March 18, 2019
Peanut Package Dependencies
RStudio: Use Tools> Install Packages …, select "Install From" = "Package Archive File"
install.packages("RNetica-0.5-2.zip", repos=NULL)
R CMD INSTALL RNetica --configure-args='--with-netica=/path/to/Netica_API_504'Now load RNetica
Netica Session and Netica Heap
NeticaNetwork objectsstartSession() ## Installing a License KeyWhen you purchase a license, Norsys will send you a license key. Something that looks like: “+Course/FloridaSU/Ex15-05-30,120,310/XXXXX” (Where I’ve obscured the last 5 security digits)
To install the license key, start R in your project directory and type:
#DefaultNeticaSession <- NeticaSession(LicenseKey="+Course/FloridaSU/Ex15-05-30,120,310/XXXXX")
#q("yes")
Restart R and type
#library(RNetica) #startSession(DefaultNeticaSession)
NeticaNetwork objects have a $session proprty which points back to the session.
NeticaNode objects have a $node property which points back to the network (which points to the session).
Netica Session and Netica Heap
is.active() tests to see if the node/net/session is activeA subset of the ACED (http://ecd.ralmond.net/ecdwiki/ACED/ACED/) network. 
Load Libraries
library(RNetica) library(CPTtools)
## Loading required package: lattice
## ## Attaching package: 'CPTtools'
## The following objects are masked from 'package:RNetica': ## ## as.CPA, as.CPF, is.CPA, is.CPF
Create a session object and start it.
Session object can be reused across workspaces, but it needs to be started again everytime R is connected.
sess <- NeticaSession() # Could add License Key as argument) startSession(sess)
## Netica 5.04 Linux (AF), (C) 1992-2012 Norsys Software Corp. ## ## Netica operating without a password; there are some limitations.
Must start a session every time R is started. As a fallback, RNetica, will look for an object called DefaultNeticaSession and try to start that.
Note that load networks needs a session as an argument (as networks are created within a session).
Networks must be reloaded every time R is started.
Note also, that the nodes must be reconnected to R objects. NetworkAllNodes() is the easiest way of doing this.
## Read in Network -- Do this every time R is started.
##DeleteNetwork(motif1)
motif1 <- ReadNetworks("../Nets/ACEDMotif1.dne",session = sess)
## Reconnect nodes -- Do this every time R is restarted
m1.nodes <- NetworkAllNodes(motif1)
m1.sgp <- m1.nodes$SolveGeometricProblems
m1.obs <- NetworkNodesInSet(motif1,"Observables")
m1.obs
## $X3Hard1 ## Discrete Netica Node named X3Hard1 in network GeometricMotif ## Node is currently active. ## States are: True, False ## ## $X3Medium1 ## Discrete Netica Node named X3Medium1 in network GeometricMotif ## Node is currently active. ## States are: True, False ## ## $X3Easy ## Discrete Netica Node named X3Easy in network GeometricMotif ## Node is currently active. ## States are: True, False ## ## $X3Hard ## Discrete Netica Node named X3Hard in network GeometricMotif ## Node is currently active. ## States are: True, False ## ## $X3Medium ## Discrete Netica Node named X3Medium in network GeometricMotif ## Node is currently active. ## States are: True, False ## ## $CREasy ## Discrete Netica Node named CREasy in network GeometricMotif ## Node is currently active. ## States are: True, False
Netica defines a node set functionality which Adds a collection of labels (sets) to each node Defines a collection of nodes with that label Netica GUI really only offers the opportunity to color nodes by set RNetica can loop over node sets (lists of nodes)
## Node Sets NetworkNodeSets(motif1)
## [1] "Observables" "Proficiencies"
NetworkNodesInSet(motif1,"Proficiencies")
## $RecursiveRuleGeometric ## Discrete Netica Node named RecursiveRuleGeometric in network GeometricMotif ## Node is currently active. ## States are: High, Medium, Low ## ## $ExplicitGeometric ## Discrete Netica Node named ExplicitGeometric in network GeometricMotif ## Node is currently active. ## States are: High, Medium, Low ## ## $VerbalRuleGeometric ## Discrete Netica Node named VerbalRuleGeometric in network GeometricMotif ## Node is currently active. ## States are: High, Medium, Low ## ## $AlgebraRuleGeometric ## Discrete Netica Node named AlgebraRuleGeometric in network GeometricMotif ## Node is currently active. ## States are: High, Medium, Low ## ## $InduceRulesGeometric ## Discrete Netica Node named InduceRulesGeometric in network GeometricMotif ## Node is currently active. ## States are: High, Medium, Low ## ## $TableGeometric ## Discrete Netica Node named TableGeometric in network GeometricMotif ## Node is currently active. ## States are: High, Medium, Low ## ## $VisualGeometric ## Discrete Netica Node named VisualGeometric in network GeometricMotif ## Node is currently active. ## States are: High, Medium, Low ## ## $CommonRatio ## Discrete Netica Node named CommonRatio in network GeometricMotif ## Node is currently active. ## States are: High, Medium, Low ## ## $SolveGeometricProblems ## Discrete Netica Node named SolveGeometricProblems in network GeometricMotif ## Node is currently active. ## States are: High, Medium, Low
NodeSets(m1.sgp)
## [1] "Proficiencies"
## These are all settable NodeSets(m1.sgp) <- c(NodeSets(m1.sgp),"HighLevel") NodeSets(m1.sgp)
## [1] "HighLevel" "Proficiencies"
## Querying Nodes NodeStates(m1.sgp) #List states
## High Medium Low ## "High" "Medium" "Low"
NodeParents(m1.sgp) #List parents
## named list()
NodeLevels(m1.sgp) #List numeric values associated with states
## High Medium Low ## NA NA NA
NodeProbs(m1.sgp) # Conditional Probability Table (as array)
## SolveGeometricProblems ## High Medium Low ## 0.1532 0.2784 0.5684 ## attr(,"class") ## [1] "CPA" "array"
Can use the [] notation for viewing, setting CPTs
m1.sgp[] # Conditional Probability Table (as data frame)
## SolveGeometricProblems.High SolveGeometricProblems.Medium ## 0.1532 0.2784 ## SolveGeometricProblems.Low ## 0.5684
## These are all settable (can be used on RHS of <-) for ## model construction motif1$nodes$X3Medium[]
## theta X3Medium.True X3Medium.False ## 1 High 0.7246 0.2754 ## 2 Medium 0.5000 0.5000 ## 3 Low 0.2754 0.7246
Before doing inference, must compile the network. This is the lightning bolt icon on the GUI.
CompileNetwork(motif1) #Lightning bolt on GUI ## Must do this before inference ## Recompiling an already compiled network is harmless
## [1] "@NO FINDING"
## High Medium Low ## 1 1 1
## Query beliefs NodeBeliefs(m1.sgp) #Current probability (given entered evidence)
## High Medium Low ## 0.1532 0.2784 0.5684
If we associate numeric values with a node, we can calculate expected values.
NodeLevels(m1.sgp) <- c(-1,0,1) NodeExpectedValue(m1.sgp)
## [1] 0.4152 ## attr(,"std_dev") ## [1] 0.7410863
Direct Evidence can be entered with the setter method of NodeFinding
NodeStates(m1.obs$X3Medium)
## True False ## "True" "False"
NodeFinding(m1.obs$X3Medium) <- "True"
Can also enter virtual evidence in the form of a likelihood.
## Enter Evidence "Not Low" ("High or Medium")
NodeLikelihood(motif1$nodes$TableGeometric) <- c(1,1,0)
Query the nodes again, and the values should have changed.
NodeBeliefs(m1.sgp) #Current probability (given entered evidence)
## High Medium Low ## 0.3052434 0.3976996 0.2970570
NodeExpectedValue(m1.sgp) #If node has values, EAP
## [1] -0.00818643 ## attr(,"std_dev") ## [1] 0.776037
Can retract evidence node by node, or on entire network.
RetractNodeFinding(m1.obs$X3Medium) RetractNetFindings(motif1)
Query the nodes again, and the values should have returned to the baselines.
Query the nodes again, and the values should have changed.
NodeBeliefs(m1.sgp) #Current probability (given entered evidence)
## High Medium Low ## 0.1532 0.2784 0.5684
NodeExpectedValue(m1.sgp) #If node has values, EAP
## [1] 0.4152 ## attr(,"std_dev") ## [1] 0.7410863
Many more examples
help(RNetica)
Common Ratio Easy: 
Model Extend Table Hard: 
## Read in task->evidence model mapping
EMtable <- read.csv("../Nets/MiniACEDEMTable.csv",row.names=1,
as.is=2) #Keep EM names as strings
EMtable
## EM X Y ## tCommonRatio1a CommonRatioEasyEM 108 294 ## tCommonRatio1b CommonRatioEasyEM 108 414 ## tCommonRatio2a CommonRatioMedEM 108 534 ## tCommonRatio2b CommonRatioMedEM 108 654 ## tCommonRatio3a CommonRatioHardEM 108 774 ## tCommonRatio3b CommonRatioHardEM 108 894 ## tExamplesGeometric1a ExamplesEasyEM 342 294 ## tExamplesGeometric1b ExamplesEasyEM 342 414 ## tExamplesGeometric2a ExamplesMedEM 342 534 ## tExamplesGeometric2b ExamplesMedEM 342 654 ## tExamplesGeometric3a ExamplesHardEM 342 774 ## tExamplesGeometric3b ExamplesHardEM 342 894 ## tExtendGeometric1a ExtendEasyEM 588 294 ## tExtendGeometric1b ExtendEasyEM 588 414 ## tExtendGeometric2a ExtendMedEM 588 534 ## tExtendGeometric2b ExtendMedEM 588 654 ## tExtendGeometric3a ExtendHardEM 588 774 ## tExtendGeometric3b ExtendHardEM 588 894 ## tTableExtendGeometric1a TableExtendEasyEM 1134 282 ## tTableExtendGeometric1b TableExtendEasyEM 1134 402 ## tTableExtendGeometric2a TableExtendMedEM 1134 522 ## tTableExtendGeometric2b TableExtendMedEM 1134 642 ## tTableExtendGeometric3a TableExtendHardEM 1134 762 ## tTableExtendGeometric3b TableExtendHardEM 1134 882 ## tModelExtendTableGeometric1a ModelTableExtendEasyEM 858 288 ## tModelExtendTableGeometric1b ModelTableExtendEasyEM 858 408 ## tModelExtendTableGeometric2a ModelTableExtendMedEM 858 528 ## tModelExtendTableGeometric2b ModelTableExtendMedEM 858 648 ## tModelExtendTableGeometric3a ModelTableExtendHardEM 858 768 ## tModelExtendTableGeometric3b ModelTableExtendHardEM 858 888
When Student evidence comes in: 1. Find SM for that student (clone PM if no SM) 2. Find EM for the task 3. Adjoin the two models. 4. Instantiate observable variables. 5. Drop EM. 6. Record Statistics & save SM
## Read in network – Do this every time R is restarted
profModel <- ReadNetworks("../Nets/miniACEDPnet-1.dne",session=sess)
## If profModels already exists could also use
## ReadNewtorks(profModel)
## Reconnect nodes – Do this every time R is restarted
allNodes <- NetworkAllNodes(profModel)
sgp <- allNodes$SolveGeometricProblems
profNodes <- NetworkNodesInSet(profModel,"Proficiencies")
tCommonRatio1a and gets it righttCommonRatio2a and gets it wrong## Copy the master proficiency model ## to make student model Fred.SM <- CopyNetworks(profModel,"Fred") Fred.SMvars <- NetworkAllNodes(Fred.SM) CompileNetwork(Fred.SM) ## Setup score history prior <- NodeBeliefs(Fred.SMvars$SolveGeometricProblems) Fred.History <- matrix(prior,1,3) row.names(Fred.History) <- "*Baseline*" colnames(Fred.History) <- names(prior) Fred.History
## High Medium Low ## *Baseline* 0.3333333 0.3333333 0.3333334
### Fred does a task
t.name <- "tCommonRatio1a"
t.isCorrect <- "Yes"
## Adjoin SM and EM
EMnet <- ReadNetworks(file.path("..","Nets",
paste(EMtable[t.name,"EM"],"dne",sep=".")),
session=sess)
obs <- AdjoinNetwork(Fred.SM,EMnet)
#NodeVisPos(obs$isCorrect) <- EMtable[t.name,c("X","Y")]
NetworkAllNodes(Fred.SM)
## $SolveGeometricProblems ## Discrete Netica Node named SolveGeometricProblems in network Fred ## Node is currently active. ## States are: High, Medium, Low ## ## $CommonRatio ## Discrete Netica Node named CommonRatio in network Fred ## Node is currently active. ## States are: High, Medium, Low ## ## $ExamplesGeometric ## Discrete Netica Node named ExamplesGeometric in network Fred ## Node is currently active. ## States are: High, Medium, Low ## ## $ExtendGeometric ## Discrete Netica Node named ExtendGeometric in network Fred ## Node is currently active. ## States are: High, Medium, Low ## ## $ModelGeometric ## Discrete Netica Node named ModelGeometric in network Fred ## Node is currently active. ## States are: High, Medium, Low ## ## $TableGeometric ## Discrete Netica Node named TableGeometric in network Fred ## Node is currently active. ## States are: High, Medium, Low ## ## $isCorrect ## Discrete Netica Node named isCorrect in network Fred ## Node is currently active. ## States are: Yes, No
## Fred.SM is now the Motif for the current task. CompileNetwork(Fred.SM) ## Enter finding NodeFinding(obs$isCorrect) <- t.isCorrect
## High Medium Low ## *Baseline* 0.3333333 0.3333333 0.3333334 ## tCommonRatio1a=Yes 0.3616656 0.3429957 0.2953387
## Cleanup and Observable no longer needed, so absorb it: DeleteNetwork(EMnet) ## Delete EM AbsorbNodes(obs)
## Creating node list. ## Absorbing 1 nodes. ## First node address f8f2a360. ## Its name is isCorrect. ## Absorbed.
## Currently, there is a Netica bug with Absorb Nodes, we will leave ## this node in place as that is mostly harmless.
Write a script for scoring the second task.
