Merge pull request #3794 from fjl/core-genesis-refactor

core: refactor genesis handling

54 files changed, 1523 insertions, 1300 deletions

diff --git a/accounts/abi/bind/backends/simulated.go b/accounts/abi/bind/backends/simulated.go
index 2f5719c78..3d7e96bf6 100644
--- a/accounts/abi/bind/backends/simulated.go
+++ b/accounts/abi/bind/backends/simulated.go
@@ -37,9 +37,6 @@ import (
 	"github.com/ethereum/go-ethereum/pow"
 )
 
-// Default chain configuration which sets homestead phase at block 0 (i.e. no frontier)
-var chainConfig = &params.ChainConfig{HomesteadBlock: big.NewInt(0), EIP150Block: new(big.Int), EIP158Block: new(big.Int)}
-
 // This nil assignment ensures compile time that SimulatedBackend implements bind.ContractBackend.
 var _ bind.ContractBackend = (*SimulatedBackend)(nil)
 
@@ -60,11 +57,12 @@ type SimulatedBackend struct {
 
 // NewSimulatedBackend creates a new binding backend using a simulated blockchain
 // for testing purposes.
-func NewSimulatedBackend(accounts ...core.GenesisAccount) *SimulatedBackend {
+func NewSimulatedBackend(alloc core.GenesisAlloc) *SimulatedBackend {
 	database, _ := ethdb.NewMemDatabase()
-	core.WriteGenesisBlockForTesting(database, accounts...)
-	blockchain, _ := core.NewBlockChain(database, chainConfig, new(pow.FakePow), new(event.TypeMux), vm.Config{})
-	backend := &SimulatedBackend{database: database, blockchain: blockchain}
+	genesis := core.Genesis{Config: params.AllProtocolChanges, Alloc: alloc}
+	genesis.MustCommit(database)
+	blockchain, _ := core.NewBlockChain(database, genesis.Config, new(pow.FakePow), new(event.TypeMux), vm.Config{})
+	backend := &SimulatedBackend{database: database, blockchain: blockchain, config: genesis.Config}
 	backend.rollback()
 	return backend
 }
@@ -90,7 +88,7 @@ func (b *SimulatedBackend) Rollback() {
 }
 
 func (b *SimulatedBackend) rollback() {
-	blocks, _ := core.GenerateChain(chainConfig, b.blockchain.CurrentBlock(), b.database, 1, func(int, *core.BlockGen) {})
+	blocks, _ := core.GenerateChain(b.config, b.blockchain.CurrentBlock(), b.database, 1, func(int, *core.BlockGen) {})
 	b.pendingBlock = blocks[0]
 	b.pendingState, _ = state.New(b.pendingBlock.Root(), b.database)
 }
@@ -253,7 +251,7 @@ func (b *SimulatedBackend) callContract(ctx context.Context, call ethereum.CallM
 	evmContext := core.NewEVMContext(msg, block.Header(), b.blockchain)
 	// Create a new environment which holds all relevant information
 	// about the transaction and calling mechanisms.
-	vmenv := vm.NewEVM(evmContext, statedb, chainConfig, vm.Config{})
+	vmenv := vm.NewEVM(evmContext, statedb, b.config, vm.Config{})
 	gaspool := new(core.GasPool).AddGas(math.MaxBig256)
 	ret, gasUsed, _, err := core.NewStateTransition(vmenv, msg, gaspool).TransitionDb()
 	return ret, gasUsed, err
@@ -274,7 +272,7 @@ func (b *SimulatedBackend) SendTransaction(ctx context.Context, tx *types.Transa
 		panic(fmt.Errorf("invalid transaction nonce: got %d, want %d", tx.Nonce(), nonce))
 	}
 
-	blocks, _ := core.GenerateChain(chainConfig, b.blockchain.CurrentBlock(), b.database, 1, func(number int, block *core.BlockGen) {
+	blocks, _ := core.GenerateChain(b.config, b.blockchain.CurrentBlock(), b.database, 1, func(number int, block *core.BlockGen) {
 		for _, tx := range b.pendingBlock.Transactions() {
 			block.AddTx(tx)
 		}
diff --git a/accounts/abi/bind/bind_test.go b/accounts/abi/bind/bind_test.go
index 8ac4aa44e..8ea3eca41 100644
--- a/accounts/abi/bind/bind_test.go
+++ b/accounts/abi/bind/bind_test.go
@@ -169,7 +169,7 @@ var bindTests = []struct {
 			// Generate a new random account and a funded simulator
 			key, _ := crypto.GenerateKey()
 			auth := bind.NewKeyedTransactor(key)
-			sim := backends.NewSimulatedBackend(core.GenesisAccount{Address: auth.From, Balance: big.NewInt(10000000000)})
+			sim := backends.NewSimulatedBackend(core.GenesisAlloc{auth.From: {Balance: big.NewInt(10000000000)}})
 
 			// Deploy an interaction tester contract and call a transaction on it
 			_, _, interactor, err := DeployInteractor(auth, sim, "Deploy string")
@@ -210,7 +210,7 @@ var bindTests = []struct {
 			// Generate a new random account and a funded simulator
 			key, _ := crypto.GenerateKey()
 			auth := bind.NewKeyedTransactor(key)
-			sim := backends.NewSimulatedBackend(core.GenesisAccount{Address: auth.From, Balance: big.NewInt(10000000000)})
+			sim := backends.NewSimulatedBackend(core.GenesisAlloc{auth.From: {Balance: big.NewInt(10000000000)}})
 
 			// Deploy a tuple tester contract and execute a structured call on it
 			_, _, getter, err := DeployGetter(auth, sim)
@@ -242,7 +242,7 @@ var bindTests = []struct {
 			// Generate a new random account and a funded simulator
 			key, _ := crypto.GenerateKey()
 			auth := bind.NewKeyedTransactor(key)
-			sim := backends.NewSimulatedBackend(core.GenesisAccount{Address: auth.From, Balance: big.NewInt(10000000000)})
+			sim := backends.NewSimulatedBackend(core.GenesisAlloc{auth.From: {Balance: big.NewInt(10000000000)}})
 
 			// Deploy a tuple tester contract and execute a structured call on it
 			_, _, tupler, err := DeployTupler(auth, sim)
@@ -284,7 +284,7 @@ var bindTests = []struct {
 			// Generate a new random account and a funded simulator
 			key, _ := crypto.GenerateKey()
 			auth := bind.NewKeyedTransactor(key)
-			sim := backends.NewSimulatedBackend(core.GenesisAccount{Address: auth.From, Balance: big.NewInt(10000000000)})
+			sim := backends.NewSimulatedBackend(core.GenesisAlloc{auth.From: {Balance: big.NewInt(10000000000)}})
 
 			// Deploy a slice tester contract and execute a n array call on it
 			_, _, slicer, err := DeploySlicer(auth, sim)
@@ -318,7 +318,7 @@ var bindTests = []struct {
 			// Generate a new random account and a funded simulator
 			key, _ := crypto.GenerateKey()
 			auth := bind.NewKeyedTransactor(key)
-			sim := backends.NewSimulatedBackend(core.GenesisAccount{Address: auth.From, Balance: big.NewInt(10000000000)})
+			sim := backends.NewSimulatedBackend(core.GenesisAlloc{auth.From: {Balance: big.NewInt(10000000000)}})
 
 			// Deploy a default method invoker contract and execute its default method
 			_, _, defaulter, err := DeployDefaulter(auth, sim)
@@ -351,7 +351,7 @@ var bindTests = []struct {
 		`[{"constant":true,"inputs":[],"name":"String","outputs":[{"name":"","type":"string"}],"type":"function"}]`,
 		`
 			// Create a simulator and wrap a non-deployed contract
-			sim := backends.NewSimulatedBackend()
+			sim := backends.NewSimulatedBackend(nil)
 
 			nonexistent, err := NewNonExistent(common.Address{}, sim)
 			if err != nil {
@@ -387,7 +387,7 @@ var bindTests = []struct {
 			// Generate a new random account and a funded simulator
 			key, _ := crypto.GenerateKey()
 			auth := bind.NewKeyedTransactor(key)
-			sim := backends.NewSimulatedBackend(core.GenesisAccount{Address: auth.From, Balance: big.NewInt(10000000000)})
+			sim := backends.NewSimulatedBackend(core.GenesisAlloc{auth.From: {Balance: big.NewInt(10000000000)}})
 
 			// Deploy a funky gas pattern contract
 			_, _, limiter, err := DeployFunkyGasPattern(auth, sim)
@@ -423,7 +423,7 @@ var bindTests = []struct {
 			// Generate a new random account and a funded simulator
 			key, _ := crypto.GenerateKey()
 			auth := bind.NewKeyedTransactor(key)
-			sim := backends.NewSimulatedBackend(core.GenesisAccount{Address: auth.From, Balance: big.NewInt(10000000000)})
+			sim := backends.NewSimulatedBackend(core.GenesisAlloc{auth.From: {Balance: big.NewInt(10000000000)}})
 
 			// Deploy a sender tester contract and execute a structured call on it
 			_, _, callfrom, err := DeployCallFrom(auth, sim)
@@ -458,7 +458,7 @@ func TestBindings(t *testing.T) {
 		t.Skip("go sdk not found for testing")
 	}
 	// Skip the test if the go-ethereum sources are symlinked (https://github.com/golang/go/issues/14845)
-	linkTestCode := fmt.Sprintf("package linktest\nfunc CheckSymlinks(){\nfmt.Println(backends.NewSimulatedBackend())\n}")
+	linkTestCode := fmt.Sprintf("package linktest\nfunc CheckSymlinks(){\nfmt.Println(backends.NewSimulatedBackend(nil))\n}")
 	linkTestDeps, err := imports.Process("", []byte(linkTestCode), nil)
 	if err != nil {
 		t.Fatalf("failed check for goimports symlink bug: %v", err)
diff --git a/accounts/abi/bind/util_test.go b/accounts/abi/bind/util_test.go
index b37a69cfc..d24aa721e 100644
--- a/accounts/abi/bind/util_test.go
+++ b/accounts/abi/bind/util_test.go
@@ -53,9 +53,8 @@ var waitDeployedTests = map[string]struct {
 
 func TestWaitDeployed(t *testing.T) {
 	for name, test := range waitDeployedTests {
-		backend := backends.NewSimulatedBackend(core.GenesisAccount{
-			Address: crypto.PubkeyToAddress(testKey.PublicKey),
-			Balance: big.NewInt(10000000000),
+		backend := backends.NewSimulatedBackend(core.GenesisAlloc{
+			crypto.PubkeyToAddress(testKey.PublicKey): {Balance: big.NewInt(10000000000)},
 		})
 
 		// Create the transaction.
diff --git a/cmd/geth/chaincmd.go b/cmd/geth/chaincmd.go
index 6ea474a9c..2d121a611 100644
--- a/cmd/geth/chaincmd.go
+++ b/cmd/geth/chaincmd.go
@@ -17,6 +17,7 @@
 package main
 
 import (
+	"encoding/json"
 	"fmt"
 	"os"
 	"runtime"
@@ -110,17 +111,22 @@ func initGenesis(ctx *cli.Context) error {
 	stack := makeFullNode(ctx)
 	chaindb := utils.MakeChainDatabase(ctx, stack)
 
-	genesisFile, err := os.Open(genesisPath)
+	file, err := os.Open(genesisPath)
 	if err != nil {
 		utils.Fatalf("failed to read genesis file: %v", err)
 	}
-	defer genesisFile.Close()
+	defer file.Close()
 
-	block, err := core.WriteGenesisBlock(chaindb, genesisFile)
+	genesis := new(core.Genesis)
+	if err := json.NewDecoder(file).Decode(genesis); err != nil {
+		utils.Fatalf("invalid genesis file: %v", err)
+	}
+
+	_, hash, err := core.SetupGenesisBlock(chaindb, genesis)
 	if err != nil {
 		utils.Fatalf("failed to write genesis block: %v", err)
 	}
-	log.Info("Successfully wrote genesis state", "hash", block.Hash())
+	log.Info("Successfully wrote genesis state", "hash", hash)
 	return nil
 }
 
diff --git a/cmd/utils/flags.go b/cmd/utils/flags.go
index 38c90d801..478e08834 100644
--- a/cmd/utils/flags.go
+++ b/cmd/utils/flags.go
@@ -786,7 +786,6 @@ func RegisterEthService(ctx *cli.Context, stack *node.Node, extra []byte) {
 
 	ethConf := &eth.Config{
 		Etherbase:               MakeEtherbase(ks, ctx),
-		ChainConfig:             MakeChainConfig(ctx, stack),
 		FastSync:                ctx.GlobalBool(FastSyncFlag.Name),
 		LightMode:               ctx.GlobalBool(LightModeFlag.Name),
 		LightServ:               ctx.GlobalInt(LightServFlag.Name),
@@ -822,7 +821,6 @@ func RegisterEthService(ctx *cli.Context, stack *node.Node, extra []byte) {
 			ethConf.NetworkId = 3
 		}
 		ethConf.Genesis = core.DefaultTestnetGenesisBlock()
-
 	case ctx.GlobalBool(DevModeFlag.Name):
 		ethConf.Genesis = core.DevGenesisBlock()
 		if !ctx.GlobalIsSet(GasPriceFlag.Name) {
@@ -884,67 +882,6 @@ func SetupNetwork(ctx *cli.Context) {
 	params.TargetGasLimit = new(big.Int).SetUint64(ctx.GlobalUint64(TargetGasLimitFlag.Name))
 }
 
-// MakeChainConfig reads the chain configuration from the database in ctx.Datadir.
-func MakeChainConfig(ctx *cli.Context, stack *node.Node) *params.ChainConfig {
-	db := MakeChainDatabase(ctx, stack)
-	defer db.Close()
-
-	return MakeChainConfigFromDb(ctx, db)
-}
-
-// MakeChainConfigFromDb reads the chain configuration from the given database.
-func MakeChainConfigFromDb(ctx *cli.Context, db ethdb.Database) *params.ChainConfig {
-	// If the chain is already initialized, use any existing chain configs
-	config := new(params.ChainConfig)
-
-	genesis := core.GetBlock(db, core.GetCanonicalHash(db, 0), 0)
-	if genesis != nil {
-		storedConfig, err := core.GetChainConfig(db, genesis.Hash())
-		switch err {
-		case nil:
-			config = storedConfig
-		case core.ChainConfigNotFoundErr:
-			// No configs found, use empty, will populate below
-		default:
-			Fatalf("Could not make chain configuration: %v", err)
-		}
-	}
-	// set chain id in case it's zero.
-	if config.ChainId == nil {
-		config.ChainId = new(big.Int)
-	}
-	// Check whether we are allowed to set default config params or not:
-	//  - If no genesis is set, we're running either mainnet or testnet (private nets use `geth init`)
-	//  - If a genesis is already set, ensure we have a configuration for it (mainnet or testnet)
-	defaults := genesis == nil ||
-		(genesis.Hash() == params.MainNetGenesisHash && !ctx.GlobalBool(TestNetFlag.Name)) ||
-		(genesis.Hash() == params.TestNetGenesisHash && ctx.GlobalBool(TestNetFlag.Name))
-
-	if defaults {
-		if ctx.GlobalBool(TestNetFlag.Name) {
-			config = params.TestnetChainConfig
-		} else if ctx.GlobalBool(DevModeFlag.Name) {
-			config = params.AllProtocolChanges
-		} else {
-			// Homestead fork
-			config.HomesteadBlock = params.MainNetHomesteadBlock
-			// DAO fork
-			config.DAOForkBlock = params.MainNetDAOForkBlock
-			config.DAOForkSupport = true
-
-			// DoS reprice fork
-			config.EIP150Block = params.MainNetHomesteadGasRepriceBlock
-			config.EIP150Hash = params.MainNetHomesteadGasRepriceHash
-
-			// DoS state cleanup fork
-			config.EIP155Block = params.MainNetSpuriousDragon
-			config.EIP158Block = params.MainNetSpuriousDragon
-			config.ChainId = params.MainNetChainID
-		}
-	}
-	return config
-}
-
 func ChainDbName(ctx *cli.Context) string {
 	if ctx.GlobalBool(LightModeFlag.Name) {
 		return "lightchaindata"
@@ -968,26 +905,34 @@ func MakeChainDatabase(ctx *cli.Context, stack *node.Node) ethdb.Database {
 	return chainDb
 }
 
+func MakeGenesis(ctx *cli.Context) *core.Genesis {
+	var genesis *core.Genesis
+	switch {
+	case ctx.GlobalBool(TestNetFlag.Name):
+		genesis = core.DefaultTestnetGenesisBlock()
+	case ctx.GlobalBool(DevModeFlag.Name):
+		genesis = core.DevGenesisBlock()
+	}
+	return genesis
+}
+
 // MakeChain creates a chain manager from set command line flags.
 func MakeChain(ctx *cli.Context, stack *node.Node) (chain *core.BlockChain, chainDb ethdb.Database) {
 	var err error
 	chainDb = MakeChainDatabase(ctx, stack)
 
-	if ctx.GlobalBool(TestNetFlag.Name) {
-		_, err := core.WriteTestNetGenesisBlock(chainDb)
-		if err != nil {
-			Fatalf("Failed to write testnet genesis: %v", err)
-		}
-	}
-	chainConfig := MakeChainConfigFromDb(ctx, chainDb)
-
 	seal := pow.PoW(pow.FakePow{})
 	if !ctx.GlobalBool(FakePoWFlag.Name) {
 		seal = pow.NewFullEthash("", 1, 0, "", 1, 0)
 	}
-	chain, err = core.NewBlockChain(chainDb, chainConfig, seal, new(event.TypeMux), vm.Config{EnablePreimageRecording: ctx.GlobalBool(VMEnableDebugFlag.Name)})
+	config, _, err := core.SetupGenesisBlock(chainDb, MakeGenesis(ctx))
+	if err != nil {
+		Fatalf("%v", err)
+	}
+	vmcfg := vm.Config{EnablePreimageRecording: ctx.GlobalBool(VMEnableDebugFlag.Name)}
+	chain, err = core.NewBlockChain(chainDb, config, seal, new(event.TypeMux), vmcfg)
 	if err != nil {
-		Fatalf("Could not start chainmanager: %v", err)
+		Fatalf("Can't create BlockChain: %v", err)
 	}
 	return chain, chainDb
 }
diff --git a/common/hexutil/json.go b/common/hexutil/json.go
index 23393ed2c..1bc1d014c 100644
--- a/common/hexutil/json.go
+++ b/common/hexutil/json.go
@@ -51,7 +51,7 @@ func (b *Bytes) UnmarshalJSON(input []byte) error {
 
 // UnmarshalText implements encoding.TextUnmarshaler.
 func (b *Bytes) UnmarshalText(input []byte) error {
-	raw, err := checkText(input)
+	raw, err := checkText(input, true)
 	if err != nil {
 		return err
 	}
@@ -73,7 +73,28 @@ func (b Bytes) String() string {
 // determines the required input length. This function is commonly used to implement the
 // UnmarshalText method for fixed-size types.
 func UnmarshalFixedText(typname string, input, out []byte) error {
-	raw, err := checkText(input)
+	raw, err := checkText(input, true)
+	if err != nil {
+		return err
+	}
+	if len(raw)/2 != len(out) {
+		return fmt.Errorf("hex string has length %d, want %d for %s", len(raw), len(out)*2, typname)
+	}
+	// Pre-verify syntax before modifying out.
+	for _, b := range raw {
+		if decodeNibble(b) == badNibble {
+			return ErrSyntax
+		}
+	}
+	hex.Decode(out, raw)
+	return nil
+}
+
+// UnmarshalFixedUnprefixedText decodes the input as a string with optional 0x prefix. The
+// length of out determines the required input length. This function is commonly used to
+// implement the UnmarshalText method for fixed-size types.
+func UnmarshalFixedUnprefixedText(typname string, input, out []byte) error {
+	raw, err := checkText(input, false)
 	if err != nil {
 		return err
 	}
@@ -243,14 +264,15 @@ func bytesHave0xPrefix(input []byte) bool {
 	return len(input) >= 2 && input[0] == '0' && (input[1] == 'x' || input[1] == 'X')
 }
 
-func checkText(input []byte) ([]byte, error) {
+func checkText(input []byte, wantPrefix bool) ([]byte, error) {
 	if len(input) == 0 {
 		return nil, nil // empty strings are allowed
 	}
-	if !bytesHave0xPrefix(input) {
+	if bytesHave0xPrefix(input) {
+		input = input[2:]
+	} else if wantPrefix {
 		return nil, ErrMissingPrefix
 	}
-	input = input[2:]
 	if len(input)%2 != 0 {
 		return nil, ErrOddLength
 	}
diff --git a/common/hexutil/json_test.go b/common/hexutil/json_test.go
index af7f44915..e4e827491 100644
--- a/common/hexutil/json_test.go
+++ b/common/hexutil/json_test.go
@@ -337,3 +337,38 @@ func TestUnmarshalUint(t *testing.T) {
 		}
 	}
 }
+
+func TestUnmarshalFixedUnprefixedText(t *testing.T) {
+	tests := []struct {
+		input   string
+		want    []byte
+		wantErr error
+	}{
+		{input: "0x2", wantErr: ErrOddLength},
+		{input: "2", wantErr: ErrOddLength},
+		{input: "4444", wantErr: errors.New("hex string has length 4, want 8 for x")},
+		{input: "4444", wantErr: errors.New("hex string has length 4, want 8 for x")},
+		// check that output is not modified for partially correct input
+		{input: "444444gg", wantErr: ErrSyntax, want: []byte{0, 0, 0, 0}},
+		{input: "0x444444gg", wantErr: ErrSyntax, want: []byte{0, 0, 0, 0}},
+		// valid inputs
+		{input: "44444444", want: []byte{0x44, 0x44, 0x44, 0x44}},
+		{input: "0x44444444", want: []byte{0x44, 0x44, 0x44, 0x44}},
+	}
+
+	for _, test := range tests {
+		out := make([]byte, 4)
+		err := UnmarshalFixedUnprefixedText("x", []byte(test.input), out)
+		switch {
+		case err == nil && test.wantErr != nil:
+			t.Errorf("%q: got no error, expected %q", test.input, test.wantErr)
+		case err != nil && test.wantErr == nil:
+			t.Errorf("%q: unexpected error %q", test.input, err)
+		case err != nil && err.Error() != test.wantErr.Error():
+			t.Errorf("%q: error mismatch: got %q, want %q", test.input, err, test.wantErr)
+		}
+		if test.want != nil && !bytes.Equal(out, test.want) {
+			t.Errorf("%q: output mismatch: got %x, want %x", test.input, out, test.want)
+		}
+	}
+}
diff --git a/common/math/big.go b/common/math/big.go
index 704ca40a9..0b67a1b50 100644
--- a/common/math/big.go
+++ b/common/math/big.go
@@ -18,6 +18,7 @@
 package math
 
 import (
+	"fmt"
 	"math/big"
 )
 
@@ -35,6 +36,24 @@ const (
 	wordBytes = wordBits / 8
 )
 
