do a lot of work on gim to get it sort of rendering gg.Graphs

gim/box.go

@@ -4,6 +4,7 @@ import (
 	"fmt"
 	"strings"
 
+	"github.com/mediocregopher/ginger/gg"
 	"github.com/mediocregopher/ginger/gim/geo"
 	"github.com/mediocregopher/ginger/gim/terminal"
 )
@@ -27,14 +28,27 @@ var boxDefault = []string{
 }
 
 type box struct {
-	pos  geo.XY
+	topLeft       geo.XY
-	size geo.XY // if unset, auto-determined
+	flowDir       geo.XY
-	body string
+	numIn, numOut int
+	body          string
 
 	transparent bool
 }
 
-func (b box) lines() []string {
+func boxFromVertex(v *gg.Vertex, flowDir geo.XY) box {
+	b := box{
+		flowDir: flowDir,
+		numIn:   len(v.In),
+		numOut:  len(v.Out),
+	}
+	if v.VertexType == gg.Value {
+		b.body = string(v.Value.(str))
+	}
+	return b
+}
+
+func (b box) bodyLines() []string {
 	lines := strings.Split(b.body, "\n")
 	// if the last line is empty don't include it, it means there was a trailing
 	// newline (or the whole string is empty)
@@ -44,114 +58,91 @@ func (b box) lines() []string {
 	return lines
 }
 
-func (b box) innerSize() geo.XY {
+func (b box) bodySize() geo.XY {
-	if b.size != (geo.XY{}) {
-		return b.size
-	}
 	var size geo.XY
-	for _, line := range b.lines() {
+	for _, line := range b.bodyLines() {
 		size[1]++
 		if l := len(line); l > size[0] {
 			size[0] = l
 		}
 	}
+
 	return size
 }
 
-func (b box) rectSize() geo.XY {
+func (b box) rect() geo.Rect {
-	return b.innerSize().Add(geo.XY{2, 2})
+	bodyRect := geo.Rect{
+		Size: b.bodySize().Add(geo.XY{2, 2}),
+	}
+
+	var edgesRect geo.Rect
+	{
+		var neededByEdges int
+		if b.numIn > b.numOut {
+			neededByEdges = b.numIn*2 + 1
+		} else {
+			neededByEdges = b.numOut*2 + 1
+		}
+
+		switch b.flowDir {
+		case geo.Left, geo.Right:
+			edgesRect.Size = geo.XY{neededByEdges, 2}
+		case geo.Up, geo.Down:
+			edgesRect.Size = geo.XY{2, neededByEdges}
+		default:
+			panic(fmt.Sprintf("unknown flowDir: %#v", b.flowDir))
+		}
+	}
+
+	return bodyRect.Union(edgesRect).Translate(b.topLeft)
 }
 
-// edge returns the coordinate of the edge indicated by the given direction (Up,
+func (b box) bodyRect() geo.Rect {
-// Down, Left, or Right). The coordinate will be for the axis applicable to the
+	center := b.rect().Center(rounder)
-// direction, so for Left/Right it will be the x coordinate and for Up/Down the
+	return geo.Rect{Size: b.bodySize()}.Centered(center, rounder)
-// y.
-func (b box) rectEdge(dir geo.XY) int {
-	size := b.rectSize()
-	switch dir {
-	case geo.Up:
-		return b.pos[1]
-	case geo.Down:
-		return b.pos[1] + size[1]
-	case geo.Left:
-		return b.pos[0]
-	case geo.Right:
-		return b.pos[0] + size[0]
-	default:
-		panic(fmt.Sprintf("unsupported direction: %#v", dir))
-	}
-}
-
-func (b box) rectCorner(xDir, yDir geo.XY) geo.XY {
-	switch {
-	case xDir == geo.Left && yDir == geo.Up:
-		return b.pos
-	case xDir == geo.Right && yDir == geo.Up:
-		size := b.rectSize()
-		return b.pos.Add(size.Mul(geo.Right)).Add(geo.XY{-1, 0})
-	case xDir == geo.Left && yDir == geo.Down:
-		size := b.rectSize()
-		return b.pos.Add(size.Mul(geo.Down)).Add(geo.XY{0, -1})
-	case xDir == geo.Right && yDir == geo.Down:
-		size := b.rectSize()
-		return b.pos.Add(size).Add(geo.XY{-1, -1})
-	default:
-		panic(fmt.Sprintf("unsupported rectCorner args: %v, %v", xDir, yDir))
-	}
 }
 
