w i t z e l 威 策 尔
w o g a n 沃 根
w o l f f 沃 尔 夫
w o l f k i l l 沃 尔 夫 基 尔
w o l f l e 沃 尔 弗 利
w o l k 沃 尔 克
w o l t e r 沃 尔 特
w o n d e r l y 旺 德 利
w o o d a l l 伍 德 尔
w o o d f i e l d 伍 德 菲 尔 德
w o o d n u t t 伍 德 纳 特
w o o d w a r d 伍 德 沃 德
w o o l a c o t t 伍 拉 科 特
w o o l f l e y 伍 尔 夫 利
w o o l p e r t 伍 尔 珀 特
w o o l r i c h 伍 尔 里 奇
w o o l s e y 伍 尔 西
w o o s l e y 伍 斯 利
w o r l e y 沃 利
w o r m l e y 沃 姆 利
w o r n u m 沃 纳 姆
w o r r a l l 沃 勒 尔
w o r s l e y 沃 斯 利
w o r t h y 沃 西
w o r t l e y 沃 特 利
w o r z e l 沃 泽 尔
w r a i g h t 赖 特
w r i x o n 里 克 森
w u e f e l 沃 费 尔
w u r l i t z e r 沃 利 策
w u r s t e r 沃 斯 特
w u r z e l 沃 泽 尔
w y c h 威 奇
w y m a n 怀 曼
w y m a r k 怀 马 克
w y n e s 怀 恩 斯
w y n k i n 温 金
x a n t h u s 赞 瑟 斯
y a h u d a 亚 胡 达
y a r y m o v y c h 雅 里 莫 维 奇
y a s i n s k y 亚 辛 斯 基
y a t t 耶 特
y a z u r l o 亚 祖 洛
y e a b s l e y 耶 布 斯 利
y e a m a n 伊 曼
y e a r d l e y 亚 德 利
y l i t a l o 伊 利 塔 洛
y l v i s a k e r 伊 尔 维 萨 克
y o b i a n d 约 比 安 德
y o d e r 约 德
y o f f e y 约 菲
y o k o 约 科
y o n k l e r 扬 克 勒
y o r d y 约 迪
y o r k e 约 克
y o u n g b e r g 扬 伯 格
y o u n g d a l e 扬 代 尔
y u d e l m a n 尤 德 尔 曼
y u n g 扬
y u n i c h 尤 尼 奇
z a b e l 扎 贝 尔
z a r r 扎 尔
z e a s u r e 泽 热 尔
z e b i n a 泽 拜 纳
z e c h a r i a h 泽 卡 赖 亚
z e d e r 齐 德
z e i t l i n 蔡 特 林
z e l i n s k i 泽 林 斯 基
z e l l 泽 尔
z e n n e r 曾 纳
z e n t n e r 曾 特 纳
z e u n e r 佐 伊 纳
z i e d e r h o e k 齐 德 霍 克
z i e m a n 齐 曼
z i g r o s s i 齐 格 罗 西
z i l m e r 齐 尔 默
z i m 齐 姆
z l u f o x 兹 卢 福 克 斯
z o e t e 佐 特
z o l l 佐 尔
z r y m i a k 兹 里 米 亚 克
z u c k e r m a n 朱 克 曼
z u s m a n 祖 斯 曼
z w a c h 兹 瓦 克
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049ba5b41a626f688b7b989ba950a7f258d68496 | 430e7adb489914d378a5b0a27d8d41352fa45f3a | /scilab/example/任意極配置.sce | 9abb7c4fe258da5c59f5881503b8d6b1cae8e084 | [] | no_license | ziaddorbuk/Lesson | 04906ff94bf8c1f6bbc6971d5692ae011a9b8869 | 20fe20a6c9c145ef48a35574d885d3952f9ab6ff | refs/heads/master | 2021-09-23T11:48:05.958608 | 2018-04-30T01:54:13 | 2018-04-30T01:54:13 | null | 0 | 0 | null | null | null | null | WINDOWS-1252 | Scilab | false | false | 107 | sce | 任意極配置.sce | //”CˆÓ‹É”z’u
A=[1 0;0 2]; b=[1;1];
poles=[-2,-3];
k_=ppol(A,b,poles);
k=-k_
spec(A+b*k)
|
4ad55169b6f9c11d9b856bd062b3d376d1857ed3 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1238/CH1/EX1.13.b/13_b.sce | fe6e1d30b3d85633e91d38fcd98c4a88783f0c62 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 179 | sce | 13_b.sce | //hex to decimal conversion//
//example 13.b//
clc
//clears the command window//
clear
//clears//
x='B3D8'
a=hex2dec('B3D8')
disp('the result in decimal form:')
disp(a)
|
a098c2de55023ebf8522c430c6511426d1c66274 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1061/CH8/EX8.14/Ex8_14.sce | 075d70e982c6c20457636f29aa6b161b3bbd8495 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 438 | sce | Ex8_14.sce | //Ex:8.14
clc;
clear;
close;
ni=0.15;// internal quantam efficiency
vf=2.0;// forward voltage in volts
i_f=15*10^-3;// forward current in amp
x=25;// acceptance angle in degree
pi=vf*i_f;// input power in Watt
po=ni*pi;// output power in Watt
NA=(sin(x*3.14/180));
nc=NA^2;// numerical aperture
pf=nc*po;// optical power coupled into optical fiber in w
printf("The optical power coupled into optical fiber =%f mW ", pf*1000); |
a5fb581d4ebed7a28b2a09ff8e38d53d8daba2ce | 449d555969bfd7befe906877abab098c6e63a0e8 | /2282/CH5/EX5.4/ex5_4.sce | d0776050f30d9cbe91189c3366c371928db53f0a | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 231 | sce | ex5_4.sce | // Example 5.4, page no-175
clear
clc
//multiplication of two signals gives AM with frequency component(wc-wm) and (wc+wm) and its BW is 2wm
bw=0.5/100 //bw is 0.5% of carrier freq.
wc=2/bw
printf("Wc = %.0fWm",wc)
|
8f1dad730db751837787eba9e82f32b139410ff9 | 449d555969bfd7befe906877abab098c6e63a0e8 | /647/CH9/EX9.18/Example9_18.sce | 66c6a0b23aa3203fa7c40256a1a57758b43ce036 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 609 | sce | Example9_18.sce | clear;
clc;
// Example: 9.18
// Page: 364
printf("Example: 9.18 - Page: 364\n\n");
// Solution
//*****Data******//
n1 = 0.7;// [moles of helium]
n2 = 0.3;// [moles of argon]
R = 8.314;// [J/mol K]
T = 273 + 25;// [K]
//******************//
n = n1 + n2;// [total moles]
x1 = n1/n;// [mole fraction of helium]
x2 = n2/n;// [mole fraction of argon]
deltaG_mix = n*R*T*(x1*log(x1) + x2*log(x2));// [J]
printf("The free energy change of mixing is %.2f J\n",deltaG_mix);
// Since the gases are ideal:
deltaH_mix = 0;// [J]
printf("The enthalpy change of mixing is %d J\n",deltaH_mix); |
6880b3daa3dbfa18fc8d94b86af3797201db55f7 | dbd504f73f233675d0c8c2c8c5730e866aabcd96 | /codes/PAM.sce | d17909cc172b2879e6bf1dc602ddcd87c9877591 | [] | no_license | surajdurgesht/Wireless-Communication-Lab | f5019be42d24fe6568e98d666efd901283a0c7a7 | e8fac339daf91d24ee0dd9e22e9236fcbb68dac3 | refs/heads/master | 2020-06-04T19:07:54.824459 | 2019-06-16T06:30:21 | 2019-06-16T06:30:21 | null | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 152 | sce | PAM.sce | E_b=1:0.1:10;
d=2*E_b;
N=1;
U=0;
y=d/sqrt(N/2);
P_e=qfunc(y);
plot(E_b,P_e);
xlabel("Amplitude");
ylabel("Probability");
title("BER of PAM");
|
ef625da834e708ab5d856f04e7bcb1617c516d43 | 449d555969bfd7befe906877abab098c6e63a0e8 | /3137/CH2/EX2.12/Ex2_12.sce | f4e2cd6dcad420f244f4d86d2a8527702b89a1b7 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 251 | sce | Ex2_12.sce | //Initilization of variables
F1=25 //lb
F2=25 //lb
L1=14 //in
L2=20 //in
//Calculations
C=F1*L1 //lb-in
M=-F2*L2 //lb-in
//Result
clc
printf('The twisting couple is:%f lb-in\n',C) //lb-in
printf('The bending moment is:%f lb-in',M) //lb-in
|
d9e6aee6f507d3c449f00811da5d4313b661fa22 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1271/CH12/EX12.34/example12_34.sce | 69e85df4c7219c5fd05efe581a6d4825c33450b0 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 416 | sce | example12_34.sce | clc
// Given that
E = 4.18 // energy of alpha particle in Mev
n = 12 // no. of particle enter the chamber per sec
E_ = 40 // required energy of an ion pair in ev
e = 1.6e-19 // charge on an electron in C
// Sample Problem 34 on page no. 12.45
printf("\n # PROBLEM 34 # \n")
R = n * E * 10^6 // in eV
N = R / E_
i = N * e
printf("Standard formula used \n N = R / E_.\n")
printf("\n The current produced = %e Amp",i)
|
b71c72dd07a31abd0cfe2f4efabc9274d0f5d649 | 449d555969bfd7befe906877abab098c6e63a0e8 | /2081/CH3/EX3.1/Ex3_1.sce | b3176b3ae32765eb6d534fe35aac10761ddf200c | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 213 | sce | Ex3_1.sce | Antennagain=5
Pt=113
Gt=10^(Antennagain/10)
EIRP=Pt*Gt//effective isotrophic radiated power
r=11*10^3
Pd=EIRP/(4*%pi*r*r)//power density
printf('\nEIRP=%.1f W',EIRP);
printf('\npower density= %.f nW/m^2',Pd*10^9)
|
723dd6840e1d67c089188b23d7001e707c27cc29 | 449d555969bfd7befe906877abab098c6e63a0e8 | /62/CH4/EX4.6.b/ex_4_6b.sce | 81707426ab53eee09b164516a51c0f9b17e705b1 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 480 | sce | ex_4_6b.sce | clear;
clc;
syms n z;
x1=(1/2)^n;
X1=symsum(x1*(z^-n),n,-%inf,-1)
x2=3^-n;
X2=symsum(x2*(z^-n),n,0,%inf)
