// Copyright (c) Tailscale Inc & AUTHORS // SPDX-License-Identifier: BSD-3-Clause package art import ( crand "crypto/rand" "fmt" "math/rand" "net/netip" "runtime" "strconv" "testing" "time" ) func TestRegression(t *testing.T) { // These tests are specific triggers for subtle correctness issues // that came up during initial implementation. Even if they seem // arbitrary, please do not clean them up. They are checking edge // cases that are very easy to get wrong, and quite difficult for // the other statistical tests to trigger promptly. t.Run("prefixes_aligned_on_stride_boundary", func(t *testing.T) { // Regression test for computePrefixSplit called with equal // arguments. tbl := &Table[int]{} slow := slowPrefixTable[int]{} p := netip.MustParsePrefix tbl.Insert(p("226.205.197.0/24"), 1) slow.insert(p("226.205.197.0/24"), 1) tbl.Insert(p("226.205.0.0/16"), 2) slow.insert(p("226.205.0.0/16"), 2) probe := netip.MustParseAddr("226.205.121.152") got, gotOK := tbl.Get(probe) want, wantOK := slow.get(probe) if !getsEqual(got, gotOK, want, wantOK) { t.Fatalf("got (%v, %v), want (%v, %v)", got, gotOK, want, wantOK) } }) t.Run("parent_prefix_inserted_in_different_orders", func(t *testing.T) { // Regression test for the off-by-one correction applied // within computePrefixSplit. t1, t2 := &Table[int]{}, &Table[int]{} p := netip.MustParsePrefix t1.Insert(p("136.20.0.0/16"), 1) t1.Insert(p("136.20.201.62/32"), 2) t2.Insert(p("136.20.201.62/32"), 2) t2.Insert(p("136.20.0.0/16"), 1) a := netip.MustParseAddr("136.20.54.139") got1, ok1 := t1.Get(a) got2, ok2 := t2.Get(a) if !getsEqual(got1, ok1, got2, ok2) { t.Errorf("Get(%q) is insertion order dependent: t1=(%v, %v), t2=(%v, %v)", a, got1, ok1, got2, ok2) } }) } func TestComputePrefixSplit(t *testing.T) { // These tests are partially redundant with other tests. Please // keep them anyway. computePrefixSplit's behavior is remarkably // subtle, and all the test cases listed below come from // hard-earned debugging of malformed route tables. var tests = []struct { // prefixA can be a /8, /16 or /24 (v4). // prefixB can be anything /9 or more specific. prefixA, prefixB string lastCommon string aStride, bStride uint8 }{ {"192.168.1.0/24", "192.168.5.5/32", "192.168.0.0/16", 1, 5}, {"192.168.129.0/24", "192.168.128.0/17", "192.168.0.0/16", 129, 128}, {"192.168.5.0/24", "192.168.0.0/16", "192.0.0.0/8", 168, 168}, {"192.168.0.0/16", "192.168.0.0/16", "192.0.0.0/8", 168, 168}, {"ff:aaaa:aaaa::1/128", "ff:aaaa::/120", "ff:aaaa::/32", 170, 0}, } for _, test := range tests { a, b := netip.MustParsePrefix(test.prefixA), netip.MustParsePrefix(test.prefixB) gotLastCommon, gotAStride, gotBStride := computePrefixSplit(a, b) if want := netip.MustParsePrefix(test.lastCommon); gotLastCommon != want || gotAStride != test.aStride || gotBStride != test.bStride { t.Errorf("computePrefixSplit(%q, %q) = %s, %d, %d; want %s, %d, %d", a, b, gotLastCommon, gotAStride, gotBStride, want, test.aStride, test.bStride) } } } func TestInsert(t *testing.T) { tbl := &Table[int]{} p := netip.MustParsePrefix // Create a new leaf strideTable, with compressed path tbl.Insert(p("192.168.0.1/32"), 1) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.168.0.2", -1}, {"192.168.0.3", -1}, {"192.168.0.255", -1}, {"192.168.1.1", -1}, {"192.170.1.1", -1}, {"192.180.0.1", -1}, {"192.180.3.5", -1}, {"10.0.0.5", -1}, {"10.0.0.15", -1}, }) // Insert into previous leaf, no tree changes tbl.Insert(p("192.168.0.2/32"), 2) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.168.0.2", 2}, {"192.168.0.3", -1}, {"192.168.0.255", -1}, {"192.168.1.1", -1}, {"192.170.1.1", -1}, {"192.180.0.1", -1}, {"192.180.3.5", -1}, {"10.0.0.5", -1}, {"10.0.0.15", -1}, }) // Insert into previous leaf, unaligned prefix covering the /32s tbl.Insert(p("192.168.0.0/26"), 7) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.168.0.2", 2}, {"192.168.0.3", 7}, {"192.168.0.255", -1}, {"192.168.1.1", -1}, {"192.170.1.1", -1}, {"192.180.0.1", -1}, {"192.180.3.5", -1}, {"10.0.0.5", -1}, {"10.0.0.15", -1}, }) // Create