+// HexOrDecimal256 marshals big.Int as hex or decimal.
+type HexOrDecimal256 big.Int
+
+// UnmarshalText implements encoding.TextUnmarshaler.
+func (i *HexOrDecimal256) UnmarshalText(input []byte) error {
+	bigint, ok := ParseBig256(string(input))
+	if !ok {
+		return fmt.Errorf("invalid hex or decimal integer %q", input)
+	}
+	*i = HexOrDecimal256(*bigint)
+	return nil
+}
+
+// MarshalText implements encoding.TextMarshaler.
+func (i *HexOrDecimal256) MarshalText() ([]byte, error) {
+	return []byte(fmt.Sprintf("%#x", (*big.Int)(i))), nil
+}
+
 // ParseBig256 parses s as a 256 bit integer in decimal or hexadecimal syntax.
 // Leading zeros are accepted. The empty string parses as zero.
 func ParseBig256(s string) (*big.Int, bool) {
diff --git a/common/math/big_test.go b/common/math/big_test.go
index 6eb13f4f1..deff25465 100644
--- a/common/math/big_test.go
+++ b/common/math/big_test.go
@@ -23,7 +23,7 @@ import (
 	"testing"
 )
 
-func TestParseBig256(t *testing.T) {
+func TestHexOrDecimal256(t *testing.T) {
 	tests := []struct {
 		input string
 		num   *big.Int
@@ -47,13 +47,14 @@ func TestParseBig256(t *testing.T) {
 		{"115792089237316195423570985008687907853269984665640564039457584007913129639936", nil, false},
 	}
 	for _, test := range tests {
-		num, ok := ParseBig256(test.input)
-		if ok != test.ok {
-			t.Errorf("ParseBig(%q) -> ok = %t, want %t", test.input, ok, test.ok)
+		var num HexOrDecimal256
+		err := num.UnmarshalText([]byte(test.input))
+		if (err == nil) != test.ok {
+			t.Errorf("ParseBig(%q) -> (err == nil) == %t, want %t", test.input, err == nil, test.ok)
 			continue
 		}
-		if num != nil && test.num != nil && num.Cmp(test.num) != 0 {
-			t.Errorf("ParseBig(%q) -> %d, want %d", test.input, num, test.num)
+		if test.num != nil && (*big.Int)(&num).Cmp(test.num) != 0 {
+			t.Errorf("ParseBig(%q) -> %d, want %d", test.input, (*big.Int)(&num), test.num)
 		}
 	}
 }
diff --git a/common/math/integer.go b/common/math/integer.go
index a3eeee27e..7eff4d3b0 100644
--- a/common/math/integer.go
+++ b/common/math/integer.go
@@ -16,7 +16,10 @@
 
 package math
 
-import "strconv"
+import (
+	"fmt"
+	"strconv"
+)
 
 const (
 	// Integer limit values.
@@ -34,6 +37,24 @@ const (
 	MaxUint64 = 1<<64 - 1
 )
 
+// HexOrDecimal64 marshals uint64 as hex or decimal.
+type HexOrDecimal64 uint64
+
+// UnmarshalText implements encoding.TextUnmarshaler.
+func (i *HexOrDecimal64) UnmarshalText(input []byte) error {
+	int, ok := ParseUint64(string(input))
+	if !ok {
+		return fmt.Errorf("invalid hex or decimal integer %q", input)
+	}
+	*i = HexOrDecimal64(int)
+	return nil
+}
+
+// MarshalText implements encoding.TextMarshaler.
+func (i HexOrDecimal64) MarshalText() ([]byte, error) {
+	return []byte(fmt.Sprintf("%#x", uint64(i))), nil
+}
+
 // ParseUint64 parses s as an integer in decimal or hexadecimal syntax.
 // Leading zeros are accepted. The empty string parses as zero.
 func ParseUint64(s string) (uint64, bool) {
diff --git a/common/math/integer_test.go b/common/math/integer_test.go
index 05bba221f..b31c7c26c 100644
--- a/common/math/integer_test.go
+++ b/common/math/integer_test.go
@@ -65,7 +65,7 @@ func TestOverflow(t *testing.T) {
 	}
 }
 
-func TestParseUint64(t *testing.T) {
+func TestHexOrDecimal64(t *testing.T) {
 	tests := []struct {
 		input string
 		num   uint64
@@ -88,12 +88,13 @@ func TestParseUint64(t *testing.T) {
 		{"18446744073709551617", 0, false},
 	}
 	for _, test := range tests {
-		num, ok := ParseUint64(test.input)
-		if ok != test.ok {
-			t.Errorf("ParseUint64(%q) -> ok = %t, want %t", test.input, ok, test.ok)
+		var num HexOrDecimal64
+		err := num.UnmarshalText([]byte(test.input))
+		if (err == nil) != test.ok {
+			t.Errorf("ParseUint64(%q) -> (err == nil) = %t, want %t", test.input, err == nil, test.ok)
 			continue
 		}
-		if ok && num != test.num {
+		if err == nil && uint64(num) != test.num {
 			t.Errorf("ParseUint64(%q) -> %d, want %d", test.input, num, test.num)
 		}
 	}
diff --git a/common/types.go b/common/types.go
index 9c50beb13..05288bf46 100644
--- a/common/types.go
+++ b/common/types.go
@@ -17,6 +17,7 @@
 package common
 
 import (
+	"encoding/hex"
 	"fmt"
 	"math/big"
 	"math/rand"
@@ -30,13 +31,8 @@ const (
 	AddressLength = 20
 )
 
-type (
-	// Hash represents the 32 byte Keccak256 hash of arbitrary data.
-	Hash [HashLength]byte
-
-	// Address represents the 20 byte address of an Ethereum account.
-	Address [AddressLength]byte
-)
+// Hash represents the 32 byte Keccak256 hash of arbitrary data.
+type Hash [HashLength]byte
 
 func BytesToHash(b []byte) Hash {
 	var h Hash
@@ -113,7 +109,24 @@ func EmptyHash(h Hash) bool {
 	return h == Hash{}
 }
 
+// UnprefixedHash allows marshaling a Hash without 0x prefix.
+type UnprefixedHash Hash
+
+// UnmarshalText decodes the hash from hex. The 0x prefix is optional.
+func (h *UnprefixedHash) UnmarshalText(input []byte) error {
+	return hexutil.UnmarshalFixedUnprefixedText("UnprefixedHash", input, h[:])
+}
+
+// MarshalText encodes the hash as hex.
+func (h UnprefixedHash) MarshalText() ([]byte, error) {
+	return []byte(hex.EncodeToString(h[:])), nil
+}
+
 /////////// Address
+
+// Address represents the 20 byte address of an Ethereum account.
+type Address [AddressLength]byte
+
 func BytesToAddress(b []byte) Address {
 	var a Address
 	a.SetBytes(b)
@@ -181,12 +194,15 @@ func (a *Address) UnmarshalText(input []byte) error {
 	return hexutil.UnmarshalFixedText("Address", input, a[:])
 }
 
-// PP Pretty Prints a byte slice in the following format:
-// 	hex(value[:4])...(hex[len(value)-4:])
-func PP(value []byte) string {
-	if len(value) <= 8 {
-		return Bytes2Hex(value)
-	}
+// UnprefixedHash allows marshaling an Address without 0x prefix.
+type UnprefixedAddress Address
+
+// UnmarshalText decodes the address from hex. The 0x prefix is optional.
+func (a *UnprefixedAddress) UnmarshalText(input []byte) error {
+	return hexutil.UnmarshalFixedUnprefixedText("UnprefixedAddress", input, a[:])
+}
 
-	return fmt.Sprintf("%x...%x", value[:4], value[len(value)-4])
+// MarshalText encodes the address as hex.
+func (a UnprefixedAddress) MarshalText() ([]byte, error) {
+	return []byte(hex.EncodeToString(a[:])), nil
 }
diff --git a/console/console_test.go b/console/console_test.go
index d5010b907..b5cff2c4d 100644
--- a/console/console_test.go
+++ b/console/console_test.go
@@ -21,17 +21,16 @@ import (
 	"errors"
 	"fmt"
 	"io/ioutil"
-	"math/big"
 	"os"
 	"strings"
 	"testing"
 	"time"
 
 	"github.com/ethereum/go-ethereum/common"
+	"github.com/ethereum/go-ethereum/core"
 	"github.com/ethereum/go-ethereum/eth"
 	"github.com/ethereum/go-ethereum/internal/jsre"
 	"github.com/ethereum/go-ethereum/node"
-	"github.com/ethereum/go-ethereum/params"
 )
 
 const (
@@ -97,9 +96,9 @@ func newTester(t *testing.T, confOverride func(*eth.Config)) *tester {
 		t.Fatalf("failed to create node: %v", err)
 	}
 	ethConf := &eth.Config{
-		ChainConfig: &params.ChainConfig{HomesteadBlock: new(big.Int), ChainId: new(big.Int)},
-		Etherbase:   common.HexToAddress(testAddress),
-		PowTest:     true,
+		Genesis:   core.DevGenesisBlock(),
+		Etherbase: common.HexToAddress(testAddress),
+		PowTest:   true,
 	}
 	if confOverride != nil {
 		confOverride(ethConf)
diff --git a/contracts/chequebook/cheque_test.go b/contracts/chequebook/cheque_test.go
index 4029fd549..d5b343024 100644
--- a/contracts/chequebook/cheque_test.go
+++ b/contracts/chequebook/cheque_test.go
@@ -42,11 +42,11 @@ var (
 )
 
 func newTestBackend() *backends.SimulatedBackend {
-	return backends.NewSimulatedBackend(
-		core.GenesisAccount{Address: addr0, Balance: big.NewInt(1000000000)},
-		core.GenesisAccount{Address: addr1, Balance: big.NewInt(1000000000)},
-		core.GenesisAccount{Address: addr2, Balance: big.NewInt(1000000000)},
-	)
+	return backends.NewSimulatedBackend(core.GenesisAlloc{
+		addr0: {Balance: big.NewInt(1000000000)},
+		addr1: {Balance: big.NewInt(1000000000)},
+		addr2: {Balance: big.NewInt(1000000000)},
+	})
 }
 
 func deploy(prvKey *ecdsa.PrivateKey, amount *big.Int, backend *backends.SimulatedBackend) (common.Address, error) {
diff --git a/contracts/ens/ens_test.go b/contracts/ens/ens_test.go
index 373ce2e30..5faa9b1ad 100644
--- a/contracts/ens/ens_test.go
+++ b/contracts/ens/ens_test.go
@@ -34,7 +34,7 @@ var (
 )
 
 func TestENS(t *testing.T) {
-	contractBackend := backends.NewSimulatedBackend(core.GenesisAccount{Address: addr, Balance: big.NewInt(1000000000)})
+	contractBackend := backends.NewSimulatedBackend(core.GenesisAlloc{addr: {Balance: big.NewInt(1000000000)}})
 	transactOpts := bind.NewKeyedTransactor(key)
 	// Workaround for bug estimating gas in the call to Register
 	transactOpts.GasLimit = big.NewInt(1000000)
diff --git a/contracts/release/contract_test.go b/contracts/release/contract_test.go
index 11a039992..348e9aabe 100644
--- a/contracts/release/contract_test.go
+++ b/contracts/release/contract_test.go
@@ -35,11 +35,11 @@ func setupReleaseTest(t *testing.T, prefund ...*ecdsa.PrivateKey) (*ecdsa.Privat
 	key, _ := crypto.GenerateKey()
 	auth := bind.NewKeyedTransactor(key)
 
-	accounts := []core.GenesisAccount{{Address: auth.From, Balance: big.NewInt(10000000000)}}
+	alloc := core.GenesisAlloc{auth.From: {Balance: big.NewInt(10000000000)}}
 	for _, key := range prefund {
-		accounts = append(accounts, core.GenesisAccount{Address: crypto.PubkeyToAddress(key.PublicKey), Balance: big.NewInt(10000000000)})
+		alloc[crypto.PubkeyToAddress(key.PublicKey)] = core.GenesisAccount{Balance: big.NewInt(10000000000)}
 	}
-	sim := backends.NewSimulatedBackend(accounts...)
+	sim := backends.NewSimulatedBackend(alloc)
 
 	// Deploy a version oracle contract, commit and return
 	_, _, oracle, err := DeployReleaseOracle(auth, sim, []common.Address{auth.From})
diff --git a/core/bench_test.go b/core/bench_test.go
index 42d50a7b1..a154ccbb1 100644
--- a/core/bench_test.go
+++ b/core/bench_test.go
@@ -166,13 +166,17 @@ func benchInsertChain(b *testing.B, disk bool, gen func(int, *BlockGen)) {
 
 	// Generate a chain of b.N blocks using the supplied block
 	// generator function.
-	genesis := WriteGenesisBlockForTesting(db, GenesisAccount{benchRootAddr, benchRootFunds})
-	chain, _ := GenerateChain(params.TestChainConfig, genesis, db, b.N, gen)
+	gspec := Genesis{
+		Config: params.TestChainConfig,
+		Alloc:  GenesisAlloc{benchRootAddr: {Balance: benchRootFunds}},
+	}
+	genesis := gspec.MustCommit(db)
+	chain, _ := GenerateChain(gspec.Config, genesis, db, b.N, gen)
 
 	// Time the insertion of the new chain.
 	// State and blocks are stored in the same DB.
 	evmux := new(event.TypeMux)
-	chainman, _ := NewBlockChain(db, &params.ChainConfig{HomesteadBlock: new(big.Int)}, pow.FakePow{}, evmux, vm.Config{})
+	chainman, _ := NewBlockChain(db, gspec.Config, pow.FakePow{}, evmux, vm.Config{})
 	defer chainman.Stop()
 	b.ReportAllocs()
 	b.ResetTimer()
@@ -282,7 +286,7 @@ func benchReadChain(b *testing.B, full bool, count uint64) {
 		if err != nil {
 			b.Fatalf("error opening database at %v: %v", dir, err)
 		}
-		chain, err := NewBlockChain(db, testChainConfig(), pow.FakePow{}, new(event.TypeMux), vm.Config{})
+		chain, err := NewBlockChain(db, params.TestChainConfig, pow.FakePow{}, new(event.TypeMux), vm.Config{})
 		if err != nil {
 			b.Fatalf("error creating chain: %v", err)
 		}
diff --git a/core/block_validator_test.go b/core/block_validator_test.go
index c13aa83db..a07dd9e51 100644
--- a/core/block_validator_test.go
+++ b/core/block_validator_test.go
@@ -17,51 +17,36 @@
 package core
 
 import (
-	"fmt"
 	"math/big"
 	"testing"
 
 	"github.com/ethereum/go-ethereum/common"
 	"github.com/ethereum/go-ethereum/core/state"
 	"github.com/ethereum/go-ethereum/core/types"
-	"github.com/ethereum/go-ethereum/core/vm"
 	"github.com/ethereum/go-ethereum/ethdb"
-	"github.com/ethereum/go-ethereum/event"
 	"github.com/ethereum/go-ethereum/params"
 	"github.com/ethereum/go-ethereum/pow"
 )
 
-func testChainConfig() *params.ChainConfig {
-	return params.TestChainConfig
-	//return &params.ChainConfig{HomesteadBlock: big.NewInt(0)}
-}
-
-func proc() (Validator, *BlockChain) {
-	db, _ := ethdb.NewMemDatabase()
-	var mux event.TypeMux
-
-	WriteTestNetGenesisBlock(db)
-	blockchain, err := NewBlockChain(db, testChainConfig(), pow.NewTestEthash(), &mux, vm.Config{})
-	if err != nil {
-		fmt.Println(err)
+func testGenesis(account common.Address, balance *big.Int) *Genesis {
+	return &Genesis{
+		Config: params.TestChainConfig,
+		Alloc:  GenesisAlloc{account: {Balance: balance}},
 	}
-	return blockchain.validator, blockchain
 }
 
 func TestNumber(t *testing.T) {
-	_, chain := proc()
-
+	chain := newTestBlockChain()
 	statedb, _ := state.New(chain.Genesis().Root(), chain.chainDb)
-	cfg := testChainConfig()
-	header := makeHeader(cfg, chain.Genesis(), statedb)
+	header := makeHeader(chain.config, chain.Genesis(), statedb)
 	header.Number = big.NewInt(3)
-	err := ValidateHeader(cfg, pow.FakePow{}, header, chain.Genesis().Header(), false, false)
+	err := ValidateHeader(chain.config, pow.FakePow{}, header, chain.Genesis().Header(), false, false)
 	if err != BlockNumberErr {
 		t.Errorf("expected block number error, got %q", err)
 	}
 
-	header = makeHeader(cfg, chain.Genesis(), statedb)
-	err = ValidateHeader(cfg, pow.FakePow{}, header, chain.Genesis().Header(), false, false)
+	header = makeHeader(chain.config, chain.Genesis(), statedb)
+	err = ValidateHeader(chain.config, pow.FakePow{}, header, chain.Genesis().Header(), false, false)
 	if err == BlockNumberErr {
 		t.Errorf("didn't expect block number error")
 	}
diff --git a/core/blockchain_test.go b/core/blockchain_test.go
index 2f06f0735..3da133a9e 100644
--- a/core/blockchain_test.go
+++ b/core/blockchain_test.go
@@ -20,10 +20,6 @@ import (
 	"fmt"
 	"math/big"
 	"math/rand"
-	"os"
-	"path/filepath"
-	"runtime"
-	"strconv"
 	"testing"
 	"time"
 
@@ -36,24 +32,21 @@ import (
 	"github.com/ethereum/go-ethereum/event"
 	"github.com/ethereum/go-ethereum/params"
 	"github.com/ethereum/go-ethereum/pow"
-	"github.com/ethereum/go-ethereum/rlp"
-	"github.com/hashicorp/golang-lru"
 )
 
-func init() {
-	runtime.GOMAXPROCS(runtime.NumCPU())
-}
-
-func theBlockChain(db ethdb.Database, t *testing.T) *BlockChain {
-	var eventMux event.TypeMux
-	WriteTestNetGenesisBlock(db)
-	blockchain, err := NewBlockChain(db, testChainConfig(), pow.NewTestEthash(), &eventMux, vm.Config{})
+// newTestBlockChain creates a blockchain without validation.
+func newTestBlockChain() *BlockChain {
+	db, _ := ethdb.NewMemDatabase()
+	gspec := &Genesis{
+		Config:     params.TestChainConfig,
+		Difficulty: big.NewInt(1),
+	}
+	gspec.MustCommit(db)
+	blockchain, err := NewBlockChain(db, gspec.Config, pow.FakePow{}, new(event.TypeMux), vm.Config{})
 	if err != nil {
-		t.Error("failed creating blockchain:", err)
-		t.FailNow()
-		return nil
+		panic(err)
 	}
-
+	blockchain.SetValidator(bproc{})
 	return blockchain
 }
 
@@ -171,21 +164,6 @@ func testHeaderChainImport(chain []*types.Header, blockchain *BlockChain) error
 	return nil
 }
 
-func loadChain(fn string, t *testing.T) (types.Blocks, error) {
-	fh, err := os.OpenFile(filepath.Join("..", "_data", fn), os.O_RDONLY, os.ModePerm)
-	if err != nil {
-		return nil, err
-	}
-	defer fh.Close()
-
-	var chain types.Blocks
-	if err := rlp.Decode(fh, &chain); err != nil {
-		return nil, err
-	}
-
-	return chain, nil
-}
-
 func insertChain(done chan bool, blockchain *BlockChain, chain types.Blocks, t *testing.T) {
 	_, err := blockchain.InsertChain(chain)
 	if err != nil {
@@ -196,12 +174,10 @@ func insertChain(done chan bool, blockchain *BlockChain, chain types.Blocks, t *
 }
 
 func TestLastBlock(t *testing.T) {
-	db, _ := ethdb.NewMemDatabase()
-
-	bchain := theBlockChain(db, t)
-	block := makeBlockChain(bchain.CurrentBlock(), 1, db, 0)[0]
+	bchain := newTestBlockChain()
+	block := makeBlockChain(bchain.CurrentBlock(), 1, bchain.chainDb, 0)[0]
 	bchain.insert(block)
-	if block.Hash() != GetHeadBlockHash(db) {
+	if block.Hash() != GetHeadBlockHash(bchain.chainDb) {
 		t.Errorf("Write/Get HeadBlockHash failed")
 	}
 }
@@ -340,88 +316,6 @@ func testBrokenChain(t *testing.T, full bool) {
 	}
 }
 
-func TestChainInsertions(t *testing.T) {
-	t.Skip("Skipped: outdated test files")
-
-	db, _ := ethdb.NewMemDatabase()
-
-	chain1, err := loadChain("valid1", t)
-	if err != nil {
-		fmt.Println(err)
-		t.FailNow()
-	}
-
-	chain2, err := loadChain("valid2", t)
-	if err != nil {
-		fmt.Println(err)
-		t.FailNow()
-	}
-
-	blockchain := theBlockChain(db, t)
-
-	const max = 2
-	done := make(chan bool, max)
-
-	go insertChain(done, blockchain, chain1, t)
-	go insertChain(done, blockchain, chain2, t)
-
-	for i := 0; i < max; i++ {
-		<-done
-	}
-
-	if chain2[len(chain2)-1].Hash() != blockchain.CurrentBlock().Hash() {
-		t.Error("chain2 is canonical and shouldn't be")
-	}
-
-	if chain1[len(chain1)-1].Hash() != blockchain.CurrentBlock().Hash() {
-		t.Error("chain1 isn't canonical and should be")
-	}
-}
-
-func TestChainMultipleInsertions(t *testing.T) {
-	t.Skip("Skipped: outdated test files")
-
-	db, _ := ethdb.NewMemDatabase()
-
-	const max = 4
-	chains := make([]types.Blocks, max)
-	var longest int
-	for i := 0; i < max; i++ {
-		var err error
-		name := "valid" + strconv.Itoa(i+1)
-		chains[i], err = loadChain(name, t)
-		if len(chains[i]) >= len(chains[longest]) {
-			longest = i
-		}
-		fmt.Println("loaded", name, "with a length of", len(chains[i]))
-		if err != nil {
-			fmt.Println(err)
-			t.FailNow()
-		}
-	}
-
-	blockchain := theBlockChain(db, t)
-
-	done := make(chan bool, max)
-	for i, chain := range chains {
-		// XXX the go routine would otherwise reference the same (chain[3]) variable and fail
-		i := i
-		chain := chain
-		go func() {
-			insertChain(done, blockchain, chain, t)
-			fmt.Println(i, "done")
-		}()
-	}
-
-	for i := 0; i < max; i++ {
-		<-done
-	}
-
-	if chains[longest][len(chains[longest])-1].Hash() != blockchain.CurrentBlock().Hash() {
-		t.Error("Invalid canonical chain")
-	}
-}
-
 type bproc struct{}
 
 func (bproc) ValidateBlock(*types.Block) error                        { return nil }
@@ -452,6 +346,7 @@ func makeBlockChainWithDiff(genesis *types.Block, d []int, seed byte) []*types.B
 			UncleHash:   types.EmptyUncleHash,
 			TxHash:      types.EmptyRootHash,
 			ReceiptHash: types.EmptyRootHash,
+			Time:        big.NewInt(int64(i) + 1),
 		}
 		if i == 0 {
 			header.ParentHash = genesis.Hash()
@@ -464,29 +359,6 @@ func makeBlockChainWithDiff(genesis *types.Block, d []int, seed byte) []*types.B
 	return chain
 }
 