 func (b box) draw(term *terminal.Terminal) {
 	chars := boxDefault
-	pos := b.pos
+	rect := b.rect()
-	size := b.innerSize()
+	pos := rect.TopLeft
-	w, h := size[0], size[1]
+	w, h := rect.Size[0], rect.Size[1]
 
 	// draw top line
 	term.MoveCursorTo(pos)
 	term.Printf(chars[boxBorderTL])
-	for i := 0; i < w; i++ {
+	for i := 0; i < w-2; i++ {
 		term.Printf(chars[boxBorderHoriz])
 	}
 	term.Printf(chars[boxBorderTR])
+	pos[1]++
 
-	drawLine := func(line string) {
+	// draw vertical lines
-		pos[1]++
+	for i := 0; i < h-2; i++ {
 		term.MoveCursorTo(pos)
 		term.Printf(chars[boxBorderVert])
-		if len(line) > w {
-			line = line[:w]
-		}
-		term.Printf(line)
 		if b.transparent {
-			term.MoveCursor(geo.XY{w + 1, 0})
+			term.MoveCursorTo(pos.Add(geo.XY{w, 0}))
 		} else {
-			term.Printf(strings.Repeat(" ", w-len(line)))
+			term.Printf(strings.Repeat(" ", w-2))
 		}
 		term.Printf(chars[boxBorderVert])
-	}
+		pos[1]++
-
-	// truncate lines if necessary
-	lines := b.lines()
-	if len(lines) > h {
-		lines = lines[:h]
-	}
-
-	// draw body
-	for _, line := range lines {
-		drawLine(line)
-	}
-
-	// draw empty lines
-	for i := 0; i < h-len(lines); i++ {
-		drawLine("")
 	}
 
 	// draw bottom line
-	pos[1]++
 	term.MoveCursorTo(pos)
 	term.Printf(chars[boxBorderBL])
-	for i := 0; i < w; i++ {
+	for i := 0; i < w-2; i++ {
 		term.Printf(chars[boxBorderHoriz])
 	}
 	term.Printf(chars[boxBorderBR])
+
+	// write out inner lines
+	pos = b.bodyRect().TopLeft
+	for _, line := range b.bodyLines() {
+		term.MoveCursorTo(pos)
+		term.Printf(line)
+		pos[1]++
+	}
 }

gim/box_test.go

@@ -1,28 +0,0 @@
-package main
-
-import (
-	. "testing"
-
-	"github.com/mediocregopher/ginger/gim/geo"
-	"github.com/stretchr/testify/assert"
-)
-
-func TestBox(t *T) {
-	b := box{
-		pos:  geo.XY{1, 2},
-		size: geo.XY{10, 11},
-	}
-
-	assert.Equal(t, geo.XY{10, 11}, b.innerSize())
-	assert.Equal(t, geo.XY{12, 13}, b.rectSize())
-
-	assert.Equal(t, 2, b.rectEdge(geo.Up))
-	assert.Equal(t, 15, b.rectEdge(geo.Down))
-	assert.Equal(t, 1, b.rectEdge(geo.Left))
-	assert.Equal(t, 13, b.rectEdge(geo.Right))
-
-	assert.Equal(t, geo.XY{1, 2}, b.rectCorner(geo.Left, geo.Up))
-	assert.Equal(t, geo.XY{1, 14}, b.rectCorner(geo.Left, geo.Down))
-	assert.Equal(t, geo.XY{12, 2}, b.rectCorner(geo.Right, geo.Up))
-	assert.Equal(t, geo.XY{12, 14}, b.rectCorner(geo.Right, geo.Down))
-}

gim/geo/geo.go

@@ -1,8 +1,6 @@
 // Package geo implements basic geometric concepts used by gim
 package geo
 