X=X1+X2
z=%s;
XX=%s;
XX=-z/(z-.5)+z/(z-(1/3));
plzr(XX)
a=denom(XX)
b=roots(a)
i=1;
for theta=0:1/50:360
rx(i)=b(1)*cos(theta);
ry(i)=b(1)*sin(theta);
i=i+1;
end
plot(rx,ry)
i=1;
for theta=0:1/50:360
rx(i)=b(2)*cos(theta);
ry(i)=b(2)*sin(theta);
i=i+1;
end
plot(rx,ry)
// the region between the blue circles indicates roc |
f47fa33d3b4d9514a3bfca6949d471757eaf58e8 | 3b9a879e67cbab4a5a4a5081e2e9c38b3e27a8cc | /Área 1/Revisão P1/MetodoNewtonComOrdem.sce | da5d4388bdb38577d7ccccc0e43265216504e81e | [
"MIT"
] | permissive | JPedroSilveira/numerical-calculus-with-scilab | 32e04e9b1234a0a82275f86aa2d6416198fa6c81 | 190bc816dfaa73ec2efe289c34baf21191944a53 | refs/heads/master | 2023-05-10T22:39:02.550321 | 2021-05-11T17:17:09 | 2021-05-11T17:17:09 | null | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 152 | sce | MetodoNewtonComOrdem.sce | //Método de Newton para f(x) = x^3 - 4*x^2 + 5*x -2
x = 1.0731000001
for i = 1:1000
x = x - (x^3 - 4*x^2 + 5*x -2)/(3*x^2 - 8*x + 5)
end
disp(x)
|
4eb381a7a2096ed5200e39b6c13ccb423ed6cb17 | 449d555969bfd7befe906877abab098c6e63a0e8 | /2201/CH2/EX2.24/ex2_24.sce | 93dc370ca48ab664d805139667df74d81c94b7b4 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 554 | sce | ex2_24.sce | // Exa 2.24
clc;
clear;
close;
// Given data
e = 1.6*10^-19;// in C
Miu_e = 7.04*10^-3;// in m^2/volt-sec
n = 5.8*10^28;// number of electron/m^3
m = 9.1*10^-31;
E_F = 5.5;// in eV
Torque = (Miu_e/e)*m;// in sec
disp(Torque,"Relaxtion time in sec is");
Rho = 1/(n*e*Miu_e);// in ohm cm
disp(Rho,"Resistivity of conductor in Ωm is");
V_F = sqrt( (2*E_F*e)/m );// in m/s
disp(V_F,"Velocity of electron with the fermi energy in m/s is");
// Note: The calculation of Part (ii) is wrong also the unit of resistivity of conductor is wrong
|
17ecf9301ed28a1852380120f3ef9536f2dc58ea | 449d555969bfd7befe906877abab098c6e63a0e8 | /2912/CH9/EX9.8/Ex9_8.sce | bd056cd40ae3fc9885fa47118346dec2ccf2ed82 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 913 | sce | Ex9_8.sce | // chapter 9
// example 9.8
// find intrinsic carrier density and conductivity at 300K in germanium
// page 275
clear;
clc;
M=72.6; // atomic mass of germanium
P=5400; // in Kg/m^3 (density)
ue=0.4; // in m^2/V-s (mobility of electrons)
uh=0.2; // in m^2/V-s (mobility of holes)
Eg=0.7; // in eV (Band gap)
m=9.1E-31; // in Kg (mass of electron)
k=1.38E-23; // in J/K (Boltzmann’s constant)
T=300; // in K (temperature)
h=6.63E-34;// in J/s (Planck’s constant)
pi=3.14; // value of pi used in the solution
e=1.6E-19; // in C(charge of electron)
// calculate
Eg=Eg*e; // changing unit from eV to J
ni=2*(2*pi*m*k*T/h^2)^(3/2)*exp(-Eg/(2*k*T));
printf('\nThe intrinsic carrier density for germanium at 300K is \tni=%1.1E /m^3',ni);
sigma=ni*e*(ue+uh);
printf('\nThe conductivity of germanium is \t%1.2f (ohm-m)^-1',sigma);
// Note: Answer in the book is wrong due to calculation mistake
|
d1607e4f329a515867d7fee427749f8a30a8a185 | 372033bab042bbc9406b52cfc39a678bb377bfeb | /projects/07/MemoryAccess/CustomTest/CustomTest.tst | 76d3e5cd008abeee21fd2c28209c21580c7bcaf3 | [] | no_license | captn3m0/nand2tetris | f9f51371fc74000d667735d335c3089d8a36e510 | 3b541898e260251a92cbae2e68df287f0f3f8668 | refs/heads/master | 2022-11-12T08:49:04.027554 | 2020-07-08T14:26:28 | 2020-07-08T14:26:28 | 265,303,574 | 1 | 4 | null | 2020-05-29T22:21:35 | 2020-05-19T16:39:10 | VHDL | UTF-8 | Scilab | false | false | 832 | tst | CustomTest.tst | load CustomTest.asm,
output-file CustomTest.out,
compare-to CustomTest.cmp,
output-list RAM[20]%D0.2.0 RAM[41]%D0.2.0 RAM[61]%D0.2.0
RAM[51]%D0.2.0 RAM[31]%D0.2.0 RAM[40]%D0.2.0
RAM[60]%D0.2.0 RAM[50]%D0.2.0 RAM[30]%D0.2.0
RAM[21]%D0.2.0 RAM[22]%D0.2.0 RAM[23]%D0.2.0
RAM[24]%D0.2.0 RAM[25]%D0.2.0 RAM[26]%D0.2.0
RAM[27]%D0.2.0 RAM[28]%D0.2.0 RAM[29]%D0.2.0,
set RAM[0] 20, // stack pointer
set RAM[1] 30, // base address of the local segment
set RAM[2] 40, // base address of the argument segment
set RAM[3] 50, // base address of the this segment
set RAM[4] 60, // base address of the that segment
repeat 150 { // enough cycles to complete the execution
ticktock;
}
// Outputs the stack base and some values
// from the tested memory segments
output;
|
6dbea4bb9235453ff9b49289687e25765c101b43 | 5d14611fec8c1c129851235592f3b32e736dec4c | /otim_NSGAII_100.sce | 39f344338713a9e1cb68d3d9b34fb681507f6b8b | [] | no_license | lizandrosousa/moo_etanol | 0d0be579f03350595cca925f8ab5b5605f496465 | 7885ea3880917a1fbc37554543f27a08f47e300c | refs/heads/master | 2022-07-10T11:49:55.465829 | 2020-05-19T13:37:49 | 2020-05-19T13:37:49 | 265,140,927 | 0 | 0 | null | 2020-05-19T13:37:50 | 2020-05-19T04:09:08 | Scilab | UTF-8 | Scilab | false | false | 1,954 | sce | otim_NSGAII_100.sce | C=[]
t=[]
// função que descreve o modelo do fermentador
function g=fermenter(V)
to=0
Co=[5;0;V(2);0]
function [f]=fun(t,C,V)
Ks=23.587; Ki=103.502; Pmax=201.443; ms=0.272; kd=0.054;betamix=2.201; n=0.365; a=2.6; b=-0.282
mumax=2.305*exp(-61.786/V(1))+-15.326*exp(-152.713/V(1))
Yxs=-0.187*exp(-83.083/V(1))+0.05*exp(-3.288/V(1))
Ypx=41.086*exp(-52.601/V(1))+43.330*exp(-52.015/V(1))
Imix=150
f(1)= (mumax*C(3)/(Ks+C(3)+(C(3))^2/Ki)*(1-C(4)/Pmax))*C(1)-kd*C(1)
f(2)=kd*C(1)
f(3)= -((betamix*(1-a*exp(b*C(1)))*C(3)*Imix^n)*((mumax*C(3)/(Ks+C(3)+(C(3))^2/Ki)*(1-C(4)/Pmax))/Yxs +ms))/((betamix*(1-a*exp(b*C(1)))*C(3)*Imix^n)+(((mumax*C(3)/(Ks+C(3)+(C(3))^2/Ki)*(1-C(4)/Pmax))/Yxs +ms)))*C(1)
f(4)= Ypx*(mumax*C(3)/(Ks+C(3)+(C(3))^2/Ki)*(1-C(4)/Pmax))*C(1)
endfunction
t = V(3)
dlist=list(fun,V)
C=ode(Co,to,V(3),dlist)
dev= 32- C(4)
//w1=0.3; w2=0.6; w3=0.1
g(1)=-(C(4)/t)/9.3 +1*(max(0,dev))// Produtividade
g(2)=-(V(2)-C(3))/V(2) +1*(max(0,dev))// Conversão
g(3)=-(C(4)/(V(2)-C(3)))/0.511 +1*(max(0,dev))// Eficiencia
//x=-(w1*(C(4)/t)/9.3 +w2*(V(2)-C(3))/V(2) + w3/0.511*(C(4)/(V(2)-C(3))))+1000*max(0,dev)
endfunction
PopSize = 10;
Proba_cross = 0.5;
Proba_mut = 0.3;
NbGen = 10;
NbCouples = 110;
Log = %T;
nb_disp = 10; // Nb point to display from the optimal populationop
pressure = 0.1;
ga_params = init_param();
ga_params = add_param(ga_params,'dimension',3);
ga_params = add_param(ga_params,'minbound',[26,70,0.8]);
ga_params = add_param(ga_params,'maxbound',[42,170,16]);
[pop_opt, fobj_pop_opt, pop_init, fobj_pop_init] = optim_nsga2(fermenter, PopSize,NbGen, Proba_mut, Proba_cross, Log, ga_params)
//pause
////
//plot3d(fobj_pop_opt(:,3),fobj_pop_opt(:,1),fobj_pop_opt(:,2),alpha=35,theta=45,leg='Yield@Productivity@Conversion')
|
e64c6459dac15e832cfe976d580de1f65f30946c | 4a4cb8dfd5c59f97eb1767aaf152a57f07eadddf | /Science/D-1/lib/evalpoly.sci | 0ed309d568ce616bb9d1b4d9eabcdd3695108efe | [] | no_license | iwabuchiken/WS_Research | 6ca90c56e498523d07c88c09f49b69d1f64c6d21 | d7b5669b27cb216bc550cecfc8f4b07b34e664d2 | refs/heads/master | 2021-01-22T10:13:59.448881 | 2017-01-11T05:23:29 | 2017-01-11T05:23:29 | 35,454,064 | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 803 | sci | evalpoly.sci | function r = evalpoly(p,x)
//------------------------------------------------------------
// Function: evalpoly - evalutes a polynomial at a given value
//
// Input: p - a polynomial or a vector with coeff (a0, a1, a2,..)
