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PlantUML is a component that allows to quickly write diagrams from text.
// THIS FILE HAS BEEN GENERATED BY A PREPROCESSOR.
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package gen.lib.label;
import static gen.lib.label.node__c.AddBranch;
import static gen.lib.label.node__c.InitNode;
import static gen.lib.label.node__c.RTreeNewNode;
import static gen.lib.label.rectangle__c.CombineRect;
import static gen.lib.label.rectangle__c.NullRect;
import static gen.lib.label.rectangle__c.RectArea;
import static smetana.core.Macro.NODECARD;
import static smetana.core.Macro.UNSUPPORTED;
import static smetana.core.debug.SmetanaDebug.ENTERING;
import static smetana.core.debug.SmetanaDebug.LEAVING;
import gen.annotation.Original;
import gen.annotation.Reviewed;
import gen.annotation.Unused;
import h.ST_Branch_t;
import h.ST_Node_t___;
import h.ST_PartitionVars;
import h.ST_RTree;
import h.ST_Rect_t;
public class split_q__c {
//3 6vl3snxd6k95gamfkwfsfdguc
// void SplitNode(RTree_t * rtp, Node_t * n, Branch_t * b, Node_t ** nn)
@Unused
@Original(version="2.38.0", path="lib/label/split_q.c", name="SplitNode", key="6vl3snxd6k95gamfkwfsfdguc", definition="void SplitNode(RTree_t * rtp, Node_t * n, Branch_t * b, Node_t ** nn)")
public static void SplitNode(ST_RTree rtp, ST_Node_t___ n, ST_Branch_t b, ST_Node_t___ nn[]) {
ENTERING("6vl3snxd6k95gamfkwfsfdguc","SplitNode");
try {
ST_PartitionVars p;
int level;
int area;
// assert(n);
// assert(b);
if (rtp.StatFlag!=0) {
UNSUPPORTED("akhni40ndam0u9c6i7raxw4mp"); // if (rtp->Deleting)
UNSUPPORTED("4g80zdlbvunm838x8g3ic9tex"); // rtp->DeSplitCount++;
UNSUPPORTED("9352ql3e58qs4fzapgjfrms2s"); // else
UNSUPPORTED("2cjo6wz1rmxfm5k7u7rw5dqpj"); // rtp->InSplitCount++;
}
/* load all the branches into a buffer, initialize old node */
level = n.level;
GetBranches(rtp, n, b);
/* find partition */
p = rtp.split.Partitions[0];
MethodZero(rtp);
area = RectArea((ST_Rect_t)p.cover[0]) + RectArea((ST_Rect_t)p.cover[1]);
/* record how good the split was for statistics */
if (rtp.StatFlag!=0 && rtp.Deleting == 0 && area!=0)
UNSUPPORTED("z7xk6s3hzi3qcoiq2exj9hpv"); // rtp->SplitMeritSum += (float) rtp->split.CoverSplitArea / area;
/* put branches from buffer into 2 nodes according to chosen partition */
nn[0] = RTreeNewNode(rtp);
n.level = level;
nn[0].level = level;
LoadNodes(rtp, n, nn[0], p);
// assert(n->count + (*nn)->count == 64 + 1);
} finally {
LEAVING("6vl3snxd6k95gamfkwfsfdguc","SplitNode");
}
}
//3 al7lyin008m7kvrvuxhcuvn61
// static void GetBranches(RTree_t * rtp, Node_t * n, Branch_t * b)
@Unused
@Original(version="2.38.0", path="lib/label/split_q.c", name="GetBranches", key="al7lyin008m7kvrvuxhcuvn61", definition="static void GetBranches(RTree_t * rtp, Node_t * n, Branch_t * b)")
public static void GetBranches(ST_RTree rtp, ST_Node_t___ n, ST_Branch_t b) {
ENTERING("al7lyin008m7kvrvuxhcuvn61","GetBranches");
try {
int i;
// assert(n);
// assert(b);
/* load the branch buffer */
for (i = 0; i < 64; i++) {
// assert(n->branch[i].child); /* node should have every entry full */
rtp.split.BranchBuf[i].___(n.branch[i]);
}
rtp.split.BranchBuf[64].___(b);
/* calculate rect containing all in the set */
rtp.split.CoverSplit.___(rtp.split.BranchBuf[0].rect);
for (i = 1; i < 64 + 1; i++) {
rtp.split.CoverSplit.___(
CombineRect((ST_Rect_t)rtp.split.CoverSplit,