a different leaf elsewhere tbl.Insert(p("10.0.0.0/27"), 3) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.168.0.2", 2}, {"192.168.0.3", 7}, {"192.168.0.255", -1}, {"192.168.1.1", -1}, {"192.170.1.1", -1}, {"192.180.0.1", -1}, {"192.180.3.5", -1}, {"10.0.0.5", 3}, {"10.0.0.15", 3}, }) // Insert that creates a new intermediate table and a new child tbl.Insert(p("192.168.1.1/32"), 4) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.168.0.2", 2}, {"192.168.0.3", 7}, {"192.168.0.255", -1}, {"192.168.1.1", 4}, {"192.170.1.1", -1}, {"192.180.0.1", -1}, {"192.180.3.5", -1}, {"10.0.0.5", 3}, {"10.0.0.15", 3}, }) // Insert that creates a new intermediate table but no new child tbl.Insert(p("192.170.0.0/16"), 5) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.168.0.2", 2}, {"192.168.0.3", 7}, {"192.168.0.255", -1}, {"192.168.1.1", 4}, {"192.170.1.1", 5}, {"192.180.0.1", -1}, {"192.180.3.5", -1}, {"10.0.0.5", 3}, {"10.0.0.15", 3}, }) // New leaf in a different subtree, so the next insert can test a // variant of decompression. tbl.Insert(p("192.180.0.1/32"), 8) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.168.0.2", 2}, {"192.168.0.3", 7}, {"192.168.0.255", -1}, {"192.168.1.1", 4}, {"192.170.1.1", 5}, {"192.180.0.1", 8}, {"192.180.3.5", -1}, {"10.0.0.5", 3}, {"10.0.0.15", 3}, }) // Insert that creates a new intermediate table but no new child, // with an unaligned intermediate tbl.Insert(p("192.180.0.0/21"), 9) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.168.0.2", 2}, {"192.168.0.3", 7}, {"192.168.0.255", -1}, {"192.168.1.1", 4}, {"192.170.1.1", 5}, {"192.180.0.1", 8}, {"192.180.3.5", 9}, {"10.0.0.5", 3}, {"10.0.0.15", 3}, }) // Insert a default route, those have their own codepath. tbl.Insert(p("0.0.0.0/0"), 6) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.168.0.2", 2}, {"192.168.0.3", 7}, {"192.168.0.255", 6}, {"192.168.1.1", 4}, {"192.170.1.1", 5}, {"192.180.0.1", 8}, {"192.180.3.5", 9}, {"10.0.0.5", 3}, {"10.0.0.15", 3}, }) // Now all of the above again, but for IPv6. // Create a new leaf strideTable, with compressed path tbl.Insert(p("ff:aaaa::1/128"), 1) checkRoutes(t, tbl, []tableTest{ {"ff:aaaa::1", 1}, {"ff:aaaa::2", -1}, {"ff:aaaa::3", -1}, {"ff:aaaa::255", -1}, {"ff:aaaa:aaaa::1", -1}, {"ff:aaaa:aaaa:bbbb::1", -1}, {"ff:cccc::1", -1}, {"ff:cccc::ff", -1}, {"ffff:bbbb::5", -1}, {"ffff:bbbb::15", -1}, }) // Insert into previous leaf, no tree changes tbl.Insert(p("ff:aaaa::2/128"), 2) checkRoutes(t, tbl, []tableTest{ {"ff:aaaa::1", 1}, {"ff:aaaa::2", 2}, {"ff:aaaa::3", -1}, {"ff:aaaa::255", -1}, {"ff:aaaa:aaaa::1", -1}, {"ff:aaaa:aaaa:bbbb::1", -1}, {"ff:cccc::1", -1}, {"ff:cccc::ff", -1}, {"ffff:bbbb::5", -1}, {"ffff:bbbb::15", -1}, }) // Insert into previous leaf, unaligned prefix covering the /128s tbl.Insert(p("ff:aaaa::/125"), 7) checkRoutes(t, tbl, []tableTest{ {"ff:aaaa::1", 1}, {"ff:aaaa::2", 2}, {"ff:aaaa::3", 7}, {"ff:aaaa::255", -1}, {"ff:aaaa:aaaa::1", -1}, {"ff:aaaa:aaaa:bbbb::1", -1}, {"ff:cccc::1", -1}, {"ff:cccc::ff", -1}, {"ffff:bbbb::5", -1}, {"ffff:bbbb::15", -1}, }) // Create a different leaf elsewhere tbl.Insert(p("ffff:bbbb::/120"), 3) checkRoutes(t, tbl, []tableTest{ {"ff:aaaa::1", 1}, {"ff:aaaa::2", 2}, {"ff:aaaa::3", 7}, {"ff:aaaa::255", -1}, {"ff:aaaa:aaaa::1", -1}, {"ff:aaaa:aaaa:bbbb::1", -1}, {"ff:cccc::1", -1}, {"ff:cccc::ff", -1}, {"ffff:bbbb::5", 3}, {"ffff:bbbb::15", 3}, }) // Insert that creates a new intermediate table and a new child tbl.Insert(p("ff:aaaa:aaaa::1/128"), 4) checkRoutes(t, tbl, []tableTest{ {"ff:aaaa::1", 1}, {"ff:aaaa::2", 2}, {"ff:aaaa::3", 7}, {"ff:aaaa::255", -1}, {"ff:aaaa:aaaa::1", 4}, {"ff:aaaa:aaaa:bbbb::1", -1}, {"ff:cccc::1", -1}, {"ff:cccc::ff", -1}, {"ffff:bbbb::5", 3}, {"ffff:bbbb::15", 3}, }) // Insert that creates a new intermediate table but no new child tbl.Insert(p("ff:aaaa:aaaa:bb00::/56"), 5) checkRoutes(t, tbl, []tableTest{ {"ff:aaaa::1", 1}, {"ff:aaaa::2", 2}, {"ff:aaaa::3", 7}, {"ff:aaaa::255", -1}, {"ff:aaaa:aaaa::1", 