// x - a number
// Output: r - the value of the polynomial evaluated at x
//------------------------------------------------------------
if (argn(2)<>2 | x==[] | p==[])
r=[]
error("Wrong number of input argument(s): 2 expected.")
return
end
if (type(p)==2) // actual polynomial
warning('actual polynomial');
C = coeff(p)
elseif(type(p)==1) // matrix
[m,n]=size(p)
if(m>1 & n>1)
r=[]
error("Need a vector, not a matrix")
return
end
n = size(p,"*")
C = p;
end
v = C.*x^(0:(n-1))
r = sum(v)
endfunction |
574e625e606535e187b3453f8a656e83e8ca65c9 | 5f48beee3dc825617c83ba20a7c82c544061af65 | /tests/s/102.tst | b104e49108d5cf55d687ba809f70d7dcb594f7f5 | [] | no_license | grenkin/compiler | bed06cd6dac49c1ca89d2723174210cd3dc8efea | 30634ec46fba10333cf284399f577be7fb8e5b61 | refs/heads/master | 2020-06-20T12:44:17.903582 | 2016-11-27T03:08:20 | 2016-11-27T03:08:20 | 74,863,612 | 3 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 47 | tst | 102.tst | void main(void)
{
struct {
int x;
} a;
a.
} |
9695c0d3ea926c75c7f20ba58ccaddd5a085b774 | 449d555969bfd7befe906877abab098c6e63a0e8 | /929/CH6/EX6.8.d/Example6_8_d.sce | 60e6f6b239fb96a2c8ae5194bbecd29c614182ab | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 220 | sce | Example6_8_d.sce | //Example 6.8(d)
clear;
clc;
Vs=13;
A=10;
ft=1*10^6;
SR=0.5*10^6;
f=2*10^3;
Vommax=SR/(2*%pi*f);
if Vommax>Vs then
Vimmax=Vs/A;
printf("Useful Input Amplitude Range is Vim<=%.2f V",Vimmax); |
adb01304c739a809030a1a30374fd17f9b9b463e | 449d555969bfd7befe906877abab098c6e63a0e8 | /650/CH6/EX6.3/3.sce | eeab04761a9a2ab8b2d407aadeb3b83e16eca3b9 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 238 | sce | 3.sce | clc;
Vt=1; // m^3
d_t=1; // m
C_d=0.6;
d_o=0.02; // m
g=9.8; // m/s^2
a_o=%pi*(d_o)^2/4;
A=%pi*(d_t)^2/4;
H1=4*Vt/%pi/(d_t)^2;
t=A/C_d/a_o*sqrt(2*H1/g);
disp("Total drainage is found to take ")
disp(t)
disp(" seconds"); |
9ea82305c20064458bb82206b431cbd948c353a2 | 449d555969bfd7befe906877abab098c6e63a0e8 | /3685/CH8/EX8.18/Ex8_18.sce | cfdc774b1e080c1b917ace66695f0e560b467e2d | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 980 | sce | Ex8_18.sce | clc
h1 = 3230.9 // Enthalpy of steam at turbine inlet in kJ/kg
s1 = 6.69212// Entropy of steam at turbine inlet in kJ/kgK
V1 = 160 // Velocity of steam at turbine inlet in m/s
T1 = 400 // Temperature of steam at turbine inlet in degree Celsius
h2 = 2676.1 // Enthalpy of steam at turbine exit in kJ/kg
s2 = 7.3549 // Entropy of steam at turbine exit in kJ/kgK
V2 = 100 // Velocity of steam at turbine exit in m/s
T2 = 100 // Temperature of steam at turbine exit in degree Celsius
T0 = 298 // Ambient temperature in K
W = 540 // Work developed by turbine in kW
Tb = 500 // Average outer surface temperature of turbine in K
printf("\n Example 8.18")
Q = (h1-h2)+((V1^2-V2^2)/2)*1e-03-W // Heat loss
I = 151.84-Q*(0.404) // Irreversibility
AF = W + Q*(1-(T0/Tb)) + I // Exergy transfer
n2 = W/AF // second law efficiency
printf("\n Irreversibility per unit mass is %f kJ/kg",I)
printf("\n The second law efficiency of the turbine is %d percent",n2*100)
|
623f353c5c0b0fcb2de1b616fd717f3c85f8e3b9 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1319/CH6/EX6.4/6_4.sce | 8fd66ac87b49c7a64e69ec633d2f29cf70b3e51d | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 469 | sce | 6_4.sce | //Ratio of speeds of a generator and motor
clc;
clear;
V=250;
Il=80;
Ra=0.12;
Rf=100;// Field Resistance
Ish=V/Rf;// Field Current
Ia1=Il+Ish;// Machine Current genrated
Ia2=Il-Ish;// Motor Current taken by the motor
E=V+(Ia1*Ra);// Generator Induced EMF
Eb=V-(Ia2*Ra);// Motor Operating EMF
//Speeds are directly proportional to the EMFs
Nr=E/Eb; // Ratio of speeds
printf('The ratio of Generator speed to motor speed = %g \n',Nr)
|
5b15a118107aea6d69c74905f768d517f5d66a66 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1427/CH2/EX2.22/2_22.sce | 58bf4d58d7e011480d58201fc588f803ce9d59e9 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 1,408 | sce | 2_22.sce | //ques-2.22
//Calculating weight of air theoretically required and weight of dry flue gas per kg of fuel and weight of air actually used
clc
C=624;//weight of carbon in coal (in g)
H=41;//weight of hydrogen in coal (in g)
O=69;//weight of oxygen in coal (in g)
N=12;//weight of nitrogen in coal (in g)
S=8;//weight of sulphur in coal (in g)
moisture=151;//weight of moisture in coal (in g)
ash=97;//weight of ash in coal (in g)
w1=129;//weight of carbon dioxide in dry fuel gas (in g)
w2=2;//weight of carbon monoxide in dry fuel gas (in g)
w3=61;//weight of oxygen in dry fuel gas (in g)
w4=808;//weight of nitrogen in dry fuel gas (in g)
//Part (i)
W=(C*(32/12)+H*(16/2)+S*(32/32)-O)*(100/23);//theoretical amount of air (in g)
printf("Theoretical weight of air required for combustion of 1kg coal is %.3f kg.\n",W/1000);
//Part (ii)
m1=w2*(16/28);//weight of oxygen to convert CO to CO2 (in g)
m2=w3-m1;//excess weight of oxygen/kg of flue gas (in g)
m3=w1*(12/44)+w2*(12/28);//weight of C/kg of flue gas (in g)
W_F=C/m3;//weight of flue gas/kg of coal burnt (in g)
printf(" The weight of flue gas per kg of coal burnt is %.3f kg.\n",W_F);
//Part (iii)
W_O=W_F*(m2/1000);//weight of excess oxygen in flue gas (in kg)
e=W_O*(100/23);//excess air/kg coal burnt (in kg)
W_A=W/1000+e;//weight of actual air (in kg)
printf(" The weight of air actually used is %.3f kg.",W_A);
|
a40bfdcd6c93bcd73311042c7e96ef0aac2ec40e | 449d555969bfd7befe906877abab098c6e63a0e8 | /317/CH10/EX10.6/example6.sce | b5cd70169475aafec57f3e9a4a59b993e7e684d4 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 809 | sce | example6.sce | // calculate output across load resistor
// Electronic Principles
// By Albert Malvino , David Bates
// Seventh Edition
// The McGraw-Hill Companies
// Example 10-6, page 331
clear;clc; close;
// Given data
B=200;
re=180;// in ohms
R1=10*10^3;// in ohms
R2=2.2*10^3;// in ohms
Rc=3.6*10^3;// in ohms
Vg=50*10^-3;// in volts
Vcc=10;// in volts
Rg=600;// internal resistance in ohms
// Calculations
rc=2.65*10^3;// in ohms
zinbase=B*re;// input impedance of base in ohms
zinstage_=(1/R1)+(1/R2)+(1/zinbase);// input impedance of base in ohms
zinstage=zinstage_^-1
vin=(zinstage/(Rg+zinstage))*Vg;// input voltage in volts
Av=rc/re;// voltage gain
vout=Av*vin;// output voltage across load resistor in volts
disp("Volts",vout,"Output voltage")
// Results
// output voltage across load resistor is 544 mVolts
|
65b75f4db15a9f35cc1d7eb6c984b758fcd8c346 | 449d555969bfd7befe906877abab098c6e63a0e8 | /881/CH25/EX25.2/exa25_2.sce | 9e494a490aee4eec1c03f8d675606cd4aa2d6a32 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 397 | sce | exa25_2.sce | clc;
//Example 25.2
//Page No 1018
//solution
Pt=1000;
fb=50*10^6;
Tb=(1/fb);
disp('s',Tb*10^1,"Tb = ");
Eb=Pt*Tb;
disp('J',Eb,"Eb = ");
disp("Expressed as a log with 1 Joule as the reference, ");
eb=10*log10(Eb);
disp('dBJ',eb,"Eb = ")
disp("It is common to express Pt in dBW and Eb in dBW/bps. Thus, ");
pt=10*log10(Pt);
disp('dBW',pt,"Pt = ");
disp('dBW/bps',round(eb),"Eb = ");
|
05a6708446e1e2e68c0d8eb5e8e10d21cab05e1e | 449d555969bfd7befe906877abab098c6e63a0e8 | /24/CH19/EX19.6/Example19_6.sce | 3facf18f47f0207396fe0e465b6348e801579726 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 375 | sce | Example19_6.sce | //Given that
La = 1 //(say)
Ld = 2.0*La
ka = 1 //(say)
kd = 5.0*ka
T1 = 25 //in degree C
T2 = 20 //in degree C
T5 = -10 //in degree C
//Sample Problem 19-6
printf("**Sample Problem 19-6**\n")
//The rate of thermal conduction will be same through (a) & (d)
//ka*A*(T2-T1)/La = kd*A*(T5-T4)/Ld
T4 = T5 - ka*(T2-T1)/La * (Ld/kd)
printf("The T4 is equal to %d degree C", T4) |
bf1df6dd6ab1ac6009a0e5aae736e1eb5704dcdc | 449d555969bfd7befe906877abab098c6e63a0e8 | /2213/CH9/EX9.5/ex_9_5.sce | 07d9c99d8f3d78098fb595d4413bdb4d3fdfcc82 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 308 | sce | ex_9_5.sce | //Example 9.5:diverter resistance
clc;
clear;
close;
format('v',6)
nf=1;//
n2=1.25*nf;//
of=1;//
of2=nf/n2;//
isef=1;//
ise2=0.66667;//
ia2=(1/ise2);//
idiv=ia2-ise2;//
rdiv=ise2/idiv;//
disp(rdiv*100,"diverter resistance required as percentage of the field resistance is")
//answer is wrong in the textbook
|