-func chm(genesis *types.Block, db ethdb.Database) *BlockChain {
-	var eventMux event.TypeMux
-	bc := &BlockChain{
-		chainDb:      db,
-		genesisBlock: genesis,
-		eventMux:     &eventMux,
-		pow:          pow.FakePow{},
-		config:       testChainConfig(),
-	}
-	valFn := func() HeaderValidator { return bc.Validator() }
-	bc.hc, _ = NewHeaderChain(db, testChainConfig(), valFn, bc.getProcInterrupt)
-	bc.bodyCache, _ = lru.New(100)
-	bc.bodyRLPCache, _ = lru.New(100)
-	bc.blockCache, _ = lru.New(100)
-	bc.futureBlocks, _ = lru.New(100)
-	bc.badBlocks, _ = lru.New(10)
-	bc.SetValidator(bproc{})
-	bc.SetProcessor(bproc{})
-	bc.ResetWithGenesisBlock(genesis)
-
-	return bc
-}
-
 // Tests that reorganising a long difficult chain after a short easy one
 // overwrites the canonical numbers and links in the database.
 func TestReorgLongHeaders(t *testing.T) { testReorgLong(t, false) }
@@ -506,18 +378,15 @@ func testReorgShort(t *testing.T, full bool) {
 }
 
 func testReorg(t *testing.T, first, second []int, td int64, full bool) {
-	// Create a pristine block chain
-	db, _ := ethdb.NewMemDatabase()
-	genesis, _ := WriteTestNetGenesisBlock(db)
-	bc := chm(genesis, db)
+	bc := newTestBlockChain()
 
 	// Insert an easy and a difficult chain afterwards
 	if full {
-		bc.InsertChain(makeBlockChainWithDiff(genesis, first, 11))
-		bc.InsertChain(makeBlockChainWithDiff(genesis, second, 22))
+		bc.InsertChain(makeBlockChainWithDiff(bc.genesisBlock, first, 11))
+		bc.InsertChain(makeBlockChainWithDiff(bc.genesisBlock, second, 22))
 	} else {
-		bc.InsertHeaderChain(makeHeaderChainWithDiff(genesis, first, 11), 1)
-		bc.InsertHeaderChain(makeHeaderChainWithDiff(genesis, second, 22), 1)
+		bc.InsertHeaderChain(makeHeaderChainWithDiff(bc.genesisBlock, first, 11), 1)
+		bc.InsertHeaderChain(makeHeaderChainWithDiff(bc.genesisBlock, second, 22), 1)
 	}
 	// Check that the chain is valid number and link wise
 	if full {
@@ -536,7 +405,7 @@ func testReorg(t *testing.T, first, second []int, td int64, full bool) {
 		}
 	}
 	// Make sure the chain total difficulty is the correct one
-	want := new(big.Int).Add(genesis.Difficulty(), big.NewInt(td))
+	want := new(big.Int).Add(bc.genesisBlock.Difficulty(), big.NewInt(td))
 	if full {
 		if have := bc.GetTdByHash(bc.CurrentBlock().Hash()); have.Cmp(want) != 0 {
 			t.Errorf("total difficulty mismatch: have %v, want %v", have, want)
@@ -553,19 +422,16 @@ func TestBadHeaderHashes(t *testing.T) { testBadHashes(t, false) }
 func TestBadBlockHashes(t *testing.T)  { testBadHashes(t, true) }
 
 func testBadHashes(t *testing.T, full bool) {
-	// Create a pristine block chain
-	db, _ := ethdb.NewMemDatabase()
-	genesis, _ := WriteTestNetGenesisBlock(db)
-	bc := chm(genesis, db)
+	bc := newTestBlockChain()
 
 	// Create a chain, ban a hash and try to import
 	var err error
 	if full {
-		blocks := makeBlockChainWithDiff(genesis, []int{1, 2, 4}, 10)
+		blocks := makeBlockChainWithDiff(bc.genesisBlock, []int{1, 2, 4}, 10)
 		BadHashes[blocks[2].Header().Hash()] = true
 		_, err = bc.InsertChain(blocks)
 	} else {
-		headers := makeHeaderChainWithDiff(genesis, []int{1, 2, 4}, 10)
+		headers := makeHeaderChainWithDiff(bc.genesisBlock, []int{1, 2, 4}, 10)
 		BadHashes[headers[2].Hash()] = true
 		_, err = bc.InsertHeaderChain(headers, 1)
 	}
@@ -580,14 +446,11 @@ func TestReorgBadHeaderHashes(t *testing.T) { testReorgBadHashes(t, false) }
 func TestReorgBadBlockHashes(t *testing.T)  { testReorgBadHashes(t, true) }
 
 func testReorgBadHashes(t *testing.T, full bool) {
-	// Create a pristine block chain
-	db, _ := ethdb.NewMemDatabase()
-	genesis, _ := WriteTestNetGenesisBlock(db)
-	bc := chm(genesis, db)
+	bc := newTestBlockChain()
 
 	// Create a chain, import and ban afterwards
-	headers := makeHeaderChainWithDiff(genesis, []int{1, 2, 3, 4}, 10)
-	blocks := makeBlockChainWithDiff(genesis, []int{1, 2, 3, 4}, 10)
+	headers := makeHeaderChainWithDiff(bc.genesisBlock, []int{1, 2, 3, 4}, 10)
+	blocks := makeBlockChainWithDiff(bc.genesisBlock, []int{1, 2, 3, 4}, 10)
 
 	if full {
 		if _, err := bc.InsertChain(blocks); err != nil {
@@ -608,8 +471,9 @@ func testReorgBadHashes(t *testing.T, full bool) {
 		BadHashes[headers[3].Hash()] = true
 		defer func() { delete(BadHashes, headers[3].Hash()) }()
 	}
-	// Create a new chain manager and check it rolled back the state
-	ncm, err := NewBlockChain(db, testChainConfig(), pow.FakePow{}, new(event.TypeMux), vm.Config{})
+
+	// Create a new BlockChain and check that it rolled back the state.
+	ncm, err := NewBlockChain(bc.chainDb, bc.config, pow.FakePow{}, new(event.TypeMux), vm.Config{})
 	if err != nil {
 		t.Fatalf("failed to create new chain manager: %v", err)
 	}
@@ -663,7 +527,7 @@ func testInsertNonceError(t *testing.T, full bool) {
 			failHash = headers[failAt].Hash()
 
 			blockchain.pow = failPow{failNum}
-			blockchain.validator = NewBlockValidator(testChainConfig(), blockchain, failPow{failNum})
+			blockchain.validator = NewBlockValidator(params.TestChainConfig, blockchain, failPow{failNum})
 
 			failRes, err = blockchain.InsertHeaderChain(headers, 1)
 		}
@@ -705,10 +569,11 @@ func TestFastVsFullChains(t *testing.T) {
 		key, _   = crypto.HexToECDSA("b71c71a67e1177ad4e901695e1b4b9ee17ae16c6668d313eac2f96dbcda3f291")
 		address  = crypto.PubkeyToAddress(key.PublicKey)
 		funds    = big.NewInt(1000000000)
-		genesis  = GenesisBlockForTesting(gendb, address, funds)
-		signer   = types.NewEIP155Signer(big.NewInt(1))
+		gspec    = testGenesis(address, funds)
+		genesis  = gspec.MustCommit(gendb)
+		signer   = types.NewEIP155Signer(gspec.Config.ChainId)
 	)
-	blocks, receipts := GenerateChain(params.TestChainConfig, genesis, gendb, 1024, func(i int, block *BlockGen) {
+	blocks, receipts := GenerateChain(gspec.Config, genesis, gendb, 1024, func(i int, block *BlockGen) {
 		block.SetCoinbase(common.Address{0x00})
 
 		// If the block number is multiple of 3, send a few bonus transactions to the miner
@@ -728,17 +593,17 @@ func TestFastVsFullChains(t *testing.T) {
 	})
 	// Import the chain as an archive node for the comparison baseline
 	archiveDb, _ := ethdb.NewMemDatabase()
-	WriteGenesisBlockForTesting(archiveDb, GenesisAccount{address, funds})
-
-	archive, _ := NewBlockChain(archiveDb, testChainConfig(), pow.FakePow{}, new(event.TypeMux), vm.Config{})
+	gspec.MustCommit(archiveDb)
+	archive, _ := NewBlockChain(archiveDb, gspec.Config, pow.FakePow{}, new(event.TypeMux), vm.Config{})
 
 	if n, err := archive.InsertChain(blocks); err != nil {
 		t.Fatalf("failed to process block %d: %v", n, err)
 	}
+
 	// Fast import the chain as a non-archive node to test
 	fastDb, _ := ethdb.NewMemDatabase()
-	WriteGenesisBlockForTesting(fastDb, GenesisAccount{address, funds})
-	fast, _ := NewBlockChain(fastDb, testChainConfig(), pow.FakePow{}, new(event.TypeMux), vm.Config{})
+	gspec.MustCommit(fastDb)
+	fast, _ := NewBlockChain(fastDb, gspec.Config, pow.FakePow{}, new(event.TypeMux), vm.Config{})
 
 	headers := make([]*types.Header, len(blocks))
 	for i, block := range blocks {
@@ -788,10 +653,11 @@ func TestLightVsFastVsFullChainHeads(t *testing.T) {
 		key, _   = crypto.HexToECDSA("b71c71a67e1177ad4e901695e1b4b9ee17ae16c6668d313eac2f96dbcda3f291")
 		address  = crypto.PubkeyToAddress(key.PublicKey)
 		funds    = big.NewInt(1000000000)
-		genesis  = GenesisBlockForTesting(gendb, address, funds)
+		gspec    = &Genesis{Config: params.TestChainConfig, Alloc: GenesisAlloc{address: {Balance: funds}}}
+		genesis  = gspec.MustCommit(gendb)
 	)
 	height := uint64(1024)
-	blocks, receipts := GenerateChain(params.TestChainConfig, genesis, gendb, int(height), nil)
+	blocks, receipts := GenerateChain(gspec.Config, genesis, gendb, int(height), nil)
 
 	// Configure a subchain to roll back
 	remove := []common.Hash{}
@@ -812,9 +678,9 @@ func TestLightVsFastVsFullChainHeads(t *testing.T) {
 	}
 	// Import the chain as an archive node and ensure all pointers are updated
 	archiveDb, _ := ethdb.NewMemDatabase()
-	WriteGenesisBlockForTesting(archiveDb, GenesisAccount{address, funds})
+	gspec.MustCommit(archiveDb)
 
-	archive, _ := NewBlockChain(archiveDb, testChainConfig(), pow.FakePow{}, new(event.TypeMux), vm.Config{})
+	archive, _ := NewBlockChain(archiveDb, gspec.Config, pow.FakePow{}, new(event.TypeMux), vm.Config{})
 
 	if n, err := archive.InsertChain(blocks); err != nil {
 		t.Fatalf("failed to process block %d: %v", n, err)
@@ -825,8 +691,8 @@ func TestLightVsFastVsFullChainHeads(t *testing.T) {
 
 	// Import the chain as a non-archive node and ensure all pointers are updated
 	fastDb, _ := ethdb.NewMemDatabase()
-	WriteGenesisBlockForTesting(fastDb, GenesisAccount{address, funds})
-	fast, _ := NewBlockChain(fastDb, testChainConfig(), pow.FakePow{}, new(event.TypeMux), vm.Config{})
+	gspec.MustCommit(fastDb)
+	fast, _ := NewBlockChain(fastDb, gspec.Config, pow.FakePow{}, new(event.TypeMux), vm.Config{})
 
 	headers := make([]*types.Header, len(blocks))
 	for i, block := range blocks {
@@ -844,8 +710,8 @@ func TestLightVsFastVsFullChainHeads(t *testing.T) {
 
 	// Import the chain as a light node and ensure all pointers are updated
 	lightDb, _ := ethdb.NewMemDatabase()
-	WriteGenesisBlockForTesting(lightDb, GenesisAccount{address, funds})
-	light, _ := NewBlockChain(lightDb, testChainConfig(), pow.FakePow{}, new(event.TypeMux), vm.Config{})
+	gspec.MustCommit(lightDb)
+	light, _ := NewBlockChain(lightDb, gspec.Config, pow.FakePow{}, new(event.TypeMux), vm.Config{})
 
 	if n, err := light.InsertHeaderChain(headers, 1); err != nil {
 		t.Fatalf("failed to insert header %d: %v", n, err)
@@ -857,9 +723,6 @@ func TestLightVsFastVsFullChainHeads(t *testing.T) {
 
 // Tests that chain reorganisations handle transaction removals and reinsertions.
 func TestChainTxReorgs(t *testing.T) {
-	params.MinGasLimit = big.NewInt(125000)      // Minimum the gas limit may ever be.
-	params.GenesisGasLimit = big.NewInt(3141592) // Gas limit of the Genesis block.
-
 	var (
 		key1, _ = crypto.HexToECDSA("b71c71a67e1177ad4e901695e1b4b9ee17ae16c6668d313eac2f96dbcda3f291")
 		key2, _ = crypto.HexToECDSA("8a1f9a8f95be41cd7ccb6168179afb4504aefe388d1e14474d32c45c72ce7b7a")
@@ -868,13 +731,19 @@ func TestChainTxReorgs(t *testing.T) {
 		addr2   = crypto.PubkeyToAddress(key2.PublicKey)
 		addr3   = crypto.PubkeyToAddress(key3.PublicKey)
 		db, _   = ethdb.NewMemDatabase()
-		signer  = types.NewEIP155Signer(big.NewInt(1))
-	)
-	genesis := WriteGenesisBlockForTesting(db,
-		GenesisAccount{addr1, big.NewInt(1000000)},
-		GenesisAccount{addr2, big.NewInt(1000000)},
-		GenesisAccount{addr3, big.NewInt(1000000)},
+		gspec   = &Genesis{
+			Config:   params.TestChainConfig,
+			GasLimit: 3141592,
+			Alloc: GenesisAlloc{
+				addr1: {Balance: big.NewInt(1000000)},
+				addr2: {Balance: big.NewInt(1000000)},
+				addr3: {Balance: big.NewInt(1000000)},
+			},
+		}
+		genesis = gspec.MustCommit(db)
+		signer  = types.NewEIP155Signer(gspec.Config.ChainId)
 	)
+
 	// Create two transactions shared between the chains:
 	//  - postponed: transaction included at a later block in the forked chain
 	//  - swapped: transaction included at the same block number in the forked chain
@@ -892,7 +761,7 @@ func TestChainTxReorgs(t *testing.T) {
 	//  - futureAdd: transaction added after the reorg has already finished
 	var pastAdd, freshAdd, futureAdd *types.Transaction
 
-	chain, _ := GenerateChain(params.TestChainConfig, genesis, db, 3, func(i int, gen *BlockGen) {
+	chain, _ := GenerateChain(gspec.Config, genesis, db, 3, func(i int, gen *BlockGen) {
 		switch i {
 		case 0:
 			pastDrop, _ = types.SignTx(types.NewTransaction(gen.TxNonce(addr2), addr2, big.NewInt(1000), bigTxGas, nil, nil), signer, key2)
@@ -911,13 +780,13 @@ func TestChainTxReorgs(t *testing.T) {
 	})
 	// Import the chain. This runs all block validation rules.
 	evmux := &event.TypeMux{}
-	blockchain, _ := NewBlockChain(db, testChainConfig(), pow.FakePow{}, evmux, vm.Config{})
+	blockchain, _ := NewBlockChain(db, gspec.Config, pow.FakePow{}, evmux, vm.Config{})
 	if i, err := blockchain.InsertChain(chain); err != nil {
 		t.Fatalf("failed to insert original chain[%d]: %v", i, err)
 	}
 
 	// overwrite the old chain
-	chain, _ = GenerateChain(params.TestChainConfig, genesis, db, 5, func(i int, gen *BlockGen) {
+	chain, _ = GenerateChain(gspec.Config, genesis, db, 5, func(i int, gen *BlockGen) {
 		switch i {
 		case 0:
 			pastAdd, _ = types.SignTx(types.NewTransaction(gen.TxNonce(addr3), addr3, big.NewInt(1000), bigTxGas, nil, nil), signer, key3)
@@ -969,23 +838,20 @@ func TestChainTxReorgs(t *testing.T) {
 }
 
 func TestLogReorgs(t *testing.T) {
-	params.MinGasLimit = big.NewInt(125000)      // Minimum the gas limit may ever be.
-	params.GenesisGasLimit = big.NewInt(3141592) // Gas limit of the Genesis block.
 
 	var (
 		key1, _ = crypto.HexToECDSA("b71c71a67e1177ad4e901695e1b4b9ee17ae16c6668d313eac2f96dbcda3f291")
 		addr1   = crypto.PubkeyToAddress(key1.PublicKey)
 		db, _   = ethdb.NewMemDatabase()
 		// this code generates a log
-		code   = common.Hex2Bytes("60606040525b7f24ec1d3ff24c2f6ff210738839dbc339cd45a5294d85c79361016243157aae7b60405180905060405180910390a15b600a8060416000396000f360606040526008565b00")
-		signer = types.NewEIP155Signer(big.NewInt(1))
-	)
-	genesis := WriteGenesisBlockForTesting(db,
-		GenesisAccount{addr1, big.NewInt(10000000000000)},
+		code    = common.Hex2Bytes("60606040525b7f24ec1d3ff24c2f6ff210738839dbc339cd45a5294d85c79361016243157aae7b60405180905060405180910390a15b600a8060416000396000f360606040526008565b00")
+		gspec   = &Genesis{Config: params.TestChainConfig, Alloc: GenesisAlloc{addr1: {Balance: big.NewInt(10000000000000)}}}
+		genesis = gspec.MustCommit(db)
+		signer  = types.NewEIP155Signer(gspec.Config.ChainId)
 	)
 
-	evmux := &event.TypeMux{}
-	blockchain, _ := NewBlockChain(db, testChainConfig(), pow.FakePow{}, evmux, vm.Config{})
+	var evmux event.TypeMux
+	blockchain, _ := NewBlockChain(db, gspec.Config, pow.FakePow{}, &evmux, vm.Config{})
 
 	subs := evmux.Subscribe(RemovedLogsEvent{})
 	chain, _ := GenerateChain(params.TestChainConfig, genesis, db, 2, func(i int, gen *BlockGen) {
@@ -1017,19 +883,20 @@ func TestReorgSideEvent(t *testing.T) {
 		db, _   = ethdb.NewMemDatabase()
 		key1, _ = crypto.HexToECDSA("b71c71a67e1177ad4e901695e1b4b9ee17ae16c6668d313eac2f96dbcda3f291")
 		addr1   = crypto.PubkeyToAddress(key1.PublicKey)
-		genesis = WriteGenesisBlockForTesting(db, GenesisAccount{addr1, big.NewInt(10000000000000)})
-		signer  = types.NewEIP155Signer(big.NewInt(1))
+		gspec   = testGenesis(addr1, big.NewInt(10000000000000))
+		genesis = gspec.MustCommit(db)
+		signer  = types.NewEIP155Signer(gspec.Config.ChainId)
 	)
 
 	evmux := &event.TypeMux{}
-	blockchain, _ := NewBlockChain(db, testChainConfig(), pow.FakePow{}, evmux, vm.Config{})
+	blockchain, _ := NewBlockChain(db, gspec.Config, pow.FakePow{}, evmux, vm.Config{})
 
-	chain, _ := GenerateChain(params.TestChainConfig, genesis, db, 3, func(i int, gen *BlockGen) {})
+	chain, _ := GenerateChain(gspec.Config, genesis, db, 3, func(i int, gen *BlockGen) {})
 	if _, err := blockchain.InsertChain(chain); err != nil {
 		t.Fatalf("failed to insert chain: %v", err)
 	}
 
-	replacementBlocks, _ := GenerateChain(params.TestChainConfig, genesis, db, 4, func(i int, gen *BlockGen) {
+	replacementBlocks, _ := GenerateChain(gspec.Config, genesis, db, 4, func(i int, gen *BlockGen) {
 		tx, err := types.SignTx(types.NewContractCreation(gen.TxNonce(addr1), new(big.Int), big.NewInt(1000000), new(big.Int), nil), signer, key1)
 		if i == 2 {
 			gen.OffsetTime(-1)
@@ -1092,28 +959,21 @@ done:
 
 // Tests if the canonical block can be fetched from the database during chain insertion.
 func TestCanonicalBlockRetrieval(t *testing.T) {
-	var (
-		db, _   = ethdb.NewMemDatabase()
-		genesis = WriteGenesisBlockForTesting(db)
-	)
-
-	evmux := &event.TypeMux{}
-	blockchain, _ := NewBlockChain(db, testChainConfig(), pow.FakePow{}, evmux, vm.Config{})
-
-	chain, _ := GenerateChain(params.TestChainConfig, genesis, db, 10, func(i int, gen *BlockGen) {})
+	bc := newTestBlockChain()
+	chain, _ := GenerateChain(bc.config, bc.genesisBlock, bc.chainDb, 10, func(i int, gen *BlockGen) {})
 
 	for i := range chain {
 		go func(block *types.Block) {
 			// try to retrieve a block by its canonical hash and see if the block data can be retrieved.
 			for {
-				ch := GetCanonicalHash(db, block.NumberU64())
+				ch := GetCanonicalHash(bc.chainDb, block.NumberU64())
 				if ch == (common.Hash{}) {
 					continue // busy wait for canonical hash to be written
 				}
 				if ch != block.Hash() {
 					t.Fatalf("unknown canonical hash, want %s, got %s", block.Hash().Hex(), ch.Hex())
 				}
-				fb := GetBlock(db, ch, block.NumberU64())
+				fb := GetBlock(bc.chainDb, ch, block.NumberU64())
 				if fb == nil {
 					t.Fatalf("unable to retrieve block %d for canonical hash: %s", block.NumberU64(), ch.Hex())
 				}
@@ -1124,7 +984,7 @@ func TestCanonicalBlockRetrieval(t *testing.T) {
 			}
 		}(chain[i])
 
-		blockchain.InsertChain(types.Blocks{chain[i]})
+		bc.InsertChain(types.Blocks{chain[i]})
 	}
 }
 
@@ -1136,13 +996,16 @@ func TestEIP155Transition(t *testing.T) {
 		address    = crypto.PubkeyToAddress(key.PublicKey)
 		funds      = big.NewInt(1000000000)
 		deleteAddr = common.Address{1}
-		genesis    = WriteGenesisBlockForTesting(db, GenesisAccount{address, funds}, GenesisAccount{deleteAddr, new(big.Int)})
-		config     = &params.ChainConfig{ChainId: big.NewInt(1), EIP155Block: big.NewInt(2), HomesteadBlock: new(big.Int)}
-		mux        event.TypeMux
+		gspec      = &Genesis{
+			Config: &params.ChainConfig{ChainId: big.NewInt(1), EIP155Block: big.NewInt(2), HomesteadBlock: new(big.Int)},
+			Alloc:  GenesisAlloc{address: {Balance: funds}, deleteAddr: {Balance: new(big.Int)}},
+		}
+		genesis = gspec.MustCommit(db)
+		mux     event.TypeMux
 	)
 
-	blockchain, _ := NewBlockChain(db, config, pow.FakePow{}, &mux, vm.Config{})
-	blocks, _ := GenerateChain(config, genesis, db, 4, func(i int, block *BlockGen) {
+	blockchain, _ := NewBlockChain(db, gspec.Config, pow.FakePow{}, &mux, vm.Config{})
+	blocks, _ := GenerateChain(gspec.Config, genesis, db, 4, func(i int, block *BlockGen) {
 		var (
 			tx      *types.Transaction
 			err     error
@@ -1164,7 +1027,7 @@ func TestEIP155Transition(t *testing.T) {
 			}
 			block.AddTx(tx)
 
-			tx, err = basicTx(types.NewEIP155Signer(config.ChainId))
+			tx, err = basicTx(types.NewEIP155Signer(gspec.Config.ChainId))
 			if err != nil {
 				t.Fatal(err)
 			}
@@ -1176,7 +1039,7 @@ func TestEIP155Transition(t *testing.T) {
 			}
 			block.AddTx(tx)
 