This time Fred attempts the task tCommonRatio2a and gets it incorrect.
### Fred does another task t.name <- "tCommonRatio2a" t.isCorrect <- "No" ## Load Evidence Model and adjoin ## Recompile ## Add Evidence ## Check Finding and add to history ## Clean up
### Fred does another task
t.name <- "tCommonRatio2a"
t.isCorrect <- "No"
EMnet <- ReadNetworks(file.path("..","Nets",
paste(EMtable[t.name,"EM"],"dne",
sep=".")),
session=sess)
obs <- AdjoinNetwork(Fred.SM,EMnet)
#NodeVisPos(obs$isCorrect) <- EMtable[t.name,c("X","Y")]
## Fred.SM is now the Motif for the current task.
CompileNetwork(Fred.SM)
NodeFinding(obs[[1]]) <- t.isCorrect
post <- NodeBeliefs(Fred.SMvars$SolveGeometricProblems)
Fred.History <- rbind(Fred.History,new=post)
rownames(Fred.History)[nrow(Fred.History)] <-
paste(t.name,t.isCorrect,sep="=")
Fred.History
## High Medium Low ## *Baseline* 0.3333333 0.3333333 0.3333334 ## tCommonRatio1a=Yes 0.3616656 0.3429957 0.2953387 ## tCommonRatio2a=No 0.2340327 0.3149439 0.4510235
## Cleanup: Delete EM and Absorb observables DeleteNetwork(EMnet) ## Delete EM AbsorbNodes(obs)
## Creating node list. ## Absorbing 1 nodes. ## First node address f8c576c0. ## Its name is isCorrect. ## Absorbed.
## Fred logs out WriteNetworks(Fred.SM,"FredSM.dne") DeleteNetwork(Fred.SM) is.active(Fred.SM)
## [1] FALSE
## No longer active in Netica space
## Fred logs back in
Fred.SM <- ReadNetworks("FredSM.dne",session=sess)
is.active(Fred.SM)
## [1] TRUE
miniACED.data <- read.csv("../Nets/miniACED-Geometric.csv",row.names=1)
miniACED.data
## Class Treatment Sequencing Feedback Total.Items Correct Incorrect ## S055 1 1 2 2 63 8 55 ## S058 1 1 2 2 63 33 30 ## S053 1 2 2 1 63 12 51 ## S061 1 1 2 2 63 21 42 ## S063 1 1 2 2 63 21 42 ## S066 1 1 2 2 63 19 44 ## S062 1 2 2 1 63 12 49 ## S054 1 3 1 1 63 34 29 ## S057 1 3 1 1 63 25 28 ## S060 1 3 1 1 63 28 35 ## S067 1 2 2 1 63 6 54 ## S056 1 2 2 1 63 20 43 ## S059 1 2 2 1 63 20 37 ## S064 1 2 2 1 63 36 27 ## S065 1 3 1 1 63 30 33 ## S068 1 3 1 1 63 16 47 ## S052 1 1 2 2 63 20 14 ## S241 10 2 2 1 63 34 29 ## S230 10 3 1 1 63 41 22 ## S232 10 2 2 1 63 21 42 ## S233 10 3 1 1 63 45 18 ## S236 10 3 1 1 63 16 47 ## S235 10 2 2 1 63 30 33 ## S240 10 1 2 2 63 22 41 ## S239 10 3 1 1 63 38 25 ## S234 10 1 2 2 63 14 49 ## S231 10 1 2 2 63 37 25 ## S243 10 1 2 2 63 24 39 ## S228 10 1 2 2 63 18 45 ## S238 10 2 2 1 63 33 30 ## S229 10 2 2 1 63 24 39 ## S242 10 3 1 1 63 32 31 ## S237 10 1 2 2 63 26 23 ## S260 11 3 1 1 63 29 34 ## S257 11 3 1 1 63 20 43 ## S258 11 1 2 2 63 24 39 ## S249 11 1 2 2 63 15 48 ## S253 11 2 2 1 63 20 43 ## S263 11 3 1 1 63 28 35 ## S252 11 1 2 2 63 7 56 ## S255 11 1 2 2 63 34 29 ## S254 11 3 1 1 63 46 17 ## S261 11 1 2 2 63 23 40 ## S262 11 2 2 1 63 18 45 ## S251 11 3 1 1 63 26 37 ## S250 11 2 2 1 63 26 37 ## S259 11 2 2 1 63 35 27 ## S256 11 2 2 1 63 13 49 ## S284 12 1 2 2 63 6 57 ## S283 12 3 1 1 63 13 50 ## S273 12 2 2 1 63 7 56 ## S285 12 2 2 1 63 5 58 ## S272 12 1 2 2 63 8 22 ## S274 12 3 1 1 63 10 53 ## S281 12 1 2 2 63 9 30 ## S276 12 2 2 1 63 5 24 ## S275 12 1 2 2 63 2 36 ## S280 12 3 1 1 63 9 41 ## S282 12 2 2 1 63 7 23 ## S270 12 2 2 1 63 12 22 ## S269 12 1 2 2 63 16 22 ## S278 12 1 2 2 63 9 54 ## S279 12 2 2 1 63 3 17 ## S271 12 3 1 1 63 11 29 ## S277 12 3 1 1 63 13 50 ## S298 13 2 2 1 63 19 21 ## S308 13 3 1 1 63 10 53 ## S299 13 3 1 1 63 18 39 ## S302 13 3 1 1 63 28 35 ## S307 13 2 2 1 63 12 49 ## S291 13 1 2 2 63 7 56 ## S297 13 1 2 2 63 17 46 ## S296 13 3 1 1 63 24 39 ## S292 13 2 2 1 63 12 51 ## S304 13 2 2 1 63 12 18 ## S301 13 2 2 1 63 14 47 ## S305 13 3 1 1 63 37 19 ## S294 13 1 2 2 63 14 49 ## S295 13 2 2 1 63 16 46 ## S303 13 1 2 2 63 14 31 ## S306 13 1 2 2 63 15 29 ## S300 13 1 2 2 63 11 52 ## S293 13 3 1 1 63 9 54 ## S316 14 2 2 1 63 11 9 ## S319 14 2 2 1 63 18 45 ## S317 14 3 1 1 63 18 45 ## S318 14 1 2 2 63 16 47 ## S320 14 3 1 1 63 21 32 ## S315 14 1 2 2 63 18 45 ## S334 15 3 1 1 63 26 37 ## S324 15 2 2 1 63 17 46 ## S325 15 3 1 1 63 42 21 ## S328 15 3 1 1 63 34 29 ## S327 15 2 2 1 63 11 45 ## S323 15 1 2 2 63 40 22 ## S336 15 2 2 1 63 8 55 ## S333 15 2 2 1 63 37 22 ## S332 15 1 2 2 63 28 35 ## S331 15 3 1 1 63 13 50 ## S329 15 1 2 2 63 20 43 ## S326 15 1 2 2 63 11 13 ## S338 15 1 2 2 63 19 39 ## S335 15 1 2 2 63 34 28 ## S337 15 3 1 1 63 11 52 ## S330 15 2 2 1 63 29 34 ## S091 2 3 1 1 63 21 42 ## S075 2 2 2 1 63 35 27 ## S074 2 1 2 2 63 20 43 ## S088 2 3 1 1 63 20 43 ## S082 2 3 1 1 63 18 45 ## S083 2 1 2 2 63 13 50 ## S086 2 1 2 2 63 36 27 ## S087 2 2 2 1 63 22 41 ## S080 2 1 2 2 63 9 54 ## S078 2 2 2 1 63 20 43 ## S085 2 3 1 1 63 25 38 ## S084 2 2 2 1 63 26 37 ## S076 2 3 1 1 63 33 30 ## S081 2 2 2 1 63 21 42 ## S077 2 1 2 2 63 21 42 ## S089 2 1 2 2 63 14 35 ## S090 2 2 2 1 63 13 50 ## S079 2 3 1 1 63 27 36 ## S113 3 2 2 1 63 44 18 ## S101 3 2 2 1 63 14 49 ## S099 3 3 1 1 63 20 43 ## S111 3 3 1 1 63 22 41 ## S114 3 3 1 1 63 32 31 ## S102 3 3 1 1 63 33 30 ## S098 3 2 2 1 63 18 45 ## S100 3 1 2 2 63 14 49 ## S106 3 1 2 2 63 33 22 ## S103 3 1 2 2 63 32 18 ## S110 3 2 2 1 63 42 19 ## S107 3 2 2 1 63 11 46 ## S109 3 1 2 2 63 37 26 ## S112 3 1 2 2 63 21 15 ## S105 3 3 1 1 63 23 40 ## S104 3 2 2 1 63 9 54 ## S108 3 3 1 1 63 35 22 ## S097 3 1 2 2 63 30 33 ## S129 4 2 2 1 63 47 15 ## S128 4 1 2 2 63 27 36 ## S120 4 2 2 1 63 35 28 ## S136 4 3 1 1 63 43 18 ## S122 4 1 2 2 63 34 29 ## S124 4 3 1 1 63 33 30 ## S127 4 3 1 1 63 34 29 ## S126 4 2 2 1 63 8 55 ## S134 4 1 2 2 63 29 34 ## S125 4 1 2 2 63 18 45 ## S132 4 2 2 1 63 24 39 ## S121 4 3 1 1 63 40 23 ## S123 4 2 2 1 63 42 20 ## S130 4 3 1 1 63 30 33 ## S135 4 2 2 1 63 39 24 ## S131 4 1 2 2 63 37 26 ## S119 4 1 2 2 63 28 35 ## S133 4 3 1 1 63 37 26 ## S154 5 3 1 1 63 51 12 ## S156 5 2 2 1 63 40 22 ## S143 5 1 2 2 63 34 27 ## S152 5 1 2 2 63 31 21 ## S146 5 1 2 2 63 20 23 ## S142 5 3 1 1 63 25 38 ## S141 5 2 2 1 63 41 21 ## S145 5 3 1 1 63 19 44 ## S148 5 3 1 1 63 40 23 ## S144 5 2 2 1 63 41 7 ## S140 5 1 2 2 63 15 17 ## S151 5 3 1 1 63 29 34 ## S147 5 2 2 1 63 38 24 ## S149 5 1 2 2 63 42 20 ## S155 5 1 2 2 63 28 31 ## S150 5 2 2 1 63 32 31 ## S153 5 2 2 1 63 22 41 ## S160 6 1 2 2 63 33 29 ## S159 6 3 1 1 63 25 38 ## S165 6 3 1 1 63 17 46 ## S166 6 1 2 2 63 14 49 ## S169 6 1 2 2 63 19 44 ## S164 6 2 2 1 63 22 41 ## S157 6 1 2 2 63 19 44 ## S163 6 1 2 2 63 18 45 ## S170 6 2 2 1 63 21 42 ## S167 6 2 2 1 63 18 45 ## S161 6 2 2 1 63 27 36 ## S168 6 3 1 1 63 10 53 ## S158 6 2 2 1 63 37 25 ## S171 6 3 1 1 63 20 43 ## S162 6 3 1 1 63 8 55 ## S179 7 3 1 1 63 23 39 ## S182 7 3 1 1 63 29 34 ## S183 7 1 2 2 63 20 43 ## S187 7 2 2 1 63 13 50 ## S184 7 2 2 1 63 10 53 ## S178 7 2 2 1 63 21 42 ## S186 7 1 2 2 63 18 45 ## S181 7 2 2 1 63 8 55 ## S177 7 1 2 2 63 9 54 ## S188 7 3 1 1 63 11 52 ## S180 7 1 2 2 63 22 41 ## S189 7 1 2 2 63 14 47 ## S201 8 2 2 1 63 18 45 ## S198 8 2 2 1 63 12 51 ## S197 8 1 2 2 63 11 52 ## S194 8 1 2 2 63 4 59 ## S195 8 2 2 1 63 10 53 ## S202 8 3 1 1 63 25 38 ## S199 8 3 1 1 63 17 46 ## S204 8 2 2 1 63 26 37 ## S203 8 1 2 2 63 13 50 ## S200 8 1 2 2 63 27 36 ## S196 8 3 1 1 63 23 40 ## S208 9 1 2 2 63 16 12 ## S209 9 2 2 1 63 24 39 ## S216 9 3 1 1 63 45 18 ## S214 9 1 2 2 63 20 43 ## S218 9 2 2 1 63 33 30 ## S217 9 1 2 2 63 22 41 ## S223 9 1 2 2 63 14 49 ## S212 9 2 2 1 63 20 43 ## S210 9 3 1 1 63 23 40 ## S220 9 1 2 2 63 30 33 ## S222 9 3 1 1 63 14 47 ## S211 9 1 2 2 63 17 46 ## S221 9 2 2 1 63 26 37 ## S215 9 2 2 1 63 38 25 ## S219 9 3 1 1 63 25 38 ## S213 9 3 1 1 63 16 47 ## Remaining tCommonRatio1a tCommonRatio1b tCommonRatio3a