16e5ecafba134c107d9f5d707f0059bcb78d642e | 449d555969bfd7befe906877abab098c6e63a0e8 | /2705/CH14/EX14.7/Ex14_7.sce | a367f2e9eb960bb359ffc127a04c3a50b7e78cf3 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 740 | sce | Ex14_7.sce | clear;
clc;
disp(' Example 14.7');
// aim : To determine
// the power required to drive the vane pump
// given values
m_dot = 1;// air capacity, [kg/s]
rp = 2;// pressure ratio
P1 = 1*10^5;// intake pressure, [N/m^2]
T1 = 273+70;// intake temperature, [K]
Gama = 1.4;// heat capacity ratio
rv = .7;// volume ratio
// solution
V1 = .995;// intake pressure(as given previous question),[m^3/s]
// using P1*V1^Gama=P2*V2^Gama, so
P2 = P1*(1/rv)^Gama;// pressure, [N/m^2]
V2 = rv*V1;// volume,[m^3/s]
P3 = rp*P1;// final pressure, [N/m^2]
P = Gama/(Gama-1)*P1*V1*((P2/P1)^((Gama-1)/Gama)-1)+V2*(P3-P2);// power required,[W]
mprintf('\n The power required to drive the vane pump is = %f kW\n',P*10^-3);
// End
|
2643c8f3329e62c81d8e578ee2b301c45be5502e | 8217f7986187902617ad1bf89cb789618a90dd0a | /browsable_source/2.5/Unix-Windows/scilab-2.5/tests/examples/ieee.man.tst | 48a2bf85bd6e7a617b1276eb0f8ae41f9bb37e72 | [
"LicenseRef-scancode-public-domain",
"LicenseRef-scancode-warranty-disclaimer"
] | permissive | clg55/Scilab-Workbench | 4ebc01d2daea5026ad07fbfc53e16d4b29179502 | 9f8fd29c7f2a98100fa9aed8b58f6768d24a1875 | refs/heads/master | 2023-05-31T04:06:22.931111 | 2022-09-13T14:41:51 | 2022-09-13T14:41:51 | 258,270,193 | 0 | 1 | null | null | null | null | UTF-8 | Scilab | false | false | 47 | tst | ieee.man.tst | clear;lines(0);
ieee(1);1/0
ieee(2);1/0,log(0)
|
74c26802fe091eb8234fd14af7941414fd62953e | cac765899ef2f4a3fea7b30feb7d3cc9e32a4eb4 | /test-deprecated/testAsserVisuEtPas.sce | 548f1473c3b94532b5249169091f7a6acbf3ddbb | [] | no_license | clairedune/AsserVisu | 136d9cb090f709a410f23d3138ab115b722066d2 | f351f693bffd50b5ae19656a7fcb7b52e01d6943 | refs/heads/master | 2020-04-11T09:56:32.106000 | 2017-01-12T14:01:12 | 2017-01-12T14:01:12 | 1,187,919 | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 7,041 | sce | testAsserVisuEtPas.sce | // this code test the asser visu
// given as an input to Andreis function
// for step computing
//------------- LOAD The Files ---------------------//
path=get_absolute_file_path("scilab-src");
disp('HOME:'+path),
getd(path + "src/graphisme"); // pour charger un repertoire en entier
getd(path + "src/transformation");
getd(path + 'src/projectionPers');
getd(path + 'src/asserVisu');
getd(path + 'src/hrp2')
//Andrei
exec('src/prwControl/prwControl.sci');
exec('../HuMAnS/KickStart.sci');
execstr(LoadModule('../HuMAnS/Kernel'));
execstr(LoadModule('../HuMAnS/LagrangianModel/HRP2'));
execstr(LoadModule('../HuMAnS/LagrangianDynamics/Complete'));
execstr(LoadModule('../HuMAnS/LagrangianModel/HRP2/TaskFunctionDefinition'));
execstr(LoadModule('../HuMAnS/LagrangianModel/HRP2/JacadiModel'));
execstr(LoadModule('../HuMAnS/ActuationModel/DelayedSampling/ComputedTorqueControl'));
execstr(LoadModule('../HuMAnS/ActuationModel/DelayedSampling'));
if(CPPVERSION) then
execstr(LoadModule2('../HuMAnS/Kernel'));
execstr(LoadModule('../HuMAnS/ActuationModel/BipActuators/ActuatorsGeometry'));
//LoadJacadi();
end
setActuationSamplingPeriod(2.5e-3);
setActuationSamplingDelay(0.1e-3);
setNbActuators(30);
//Andrei/////
//-------------------------------------------------//
//--------- USER CHOICES --------------------------//
// choose the number of ddl of the robot
// 3 for HRP2 Andrei Com Control
// 6 for free Camera
NB_DDL = 3;
//choose the test case relative to the paper of Mombaur
// test case=0, let the user set its own param
TEST_CASE = 0;
if (TEST_CASE ~= 0)
[ poseComInit poseComFinal pose_cMo] = testCase(TEST_CASE);
else
// Init Pose of the CoM expressed in the robot frame
poseComInit = [ 0 0 0 0 0 90*%pi/180 ];
// Final Pose of the CoM
poseComFinal = [0 1 0 0 0 90*%pi/180 ];
// target pose in the init camera frame
pose_cMo = [0 0 3 0 0 0];
end;
// -- For Simulation
dt = 1/10;// time delay between two command
cote = 0.05; // size of the target dot
// -- For Visual Servoing
lambda = 8;//aservissement gain
threshold = 1e-3 ;// threshold on the error to stop
//------------ SETTING UP -------------------------//
//------compute the homogeneous matrix related to the
// init and final camera position
wMcomInit = homogeneousMatrixFromPos(poseComInit);
wMr = wMcomInit;
wMcomFinal = homogeneousMatrixFromPos(poseComFinal);
//------link camera/CoM : the camera is linked to the HRP2
// with two rotations of pi/2
// comMc is the fixed position of the camera in the com frame
// comVc is the fixed twist matrix that allows to change the frame of
// expression of the velocity
[comMc,comVc]=loadHRP2camCom();
// build the homogeneous matrix related to the camera pose
wMc = wMcomInit*comMc ;
//------Init set up
// its position in the camera frame is
cMo = homogeneousMatrixFromPos(pose_cMo);
// its position in the world frame is
wMo = wMc*cMo;
// create the target
L = 0.5; // related to the target size
oP = mire5points (L);
wP = changeFrameMire(oP,wMo);
// compute the first projection on the view
p = projectMire(oP,inv(cMo));
//------Final set up
// create the desired pose
wMcdes = wMcomFinal*comMc ;
cdesMo = inv(wMcdes)*wMo;
pdes = projectMire(oP,inv(cdesMo));
//------create the figures
hf2d = createPlanImage(1,"Point 2D");
mire2DDraw(p,cote,3);
show_pixmap()
mire2DDraw(pdes,cote,5);
show_pixmap()
disp('This is the first point projection')
disp('Green : current one, Red Desired one')
//disp('Click to display the servoing')
//xclick;
// create the window
hf = createFigure3D(2,"Camera Motion",2);
Camera3DDrawColor(0.1,wMc,3);// display the first camera
Camera3DDrawColor(0.1,wMcdes,5);// display the first camera
Mire3DDraw(wP);
show_pixmap()
disp('Red : desired pose, Green : init pose and target');
halt();
//create a windows to display the top view
hf2d_2 = createFigure2D(4,"TopView");
//----------------- VISUAL SERVOING LOOP -----------------//
// Visual servoing param
Zint = 1; // approximation of the object depth
// vcam is the camera velocity
// vrobot is the robot velocity
// test on DDL
if(NB_DDL==3)
L = matIntMire3ddl(p,Zint);
vcam = [0 0 0];
elseif(NB_DDL==6)
L = matIntMire6ddl(p,Zint);
vcam = [0 0 0 0 0 0];
else
disp('NB_DDL should be 6 or 3... kill the appli here');
halt();
end;
//---
vrobot = zeros(1,3); // desired robot velocity
vcamReal= vcam; // real camera montion
vrobotReal = zeros(1,3); // real robot displacement
// create a window to display the error
norme=[];
hf2d_2 = createFigure2D(3,"Error");
//create a windows to display the top view
velocity=[];
hf2d_3 = createFigure2D(5,"Velocity");
// launch the servo
er = 10; // error value init
//Andrei
//state of the robot [x;dx;ddx;y;dy;ddy;theta;dtheta;ddtheta]
RobotReal = zeros(9,1);
//we must enter in robot init the value of pose init
//poseComInit = [ 0 0 0 0 0 45*%pi/180 ];
RobotReal(1) = poseComInit(1) ;
RobotReal(4) = poseComInit(2) ;
RobotReal(7) = poseComInit(6) ;
k = 1;
//Andrei
while(er>threshold)
// --- System Simulation Using velocity
// motion performed
//c1Mc2 = computeMotionCam(vcamReal,dt);
//vrobot6ddl = [vrobotReal(1) vrobotReal(2) 0 0 0 vrobotReal(3)];
//r1Mr2 = expMapDirectRxRyRz(vrobot6ddl,dt);
//wMr = wMr*r1Mr2;
//pRobotInWorld = pFromHomogeneousMatrix(wMr);
// new camera position
//wMc=wMc*c1Mc2;
wMc = wMr * comMc;
pCamInWorld = pFromHomogeneousMatrix(wMc);
// targetprojection
p = projectMire(wP,wMc);
// uncomment the two lines to compute Z at each step
//cMo = inv(wMc)*wMo;
//Zint = cMo(3,4);
// --- Classical visual servoing
// compute the error
E = p-pdes;
e = [E(:,1)' E(:,2)' E(:,3)' E(:,4)' E(:,5)'];
norme = [norme norm(e)];
er = norm(e);
// compute interaction matrix
if(NB_DDL==3)
L = matIntMire3ddl(p,Zint);
elseif(NB_DDL==6)
L = matIntMire6ddl(p,Zint);
end;
// desired velocity of the camera
vcam = computeVelocity(lambda, L,e');
// desired corresponding robot motion
vrobot = convertVelocityCamRobot(vcam,comVc);
//Andrei
//printf('Andrei');
//vrobot = [1/8,0,0];
[RobotReal, RobotPrw] = WalkingTrajectory_withFP(vrobot,RobotReal,k);
//printf('Andrei finished');
k = k + 1;
// pause;
vrobotReal = RobotReal([2;5;8]); // attention vRobot dans le repere monde.