-			tx, err = basicTx(types.NewEIP155Signer(config.ChainId))
+			tx, err = basicTx(types.NewEIP155Signer(gspec.Config.ChainId))
 			if err != nil {
 				t.Fatal(err)
 			}
@@ -1204,7 +1067,7 @@ func TestEIP155Transition(t *testing.T) {
 	}
 
 	// generate an invalid chain id transaction
-	config = &params.ChainConfig{ChainId: big.NewInt(2), EIP155Block: big.NewInt(2), HomesteadBlock: new(big.Int)}
+	config := &params.ChainConfig{ChainId: big.NewInt(2), EIP155Block: big.NewInt(2), HomesteadBlock: new(big.Int)}
 	blocks, _ = GenerateChain(config, blocks[len(blocks)-1], db, 4, func(i int, block *BlockGen) {
 		var (
 			tx      *types.Transaction
@@ -1236,22 +1099,24 @@ func TestEIP161AccountRemoval(t *testing.T) {
 		address = crypto.PubkeyToAddress(key.PublicKey)
 		funds   = big.NewInt(1000000000)
 		theAddr = common.Address{1}
-		genesis = WriteGenesisBlockForTesting(db, GenesisAccount{address, funds})
-		config  = &params.ChainConfig{
-			ChainId:        big.NewInt(1),
-			HomesteadBlock: new(big.Int),
-			EIP155Block:    new(big.Int),
-			EIP158Block:    big.NewInt(2),
-		}
-		mux event.TypeMux
-
-		blockchain, _ = NewBlockChain(db, config, pow.FakePow{}, &mux, vm.Config{})
+		gspec   = &Genesis{
+			Config: &params.ChainConfig{
+				ChainId:        big.NewInt(1),
+				HomesteadBlock: new(big.Int),
+				EIP155Block:    new(big.Int),
+				EIP158Block:    big.NewInt(2),
+			},
+			Alloc: GenesisAlloc{address: {Balance: funds}},
+		}
+		genesis       = gspec.MustCommit(db)
+		mux           event.TypeMux
+		blockchain, _ = NewBlockChain(db, gspec.Config, pow.FakePow{}, &mux, vm.Config{})
 	)
-	blocks, _ := GenerateChain(config, genesis, db, 3, func(i int, block *BlockGen) {
+	blocks, _ := GenerateChain(gspec.Config, genesis, db, 3, func(i int, block *BlockGen) {
 		var (
 			tx     *types.Transaction
 			err    error
-			signer = types.NewEIP155Signer(config.ChainId)
+			signer = types.NewEIP155Signer(gspec.Config.ChainId)
 		)
 		switch i {
 		case 0:
@@ -1279,7 +1144,7 @@ func TestEIP161AccountRemoval(t *testing.T) {
 		t.Fatal(err)
 	}
 	if blockchain.stateCache.Exist(theAddr) {
-		t.Error("account should not expect")
+		t.Error("account should not exist")
 	}
 
 	// account musn't be created post eip 161
@@ -1287,6 +1152,6 @@ func TestEIP161AccountRemoval(t *testing.T) {
 		t.Fatal(err)
 	}
 	if blockchain.stateCache.Exist(theAddr) {
-		t.Error("account should not expect")
+		t.Error("account should not exist")
 	}
 }
diff --git a/core/chain_makers.go b/core/chain_makers.go
index f63496fdc..5bf1ece25 100644
--- a/core/chain_makers.go
+++ b/core/chain_makers.go
@@ -30,19 +30,6 @@ import (
 	"github.com/ethereum/go-ethereum/pow"
 )
 
-/*
- * TODO: move this to another package.
- */
-
-// MakeChainConfig returns a new ChainConfig with the ethereum default chain settings.
-func MakeChainConfig() *params.ChainConfig {
-	return &params.ChainConfig{
-		HomesteadBlock: big.NewInt(0),
-		DAOForkBlock:   nil,
-		DAOForkSupport: true,
-	}
-}
-
 // So we can deterministically seed different blockchains
 var (
 	canonicalSeed = 1
@@ -154,7 +141,7 @@ func (b *BlockGen) OffsetTime(seconds int64) {
 	if b.header.Time.Cmp(b.parent.Header().Time) <= 0 {
 		panic("block time out of range")
 	}
-	b.header.Difficulty = CalcDifficulty(MakeChainConfig(), b.header.Time.Uint64(), b.parent.Time().Uint64(), b.parent.Number(), b.parent.Difficulty())
+	b.header.Difficulty = CalcDifficulty(b.config, b.header.Time.Uint64(), b.parent.Time().Uint64(), b.parent.Number(), b.parent.Difficulty())
 }
 
 // GenerateChain creates a chain of n blocks. The first block's
@@ -170,14 +157,13 @@ func (b *BlockGen) OffsetTime(seconds int64) {
 // values. Inserting them into BlockChain requires use of FakePow or
 // a similar non-validating proof of work implementation.
 func GenerateChain(config *params.ChainConfig, parent *types.Block, db ethdb.Database, n int, gen func(int, *BlockGen)) ([]*types.Block, []types.Receipts) {
+	if config == nil {
+		config = params.TestChainConfig
+	}
 	blocks, receipts := make(types.Blocks, n), make([]types.Receipts, n)
 	genblock := func(i int, h *types.Header, statedb *state.StateDB) (*types.Block, types.Receipts) {
 		b := &BlockGen{parent: parent, i: i, chain: blocks, header: h, statedb: statedb, config: config}
-
 		// Mutate the state and block according to any hard-fork specs
-		if config == nil {
-			config = MakeChainConfig()
-		}
 		if daoBlock := config.DAOForkBlock; daoBlock != nil {
 			limit := new(big.Int).Add(daoBlock, params.DAOForkExtraRange)
 			if h.Number.Cmp(daoBlock) >= 0 && h.Number.Cmp(limit) < 0 {
@@ -226,7 +212,7 @@ func makeHeader(config *params.ChainConfig, parent *types.Block, state *state.St
 		Root:       state.IntermediateRoot(config.IsEIP158(parent.Number())),
 		ParentHash: parent.Hash(),
 		Coinbase:   parent.Coinbase(),
-		Difficulty: CalcDifficulty(MakeChainConfig(), time.Uint64(), new(big.Int).Sub(time, big.NewInt(10)).Uint64(), parent.Number(), parent.Difficulty()),
+		Difficulty: CalcDifficulty(config, time.Uint64(), new(big.Int).Sub(time, big.NewInt(10)).Uint64(), parent.Number(), parent.Difficulty()),
 		GasLimit:   CalcGasLimit(parent),
 		GasUsed:    new(big.Int),
 		Number:     new(big.Int).Add(parent.Number(), common.Big1),
@@ -238,14 +224,12 @@ func makeHeader(config *params.ChainConfig, parent *types.Block, state *state.St
 // chain. Depending on the full flag, if creates either a full block chain or a
 // header only chain.
 func newCanonical(n int, full bool) (ethdb.Database, *BlockChain, error) {
-	// Create the new chain database
-	db, _ := ethdb.NewMemDatabase()
-	evmux := &event.TypeMux{}
-
 	// Initialize a fresh chain with only a genesis block
-	genesis, _ := WriteTestNetGenesisBlock(db)
+	gspec := new(Genesis)
+	db, _ := ethdb.NewMemDatabase()
+	genesis := gspec.MustCommit(db)
 
-	blockchain, _ := NewBlockChain(db, MakeChainConfig(), pow.FakePow{}, evmux, vm.Config{})
+	blockchain, _ := NewBlockChain(db, params.AllProtocolChanges, pow.FakePow{}, new(event.TypeMux), vm.Config{})
 	// Create and inject the requested chain
 	if n == 0 {
 		return db, blockchain, nil
diff --git a/core/chain_makers_test.go b/core/chain_makers_test.go
index 82751553f..a8f77cdf3 100644
--- a/core/chain_makers_test.go
+++ b/core/chain_makers_test.go
@@ -30,9 +30,6 @@ import (
 )
 
 func ExampleGenerateChain() {
-	params.MinGasLimit = big.NewInt(125000)      // Minimum the gas limit may ever be.
-	params.GenesisGasLimit = big.NewInt(3141592) // Gas limit of the Genesis block.
-
 	var (
 		key1, _ = crypto.HexToECDSA("b71c71a67e1177ad4e901695e1b4b9ee17ae16c6668d313eac2f96dbcda3f291")
 		key2, _ = crypto.HexToECDSA("8a1f9a8f95be41cd7ccb6168179afb4504aefe388d1e14474d32c45c72ce7b7a")
@@ -41,19 +38,20 @@ func ExampleGenerateChain() {
 		addr2   = crypto.PubkeyToAddress(key2.PublicKey)
 		addr3   = crypto.PubkeyToAddress(key3.PublicKey)
 		db, _   = ethdb.NewMemDatabase()
-		signer  = types.HomesteadSigner{}
 	)
 
-	chainConfig := &params.ChainConfig{
-		HomesteadBlock: new(big.Int),
-	}
 	// Ensure that key1 has some funds in the genesis block.
-	genesis := WriteGenesisBlockForTesting(db, GenesisAccount{addr1, big.NewInt(1000000)})
+	gspec := &Genesis{
+		Config: &params.ChainConfig{HomesteadBlock: new(big.Int)},
+		Alloc:  GenesisAlloc{addr1: {Balance: big.NewInt(1000000)}},
+	}
+	genesis := gspec.MustCommit(db)
 
 	// This call generates a chain of 5 blocks. The function runs for
 	// each block and adds different features to gen based on the
 	// block index.
-	chain, _ := GenerateChain(chainConfig, genesis, db, 5, func(i int, gen *BlockGen) {
+	signer := types.HomesteadSigner{}
+	chain, _ := GenerateChain(gspec.Config, genesis, db, 5, func(i int, gen *BlockGen) {
 		switch i {
 		case 0:
 			// In block 1, addr1 sends addr2 some ether.
@@ -83,7 +81,7 @@ func ExampleGenerateChain() {
 
 	// Import the chain. This runs all block validation rules.
 	evmux := &event.TypeMux{}
-	blockchain, _ := NewBlockChain(db, chainConfig, pow.FakePow{}, evmux, vm.Config{})
+	blockchain, _ := NewBlockChain(db, gspec.Config, pow.FakePow{}, evmux, vm.Config{})
 	if i, err := blockchain.InsertChain(chain); err != nil {
 		fmt.Printf("insert error (block %d): %v\n", chain[i].NumberU64(), err)
 		return
diff --git a/core/dao.go b/core/dao.go
index 7e376e68a..c43899e31 100644
--- a/core/dao.go
+++ b/core/dao.go
@@ -67,7 +67,7 @@ func ApplyDAOHardFork(statedb *state.StateDB) {
 	}
 
 	// Move every DAO account and extra-balance account funds into the refund contract
-	for _, addr := range params.DAODrainList {
+	for _, addr := range params.DAODrainList() {
 		statedb.AddBalance(params.DAORefundContract, statedb.GetBalance(addr))
 		statedb.SetBalance(addr, new(big.Int))
 	}
diff --git a/core/dao_test.go b/core/dao_test.go
index 45b3235c7..c0d482630 100644
--- a/core/dao_test.go
+++ b/core/dao_test.go
@@ -34,17 +34,18 @@ func TestDAOForkRangeExtradata(t *testing.T) {
 
 	// Generate a common prefix for both pro-forkers and non-forkers
 	db, _ := ethdb.NewMemDatabase()
-	genesis := WriteGenesisBlockForTesting(db)
+	gspec := new(Genesis)
+	genesis := gspec.MustCommit(db)
 	prefix, _ := GenerateChain(params.TestChainConfig, genesis, db, int(forkBlock.Int64()-1), func(i int, gen *BlockGen) {})
 
 	// Create the concurrent, conflicting two nodes
 	proDb, _ := ethdb.NewMemDatabase()
-	WriteGenesisBlockForTesting(proDb)
+	gspec.MustCommit(proDb)
 	proConf := &params.ChainConfig{HomesteadBlock: big.NewInt(0), DAOForkBlock: forkBlock, DAOForkSupport: true}
 	proBc, _ := NewBlockChain(proDb, proConf, new(pow.FakePow), new(event.TypeMux), vm.Config{})
 
 	conDb, _ := ethdb.NewMemDatabase()
-	WriteGenesisBlockForTesting(conDb)
+	gspec.MustCommit(conDb)
 	conConf := &params.ChainConfig{HomesteadBlock: big.NewInt(0), DAOForkBlock: forkBlock, DAOForkSupport: false}
 	conBc, _ := NewBlockChain(conDb, conConf, new(pow.FakePow), new(event.TypeMux), vm.Config{})
 
@@ -58,7 +59,7 @@ func TestDAOForkRangeExtradata(t *testing.T) {
 	for i := int64(0); i < params.DAOForkExtraRange.Int64(); i++ {
 		// Create a pro-fork block, and try to feed into the no-fork chain
 		db, _ = ethdb.NewMemDatabase()
-		WriteGenesisBlockForTesting(db)
+		gspec.MustCommit(db)
 		bc, _ := NewBlockChain(db, conConf, new(pow.FakePow), new(event.TypeMux), vm.Config{})
 
 		blocks := conBc.GetBlocksFromHash(conBc.CurrentBlock().Hash(), int(conBc.CurrentBlock().NumberU64()+1))
@@ -79,7 +80,7 @@ func TestDAOForkRangeExtradata(t *testing.T) {
 		}
 		// Create a no-fork block, and try to feed into the pro-fork chain
 		db, _ = ethdb.NewMemDatabase()
-		WriteGenesisBlockForTesting(db)
+		gspec.MustCommit(db)
 		bc, _ = NewBlockChain(db, proConf, new(pow.FakePow), new(event.TypeMux), vm.Config{})
 
 		blocks = proBc.GetBlocksFromHash(proBc.CurrentBlock().Hash(), int(proBc.CurrentBlock().NumberU64()+1))
@@ -101,7 +102,7 @@ func TestDAOForkRangeExtradata(t *testing.T) {
 	}
 	// Verify that contra-forkers accept pro-fork extra-datas after forking finishes
 	db, _ = ethdb.NewMemDatabase()
-	WriteGenesisBlockForTesting(db)
+	gspec.MustCommit(db)
 	bc, _ := NewBlockChain(db, conConf, new(pow.FakePow), new(event.TypeMux), vm.Config{})
 
 	blocks := conBc.GetBlocksFromHash(conBc.CurrentBlock().Hash(), int(conBc.CurrentBlock().NumberU64()+1))
@@ -117,7 +118,7 @@ func TestDAOForkRangeExtradata(t *testing.T) {
 	}
 	// Verify that pro-forkers accept contra-fork extra-datas after forking finishes
 	db, _ = ethdb.NewMemDatabase()
-	WriteGenesisBlockForTesting(db)
+	gspec.MustCommit(db)
 	bc, _ = NewBlockChain(db, proConf, new(pow.FakePow), new(event.TypeMux), vm.Config{})
 
 	blocks = proBc.GetBlocksFromHash(proBc.CurrentBlock().Hash(), int(proBc.CurrentBlock().NumberU64()+1))
diff --git a/core/database_util_test.go b/core/database_util_test.go
index 0af4e4920..e6be06093 100644
--- a/core/database_util_test.go
+++ b/core/database_util_test.go
@@ -562,7 +562,7 @@ func TestMipmapChain(t *testing.T) {
 	)
 	defer db.Close()
 
-	genesis := WriteGenesisBlockForTesting(db, GenesisAccount{addr, big.NewInt(1000000)})
+	genesis := testGenesis(addr, big.NewInt(1000000)).MustCommit(db)
 	chain, receipts := GenerateChain(params.TestChainConfig, genesis, db, 1010, func(i int, gen *BlockGen) {
 		var receipts types.Receipts
 		switch i {
diff --git a/core/default_genesis.go b/core/default_genesis.go
deleted file mode 100644
index 08fd432d7..000000000
--- a/core/default_genesis.go
+++ /dev/null
@@ -1,28 +0,0 @@
-// Copyright 2015 The go-ethereum Authors
-// This file is part of the go-ethereum library.
-//
-// The go-ethereum library is free software: you can redistribute it and/or modify
-// it under the terms of the GNU Lesser General Public License as published by
-// the Free Software Foundation, either version 3 of the License, or
-// (at your option) any later version.
-//
-// The go-ethereum library is distributed in the hope that it will be useful,
-// but WITHOUT ANY WARRANTY; without even the implied warranty of
-// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-// GNU Lesser General Public License for more details.
-//
-// You should have received a copy of the GNU Lesser General Public License
-// along with the go-ethereum library. If not, see <http://www.gnu.org/licenses/>.
-
-package core
-
-// defaultGenesisBlock is a gzip compressed dump of the official default Ethereum
-// genesis block.
-const defaultGenesisBlock = "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"
-
-// defaultTestnetGenesisBlock is a gzip compressed dump of the official default Ethereum
-// test network genesis block (currently Ropsten).
-const defaultTestnetGenesisBlock = "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"
-
-// defaultDevnetGenesisBlockis a gzip compressed dump of a dev Ethereum network genesis block.
-const defaultDevnetGenesisBlock = "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"
diff --git a/core/gen_genesis.go b/core/gen_genesis.go
new file mode 100644
index 000000000..b5561ba45
--- /dev/null
+++ b/core/gen_genesis.go
@@ -0,0 +1,106 @@
+// generated by github.com/fjl/gencodec, do not edit.
+
+package core
+
+import (
+	"encoding/json"
+	"errors"
+	"math/big"
+
+	"github.com/ethereum/go-ethereum/common"
+	"github.com/ethereum/go-ethereum/common/hexutil"
+	"github.com/ethereum/go-ethereum/common/math"
+	"github.com/ethereum/go-ethereum/params"
+)
+
+func (g *Genesis) MarshalJSON() ([]byte, error) {
+	type GenesisJSON struct {
+		ChainConfig *params.ChainConfig                         `json:"config" optional:"true"`
+		Nonce       *math.HexOrDecimal64                        `json:"nonce" optional:"true"`
+		Timestamp   *math.HexOrDecimal64                        `json:"timestamp" optional:"true"`
+		ParentHash  *common.Hash                                `json:"parentHash" optional:"true"`
+		ExtraData   hexutil.Bytes                               `json:"extraData" optional:"true"`
+		GasLimit    *math.HexOrDecimal64                        `json:"gasLimit"`
+		Difficulty  *math.HexOrDecimal256                       `json:"difficulty"`
+		Mixhash     *common.Hash                                `json:"mixHash" optional:"true"`
+		Coinbase    *common.Address                             `json:"coinbase" optional:"true"`
+		Alloc       map[common.UnprefixedAddress]GenesisAccount `json:"alloc"`
+	}
+	var enc GenesisJSON
+	enc.ChainConfig = g.Config
+	enc.Nonce = (*math.HexOrDecimal64)(&g.Nonce)
+	enc.Timestamp = (*math.HexOrDecimal64)(&g.Timestamp)
+	enc.ParentHash = &g.ParentHash
+	if g.ExtraData != nil {
+		enc.ExtraData = g.ExtraData
+	}
+	enc.GasLimit = (*math.HexOrDecimal64)(&g.GasLimit)
+	enc.Difficulty = (*math.HexOrDecimal256)(g.Difficulty)
+	enc.Mixhash = &g.Mixhash
+	enc.Coinbase = &g.Coinbase
+	if g.Alloc != nil {
+		enc.Alloc = make(map[common.UnprefixedAddress]GenesisAccount, len(g.Alloc))
+		for k, v := range g.Alloc {
+			enc.Alloc[common.UnprefixedAddress(k)] = v
+		}
+	}
+	return json.Marshal(&enc)
+}
+
+func (g *Genesis) UnmarshalJSON(input []byte) error {
+	type GenesisJSON struct {
+		ChainConfig *params.ChainConfig                         `json:"config" optional:"true"`
+		Nonce       *math.HexOrDecimal64                        `json:"nonce" optional:"true"`
+		Timestamp   *math.HexOrDecimal64                        `json:"timestamp" optional:"true"`
+		ParentHash  *common.Hash                                `json:"parentHash" optional:"true"`
+		ExtraData   hexutil.Bytes                               `json:"extraData" optional:"true"`
+		GasLimit    *math.HexOrDecimal64                        `json:"gasLimit"`
+		Difficulty  *math.HexOrDecimal256                       `json:"difficulty"`
+		Mixhash     *common.Hash                                `json:"mixHash" optional:"true"`
+		Coinbase    *common.Address                             `json:"coinbase" optional:"true"`
+		Alloc       map[common.UnprefixedAddress]GenesisAccount `json:"alloc"`
+	}
+	var dec GenesisJSON
+	if err := json.Unmarshal(input, &dec); err != nil {
+		return err
+	}
+	var x Genesis
+	if dec.ChainConfig != nil {
+		x.Config = dec.ChainConfig
+	}
+	if dec.Nonce != nil {
+		x.Nonce = uint64(*dec.Nonce)
+	}
+	if dec.Timestamp != nil {
+		x.Timestamp = uint64(*dec.Timestamp)
+	}
+	if dec.ParentHash != nil {
+		x.ParentHash = *dec.ParentHash
+	}
+	if dec.ExtraData != nil {
+		x.ExtraData = dec.ExtraData
+	}
+	if dec.GasLimit == nil {
+		return errors.New("missing required field 'gasLimit' for Genesis")
+	}
+	x.GasLimit = uint64(*dec.GasLimit)
+	if dec.Difficulty == nil {
+		return errors.New("missing required field 'difficulty' for Genesis")
+	}
+	x.Difficulty = (*big.Int)(dec.Difficulty)
+	if dec.Mixhash != nil {
+		x.Mixhash = *dec.Mixhash
+	}
+	if dec.Coinbase != nil {
+		x.Coinbase = *dec.Coinbase
+	}
+	if dec.Alloc == nil {
+		return errors.New("missing required field 'alloc' for Genesis")
+	}
+	x.Alloc = make(GenesisAlloc, len(dec.Alloc))
+	for k, v := range dec.Alloc {
+		x.Alloc[common.Address(k)] = v
+	}
+	*g = x
+	return nil
+}
diff --git a/core/gen_genesis_account.go b/core/gen_genesis_account.go
new file mode 100644
index 000000000..2dda122f2
--- /dev/null
+++ b/core/gen_genesis_account.go
@@ -0,0 +1,61 @@
+// generated by github.com/fjl/gencodec, do not edit.
+
+package core
+
+import (
+	"encoding/json"
+	"errors"
+	"math/big"
+
+	"github.com/ethereum/go-ethereum/common"
+	"github.com/ethereum/go-ethereum/common/hexutil"
+	"github.com/ethereum/go-ethereum/common/math"
+)
+
+func (g *GenesisAccount) MarshalJSON() ([]byte, error) {
+	type GenesisAccountJSON struct {
+		Code    hexutil.Bytes               `json:"code" optional:"true"`
+		Storage map[common.Hash]common.Hash `json:"storage" optional:"true"`
+		Balance *math.HexOrDecimal256       `json:"balance"`
+		Nonce   *math.HexOrDecimal64        `json:"nonce" optional:"true"`
+	}
+	var enc GenesisAccountJSON
+	if g.Code != nil {
+		enc.Code = g.Code
+	}
+	if g.Storage != nil {
+		enc.Storage = g.Storage
+	}
+	enc.Balance = (*math.HexOrDecimal256)(g.Balance)
+	enc.Nonce = (*math.HexOrDecimal64)(&g.Nonce)
+	return json.Marshal(&enc)
+}
+
+func (g *GenesisAccount) UnmarshalJSON(input []byte) error {
+	type GenesisAccountJSON struct {
+		Code    hexutil.Bytes               `json:"code" optional:"true"`
+		Storage map[common.Hash]common.Hash `json:"storage" optional:"true"`
+		Balance *math.HexOrDecimal256       `json:"balance"`
+		Nonce   *math.HexOrDecimal64        `json:"nonce" optional:"true"`
+	}
+	var dec GenesisAccountJSON
+	if err := json.Unmarshal(input, &dec); err != nil {
+		return err
+	}
+	var x GenesisAccount
+	if dec.Code != nil {
+		x.Code = dec.Code
+	}
+	if dec.Storage != nil {
+		x.Storage = dec.Storage
+	}
+	if dec.Balance == nil {
+		return errors.New("missing required field 'balance' for GenesisAccount")
+	}
+	x.Balance = (*big.Int)(dec.Balance)
+	if dec.Nonce != nil {
+		x.Nonce = uint64(*dec.Nonce)
+	}
+	*g = x
+	return nil
+}
diff --git a/core/genesis.go b/core/genesis.go
index 9fa49f4d0..08d4ae2d1 100644
--- a/core/genesis.go
+++ b/core/genesis.go
@@ -17,230 +17,286 @@
 package core
 
 import (
-	"compress/bzip2"
-	"compress/gzip"
-	"encoding/base64"
-	"encoding/json"
+	"errors"
 	"fmt"
-	"io"
-	"io/ioutil"
 	"math/big"
 	"strings"
 