-import "math"
-
 // XY describes a 2-dimensional position or vector. The origin of the
 // 2-dimensional space is a 0,0, with the x-axis going to the left and the
 // y-axis going down.
@@ -33,6 +31,16 @@ func (xy XY) Mul(xy2 XY) XY {
 	return xy
 }
 
+// Div returns the results of dividing the two XYs' field individually, using
+// the Rounder to resolve floating results
+func (xy XY) Div(xy2 XY, r Rounder) XY {
+	xyf, xy2f := xy.toF64(), xy2.toF64()
+	return XY{
+		r.Round(xyf[0] / xy2f[0]),
+		r.Round(xyf[1] / xy2f[1]),
+	}
+}
+
 // Scale returns the result of multiplying both of the XY's fields by the scalar
 func (xy XY) Scale(scalar int) XY {
 	return xy.Mul(XY{scalar, scalar})
@@ -49,21 +57,6 @@ func (xy XY) Sub(xy2 XY) XY {
 	return xy.Add(xy2.Inv())
 }
 
-func round(f float64, r int) int {
-	switch {
-	case r < 0:
-		f = math.Floor(f)
-	case r == 0:
-		if f < 0 {
-			f = math.Ceil(f - 0.5)
-		}
-		f = math.Floor(f + 0.5)
-	case r > 0:
-		f = math.Ceil(f)
-	}
-	return int(f)
-}
-
 func (xy XY) toF64() [2]float64 {
 	return [2]float64{
 		float64(xy[0]),
@@ -72,16 +65,29 @@ func (xy XY) toF64() [2]float64 {
 }
 
 // Midpoint returns the midpoint between the two XYs. The rounder indicates what
-// to do about non-whole values when they're come across:
+// to do about non-whole values when they're come across
-// - rounder < 0 : floor
+func (xy XY) Midpoint(xy2 XY, r Rounder) XY {
-// - rounder = 0 : round
+	return xy.Add(xy2.Sub(xy).Div(XY{2, 2}, r))
-// - rounder > 0 : ceil
+}
-func (xy XY) Midpoint(xy2 XY, rounder int) XY {
+
-	xyf, xy2f := xy.toF64(), xy2.toF64()
+// Min returns an XY whose fields are the minimum values of the two XYs'
-	xf := xyf[0] + ((xy2f[0] - xyf[0]) / 2)
+// fields compared individually
-	yf := xyf[1] + ((xy2f[1] - xyf[1]) / 2)
+func (xy XY) Min(xy2 XY) XY {
-	return XY{
+	for i := range xy {
-		round(xf, rounder),
+		if xy2[i] < xy[i] {
-		round(yf, rounder),
+			xy[i] = xy2[i]
-	}
+		}
+	}
+	return xy
+}
+
+// Max returns an XY whose fields are the Maximum values of the two XYs'
+// fields compared individually
+func (xy XY) Max(xy2 XY) XY {
+	for i := range xy {
+		if xy2[i] > xy[i] {
+			xy[i] = xy2[i]
+		}
+	}
+	return xy
 }