tCommonRatio3b ## S055 0 1 1 2 1 ## S058 0 2 2 2 1 ## S053 0 1 1 1 1 ## S061 0 1 1 1 1 ## S063 0 1 2 2 1 ## S066 0 1 2 1 1 ## S062 0 1 1 1 1 ## S054 0 1 1 1 1 ## S057 10 3 1 2 1 ## S060 0 1 2 2 1 ## S067 0 1 1 1 1 ## S056 0 1 2 2 1 ## S059 6 1 1 1 1 ## S064 0 3 2 2 1 ## S065 0 1 1 2 2 ## S068 0 1 1 1 1 ## S052 29 1 NA NA NA ## S241 0 2 2 2 2 ## S230 0 1 2 2 1 ## S232 0 1 2 2 1 ## S233 0 2 2 2 2 ## S236 0 1 1 2 1 ## S235 0 2 2 2 2 ## S240 0 1 2 2 1 ## S239 0 1 2 2 1 ## S234 0 1 1 1 1 ## S231 1 1 1 1 1 ## S243 0 1 2 2 1 ## S228 0 1 1 1 1 ## S238 0 1 2 2 2 ## S229 0 1 1 1 1 ## S242 0 2 1 2 1 ## S237 14 1 1 2 1 ## S260 0 1 1 1 1 ## S257 0 1 2 2 1 ## S258 0 2 1 2 1 ## S249 0 1 1 2 1 ## S253 0 1 1 2 1 ## S263 0 1 2 2 1 ## S252 0 1 1 1 1 ## S255 0 1 2 2 2 ## S254 0 3 2 2 1 ## S261 0 2 2 2 1 ## S262 0 1 2 2 1 ## S251 0 1 1 2 1 ## S250 0 1 2 2 2 ## S259 1 1 2 2 1 ## S256 0 1 1 1 1 ## S284 0 1 1 1 1 ## S283 0 1 1 1 1 ## S273 0 1 1 1 1 ## S285 0 1 1 1 1 ## S272 33 1 2 NA 1 ## S274 0 1 1 1 1 ## S281 23 1 2 1 1 ## S276 34 1 NA NA NA ## S275 25 1 1 1 1 ## S280 13 1 1 2 1 ## S282 33 1 NA NA 1 ## S270 29 1 2 1 1 ## S269 25 1 2 2 1 ## S278 0 1 2 1 1 ## S279 43 1 NA NA NA ## S271 23 1 1 2 1 ## S277 0 1 1 1 1 ## S298 23 1 NA NA 2 ## S308 0 1 1 1 1 ## S299 6 1 1 1 1 ## S302 0 1 1 2 1 ## S307 0 1 2 1 1 ## S291 0 1 1 1 1 ## S297 0 1 1 1 1 ## S296 0 1 2 2 2 ## S292 0 1 1 1 1 ## S304 33 1 NA NA NA ## S301 0 1 1 1 1 ## S305 7 3 2 2 2 ## S294 0 1 1 1 1 ## S295 0 1 1 1 1 ## S303 16 1 1 1 1 ## S306 19 1 2 2 1 ## S300 0 1 1 1 1 ## S293 0 1 1 1 1 ## S316 43 1 NA NA NA ## S319 0 1 1 1 1 ## S317 0 1 1 2 1 ## S318 0 1 1 2 1 ## S320 10 1 1 2 1 ## S315 0 1 1 1 1 ## S334 0 1 2 2 1 ## S324 0 1 2 2 1 ## S325 0 2 2 2 1 ## S328 0 1 2 2 2 ## S327 7 1 1 1 1 ## S323 1 2 2 NA 1 ## S336 0 1 1 1 1 ## S333 4 2 2 2 2 ## S332 0 2 1 1 1 ## S331 0 1 1 1 1 ## S329 0 1 2 2 2 ## S326 39 2 2 NA NA ## S338 0 1 1 1 1 ## S335 1 1 2 2 1 ## S337 0 1 1 1 1 ## S330 0 1 1 1 1 ## S091 0 1 1 1 1 ## S075 1 2 2 2 1 ## S074 0 1 1 1 1 ## S088 0 1 1 2 1 ## S082 0 1 2 2 1 ## S083 0 1 1 1 1 ## S086 0 1 2 2 1 ## S087 0 1 2 2 1 ## S080 0 1 1 1 1 ## S078 0 1 2 2 1 ## S085 0 1 2 2 1 ## S084 0 1 2 2 1 ## S076 0 1 1 2 1 ## S081 0 1 1 1 1 ## S077 0 1 1 2 1 ## S089 14 1 1 1 1 ## S090 0 1 1 1 1 ## S079 0 1 1 1 1 ## S113 1 3 2 2 1 ## S101 0 1 1 1 1 ## S099 0 1 1 2 1 ## S111 0 1 1 2 1 ## S114 0 1 2 2 1 ## S102 0 1 2 2 2 ## S098 0 1 1 1 1 ## S100 0 1 1 1 1 ## S106 8 1 NA NA NA ## S103 13 1 NA NA NA ## S110 2 3 2 NA 1 ## S107 1 1 2 2 1 ## S109 0 2 2 2 1 ## S112 27 1 NA NA NA ## S105 0 1 2 2 1 ## S104 0 1 1 1 1 ## S108 6 3 2 2 1 ## S097 0 1 2 2 1 ## S129 1 3 2 2 1 ## S128 0 1 2 2 1 ## S120 0 1 2 2 1 ## S136 2 1 2 2 1 ## S122 0 1 2 2 1 ## S124 0 1 2 2 2 ## S127 0 1 2 2 1 ## S126 0 1 1 1 1 ## S134 0 2 2 2 1 ## S125 0 1 1 2 1 ## S132 0 1 2 2 1 ## S121 0 1 2 2 1 ## S123 1 3 2 2 1 ## S130 0 1 1 1 1 ## S135 0 2 2 2 1 ## S131 0 3 2 2 1 ## S119 0 2 2 2 1 ## S133 0 1 2 2 1 ## S154 0 3 2 2 1 ## S156 1 3 2 2 2 ## S143 2 3 2 2 1 ## S152 11 1 2 2 NA ## S146 20 1 2 2 1 ## S142 0 1 2 2 1 ## S141 1 3 2 2 1 ## S145 0 1 2 2 1 ## S148 0 1 2 2 1 ## S144 15 2 NA NA NA ## S140 31 1 NA NA 2 ## S151 0 1 2 2 1 ## S147 1 2 1 1 1 ## S149 1 1 2 2 1 ## S155 4 1 2 2 1 ## S150 0 1 2 2 1 ## S153 0 1 1 1 1 ## S160 1 1 2 2 1 ## S159 0 1 1 1 1 ## S165 0 1 1 1 1 ## S166 0 1 1 1 1 ## S169 0 1 1 2 1 ## S164 0 1 2 1 1 ## S157 0 1 2 2 1 ## S163 0 1 1 1 1 ## S170 0 1 1 2 1 ## S167 0 1 1 2 1 ## S161 0 1 2 2 1 ## S168 0 1 1 1 1 ## S158 1 1 2 2 1 ## S171 0 1 1 2 1 ## S162 0 1 1 1 1 ## S179 1 1 1 2 1 ## S182 0 1 1 2 1 ## S183 0 1 1 1 1 ## S187 0 1 1 1 1 ## S184 0 1 1 1 1 ## S178 0 1 1 2 1 ## S186 0 1 2 2 1 ## S181 0 1 1 1 1 ## S177 0 1 1 1 1 ## S188 0 1 1 1 1 ## S180 0 1 1 2 1 ## S189 0 1 1 1 1 ## S201 0 1 2 2 2 ## S198 0 1 1 1 1 ## S197 0 1 1 1 1 ## S194 0 1 1 1 1 ## S195 0 1 2 1 1 ## S202 0 1 1 2 2 ## S199 0 1 1 1 1 ## S204 0 1 2 2 1 ## S203 0 1 1 1 1 ## S200 0 1 2 2 1 ## S196 0 1 1 1 1 ## S208 35 1 NA NA NA ## S209 0 1 1 1 1 ## S216 0 3 2 2 1 ## S214 0 1 2 2 1 ## S218 0 1 2 2 1 ## S217 0 1 2 2 1 ## S223 0 1 1 1 1 ## S212 0 1 1 1 1 ## S210 0 1 1 1 1 ## S220 0 2 2 2 1 ## S222 0 1 2 2 1 ## S211 0 1 1 2 1 ## S221 0 1 2 2 1 ## S215 0 2 1 2 2 ## S219 0 1 1 2 1 ## S213 0 1 1 1 2 ## tCommonRatio2a tCommonRatio2b tExamplesGeometric1a ## S055 1 1 1 ## S058 1 2 2 ## S053 1 1 1 ## S061 1 1 1 ## S063 1 1 2 ## S066 1 1 2 ## S062 1 1 1 ## S054 1 1 2 ## S057 1 1 1 ## S060 1 2 2 ## S067 1 1 1 ## S056 1 1 1 ## S059 1 1 1 ## S064 1 2 2 ## S065 1 2 2 ## S068 1 1 1 ## S052 NA NA NA ## S241 2 2 2 ## S230 2 2 2 ## S232 1 1 1 ## S233 2 2 2 ## S236 1 1 1 ## S235 2 1 2 ## S240 1 2 2 ## S239 1 2 2 ## S234 1 1 1 ## S231 NA 2 2 ## S243 1 2 2 ## S228 1 2 2 ## S238 2 1 2 ## S229 1 1 1 ## S242 1 2 1 ## S237 1 1 1 ## S260 1 2 2 ## S257 1 1 2 ## S258 1 1 2 ## S249 1 1 1 ## S253 1 1 1 ## S263 1 1 1 ## S252 1 1 1 ## S255 1 1 1 ## S254 2 2 2 ## S261 1 2 2 ## S262 1 1 1 ## S251 1 2 2 ## S250 1 1 2 ## S259 NA 2 2 ## S256 1 1 2 ## S284 1 1 1 ## S283 1 1 1 ## S273 1 1 1 ## S285 1 1 1 ## S272 2 1 1 ## S274 1 1 1 ## S281 1 1 1 ## S276 NA 1 1 ## S275 1 1 1 ## S280 1 1 1 ## S282 NA 1 2 ## S270 1 1 1 ## S269 1 1 1 ## S278 1 1 1 ## S279 NA NA NA ## S271 1 1 1 ## S277 1 1 1 ## S298 2 1 1 ## S308 1 1 1 ## S299 2 1 1 ## S302 1 1 2 ## S307 1 1 1 ## S291 1 1 1 ## S297 1 1 1 ## S296 1 2 1 ## S292 1 1 1 ## S304 NA NA NA ## S301 1 1 1 ## S305 2 2 2 ## S294 1 1 1 ## S295 1 1 1 ## S303 1 1 1 ## S306 1 1 2 ## S300 1 1 1 ## S293 1 1 1 ## S316 NA NA NA ## S319 1 1 1 ## S317 1 2 2 ## S318 1 2 1 ## S320 1 1 1 ## S315 1 1 2 ## S334 1 2 2 ## S324 1 1 2 ## S325 2 2 2 ## S328 2 1 2 ## S327 1 2 1 ## S323 1 2 2 ## S336 1 1 1 ## S333 2 2 2 ## S332 1 1 1 ## S331 1 2 2 ## S329 1 1 1 ## S326 NA NA NA ## S338 1 1 1 ## S335 NA 2 2 ## S337 1 1 1 ## S330 1 1 1 ## S091 1 1 1 ## S075 NA 1 2 ## S074 1 1 1 ## S088 1 2 2 ## S082 1 2 2 ## S083 1 1 1 ## S086 1 2 2 ## S087 1 2 2 ## S080 1 1 1 ## S078 1 1 1 ## S085 1 2 1 ## S084 1 1 2 ## S076 1 1 2 ## S081 1 1 1 ## S077 1 2 2 ## S089 1 1 1 ## S090 1 1 1 ## S079 1 1 1 ## S113 1 2 2 ## S101 1 1 1 ## S099 1 2 2 ## S111 1 2 2 ## S114 1 1 2 ## S102 2 2 2 ## S098 1 2 2 ## S100 1 2 1 ## S106 NA 2 2 ## S103 NA NA NA ## S110 1 1 2 ## S107 1 1 1 ## S109 1 2 2 ## S112 NA NA NA ## S105 1 1 2 ## S104 1 1 1 ## S108 2 2 2 ## S097 1 1 2 ## S129 1 2 2 ## S128 1 2 2 ## S120 1 2 2 ## S136 2 2 2 ## S122 1 2 2 ## S124 2 2 2 ## S127 1 2 2 ## S126 1 1 1 ## S134 1 1 1 ## S125 1 1 2 ## S132 1 1 1 ## S121 1 2 2 ## S123 1 2 2 ## S130 1 2 2 ## S135 1 2 2 ## S131 2 2 1 ## S119 1 2 2 ## S133 1 2 2 ## S154 2 2 2 ## S156 NA 2 2 ## S143 1 2 2 ## S152 NA 2 2 ## S146 1 1 1 ## S142 1 1 2 ## S141 1 1 2 ## S145 1 1 2 ## S148 2 2 2 ## S144 NA 2 2 ## S140 NA 1 2 ## S151 1 2 2 ## S147 1 1 2 ## S149 1 2 2 ## S155 1 2 2 ## S150 1 2 2 ## S153 1 2 2 ## S160 1 1 2 ## S159 1 2 2 ## S165 1 1 1 ## S166 1 1 1 ## S169 2 1 2 ## S164 1 1 1 ## S157 1 2 1 ## S163 1 1 1 ## S170 1 1 1 ## S167 1 1 2 ## S161 1 2 2 ## S168 1 1 1 ## S158 NA 2 2 ## S171 1 2 2 ## S162 1 1 1 ## S179 1 2 1 ## S182 1 2 2 ## S183 1 1 1 ## S187 1 1 1 ## S184 1 1 1 ## S178 1 1 1 ## S186 1 1 1 ## S181 1 1 1 ## S177 1 1 2 ## S188 2 2 1 ## S180 1 1 1 ## S189 1 1 1 ## S201 2 1 2 ## S198 1 1 1 ## S197 1 1 1 ## S194 1 1 1 ## S195 1 1 1 ## S202 2 2 2 ## S199 1 1 2 ## S204 1 1 2 ## S203 1 1 1 ## S200 1 1 1 ## S196 1 1 1 ## S208 NA NA NA ## S209 1 1 1 ## S216 1 2 2 ## S214 1 1 1 ## S218 1 2 2 ## S217 1 1 2 ## S223 1 1 1 ## S212 1 2 1 ## S210 1 1 1 ## S220 1 2 2 ## S222 1 1 1 ## S211 1 