(ST_Rect_t)rtp.split.BranchBuf[i].rect));
}
rtp.split.CoverSplitArea = RectArea((ST_Rect_t)rtp.split.CoverSplit);
InitNode(n);
} finally {
LEAVING("al7lyin008m7kvrvuxhcuvn61","GetBranches");
}
}
//3 4woz5xy4gjlahoj7no3ljxmex
// static void MethodZero(RTree_t * rtp)
@Unused
@Original(version="2.38.0", path="lib/label/split_q.c", name="MethodZero", key="4woz5xy4gjlahoj7no3ljxmex", definition="static void MethodZero(RTree_t * rtp)")
public static void MethodZero(ST_RTree rtp) {
ENTERING("4woz5xy4gjlahoj7no3ljxmex","MethodZero");
try {
ST_Rect_t r;
int i, growth0, growth1, diff, biggestDiff;
int group, chosen=0, betterGroup=0;
InitPVars(rtp);
PickSeeds(rtp);
while (rtp.split.Partitions[0].count[0] +
rtp.split.Partitions[0].count[1] < 64 + 1 &&
rtp.split.Partitions[0].count[0] < 64 + 1 - rtp.MinFill
&& rtp.split.Partitions[0].count[1] <
64 + 1 - rtp.MinFill) {
biggestDiff = -1;
for (i = 0; i < 64 + 1; i++) {
if (rtp.split.Partitions[0].taken[i] == 0) {
final ST_Rect_t rect = new ST_Rect_t();
r = (ST_Rect_t) rtp.split.BranchBuf[i].rect;
/* growth0 = RectArea(&CombineRect(r,
&rtp->split.Partitions[0].cover[0])) -
rtp->split.Partitions[0].area[0];
*/
/* growth1 = RectArea(&CombineRect(r,
&rtp->split.Partitions[0].cover[1])) -
rtp->split.Partitions[0].area[1];
*/
rect.___(CombineRect(r, (ST_Rect_t) rtp.split.Partitions[0].cover[0]));
growth0 =
RectArea((ST_Rect_t)rect) - rtp.split.Partitions[0].area[0];
rect.___(CombineRect(r, (ST_Rect_t) rtp.split.Partitions[0].cover[1]));
growth1 =
RectArea((ST_Rect_t)rect) - rtp.split.Partitions[0].area[1];
diff = growth1 - growth0;
if (diff >= 0)
group = 0;
else {
group = 1;
diff = -diff;
}
if (diff > biggestDiff) {
biggestDiff = diff;
chosen = i;
betterGroup = group;
} else if (diff == biggestDiff &&
rtp.split.Partitions[0].count[group] <
rtp.split.Partitions[0].count[betterGroup]) {
chosen = i;
betterGroup = group;
}
}
}
Classify(rtp, chosen, betterGroup);
}
/* if one group too full, put remaining rects in the other */
if (rtp.split.Partitions[0].count[0] +
rtp.split.Partitions[0].count[1] < 64 + 1) {
group = 0;
UNSUPPORTED("4edp65b21liyii0fj1ikco7o0"); // if (rtp->split.Partitions[0].count[0] >=
UNSUPPORTED("20lpsuiyepr2ujozaf6gp4cc"); // 64 + 1 - rtp->MinFill)
UNSUPPORTED("9qtt6i40h8vtjp2cvqyb8ycaz"); // group = 1;
UNSUPPORTED("2x1nx9nsne4x3ygmcywl1m3og"); // for (i = 0; i < 64 + 1; i++) {
UNSUPPORTED("jdepsnmrs3ghh78ql301sfvu"); // if (!rtp->split.Partitions[0].taken[i])
UNSUPPORTED("gqfhorilvtlogp6f2ozx5akf"); // Classify(rtp, i, group);
UNSUPPORTED("flupwh3kosf3fkhkxllllt1"); // }
}
// assert(rtp->split.Partitions[0].count[0] +
// rtp->split.Partitions[0].count[1] == 64 + 1);
// assert(rtp->split.Partitions[0].count[0] >= rtp->MinFill
// && rtp->split.Partitions[0].count[1] >= rtp->MinFill);
} finally {
LEAVING("4woz5xy4gjlahoj7no3ljxmex","MethodZero");
}
}
//3 8rui4cun4tvq5xy6ke6r3p55e
// static void PickSeeds(RTree_t * rtp)
@Unused
@Original(version="2.38.0", path="lib/label/split_q.c", name="PickSeeds", key="8rui4cun4tvq5xy6ke6r3p55e", definition="static void PickSeeds(RTree_t * rtp)")
public static void PickSeeds(ST_RTree rtp) {
ENTERING("8rui4cun4tvq5xy6ke6r3p55e","PickSeeds");
try {
int i, j;
int waste, worst;
int seed0=0, seed1=0;
int area[] = new int[64 + 1];
for (i = 0; i < 64 + 1; i++)
area[i] = RectArea((ST_Rect_t) rtp.split.BranchBuf[i].rect);
//worst = -rtp->split.CoverSplitArea - 1;
worst=0;
for (i = 0; i < 64; i++) {