disp(vrobot);
disp(vrobotReal);
probotReal = [RobotReal(1) RobotReal(4) 0 0 0 RobotReal(7)];
wMr = homogeneousMatrixFromPos(probotReal);
//Andrei
//vcamReal = convertVelocityRobotCam(vrobotReal,comVc);
// --- Displays
xset("window",1);
mire2DDraw(p,cote,3);
show_pixmap();
xset("window",2);
Camera3DDraw(0.005,wMc);
show_pixmap()
xset("window",3);
plot(threshold*ones(1,length(norme)))
her=gce();
her.foreground=5;
plot(norme);
her=gce();
her.foreground=3;
show_pixmap();
xset("window",4);
AxeZ2DDraw(0.02,wMc);
show_pixmap();
xset("window",5);
velocity =[velocity;vcam ];
plot2d(velocity);
show_pixmap()
end;
xset("pixmap",0);
|
e32f978221ef1574988b6169c9b5ed0de6364571 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1373/CH5/EX5.18/Chapter5_Example18.sce | 0aadc62257f892c99aadfa124fae0a22198e787d | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 931 | sce | Chapter5_Example18.sce | //Chapter-5, Example 5.18, Page 202
//=============================================================================
clc
clear
//INPUT DATA
Ti=30;//Initial temperature of the slab in degree C
q=(2*10^5);//Constant heat flux in W/m^2
k=400;//Thermal conductivity in W/m.K
a=(117*10^-6);//Thermal diffusivity in m^2/h
n=0.075;//Nodal spacing in m
x=0.15;//Depth in m
t=(4*60);//Time elapsed in s
//CALCULATION
R=(x^2/(a*t));//R value for t1
t1=(n^2/(R*a));//Value of t1 in s
To=121.9;//The surface temperature after 4 min in degree C from the table on page no. 203
T2=64;//Temperature at 0.15 m from the surface after 4 minutes in degree C from the table on page no. 203
//OUTPUT
mprintf('The surface temperature after 4 min is %3.1f degree C \n Temperature at 0.15 m from the surface after 4 minutes is %i degree C',To,T2)
//=================================END OF PROGRAM==============================
|
ef341ac19afec34cefe8f6be685f65c3cd11d74d | 449d555969bfd7befe906877abab098c6e63a0e8 | /1026/CH2/EX2.2/Example2_2.sce | 555fcab23f95858c46b473d77c5df7a994a7054a | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 357 | sce | Example2_2.sce | //chapter-2,Example2_2,pg 54
aFe=16.65
aAg=2.86
bFe=-0.095
bAg=0.017
aFe_Ag=aFe-aAg
bFe_Ag=bFe-bAg
a=aFe_Ag
b=bFe_Ag
Tn=-(a/b)
t=100
EFe_Ag=(a*t)+0.5*(b*(t^2))
printf("neutral temp. of Fe-Ag thermocouple\n")
printf("Tn=%.3f deg. C",Tn)
printf("\nthermo e.m.f of thermocouple\n")
printf("EFe_Ag=%.f volts",EFe_Ag) |
a9dac3a39e0dcde40c3d3858aba2cd8be282b99f | 717ddeb7e700373742c617a95e25a2376565112c | /2474/CH9/EX9.5/Ch09Ex05.sce | 7bb850ea8604bc59ade5bd008ac0009e1c05ec50 | [] | no_license | appucrossroads/Scilab-TBC-Uploads | b7ce9a8665d6253926fa8cc0989cda3c0db8e63d | 1d1c6f68fe7afb15ea12fd38492ec171491f8ce7 | refs/heads/master | 2021-01-22T04:15:15.512674 | 2017-09-19T11:51:56 | 2017-09-19T11:51:56 | 92,444,732 | 0 | 0 | null | 2017-05-25T21:09:20 | 2017-05-25T21:09:19 | null | UTF-8 | Scilab | false | false | 605 | sce | Ch09Ex05.sce | // Scilab code Ex9.5: Pg.381-382 (2008)
clc; clear;
delta_E = 4.77e-04*1.6e-19; // Energy difference, J
l = 0; // Rotational level
h_cross = 1.055e-34; // Reduced plank's constant, J-s
I = h_cross^2/delta_E; // Moment of inertia, ev-s^2
m_1 = 12; // Mass of C, u
m_2 = 16; // Mass of O, u
mu = m_1*m_2/(m_1+m_2)*1.66e-27; // Reduced mass of CO, kg
r_o = sqrt(I/mu); // Equilibrium separation, m
printf("\nThe equilibrium separation or bond length of CO molecule = %5.3f nm", r_o/1e-9);
// Result
// The equilibrium separation or bond length of CO molecule = 0.113 nm |
2bae6d293665f51624c9088b34b62170c770de8f | 449d555969bfd7befe906877abab098c6e63a0e8 | /964/CH6/EX6.11/6_11.sce | ee9e6065de1c14cfc6d84c81698d96fb20a0e5ef | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 423 | sce | 6_11.sce | clc;
clear;
function z=u(x,y)
z=x^2+x*y-10
endfunction
function z=v(x,y)
z=y+3*x*y^2-57
endfunction
x=1.5;
y=3.5;
e=[100 100];
while e(1)>0.0001 & e(2)>0.0001
J=[2*x+y x; 3*y^2 1+6*x*y];
deter=determ(J);
u1=u(x,y);
v1=v(x,y);
x=x-((u1*J(2,2)-v1*J(1,2))/deter);
y=y-((v1*J(1,1)-u1*J(2,1))/deter);
e(1)=abs(2-x);
e(2)=abs(3-y);
end
bracket=[x y];
disp(bracket)
|
cf6b7ef0f87af54bddb53028099019d273ce1fb6 | 449d555969bfd7befe906877abab098c6e63a0e8 | /2207/CH1/EX1.18.2/ex_1_18_2.sce | ee10a70075a82fee6f7169d28bb8b0121209f70f | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 392 | sce | ex_1_18_2.sce | //Example 1.18.2: voltage of the capacitor
clc;
clear;
close;
format('v',7)
r=15;//in ohms
l=12;///inductance in mH
c=8;//capacitance in micro farads
v=100;//in volts
t=((%pi)/(sqrt((1/(l*10^-3*c*10^-6))-(r^2/(4*(l*10^-3)^2)))));// time in seconds
vc= v*(1-cosd(t/(sqrt(l*10^-3*c*10^-6))));//in volts
disp(vc,"the capacitor voltage in volts is")
//this question is not solved in the textbook
|
a75d4b22c0dda98ed66d3ae7e61719db34617076 | 449d555969bfd7befe906877abab098c6e63a0e8 | /980/CH11/EX11.15/11_15.sce | 2a8a54d5a25586479361d66d61f112dca427f7bc | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 710 | sce | 11_15.sce | clc;
clear;
format('v',11);
f=1*10^9;
c=3*10^8; //velocity of light in air.