 	"github.com/ethereum/go-ethereum/common"
+	"github.com/ethereum/go-ethereum/common/hexutil"
 	"github.com/ethereum/go-ethereum/common/math"
 	"github.com/ethereum/go-ethereum/core/state"
 	"github.com/ethereum/go-ethereum/core/types"
 	"github.com/ethereum/go-ethereum/ethdb"
 	"github.com/ethereum/go-ethereum/log"
 	"github.com/ethereum/go-ethereum/params"
+	"github.com/ethereum/go-ethereum/rlp"
 )
 
-// WriteGenesisBlock writes the genesis block to the database as block number 0
-func WriteGenesisBlock(chainDb ethdb.Database, reader io.Reader) (*types.Block, error) {
-	contents, err := ioutil.ReadAll(reader)
-	if err != nil {
-		return nil, err
-	}
+//go:generate gencodec -type Genesis -field-override genesisSpecMarshaling -out gen_genesis.go
+//go:generate gencodec -type GenesisAccount -field-override genesisAccountMarshaling -out gen_genesis_account.go
 
-	var genesis struct {
-		ChainConfig *params.ChainConfig `json:"config"`
-		Nonce       string
-		Timestamp   string
-		ParentHash  string
-		ExtraData   string
-		GasLimit    string
-		Difficulty  string
-		Mixhash     string
-		Coinbase    string
-		Alloc       map[string]struct {
-			Code    string
-			Storage map[string]string
-			Balance string
-			Nonce   string
-		}
-	}
+var errGenesisNoConfig = errors.New("genesis has no chain configuration")
 
-	if err := json.Unmarshal(contents, &genesis); err != nil {
-		return nil, err
-	}
-	if genesis.ChainConfig == nil {
-		genesis.ChainConfig = params.AllProtocolChanges
+// Genesis specifies the header fields, state of a genesis block. It also defines hard
+// fork switch-over blocks through the chain configuration.
+type Genesis struct {
+	Config     *params.ChainConfig `json:"config" optional:"true"`
+	Nonce      uint64              `json:"nonce" optional:"true"`
+	Timestamp  uint64              `json:"timestamp" optional:"true"`
+	ParentHash common.Hash         `json:"parentHash" optional:"true"`
+	ExtraData  []byte              `json:"extraData" optional:"true"`
+	GasLimit   uint64              `json:"gasLimit"`
+	Difficulty *big.Int            `json:"difficulty"`
+	Mixhash    common.Hash         `json:"mixHash" optional:"true"`
+	Coinbase   common.Address      `json:"coinbase" optional:"true"`
+	Alloc      GenesisAlloc        `json:"alloc"`
+}
+
+// GenesisAlloc specifies the initial state that is part of the genesis block.
+type GenesisAlloc map[common.Address]GenesisAccount
+
+// GenesisAccount is an account in the state of the genesis block.
+type GenesisAccount struct {
+	Code    []byte                      `json:"code" optional:"true"`
+	Storage map[common.Hash]common.Hash `json:"storage" optional:"true"`
+	Balance *big.Int                    `json:"balance"`
+	Nonce   uint64                      `json:"nonce" optional:"true"`
+}
+
+// field type overrides for gencodec
+type genesisSpecMarshaling struct {
+	Nonce      math.HexOrDecimal64
+	Timestamp  math.HexOrDecimal64
+	ExtraData  hexutil.Bytes
+	GasLimit   math.HexOrDecimal64
+	Difficulty *math.HexOrDecimal256
+	Alloc      map[common.UnprefixedAddress]GenesisAccount
+}
+type genesisAccountMarshaling struct {
+	Code    hexutil.Bytes
+	Balance *math.HexOrDecimal256
+	Nonce   math.HexOrDecimal64
+}
+
+// GenesisMismatchError is raised when trying to overwrite an existing
+// genesis block with an incompatible one.
+type GenesisMismatchError struct {
+	Stored, New common.Hash
+}
+
+func (e *GenesisMismatchError) Error() string {
+	return fmt.Sprintf("wrong genesis block in database (have %x, new %x)", e.Stored[:8], e.New[:8])
+}
+
+// SetupGenesisBlock writes or updates the genesis block in db.
+// The block that will be used is:
+//
+//                          genesis == nil       genesis != nil
+//                       +------------------------------------------
+//     db has no genesis |  main-net default  |  genesis
+//     db has genesis    |  from DB           |  genesis (if compatible)
+//
+// The stored chain configuration will be updated if it is compatible (i.e. does not
+// specify a fork block below the local head block). In case of a conflict, the
+// error is a *params.ConfigCompatError and the new, unwritten config is returned.
+//
+// The returned chain configuration is never nil.
+func SetupGenesisBlock(db ethdb.Database, genesis *Genesis) (*params.ChainConfig, common.Hash, error) {
+	if genesis != nil && genesis.Config == nil {
+		return params.AllProtocolChanges, common.Hash{}, errGenesisNoConfig
 	}
 
-	// creating with empty hash always works
-	statedb, _ := state.New(common.Hash{}, chainDb)
-	for addr, account := range genesis.Alloc {
-		balance, ok := math.ParseBig256(account.Balance)
-		if !ok {
-			return nil, fmt.Errorf("invalid balance for account %s: %q", addr, account.Balance)
-		}
-		nonce, ok := math.ParseUint64(account.Nonce)
-		if !ok {
-			return nil, fmt.Errorf("invalid nonce for account %s: %q", addr, account.Nonce)
+	// Just commit the new block if there is no stored genesis block.
+	stored := GetCanonicalHash(db, 0)
+	if (stored == common.Hash{}) {
+		if genesis == nil {
+			log.Info("Writing default main-net genesis block")
+			genesis = DefaultGenesisBlock()
+		} else {
+			log.Info("Writing custom genesis block")
 		}
+		block, err := genesis.Commit(db)
+		return genesis.Config, block.Hash(), err
+	}
 
-		address := common.HexToAddress(addr)
-		statedb.AddBalance(address, balance)
-		statedb.SetCode(address, common.FromHex(account.Code))
-		statedb.SetNonce(address, nonce)
-		for key, value := range account.Storage {
-			statedb.SetState(address, common.HexToHash(key), common.HexToHash(value))
+	// Check whether the genesis block is already written.
+	if genesis != nil {
+		block, _ := genesis.ToBlock()
+		hash := block.Hash()
+		if hash != stored {
+			return genesis.Config, block.Hash(), &GenesisMismatchError{stored, hash}
 		}
 	}
-	root, stateBatch := statedb.CommitBatch(false)
 
-	difficulty, ok := math.ParseBig256(genesis.Difficulty)
-	if !ok {
-		return nil, fmt.Errorf("invalid difficulty: %q", genesis.Difficulty)
+	// Get the existing chain configuration.
+	newcfg := genesis.configOrDefault(stored)
+	storedcfg, err := GetChainConfig(db, stored)
+	if err != nil {
+		if err == ChainConfigNotFoundErr {
+			// This case happens if a genesis write was interrupted.
+			log.Warn("Found genesis block without chain config")
+			err = WriteChainConfig(db, stored, newcfg)
+		}
+		return newcfg, stored, err
 	}
-	gaslimit, ok := math.ParseUint64(genesis.GasLimit)
-	if !ok {
-		return nil, fmt.Errorf("invalid gas limit: %q", genesis.GasLimit)
+	// Special case: don't change the existing config of a non-mainnet chain if no new
+	// config is supplied. These chains would get AllProtocolChanges (and a compat error)
+	// if we just continued here.
+	if genesis == nil && stored != params.MainNetGenesisHash {
+		return storedcfg, stored, nil
 	}
-	nonce, ok := math.ParseUint64(genesis.Nonce)
-	if !ok {
-		return nil, fmt.Errorf("invalid nonce: %q", genesis.Nonce)
+
+	// Check config compatibility and write the config. Compatibility errors
+	// are returned to the caller unless we're already at block zero.
+	height := GetBlockNumber(db, GetHeadHeaderHash(db))
+	if height == missingNumber {
+		return newcfg, stored, fmt.Errorf("missing block number for head header hash")
 	}
-	timestamp, ok := math.ParseBig256(genesis.Timestamp)
-	if !ok {
-		return nil, fmt.Errorf("invalid timestamp: %q", genesis.Timestamp)
+	compatErr := storedcfg.CheckCompatible(newcfg, height)
+	if compatErr != nil && height != 0 && compatErr.RewindTo != 0 {
+		return newcfg, stored, compatErr
 	}
+	return newcfg, stored, WriteChainConfig(db, stored, newcfg)
+}
 
-	block := types.NewBlock(&types.Header{
-		Nonce:      types.EncodeNonce(nonce),
-		Time:       timestamp,
-		ParentHash: common.HexToHash(genesis.ParentHash),
-		Extra:      common.FromHex(genesis.ExtraData),
-		GasLimit:   new(big.Int).SetUint64(gaslimit),
-		Difficulty: difficulty,
-		MixDigest:  common.HexToHash(genesis.Mixhash),
-		Coinbase:   common.HexToAddress(genesis.Coinbase),
-		Root:       root,
-	}, nil, nil, nil)
+func (g *Genesis) configOrDefault(ghash common.Hash) *params.ChainConfig {
+	switch {
+	case g != nil:
+		return g.Config
+	case ghash == params.MainNetGenesisHash:
+		return params.MainnetChainConfig
+	case ghash == params.TestNetGenesisHash:
+		return params.TestnetChainConfig
+	default:
+		return params.AllProtocolChanges
+	}
+}
 
-	if block := GetBlock(chainDb, block.Hash(), block.NumberU64()); block != nil {
-		log.Info("Genesis block known, writing canonical number")
-		err := WriteCanonicalHash(chainDb, block.Hash(), block.NumberU64())
-		if err != nil {
-			return nil, err
+// ToBlock creates the block and state of a genesis specification.
+func (g *Genesis) ToBlock() (*types.Block, *state.StateDB) {
+	db, _ := ethdb.NewMemDatabase()
+	statedb, _ := state.New(common.Hash{}, db)
+	for addr, account := range g.Alloc {
+		statedb.AddBalance(addr, account.Balance)
+		statedb.SetCode(addr, account.Code)
+		statedb.SetNonce(addr, account.Nonce)
+		for key, value := range account.Storage {
+			statedb.SetState(addr, key, value)
 		}
-		return block, nil
 	}
+	root := statedb.IntermediateRoot(false)
+	head := &types.Header{
+		Nonce:      types.EncodeNonce(g.Nonce),
+		Time:       new(big.Int).SetUint64(g.Timestamp),
+		ParentHash: g.ParentHash,
+		Extra:      g.ExtraData,
+		GasLimit:   new(big.Int).SetUint64(g.GasLimit),
+		Difficulty: g.Difficulty,
+		MixDigest:  g.Mixhash,
+		Coinbase:   g.Coinbase,
+		Root:       root,
+	}
+	if g.GasLimit == 0 {
+		head.GasLimit = params.GenesisGasLimit
+	}
+	if g.Difficulty == nil {
+		head.Difficulty = params.GenesisDifficulty
+	}
+	return types.NewBlock(head, nil, nil, nil), statedb
+}
 
-	if err := stateBatch.Write(); err != nil {
+// Commit writes the block and state of a genesis specification to the database.
+// The block is committed as the canonical head block.
+func (g *Genesis) Commit(db ethdb.Database) (*types.Block, error) {
+	block, statedb := g.ToBlock()
+	if _, err := statedb.CommitTo(db, false); err != nil {
 		return nil, fmt.Errorf("cannot write state: %v", err)
 	}
-	if err := WriteTd(chainDb, block.Hash(), block.NumberU64(), difficulty); err != nil {
+	if err := WriteTd(db, block.Hash(), block.NumberU64(), g.Difficulty); err != nil {
 		return nil, err
 	}
-	if err := WriteBlock(chainDb, block); err != nil {
+	if err := WriteBlock(db, block); err != nil {
 		return nil, err
 	}
-	if err := WriteBlockReceipts(chainDb, block.Hash(), block.NumberU64(), nil); err != nil {
+	if err := WriteBlockReceipts(db, block.Hash(), block.NumberU64(), nil); err != nil {
 		return nil, err
 	}
-	if err := WriteCanonicalHash(chainDb, block.Hash(), block.NumberU64()); err != nil {
+	if err := WriteCanonicalHash(db, block.Hash(), block.NumberU64()); err != nil {
 		return nil, err
 	}
-	if err := WriteHeadBlockHash(chainDb, block.Hash()); err != nil {
+	if err := WriteHeadBlockHash(db, block.Hash()); err != nil {
 		return nil, err
 	}
-	if err := WriteChainConfig(chainDb, block.Hash(), genesis.ChainConfig); err != nil {
+	if err := WriteHeadHeaderHash(db, block.Hash()); err != nil {
 		return nil, err
 	}
-	return block, nil
-}
-
-// GenesisBlockForTesting creates a block in which addr has the given wei balance.
-// The state trie of the block is written to db. the passed db needs to contain a state root
-func GenesisBlockForTesting(db ethdb.Database, addr common.Address, balance *big.Int) *types.Block {
-	statedb, _ := state.New(common.Hash{}, db)
-	obj := statedb.GetOrNewStateObject(addr)
-	obj.SetBalance(balance)
-	root, err := statedb.Commit(false)
-	if err != nil {
-		panic(fmt.Sprintf("cannot write state: %v", err))
+	config := g.Config
+	if config == nil {
+		config = params.AllProtocolChanges
 	}
-	block := types.NewBlock(&types.Header{
-		Difficulty: params.GenesisDifficulty,
-		GasLimit:   params.GenesisGasLimit,
-		Root:       root,
-	}, nil, nil, nil)
-	return block
+	return block, WriteChainConfig(db, block.Hash(), config)
 }
 
-type GenesisAccount struct {
-	Address common.Address
-	Balance *big.Int
-}
-
-func WriteGenesisBlockForTesting(db ethdb.Database, accounts ...GenesisAccount) *types.Block {
-	accountJson := "{"
-	for i, account := range accounts {
-		if i != 0 {
-			accountJson += ","
-		}
-		accountJson += fmt.Sprintf(`"0x%x":{"balance":"%d"}`, account.Address, account.Balance)
-	}
-	accountJson += "}"
-
-	testGenesis := fmt.Sprintf(`{
-	"nonce":"0x%x",
-	"gasLimit":"0x%x",
-	"difficulty":"0x%x",
-	"alloc": %s
-}`, types.EncodeNonce(0), params.GenesisGasLimit.Bytes(), params.GenesisDifficulty.Bytes(), accountJson)
-	block, err := WriteGenesisBlock(db, strings.NewReader(testGenesis))
+// MustCommit writes the genesis block and state to db, panicking on error.
+// The block is committed as the canonical head block.
+func (g *Genesis) MustCommit(db ethdb.Database) *types.Block {
+	block, err := g.Commit(db)
 	if err != nil {
 		panic(err)
 	}
 	return block
 }
 
-// WriteDefaultGenesisBlock assembles the official Ethereum genesis block and
-// writes it - along with all associated state - into a chain database.
-func WriteDefaultGenesisBlock(chainDb ethdb.Database) (*types.Block, error) {
-	return WriteGenesisBlock(chainDb, strings.NewReader(DefaultGenesisBlock()))
+// GenesisBlockForTesting creates and writes a block in which addr has the given wei balance.
+func GenesisBlockForTesting(db ethdb.Database, addr common.Address, balance *big.Int) *types.Block {
+	g := Genesis{Alloc: GenesisAlloc{addr: {Balance: balance}}}
+	return g.MustCommit(db)
 }
 
-// WriteTestNetGenesisBlock assembles the test network genesis block and
-// writes it - along with all associated state - into a chain database.
-func WriteTestNetGenesisBlock(chainDb ethdb.Database) (*types.Block, error) {
-	return WriteGenesisBlock(chainDb, strings.NewReader(DefaultTestnetGenesisBlock()))
+// DefaultGenesisBlock returns the Ethereum main net genesis block.
+func DefaultGenesisBlock() *Genesis {
+	return &Genesis{
+		Config:     params.MainnetChainConfig,
+		Nonce:      66,
+		ExtraData:  hexutil.MustDecode("0x11bbe8db4e347b4e8c937c1c8370e4b5ed33adb3db69cbdb7a38e1e50b1b82fa"),
+		GasLimit:   5000,
+		Difficulty: big.NewInt(17179869184),
+		Alloc:      decodePrealloc(mainnetAllocData),
+	}
 }
 
-// DefaultGenesisBlock assembles a JSON string representing the default Ethereum
-// genesis block.
-func DefaultGenesisBlock() string {
-	reader, err := gzip.NewReader(base64.NewDecoder(base64.StdEncoding, strings.NewReader(defaultGenesisBlock)))
-	if err != nil {
-		panic(fmt.Sprintf("failed to access default genesis: %v", err))
-	}
-	blob, err := ioutil.ReadAll(reader)
-	if err != nil {
-		panic(fmt.Sprintf("failed to load default genesis: %v", err))
+// DefaultTestnetGenesisBlock returns the Ropsten network genesis block.
+func DefaultTestnetGenesisBlock() *Genesis {
+	return &Genesis{
+		Config:     params.TestnetChainConfig,
+		Nonce:      66,
+		ExtraData:  hexutil.MustDecode("0x3535353535353535353535353535353535353535353535353535353535353535"),
+		GasLimit:   16777216,
+		Difficulty: big.NewInt(1048576),
+		Alloc:      decodePrealloc(testnetAllocData),
 	}
-	return string(blob)
 }
 
-// DefaultTestnetGenesisBlock assembles a JSON string representing the default Ethereum
-// test network genesis block.
-func DefaultTestnetGenesisBlock() string {
-	reader := bzip2.NewReader(base64.NewDecoder(base64.StdEncoding, strings.NewReader(defaultTestnetGenesisBlock)))
-	blob, err := ioutil.ReadAll(reader)
-	if err != nil {
-		panic(fmt.Sprintf("failed to load default genesis: %v", err))
+// DevGenesisBlock returns the 'geth --dev' genesis block.
+func DevGenesisBlock() *Genesis {
+	return &Genesis{
+		Config:     params.AllProtocolChanges,
+		Nonce:      42,
+		GasLimit:   4712388,
+		Difficulty: big.NewInt(131072),
+		Alloc:      decodePrealloc(devAllocData),
 	}
-	return string(blob)
 }
 