1 1 ## S221 1 1 1 ## S215 2 2 2 ## S219 1 2 1 ## S213 1 2 1 ## tExamplesGeometric1b tExamplesGeometric3a tExamplesGeometric3b ## S055 1 1 1 ## S058 1 1 1 ## S053 1 1 1 ## S061 1 1 1 ## S063 1 1 1 ## S066 1 1 1 ## S062 1 1 1 ## S054 2 2 2 ## S057 1 2 1 ## S060 1 1 1 ## S067 1 1 1 ## S056 1 1 1 ## S059 1 NA 1 ## S064 1 1 1 ## S065 1 1 2 ## S068 1 1 1 ## S052 NA NA 2 ## S241 2 2 2 ## S230 2 2 2 ## S232 1 1 1 ## S233 2 2 2 ## S236 1 1 1 ## S235 1 1 1 ## S240 2 2 1 ## S239 2 2 2 ## S234 1 1 1 ## S231 1 1 1 ## S243 2 2 1 ## S228 1 1 1 ## S238 2 2 2 ## S229 1 1 1 ## S242 1 1 1 ## S237 2 2 1 ## S260 2 1 2 ## S257 1 2 2 ## S258 1 1 1 ## S249 1 1 1 ## S253 1 1 1 ## S263 1 1 1 ## S252 1 1 1 ## S255 2 2 2 ## S254 2 2 2 ## S261 1 1 1 ## S262 1 1 1 ## S251 1 1 1 ## S250 1 1 1 ## S259 2 1 2 ## S256 1 2 1 ## S284 1 1 1 ## S283 1 1 1 ## S273 1 1 1 ## S285 1 1 1 ## S272 NA NA NA ## S274 2 1 1 ## S281 1 NA NA ## S276 NA NA NA ## S275 NA NA 1 ## S280 1 1 2 ## S282 NA NA NA ## S270 NA NA NA ## S269 NA NA NA ## S278 1 1 1 ## S279 NA NA NA ## S271 1 1 1 ## S277 1 2 1 ## S298 2 2 2 ## S308 1 1 2 ## S299 1 1 2 ## S302 1 2 1 ## S307 1 1 1 ## S291 1 1 1 ## S297 1 1 1 ## S296 1 1 2 ## S292 1 1 1 ## S304 NA NA 1 ## S301 1 1 1 ## S305 2 1 2 ## S294 1 1 1 ## S295 1 1 1 ## S303 NA NA 1 ## S306 NA NA 1 ## S300 1 1 1 ## S293 1 1 1 ## S316 NA NA NA ## S319 1 1 1 ## S317 1 1 1 ## S318 1 1 1 ## S320 1 1 2 ## S315 1 1 1 ## S334 1 1 2 ## S324 1 1 1 ## S325 1 2 2 ## S328 2 2 2 ## S327 1 1 1 ## S323 2 2 2 ## S336 1 1 1 ## S333 1 1 1 ## S332 1 1 1 ## S331 1 1 1 ## S329 2 2 2 ## S326 NA NA NA ## S338 2 2 1 ## S335 1 1 1 ## S337 2 1 1 ## S330 2 2 1 ## S091 1 1 1 ## S075 2 2 1 ## S074 1 1 1 ## S088 1 1 1 ## S082 1 1 1 ## S083 1 1 1 ## S086 2 2 2 ## S087 1 1 1 ## S080 1 1 1 ## S078 1 1 1 ## S085 1 1 1 ## S084 1 1 1 ## S076 2 2 2 ## S081 1 1 1 ## S077 2 2 1 ## S089 NA NA 1 ## S090 1 1 1 ## S079 2 2 2 ## S113 2 2 2 ## S101 1 1 1 ## S099 1 1 1 ## S111 1 1 1 ## S114 1 1 1 ## S102 1 1 2 ## S098 1 1 1 ## S100 1 1 1 ## S106 1 1 1 ## S103 2 2 2 ## S110 2 2 2 ## S107 1 1 1 ## S109 2 2 2 ## S112 NA NA 2 ## S105 1 1 1 ## S104 1 1 1 ## S108 2 1 2 ## S097 1 1 1 ## S129 2 2 2 ## S128 2 2 1 ## S120 2 2 1 ## S136 2 2 2 ## S122 2 2 2 ## S124 1 1 1 ## S127 1 1 1 ## S126 1 1 1 ## S134 1 1 1 ## S125 1 1 1 ## S132 1 1 1 ## S121 1 2 2 ## S123 2 2 2 ## S130 1 2 2 ## S135 2 1 2 ## S131 2 2 2 ## S119 1 1 1 ## S133 1 1 2 ## S154 2 1 2 ## S156 2 2 2 ## S143 2 2 2 ## S152 2 2 2 ## S146 2 2 2 ## S142 2 1 2 ## S141 2 2 2 ## S145 1 1 2 ## S148 2 2 2 ## S144 2 1 2 ## S140 NA NA NA ## S151 2 2 2 ## S147 2 2 2 ## S149 2 2 1 ## S155 2 2 1 ## S150 2 2 2 ## S153 2 2 1 ## S160 2 2 2 ## S159 1 1 1 ## S165 1 1 1 ## S166 1 1 1 ## S169 1 1 1 ## S164 1 1 1 ## S157 1 1 1 ## S163 1 1 1 ## S170 1 1 1 ## S167 1 1 1 ## S161 2 2 1 ## S168 1 1 1 ## S158 1 1 1 ## S171 1 1 1 ## S162 1 1 1 ## S179 2 2 1 ## S182 1 1 1 ## S183 1 1 1 ## S187 1 1 1 ## S184 1 1 1 ## S178 1 1 1 ## S186 1 1 1 ## S181 1 1 1 ## S177 1 1 1 ## S188 1 1 1 ## S180 1 1 1 ## S189 1 1 1 ## S201 1 1 1 ## S198 1 1 1 ## S197 1 1 1 ## S194 1 1 1 ## S195 1 1 1 ## S202 1 1 1 ## S199 1 1 1 ## S204 2 2 2 ## S203 1 1 1 ## S200 1 1 1 ## S196 1 1 1 ## S208 NA NA 2 ## S209 2 2 1 ## S216 2 2 2 ## S214 1 2 1 ## S218 2 2 2 ## S217 1 1 1 ## S223 1 1 1 ## S212 1 1 1 ## S210 1 1 1 ## S220 2 2 2 ## S222 1 1 1 ## S211 1 1 1 ## S221 1 2 2 ## S215 2 2 1 ## S219 1 1 1 ## S213 1 1 1 ## tExamplesGeometric2a tExamplesGeometric2b tExtendGeometric1a ## S055 1 1 1 ## S058 1 1 1 ## S053 1 1 1 ## S061 1 1 2 ## S063 1 1 1 ## S066 1 1 1 ## S062 1 1 1 ## S054 2 2 1 ## S057 1 1 1 ## S060 1 1 1 ## S067 1 1 1 ## S056 1 1 1 ## S059 1 1 2 ## S064 1 1 2 ## S065 2 1 1 ## S068 1 1 1 ## S052 2 2 NA ## S241 2 1 1 ## S230 2 2 1 ## S232 1 1 1 ## S233 2 1 1 ## S236 1 1 1 ## S235 1 1 2 ## S240 2 1 2 ## S239 2 2 2 ## S234 1 1 1 ## S231 1 1 1 ## S243 1 1 1 ## S228 1 1 2 ## S238 1 2 2 ## S229 1 1 1 ## S242 1 1 2 ## S237 1 1 NA ## S260 1 2 1 ## S257 2 1 1 ## S258 1 1 1 ## S249 1 1 1 ## S253 1 1 1 ## S263 1 1 1 ## S252 1 1 1 ## S255 2 2 1 ## S254 2 2 1 ## S261 1 1 2 ## S262 1 1 1 ## S251 1 1 1 ## S250 1 1 2 ## S259 2 1 1 ## S256 1 1 2 ## S284 1 1 1 ## S283 1 1 1 ## S273 1 1 1 ## S285 1 1 1 ## S272 NA 1 NA ## S274 1 1 1 ## S281 NA NA NA ## S276 NA 1 NA ## S275 1 1 NA ## S280 1 1 1 ## S282 NA 1 NA ## S270 NA 1 NA ## S269 NA 1 NA ## S278 1 1 1 ## S279 NA NA NA ## S271 1 1 1 ## S277 1 1 1 ## S298 2 1 NA ## S308 2 2 1 ## S299 1 2 2 ## S302 1 1 1 ## S307 1 1 1 ## S291 1 1 1 ## S297 1 1 1 ## S296 2 2 1 ## S292 1 1 2 ## S304 NA 1 NA ## S301 1 1 1 ## S305 2 2 1 ## S294 1 1 1 ## S295 1 1 1 ## S303 1 1 NA ## S306 1 1 NA ## S300 1 1 1 ## S293 1 1 1 ## S316 NA NA NA ## S319 1 1 2 ## S317 1 1 1 ## S318 1 2 2 ## S320 1 1 1 ## S315 1 1 1 ## S334 2 2 1 ## S324 1 1 1 ## S325 2 2 1 ## S328 1 2 1 ## S327 1 1 NA ## S323 2 2 1 ## S336 1 1 1 ## S333 1 1 2 ## S332 1 1 1 ## S331 1 1 1 ## S329 1 1 1 ## S326 NA 1 NA ## S338 1 1 NA ## S335 1 1 2 ## S337 1 1 1 ## S330 1 1 1 ## S091 1 1 1 ## S075 2 1 2 ## S074 1 1 1 ## S088 1 1 1 ## S082 1 1 2 ## S083 1 1 2 ## S086 2 2 2 ## S087 1 1 2 ## S080 1 1 1 ## S078 1 1 1 ## S085 1 1 1 ## S084 1 1 1 ## S076 2 1 1 ## S081 1 1 2 ## S077 1 1 1 ## S089 1 1 1 ## S090 1 1 1 ## S079 2 2 1 ## S113 2 2 1 ## S101 1 1 1 ## S099 1 1 2 ## S111 1 1 2 ## S114 1 1 1 ## S102 2 1 2 ## S098 1 1 1 ## S100 1 1 1 ## S106 1 1 2 ## S103 2 2 2 ## S110 2 2 2 ## S107 1 1 NA ## S109 2 2 2 ## S112 2 2 NA ## S105 1 1 2 ## S104 1 1 1 ## S108 2 2 1 ## S097 1 1 2 ## S129 2 2 1 ## S128 2 2 1 ## S120 1 1 1 ## S136 2 2 1 ## S122 1 2 1 ## S124 1 1 2 ## S127 1 1 1 ## S126 1 1 1 ## S134 1 1 1 ## S125 1 1 2 ## S132 1 1 1 ## S121 1 2 1 ## S123 1 2 1 ## S130 2 1 1 ## S135 2 2 1 ## S131 2 1 1 ## S119 1 1 1 ## S133 2 1 2 ## S154 2 2 2 ## S156 2 1 1 ## S143 2 1 1 ## S152 1 1 NA ## S146 2 1 NA ## S142 1 1 1 ## S141 2 1 1 ## S145 1 1 1 ## S148 1 1 2 ## S144 2 2 NA ## S140 NA 1 NA ## S151 1 1 2 ## S147 2 1 1 ## S149 2 2 2 ## S155 1 1 2 ## S150 1 1 1 ## S153 1 1 1 ## S160 2 1 1 ## S159 1 1 1 ## S165 1 1 1 ## S166 1 1 1 ## S169 1 1 1 ## S164 1 1 2 ## S157 1 1 1 ## S163 1 1 1 ## S170 1 1 1 ## S167 1 1 1 ## S161 2 1 1 ## S168 1 1 2 ## S158 1 1 1 ## S171 1 1 1 ## S162 1 1 1 ## S179 1 1 1 ## S182 1 1 1 ## S183 1 1 2 ## S187 1 1 1 ## S184 1 1 2 ## S178 1 1 1 ## S186 1 1 1 ## S181 1 1 1 ## S177 1 1 1 ## S188 1 1 2 ## S180 1 1 1 ## S189 1 1 1 ## S201 1 1 1 ## S198 1 1 1 ## S197 1 1 1 ## S194 1 1 1 ## S195 1 1 1 ## S202 1 1 1 ## S199 1 1 1 ## S204 1 1 1 ## S203 1 1 1 ## S200 1 1 2 ## S196 1 1 1 ## S208 NA 2 NA ## S209 2 1 1 ## S216 1 2 1 ## S214 1 1 1 ## S218 2 2 1 ## S217 1 1 2 ## S223 1 1 1 ## S212 1 1 1 ## S210 1 1 1 ## S220 1 1 1 ## S222 1 1 1 ## S211 1 1 1 ## S221 1 1 1 ## S215 2 2 1 ## S219 1 1 1 ## S213 1 1 2 ## tExtendGeometric1b tExtendGeometric3a tExtendGeometric3b ## S055 1 2 1 ## S058 2 2 1 ## S053 1 1 1 ## S061 2 1 1 ## S063 2 2 2 ## S066 2 2 2 ## S062 2 2 1 ## S054 2 2 2 ## S057 1 2 2 ## S060 2 2 2 ## S067 2 2 1 ## S056 2 2 2 ## S059 1 1 2 ## S064 2 2 2 ## S065 2 2 2 ## S068 1 1 1 ## S052 NA NA NA ## S241 2 2 1 ## S230 2 2 2 ## S232 2 2 1 ## S233 2 2 2 ## S236 1 1 1 ## S235 2 2 2 ## S240 1 1 1 ## S239 2 2 2 ## S234 2 2 1 ## S231 2 2 1 ## S243 2 2 2 ## S228 2 2 1 ## S238 2 2 2 ## S229 2 2 2 ## S242 2 2 2 ## S237 NA 2 NA ## S260 2 2 1 ## S257 2 2 2 ## S258 2 2 2 ## S249 2 2 1 ## S253 2 2 1 ## S263 2 2 1 ## S252 1 1 1 ## S255 2 2 2 ## S254 2 2 2 ## S261 2 2 1 ## S262 2 2 2 ## S251 1 2 1 ## S250 2 2 1 ## S259 2 2 2 ## S256 1 2 1 ## S284 1 2 1 ## S283 2 