lemda=c/f;
T=1/f;
disp("E=-2*sin(2*%pi*z/0.3)","At t=T/4,equation of electric field is ");
Zmax1=(%pi/2)*0.3/(2*%pi);
Zmax2=(5*%pi/2)*0.3/(2*%pi);
Zmax3=(9*%pi/2)*0.3/(2*%pi);
Zmin1=(3*%pi/2)*0.3/(2*%pi);
Zmin2=(7*%pi/2)*0.3/(2*%pi);
Zmin3=(11*%pi/2)*0.3/(2*%pi);
Zzero1=(0*%pi)*0.3/(2*%pi);
Zzero2=(1*%pi)*0.3/(2*%pi);
Zzero3=(2*%pi)*0.3/(2*%pi);
disp(Zmax3,"Zmax3(in meter)=",Zmax2,"Zmax2(in meter)=",Zmax1,"Zmax1(in meter)=");
disp(Zmin3,"Zmin3(in meter)=",Zmin2,"Zmin2(in meter)=",Zmin1,"Zmin1(in meter)=");
disp(Zzero3,"Zzero3(in meter)=",Zzero2,"Zzero2(in meter)=",Zzero1,"Zzero1(in meter)=");
|
886773477eeb9dfb81b9c7a1fdd5adf9645da256 | e8bcf3f9ffdfb367940fb9ed498b1c598ce92e65 | /polarplot.sce | 76144f2830648401fd57787b4b7dda4e616e5b20 | [] | no_license | yoddha24/Intro-to-Scilab | 1fe25aee3ebd319bc2c9e2cf7c25d7050b09890e | 4c458c1bea6880839ebae07adfd39dea0eac4e2c | refs/heads/master | 2021-01-20T18:24:05.191473 | 2016-08-08T13:45:16 | 2016-08-08T13:45:16 | 65,207,356 | 1 | 1 | null | null | null | null | UTF-8 | Scilab | false | false | 133 | sce | polarplot.sce | // Program to plot using polarplot function
theta= 0:.01:3*%pi;
polarplot(sin(2*theta),cos((2*theta)))
xtitle('Using polarplot')
|
73a7d8834863e8ff981ba5ae03c438d9c76d9b48 | e0f8f5b90758e1d2d3d75342630b61dd6a34acce | /concatenar.sci | b27b9b3f58b07d070d27d9026a904050896126a9 | [
"MIT"
] | permissive | gilvandrocesardemedeiros/ComputacaoNumerica | 6dbf5ab06d34b3a29456508c994fbc3c1ceb47c8 | 13045eaaa847a5fc01707c66f530b21c096e4ff4 | refs/heads/master | 2020-04-04T17:17:19.928386 | 2019-07-14T19:03:49 | 2019-07-14T19:03:49 | 156,114,630 | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 169 | sci | concatenar.sci | function [v3] = concatenar(v1,v2)
for i = 1:length(v1)
v3(i) = v1(i)
end
for i = 1:length(v2)
v3(i + length(v1)) = v2(i)
end
endfunction
|
8e66088c53948cda734f307088b3818cc6290036 | 449d555969bfd7befe906877abab098c6e63a0e8 | /3754/CH14/EX14.4/14_4.sce | 238fc8c1f2c1645eaf4dc58f27ce3280c161dd74 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 378 | sce | 14_4.sce | clear//
//Variables
IE = 10 //Emitter current (in milli-Ampere)
alpha = 0.987 //common base current gain
//Calculation
IC = alpha * IE //Collector current (in milli-Ampere)
IB = IE - IC //Base current (in milli-Ampere)
//Result
printf("\n IC is %0.3f mA.\nIB is %0.3f mA.",IC,IB)
|
b0bd5574700f44b5d7fa4e2c40818a847b5a7408 | 449d555969bfd7befe906877abab098c6e63a0e8 | /28/CH7/EX7.3/ex7_3.sce | d1f41c1f659be3966b6e88ef3003f3324e5c4b94 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 156 | sce | ex7_3.sce | s=%s;
syms k
H=syslin('c',1+(k/(s*(s+1)*(s+2))))
evans(H,5)
d=derivat(H)
p=numer(d)
a=roots(p) // a=breakaway point
disp(a,"breakaway ppoint=")
|
c2cbbdbc14af709fef98141761042294b86d14dc | 931df7de6dffa2b03ac9771d79e06d88c24ab4ff | /psalmflick Strafing Tracking Precise.sce | a512ce5e5da2c0d835b759449aad65790e87d35d | [] | no_license | MBHuman/Scenarios | be1a722825b3b960014b07cda2f12fa4f75c7fc8 | 1db6bfdec8cc42164ca9ff57dd9d3c82cfaf2137 | refs/heads/master | 2023-01-14T02:10:25.103083 | 2020-11-21T16:47:14 | 2020-11-21T16:47:14 | null | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 36,489 | sce | psalmflick Strafing Tracking Precise.sce | Name=psalmflick Strafing Tracking Precise
PlayerCharacters=Player
BotCharacters=target.bot
IsChallenge=true
Timelimit=60.0
PlayerProfile=Player
AddedBots=target.bot;target.bot;target.bot;target.bot;target.bot;target.bot;target.bot;target.bot
PlayerMaxLives=0
BotMaxLives=0;0;0;0;0;0;0;0
PlayerTeam=1
BotTeams=0;0;0;0;0;0;0;0
MapName=boxerpsalmclosertps.map
MapScale=4.0
BlockProjectilePredictors=true
BlockCheats=true
InvinciblePlayer=true
InvincibleBots=false
Timescale=1.0
BlockHealthbars=true
TimeRefilledByKill=0.0
ScoreToWin=1.0
ScorePerDamage=0.0
ScorePerKill=1.0
ScorePerMidairDirect=0.0
ScorePerAnyDirect=0.0
ScorePerTime=0.0
ScoreLossPerDamageTaken=0.0
ScoreLossPerDeath=0.0
ScoreLossPerMidairDirected=0.0
ScoreLossPerAnyDirected=0.0
ScoreMultAccuracy=false
ScoreMultDamageEfficiency=false
ScoreMultKillEfficiency=false
GameTag=Mouse Control
WeaponHeroTag=Pistol, Flick
DifficultyTag=2
AuthorsTag=patys, psalm
BlockHitMarkers=false
BlockHitSounds=false
BlockMissSounds=true
BlockFCT=true
Description= Great practice for flicking to many targets quickly.
GameVersion=2.0.0.2
ScorePerDistance=0.0
MBSEnable=false
MBSTime1=0.25
MBSTime2=0.5
MBSTime3=0.75
MBSTime1Mult=1.0
MBSTime2Mult=2.0
MBSTime3Mult=3.0
MBSFBInstead=false
MBSRequireEnemyAlive=false
[Aim Profile]
Name=Default
MinReactionTime=0.3
MaxReactionTime=0.4
MinSelfMovementCorrectionTime=0.001
MaxSelfMovementCorrectionTime=0.05
FlickFOV=30.0
FlickSpeed=1.5
FlickError=15.0
TrackSpeed=3.5
TrackError=3.5
MaxTurnAngleFromPadCenter=75.0
MinRecenterTime=0.3
MaxRecenterTime=0.5
OptimalAimFOV=30.0
OuterAimPenalty=1.0
MaxError=40.0
ShootFOV=15.0
VerticalAimOffset=0.0
MaxTolerableSpread=5.0
MinTolerableSpread=1.0
TolerableSpreadDist=2000.0
MaxSpreadDistFactor=2.0
AimingStyle=Original
ScanSpeedMultiplier=1.0
MaxSeekPitch=30.0
MaxSeekYaw=30.0
AimingSpeed=5.0
MinShootDelay=0.3
MaxShootDelay=0.6
[Bot Profile]
Name=target
DodgeProfileNames=Long Strafes_very
DodgeProfileWeights=1.0
DodgeProfileMaxChangeTime=5.0
DodgeProfileMinChangeTime=1.0
WeaponProfileWeights=1.0;1.0;1.0;1.0;1.0;1.0;1.0;1.0
AimingProfileNames=Default;Default;Default;Default;Default;Default;Default;Default
WeaponSwitchTime=3.0
UseWeapons=false
CharacterProfile=target
SeeThroughWalls=false
NoDodging=false
NoAiming=false
AbilityUseTimer=0.1
UseAbilityFrequency=1.0
UseAbilityFreqMinTime=0.3
UseAbilityFreqMaxTime=0.6
ShowLaser=false
LaserRGB=X=1.000 Y=0.300 Z=0.000
LaserAlpha=1.0
[Character Profile]
Name=Player
MaxHealth=100.0
WeaponProfileNames=LG;;;;;;;
MinRespawnDelay=1.0
MaxRespawnDelay=5.0
StepUpHeight=0.0
CrouchHeightModifier=0.5
CrouchAnimationSpeed=1.0
CameraOffset=X=0.000 Y=0.000 Z=9.000
HeadshotOnly=false
DamageKnockbackFactor=0.0
MovementType=Base
MaxSpeed=0.0
MaxCrouchSpeed=0.0
Acceleration=0.0
AirAcceleration=16000.0
Friction=0.0
BrakingFrictionFactor=0.0
JumpVelocity=0.0
Gravity=0.0
AirControl=0.0
CanCrouch=true
CanPogoJump=false
CanCrouchInAir=false
CanJumpFromCrouch=false
EnemyBodyColor=X=255.000 Y=0.000 Z=0.000
EnemyHeadColor=X=255.000 Y=255.000 Z=255.000
TeamBodyColor=X=0.000 Y=0.000 Z=255.000
TeamHeadColor=X=255.000 Y=255.000 Z=255.000
BlockSelfDamage=false