-// DevGenesisBlock assembles a JSON string representing a local dev genesis block.
-func DevGenesisBlock() string {
-	reader := bzip2.NewReader(base64.NewDecoder(base64.StdEncoding, strings.NewReader(defaultDevnetGenesisBlock)))
-	blob, err := ioutil.ReadAll(reader)
-	if err != nil {
-		panic(fmt.Sprintf("failed to load dev genesis: %v", err))
+func decodePrealloc(data string) GenesisAlloc {
+	var p []struct{ Addr, Balance *big.Int }
+	if err := rlp.NewStream(strings.NewReader(data), 0).Decode(&p); err != nil {
+		panic(err)
+	}
+	ga := make(GenesisAlloc, len(p))
+	for _, account := range p {
+		ga[common.BigToAddress(account.Addr)] = GenesisAccount{Balance: account.Balance}
 	}
-	return string(blob)
+	return ga
 }
diff --git a/core/genesis_alloc.go b/core/genesis_alloc.go
new file mode 100644
index 000000000..fa4635df2
--- /dev/null
+++ b/core/genesis_alloc.go
@@ -0,0 +1,25 @@
+// Copyright 2017 The go-ethereum Authors
+// This file is part of the go-ethereum library.
+//
+// The go-ethereum library is free software: you can redistribute it and/or modify
+// it under the terms of the GNU Lesser General Public License as published by
+// the Free Software Foundation, either version 3 of the License, or
+// (at your option) any later version.
+//
+// The go-ethereum library is distributed in the hope that it will be useful,
+// but WITHOUT ANY WARRANTY; without even the implied warranty of
+// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
+// GNU Lesser General Public License for more details.
+//
+// You should have received a copy of the GNU Lesser General Public License
+// along with the go-ethereum library. If not, see <http://www.gnu.org/licenses/>.
+
+package core
+
+// Constants containing the genesis allocation of built-in genesis blocks.
+// Their content is an RLP-encoded list of (address, balance) tuples.
+// Use mkalloc.go to create/update them.
+
+const mainnetAllocData = "\xfa\x04]X\u0793\r\x83b\x011\x8e\u0189\x9agT\x06\x908'\x80t2\x80\x89\n\u05ce\xbcZ\xc6 \x00\x00\u0793\x17bC\x0e\xa9\u00e2nWI\xaf\xdbp\xda_x\u077b\x8c\x89\n\u05ce\xbcZ\xc6 \x00\x00\u0793\x1d\x14\x80K9\x9cn\xf8\x0edWoev`\x80O\xec\v\x89\u3bb5sr@\xa0\x00\x00\u07932@5\x87\x94{\x9f\x15b*h\xd1\x04\xd5M3\xdb\xd1\u0349\x043\x87Oc,\xc6\x00\x00\u0793I~\x92\xcd\xc0\xe0\xb9c\xd7R\xb2)j\u02c7\u0682\x8b$\x89\n\x8fd\x9f\xe7\xc6\x18\x00\x00\u0793K\xfb\xe1Tk\xc6\xc6[\\~\xaaU0K8\xbb\xfe\xc6\u04c9lk\x93[\x8b\xbd@\x00\x00\u0793Z\x9c\x03\xf6\x9d\x17\xd6l\xbb\x8a\xd7!\x00\x8a\x9e\xbb\xb86\xfb\x89lk\x93[\x8b\xbd@\x00\x00\u0793]\x0e\xe8\x15^\xc0\xa6\xffh\bU,\xa5\xf1k\xb5\xbe2:\x89\n\xad\xec\x98?\xcf\xf4\x00\x00\u0793v\"\xd8J#K\xb8\xb0x#\x0f\u03c4\xb6z\u9a2c\xae\x89%\xe1\xccQ\x99R\xf8\x00\x00\u0793{\x9f\xc3\x19\x05\xb4\x99K\x04\xc9\xe2\xcf\xdc^'pP?B\x89l]\xb2\xa4\xd8\x15\xdc\x00\x00\u0793\u007fJ#\xca\x00\xcd\x04=%\u0088\x8c\x1a\xa5h\x8f\x81\xa3D\x89)\xf0\xa9[\xfb\xf7)\x00\x00\u0793\x869\u06bb\u3bac\x88{]\xc0\xe4>\x13\xbc\u0487\xd7l\x89\x10\xd0\xe3\xc8}n,\x00\x00\u0793\x89P\x86y\xab\xf8\xc7\x1b\xf6x\x16\x87\x12\x0e>j\x84XM\x89a\x94\x04\x9f0\xf7 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\x00\x00\u07d4\xff\xb0G&\u07e4\x1a\xfd\xc8\x19\x16\x84\x18a\x04r\x97\r{\xfc\x89\xd8\xd7&\xb7\x17z\x80\x00\x00\u07d4\xff\xb3\xbc\xc3\x19j\x8c<\xb84\xce\xc9L4\xfe\xd3[>\x10T\x89H\xa4<T`/p\x00\x00\u07d4\xff\xb9tg3g\xf5\xc0{\xe5\xfd'\r\u0137\x13\x8b\aMW\x89\x85\xeb\u023d\xb9\x06m\x80\x00\u07d4\xff\xb9\xc7!~ft01\xeb7z\xf6\\w\xdbsY\xdc\u0689\x02+\x1c\x8c\x12'\xa0\x00\x00\u07d4\xff\xbc=\xa08\x1e\xc39\xc1\xc0I\xeb\x1e\xd9\xee4\xfd\u03a6\u0289\xd8\xd7&\xb7\x17z\x80\x00\x00\u07d4\xff\xc5\xfcK~\x8a\x02\x93\xff9\xa3\xa0\xf7\xd6\r&F\xd3zt\x89lk\x93[\x8b\xbd@\x00\x00\u07d4\xff\xc9\xcc0\x94\xb0A\xad\x0e\ao\x96\x8a\r\xe3\xb1g%Xf\x89\x17p\xc1e\v\xee\xe8\x00\x00\u07d4\xff\xd5\x17\x0f\u0468\x11\x8dU\x8eu\x11\xe3d\xb2I\x06\xc4\xf6\xb3\x89\x03A\xd8\xcd'\xf1X\x80\x00\xe0\x94\xff\xd6\u0695\x8e\xec\xbc\x01k\xab\x91\x05\x84@\u04dbA\u01fe\x83\x8a\x04<3\xc1\x93ud\x80\x00\x00\u07d4\xff\xe0\xe9\x97\xf1\x97za_Z1Z\xf4\x13\xfdHi4;\xa0\x89\x05l\xd5_\xc6M\xfe\x00\x00\u07d4\xff\u2375<\x90D\xb4\xec\xd4\x05?\u0474\xb1\rpV\u0188\x89\x05k\xc7^-c\x10\x00\x00\u07d4\xff\xe2\xe2\x8c?\xb7GI\xd7\xe7\x80\u070a]B%8\xe6\xe4Q\x89\r\xbb\x81\xe0[\xc1-\x80\x00\u07d4\xff\xe8\xcb\xc1h\x1e^\x9d\xb7J\x0f\x93\xf8\xed%\x89u\x19\x12\x0f\x89Q\xb1\u04c3\x92a\xac\x00\x00\u07d4\xff\xea\xc00^\xde:\x91R\x95\xec\x8ea\xc7\xf8\x81\x00oDt\x89\x05V\xf6L\x1f\xe7\xfa\x00\x00\u07d4\xff\xec\t\x13\xc65\xba\xca/^W\xa3z\xa9\xfb{l\x9bn&\x89+\xa3\x9e\x82\xed]t\x00\x00\xe0\x94\xff\xf3:;\xd3j\xbd\xbdA'\a\xb8\xe3\x10\xd6\x01\x14T\xa7\xae\x8a\x01\xb1\xaeMn.\xf5\x00\x00\x00\u07d4\xff\xf4\xba\u0556c4y\xa2\xa2\x9f\x9a\x8b?x\xee\xfd\a\xe6\xee\x89\x05k\xc7^-c\x10\x00\x00\u07d4\xff\xf7\xac\x99\xc8\xe4\xfe\xb6\f\x97P\x05K\xdc\x14\xce\x18W\xf1\x81\x8965\u026d\xc5\u07a0\x00\x00"
+const testnetAllocData = "\xf9\x03\xa4\u0080\x01\xc2\x01\x01\xc2\x02\x01\xc2\x03\x01\xc2\x04\x01\xc2\x05\x01\xc2\x06\x01\xc2\a\x01\xc2\b\x01\xc2\t\x01\xc2\n\x80\xc2\v\x80\xc2\f\x80\xc2\r\x80\xc2\x0e\x80\xc2\x0f\x80\xc2\x10\x80\xc2\x11\x80\xc2\x12\x80\xc2\x13\x80\xc2\x14\x80\xc2\x15\x80\xc2\x16\x80\xc2\x17\x80\xc2\x18\x80\xc2\x19\x80\xc2\x1a\x80\xc2\x1b\x80\xc2\x1c\x80\xc2\x1d\x80\xc2\x1e\x80\xc2\x1f\x80\xc2 \x80\xc2!\x80\xc2\"\x80\xc2#\x80\xc2$\x80\xc2%\x80\xc2&\x80\xc2'\x80\xc2(\x80\xc2)\x80\xc2*\x80\xc2+\x80\xc2,\x80\xc2-\x80\xc2.\x80\xc2/\x80\xc20\x80\xc21\x80\xc22\x80\xc23\x80\xc24\x80\xc25\x80\xc26\x80\xc27\x80\xc28\x80\xc29\x80\xc2:\x80\xc2;\x80\xc2<\x80\xc2=\x80\xc2>\x80\xc2?\x80\xc2@\x80\xc2A\x80\xc2B\x80\xc2C\x80\xc2D\x80\xc2E\x80\xc2F\x80\xc2G\x80\xc2H\x80\xc2I\x80\xc2J\x80\xc2K\x80\xc2L\x80\xc2M\x80\xc2N\x80\xc2O\x80\xc2P\x80\xc2Q\x80\xc2R\x80\xc2S\x80\xc2T\x80\xc2U\x80\xc2V\x80\xc2W\x80\xc2X\x80\xc2Y\x80\xc2Z\x80\xc2[\x80\xc2\\\x80\xc2]\x80\xc2^\x80\xc2_\x80\xc2`\x80\xc2a\x80\xc2b\x80\xc2c\x80\xc2d\x80\xc2e\x80\xc2f\x80\xc2g\x80\xc2h\x80\xc2i\x80\xc2j\x80\xc2k\x80\xc2l\x80\xc2m\x80\xc2n\x80\xc2o\x80\xc2p\x80\xc2q\x80\xc2r\x80\xc2s\x80\xc2t\x80\xc2u\x80\xc2v\x80\xc2w\x80\xc2x\x80\xc2y\x80\xc2z\x80\xc2{\x80\xc2|\x80\xc2}\x80\xc2~\x80\xc2\u007f\x80\u00c1\x80\x80\u00c1\x81\x80\u00c1\x82\x80\u00c1\x83\x80\u00c1\x84\x80\u00c1\x85\x80\u00c1\x86\x80\u00c1\x87\x80\u00c1\x88\x80\u00c1\x89\x80\u00c1\x8a\x80\u00c1\x8b\x80\u00c1\x8c\x80\u00c1\x8d\x80\u00c1\x8e\x80\u00c1\x8f\x80\u00c1\x90\x80\u00c1\x91\x80\u00c1\x92\x80\u00c1\x93\x80\u00c1\x94\x80\u00c1\x95\x80\u00c1\x96\x80\u00c1\x97\x80\u00c1\x98\x80\u00c1\x99\x80\u00c1\x9a\x80\u00c1\x9b\x80\u00c1\x9c\x80\u00c1\x9d\x80\u00c1\x9e\x80\u00c1\x9f\x80\u00c1\xa0\x80\u00c1\xa1\x80\u00c1\xa2\x80\u00c1\xa3\x80\u00c1\xa4\x80\u00c1\xa5\x80\u00c1\xa6\x80\u00c1\xa7\x80\u00c1\xa8\x80\u00c1\xa9\x80\u00c1\xaa\x80\u00c1\xab\x80\u00c1\xac\x80\u00c1\xad\x80\u00c1\xae\x80\u00c1\xaf\x80\u00c1\xb0\x80\u00c1\xb1\x80\u00c1\xb2\x80\u00c1\xb3\x80\u00c1\xb4\x80\u00c1\xb5\x80\u00c1\xb6\x80\u00c1\xb7\x80\u00c1\xb8\x80\u00c1\xb9\x80\u00c1\xba\x80\u00c1\xbb\x80\u00c1\xbc\x80\u00c1\xbd\x80\u00c1\xbe\x80\u00c1\xbf\x80\u00c1\xc0\x80\u00c1\xc1\x80\u00c1\u0080\u00c1\u00c0\u00c1\u0100\u00c1\u0140\u00c1\u0180\u00c1\u01c0\u00c1\u0200\u00c1\u0240\u00c1\u0280\u00c1\u02c0\u00c1\u0300\u00c1\u0340\u00c1\u0380\u00c1\u03c0\u00c1\u0400\u00c1\u0440\u00c1\u0480\u00c1\u04c0\u00c1\u0500\u00c1\u0540\u00c1\u0580\u00c1\u05c0\u00c1\u0600\u00c1\u0640\u00c1\u0680\u00c1\u06c0\u00c1\u0700\u00c1\u0740\u00c1\u0780\u00c1\u07c0\u00c1\xe0\x80\u00c1\xe1\x80\u00c1\xe2\x80\u00c1\xe3\x80\u00c1\xe4\x80\u00c1\xe5\x80\u00c1\xe6\x80\u00c1\xe7\x80\u00c1\xe8\x80\u00c1\xe9\x80\u00c1\xea\x80\u00c1\xeb\x80\u00c1\xec\x80\u00c1\xed\x80\u00c1\xee\x80\u00c1\xef\x80\u00c1\xf0\x80\u00c1\xf1\x80\u00c1\xf2\x80\u00c1\xf3\x80\u00c1\xf4\x80\u00c1\xf5\x80\u00c1\xf6\x80\u00c1\xf7\x80\u00c1\xf8\x80\u00c1\xf9\x80\u00c1\xfa\x80\u00c1\xfb\x80\u00c1\xfc\x80\u00c1\xfd\x80\u00c1\xfe\x80\u00c1\xff\x80\u3507KT\xa8\xbd\x15)f\xd6?pk\xae\x1f\xfe\xb0A\x19!\xe5\x8d\f\x9f,\x9c\xd0Ft\xed\xea@\x00\x00\x00"
+const devAllocData = "\xf9\x01\x94\xc2\x01\x01\xc2\x02\x01\xc2\x03\x01\xc2\x04\x01\xf0\x94\x1a&3\x8f\r\x90^)_\u0337\x1f\xa9\ua11f\xfa\x12\xaa\xf4\x9a\x01\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\xf0\x94.\xf4q\x00\xe0x{\x91Q\x05\xfd^?O\xf6u y\xd5\u02da\x01\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\xf0\x94l8jK&\xf7<\x80/4g?rH\xbb\x11\x8f\x97BJ\x9a\x01\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\xf0\x94\xb9\xc0\x15\x91\x8b\u06ba$\xb4\xff\x05z\x92\xa3\x87=n\xb2\x01\xbe\x9a\x01\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\xf0\x94\xcd*=\x9f\x93\x8e\x13\u0354~\xc0Z\xbc\u007f\xe74\u07cd\xd8&\x9a\x01\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\xf0\x94\xdb\xdb\xdb,\xbd#\xb7\x83t\x1e\x8d\u007f\xcfQ\xe4Y\xb4\x97\u499a\x01\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\xf0\x94\xe4\x15{4\xea\x96\x15\u03fd\xe6\xb4\xfd\xa4\x19\x82\x81$\xb7\fx\x9a\x01\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\xf0\x94\xe6qo\x95D\xa5lS\r\x86\x8eK\xfb\xac\xb1r1[\u07ad\x9a\x01\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00"
diff --git a/core/genesis_test.go b/core/genesis_test.go
new file mode 100644
index 000000000..b73dd776f
--- /dev/null
+++ b/core/genesis_test.go
@@ -0,0 +1,161 @@
+// Copyright 2017 The go-ethereum Authors
+// This file is part of the go-ethereum library.
+//
+// The go-ethereum library is free software: you can redistribute it and/or modify
+// it under the terms of the GNU Lesser General Public License as published by
+// the Free Software Foundation, either version 3 of the License, or
+// (at your option) any later version.
+//
+// The go-ethereum library is distributed in the hope that it will be useful,
+// but WITHOUT ANY WARRANTY; without even the implied warranty of
+// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
+// GNU Lesser General Public License for more details.
+//
+// You should have received a copy of the GNU Lesser General Public License
+// along with the go-ethereum library. If not, see <http://www.gnu.org/licenses/>.
+
+package core
+
+import (
+	"math/big"
+	"reflect"
+	"testing"
+
+	"github.com/davecgh/go-spew/spew"
+	"github.com/ethereum/go-ethereum/common"
+	"github.com/ethereum/go-ethereum/core/vm"
+	"github.com/ethereum/go-ethereum/ethdb"
+	"github.com/ethereum/go-ethereum/event"
+	"github.com/ethereum/go-ethereum/params"
+	"github.com/ethereum/go-ethereum/pow"
+)
+
+func TestDefaultGenesisBlock(t *testing.T) {
+	block, _ := DefaultGenesisBlock().ToBlock()
+	if block.Hash() != params.MainNetGenesisHash {
+		t.Errorf("wrong mainnet genesis hash, got %v, want %v", block.Hash(), params.MainNetGenesisHash)
+	}
+	block, _ = DefaultTestnetGenesisBlock().ToBlock()
+	if block.Hash() != params.TestNetGenesisHash {
+		t.Errorf("wrong testnet genesis hash, got %v, want %v", block.Hash(), params.TestNetGenesisHash)
+	}
+}
+
+func TestSetupGenesis(t *testing.T) {
+	var (
+		customghash = common.HexToHash("0x89c99d90b79719238d2645c7642f2c9295246e80775b38cfd162b696817fbd50")
+		customg     = Genesis{
+			Config: &params.ChainConfig{HomesteadBlock: big.NewInt(3)},
+			Alloc: GenesisAlloc{
+				{1}: {Balance: big.NewInt(1), Storage: map[common.Hash]common.Hash{{1}: {1}}},
+			},
+		}
+		oldcustomg = customg
+	)
+	oldcustomg.Config = &params.ChainConfig{HomesteadBlock: big.NewInt(2)}
+	tests := []struct {
+		name       string
+		fn         func(ethdb.Database) (*params.ChainConfig, common.Hash, error)
+		wantConfig *params.ChainConfig
+		wantHash   common.Hash
+		wantErr    error
+	}{
+		{
+			name: "genesis without ChainConfig",
+			fn: func(db ethdb.Database) (*params.ChainConfig, common.Hash, error) {
+				return SetupGenesisBlock(db, new(Genesis))
+			},
+			wantErr:    errGenesisNoConfig,
+			wantConfig: params.AllProtocolChanges,
+		},
+		{
+			name: "no block in DB, genesis == nil",
+			fn: func(db ethdb.Database) (*params.ChainConfig, common.Hash, error) {
+				return SetupGenesisBlock(db, nil)
+			},
+			wantHash:   params.MainNetGenesisHash,
+			wantConfig: params.MainnetChainConfig,
+		},
+		{
+			name: "mainnet block in DB, genesis == nil",
+			fn: func(db ethdb.Database) (*params.ChainConfig, common.Hash, error) {
+				DefaultGenesisBlock().MustCommit(db)
+				return SetupGenesisBlock(db, nil)
+			},
+			wantHash:   params.MainNetGenesisHash,
+			wantConfig: params.MainnetChainConfig,
+		},
+		{
+			name: "custom block in DB, genesis == nil",
+			fn: func(db ethdb.Database) (*params.ChainConfig, common.Hash, error) {
+				customg.MustCommit(db)
+				return SetupGenesisBlock(db, nil)
+			},
+			wantHash:   customghash,
+			wantConfig: customg.Config,
+		},
+		{
+			name: "custom block in DB, genesis == testnet",
+			fn: func(db ethdb.Database) (*params.ChainConfig, common.Hash, error) {
+				customg.MustCommit(db)
+				return SetupGenesisBlock(db, DefaultTestnetGenesisBlock())
+			},
+			wantErr:    &GenesisMismatchError{Stored: customghash, New: params.TestNetGenesisHash},
+			wantHash:   params.TestNetGenesisHash,
+			wantConfig: params.TestnetChainConfig,
+		},
+		{
+			name: "compatible config in DB",
+			fn: func(db ethdb.Database) (*params.ChainConfig, common.Hash, error) {
+				oldcustomg.MustCommit(db)
+				return SetupGenesisBlock(db, &customg)
+			},
+			wantHash:   customghash,
+			wantConfig: customg.Config,
+		},
+		{
+			name: "incompatible config in DB",
+			fn: func(db ethdb.Database) (*params.ChainConfig, common.Hash, error) {
+				// Commit the 'old' genesis block with Homestead transition at #2.
+				// Advance to block #4, past the homestead transition block of customg.
+				genesis := oldcustomg.MustCommit(db)
+				bc, _ := NewBlockChain(db, oldcustomg.Config, pow.FakePow{}, new(event.TypeMux), vm.Config{})
+				bc.SetValidator(bproc{})
+				bc.InsertChain(makeBlockChainWithDiff(genesis, []int{2, 3, 4, 5}, 0))
+				bc.CurrentBlock()
+				// This should return a compatibility error.
+				return SetupGenesisBlock(db, &customg)
+			},
+			wantHash:   customghash,
+			wantConfig: customg.Config,
+			wantErr: &params.ConfigCompatError{
+				What:         "Homestead fork block",
+				StoredConfig: big.NewInt(2),
+				NewConfig:    big.NewInt(3),
+				RewindTo:     1,
+			},
+		},
+	}
+
+	for _, test := range tests {
+		db, _ := ethdb.NewMemDatabase()
+		config, hash, err := test.fn(db)
+		// Check the return values.
+		if !reflect.DeepEqual(err, test.wantErr) {
+			spew := spew.ConfigState{DisablePointerAddresses: true, DisableCapacities: true}
+			t.Errorf("%s: returned error %#v, want %#v", test.name, spew.NewFormatter(err), spew.NewFormatter(test.wantErr))
+		}
+		if !reflect.DeepEqual(config, test.wantConfig) {
+			t.Errorf("%s:\nreturned %v\nwant     %v", test.name, config, test.wantConfig)
+		}
+		if hash != test.wantHash {
+			t.Errorf("%s: returned hash %s, want %s", test.name, hash.Hex(), test.wantHash.Hex())
+		} else if err == nil {
+			// Check database content.
+			stored := GetBlock(db, test.wantHash, 0)
+			if stored.Hash() != test.wantHash {
+				t.Errorf("%s: block in DB has hash %s, want %s", test.name, stored.Hash(), test.wantHash)
+			}
+		}
+	}
+}
diff --git a/core/headerchain.go b/core/headerchain.go
index 57da9771b..e7660cc60 100644
--- a/core/headerchain.go
+++ b/core/headerchain.go
@@ -97,12 +97,7 @@ func NewHeaderChain(chainDb ethdb.Database, config *params.ChainConfig, getValid
 
 	hc.genesisHeader = hc.GetHeaderByNumber(0)
 	if hc.genesisHeader == nil {
-		genesisBlock, err := WriteDefaultGenesisBlock(chainDb)
-		if err != nil {
-			return nil, err
-		}
-		log.Warn("Wrote default Ethereum genesis block")
-		hc.genesisHeader = genesisBlock.Header()
+		return nil, ErrNoGenesis
 	}
 
 	hc.currentHeader = hc.genesisHeader
diff --git a/core/mkalloc.go b/core/mkalloc.go
new file mode 100644
index 000000000..565e8c582
--- /dev/null
+++ b/core/mkalloc.go
@@ -0,0 +1,85 @@
+// Copyright 2017 The go-ethereum Authors
+// This file is part of the go-ethereum library.
+//
+// The go-ethereum library is free software: you can redistribute it and/or modify
+// it under the terms of the GNU Lesser General Public License as published by
+// the Free Software Foundation, either version 3 of the License, or
+// (at your option) any later version.
+//
+// The go-ethereum library is distributed in the hope that it will be useful,
+// but WITHOUT ANY WARRANTY; without even the implied warranty of
+// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
+// GNU Lesser General Public License for more details.
+//
+// You should have received a copy of the GNU Lesser General Public License
+// along with the go-ethereum library. If not, see <http://www.gnu.org/licenses/>.
+
+// +build none
+
+/*
+
+   The mkalloc tool creates the genesis allocation constants in genesis_alloc.go
+   It outputs a const declaration that contains an RLP-encoded list of (address, balance) tuples.
+
+       go run mkalloc.go genesis.json
+
+*/
+package main
+
+import (
+	"encoding/json"
+	"fmt"
+	"math/big"
+	"os"
+	"sort"
+	"strconv"
+
+	"github.com/ethereum/go-ethereum/core"
+	"github.com/ethereum/go-ethereum/rlp"
+)
+
+type allocItem struct{ Addr, Balance *big.Int }
+
+type allocList []allocItem
+
+func (a allocList) Len() int           { return len(a) }
+func (a allocList) Less(i, j int) bool { return a[i].Addr.Cmp(a[j].Addr) < 0 }
+func (a allocList) Swap(i, j int)      { a[i], a[j] = a[j], a[i] }
+
+func makelist(g *core.Genesis) allocList {
+	a := make(allocList, 0, len(g.Alloc))
+	for addr, account := range g.Alloc {
+		if len(account.Storage) > 0 || len(account.Code) > 0 || account.Nonce != 0 {
+			panic(fmt.Sprintf("can't encode account %x", addr))
+		}
+		a = append(a, allocItem{addr.Big(), account.Balance})
+	}
+	sort.Sort(a)
+	return a
+}
+
+func makealloc(g *core.Genesis) string {
+	a := makelist(g)
+	data, err := rlp.EncodeToBytes(a)
+	if err != nil {
+		panic(err)
+	}
+	return strconv.QuoteToASCII(string(data))
+}
+
+func main() {
+	if len(os.Args) != 2 {
+		fmt.Fprintln(os.Stderr, "Usage: mkalloc genesis.json")
+		os.Exit(1)
+	}
+
+	g := new(core.Genesis)
+	file, err := os.Open(os.Args[1])
+	if err != nil {
+		panic(err)
+	}
+	if err := json.NewDecoder(file).Decode(g); err != nil {
+		panic(err)
+	}
+	fmt.Println("const allocData =", makealloc(g))
+}
diff --git a/core/state/statedb.go b/core/state/statedb.go
index cfd033bd8..0c72fc6b0 100644
--- a/core/state/statedb.go
+++ b/core/state/statedb.go
@@ -611,7 +611,7 @@ func (s *StateDB) Commit(deleteEmptyObjects bool) (root common.Hash, err error)
 // the root hash stored in a block.
 func (s *StateDB) CommitBatch(deleteEmptyObjects bool) (root common.Hash, batch ethdb.Batch) {
 	batch = s.db.NewBatch()
-	root, _ = s.commit(batch, deleteEmptyObjects)
+	root, _ = s.CommitTo(batch, deleteEmptyObjects)
 
 	log.Debug("Trie cache stats after commit", "misses", trie.CacheMisses(), "unloads", trie.CacheUnloads())
 	return root, batch
@@ -623,7 +623,8 @@ func (s *StateDB) clearJournalAndRefund() {
 	s.refund = new(big.Int)
 }
 