gim/geo/rect.go

@@ -0,0 +1,92 @@
+package geo
+
+import (
+	"fmt"
+)
+
+// Rect describes a rectangle based on the position of its top-left corner and
+// size
+type Rect struct {
+	TopLeft XY
+	Size    XY
+}
+
+// Edge returns the coordinate of the edge indicated by the given direction (Up,
+// Down, Left, or Right). The coordinate will be for the axis applicable to the
+// direction, so for Left/Right it will be the x coordinate and for Up/Down the
+// y.
+func (r Rect) Edge(dir XY) int {
+	switch dir {
+	case Up:
+		return r.TopLeft[1]
+	case Down:
+		return r.TopLeft[1] + r.Size[1] - 1
+	case Left:
+		return r.TopLeft[0]
+	case Right:
+		return r.TopLeft[0] + r.Size[0] - 1
+	default:
+		panic(fmt.Sprintf("unsupported direction: %#v", dir))
+	}
+}
+
+// Corner returns the position of the corner identified by the given directions
+// (Left/Right, Up/Down)
+func (r Rect) Corner(xDir, yDir XY) XY {
+	switch {
+	case r.Size[0] == 0 || r.Size[1] == 0:
+		panic(fmt.Sprintf("rectangle with non-multidimensional size has no corners: %v", r.Size))
+	case xDir == Left && yDir == Up:
+		return r.TopLeft
+	case xDir == Right && yDir == Up:
+		return r.TopLeft.Add(r.Size.Mul(Right)).Add(XY{-1, 0})
+	case xDir == Left && yDir == Down:
+		return r.TopLeft.Add(r.Size.Mul(Down)).Add(XY{0, -1})
+	case xDir == Right && yDir == Down:
+		return r.TopLeft.Add(r.Size).Add(XY{-1, -1})
+	default:
+		panic(fmt.Sprintf("unsupported Corner args: %v, %v", xDir, yDir))
+	}
+}
+
+func (r Rect) halfSize(rounder Rounder) XY {
+	return r.Size.Div(XY{2, 2}, rounder)
+}
+
+// Center returns the centerpoint of the rectangle, using the given Rounder to
+// resolve non-integers
+func (r Rect) Center(rounder Rounder) XY {
+	return r.TopLeft.Add(r.halfSize(rounder))
+}
+
+// Translate returns an instance of Rect which is the same as this one but
+// translated by the given amount
+func (r Rect) Translate(by XY) Rect {
+	r.TopLeft = r.TopLeft.Add(by)
+	return r
+}
+
+// Centered returns an instance of Rect which is this one but translated to be
+// centered on the given point. It will use the given Rounder to resolve
+// non-integers
+func (r Rect) Centered(on XY, rounder Rounder) Rect {
+	r.TopLeft = on.Sub(r.halfSize(rounder))
+	return r
+}
+
+// Union returns the smallest Rect which encompasses the given Rect and the one
+// being called upon.
+func (r Rect) Union(r2 Rect) Rect {
+	if r.Size == Zero {
+		return r2
+	} else if r2.Size == Zero {
+		return r
+	}
+
+	tl := r.TopLeft.Min(r2.TopLeft)
+	br := r.Corner(Right, Down).Max(r2.Corner(Right, Down))
+	return Rect{
+		TopLeft: tl,
+		Size:    br.Sub(tl).Add(XY{1, 1}),
+	}
+}