InvinciblePlayer=false
InvincibleBots=false
BlockTeamDamage=false
AirJumpCount=0
AirJumpVelocity=800.0
MainBBType=Cylindrical
MainBBHeight=300.0
MainBBRadius=45.0
MainBBHasHead=false
MainBBHeadRadius=0.1
MainBBHeadOffset=0.0
MainBBHide=true
ProjBBType=Cylindrical
ProjBBHeight=300.0
ProjBBRadius=45.0
ProjBBHasHead=false
ProjBBHeadRadius=0.1
ProjBBHeadOffset=0.0
ProjBBHide=true
HasJetpack=false
JetpackActivationDelay=0.2
JetpackFullFuelTime=4.0
JetpackFuelIncPerSec=1.0
JetpackFuelRegensInAir=false
JetpackThrust=6000.0
JetpackMaxZVelocity=400.0
JetpackAirControlWithThrust=0.25
AbilityProfileNames=;;;
HideWeapon=false
AerialFriction=0.0
StrafeSpeedMult=1.0
BackSpeedMult=1.0
RespawnInvulnTime=0.0
BlockedSpawnRadius=0.0
BlockSpawnFOV=0.0
BlockSpawnDistance=0.0
RespawnAnimationDuration=0.5
AllowBufferedJumps=false
BounceOffWalls=false
LeanAngle=0.0
LeanDisplacement=0.0
AirJumpExtraControl=0.0
ForwardSpeedBias=1.0
HealthRegainedonkill=0.0
HealthRegenPerSec=0.0
HealthRegenDelay=0.0
JumpSpeedPenaltyDuration=0.0
JumpSpeedPenaltyPercent=0.0
ThirdPersonCamera=false
TPSArmLength=450.0
TPSOffset=X=0.000 Y=60.000 Z=105.000
BrakingDeceleration=2048.0
VerticalSpawnOffset=0.0
TerminalVelocity=0.0
CharacterModel=Ecto
CharacterSkin=Default
SpawnXOffset=0.0
SpawnYOffset=0.0
InvertBlockedSpawn=false
ViewBobTime=0.0
ViewBobAngleAdjustment=0.0
ViewBobCameraZOffset=0.0
ViewBobAffectsShots=false
IsFlyer=false
FlightObeysPitch=false
FlightVelocityUp=800.0
FlightVelocityDown=800.0
[Character Profile]
Name=target
MaxHealth=42.0
WeaponProfileNames=;;;;;;;
MinRespawnDelay=0.001
MaxRespawnDelay=0.001
StepUpHeight=0.0
CrouchHeightModifier=1.0
CrouchAnimationSpeed=1.0
CameraOffset=X=0.000 Y=0.000 Z=0.000
HeadshotOnly=false
DamageKnockbackFactor=0.0
MovementType=Base
MaxSpeed=800.0
MaxCrouchSpeed=800.0
Acceleration=12000.0
AirAcceleration=16000.0
Friction=0.0
BrakingFrictionFactor=0.0
JumpVelocity=0.0
Gravity=0.0
AirControl=1.0
CanCrouch=true
CanPogoJump=false
CanCrouchInAir=false
CanJumpFromCrouch=false
EnemyBodyColor=X=255.000 Y=0.000 Z=0.000
EnemyHeadColor=X=255.000 Y=255.000 Z=255.000
TeamBodyColor=X=0.000 Y=0.000 Z=255.000
TeamHeadColor=X=255.000 Y=255.000 Z=255.000
BlockSelfDamage=false
InvinciblePlayer=false
InvincibleBots=false
BlockTeamDamage=true
AirJumpCount=0
AirJumpVelocity=600.0
MainBBType=Spheroid
MainBBHeight=120.0
MainBBRadius=30.0
MainBBHasHead=false
MainBBHeadRadius=0.1
MainBBHeadOffset=0.0
MainBBHide=false
ProjBBType=Spheroid
ProjBBHeight=128.0
ProjBBRadius=60.0
ProjBBHasHead=false
ProjBBHeadRadius=0.1
ProjBBHeadOffset=0.0
ProjBBHide=true
HasJetpack=false
JetpackActivationDelay=0.2
JetpackFullFuelTime=100000.0
JetpackFuelIncPerSec=0.1
JetpackFuelRegensInAir=true
JetpackThrust=6000.0
JetpackMaxZVelocity=400.0
JetpackAirControlWithThrust=1.0
AbilityProfileNames=;;;
HideWeapon=true
AerialFriction=0.0
StrafeSpeedMult=1.0
BackSpeedMult=1.0
RespawnInvulnTime=0.0
BlockedSpawnRadius=360.0
BlockSpawnFOV=0.0
BlockSpawnDistance=0.0
RespawnAnimationDuration=0.0
AllowBufferedJumps=false
BounceOffWalls=false
LeanAngle=0.0
LeanDisplacement=0.0
AirJumpExtraControl=0.0
ForwardSpeedBias=1.0
HealthRegainedonkill=0.0
HealthRegenPerSec=0.0
HealthRegenDelay=0.0
JumpSpeedPenaltyDuration=0.0
JumpSpeedPenaltyPercent=0.0
ThirdPersonCamera=false
TPSArmLength=300.0
TPSOffset=X=0.000 Y=150.000 Z=150.000
BrakingDeceleration=2048.0
VerticalSpawnOffset=0.0
TerminalVelocity=0.0
CharacterModel=None
CharacterSkin=Default
SpawnXOffset=0.0
SpawnYOffset=0.0
InvertBlockedSpawn=false
ViewBobTime=0.0
ViewBobAngleAdjustment=0.0
ViewBobCameraZOffset=0.0
ViewBobAffectsShots=false
IsFlyer=true
FlightObeysPitch=false
FlightVelocityUp=600.0
FlightVelocityDown=600.0
[Dodge Profile]
Name=Long Strafes_very
MaxTargetDistance=1200.0
MinTargetDistance=0.0
ToggleLeftRight=true
ToggleForwardBack=false
MinLRTimeChange=1.0
MaxLRTimeChange=10.0
MinFBTimeChange=0.2
MaxFBTimeChange=0.5
DamageReactionChangesDirection=true
DamageReactionChanceToIgnore=0.5
DamageReactionMinimumDelay=0.125
DamageReactionMaximumDelay=0.25
DamageReactionCooldown=1.0
DamageReactionThreshold=50.0
DamageReactionResetTimer=0.5
JumpFrequency=0.4
CrouchInAirFrequency=0.4
CrouchOnGroundFrequency=0.4
TargetStrafeOverride=Ignore
TargetStrafeMinDelay=0.125
TargetStrafeMaxDelay=0.25
MinProfileChangeTime=0.0
MaxProfileChangeTime=0.0
MinCrouchTime=0.4
MaxCrouchTime=0.8
MinJumpTime=0.4
MaxJumpTime=0.8
LeftStrafeTimeMult=1.0
RightStrafeTimeMult=1.0
StrafeSwapMinPause=0.0
StrafeSwapMaxPause=0.0
BlockedMovementPercent=0.5
BlockedMovementReactionMin=0.125
BlockedMovementReactionMax=0.2
WaypointLogic=Ignore
WaypointTurnRate=200.0
MinTimeBeforeShot=0.15
MaxTimeBeforeShot=0.25
IgnoreShotChance=0.0
[Weapon Profile]
Name=LG
Type=Hitscan
ShotsPerClick=1
DamagePerShot=6.0
KnockbackFactor=2.0
TimeBetweenShots=0.046
Pierces=false
Category=FullyAuto
BurstShotCount=1
TimeBetweenBursts=0.5
ChargeStartDamage=10.0
ChargeStartVelocity=X=500.000 Y=0.000 Z=0.000
ChargeTimeToAutoRelease=2.0
ChargeTimeToCap=1.0
ChargeMoveSpeedModifier=1.0
MuzzleVelocityMin=X=2000.000 Y=0.000 Z=0.000
MuzzleVelocityMax=X=2000.000 Y=0.000 Z=0.000
InheritOwnerVelocity=0.0
OriginOffset=X=0.000 Y=0.000 Z=0.000
MaxTravelTime=5.0
MaxHitscanRange=100000.0
GravityScale=1.0
HeadshotCapable=false
HeadshotMultiplier=2.0
MagazineMax=0
AmmoPerShot=1
ReloadTimeFromEmpty=0.5
ReloadTimeFromPartial=0.5
DamageFalloffStartDistance=100000.0
DamageFalloffStopDistance=100000.0
DamageAtMaxRange=7.0
DelayBeforeShot=0.0
ProjectileGraphic=Ball
VisualLifetime=0.05
BounceOffWorld=false
BounceFactor=0.0
BounceCount=0
HomingProjectileAcceleration=0.0
ProjectileEnemyHitRadius=1.0
CanAimDownSight=false
ADSZoomDelay=0.0
ADSZoomSensFactor=0.7
ADSMoveFactor=1.0
ADSStartDelay=0.0
ShootSoundCooldown=0.08
HitSoundCooldown=0.08
HitscanVisualOffset=X=0.000 Y=0.000 Z=-80.000
ADSBlocksShooting=false
ShootingBlocksADS=false
KnockbackFactorAir=9.0
RecoilNegatable=false
DecalType=0
DecalSize=30.0
DelayAfterShooting=0.0
BeamTracksCrosshair=true
AlsoShoot=
ADSShoot=
StunDuration=0.0
CircularSpread=true
SpreadStationaryVelocity=0.0
PassiveCharging=false
BurstFullyAuto=true
FlatKnockbackHorizontal=0.0
FlatKnockbackVertical=0.0
HitscanRadius=0.0
HitscanVisualRadius=6.0
TaggingDuration=0.0
TaggingMaxFactor=1.0
TaggingHitFactor=1.0
RecoilCrouchScale=1.0
RecoilADSScale=1.0
PSRCrouchScale=1.0
PSRADSScale=1.0
ProjectileAcceleration=0.0
AccelIncludeVertical=true