2 1 ## S273 1 1 2 ## S285 1 1 1 ## S272 NA NA 1 ## S274 1 1 1 ## S281 1 1 1 ## S276 NA NA 1 ## S275 1 1 NA ## S280 1 1 1 ## S282 NA NA 1 ## S270 NA NA NA ## S269 2 2 1 ## S278 1 1 1 ## S279 NA NA NA ## S271 2 2 1 ## S277 1 1 1 ## S298 NA NA 2 ## S308 1 1 1 ## S299 2 2 2 ## S302 2 2 1 ## S307 2 2 1 ## S291 1 1 1 ## S297 2 2 1 ## S296 2 2 1 ## S292 2 2 1 ## S304 NA NA NA ## S301 2 2 1 ## S305 2 2 2 ## S294 2 2 1 ## S295 2 1 1 ## S303 2 2 1 ## S306 2 1 2 ## S300 2 1 1 ## S293 2 2 1 ## S316 NA NA NA ## S319 1 2 1 ## S317 2 2 1 ## S318 1 2 1 ## S320 2 2 1 ## S315 2 2 2 ## S334 2 2 1 ## S324 2 2 2 ## S325 2 2 2 ## S328 1 1 2 ## S327 1 2 1 ## S323 1 2 2 ## S336 1 2 1 ## S333 NA NA NA ## S332 2 2 2 ## S331 2 1 1 ## S329 2 1 1 ## S326 NA NA NA ## S338 2 2 2 ## S335 2 2 2 ## S337 2 1 1 ## S330 2 2 1 ## S091 2 2 1 ## S075 2 1 2 ## S074 2 2 2 ## S088 2 2 1 ## S082 2 2 1 ## S083 1 2 1 ## S086 2 2 2 ## S087 2 1 2 ## S080 2 2 1 ## S078 2 2 2 ## S085 2 2 2 ## S084 1 2 2 ## S076 2 2 2 ## S081 2 2 2 ## S077 2 2 2 ## S089 1 2 2 ## S090 1 2 1 ## S079 2 2 1 ## S113 2 NA 2 ## S101 2 2 2 ## S099 2 2 2 ## S111 2 2 2 ## S114 2 2 2 ## S102 2 2 1 ## S098 1 2 1 ## S100 2 2 1 ## S106 NA NA NA ## S103 NA NA NA ## S110 2 NA 2 ## S107 2 2 1 ## S109 2 2 1 ## S112 NA NA NA ## S105 2 2 2 ## S104 1 1 2 ## S108 2 2 2 ## S097 2 1 2 ## S129 2 NA 2 ## S128 2 2 1 ## S120 2 2 1 ## S136 2 2 2 ## S122 2 2 2 ## S124 2 2 2 ## S127 2 2 2 ## S126 2 2 2 ## S134 2 2 2 ## S125 1 2 2 ## S132 2 2 2 ## S121 2 2 2 ## S123 2 NA 1 ## S130 2 2 1 ## S135 2 2 2 ## S131 2 2 2 ## S119 2 2 2 ## S133 2 2 1 ## S154 2 2 2 ## S156 2 2 1 ## S143 2 2 2 ## S152 NA NA 2 ## S146 NA NA NA ## S142 2 2 1 ## S141 2 NA 1 ## S145 1 2 1 ## S148 2 2 2 ## S144 NA NA NA ## S140 1 NA NA ## S151 2 1 2 ## S147 2 NA 2 ## S149 2 NA 2 ## S155 2 2 1 ## S150 2 2 1 ## S153 1 2 1 ## S160 2 2 2 ## S159 2 2 2 ## S165 2 2 1 ## S166 2 2 1 ## S169 2 2 1 ## S164 2 1 1 ## S157 2 2 2 ## S163 2 1 1 ## S170 2 2 2 ## S167 2 2 1 ## S161 2 2 2 ## S168 1 2 1 ## S158 2 2 1 ## S171 1 2 1 ## S162 1 1 1 ## S179 2 2 2 ## S182 1 2 2 ## S183 1 2 1 ## S187 2 2 1 ## S184 1 2 1 ## S178 2 2 1 ## S186 1 2 1 ## S181 1 1 2 ## S177 1 2 1 ## S188 2 1 1 ## S180 2 2 2 ## S189 1 1 1 ## S201 2 2 1 ## S198 1 2 1 ## S197 2 2 2 ## S194 1 1 1 ## S195 1 1 1 ## S202 2 2 2 ## S199 2 2 2 ## S204 1 1 2 ## S203 1 2 1 ## S200 2 2 2 ## S196 1 2 2 ## S208 NA NA NA ## S209 2 2 1 ## S216 2 2 2 ## S214 2 2 2 ## S218 2 2 1 ## S217 2 2 1 ## S223 1 2 1 ## S212 2 2 1 ## S210 2 2 2 ## S220 2 2 1 ## S222 1 2 2 ## S211 2 2 2 ## S221 2 2 2 ## S215 2 2 1 ## S219 2 2 2 ## S213 2 2 2 ## tExtendGeometric2a tExtendGeometric2b tModelExtendTableGeometric1a ## S055 1 1 1 ## S058 2 1 2 ## S053 1 1 1 ## S061 1 2 1 ## S063 2 1 1 ## S066 1 1 2 ## S062 2 2 1 ## S054 2 1 2 ## S057 2 2 2 ## S060 2 2 2 ## S067 1 1 1 ## S056 1 2 1 ## S059 1 1 1 ## S064 2 1 1 ## S065 2 1 2 ## S068 1 1 2 ## S052 NA NA NA ## S241 2 2 2 ## S230 2 2 1 ## S232 1 1 1 ## S233 2 2 2 ## S236 1 1 1 ## S235 1 2 1 ## S240 1 2 1 ## S239 1 2 1 ## S234 1 1 1 ## S231 2 2 2 ## S243 1 2 2 ## S228 2 1 2 ## S238 2 1 1 ## S229 2 2 1 ## S242 2 2 2 ## S237 NA NA NA ## S260 1 2 2 ## S257 2 2 1 ## S258 1 2 1 ## S249 1 2 1 ## S253 2 2 1 ## S263 2 2 1 ## S252 1 1 1 ## S255 1 2 2 ## S254 2 2 2 ## S261 1 1 1 ## S262 2 1 1 ## S251 2 1 1 ## S250 1 2 2 ## S259 1 1 2 ## S256 1 1 1 ## S284 1 2 1 ## S283 1 1 1 ## S273 1 1 1 ## S285 1 1 1 ## S272 NA 1 1 ## S274 1 1 1 ## S281 1 1 1 ## S276 NA 1 1 ## S275 NA 1 1 ## S280 1 1 1 ## S282 1 1 1 ## S270 NA NA NA ## S269 2 2 1 ## S278 1 1 1 ## S279 NA NA 1 ## S271 1 1 1 ## S277 1 1 1 ## S298 NA 1 2 ## S308 1 1 1 ## S299 1 1 1 ## S302 1 2 1 ## S307 1 1 2 ## S291 1 1 1 ## S297 1 1 1 ## S296 1 2 2 ## S292 1 1 1 ## S304 NA NA NA ## S301 1 1 1 ## S305 2 2 2 ## S294 1 1 2 ## S295 1 1 1 ## S303 1 1 1 ## S306 2 2 1 ## S300 1 1 1 ## S293 1 2 1 ## S316 NA NA NA ## S319 1 1 1 ## S317 2 1 1 ## S318 1 2 1 ## S320 1 1 1 ## S315 1 2 1 ## S334 2 1 2 ## S324 2 1 1 ## S325 2 2 2 ## S328 2 2 2 ## S327 1 1 2 ## S323 2 2 1 ## S336 1 1 1 ## S333 NA 1 2 ## S332 2 2 1 ## S331 1 2 1 ## S329 1 1 1 ## S326 NA NA NA ## S338 1 1 1 ## S335 2 2 1 ## S337 1 1 1 ## S330 1 2 2 ## S091 1 1 2 ## S075 1 2 2 ## S074 2 1 1 ## S088 1 1 2 ## S082 1 1 1 ## S083 1 1 1 ## S086 2 2 2 ## S087 2 2 1 ## S080 1 1 1 ## S078 1 2 1 ## S085 1 2 1 ## S084 2 2 2 ## S076 1 1 2 ## S081 2 2 1 ## S077 1 1 2 ## S089 2 1 1 ## S090 1 1 1 ## S079 2 2 1 ## S113 2 2 1 ## S101 2 1 1 ## S099 1 1 1 ## S111 2 2 2 ## S114 2 2 1 ## S102 1 2 2 ## S098 2 2 1 ## S100 1 2 1 ## S106 NA 1 2 ## S103 NA NA NA ## S110 2 2 2 ## S107 2 1 1 ## S109 2 2 2 ## S112 NA NA NA ## S105 2 2 1 ## S104 1 1 1 ## S108 2 2 1 ## S097 1 2 2 ## S129 2 2 2 ## S128 1 1 2 ## S120 1 2 2 ## S136 2 2 2 ## S122 1 2 2 ## S124 2 1 2 ## S127 2 2 1 ## S126 1 1 1 ## S134 2 2 1 ## S125 1 1 1 ## S132 1 1 2 ## S121 2 2 2 ## S123 1 1 2 ## S130 1 2 2 ## S135 2 2 1 ## S131 1 2 1 ## S119 2 2 1 ## S133 2 2 2 ## S154 2 2 1 ## S156 2 2 2 ## S143 2 2 2 ## S152 NA 2 2 ## S146 NA NA NA ## S142 2 1 2 ## S141 2 2 2 ## S145 2 2 2 ## S148 2 2 1 ## S144 NA NA NA ## S140 NA NA NA ## S151 1 1 1 ## S147 2 2 1 ## S149 2 2 2 ## S155 2 2 2 ## S150 2 2 1 ## S153 2 1 1 ## S160 1 1 2 ## S159 1 1 1 ## S165 1 2 1 ## S166 1 2 2 ## S169 1 2 1 ## S164 1 2 2 ## S157 2 2 1 ## S163 1 2 2 ## S170 1 2 2 ## S167 1 1 1 ## S161 1 1 2 ## S168 1 1 1 ## S158 1 2 1 ## S171 1 2 2 ## S162 1 1 1 ## S179 1 2 1 ## S182 2 1 2 ## S183 1 1 1 ## S187 1 1 1 ## S184 2 1 1 ## S178 1 1 1 ## S186 1 1 1 ## S181 1 1 1 ## S177 1 1 1 ## S188 1 2 1 ## S180 1 1 1 ## S189 1 1 1 ## S201 2 2 1 ## S198 1 1 1 ## S197 2 1 1 ## S194 1 1 1 ## S195 1 1 1 ## S202 2 2 1 ## S199 2 1 1 ## S204 1 2 1 ## S203 1 2 1 ## S200 2 1 1 ## S196 2 2 1 ## S208 NA NA NA ## S209 1 1 1 ## S216 2 2 2 ## S214 2 1 1 ## S218 1 1 1 ## S217 2 1 1 ## S223 2 2 1 ## S212 1 1 2 ## S210 1 2 1 ## S220 2 1 1 ## S222 2 2 2 ## S211 1 1 2 ## S221 1 2 1 ## S215 2 2 2 ## S219 2 2 1 ## S213 2 1 1 ## tModelExtendTableGeometric1b tModelExtendTableGeometric3a ## S055 1 1 ## S058 2 2 ## S053 1 2 ## S061 2 2 ## S063 2 1 ## S066 1 2 ## S062 2 1 ## S054 2 2 ## S057 2 2 ## S060 1 1 ## S067 2 2 ## S056 1 1 ## S059 2 2 ## S064 2 2 ## S065 2 2 ## S068 1 1 ## S052 2 2 ## S241 2 2 ## S230 2 2 ## S232 2 2 ## S233 2 2 ## S236 1 1 ## S235 2 1 ## S240 2 2 ## S239 2 1 ## S234 1 2 ## S231 2 2 ## S243 2 2 ## S228 1 1 ## S238 2 1 ## S229 2 2 ## S242 2 2 ## S237 2 2 ## S260 2 2 ## S257 1 1 ## S258 2 2 ## S249 2 1 ## S253 1 2 ## S263 2 2 ## S252 1 1 ## S255 2 2 ## S254 2 2 ## S261 1 1 ## S262 1 1 ## S251 2 2 ## S250 2 2 ## S259 2 2 ## S256 1 1 ## S284 1 1 ## S283 1 2 ## S273 1 1 ## S285 1 1 ## S272 1 NA ## S274 2 1 ## S281 1 1 ## S276 1 2 ## S275 1 1 ## S280 2 1 ## S282 1 1 ## S270 1 1 ## S269 1 1 ## S278 1 1 ## S279 NA NA ## S271 1 1 ## S277 1 1 ## S298 2 2 ## S308 1 1 ## S299 1 1 ## S302 2 2 ## S307 2 1 ## S291 1 1 ## S297 1 1 ## S296 2 1 ## S292 1 1 ## S304 2 2 ## S301 1 1 ## S305 1 2 ## S294 1 1 ## S295 1 1 ## S303 1 2 ## S306 2 1 ## S300 1 1 ## S293 1 2 ## S316 NA NA ## S319 1 2 ## S317 1 1 ## S318 1 1 ## S320 2 2 ## S315 2 1 ## S334 2 2 ## S324 2 1 ## S325 2 2 ## S328 2 1 ## S327 2 1 ## S323 2 2 ## S336 1 1 ## S333 2 2 ## S332 2 1 ## S331 2 1 ## S329 1 2 ## S326 2 1 ## S338 1 1 ## S335 2 2 ## S337 1 1 ## S330 2 1 ## S091 2 1 ## S075 2 1 ## S074 2 1 ## S088 2 1 ## S082 2 2 ## S083 1 2 ## S086 2 2 ## S087 1 1 ## S080 2 1 ## S078 2 1 ## S085 2 1 ## S084 2 2 ## S076 2 2 ## S081 2 1 ## S077 2 1 ## S089 2 1 ## S090 1 1 ## S079 2 2 ## S113 2 2 ## S101 2 