-func (s *StateDB) commit(dbw trie.DatabaseWriter, deleteEmptyObjects bool) (root common.Hash, err error) {
+// CommitTo writes the state to the given database.
+func (s *StateDB) CommitTo(dbw trie.DatabaseWriter, deleteEmptyObjects bool) (root common.Hash, err error) {
 	defer s.clearJournalAndRefund()
 
 	// Commit objects to the trie.
diff --git a/core/tx_pool_test.go b/core/tx_pool_test.go
index 3a37dd2b9..765577933 100644
--- a/core/tx_pool_test.go
+++ b/core/tx_pool_test.go
@@ -42,7 +42,7 @@ func setupTxPool() (*TxPool, *ecdsa.PrivateKey) {
 	statedb, _ := state.New(common.Hash{}, db)
 
 	key, _ := crypto.GenerateKey()
-	newPool := NewTxPool(testChainConfig(), new(event.TypeMux), func() (*state.StateDB, error) { return statedb, nil }, func() *big.Int { return big.NewInt(1000000) })
+	newPool := NewTxPool(params.TestChainConfig, new(event.TypeMux), func() (*state.StateDB, error) { return statedb, nil }, func() *big.Int { return big.NewInt(1000000) })
 	newPool.resetState()
 
 	return newPool, key
@@ -91,7 +91,7 @@ func TestStateChangeDuringPoolReset(t *testing.T) {
 
 	gasLimitFunc := func() *big.Int { return big.NewInt(1000000000) }
 
-	txpool := NewTxPool(testChainConfig(), mux, stateFunc, gasLimitFunc)
+	txpool := NewTxPool(params.TestChainConfig, mux, stateFunc, gasLimitFunc)
 	txpool.resetState()
 
 	nonce := txpool.State().GetNonce(address)
@@ -564,7 +564,7 @@ func TestTransactionQueueGlobalLimiting(t *testing.T) {
 	db, _ := ethdb.NewMemDatabase()
 	statedb, _ := state.New(common.Hash{}, db)
 
-	pool := NewTxPool(testChainConfig(), new(event.TypeMux), func() (*state.StateDB, error) { return statedb, nil }, func() *big.Int { return big.NewInt(1000000) })
+	pool := NewTxPool(params.TestChainConfig, new(event.TypeMux), func() (*state.StateDB, error) { return statedb, nil }, func() *big.Int { return big.NewInt(1000000) })
 	pool.resetState()
 
 	// Create a number of test accounts and fund them
@@ -713,7 +713,7 @@ func TestTransactionPendingGlobalLimiting(t *testing.T) {
 	db, _ := ethdb.NewMemDatabase()
 	statedb, _ := state.New(common.Hash{}, db)
 
-	pool := NewTxPool(testChainConfig(), new(event.TypeMux), func() (*state.StateDB, error) { return statedb, nil }, func() *big.Int { return big.NewInt(1000000) })
+	pool := NewTxPool(params.TestChainConfig, new(event.TypeMux), func() (*state.StateDB, error) { return statedb, nil }, func() *big.Int { return big.NewInt(1000000) })
 	pool.resetState()
 
 	// Create a number of test accounts and fund them
@@ -759,7 +759,7 @@ func TestTransactionPendingMinimumAllowance(t *testing.T) {
 	db, _ := ethdb.NewMemDatabase()
 	statedb, _ := state.New(common.Hash{}, db)
 
-	pool := NewTxPool(testChainConfig(), new(event.TypeMux), func() (*state.StateDB, error) { return statedb, nil }, func() *big.Int { return big.NewInt(1000000) })
+	pool := NewTxPool(params.TestChainConfig, new(event.TypeMux), func() (*state.StateDB, error) { return statedb, nil }, func() *big.Int { return big.NewInt(1000000) })
 	pool.resetState()
 
 	// Create a number of test accounts and fund them
diff --git a/core/types/transaction.go b/core/types/transaction.go
index a02f9ed00..86948b5b7 100644
--- a/core/types/transaction.go
+++ b/core/types/transaction.go
@@ -27,7 +27,6 @@ import (
 	"github.com/ethereum/go-ethereum/common"
 	"github.com/ethereum/go-ethereum/common/hexutil"
 	"github.com/ethereum/go-ethereum/crypto"
-	"github.com/ethereum/go-ethereum/params"
 	"github.com/ethereum/go-ethereum/rlp"
 )
 
@@ -119,19 +118,6 @@ func newTransaction(nonce uint64, to *common.Address, amount, gasLimit, gasPrice
 	return &Transaction{data: d}
 }
 
-func pickSigner(rules params.Rules) Signer {
-	var signer Signer
-	switch {
-	case rules.IsEIP155:
-		signer = NewEIP155Signer(rules.ChainId)
-	case rules.IsHomestead:
-		signer = HomesteadSigner{}
-	default:
-		signer = FrontierSigner{}
-	}
-	return signer
-}
-
 // ChainId returns which chain id this transaction was signed for (if at all)
 func (tx *Transaction) ChainId() *big.Int {
 	return deriveChainId(tx.data.V)
diff --git a/core/types/transaction_signing.go b/core/types/transaction_signing.go
index e7eb7c5f0..b4bab0aad 100644
--- a/core/types/transaction_signing.go
+++ b/core/types/transaction_signing.go
@@ -112,6 +112,9 @@ type EIP155Signer struct {
 }
 
 func NewEIP155Signer(chainId *big.Int) EIP155Signer {
+	if chainId == nil {
+		chainId = new(big.Int)
+	}
 	return EIP155Signer{
 		chainId:    chainId,
 		chainIdMul: new(big.Int).Mul(chainId, big.NewInt(2)),
diff --git a/eth/backend.go b/eth/backend.go
index ef951a6c2..b8df98976 100644
--- a/eth/backend.go
+++ b/eth/backend.go
@@ -18,11 +18,9 @@
 package eth
 
 import (
-	"errors"
 	"fmt"
 	"math/big"
 	"regexp"
-	"strings"
 	"sync"
 	"time"
 
@@ -60,15 +58,17 @@ var (
 )
 
 type Config struct {
-	ChainConfig *params.ChainConfig // chain configuration
+	// The genesis block, which is inserted if the database is empty.
+	// If nil, the Ethereum main net block is used.
+	Genesis *core.Genesis
 
-	NetworkId  int    // Network ID to use for selecting peers to connect to
-	Genesis    string // Genesis JSON to seed the chain database with
-	FastSync   bool   // Enables the state download based fast synchronisation algorithm
-	LightMode  bool   // Running in light client mode
-	LightServ  int    // Maximum percentage of time allowed for serving LES requests
-	LightPeers int    // Maximum number of LES client peers
-	MaxPeers   int    // Maximum number of global peers
+	NetworkId int // Network ID to use for selecting peers to connect to
+
+	FastSync   bool // Enables the state download based fast synchronisation algorithm
+	LightMode  bool // Running in light client mode
+	LightServ  int  // Maximum percentage of time allowed for serving LES requests
+	LightPeers int  // Maximum number of LES client peers
+	MaxPeers   int  // Maximum number of global peers
 
 	SkipBcVersionCheck bool // e.g. blockchain export
 	DatabaseCache      int
@@ -100,9 +100,6 @@ type Config struct {
 	GpobaseCorrectionFactor int
 
 	EnablePreimageRecording bool
-
-	TestGenesisBlock *types.Block   // Genesis block to seed the chain database with (testing only!)
-	TestGenesisState ethdb.Database // Genesis state to seed the database with (testing only!)
 }
 
 type LesServer interface {
@@ -155,11 +152,15 @@ func New(ctx *node.ServiceContext, config *Config) (*Ethereum, error) {
 		return nil, err
 	}
 	stopDbUpgrade := upgradeSequentialKeys(chainDb)
-	if err := SetupGenesisBlock(&chainDb, config); err != nil {
-		return nil, err
+	chainConfig, genesisHash, genesisErr := core.SetupGenesisBlock(chainDb, config.Genesis)
+	if _, ok := genesisErr.(*params.ConfigCompatError); genesisErr != nil && !ok {
+		return nil, genesisErr
 	}
+	log.Info("Initialised chain configuration", "config", chainConfig)
+
 	eth := &Ethereum{
 		chainDb:        chainDb,
+		chainConfig:    chainConfig,
 		eventMux:       ctx.EventMux,
 		accountManager: ctx.AccountManager,
 		pow:            CreatePoW(ctx, config),
@@ -184,33 +185,18 @@ func New(ctx *node.ServiceContext, config *Config) (*Ethereum, error) {
 		core.WriteBlockChainVersion(chainDb, core.BlockChainVersion)
 	}
 
-	// load the genesis block or write a new one if no genesis
-	// block is prenent in the database.
-	genesis := core.GetBlock(chainDb, core.GetCanonicalHash(chainDb, 0), 0)
-	if genesis == nil {
-		genesis, err = core.WriteDefaultGenesisBlock(chainDb)
-		if err != nil {
-			return nil, err
-		}
-		log.Warn("Wrote default Ethereum genesis block")
-	}
-
-	if config.ChainConfig == nil {
-		return nil, errors.New("missing chain config")
-	}
-	core.WriteChainConfig(chainDb, genesis.Hash(), config.ChainConfig)
-
-	eth.chainConfig = config.ChainConfig
-
-	log.Info("Initialised chain configuration", "config", eth.chainConfig)
-
-	eth.blockchain, err = core.NewBlockChain(chainDb, eth.chainConfig, eth.pow, eth.EventMux(), vm.Config{EnablePreimageRecording: config.EnablePreimageRecording})
+	vmConfig := vm.Config{EnablePreimageRecording: config.EnablePreimageRecording}
+	eth.blockchain, err = core.NewBlockChain(chainDb, eth.chainConfig, eth.pow, eth.eventMux, vmConfig)
 	if err != nil {
-		if err == core.ErrNoGenesis {
-			return nil, fmt.Errorf(`No chain found. Please initialise a new chain using the "init" subcommand.`)
-		}
 		return nil, err
 	}
+	// Rewind the chain in case of an incompatible config upgrade.
+	if compat, ok := genesisErr.(*params.ConfigCompatError); ok {
+		log.Warn("Rewinding chain to upgrade configuration", "err", compat)
+		eth.blockchain.SetHead(compat.RewindTo)
+		core.WriteChainConfig(chainDb, genesisHash, chainConfig)
+	}
+
 	newPool := core.NewTxPool(eth.chainConfig, eth.EventMux(), eth.blockchain.State, eth.blockchain.GasLimit)
 	eth.txPool = newPool
 
@@ -255,29 +241,6 @@ func CreateDB(ctx *node.ServiceContext, config *Config, name string) (ethdb.Data
 	return db, err
 }
 
-// SetupGenesisBlock initializes the genesis block for an Ethereum service
-func SetupGenesisBlock(chainDb *ethdb.Database, config *Config) error {
-	// Load up any custom genesis block if requested
-	if len(config.Genesis) > 0 {
-		block, err := core.WriteGenesisBlock(*chainDb, strings.NewReader(config.Genesis))
-		if err != nil {
-			return err
-		}
-		log.Info("Successfully wrote custom genesis block", "hash", block.Hash())
-	}
-	// Load up a test setup if directly injected
-	if config.TestGenesisState != nil {
-		*chainDb = config.TestGenesisState
-	}
-	if config.TestGenesisBlock != nil {
-		core.WriteTd(*chainDb, config.TestGenesisBlock.Hash(), config.TestGenesisBlock.NumberU64(), config.TestGenesisBlock.Difficulty())
-		core.WriteBlock(*chainDb, config.TestGenesisBlock)
-		core.WriteCanonicalHash(*chainDb, config.TestGenesisBlock.Hash(), config.TestGenesisBlock.NumberU64())
-		core.WriteHeadBlockHash(*chainDb, config.TestGenesisBlock.Hash())
-	}
-	return nil
-}
-
 // CreatePoW creates the required type of PoW instance for an Ethereum service
 func CreatePoW(ctx *node.ServiceContext, config *Config) pow.PoW {
 	switch {
diff --git a/eth/backend_test.go b/eth/backend_test.go
index 574731fbe..f60e3214c 100644
--- a/eth/backend_test.go
+++ b/eth/backend_test.go
@@ -30,7 +30,7 @@ import (
 func TestMipmapUpgrade(t *testing.T) {
 	db, _ := ethdb.NewMemDatabase()
 	addr := common.BytesToAddress([]byte("jeff"))
-	genesis := core.WriteGenesisBlockForTesting(db)
+	genesis := new(core.Genesis).MustCommit(db)
 
 	chain, receipts := core.GenerateChain(params.TestChainConfig, genesis, db, 10, func(i int, gen *core.BlockGen) {
 		var receipts types.Receipts
diff --git a/eth/filters/filter_system_test.go b/eth/filters/filter_system_test.go
index d9c245a85..822580b56 100644
--- a/eth/filters/filter_system_test.go
+++ b/eth/filters/filter_system_test.go
@@ -72,12 +72,11 @@ func TestBlockSubscription(t *testing.T) {
 	t.Parallel()
 
 	var (
-		mux     = new(event.TypeMux)
-		db, _   = ethdb.NewMemDatabase()
-		backend = &testBackend{mux, db}
-		api     = NewPublicFilterAPI(backend, false)
-
-		genesis     = core.WriteGenesisBlockForTesting(db)
+		mux         = new(event.TypeMux)
+		db, _       = ethdb.NewMemDatabase()
+		backend     = &testBackend{mux, db}
+		api         = NewPublicFilterAPI(backend, false)
+		genesis     = new(core.Genesis).MustCommit(db)
 		chain, _    = core.GenerateChain(params.TestChainConfig, genesis, db, 10, func(i int, gen *core.BlockGen) {})
 		chainEvents = []core.ChainEvent{}
 	)
diff --git a/eth/filters/filter_test.go b/eth/filters/filter_test.go
index c2dc2b842..cd5e7cafd 100644
--- a/eth/filters/filter_test.go
+++ b/eth/filters/filter_test.go
@@ -60,7 +60,7 @@ func BenchmarkMipmaps(b *testing.B) {
 	)
 	defer db.Close()
 
-	genesis := core.WriteGenesisBlockForTesting(db, core.GenesisAccount{Address: addr1, Balance: big.NewInt(1000000)})
+	genesis := core.GenesisBlockForTesting(db, addr1, big.NewInt(1000000))
 	chain, receipts := core.GenerateChain(params.TestChainConfig, genesis, db, 100010, func(i int, gen *core.BlockGen) {
 		var receipts types.Receipts
 		switch i {
@@ -112,7 +112,7 @@ func BenchmarkMipmaps(b *testing.B) {
 	for i := 0; i < b.N; i++ {
 		logs, _ := filter.Find(context.Background())
 		if len(logs) != 4 {
-			b.Fatal("expected 4 log, got", len(logs))
+			b.Fatal("expected 4 logs, got", len(logs))
 		}
 	}
 }
@@ -138,7 +138,7 @@ func TestFilters(t *testing.T) {
 	)
 	defer db.Close()
 
-	genesis := core.WriteGenesisBlockForTesting(db, core.GenesisAccount{Address: addr, Balance: big.NewInt(1000000)})
+	genesis := core.GenesisBlockForTesting(db, addr, big.NewInt(1000000))
 	chain, receipts := core.GenerateChain(params.TestChainConfig, genesis, db, 1000, func(i int, gen *core.BlockGen) {
 		var receipts types.Receipts
 		switch i {
diff --git a/eth/handler_test.go b/eth/handler_test.go
index 683c8f71e..31435b331 100644
--- a/eth/handler_test.go
+++ b/eth/handler_test.go
@@ -315,12 +315,12 @@ func testGetNodeData(t *testing.T, protocol int) {
 		switch i {
 		case 0:
 			// In block 1, the test bank sends account #1 some ether.
-			tx, _ := types.SignTx(types.NewTransaction(block.TxNonce(testBank.Address), acc1Addr, big.NewInt(10000), bigTxGas, nil, nil), signer, testBankKey)
+			tx, _ := types.SignTx(types.NewTransaction(block.TxNonce(testBank), acc1Addr, big.NewInt(10000), bigTxGas, nil, nil), signer, testBankKey)
 			block.AddTx(tx)
 		case 1:
 			// In block 2, the test bank sends some more ether to account #1.
 			// acc1Addr passes it on to account #2.
-			tx1, _ := types.SignTx(types.NewTransaction(block.TxNonce(testBank.Address), acc1Addr, big.NewInt(1000), bigTxGas, nil, nil), signer, testBankKey)
+			tx1, _ := types.SignTx(types.NewTransaction(block.TxNonce(testBank), acc1Addr, big.NewInt(1000), bigTxGas, nil, nil), signer, testBankKey)
 			tx2, _ := types.SignTx(types.NewTransaction(block.TxNonce(acc1Addr), acc2Addr, big.NewInt(1000), bigTxGas, nil, nil), signer, acc1Key)
 			block.AddTx(tx1)
 			block.AddTx(tx2)
@@ -372,7 +372,7 @@ func testGetNodeData(t *testing.T, protocol int) {
 	for i := 0; i < len(data); i++ {
 		statedb.Put(hashes[i].Bytes(), data[i])
 	}
-	accounts := []common.Address{testBank.Address, acc1Addr, acc2Addr}
+	accounts := []common.Address{testBank, acc1Addr, acc2Addr}
 	for i := uint64(0); i <= pm.blockchain.CurrentBlock().NumberU64(); i++ {
 		trie, _ := state.New(pm.blockchain.GetBlockByNumber(i).Root(), statedb)
 
@@ -407,12 +407,12 @@ func testGetReceipt(t *testing.T, protocol int) {
 		switch i {
 		case 0:
 			// In block 1, the test bank sends account #1 some ether.
-			tx, _ := types.SignTx(types.NewTransaction(block.TxNonce(testBank.Address), acc1Addr, big.NewInt(10000), bigTxGas, nil, nil), signer, testBankKey)
+			tx, _ := types.SignTx(types.NewTransaction(block.TxNonce(testBank), acc1Addr, big.NewInt(10000), bigTxGas, nil, nil), signer, testBankKey)
 			block.AddTx(tx)
 		case 1:
 			// In block 2, the test bank sends some more ether to account #1.
 			// acc1Addr passes it on to account #2.
-			tx1, _ := types.SignTx(types.NewTransaction(block.TxNonce(testBank.Address), acc1Addr, big.NewInt(1000), bigTxGas, nil, nil), signer, testBankKey)
+			tx1, _ := types.SignTx(types.NewTransaction(block.TxNonce(testBank), acc1Addr, big.NewInt(1000), bigTxGas, nil, nil), signer, testBankKey)
 			tx2, _ := types.SignTx(types.NewTransaction(block.TxNonce(acc1Addr), acc2Addr, big.NewInt(1000), bigTxGas, nil, nil), signer, acc1Key)
 			block.AddTx(tx1)
 			block.AddTx(tx2)
@@ -471,8 +471,9 @@ func testDAOChallenge(t *testing.T, localForked, remoteForked bool, timeout bool
 		evmux         = new(event.TypeMux)
 		pow           = new(pow.FakePow)
 		db, _         = ethdb.NewMemDatabase()
-		genesis       = core.WriteGenesisBlockForTesting(db)
 		config        = &params.ChainConfig{DAOForkBlock: big.NewInt(1), DAOForkSupport: localForked}
+		gspec         = &core.Genesis{Config: config}
+		genesis       = gspec.MustCommit(db)
 		blockchain, _ = core.NewBlockChain(db, config, pow, evmux, vm.Config{})
 	)
 	pm, err := NewProtocolManager(config, false, NetworkId, 1000, evmux, new(testTxPool), pow, blockchain, db)
diff --git a/eth/helper_test.go b/eth/helper_test.go
index 3ad31394a..e67b49691 100644
--- a/eth/helper_test.go
+++ b/eth/helper_test.go
@@ -42,10 +42,7 @@ import (
 
 var (
 	testBankKey, _ = crypto.HexToECDSA("b71c71a67e1177ad4e901695e1b4b9ee17ae16c6668d313eac2f96dbcda3f291")
-	testBank       = core.GenesisAccount{
-		Address: crypto.PubkeyToAddress(testBankKey.PublicKey),
-		Balance: big.NewInt(1000000),
-	}
+	testBank       = crypto.PubkeyToAddress(testBankKey.PublicKey)
 )
 
 // newTestProtocolManager creates a new protocol manager for testing purposes,
@@ -53,19 +50,22 @@ var (
 // channels for different events.
 func newTestProtocolManager(fastSync bool, blocks int, generator func(int, *core.BlockGen), newtx chan<- []*types.Transaction) (*ProtocolManager, error) {
 	var (
-		evmux         = new(event.TypeMux)
-		pow           = new(pow.FakePow)
-		db, _         = ethdb.NewMemDatabase()
-		genesis       = core.WriteGenesisBlockForTesting(db, testBank)
-		chainConfig   = &params.ChainConfig{HomesteadBlock: big.NewInt(0)} // homestead set to 0 because of chain maker
-		blockchain, _ = core.NewBlockChain(db, chainConfig, pow, evmux, vm.Config{})
+		evmux = new(event.TypeMux)
+		pow   = new(pow.FakePow)
+		db, _ = ethdb.NewMemDatabase()
+		gspec = &core.Genesis{
+			Config: params.TestChainConfig,
+			Alloc:  core.GenesisAlloc{testBank: {Balance: big.NewInt(1000000)}},
+		}
+		genesis       = gspec.MustCommit(db)
+		blockchain, _ = core.NewBlockChain(db, gspec.Config, pow, evmux, vm.Config{})
 	)
-	chain, _ := core.GenerateChain(chainConfig, genesis, db, blocks, generator)
+	chain, _ := core.GenerateChain(gspec.Config, genesis, db, blocks, generator)
 	if _, err := blockchain.InsertChain(chain); err != nil {
 		panic(err)
 	}
 
-	pm, err := NewProtocolManager(chainConfig, fastSync, NetworkId, 1000, evmux, &testTxPool{added: newtx}, pow, blockchain, db)
+	pm, err := NewProtocolManager(gspec.Config, fastSync, NetworkId, 1000, evmux, &testTxPool{added: newtx}, pow, blockchain, db)
 	if err != nil {
 		return nil, err
 	}
diff --git a/les/backend.go b/les/backend.go
index 3cab75f33..d656cf41f 100644
--- a/les/backend.go
+++ b/les/backend.go
@@ -18,7 +18,6 @@
 package les
 
 import (
-	"errors"
 	"fmt"
 	"time"
 
