dataLen := int32(len(data))
			var segmentEnd, zeroEnd int32
			if len(segments)+(len(dataSects)-secIndex) == maxNumSegments {
				segmentEnd = dataLen
				zeroEnd = dataLen
			} else {
				for {
					// look for beginning of zeroes
					for segmentEnd < dataLen && data[segmentEnd] != 0 {
						segmentEnd++
					}
					// look for end of zeroes
					zeroEnd = segmentEnd

      alreadyEncoded: Boolean,
    ) = apply {
      var offset = 0
      do {
        val segmentEnd = pathSegments.delimiterOffset("/\\", offset, pathSegments.length)
        val addTrailingSlash = segmentEnd < pathSegments.length
        push(pathSegments, offset, segmentEnd, addTrailingSlash, alreadyEncoded)
        offset = segmentEnd + 1
      } while (offset <= pathSegments.length)
    }

    fun setPathSegment(

// Copyright 2009 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.

// Test that heavy recursion works. Simple torture test for
// segmented stacks: do math in unary by recursion.

package main

import "runtime"

type Number *Number

// -------------------------------------
// Peano primitives

func zero() *Number {
	return nil
}

// license that can be found in the LICENSE file.

package types

import (
	"cmd/compile/internal/base"
	"cmd/internal/obj"
	"unicode"
	"unicode/utf8"
)

// Sym represents an object name in a segmented (pkg, name) namespace.
// Most commonly, this is a Go identifier naming an object declared within a package,
// but Syms are also used to name internal synthesized objects.
//

	// base and limit together represent the region of address space
	// [base, limit). That is, base is inclusive, limit is exclusive.
	// These are address over an offset view of the address space on
	// platforms with a segmented address space, that is, on platforms
	// where arenaBaseOffset != 0.
	base, limit offAddr
}

// makeAddrRange creates a new address range from two virtual addresses.
//

74074074074073,"touches":1,"min_t":1252097274,"max_t":1252097274,"mean_t":1252097274},{"name":"statusbarResizerHori.png","kids":[],"cl_weight":0.0011574074074074073,"touches":1,"min_t":1252097274,"max_t":1252097274,"mean_t":1252097274},{"name":"segmentEnd.png","kids":[],"cl_weight":0.0011574074074074073,"touches":1,"min_t":1252097274,"max_t":1252097274,"mean_t":1252097274},{"name":"pauseOnExceptionButt.png","kids":[],"cl_weight":0.0011574074074074073,"touches":1,"min_t":1252097274,"max_t":125209...

    From a tensor segmentation, computes the `output` resulting from
    summing together elements mapped to the same segment_id. I.e. `output[i]` is
    equal to the tensor sum of all elements from the input tensor mapped to
    segment_id `i`. If no tensors are mapped to a particular included
    segment_id, the output at that indice will be a zero tensor with the

1FBF0         ; mapped                 ; 0030          # 13.0 SEGMENTED DIGIT ZERO
1FBF1         ; mapped                 ; 0031          # 13.0 SEGMENTED DIGIT ONE
1FBF2         ; mapped                 ; 0032          # 13.0 SEGMENTED DIGIT TWO
1FBF3         ; mapped                 ; 0033          # 13.0 SEGMENTED DIGIT THREE
1FBF4         ; mapped                 ; 0034          # 13.0 SEGMENTED DIGIT FOUR