AimPunchAmount=0.0
AimPunchResetTime=0.05
AimPunchCooldown=0.5
AimPunchHeadshotOnly=false
AimPunchCosmeticOnly=true
MinimumDecelVelocity=0.0
PSRManualNegation=false
PSRAutoReset=true
AimPunchUpTime=0.05
AmmoReloadedOnKill=0
CancelReloadOnKill=false
FlatKnockbackHorizontalMin=0.0
FlatKnockbackVerticalMin=0.0
ADSScope=No Scope
ADSFOVOverride=72.099998
ADSFOVScale=Horizontal (4:3)
ADSAllowUserOverrideFOV=true
IsBurstWeapon=false
ForceFirstPersonInADS=true
ZoomBlockedInAir=false
ADSCameraOffsetX=0.0
ADSCameraOffsetY=0.0
ADSCameraOffsetZ=0.0
QuickSwitchTime=0.1
WeaponModel=Heavy Surge Rifle
WeaponAnimation=Primary
UseIncReload=false
IncReloadStartupTime=0.0
IncReloadLoopTime=0.0
IncReloadAmmoPerLoop=1
IncReloadEndTime=0.0
IncReloadCancelWithShoot=true
WeaponSkin=Default
ProjectileVisualOffset=X=0.000 Y=0.000 Z=0.000
SpreadDecayDelay=0.0
ReloadBeforeRecovery=true
3rdPersonWeaponModel=M4
3rdPersonWeaponSkin=Default
ParticleMuzzleFlash=None
ParticleWallImpact=None
ParticleBodyImpact=None
ParticleProjectileTrail=None
ParticleHitscanTrace=Tracer
ParticleMuzzleFlashScale=1.0
ParticleWallImpactScale=1.0
ParticleBodyImpactScale=1.0
ParticleProjectileTrailScale=1.0
Explosive=false
Radius=500.0
DamageAtCenter=100.0
DamageAtEdge=0.0
SelfDamageMultiplier=0.5
ExplodesOnContactWithEnemy=false
DelayAfterEnemyContact=0.0
ExplodesOnContactWithWorld=false
DelayAfterWorldContact=0.0
ExplodesOnNextAttack=false
DelayAfterSpawn=0.0
BlockedByWorld=false
SpreadSSA=1.0,1.0,-1.0,0.0
SpreadSCA=1.0,1.0,-1.0,0.0
SpreadMSA=1.0,1.0,-1.0,0.0
SpreadMCA=1.0,1.0,-1.0,0.0
SpreadSSH=1.0,1.0,-1.0,0.0
SpreadSCH=1.0,1.0,-1.0,0.0
SpreadMSH=1.0,1.0,-1.0,0.0
SpreadMCH=1.0,1.0,-1.0,0.0
MaxRecoilUp=0.0
MinRecoilUp=0.0
MinRecoilHoriz=0.0
MaxRecoilHoriz=0.0
FirstShotRecoilMult=1.0
RecoilAutoReset=false
TimeToRecoilPeak=0.05
TimeToRecoilReset=0.35
AAMode=0
AAPreferClosestPlayer=false
AAAlpha=0.05
AAMaxSpeed=1.0
AADeadZone=0.0
AAFOV=30.0
AANeedsLOS=true
TrackHorizontal=true
TrackVertical=true
AABlocksMouse=false
AAOffTimer=0.0
AABackOnTimer=0.0
TriggerBotEnabled=false
TriggerBotDelay=0.0
TriggerBotFOV=1.0
StickyLock=false
HeadLock=false
VerticalOffset=0.0
DisableLockOnKill=false
UsePerShotRecoil=false
PSRLoopStartIndex=0
PSRViewRecoilTracking=0.45
PSRCapUp=9.0
PSRCapRight=4.0
PSRCapLeft=4.0
PSRTimeToPeak=0.095
PSRResetDegreesPerSec=40.0
UsePerBulletSpread=false
PBS0=0.0,0.0
[Map Data]
reflex map version 8
global
entity
type WorldSpawn
String32 targetGameOverCamera end
UInt8 playersMin 1
UInt8 playersMax 16
brush
vertices
-592.000000 704.000000 256.000000
-576.000000 704.000000 256.000000
-576.000000 704.000000 -768.000000
-592.000000 704.000000 -768.000000
-592.000000 272.000000 256.000000
-576.000000 272.000000 256.000000
-576.000000 272.000000 -768.000000
-592.000000 272.000000 -768.000000
faces
0.000000 0.000000 1.000000 1.000000 0.000000 0 1 2 3 0x00000000 internal/editor/textures/editor_clip
0.000000 0.000000 1.000000 1.000000 0.000000 6 5 4 7 0x00000000 internal/editor/textures/editor_clip
0.000000 0.000000 1.000000 1.000000 0.000000 2 1 5 6 0x00000000 internal/editor/textures/editor_clip
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Bool8 teamA 0
|
51f09e22f8bae540405ae5da69297dd312fa38b9 | 4a1effb7ec08302914dbd9c5e560c61936c1bb99 | /Project 2/Experiments/C45-C/results/C45-C.abalone-10-1tra/result6.tst | cf707040831d1ff638f3f3e7850fc3befab208f2 | [] | no_license | nickgreenquist/Intro_To_Intelligent_Systems | 964cad20de7099b8e5808ddee199e3e3343cf7d5 | 7ad43577b3cbbc0b620740205a14c406d96a2517 | refs/heads/master | 2021-01-20T13:23:23.931062 | 2017-05-04T20:08:05 | 2017-05-04T20:08:05 | 90,484,366 | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 2,609 | tst | result6.tst | @relation abalone
@attribute Sex{M,F,I}
@attribute Length real[0.075,0.815]
@attribute Diameter real[0.055,0.65]
@attribute Height real[0.0,1.13]
@attribute Whole_weight real[0.002,2.8255]
@attribute Shucked_weight real[0.001,1.488]
@attribute Viscera_weight real[5.0E-4,0.76]
@attribute Shell_weight real[0.0015,1.005]
@attribute Rings{15,7,9,10,8,20,16,19,14,11,12,18,13,5,4,6,21,17,22,1,3,26,23,29,2,27,25,24}
@inputs Sex,Length,Diameter,Height,Whole_weight,Shucked_weight,Viscera_weight,Shell_weight
@outputs Rings
@data
11 17
9 10
8 9
7 7
12 18
21 14
13 9
9 15
10 8
10 8
10 9
5 6
9 11
10 12
16 17
20 18
10 19
11 9
10 10
12 10
13 10
8 4
12 9
15 14
15 11
6 5
11 8
9 8
3 4
14 10
23 13
10 7
7 6
13 11
11 7
11 10
8 10
15 10
20 10
11 6
6 7
18 14
22 14
11 15
10 8
15 14
11 10
10 11
5 5
3 5
11 11
15 11
11 10
12 8
16 8
10 14
13 10
13 12
11 15
12 11
13 10
18 8
15 8
7 8
19 11
11 13
10 9
10 10
7 7
13 9
11 17
10 10
8 7
9 9
7 7
12 7
17 13
10 10
11 16
12 19
9 8
9 10
10 10
9 9
10 11
14 10
17 14
6 4
5 5
4 4
5 8
5 6
6 7
6 8
6 8
7 7
8 10
8 9
9 10
10 10
10 10
9 9
4 5
6 7
7 8
7 7
7 7
6 6
9 8
8 9
9 10
9 9
9 8
8 9
10 11
8 11
10 11
11 11
11 10
5 5
6 7
6 7
8 8
7 10
8 7
9 8
9 8
9 8
10 7
9 10
9 10
9 10
8 9
10 9
9 10
10 10
9 9
10 11
9 9
10 13
12 10
11 11
11 11
10 19
11 16
7 7
9 7
8 7
7 9
8 11
11 9
10 10
9 10
11 11
12 13
11 20
7 8
8 7
7 8
10 13
9 11
9 10
9 11
8 9
9 10
10 9
11 11
8 11
8 8
9 9
10 9
9 10
11 10
11 11
11 9
11 12
15 11
7 11
12 14
7 8
8 10
8 9
10 9
9 9
9 10
8 9
13 12
6 8
7 6
7 6
10 15
9 7
6 10
9 9
12 19
12 11
11 10
12 20
10 11
7 6
8 8
10 10
5 5
5 5
8 8
7 7
7 6
8 7
8 8
7 10
8 8
10 12
17 12
10 18
8 7
5 7
11 12
5 9
13 12
13 13
6 17
13 9
7 9
15 13
17 10
10 7
14 20
14 12
13 9
9 8
8 9
11 8
9 7
21 13
17 12
16 9
13 9
15 14
10 10
8 15
11 7
16 21
16 18
13 8
12 11
9 8
14 10
18 9
12 11
14 10
7 8
12 13
15 15
6 5
11 11
6 7
7 8
7 10
7 9
8 10
8 9
9 9
12 11
7 8
7 7
8 8
8 9
7 9
8 9
8 9
9 8
7 10
9 11
9 13
6 7
7 5
7 7
7 7
9 8
10 9
10 11
9 10
4 4
8 6
6 8
7 8
9 7
10 11
11 10
11 11
6 6
8 7
8 7
8 10
9 9
10 9
10 9
11 10
10 11
11 11
9 13
9 9
11 10
12 9
11 10
4 4
9 8
9 10
8 14
8 8
7 6
10 10
10 11
9 10
10 9
20 15
10 17
7 7
11 13
11 10
9 7
10 8
12 10
13 13
14 10
13 11
12 10
14 8
13 13
14 10
14 9
9 10
19 10
8 7
8 10
5 5
12 14
18 15
9 7
8 11
5 7
6 7
8 9
8 7
9 12
8 8
8 8
11 9
6 7
8 9
8 9
11 10
10 10
10 13
11 15
9 11
10 13
13 14
8 7
9 8
9 10
10 11
10 7
9 11
9 8
11 9
9 11
9 10
13 8
12 12
12 14
8 8
10 12
9 8
11 13
14 11
12 14
14 7
19 16
9 12
12 13
9 8
9 8
16 15
6 6
19 13
10 12
13 10
8 7
12 8
10 12
10 6
6 5
11 16
10 16
6 7
8 8
7 7
4 5
6 6
8 9
9 10
7 7
6 7
9 9
10 15
10 11
8 7
10 9
12 11
8 8
11 20
11 11
6 7
11 11
9 9
10 11
|
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