1 ## S099 1 1 ## S111 2 2 ## S114 2 2 ## S102 2 2 ## S098 2 1 ## S100 1 1 ## S106 2 2 ## S103 2 1 ## S110 2 2 ## S107 1 1 ## S109 2 1 ## S112 2 2 ## S105 2 1 ## S104 2 1 ## S108 2 2 ## S097 2 2 ## S129 2 2 ## S128 2 1 ## S120 2 2 ## S136 2 2 ## S122 2 2 ## S124 2 1 ## S127 1 2 ## S126 1 1 ## S134 2 2 ## S125 1 1 ## S132 2 2 ## S121 2 2 ## S123 2 1 ## S130 2 2 ## S135 2 2 ## S131 2 2 ## S119 1 1 ## S133 2 2 ## S154 2 2 ## S156 2 2 ## S143 2 2 ## S152 2 2 ## S146 2 2 ## S142 2 2 ## S141 2 1 ## S145 1 1 ## S148 1 2 ## S144 2 2 ## S140 2 1 ## S151 2 2 ## S147 2 1 ## S149 2 2 ## S155 1 2 ## S150 2 2 ## S153 2 1 ## S160 2 2 ## S159 2 2 ## S165 1 1 ## S166 1 2 ## S169 1 1 ## S164 2 1 ## S157 2 1 ## S163 1 1 ## S170 1 1 ## S167 2 1 ## S161 2 2 ## S168 1 1 ## S158 2 2 ## S171 2 2 ## S162 1 1 ## S179 1 2 ## S182 2 1 ## S183 1 2 ## S187 1 2 ## S184 1 1 ## S178 2 2 ## S186 2 1 ## S181 1 1 ## S177 1 2 ## S188 1 1 ## S180 2 1 ## S189 1 1 ## S201 1 1 ## S198 2 1 ## S197 1 1 ## S194 1 1 ## S195 2 1 ## S202 2 2 ## S199 2 2 ## S204 2 1 ## S203 1 1 ## S200 2 2 ## S196 2 2 ## S208 2 NA ## S209 2 1 ## S216 2 2 ## S214 2 1 ## S218 2 1 ## S217 2 2 ## S223 1 1 ## S212 2 2 ## S210 1 2 ## S220 2 1 ## S222 1 1 ## S211 2 1 ## S221 1 1 ## S215 2 1 ## S219 2 2 ## S213 1 1 ## tModelExtendTableGeometric3b tModelExtendTableGeometric2a ## S055 1 1 ## S058 2 1 ## S053 1 1 ## S061 1 1 ## S063 2 1 ## S066 2 1 ## S062 2 1 ## S054 2 1 ## S057 1 2 ## S060 1 2 ## S067 1 1 ## S056 2 2 ## S059 1 2 ## S064 1 1 ## S065 2 1 ## S068 1 1 ## S052 1 1 ## S241 1 1 ## S230 1 2 ## S232 2 2 ## S233 1 2 ## S236 1 1 ## S235 1 1 ## S240 1 1 ## S239 2 2 ## S234 1 1 ## S231 2 2 ## S243 1 1 ## S228 1 1 ## S238 2 1 ## S229 2 1 ## S242 1 2 ## S237 2 2 ## S260 1 2 ## S257 1 1 ## S258 1 2 ## S249 1 1 ## S253 1 1 ## S263 1 1 ## S252 1 1 ## S255 1 2 ## S254 1 2 ## S261 2 1 ## S262 2 1 ## S251 1 2 ## S250 1 2 ## S259 2 2 ## S256 1 1 ## S284 1 1 ## S283 1 1 ## S273 1 1 ## S285 1 2 ## S272 NA NA ## S274 1 1 ## S281 NA NA ## S276 NA NA ## S275 NA NA ## S280 2 1 ## S282 NA NA ## S270 1 1 ## S269 NA NA ## S278 1 1 ## S279 NA NA ## S271 1 2 ## S277 1 1 ## S298 1 1 ## S308 1 1 ## S299 1 1 ## S302 1 2 ## S307 1 2 ## S291 1 2 ## S297 1 2 ## S296 1 2 ## S292 1 1 ## S304 1 1 ## S301 1 1 ## S305 1 2 ## S294 1 1 ## S295 1 1 ## S303 1 2 ## S306 1 1 ## S300 1 1 ## S293 1 1 ## S316 2 2 ## S319 1 1 ## S317 1 2 ## S318 1 1 ## S320 2 2 ## S315 1 1 ## S334 1 1 ## S324 1 1 ## S325 1 2 ## S328 1 1 ## S327 1 1 ## S323 2 2 ## S336 1 1 ## S333 2 2 ## S332 1 2 ## S331 1 1 ## S329 2 1 ## S326 1 1 ## S338 1 2 ## S335 1 1 ## S337 2 1 ## S330 2 1 ## S091 1 1 ## S075 2 2 ## S074 1 1 ## S088 1 2 ## S082 1 2 ## S083 2 1 ## S086 1 1 ## S087 1 2 ## S080 2 1 ## S078 1 2 ## S085 1 2 ## S084 1 1 ## S076 2 1 ## S081 1 1 ## S077 1 1 ## S089 1 1 ## S090 1 2 ## S079 1 1 ## S113 1 1 ## S101 1 1 ## S099 1 1 ## S111 1 1 ## S114 2 2 ## S102 1 2 ## S098 1 2 ## S100 1 1 ## S106 2 2 ## S103 1 2 ## S110 1 2 ## S107 2 2 ## S109 1 2 ## S112 1 1 ## S105 1 1 ## S104 1 1 ## S108 1 1 ## S097 2 2 ## S129 1 2 ## S128 1 1 ## S120 2 2 ## S136 1 1 ## S122 1 1 ## S124 1 1 ## S127 2 2 ## S126 1 1 ## S134 1 1 ## S125 1 1 ## S132 2 1 ## S121 2 2 ## S123 2 2 ## S130 2 2 ## S135 1 2 ## S131 1 2 ## S119 2 1 ## S133 2 2 ## S154 2 2 ## S156 2 1 ## S143 1 1 ## S152 1 2 ## S146 2 2 ## S142 1 1 ## S141 2 1 ## S145 1 1 ## S148 2 1 ## S144 2 2 ## S140 2 2 ## S151 1 2 ## S147 2 2 ## S149 1 2 ## S155 1 1 ## S150 1 1 ## S153 1 1 ## S160 2 2 ## S159 1 1 ## S165 1 1 ## S166 1 1 ## S169 1 1 ## S164 1 1 ## S157 1 1 ## S163 1 1 ## S170 1 1 ## S167 1 1 ## S161 1 1 ## S168 1 1 ## S158 1 1 ## S171 1 1 ## S162 1 2 ## S179 1 2 ## S182 1 1 ## S183 1 2 ## S187 1 1 ## S184 1 1 ## S178 1 1 ## S186 1 1 ## S181 1 1 ## S177 1 2 ## S188 1 1 ## S180 1 1 ## S189 1 1 ## S201 1 1 ## S198 1 1 ## S197 2 1 ## S194 2 1 ## S195 1 1 ## S202 2 2 ## S199 1 1 ## S204 1 2 ## S203 1 1 ## S200 1 1 ## S196 1 2 ## S208 2 1 ## S209 1 2 ## S216 2 2 ## S214 1 2 ## S218 1 2 ## S217 1 1 ## S223 2 1 ## S212 1 1 ## S210 1 2 ## S220 1 1 ## S222 1 2 ## S211 1 1 ## S221 2 2 ## S215 1 2 ## S219 1 1 ## S213 1 1 ## tModelExtendTableGeometric2b tTableExtendGeometric1a ## S055 1 1 ## S058 2 1 ## S053 2 1 ## S061 1 1 ## S063 1 2 ## S066 1 2 ## S062 2 1 ## S054 2 2 ## S057 2 2 ## S060 2 2 ## S067 1 1 ## S056 2 1 ## S059 1 1 ## S064 2 1 ## S065 1 1 ## S068 2 2 ## S052 2 NA ## S241 2 2 ## S230 2 1 ## S232 2 2 ## S233 2 2 ## S236 2 1 ## S235 1 2 ## S240 1 1 ## S239 2 1 ## S234 2 2 ## S231 2 2 ## S243 1 2 ## S228 2 1 ## S238 1 1 ## S229 2 2 ## S242 2 1 ## S237 2 2 ## S260 2 1 ## S257 2 2 ## S258 2 2 ## S249 1 2 ## S253 2 2 ## S263 2 2 ## S252 1 1 ## S255 2 1 ## S254 2 2 ## S261 1 2 ## S262 1 2 ## S251 2 2 ## S250 1 2 ## S259 2 2 ## S256 1 1 ## S284 1 1 ## S283 1 1 ## S273 1 1 ## S285 1 1 ## S272 NA 1 ## S274 2 1 ## S281 1 1 ## S276 NA 2 ## S275 1 1 ## S280 1 2 ## S282 NA 1 ## S270 2 NA ## S269 1 2 ## S278 1 1 ## S279 NA NA ## S271 1 NA ## S277 1 1 ## S298 2 NA ## S308 1 1 ## S299 1 2 ## S302 2 2 ## S307 2 1 ## S291 1 1 ## S297 2 1 ## S296 1 2 ## S292 1 2 ## S304 2 NA ## S301 2 1 ## S305 2 2 ## S294 1 2 ## S295 1 2 ## S303 2 1 ## S306 1 1 ## S300 2 2 ## S293 1 1 ## S316 2 NA ## S319 1 1 ## S317 1 2 ## S318 2 1 ## S320 2 2 ## S315 2 1 ## S334 2 2 ## S324 2 1 ## S325 2 2 ## S328 1 2 ## S327 1 1 ## S323 2 2 ## S336 1 1 ## S333 2 2 ## S332 2 2 ## S331 2 1 ## S329 1 1 ## S326 2 NA ## S338 2 2 ## S335 2 2 ## S337 2 1 ## S330 2 2 ## S091 2 2 ## S075 2 1 ## S074 2 2 ## S088 1 2 ## S082 1 2 ## S083 2 1 ## S086 2 2 ## S087 2 1 ## S080 2 1 ## S078 1 1 ## S085 2 2 ## S084 2 2 ## S076 2 2 ## S081 2 1 ## S077 2 1 ## S089 2 1 ## S090 2 2 ## S079 2 1 ## S113 2 2 ## S101 2 1 ## S099 1 2 ## S111 2 1 ## S114 2 2 ## S102 2 2 ## S098 1 1 ## S100 2 1 ## S106 2 2 ## S103 2 1 ## S110 2 2 ## S107 2 1 ## S109 2 1 ## S112 2 1 ## S105 2 2 ## S104 2 1 ## S108 2 2 ## S097 2 1 ## S129 2 2 ## S128 2 2 ## S120 2 2 ## S136 2 2 ## S122 2 2 ## S124 2 2 ## S127 2 2 ## S126 1 1 ## S134 2 2 ## S125 2 2 ## S132 1 1 ## S121 2 2 ## S123 2 2 ## S130 2 2 ## S135 2 1 ## S131 2 2 ## S119 1 1 ## S133 2 1 ## S154 2 2 ## S156 1 2 ## S143 2 2 ## S152 2 2 ## S146 2 1 ## S142 1 2 ## S141 2 2 ## S145 1 2 ## S148 2 2 ## S144 2 2 ## S140 2 NA ## S151 2 2 ## S147 2 2 ## S149 2 2 ## S155 2 1 ## S150 2 2 ## S153 2 2 ## S160 2 2 ## S159 2 2 ## S165 1 2 ## S166 1 2 ## S169 1 2 ## S164 2 2 ## S157 2 1 ## S163 1 2 ## S170 2 2 ## S167 2 1 ## S161 2 2 ## S168 2 1 ## S158 2 2 ## S171 1 1 ## S162 1 1 ## S179 2 2 ## S182 2 1 ## S183 2 2 ## S187 2 1 ## S184 1 1 ## S178 2 2 ## S186 2 2 ## S181 2 1 ## S177 1 1 ## S188 1 1 ## S180 2 2 ## S189 2 1 ## S201 2 2 ## S198 1 1 ## S197 1 1 ## S194 1 1 ## S195 1 2 ## S202 2 1 ## S199 2 2 ## S204 2 2 ## S203 2 1 ## S200 2 2 ## S196 2 1 ## S208 2 NA ## S209 2 2 ## S216 2 2 ## S214 2 1 ## S218 2 1 ## S217 2 1 ## S223 1 1 ## S212 1 2 ## S210 2 2 ## S220 1 2 ## S222 2 1 ## S211 1 2 ## S221 2 2 ## S215 2 1 ## S219 2 1 ## S213 1 1 ## tTableExtendGeometric1b tTableExtendGeometric3a ## S055 1 1 ## S058 1 1 ## S053 1 1 ## S061 1 1 ## S063 1 1 ## S066 1 1 ## S062 1 1 ## S054 2 2 ## S057 1 1 ## S060 2 1 ## S067 1 1 ## S056 1 2 ## S059 1 1 ## S064 1 2 ## S065 2 2 ## S068 2 2 ## S052 NA 1 ## S241 2 1 ## S230 1 1 ## S232 1 2 ## S233 1 2 ## S236 1 1 ## S235 2 1 ## S240 1 1 ## S239 2 1 ## S234 2 2 ## S231 1 1 ## S243 2 1 ## S228 1 1 ## S238 1 1 ## S229 2 1 ## S242 1 2 ## S237 2 1 ## S260 2 2 ## S257 1 1 ## S258 1 1 ## S249 1 1 ## S253 1 1 ## S263 2 2 ## S252 1 1 ## S255 1 1 ## S254 