gim/geo/rect_test.go

@@ -0,0 +1,119 @@
+package geo
+
+import (
+	. "testing"
+
+	"github.com/stretchr/testify/assert"
+)
+
+func TestRect(t *T) {
+	r := Rect{
+		TopLeft: XY{1, 2},
+		Size:    XY{2, 2},
+	}
+
+	assert.Equal(t, 2, r.Edge(Up))
+	assert.Equal(t, 3, r.Edge(Down))
+	assert.Equal(t, 1, r.Edge(Left))
+	assert.Equal(t, 2, r.Edge(Right))
+
+	assert.Equal(t, XY{1, 2}, r.Corner(Left, Up))
+	assert.Equal(t, XY{1, 3}, r.Corner(Left, Down))
+	assert.Equal(t, XY{2, 2}, r.Corner(Right, Up))
+	assert.Equal(t, XY{2, 3}, r.Corner(Right, Down))
+}
+
+func TestRectCenter(t *T) {
+	assertCentered := func(exp, given Rect, center XY, rounder Rounder) {
+		got := given.Centered(center, rounder)
+		assert.Equal(t, exp, got)
+		assert.Equal(t, center, got.Center(rounder))
+	}
+
+	{
+		r := Rect{
+			Size: XY{4, 4},
+		}
+		assert.Equal(t, XY{2, 2}, r.Center(Round))
+		assert.Equal(t, XY{2, 2}, r.Center(Floor))
+		assert.Equal(t, XY{2, 2}, r.Center(Ceil))
+		assertCentered(
+			Rect{TopLeft: XY{1, 1}, Size: XY{4, 4}},
+			r, XY{3, 3}, Round,
+		)
+		assertCentered(
+			Rect{TopLeft: XY{1, 1}, Size: XY{4, 4}},
+			r, XY{3, 3}, Floor,
+		)
+		assertCentered(
+			Rect{TopLeft: XY{1, 1}, Size: XY{4, 4}},
+			r, XY{3, 3}, Ceil,
+		)
+	}
+
+	{
+		r := Rect{
+			Size: XY{5, 5},
+		}
+		assert.Equal(t, XY{3, 3}, r.Center(Round))
+		assert.Equal(t, XY{2, 2}, r.Center(Floor))
+		assert.Equal(t, XY{3, 3}, r.Center(Ceil))
+		assertCentered(
+			Rect{TopLeft: XY{0, 0}, Size: XY{5, 5}},
+			r, XY{3, 3}, Round,
+		)
+		assertCentered(
+			Rect{TopLeft: XY{1, 1}, Size: XY{5, 5}},
+			r, XY{3, 3}, Floor,
+		)
+		assertCentered(
+			Rect{TopLeft: XY{0, 0}, Size: XY{5, 5}},
+			r, XY{3, 3}, Ceil,
+		)
+	}
+}
+
+func TestRectUnion(t *T) {
+	assertUnion := func(exp, r1, r2 Rect) {
+		assert.Equal(t, exp, r1.Union(r2))
+		assert.Equal(t, exp, r2.Union(r1))
+	}
+
+	{ // Zero
+		r := Rect{TopLeft: XY{1, 1}, Size: XY{2, 2}}
+		assertUnion(r, r, Rect{})
+	}
+
+	{ // Equal
+		r := Rect{Size: XY{2, 2}}
+		assertUnion(r, r, r)
+	}
+
+	{ // Overlapping corner
+		r1 := Rect{TopLeft: XY{0, 0}, Size: XY{2, 2}}
+		r2 := Rect{TopLeft: XY{1, 1}, Size: XY{2, 2}}
+		ex := Rect{TopLeft: XY{0, 0}, Size: XY{3, 3}}
+		assertUnion(ex, r1, r2)
+	}
+
+	{ // 2 overlapping corners
+		r1 := Rect{TopLeft: XY{0, 0}, Size: XY{4, 4}}
+		r2 := Rect{TopLeft: XY{1, 1}, Size: XY{4, 2}}
+		ex := Rect{TopLeft: XY{0, 0}, Size: XY{5, 4}}
+		assertUnion(ex, r1, r2)
+	}
+
+	{ // Shared edge
+		r1 := Rect{TopLeft: XY{0, 0}, Size: XY{2, 1}}
+		r2 := Rect{TopLeft: XY{1, 0}, Size: XY{1, 2}}
+		ex := Rect{TopLeft: XY{0, 0}, Size: XY{2, 2}}
+		assertUnion(ex, r1, r2)
+	}
+
+	{ // Adjacent edge
+		r1 := Rect{TopLeft: XY{0, 0}, Size: XY{2, 2}}
+		r2 := Rect{TopLeft: XY{2, 0}, Size: XY{2, 2}}
+		ex := Rect{TopLeft: XY{0, 0}, Size: XY{4, 2}}
+		assertUnion(ex, r1, r2)
+	}
+}