4}, {"ff:aaaa:aaaa:bbbb::1", 5}, {"ff:cccc::1", -1}, {"ff:cccc::ff", -1}, {"ffff:bbbb::5", 3}, {"ffff:bbbb::15", 3}, }) // New leaf in a different subtree, so the next insert can test a // variant of decompression. tbl.Insert(p("ff:cccc::1/128"), 8) checkRoutes(t, tbl, []tableTest{ {"ff:aaaa::1", 1}, {"ff:aaaa::2", 2}, {"ff:aaaa::3", 7}, {"ff:aaaa::255", -1}, {"ff:aaaa:aaaa::1", 4}, {"ff:aaaa:aaaa:bbbb::1", 5}, {"ff:cccc::1", 8}, {"ff:cccc::ff", -1}, {"ffff:bbbb::5", 3}, {"ffff:bbbb::15", 3}, }) // Insert that creates a new intermediate table but no new child, // with an unaligned intermediate tbl.Insert(p("ff:cccc::/37"), 9) checkRoutes(t, tbl, []tableTest{ {"ff:aaaa::1", 1}, {"ff:aaaa::2", 2}, {"ff:aaaa::3", 7}, {"ff:aaaa::255", -1}, {"ff:aaaa:aaaa::1", 4}, {"ff:aaaa:aaaa:bbbb::1", 5}, {"ff:cccc::1", 8}, {"ff:cccc::ff", 9}, {"ffff:bbbb::5", 3}, {"ffff:bbbb::15", 3}, }) // Insert a default route, those have their own codepath. tbl.Insert(p("::/0"), 6) checkRoutes(t, tbl, []tableTest{ {"ff:aaaa::1", 1}, {"ff:aaaa::2", 2}, {"ff:aaaa::3", 7}, {"ff:aaaa::255", 6}, {"ff:aaaa:aaaa::1", 4}, {"ff:aaaa:aaaa:bbbb::1", 5}, {"ff:cccc::1", 8}, {"ff:cccc::ff", 9}, {"ffff:bbbb::5", 3}, {"ffff:bbbb::15", 3}, }) } func TestDelete(t *testing.T) { t.Parallel() p := netip.MustParsePrefix t.Run("prefix_in_root", func(t *testing.T) { // Add/remove prefix from root table. tbl := &Table[int]{} checkSize(t, tbl, 2) tbl.Insert(p("10.0.0.0/8"), 1) checkRoutes(t, tbl, []tableTest{ {"10.0.0.1", 1}, {"255.255.255.255", -1}, }) checkSize(t, tbl, 2) tbl.Delete(p("10.0.0.0/8")) checkRoutes(t, tbl, []tableTest{ {"10.0.0.1", -1}, {"255.255.255.255", -1}, }) checkSize(t, tbl, 2) }) t.Run("prefix_in_leaf", func(t *testing.T) { // Create, then delete a single leaf table. tbl := &Table[int]{} checkSize(t, tbl, 2) tbl.Insert(p("192.168.0.1/32"), 1) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"255.255.255.255", -1}, }) checkSize(t, tbl, 3) tbl.Delete(p("192.168.0.1/32")) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", -1}, {"255.255.255.255", -1}, }) checkSize(t, tbl, 2) }) t.Run("intermediate_no_routes", func(t *testing.T) { // Create an intermediate with 2 children, then delete one leaf. tbl := &Table[int]{} checkSize(t, tbl, 2) tbl.Insert(p("192.168.0.1/32"), 1) tbl.Insert(p("192.180.0.1/32"), 2) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.180.0.1", 2}, {"192.40.0.1", -1}, }) checkSize(t, tbl, 5) // 2 roots, 1 intermediate, 2 leaves tbl.Delete(p("192.180.0.1/32")) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.180.0.1", -1}, {"192.40.0.1", -1}, }) checkSize(t, tbl, 3) // 2 roots, 1 leaf }) t.Run("intermediate_with_route", func(t *testing.T) { // Same, but the intermediate carries a route as well. tbl := &Table[int]{} checkSize(t, tbl, 2) tbl.Insert(p("192.168.0.1/32"), 1) tbl.Insert(p("192.180.0.1/32"), 2) tbl.Insert(p("192.0.0.0/10"), 3) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.180.0.1", 2}, {"192.40.0.1", 3}, {"192.255.0.1", -1}, }) checkSize(t, tbl, 5) // 2 roots, 1 intermediate, 2 leaves tbl.Delete(p("192.180.0.1/32")) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.180.0.1", -1}, {"192.40.0.1", 3}, {"192.255.0.1", -1}, }) checkSize(t, tbl, 4) // 2 roots, 1 intermediate w/route, 1 leaf }) t.Run("intermediate_many_leaves", func(t *testing.T) { // Intermediate with 3 leaves, then delete one leaf. tbl := &Table[int]{} checkSize(t, tbl, 2) tbl.Insert(p("192.168.0.1/32"), 1) tbl.Insert(p("192.180.0.1/32"), 2) tbl.Insert(p("192.200.0.1/32"), 3) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.180.0.1", 2}, {"192.200.0.1", 3}, {"192.255.0.1", -1}, }) checkSize(t, tbl, 6) // 2 roots, 1 intermediate, 3 leaves tbl.Delete(p("192.180.0.1/32")) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.180.0.1", -1}, {"192.200.0.1", 3}, {"192.255.0.1", -1}, }) checkSize(t, tbl, 5) // 2 roots, 1 intermediate, 2 leaves }) t.Run("nosuchprefix_missing_child", func(t *testing.T) { // Delete non-existent prefix, missing strideTable path. tbl := &Table[int]{} checkSize(t, tbl, 2) tbl.Insert(p("192.168.0.1/32"), 1) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.255.0.1", -1}, }) checkSize(t, tbl, 3) // 2 roots, 1 leaf tbl.Delete(p("200.0.0.0/32")) // lookup miss in root checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.255.0.1", -1}, }) checkSize(t, tbl, 3) // 2 roots, 1 leaf }) t.Run("nosuchprefix_wrong_turn", func(t *testing.T) { // Delete non-existent prefix, strideTable path exists but // with a wrong turn. tbl := &Table[int]{} checkSize(t, tbl, 2) tbl.Insert(p("192.168.0.1/32"), 1) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.255.0.1", -1}, }) checkSize(t, tbl, 3) // 2 roots, 1 leaf tbl.Delete(p("192.40.0.0/32")) // finds wrong child checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.255.0.1", -1}, }) checkSize(t, tbl, 3) // 2 roots, 1 leaf }) t.Run("nosuchprefix_not_in_leaf", func(t *testing.T) { // Delete non-existent prefix, strideTable path exists but // leaf doesn't contain route. tbl := &Table[int]{} checkSize(t, tbl, 2) tbl.Insert(p("192.168.0.1/32"), 1) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.255.0.1", -1}, }) checkSize(t, tbl, 3) // 2 roots, 1 leaf tbl.Delete(p("192.168.0.5/32")) // right leaf, no route checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.255.0.1", -1}, }) checkSize(t, tbl, 3) // 2 roots, 1 leaf }) t.Run("intermediate_with_deleted_route", func(t *testing.T) { // Intermediate table loses its last route and becomes // compactable. tbl := &Table[int]{} checkSize(t, tbl, 2) tbl.Insert(p("192.168.0.1/32"), 1) tbl.Insert(p("192.168.0.0/22"), 2) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.168.0.2", 2}, {"192.255.0.1", -1}, }) checkSize(t, tbl, 4) // 2 roots, 1 intermediate w/route, 1 leaf tbl.Delete(p("192.168.0.0/22")) checkRoutes(t, tbl, []tableTest{ {"192.168.0.1", 1}, {"192.168.0.2", -1}, {"192.255.0.1", -1}, }) checkSize(t, tbl, 3) // 2 roots, 1 leaf }) t.Run("default_route", func(t *testing.T) { // Default routes have a special case in the code. tbl := &Table[int]{} tbl.Insert(p("0.0.0.0/0"), 1) tbl.Delete(p("0.0.0.0/0")) checkRoutes(t, tbl, []tableTest{ {"1.2.3.4", -1}, }) checkSize(t, tbl, 2) // 2 roots }) } func TestInsertCompare(t *testing.T) { // Create large route tables repeatedly, and compare Table's // behavior to a naive and slow but correct implementation. t.Parallel() pfxs := randomPrefixes(10_000) slow := slowPrefixTable[int]{pfxs} fast := Table[int]{} for _, pfx := range pfxs { fast.Insert(pfx.pfx, pfx.val) } if debugInsert { t.Log(fast.debugSummary()) } seenVals4 := map[int]bool{} seenVals6 := map[int]bool{} for range 10_000 { a := randomAddr() slowVal, slowOK := slow.get(a) fastVal, fastOK := fast.Get(a) if !getsEqual(slowVal, slowOK, fastVal, fastOK) { t.Fatalf("get(%q) = (%v, %v), want (%v, %v)", a, fastVal, fastOK, slowVal, slowOK) } if a.Is6() { seenVals6[fastVal] = true } else { seenVals4[fastVal] = true } } // Empirically, 10k probes into 5k v4 prefixes and 5k v6 prefixes results in // ~1k distinct values for v4 and ~300 for v6. distinct routes. This sanity // check that we didn't just return a single route for everything should be // very generous indeed. if cnt := len(seenVals4); cnt < 10 { t.Fatalf("saw %d distinct v4 route results, statistically expected ~1000", cnt) } if cnt := len(seenVals6); cnt < 10 { t.Fatalf("saw %d distinct v6 route results, statistically expected ~300", cnt) } } func TestInsertShuffled(t *testing.T) { // The order in which you insert prefixes into a route table // should not matter, as long as you're inserting the same set of // routes. Verify that this is true, because ART does execute // vastly different code depending on the order of insertion, even // if the end result is identical. // // If you're here because this package's tests are slow and you // want to make them faster, please do not delete this test (or // any test, really). It may seem excessive to test this, but // these shuffle tests found a lot of very nasty edge cases during // development, and you _really_ don't want to be debugging a // faulty route table in production. t.Parallel() pfxs := randomPrefixes(1000) var pfxs2 []slowPrefixEntry[int] defer func() { if t.Failed() { t.Logf("pre-shuffle: %#v", pfxs) t.Logf("post-shuffle: %#v", pfxs2) } }() for range 10 { pfxs2 := append([]slowPrefixEntry[int](nil), pfxs...) rand.Shuffle(len(pfxs2), func(i, j int) { pfxs2[i], pfxs2[j] = pfxs2[j], pfxs2[i] }) addrs := make([]netip.Addr, 0, 10_000) for range 10_000 { addrs = append(addrs, randomAddr()) } rt := Table[int]{} rt2 := Table[int]{} for _, pfx := range pfxs { rt.Insert(pfx.pfx, pfx.val) } for _, pfx := range pfxs2 { rt2.Insert(pfx.pfx, pfx.val) } for _, a := range addrs { val1, ok1 := rt.Get(a) val2, ok2 := rt2.Get(a) if !getsEqual(val1, ok1, val2, ok2) { t.Fatalf("get(%q) = (%v, %v), want (%v, %v)", a, val2, ok2, val1, ok1) } } } } func TestDeleteCompare(t *testing.T) { // Create large route tables repeatedly, delete half of their // prefixes, and compare Table's behavior to a naive and slow but // correct implementation. t.Parallel() const ( numPrefixes = 10_000 // total prefixes to insert (test deletes 50% of them) numPerFamily = numPrefixes / 2 deleteCut = numPerFamily / 2 numProbes = 10_000 // random addr lookups to do ) // We have to do this little dance instead of just using allPrefixes, // because we want pfxs and toDelete to be non-overlapping sets. all4, all6 := randomPrefixes4(numPerFamily), randomPrefixes6(numPerFamily) pfxs := append([]slowPrefixEntry[int](nil), all4[:deleteCut]...) pfxs = append(pfxs, all6[:deleteCut]...) toDelete := append([]slowPrefixEntry[int](nil), all4[deleteCut:]...) toDelete = append(toDelete, all6[deleteCut:]...) defer func() { if t.Failed() { for _, pfx := range pfxs { fmt.Printf("%q, ", pfx.pfx) } fmt.Println("") for _, pfx := range toDelete { fmt.Printf("%q, ", pfx.pfx) } fmt.Println("") } }() slow := slowPrefixTable[int]{pfxs} fast := Table[int]{} for _, pfx := range pfxs { fast.Insert(pfx.pfx, pfx.val) } for _, pfx := range toDelete { fast.Insert(pfx.pfx, pfx.val) } for _, pfx := range toDelete { fast.Delete(pfx.pfx) } seenVals4 := map[int]bool{} seenVals6 := map[int]bool{} for range numProbes { a := randomAddr() slowVal, slowOK := slow.get(a) fastVal, fastOK := fast.Get(a) if !getsEqual(slowVal, slowOK, fastVal, fastOK) { t.Fatalf("get(%q) = (%v, %v), want (%v, %v)", a, fastVal, fastOK, slowVal, slowOK) } if a.Is6() { seenVals6[fastVal] = true } else { seenVals4[fastVal] = true } } // Empirically, 10k probes into 5k v4 prefixes and 5k v6 prefixes results in // ~1k distinct values for v4 and ~300 for v6. distinct routes. This sanity // check that we didn't just return a single route for everything should be // very generous indeed. if cnt := len(seenVals4); cnt < 10 { t.Fatalf("saw %d distinct v4 route results, statistically expected ~1000", cnt) } if cnt := len(seenVals6); cnt < 10 { t.Fatalf("saw %d distinct v6 route results, statistically expected ~300", cnt) } } func TestDeleteShuffled(t *testing.T) { // The order in which you delete prefixes from a route table // should not matter, as long as you're deleting the same set of // routes. Verify that this is true, because ART does execute // vastly different code depending on the order of deletions, even // if the end result is identical. // // If you're here because this package's tests are slow and you // want to make them faster, please do not delete this test (or // any test, really). It may seem excessive to test this, but // these shuffle tests found a lot of very nasty edge cases during // development, and you _really_ don't want to be debugging a // faulty route table in production. t.Parallel() const ( numPrefixes = 10_000 // prefixes to insert (test deletes 50% of them) numPerFamily = numPrefixes / 2 deleteCut = numPerFamily / 2 numProbes = 10_000 // random addr lookups to do ) // We have to do this little dance instead of just using allPrefixes, // because we want pfxs and toDelete to be non-overlapping sets. all4, all6 := randomPrefixes4(numPerFamily), randomPrefixes6(numPerFamily) pfxs := append([]slowPrefixEntry[int](nil), all4[:deleteCut]...) pfxs = append(pfxs, all6[:deleteCut]...) toDelete := append([]slowPrefixEntry[int](nil), all4[deleteCut:]...) toDelete = append(toDelete, all6[deleteCut:]...) rt := Table[int]{} for _, pfx := range pfxs { rt.Insert(pfx.pfx, pfx.val) } for _, pfx := range toDelete { rt.Insert(pfx.pfx, pfx.val) } for _, pfx := range toDelete { rt.Delete(pfx.pfx) } for range 10 { pfxs2 := append([]slowPrefixEntry[int](nil), pfxs...) toDelete2 := append([]slowPrefixEntry[int](nil), toDelete...) rand.Shuffle(len(toDelete2), func(i, j int) { toDelete2[i], toDelete2[j] = toDelete2[j], toDelete2[i] }) rt2 := Table[int]{} for _, pfx := range pfxs2 { rt2.Insert(pfx.pfx, pfx.val) } for _, pfx := range toDelete2 { rt2.Insert(pfx.pfx, pfx.val) } for _, pfx := range toDelete2 { rt2.Delete(pfx.pfx) } // Diffing a deep tree of tables gives cmp.Diff a nervous breakdown, so // test for equivalence statistically with random probes instead. for range numProbes { a := randomAddr() val1, ok1 := rt.Get(a) val2, ok2 := rt2.Get(a) if !getsEqual(val1, ok1, val2, ok2) { t.Errorf("get(%q) = (%v, %v), want (%v, %v)", a, val2, ok2, val1, ok1) } } } } func TestDeleteIsReverseOfInsert(t *testing.T) { // Insert N prefixes, then delete those same prefixes in reverse // order. Each deletion should exactly undo the internal structure // changes that each insert did. const N = 100 var tab Table[int] prefixes := randomPrefixes(N) defer func() { if t.Failed() { fmt.Printf("the prefixes that fail the test: %v\n", prefixes) } }() want := make([]string, 0, len(prefixes)) for _, p := range prefixes { want = append(want, tab.debugSummary()) tab.Insert(p.pfx, p.val) } for i := len(prefixes) - 1; i >= 0; i-- { tab.Delete(prefixes[i].pfx) if got := tab.debugSummary(); got != want[i] { t.Fatalf("after delete %d, mismatch:\n\n got: %s\n\nwant: %s", i, got, want[i]) } } } type tableTest struct { // addr is an IP address string to look up in a route table. addr string // want is the expected >=0 value associated with the route, or -1 // if we expect a lookup miss. want int } // checkRoutes verifies that the route lookups in tt return the // expected results on tbl. func checkRoutes(t *testing.T, tbl *Table[int], tt []tableTest) { t.Helper() for _, tc := range tt { v, ok := tbl.Get(netip.MustParseAddr(tc.addr)) if !ok && tc.want != -1 { t.Errorf("lookup %q got (%v, %v), want (_, false)", tc.addr, v, ok) } if ok && v != tc.want { t.Errorf("lookup %q got (%v, %v), want (%v, true)", tc.addr, v, ok, tc.want) } } } // 100k routes for IPv6, at the current size of strideTable and strideEntry, is // in the ballpark of 4GiB if you assume worst-case prefix distribution. Future // optimizations will knock down the memory consumption by over an order of // magnitude, so for now just skip the 100k benchmarks to stay well away of // OOMs. // // TODO(go/bug/7781): reenable larger table tests once memory utilization is // optimized. var benchRouteCount = []int{10, 100, 1000, 10_000} //, 100_000} // forFamilyAndCount runs the benchmark fn with different sets of // routes. // // fn is called once for each combination of {addr_family, num_routes}, // where addr_family is ipv4 or ipv6, num_routes is the values in // benchRouteCount. func forFamilyAndCount(b *testing.B, fn func(b *testing.B, routes []slowPrefixEntry[int])) { for _, fam := range []string{"ipv4", "ipv6"} { rng := randomPrefixes4 if fam == "ipv6" { rng = randomPrefixes6 } b.Run(fam, func(b *testing.B) { for _, nroutes := range benchRouteCount { routes := rng(nroutes) b.Run(fmt.Sprint(nroutes), func(b *testing.B) { fn(b, routes) }) } }) } } func BenchmarkTableInsertion(b *testing.B) { forFamilyAndCount(b, func(b *testing.B, routes []slowPrefixEntry[int]) { b.StopTimer() b.ResetTimer() var startMem, endMem runtime.MemStats runtime.ReadMemStats(&startMem) b.StartTimer() for range b.N { var rt Table[int] for _, route := range routes { rt.Insert(route.pfx, route.val) } } b.StopTimer() runtime.ReadMemStats(&endMem) inserts := float64(b.N) * float64(len(routes)) allocs := float64(endMem.Mallocs - startMem.Mallocs) bytes := float64(endMem.TotalAlloc - startMem.TotalAlloc) elapsed := float64(b.Elapsed().Nanoseconds()) elapsedSec := b.Elapsed().Seconds() b.ReportMetric(elapsed/inserts, "ns/op") b.ReportMetric(inserts/elapsedSec, "routes/s") b.ReportMetric(roundFloat64(allocs/inserts), "avg-allocs/op") b.ReportMetric(roundFloat64(bytes/inserts), "avg-B/op") }) } func BenchmarkTableDelete(b *testing.B) { forFamilyAndCount(b, func(b *testing.B, routes []slowPrefixEntry[int]) { // Collect memstats for one round of insertions, so we can remove it // from the total at the end and get only the deletion alloc count. insertAllocs, insertBytes := getMemCost(func() { var rt Table[int] for _, route := range routes { rt.Insert(route.pfx, route.val) } }) insertAllocs *= float64(b.N) insertBytes *= float64(b.N) var t runningTimer allocs, bytes := getMemCost(func() { for range b.N { var rt Table[int] for _, route := range routes { rt.Insert(route.pfx, route.val) } t.Start() for _, route := range routes { rt.Delete(route.pfx) } t.Stop() } }) inserts := float64(b.N) * float64(len(routes)) allocs -= insertAllocs bytes -= insertBytes elapsed := float64(t.Elapsed().Nanoseconds()) elapsedSec := t.Elapsed().Seconds() b.ReportMetric(elapsed/inserts, "ns/op") b.ReportMetric(inserts/elapsedSec, "routes/s") b.ReportMetric(roundFloat64(allocs/inserts), "avg-allocs/op") b.ReportMetric(roundFloat64(bytes/inserts), "avg-B/op") }) } func BenchmarkTableGet(b *testing.B) { forFamilyAndCount(b, func(b *testing.B, routes []slowPrefixEntry[int]) { genAddr := randomAddr4 if routes[0].pfx.Addr().Is6() { genAddr = randomAddr6 } var rt Table[int] for _, route := range routes { rt.Insert(route.pfx, route.val) } addrAllocs, addrBytes := getMemCost(func() { // Have to run genAddr more than once, otherwise the reported // cost is 16 bytes - presumably due to some amortized costs in // the memory allocator? Either way, empirically 100 iterations // reliably reports the correct cost. for range 100 { _ = genAddr() } }) addrAllocs /= 100 addrBytes /= 100 var t runningTimer allocs, bytes := getMemCost(func() { for range b.N { addr := genAddr() t.Start() writeSink, _ = rt.Get(addr) t.Stop() } }) b.ReportAllocs() // Enables the output, but we report manually below allocs -= (addrAllocs * float64(b.N)) bytes -= (addrBytes * float64(b.N)) lookups := float64(b.N) elapsed := float64(t.Elapsed().Nanoseconds()) elapsedSec := float64(t.Elapsed().Seconds()) b.ReportMetric(elapsed/lookups, "ns/op") b.ReportMetric(lookups/elapsedSec, "addrs/s") b.ReportMetric(allocs/lookups, "allocs/op") b.ReportMetric(bytes/lookups, "B/op") }) } // getMemCost runs fn 100 times and returns the number of allocations and bytes // allocated by each call to fn. // // Note that if your fn allocates very little memory (less than ~16 bytes), you // should make fn run its workload ~100 times and divide the results of // getMemCost yourself. Otherwise, the byte count you get will be rounded up due // to the memory allocator's bucketing granularity. func getMemCost(fn func()) (allocs, bytes float64) { var start, end runtime.MemStats runtime.ReadMemStats(&start) fn() runtime.ReadMemStats(&end) return float64(end.Mallocs - start.Mallocs), float64(end.TotalAlloc - start.TotalAlloc) } // runningTimer is a timer that keeps track of the cumulative time it's spent // running since creation. A newly created runningTimer is stopped. // // This timer exists because some of our benchmarks have to interleave costly // ancillary logic in each benchmark iteration, rather than being able to // front-load all the work before a single b.ResetTimer(). // // As it turns out, b.StartTimer() and b.StopTimer() are expensive function // calls, because they do costly memory allocation accounting on every call. // Starting and stopping the benchmark timer in every b.N loop iteration slows // the