for (j = i + 1; j < 64 + 1; j++) {
final ST_Rect_t rect = new ST_Rect_t();
/* waste = RectArea(&CombineRect(&rtp->split.BranchBuf[i].rect,
&rtp->split.BranchBuf[j].rect)) - area[i] - area[j];
*/
rect.___(
CombineRect((ST_Rect_t)rtp.split.BranchBuf[i].rect,
(ST_Rect_t)rtp.split.BranchBuf[j].rect));
waste = RectArea((ST_Rect_t)rect) - area[i] - area[j];
if (waste > worst) {
worst = waste;
seed0 = i;
seed1 = j;
}
}
}
Classify(rtp, seed0, 0);
Classify(rtp, seed1, 1);
} finally {
LEAVING("8rui4cun4tvq5xy6ke6r3p55e","PickSeeds");
}
}
//3 4qyy2dpbkziuubssvfwb8u1sh
// static void Classify(RTree_t * rtp, int i, int group)
@Unused
@Original(version="2.38.0", path="lib/label/split_q.c", name="Classify", key="4qyy2dpbkziuubssvfwb8u1sh", definition="static void Classify(RTree_t * rtp, int i, int group)")
public static void Classify(ST_RTree rtp, int i, int group) {
ENTERING("4qyy2dpbkziuubssvfwb8u1sh","Classify");
try {
// assert(!rtp->split.Partitions[0].taken[i]);
rtp.split.Partitions[0].partition[i]=group;
rtp.split.Partitions[0].taken[i]=1;
if (rtp.split.Partitions[0].count[group] == 0)
rtp.split.Partitions[0].cover[group].___(
rtp.split.BranchBuf[i].rect);
else
rtp.split.Partitions[0].cover[group].___(
CombineRect((ST_Rect_t)rtp.split.BranchBuf[i].rect,
(ST_Rect_t)rtp.split.Partitions[0].cover[group]));
rtp.split.Partitions[0].area[group]=
RectArea((ST_Rect_t)rtp.split.Partitions[0].cover[group]);
rtp.split.Partitions[0].count[group]=
rtp.split.Partitions[0].count[group]+1;
} finally {
LEAVING("4qyy2dpbkziuubssvfwb8u1sh","Classify");
}
}
/*-----------------------------------------------------------------------------
| Copy branches from the buffer into two nodes according to the partition.
-----------------------------------------------------------------------------*/
@Reviewed(when = "16/11/2020")
@Original(version="2.38.0", path="lib/label/split_q.c", name="LoadNodes", key="ay7l4setwyl3hbx4o2jpa7vyz", definition="static void LoadNodes(RTree_t * rtp, Node_t * n, Node_t * q, struct PartitionVars *p)")
public static void LoadNodes(ST_RTree rtp, ST_Node_t___ n, ST_Node_t___ q, ST_PartitionVars p) {
ENTERING("ay7l4setwyl3hbx4o2jpa7vyz","LoadNodes");
try {
int i;
assert(n!=null);
assert(q!=null);
assert(p!=null);
for (i = 0; i < NODECARD + 1; i++) {
assert(rtp.split.Partitions[0].partition[i] == 0 ||
rtp.split.Partitions[0].partition[i] == 1);
if (rtp.split.Partitions[0].partition[i] == 0)
AddBranch(rtp, rtp.split.BranchBuf[i], n, null);
else if (rtp.split.Partitions[0].partition[i] == 1)
AddBranch(rtp, rtp.split.BranchBuf[i], q, null);
}
} finally {
LEAVING("ay7l4setwyl3hbx4o2jpa7vyz","LoadNodes");
}
}
//3 dvgjc83sogjhzf5kxpir405rh
// static void InitPVars(RTree_t * rtp)
@Unused
@Original(version="2.38.0", path="lib/label/split_q.c", name="InitPVars", key="dvgjc83sogjhzf5kxpir405rh", definition="static void InitPVars(RTree_t * rtp)")
public static void InitPVars(ST_RTree rtp) {
ENTERING("dvgjc83sogjhzf5kxpir405rh","InitPVars");
int i;
rtp.split.Partitions[0].count[0]=0;
rtp.split.Partitions[0].count[1]=0;
rtp.split.Partitions[0].cover[0].___(NullRect());
rtp.split.Partitions[0].cover[1].___(NullRect());
rtp.split.Partitions[0].area[0]=0;
rtp.split.Partitions[0].area[1]=0;
for (i = 0; i < 64 + 1; i++) {
rtp.split.Partitions[0].taken[i]=0;
rtp.split.Partitions[0].partition[i]=-1;
}
try {
} finally {
LEAVING("dvgjc83sogjhzf5kxpir405rh","InitPVars");
}
}
}