gim/geo/round.go

@@ -0,0 +1,44 @@
+package geo
+
+import (
+	"fmt"
+	"math"
+)
+
+// Rounder describes how a floating point number should be converted to an int
+type Rounder int
+
+const (
+	// Round will round up or down depending on the number itself
+	Round Rounder = iota
+
+	// Floor will use the math.Floor function
+	Floor
+
+	// Ceil will use the math.Ceil function
+	Ceil
+)
+
+// Round64 converts a float to an in64 based on the rounding function indicated
+// by the Rounder's value
+func (r Rounder) Round64(f float64) int64 {
+	switch r {
+	case Round:
+		if f < 0 {
+			f = math.Ceil(f - 0.5)
+		}
+		f = math.Floor(f + 0.5)
+	case Floor:
+		f = math.Floor(f)
+	case Ceil:
+		f = math.Ceil(f)
+	default:
+		panic(fmt.Sprintf("invalid Rounder: %#v", r))
+	}
+	return int64(f)
+}
+
+// Round is like Round64 but convers the int64 to an int
+func (r Rounder) Round(f float64) int {
+	return int(r.Round64(f))
+}

gim/line.go

@@ -10,21 +10,22 @@ import (
 // boxEdgeAdj returns the midpoint of a box's edge, using the given direction
 // (single-dimension unit-vector) to know which edge to look at.
 func boxEdgeAdj(box box, dir geo.XY) geo.XY {
+	boxRect := box.rect()
 	var a, b geo.XY
 	switch dir {
 	case geo.Up:
-		a, b = box.rectCorner(geo.Left, geo.Up), box.rectCorner(geo.Right, geo.Up)
+		a, b = boxRect.Corner(geo.Left, geo.Up), boxRect.Corner(geo.Right, geo.Up)
 	case geo.Down:
-		a, b = box.rectCorner(geo.Left, geo.Down), box.rectCorner(geo.Right, geo.Down)
+		a, b = boxRect.Corner(geo.Left, geo.Down), boxRect.Corner(geo.Right, geo.Down)
 	case geo.Left:
-		a, b = box.rectCorner(geo.Left, geo.Up), box.rectCorner(geo.Left, geo.Down)
+		a, b = boxRect.Corner(geo.Left, geo.Up), boxRect.Corner(geo.Left, geo.Down)
 	case geo.Right:
-		a, b = box.rectCorner(geo.Right, geo.Up), box.rectCorner(geo.Right, geo.Down)
+		a, b = boxRect.Corner(geo.Right, geo.Up), boxRect.Corner(geo.Right, geo.Down)
 	default:
 		panic(fmt.Sprintf("unsupported direction: %#v", dir))
 	}
 
-	mid := a.Midpoint(b, 0)
+	mid := a.Midpoint(b, rounder)
 	return mid
 }
 
@@ -40,9 +41,10 @@ var dirs = []geo.XY{
 // and Left. The secondary direction will never be zero if primary is given,
 // even if the two boxes are in-line
 func boxesRelDir(from, to box) (geo.XY, geo.XY) {
+	fromRect, toRect := from.rect(), to.rect()
 	rels := make([]int, len(dirs))
 	for i, dir := range dirs {
-		rels[i] = to.rectEdge(dir.Inv()) - from.rectEdge(dir)
+		rels[i] = toRect.Edge(dir.Inv()) - fromRect.Edge(dir)
 		if dir == geo.Up || dir == geo.Left {
 			rels[i] *= -1
 		}
@@ -86,9 +88,6 @@ func boxesRelDir(from, to box) (geo.XY, geo.XY) {
 	return primary, secondary
 }
 