benchmarks down by orders of magnitude. // // So, rather than rely on testing.B's timing facility, we use this very // lightweight timer combined with getMemCost to do our own accounting more // efficiently. type runningTimer struct { cumulative time.Duration start time.Time } func (t *runningTimer) Start() { t.Stop() t.start = time.Now() } func (t *runningTimer) Stop() { if t.start.IsZero() { return } t.cumulative += time.Since(t.start) t.start = time.Time{} } func (t *runningTimer) Elapsed() time.Duration { return t.cumulative } func checkSize(t *testing.T, tbl *Table[int], want int) { t.Helper() if got := tbl.numStrides(); got != want { t.Errorf("wrong table size, got %d strides want %d", got, want) } } func (t *Table[T]) numStrides() int { seen := map[*strideTable[T]]bool{} return t.numStridesRec(seen, &t.v4) + t.numStridesRec(seen, &t.v6) } func (t *Table[T]) numStridesRec(seen map[*strideTable[T]]bool, st *strideTable[T]) int { ret := 1 if st.childRefs == 0 { return ret } for _, c := range st.children { if c == nil || seen[c] { continue } seen[c] = true ret += t.numStridesRec(seen, c) } return ret } // slowPrefixTable is a routing table implemented as a set of prefixes that are // explicitly scanned in full for every route lookup. It is very slow, but also // reasonably easy to verify by inspection, and so a good correctness reference // for Table. type slowPrefixTable[T any] struct { prefixes []slowPrefixEntry[T] } type slowPrefixEntry[T any] struct { pfx netip.Prefix val T } func (t *slowPrefixTable[T]) insert(pfx netip.Prefix, val T) { pfx = pfx.Masked() for i, ent := range t.prefixes { if ent.pfx == pfx { t.prefixes[i].val = val return } } t.prefixes = append(t.prefixes, slowPrefixEntry[T]{pfx, val}) } func (t *slowPrefixTable[T]) get(addr netip.Addr) (ret T, ok bool) { bestLen := -1 for _, pfx := range t.prefixes { if pfx.pfx.Contains(addr) && pfx.pfx.Bits() > bestLen { ret = pfx.val bestLen = pfx.pfx.Bits() } } return ret, bestLen != -1 } // randomPrefixes returns n randomly generated prefixes and associated values, // distributed equally between IPv4 and IPv6. func randomPrefixes(n int) []slowPrefixEntry[int] { pfxs := randomPrefixes4(n / 2) pfxs = append(pfxs, randomPrefixes6(n-len(pfxs))...) return pfxs } // randomPrefixes4 returns n randomly generated IPv4 prefixes and associated values. func randomPrefixes4(n int) []slowPrefixEntry[int] { pfxs := map[netip.Prefix]bool{} for len(pfxs) < n { len := rand.Intn(33) pfx, err := randomAddr4().Prefix(len) if err != nil { panic(err) } pfxs[pfx] = true } ret := make([]slowPrefixEntry[int], 0, len(pfxs)) for pfx := range pfxs { ret = append(ret, slowPrefixEntry[int]{pfx, rand.Int()}) } return ret } // randomPrefixes6 returns n randomly generated IPv4 prefixes and associated values. func randomPrefixes6(n int) []slowPrefixEntry[int] { pfxs := map[netip.Prefix]bool{} for len(pfxs) < n { len := rand.Intn(129) pfx, err := randomAddr6().Prefix(len) if err != nil { panic(err) } pfxs[pfx] = true } ret := make([]slowPrefixEntry[int], 0, len(pfxs)) for pfx := range pfxs { ret = append(ret, slowPrefixEntry[int]{pfx, rand.Int()}) } return ret } // randomAddr returns a randomly generated IP address. func randomAddr() netip.Addr { if rand.Intn(2) == 1 { return randomAddr6() } else { return randomAddr4() } } // randomAddr4 returns a randomly generated IPv4 address. func randomAddr4() netip.Addr { var b [4]byte if _, err := crand.Read(b[:]); err != nil { panic(err) } return netip.AddrFrom4(b) } // randomAddr6 returns a randomly generated IPv6 address. func randomAddr6() netip.Addr { var b [16]byte if _, err := crand.Read(b[:]); err != nil { panic(err) } return netip.AddrFrom16(b) } // roundFloat64 rounds f to 2 decimal places, for display. // // It round-trips through a float->string->float conversion, so should not be // used in a performance critical setting. func roundFloat64(f float64) float64 { s := fmt.Sprintf("%.2f", f) ret, err := strconv.ParseFloat(s, 64) if err != nil { panic(err) } return ret }