2 2 ## S261 1 1 ## S262 1 1 ## S251 1 2 ## S250 1 1 ## S259 1 1 ## S256 1 1 ## S284 1 1 ## S283 1 1 ## S273 1 1 ## S285 1 1 ## S272 1 NA ## S274 1 1 ## S281 1 1 ## S276 2 2 ## S275 1 NA ## S280 1 1 ## S282 NA 1 ## S270 NA 2 ## S269 2 2 ## S278 1 1 ## S279 NA NA ## S271 NA NA ## S277 1 1 ## S298 NA 1 ## S308 1 1 ## S299 1 1 ## S302 2 2 ## S307 1 1 ## S291 1 1 ## S297 1 1 ## S296 1 2 ## S292 2 1 ## S304 NA 2 ## S301 2 2 ## S305 2 2 ## S294 1 1 ## S295 2 1 ## S303 2 2 ## S306 2 1 ## S300 1 2 ## S293 1 1 ## S316 NA 2 ## S319 1 1 ## S317 2 2 ## S318 1 1 ## S320 1 1 ## S315 1 2 ## S334 1 2 ## S324 2 1 ## S325 2 2 ## S328 2 2 ## S327 2 1 ## S323 2 1 ## S336 1 1 ## S333 2 1 ## S332 1 1 ## S331 1 1 ## S329 1 1 ## S326 NA 1 ## S338 1 1 ## S335 2 1 ## S337 1 1 ## S330 2 2 ## S091 2 1 ## S075 1 1 ## S074 2 1 ## S088 2 1 ## S082 2 1 ## S083 1 1 ## S086 1 1 ## S087 1 1 ## S080 1 1 ## S078 1 1 ## S085 2 2 ## S084 1 2 ## S076 1 1 ## S081 1 1 ## S077 1 1 ## S089 1 1 ## S090 1 2 ## S079 1 2 ## S113 2 2 ## S101 2 1 ## S099 2 1 ## S111 1 1 ## S114 2 1 ## S102 2 2 ## S098 1 1 ## S100 1 2 ## S106 2 1 ## S103 NA 2 ## S110 1 2 ## S107 1 1 ## S109 1 2 ## S112 2 2 ## S105 2 1 ## S104 1 2 ## S108 2 1 ## S097 1 2 ## S129 2 1 ## S128 2 1 ## S120 2 1 ## S136 2 2 ## S122 2 1 ## S124 2 1 ## S127 2 2 ## S126 1 2 ## S134 2 1 ## S125 2 1 ## S132 2 1 ## S121 2 1 ## S123 2 1 ## S130 2 1 ## S135 1 1 ## S131 1 1 ## S119 1 1 ## S133 2 2 ## S154 2 2 ## S156 2 1 ## S143 2 1 ## S152 2 1 ## S146 1 2 ## S142 1 1 ## S141 2 1 ## S145 1 1 ## S148 2 2 ## S144 2 2 ## S140 NA 1 ## S151 2 1 ## S147 2 2 ## S149 1 1 ## S155 1 2 ## S150 2 2 ## S153 2 2 ## S160 1 2 ## S159 2 2 ## S165 2 1 ## S166 2 2 ## S169 1 2 ## S164 1 1 ## S157 1 1 ## S163 2 1 ## S170 1 2 ## S167 1 1 ## S161 1 2 ## S168 1 1 ## S158 2 2 ## S171 1 1 ## S162 1 1 ## S179 2 1 ## S182 2 2 ## S183 1 1 ## S187 1 1 ## S184 1 1 ## S178 1 1 ## S186 1 1 ## S181 1 1 ## S177 1 1 ## S188 1 1 ## S180 2 2 ## S189 1 1 ## S201 1 1 ## S198 1 2 ## S197 1 1 ## S194 1 1 ## S195 1 1 ## S202 1 2 ## S199 1 1 ## S204 1 1 ## S203 1 1 ## S200 1 2 ## S196 1 2 ## S208 NA 2 ## S209 1 1 ## S216 2 1 ## S214 1 1 ## S218 1 1 ## S217 1 1 ## S223 1 2 ## S212 1 1 ## S210 1 2 ## S220 2 1 ## S222 1 1 ## S211 2 2 ## S221 2 1 ## S215 1 2 ## S219 1 1 ## S213 1 2 ## tTableExtendGeometric3b tTableExtendGeometric2a ## S055 1 1 ## S058 2 1 ## S053 2 1 ## S061 2 1 ## S063 1 1 ## S066 2 2 ## S062 1 1 ## S054 2 2 ## S057 2 1 ## S060 2 2 ## S067 1 1 ## S056 2 2 ## S059 1 1 ## S064 2 1 ## S065 2 2 ## S068 2 1 ## S052 2 2 ## S241 2 1 ## S230 1 1 ## S232 2 2 ## S233 2 1 ## S236 1 1 ## S235 1 1 ## S240 2 1 ## S239 2 2 ## S234 2 1 ## S231 2 1 ## S243 1 2 ## S228 2 2 ## S238 1 1 ## S229 2 1 ## S242 1 1 ## S237 2 1 ## S260 2 1 ## S257 2 1 ## S258 2 1 ## S249 1 1 ## S253 2 1 ## S263 2 1 ## S252 2 1 ## S255 2 1 ## S254 2 2 ## S261 2 1 ## S262 2 1 ## S251 2 1 ## S250 2 1 ## S259 2 1 ## S256 2 1 ## S284 2 1 ## S283 2 1 ## S273 2 1 ## S285 1 1 ## S272 NA 1 ## S274 1 2 ## S281 1 1 ## S276 2 1 ## S275 NA 1 ## S280 1 2 ## S282 NA 1 ## S270 2 1 ## S269 2 1 ## S278 1 1 ## S279 NA 1 ## S271 NA NA ## S277 2 1 ## S298 1 1 ## S308 2 1 ## S299 1 1 ## S302 2 2 ## S307 1 1 ## S291 1 1 ## S297 2 1 ## S296 2 1 ## S292 1 1 ## S304 2 1 ## S301 2 1 ## S305 1 1 ## S294 1 1 ## S295 2 1 ## S303 1 1 ## S306 2 1 ## S300 2 1 ## S293 1 1 ## S316 2 1 ## S319 2 1 ## S317 2 1 ## S318 2 1 ## S320 1 1 ## S315 1 1 ## S334 1 2 ## S324 2 1 ## S325 2 1 ## S328 2 2 ## S327 2 1 ## S323 2 1 ## S336 1 1 ## S333 2 2 ## S332 1 2 ## S331 1 1 ## S329 2 1 ## S326 NA NA ## S338 1 1 ## S335 2 1 ## S337 1 1 ## S330 2 1 ## S091 2 1 ## S075 2 2 ## S074 2 2 ## S088 2 2 ## S082 2 1 ## S083 1 1 ## S086 2 1 ## S087 1 1 ## S080 1 1 ## S078 2 1 ## S085 2 1 ## S084 1 1 ## S076 1 2 ## S081 2 1 ## S077 2 1 ## S089 2 2 ## S090 2 1 ## S079 1 1 ## S113 2 2 ## S101 2 1 ## S099 2 1 ## S111 1 1 ## S114 2 2 ## S102 2 2 ## S098 1 1 ## S100 2 1 ## S106 2 2 ## S103 2 2 ## S110 2 1 ## S107 1 1 ## S109 2 1 ## S112 2 1 ## S105 1 1 ## S104 2 1 ## S108 2 2 ## S097 2 1 ## S129 1 2 ## S128 1 2 ## S120 2 1 ## S136 2 2 ## S122 2 1 ## S124 2 1 ## S127 2 2 ## S126 2 1 ## S134 2 1 ## S125 2 1 ## S132 2 2 ## S121 2 1 ## S123 2 2 ## S130 2 2 ## S135 1 1 ## S131 2 1 ## S119 2 1 ## S133 2 2 ## S154 2 2 ## S156 2 1 ## S143 1 1 ## S152 2 1 ## S146 2 1 ## S142 2 1 ## S141 2 1 ## S145 1 1 ## S148 2 2 ## S144 2 2 ## S140 2 1 ## S151 2 1 ## S147 2 1 ## S149 2 2 ## S155 2 1 ## S150 2 1 ## S153 2 1 ## S160 1 2 ## S159 2 1 ## S165 1 1 ## S166 2 1 ## S169 2 1 ## S164 2 2 ## S157 2 1 ## S163 2 1 ## S170 2 1 ## S167 2 1 ## S161 2 1 ## S168 1 1 ## S158 2 1 ## S171 1 1 ## S162 1 1 ## S179 2 1 ## S182 2 2 ## S183 2 1 ## S187 1 1 ## S184 1 1 ## S178 1 1 ## S186 2 2 ## S181 2 1 ## S177 2 1 ## S188 2 1 ## S180 1 2 ## S189 2 1 ## S201 1 1 ## S198 2 1 ## S197 2 1 ## S194 1 1 ## S195 1 1 ## S202 1 1 ## S199 1 2 ## S204 2 1 ## S203 1 1 ## S200 2 1 ## S196 2 1 ## S208 NA NA ## S209 2 1 ## S216 1 1 ## S214 1 1 ## S218 2 2 ## S217 1 1 ## S223 2 1 ## S212 2 1 ## S210 2 1 ## S220 1 2 ## S222 2 1 ## S211 2 1 ## S221 1 1 ## S215 2 2 ## S219 2 1 ## S213 1 1 ## tTableExtendGeometric2b ## S055 2 ## S058 1 ## S053 1 ## S061 1 ## S063 1 ## S066 2 ## S062 1 ## S054 2 ## S057 2 ## S060 2 ## S067 1 ## S056 1 ## S059 1 ## S064 2 ## S065 2 ## S068 1 ## S052 2 ## S241 1 ## S230 2 ## S232 1 ## S233 1 ## S236 1 ## S235 1 ## S240 2 ## S239 2 ## S234 1 ## S231 2 ## S243 2 ## S228 1 ## S238 2 ## S229 1 ## S242 2 ## S237 2 ## S260 1 ## S257 1 ## S258 1 ## S249 1 ## S253 2 ## S263 1 ## S252 2 ## S255 2 ## S254 1 ## S261 1 ## S262 1 ## S251 1 ## S250 1 ## S259 1 ## S256 1 ## S284 1 ## S283 1 ## S273 1 ## S285 1 ## S272 1 ## S274 1 ## S281 2 ## S276 1 ## S275 1 ## S280 1 ## S282 1 ## S270 1 ## S269 1 ## S278 1 ## S279 1 ## S271 NA ## S277 2 ## S298 1 ## S308 1 ## S299 1 ## S302 2 ## S307 1 ## S291 1 ## S297 2 ## S296 1 ## S292 1 ## S304 1 ## S301 1 ## S305 1 ## S294 2 ## S295 2 ## S303 2 ## S306 1 ## S300 2 ## S293 1 ## S316 1 ## S319 1 ## S317 1 ## S318 1 ## S320 2 ## S315 1 ## S334 1 ## S324 1 ## S325 2 ## S328 2 ## S327 1 ## S323 1 ## S336 1 ## S333 2 ## S332 2 ## S331 1 ## S329 2 ## S326 NA ## S338 2 ## S335 1 ## S337 1 ## S330 2 ## S091 2 ## S075 1 ## S074 2 ## S088 1 ## S082 1 ## S083 1 ## S086 2 ## S087 2 ## S080 2 ## S078 1 ## S085 1 ## S084 1 ## S076 2 ## S081 1 ## S077 1 ## S089 1 ## S090 1 ## S079 1 ## S113 2 ## S101 1 ## S099 1 ## S111 1 ## S114 2 ## S102 2 ## S098 1 ## S100 2 ## S106 2 ## S103 2 ## S110 2 ## S107 1 ## S109 1 ## S112 2 ## S105 1 ## S104 1 ## S108 2 ## S097 1 ## S129 2 ## S128 2 ## S120 2 ## S136 2 ## S122 2 ## S124 1 ## S127 2 ## S126 1 ## S134 1 ## S125 1 ## S132 2 ## S121 2 ## S123 2 ## S130 2 ## S135 2 ## S131 1 ## S119 1 ## S133 2 ## S154 2 ## S156 2 ## S143 1 ## S152 2 ## S146 1 ## S142 2 ## S141 2 ## S145 1 ## S148 2 ## S144 2 ## S140 1 ## S151 1 ## S147 2 ## S149 2 ## S155 1 ## S150 1 ## S153 2 ## S160 2 ## S159 2 ## S165 2 ## S166 1 ## S169 2 ## S164 1 ## S157 1 ## S163 1 ## S170 2 ## S167 2 ## S161 1 ## S168 1 ## S158 2 ## S171 1 ## S162 1 ## S179 1 ## S182 2 ## S183 1 ## S187 1 ## S184 1 ## S178 2 ## S186 2 ## S181 1 ## S177 1 ## S188 1 ## S180 2 ## S189 2 ## S201 2 ## S198 1 ## S197 1 ## S194 1 ## S195 1 ## S202 1 ## S199 2 ## S204 1 ## S203 1 ## S200 1 ## S196 1 ## S208 NA ## S209 2 ## S216 2 ## S214 1 ## S218 2 ## S217 1 ## S223 1 ## S212 1 ## S210 1 ## S220 1 ## S222 NA ## S211 1 ## S221 2 ## S215 2 ## S219 1 ## S213 1
## Mark columns of table corresponding to tasks
first.task <- 9