-// liner will draw a line from one box to another
-type liner func(*terminal.Terminal, box, box)
-
 var lineSegments = func() map[[2]geo.XY]string {
 	m := map[[2]geo.XY]string{
 		{{-1, 0}, {1, 0}}:  "─",
@@ -134,7 +133,7 @@ func basicLine(term *terminal.Terminal, from, to box) {
 	dirInv := dir.Inv()
 	start := boxEdgeAdj(from, dir)
 	end := boxEdgeAdj(to, dirInv)
-	mid := start.Midpoint(end, 0)
+	mid := start.Midpoint(end, rounder)
 
 	along := func(xy, dir geo.XY) int {
 		if dir[0] != 0 {

gim/main.go

@@ -2,20 +2,38 @@ package main
 
 import (
 	"fmt"
+	"hash"
 	"math/rand"
 	"os"
 	"strings"
 	"time"
 
+	"github.com/mediocregopher/ginger/gg"
 	"github.com/mediocregopher/ginger/gim/geo"
 	"github.com/mediocregopher/ginger/gim/terminal"
 )
 
+// Leave room for:
+// - Changing the "flow" direction
+// - Absolute positioning of some/all vertices
+
+// TODO
+// - actually use flowDir
+// - assign edges to "slots" on boxes
+// - figure out how to keep boxes sorted on their levels (e.g. the "b" nodes)
+
 const (
 	framerate   = 10
 	frameperiod = time.Second / time.Duration(framerate)
+	rounder     = geo.Ceil
 )
 
+type str string
+
+func (s str) Identify(h hash.Hash) {
+	fmt.Fprintln(h, s)
+}
+
 func debugf(str string, args ...interface{}) {
 	if !strings.HasSuffix(str, "\n") {
 		str += "\n"
@@ -23,88 +41,130 @@ func debugf(str string, args ...interface{}) {
 	fmt.Fprintf(os.Stderr, str, args...)
 }
 
-// TODO
+func mkGraph() *gg.Graph {
-// * Use actual gg graphs and not fake "boxes"
+	aE0 := gg.ValueOut(str("a"), str("aE0"))
-//   - This will involve wrapping the vertices in some way, to preserve position
+	aE1 := gg.ValueOut(str("a"), str("aE1"))
-// * Once gg graphs are used we can use that birds-eye-view to make better
+	aE2 := gg.ValueOut(str("a"), str("aE2"))
-//   decisions about edge placement
+	aE3 := gg.ValueOut(str("a"), str("aE3"))
+	g := gg.Null
+	g = g.AddValueIn(aE0, str("b0"))
+	g = g.AddValueIn(aE1, str("b1"))
+	g = g.AddValueIn(aE2, str("b2"))
+	g = g.AddValueIn(aE3, str("b3"))
+
+	jE := gg.JunctionOut([]gg.OpenEdge{
+		gg.ValueOut(str("b0"), str("")),
+		gg.ValueOut(str("b1"), str("")),
+		gg.ValueOut(str("b2"), str("")),
+		gg.ValueOut(str("b3"), str("")),
+	}, str("jE"))
+	g = g.AddValueIn(jE, str("c"))
+	return g
+}
+
+//func mkGraph() *gg.Graph {
+//	g := gg.Null
+//	g = g.AddValueIn(gg.ValueOut(str("a"), str("e")), str("b"))
+//	return g
+//}
 
 func main() {
 	rand.Seed(time.Now().UnixNano())
 	term := terminal.New()
+	term.Reset()
+	termSize := term.WindowSize()
+	g := mkGraph()
 
-	type movingBox struct {
+	// level 0 is at the bottom of the screen, cause life is easier that way
-		box
+	levels := map[*gg.Vertex]int{}
-		xRight bool
+	getLevel := func(v *gg.Vertex) int {
-		yDown  bool
+		// if any of the tos have a level, this will be greater than the max
+		toMax := -1
+		for _, e := range v.Out {
+			lvl, ok := levels[e.To]
+			if !ok {
+				continue
+			} else if lvl > toMax {
+				toMax = lvl
+			}
+		}
+
+		if toMax >= 0 {
+			return toMax + 1
+		}
+
+		// otherwise level is 0
+		return 0
 	}
 
-	randBox := func() movingBox {
+	g.Walk(g.Value(str("c")), func(v *gg.Vertex) bool {
-		tsize := term.WindowSize()
+		levels[v] = getLevel(v)
-		return movingBox{
+		return true
-			box: box{
+	})
-				pos:  geo.XY{rand.Intn(tsize[0]), rand.Intn(tsize[1])},
+
-				size: geo.XY{30, 2},
+	// consolidate by level
-			},
+	byLevel := map[int][]*gg.Vertex{}
-			xRight: rand.Intn(1) == 0,
+	maxLvl := -1
-			yDown:  rand.Intn(1) == 0,
+	for v, lvl := range levels {
+		byLevel[lvl] = append(byLevel[lvl], v)
+		if lvl > maxLvl {
+			maxLvl = lvl
 		}
 	}
 
-	boxes := []movingBox{
+	// create boxes
-		randBox(),
+	boxes := map[*gg.Vertex]box{}
-		randBox(),
+	for lvl := 0; lvl <= maxLvl; lvl++ {
-		randBox(),
+		vv := byLevel[lvl]
-		randBox(),
+		for i, v := range vv {
-		randBox(),
+			b := boxFromVertex(v, geo.Right)
+			bSize := b.rect().Size
+			b.topLeft = geo.XY{
+				10*(i-(len(vv)/2)) - (bSize[0] / 2),
+				lvl * -10,
+			}
+			boxes[v] = b
+		}
+	}
+
+	// center boxes. first find overall dimensions, use that to create delta
+	// vector which would move that to the center
+	var graphRect geo.Rect
+	for _, b := range boxes {
+		graphRect = graphRect.Union(b.rect())
+	}
+
+	graphMid := graphRect.Center(rounder)
+	screenMid := geo.Zero.Midpoint(termSize, rounder)
+	delta := screenMid.Sub(graphMid)
+
+	// translate all boxes by delta
+	for v, b := range boxes {
+		b.topLeft = b.topLeft.Add(delta)
+		boxes[v] = b
+	}
+
+	// create lines
+	var lines [][2]box
+	for v := range levels {
+		b := boxes[v]
+		for _, e := range v.In {
+			bFrom := boxes[e.From]
+			lines = append(lines, [2]box{bFrom, b})
+		}
 	}
 
 	for range time.Tick(frameperiod) {
-
 		// update phase
-		termSize := term.WindowSize()
+		// nufin
-		for i := range boxes {
-			b := &boxes[i]
-			b.body = fmt.Sprintf("%d) %v", i, b.rectCorner(geo.Left, geo.Up))
-			b.body += fmt.Sprintf(" | %v\n", b.rectCorner(geo.Right, geo.Up))
-			b.body += fmt.Sprintf("   %v", b.rectCorner(geo.Left, geo.Down))
-			b.body += fmt.Sprintf(" | %v", b.rectCorner(geo.Right, geo.Down))
-
-			size := b.rectSize()
-			if b.pos[0] <= 0 {
-				b.xRight = true
-			} else if b.pos[0]+size[0] >= termSize[0] {
-				b.xRight = false
-			}
-			if b.pos[1] <= 0 {
-				b.yDown = true
-			} else if b.pos[1]+size[1] >= termSize[1] {
-				b.yDown = false
-			}
-
-			if b.xRight {
-				b.pos[0] += 3
-			} else {
-				b.pos[0] -= 3
-			}
-			if b.yDown {
-				b.pos[1]++
-			} else {
-				b.pos[1]--
-			}
-		}
 
 		// draw phase
 		term.Reset()
-		for i := range boxes {
+		for v := range boxes {
-			boxes[i].draw(term)
+			boxes[v].draw(term)
 		}
-		term.Flush()
+		for _, line := range lines {
-		for i := range boxes {
+			basicLine(term, line[0], line[1])
-			if i == 0 {
-				continue
-			}
-			basicLine(term, boxes[i-1].box, boxes[i].box)
 		}
 		term.Flush()
 	}