last.task <- ncol(miniACED.data)
## Code key for numeric values
t.vals <- c("No","Yes")
## Pick a student, we might normally iterate over this. Student.row <- 1 ## Setup for student in sample ## Create Student Model from Proficiency Model Student.SM <- CopyNetworks(profModel,"Student") Student.SMvars <- NetworkAllNodes(Student.SM) CompileNetwork(Student.SM) ## Initialize history list prior <- NodeBeliefs(Student.SMvars$SolveGeometricProblems) Student.History <- matrix(prior,1,3) row.names(Student.History) <- "*Baseline*" colnames(Student.History) <- names(prior)
## Now loop over tasks
for (itask in first.task:last.task) {
## Look up the EM for the task, and adjoin it.
tid <- names(miniACED.data)[itask]
EMnet <- ReadNetworks(file.path("..","Nets",
paste(EMtable[tid,"EM"],"dne",sep=".")),
session=sess)
obs <- AdjoinNetwork(Student.SM,EMnet)
CompileNetwork(Student.SM)
## Add the evidence
t.val <- t.vals[miniACED.data[Student.row,itask]] #Decode integer
NodeFinding(obs[[1]]) <- t.val
## Update the history
post <- NodeBeliefs(Student.SMvars$SolveGeometricProblems)
Student.History <- rbind(Student.History,new=post)
rownames(Student.History)[nrow(Student.History)] <- paste(tid,t.val,sep="=")
## Cleanup, Delete EM and Absob Observables
DeleteNetwork(EMnet)
AbsorbNodes(obs) # Still broken
}
## Creating node list. ## Absorbing 1 nodes. ## First node address f72f1100. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5a408e0. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f72f1100. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5a408e0. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f72f1100. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5a408e0. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f72f1100. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5a408e0. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f72f1100. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5a408e0. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f72f1100. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5a408e0. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f72f1100. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5a408e0. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f72f1100. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5a408e0. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f72f1100. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5a408e0. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5464d90. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f6ca77e0. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5464d90. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f6ca77e0. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5464d90. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f528e070. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f7323630. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5a408e0. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f6ed7350. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5464d90. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f7323630. ## Its name is isCorrect. ## Absorbed. ## Creating node list. ## Absorbing 1 nodes. ## First node address f5a408e0. ## Its name is isCorrect. ## Absorbed.
Good (1985)
mediumWeight of Evidence of \(E\) for \(H\) (WOE) is \[ W(H:E) = \log\frac{\Pr(E|H)}{\Pr(E|\overline{H})} = \log \frac{\Pr(H|E)}{\Pr(\overline{H}|E)} - \log \frac{\Pr(H)}{\Pr(\overline{H}} \]
Weight of Evidences can be calculated by differencing the log values in the history.
Student.History
## High Medium Low ## *Baseline* 3.333333e-01 0.333333313 0.3333334 ## tCommonRatio1a=No 1.238987e-01 0.261908591 0.6141927 ## tCommonRatio1b=No 3.842749e-02 0.211766571 0.7498059 ## tCommonRatio3a=Yes 1.205092e-01 0.270862073 0.6086287 ## tCommonRatio3b=No 9.013028e-02 0.259188741 0.6506810 ## tCommonRatio2a=No 4.954598e-02 0.233125374 0.7173287 ## tCommonRatio2b=No 3.490408e-02 0.216613680 0.7484822 ## tExamplesGeometric1a=No 1.005295e-02 0.145315900 0.8446311 ## tExamplesGeometric1b=No 5.908299e-03 0.127308875 0.8667828 ## tExamplesGeometric3a=No 5.698630e-03 0.126277551 0.8680238 ## tExamplesGeometric3b=No 5.543364e-03 0.125432283 0.8690243 ## tExamplesGeometric2a=No 5.186467e-03 0.123196520 0.8716170 ## tExamplesGeometric2b=No 4.986964e-03 0.121875346 0.8731377 ## tExtendGeometric1a=No 6.572015e-04 0.049339782 0.9500030 ## tExtendGeometric1b=No 1.208575e-04 0.032974172 0.9669050 ## tExtendGeometric3a=Yes 6.723817e-04 0.054701813 0.9446258 ## tExtendGeometric3b=No 4.459546e-04 0.049828812 0.9497252 ## tExtendGeometric2a=No 1.896276e-04 0.040176421 0.9596339 ## tExtendGeometric2b=No 1.098957e-04 0.034829482 0.9650606 ## tModelExtendTableGeometric1a=No 7.804838e-06 0.015482896 0.9845093 ## tModelExtendTableGeometric1b=No 1.187362e-06 0.009638987 0.9903598 ## tModelExtendTableGeometric3a=No 9.925629e-07 0.009404771 0.9905942 ## tModelExtendTableGeometric3b=No 8.516319e-07 0.009189405 0.9908097 ## tModelExtendTableGeometric2a=No 5.280224e-07 0.008351044 0.9916484 ## tModelExtendTableGeometric2b=No 3.584744e-07 0.007693673 0.9923060 ## tTableExtendGeometric1a=No 3.248774e-07 0.006830624 0.9931691 ## tTableExtendGeometric1b=No 3.076568e-07 0.006449320 0.9935504 ## tTableExtendGeometric3a=No 3.069094e-07 0.006432992 0.9935667 ## tTableExtendGeometric3b=No 3.061927e-07 0.006417527 0.9935822 ## tTableExtendGeometric2a=No 3.030247e-07 0.006352164 0.9936475 ## tTableExtendGeometric2b=Yes 3.464628e-07 0.007213552 0.9927861
woeHist(Student.History,c("High","Medium"),"Low")
## tCommonRatio1a=No tCommonRatio1b=No ## -50.2964166 -27.4737650 ## tCommonRatio3a=Yes tCommonRatio3b=No ## 28.4908326 -7.8382306 ## tCommonRatio2a=No tCommonRatio2b=No ## -13.4290529 -6.9176446 ## tExamplesGeometric1a=No tExamplesGeometric1b=No ## -26.1690290 -7.8046967 ## tExamplesGeometric3a=No tExamplesGeometric3b=No ## -0.4685993 -0.3805303 ## tExamplesGeometric2a=No tExamplesGeometric2b=No ## -0.9976840 -0.5931907 ## tExtendGeometric1a=No tExtendGeometric1b=No ## -44.1031050 -18.6839843 ## tExtendGeometric3a=Yes tExtendGeometric3b=No ## 23.3668646 -4.4295518 ## tExtendGeometric2a=No tExtendGeometric2b=No ## -9.9841460 -6.5150052 ## tModelExtendTableGeometric1a=No tModelExtendTableGeometric1b=No ## -36.1909340 -20.8559402 ## tModelExtendTableGeometric3a=No tModelExtendTableGeometric3b=No ## -1.0793572 -1.0160879 ## tModelExtendTableGeometric2a=No tModelExtendTableGeometric2b=No ## -4.1926906 -3.5902171 ## tTableExtendGeometric1a=No tTableExtendGeometric1b=No ## -5.2050450 -2.5113118 ## tTableExtendGeometric3a=No tTableExtendGeometric3b=No ## -0.1108048 -0.1052084 ## tTableExtendGeometric2a=No tTableExtendGeometric2b=Yes ## -0.4474560 5.5604248
We can graph this as a balansh sheet.
woeBal(Student.History,c("High","Medium"),"Low",
title=paste("Evidence Balance Sheet for ",
rownames(miniACED.data)[Student.row]))
These are like ordinary stacked bar charts, but offset at a given level.
stackedBars(t(Student.History[1:4,]),1,
col=hsv(223/360,.2,0.15*(3:1)+.5) )
margins <- data.frame (
Trouble=c(Novice=.19,Semester1=.24,Semester2=.28,Semseter3=.20,Semester4=.09),
NDK=c(Novice=.01,Semester1=.09,Semester2=.35,Semseter3=.41,Semester4=.14),
Model=c(Novice=.19,Semester1=.28,Semester2=.31,Semseter3=.18,Semester4=.04)
)
stackedBars(margins,3,
main="Marginal Distributions for NetPASS skills",
sub="Baseline at 3rd Semester level.",
cex.names=.75, col=hsv(148/360,.2,0.10*(5:1)+.5))