@@ -74,15 +73,19 @@ func New(ctx *node.ServiceContext, config *eth.Config) (*LightEthereum, error) {
 	if err != nil {
 		return nil, err
 	}
-	if err := eth.SetupGenesisBlock(&chainDb, config); err != nil {
-		return nil, err
+	chainConfig, genesisHash, genesisErr := core.SetupGenesisBlock(chainDb, config.Genesis)
+	if _, isCompat := genesisErr.(*params.ConfigCompatError); genesisErr != nil && !isCompat {
+		return nil, genesisErr
 	}
+	log.Info("Initialised chain configuration", "config", chainConfig)
+
 	odr := NewLesOdr(chainDb)
 	relay := NewLesTxRelay()
 	eth := &LightEthereum{
 		odr:            odr,
 		relay:          relay,
 		chainDb:        chainDb,
+		chainConfig:    chainConfig,
 		eventMux:       ctx.EventMux,
 		accountManager: ctx.AccountManager,
 		pow:            eth.CreatePoW(ctx, config),
@@ -91,17 +94,16 @@ func New(ctx *node.ServiceContext, config *eth.Config) (*LightEthereum, error) {
 		solcPath:       config.SolcPath,
 	}
 
-	if config.ChainConfig == nil {
-		return nil, errors.New("missing chain config")
-	}
-	eth.chainConfig = config.ChainConfig
 	eth.blockchain, err = light.NewLightChain(odr, eth.chainConfig, eth.pow, eth.eventMux)
 	if err != nil {
-		if err == core.ErrNoGenesis {
-			return nil, fmt.Errorf(`Genesis block not found. Please supply a genesis block with the "--genesis /path/to/file" argument`)
-		}
 		return nil, err
 	}
+	// Rewind the chain in case of an incompatible config upgrade.
+	if compat, ok := genesisErr.(*params.ConfigCompatError); ok {
+		log.Warn("Rewinding chain to upgrade configuration", "err", compat)
+		eth.blockchain.SetHead(compat.RewindTo)
+		core.WriteChainConfig(chainDb, genesisHash, chainConfig)
+	}
 
 	eth.txPool = light.NewTxPool(eth.chainConfig, eth.eventMux, eth.blockchain, eth.relay)
 	if eth.protocolManager, err = NewProtocolManager(eth.chainConfig, config.LightMode, config.NetworkId, eth.eventMux, eth.pow, eth.blockchain, nil, chainDb, odr, relay); err != nil {
diff --git a/les/helper_test.go b/les/helper_test.go
index 3e8ce57b6..f37bec80e 100644
--- a/les/helper_test.go
+++ b/les/helper_test.go
@@ -134,28 +134,31 @@ func testRCL() RequestCostList {
 // channels for different events.
 func newTestProtocolManager(lightSync bool, blocks int, generator func(int, *core.BlockGen)) (*ProtocolManager, ethdb.Database, *LesOdr, error) {
 	var (
-		evmux       = new(event.TypeMux)
-		pow         = new(pow.FakePow)
-		db, _       = ethdb.NewMemDatabase()
-		genesis     = core.WriteGenesisBlockForTesting(db, core.GenesisAccount{Address: testBankAddress, Balance: testBankFunds})
-		chainConfig = &params.ChainConfig{HomesteadBlock: big.NewInt(0)} // homestead set to 0 because of chain maker
-		odr         *LesOdr
-		chain       BlockChain
+		evmux = new(event.TypeMux)
+		pow   = new(pow.FakePow)
+		db, _ = ethdb.NewMemDatabase()
+		gspec = core.Genesis{
+			Config: params.TestChainConfig,
+			Alloc:  core.GenesisAlloc{testBankAddress: {Balance: testBankFunds}},
+		}
+		genesis = gspec.MustCommit(db)
+		odr     *LesOdr
+		chain   BlockChain
 	)
 
 	if lightSync {
 		odr = NewLesOdr(db)
-		chain, _ = light.NewLightChain(odr, chainConfig, pow, evmux)
+		chain, _ = light.NewLightChain(odr, gspec.Config, pow, evmux)
 	} else {
-		blockchain, _ := core.NewBlockChain(db, chainConfig, pow, evmux, vm.Config{})
-		gchain, _ := core.GenerateChain(chainConfig, genesis, db, blocks, generator)
+		blockchain, _ := core.NewBlockChain(db, gspec.Config, pow, evmux, vm.Config{})
+		gchain, _ := core.GenerateChain(gspec.Config, genesis, db, blocks, generator)
 		if _, err := blockchain.InsertChain(gchain); err != nil {
 			panic(err)
 		}
 		chain = blockchain
 	}
 
-	pm, err := NewProtocolManager(chainConfig, lightSync, NetworkId, evmux, pow, chain, nil, db, odr, nil)
+	pm, err := NewProtocolManager(gspec.Config, lightSync, NetworkId, evmux, pow, chain, nil, db, odr, nil)
 	if err != nil {
 		return nil, nil, nil, err
 	}
diff --git a/les/server.go b/les/server.go
index 04bfa0292..5957add36 100644
--- a/les/server.go
+++ b/les/server.go
@@ -45,7 +45,7 @@ type LesServer struct {
 }
 
 func NewLesServer(eth *eth.Ethereum, config *eth.Config) (*LesServer, error) {
-	pm, err := NewProtocolManager(config.ChainConfig, false, config.NetworkId, eth.EventMux(), eth.Pow(), eth.BlockChain(), eth.TxPool(), eth.ChainDb(), nil, nil)
+	pm, err := NewProtocolManager(eth.BlockChain().Config(), false, config.NetworkId, eth.EventMux(), eth.Pow(), eth.BlockChain(), eth.TxPool(), eth.ChainDb(), nil, nil)
 	if err != nil {
 		return nil, err
 	}
diff --git a/light/lightchain.go b/light/lightchain.go
index 82b7a5866..98fb024f0 100644
--- a/light/lightchain.go
+++ b/light/lightchain.go
@@ -96,11 +96,7 @@ func NewLightChain(odr OdrBackend, config *params.ChainConfig, pow pow.PoW, mux
 
 	bc.genesisBlock, _ = bc.GetBlockByNumber(NoOdr, 0)
 	if bc.genesisBlock == nil {
-		bc.genesisBlock, err = core.WriteDefaultGenesisBlock(odr.Database())
-		if err != nil {
-			return nil, err
-		}
-		log.Warn("Wrote default ethereum genesis block")
+		return nil, core.ErrNoGenesis
 	}
 
 	if bc.genesisBlock.Hash() == params.MainNetGenesisHash {
diff --git a/light/lightchain_test.go b/light/lightchain_test.go
index 7460fd1a3..e9236f1fd 100644
--- a/light/lightchain_test.go
+++ b/light/lightchain_test.go
@@ -20,7 +20,6 @@ import (
 	"context"
 	"fmt"
 	"math/big"
-	"runtime"
 	"testing"
 
 	"github.com/ethereum/go-ethereum/common"
@@ -30,7 +29,6 @@ import (
 	"github.com/ethereum/go-ethereum/event"
 	"github.com/ethereum/go-ethereum/params"
 	"github.com/ethereum/go-ethereum/pow"
-	"github.com/hashicorp/golang-lru"
 )
 
 // So we can deterministically seed different blockchains
@@ -59,14 +57,10 @@ func testChainConfig() *params.ChainConfig {
 // chain. Depending on the full flag, if creates either a full block chain or a
 // header only chain.
 func newCanonical(n int) (ethdb.Database, *LightChain, error) {
-	// Create te new chain database
 	db, _ := ethdb.NewMemDatabase()
-	evmux := &event.TypeMux{}
-
-	// Initialize a fresh chain with only a genesis block
-	genesis, _ := core.WriteTestNetGenesisBlock(db)
-
-	blockchain, _ := NewLightChain(&dummyOdr{db: db}, testChainConfig(), pow.FakePow{}, evmux)
+	gspec := core.Genesis{Config: testChainConfig()}
+	genesis := gspec.MustCommit(db)
+	blockchain, _ := NewLightChain(&dummyOdr{db: db}, gspec.Config, pow.FakePow{}, new(event.TypeMux))
 	// Create and inject the requested chain
 	if n == 0 {
 		return db, blockchain, nil
@@ -77,21 +71,20 @@ func newCanonical(n int) (ethdb.Database, *LightChain, error) {
 	return db, blockchain, err
 }
 
-func init() {
-	runtime.GOMAXPROCS(runtime.NumCPU())
-}
-
-func theLightChain(db ethdb.Database, t *testing.T) *LightChain {
-	var eventMux event.TypeMux
-	core.WriteTestNetGenesisBlock(db)
-	LightChain, err := NewLightChain(&dummyOdr{db: db}, testChainConfig(), pow.NewTestEthash(), &eventMux)
+// newTestLightChain creates a LightChain that doesn't validate anything.
+func newTestLightChain() *LightChain {
+	db, _ := ethdb.NewMemDatabase()
+	gspec := &core.Genesis{
+		Difficulty: big.NewInt(1),
+		Config:     testChainConfig(),
+	}
+	gspec.MustCommit(db)
+	lc, err := NewLightChain(&dummyOdr{db: db}, gspec.Config, pow.NewTestEthash(), new(event.TypeMux))
 	if err != nil {
-		t.Error("failed creating LightChain:", err)
-		t.FailNow()
-		return nil
+		panic(err)
 	}
-
-	return LightChain
+	lc.SetValidator(bproc{})
+	return lc
 }
 
 // Test fork of length N starting from block i
@@ -302,20 +295,6 @@ func (odr *dummyOdr) Retrieve(ctx context.Context, req OdrRequest) error {
 	return nil
 }
 
-func chm(genesis *types.Block, db ethdb.Database) *LightChain {
-	odr := &dummyOdr{db: db}
-	var eventMux event.TypeMux
-	bc := &LightChain{odr: odr, chainDb: db, genesisBlock: genesis, eventMux: &eventMux, pow: pow.FakePow{}}
-	bc.hc, _ = core.NewHeaderChain(db, testChainConfig(), bc.Validator, bc.getProcInterrupt)
-	bc.bodyCache, _ = lru.New(100)
-	bc.bodyRLPCache, _ = lru.New(100)
-	bc.blockCache, _ = lru.New(100)
-	bc.SetValidator(bproc{})
-	bc.ResetWithGenesisBlock(genesis)
-
-	return bc
-}
-
 // Tests that reorganizing a long difficult chain after a short easy one
 // overwrites the canonical numbers and links in the database.
 func TestReorgLongHeaders(t *testing.T) {
@@ -329,14 +308,11 @@ func TestReorgShortHeaders(t *testing.T) {
 }
 
 func testReorg(t *testing.T, first, second []int, td int64) {
-	// Create a pristine block chain
-	db, _ := ethdb.NewMemDatabase()
-	genesis, _ := core.WriteTestNetGenesisBlock(db)
-	bc := chm(genesis, db)
+	bc := newTestLightChain()
 
 	// Insert an easy and a difficult chain afterwards
-	bc.InsertHeaderChain(makeHeaderChainWithDiff(genesis, first, 11), 1)
-	bc.InsertHeaderChain(makeHeaderChainWithDiff(genesis, second, 22), 1)
+	bc.InsertHeaderChain(makeHeaderChainWithDiff(bc.genesisBlock, first, 11), 1)
+	bc.InsertHeaderChain(makeHeaderChainWithDiff(bc.genesisBlock, second, 22), 1)
 	// Check that the chain is valid number and link wise
 	prev := bc.CurrentHeader()
 	for header := bc.GetHeaderByNumber(bc.CurrentHeader().Number.Uint64() - 1); header.Number.Uint64() != 0; prev, header = header, bc.GetHeaderByNumber(header.Number.Uint64()-1) {
@@ -345,7 +321,7 @@ func testReorg(t *testing.T, first, second []int, td int64) {
 		}
 	}
 	// Make sure the chain total difficulty is the correct one
-	want := new(big.Int).Add(genesis.Difficulty(), big.NewInt(td))
+	want := new(big.Int).Add(bc.genesisBlock.Difficulty(), big.NewInt(td))
 	if have := bc.GetTdByHash(bc.CurrentHeader().Hash()); have.Cmp(want) != 0 {
 		t.Errorf("total difficulty mismatch: have %v, want %v", have, want)
 	}
@@ -353,14 +329,11 @@ func testReorg(t *testing.T, first, second []int, td int64) {
 
 // Tests that the insertion functions detect banned hashes.
 func TestBadHeaderHashes(t *testing.T) {
-	// Create a pristine block chain
-	db, _ := ethdb.NewMemDatabase()
-	genesis, _ := core.WriteTestNetGenesisBlock(db)
-	bc := chm(genesis, db)
+	bc := newTestLightChain()
 
 	// Create a chain, ban a hash and try to import
 	var err error
-	headers := makeHeaderChainWithDiff(genesis, []int{1, 2, 4}, 10)
+	headers := makeHeaderChainWithDiff(bc.genesisBlock, []int{1, 2, 4}, 10)
 	core.BadHashes[headers[2].Hash()] = true
 	_, err = bc.InsertHeaderChain(headers, 1)
 	if !core.IsBadHashError(err) {
@@ -371,13 +344,10 @@ func TestBadHeaderHashes(t *testing.T) {
 // Tests that bad hashes are detected on boot, and the chan rolled back to a
 // good state prior to the bad hash.
 func TestReorgBadHeaderHashes(t *testing.T) {
-	// Create a pristine block chain
-	db, _ := ethdb.NewMemDatabase()
-	genesis, _ := core.WriteTestNetGenesisBlock(db)
-	bc := chm(genesis, db)
+	bc := newTestLightChain()
 
 	// Create a chain, import and ban aferwards
-	headers := makeHeaderChainWithDiff(genesis, []int{1, 2, 3, 4}, 10)
+	headers := makeHeaderChainWithDiff(bc.genesisBlock, []int{1, 2, 3, 4}, 10)
 
 	if _, err := bc.InsertHeaderChain(headers, 1); err != nil {
 		t.Fatalf("failed to import headers: %v", err)
@@ -387,8 +357,9 @@ func TestReorgBadHeaderHashes(t *testing.T) {
 	}
 	core.BadHashes[headers[3].Hash()] = true
 	defer func() { delete(core.BadHashes, headers[3].Hash()) }()
-	// Create a new chain manager and check it rolled back the state
-	ncm, err := NewLightChain(&dummyOdr{db: db}, testChainConfig(), pow.FakePow{}, new(event.TypeMux))
+
+	// Create a new LightChain and check that it rolled back the state.
+	ncm, err := NewLightChain(&dummyOdr{db: bc.chainDb}, testChainConfig(), pow.FakePow{}, new(event.TypeMux))
 	if err != nil {
 		t.Fatalf("failed to create new chain manager: %v", err)
 	}
diff --git a/light/odr_test.go b/light/odr_test.go
index ba82ec04f..37d999994 100644
--- a/light/odr_test.go
+++ b/light/odr_test.go
@@ -251,9 +251,10 @@ func testChainOdr(t *testing.T, protocol int, expFail uint64, fn odrTestFn) {
 		pow     = new(pow.FakePow)
 		sdb, _  = ethdb.NewMemDatabase()
 		ldb, _  = ethdb.NewMemDatabase()
-		genesis = core.WriteGenesisBlockForTesting(sdb, core.GenesisAccount{Address: testBankAddress, Balance: testBankFunds})
+		gspec   = core.Genesis{Alloc: core.GenesisAlloc{testBankAddress: {Balance: testBankFunds}}}
+		genesis = gspec.MustCommit(sdb)
 	)
-	core.WriteGenesisBlockForTesting(ldb, core.GenesisAccount{Address: testBankAddress, Balance: testBankFunds})
+	gspec.MustCommit(ldb)
 	// Assemble the test environment
 	blockchain, _ := core.NewBlockChain(sdb, testChainConfig(), pow, evmux, vm.Config{})
 	chainConfig := &params.ChainConfig{HomesteadBlock: new(big.Int)}
diff --git a/light/txpool_test.go b/light/txpool_test.go
index e93955511..2b5fa7116 100644
--- a/light/txpool_test.go
+++ b/light/txpool_test.go
@@ -86,9 +86,10 @@ func TestTxPool(t *testing.T) {
 		pow     = new(pow.FakePow)
 		sdb, _  = ethdb.NewMemDatabase()
 		ldb, _  = ethdb.NewMemDatabase()
-		genesis = core.WriteGenesisBlockForTesting(sdb, core.GenesisAccount{Address: testBankAddress, Balance: testBankFunds})
+		gspec   = core.Genesis{Alloc: core.GenesisAlloc{testBankAddress: {Balance: testBankFunds}}}
+		genesis = gspec.MustCommit(sdb)
 	)
-	core.WriteGenesisBlockForTesting(ldb, core.GenesisAccount{Address: testBankAddress, Balance: testBankFunds})
+	gspec.MustCommit(ldb)
 	// Assemble the test environment
 	blockchain, _ := core.NewBlockChain(sdb, testChainConfig(), pow, evmux, vm.Config{})
 	chainConfig := &params.ChainConfig{HomesteadBlock: new(big.Int)}
diff --git a/mobile/geth.go b/mobile/geth.go
index 62791652d..e070cec56 100644
--- a/mobile/geth.go
+++ b/mobile/geth.go
@@ -20,10 +20,12 @@
 package geth
 
 import (
+	"encoding/json"
 	"fmt"
 	"math/big"
 	"path/filepath"
 
+	"github.com/ethereum/go-ethereum/core"
 	"github.com/ethereum/go-ethereum/eth"
 	"github.com/ethereum/go-ethereum/ethclient"
 	"github.com/ethereum/go-ethereum/ethstats"
@@ -92,6 +94,18 @@ func NewNodeConfig() *NodeConfig {
 	return &config
 }
 
+// SetMainnet sets up the node for use on the Ethereum mainnet.
+func (cfg *NodeConfig) SetMainnet() {
+	cfg.EthereumGenesis = ""
+	cfg.EthereumChainConfig = MainnetChainConfig()
+}
+
+// SetTestnet sets up the node for use on the Ethereum testnet.
+func (cfg *NodeConfig) SetTestnet() {
+	cfg.EthereumGenesis = TestnetGenesis()
+	cfg.EthereumChainConfig = TestnetChainConfig()
+}
+
 // Node represents a Geth Ethereum node instance.
 type Node struct {
 	node *node.Node
@@ -127,20 +141,34 @@ func NewNode(datadir string, config *NodeConfig) (stack *Node, _ error) {
 	if err != nil {
 		return nil, err
 	}
+
+	var genesis *core.Genesis
+	if config.EthereumGenesis != "" {
+		genesis = new(core.Genesis)
+		if err := json.Unmarshal([]byte(config.EthereumGenesis), genesis); err != nil {
+			return nil, fmt.Errorf("invalid EthereumGenesis: %v", err)
+		}
+	}
+	if config.EthereumChainConfig != nil {
+		if genesis == nil {
+			genesis = core.DefaultGenesisBlock()
+		}
+		genesis.Config = &params.ChainConfig{
+			ChainId:        big.NewInt(config.EthereumChainConfig.ChainID),
+			HomesteadBlock: big.NewInt(config.EthereumChainConfig.HomesteadBlock),
+			DAOForkBlock:   big.NewInt(config.EthereumChainConfig.DAOForkBlock),
+			DAOForkSupport: config.EthereumChainConfig.DAOForkSupport,
+			EIP150Block:    big.NewInt(config.EthereumChainConfig.EIP150Block),
+			EIP150Hash:     config.EthereumChainConfig.EIP150Hash.hash,
+			EIP155Block:    big.NewInt(config.EthereumChainConfig.EIP155Block),
+			EIP158Block:    big.NewInt(config.EthereumChainConfig.EIP158Block),
+		}
+	}
+
 	// Register the Ethereum protocol if requested
 	if config.EthereumEnabled {
 		ethConf := &eth.Config{
-			ChainConfig: &params.ChainConfig{
-				ChainId:        big.NewInt(config.EthereumChainConfig.ChainID),
-				HomesteadBlock: big.NewInt(config.EthereumChainConfig.HomesteadBlock),
-				DAOForkBlock:   big.NewInt(config.EthereumChainConfig.DAOForkBlock),
-				DAOForkSupport: config.EthereumChainConfig.DAOForkSupport,
-				EIP150Block:    big.NewInt(config.EthereumChainConfig.EIP150Block),
-				EIP150Hash:     config.EthereumChainConfig.EIP150Hash.hash,
-				EIP155Block:    big.NewInt(config.EthereumChainConfig.EIP155Block),
-				EIP158Block:    big.NewInt(config.EthereumChainConfig.EIP158Block),
-			},
-			Genesis:                 config.EthereumGenesis,
+			Genesis:                 genesis,
 			LightMode:               true,
 			DatabaseCache:           config.EthereumDatabaseCache,
 			NetworkId:               config.EthereumNetworkID,
diff --git a/mobile/params.go b/mobile/params.go
index 87747c7b0..6ca0c1b3a 100644
--- a/mobile/params.go
+++ b/mobile/params.go
@@ -19,6 +19,8 @@
 package geth
 
 import (
+	"encoding/json"
+
 	"github.com/ethereum/go-ethereum/core"
 	"github.com/ethereum/go-ethereum/p2p/discv5"
 	"github.com/ethereum/go-ethereum/params"
@@ -60,7 +62,11 @@ func TestnetChainConfig() *ChainConfig {
 
 // TestnetGenesis returns the JSON spec to use for the Ethereum test network.
 func TestnetGenesis() string {
-	return core.DefaultTestnetGenesisBlock()
+	enc, err := json.Marshal(core.DefaultTestnetGenesisBlock())
+	if err != nil {
+		panic(err)
+	}
+	return string(enc)
 }
 
 // ChainConfig is the core config which determines the blockchain settings.
diff --git a/params/config.go b/params/config.go
index ee993fe4a..47d7c2ad0 100644
--- a/params/config.go
+++ b/params/config.go
@@ -23,39 +23,43 @@ import (
 	"github.com/ethereum/go-ethereum/common"
 )
 
-// MainnetChainConfig is the chain parameters to run a node on the main network.
-var MainnetChainConfig = &ChainConfig{
-	ChainId:        MainNetChainID,
-	HomesteadBlock: MainNetHomesteadBlock,
-	DAOForkBlock:   MainNetDAOForkBlock,
-	DAOForkSupport: true,
-	EIP150Block:    MainNetHomesteadGasRepriceBlock,
-	EIP150Hash:     MainNetHomesteadGasRepriceHash,
-	EIP155Block:    MainNetSpuriousDragon,
-	EIP158Block:    MainNetSpuriousDragon,
-}
-
-// TestnetChainConfig is the chain parameters to run a node on the test network.
-var TestnetChainConfig = &ChainConfig{
-	ChainId:        big.NewInt(3),
-	HomesteadBlock: big.NewInt(0),
-	DAOForkBlock:   nil,
-	DAOForkSupport: true,
-	EIP150Block:    big.NewInt(0),
-	EIP150Hash:     common.HexToHash("0x41941023680923e0fe4d74a34bdac8141f2540e3ae90623718e47d66d1ca4a2d"),
-	EIP155Block:    big.NewInt(10),
-	EIP158Block:    big.NewInt(10),
-}
-
-// AllProtocolChanges contains every protocol change (EIPs)
-// introduced and accepted by the Ethereum core developers.
-//
-// This configuration is intentionally not using keyed fields.
-// This configuration must *always* have all forks enabled, which
-// means that all fields must be set at all times. This forces
-// anyone adding flags to the config to also have to set these
-// fields.
-var AllProtocolChanges = &ChainConfig{big.NewInt(1337), big.NewInt(0), nil, false, big.NewInt(0), common.Hash{}, big.NewInt(0), big.NewInt(0)}
+var (
+	// MainnetChainConfig is the chain parameters to run a node on the main network.
+	MainnetChainConfig = &ChainConfig{
+		ChainId:        MainNetChainID,
+		HomesteadBlock: MainNetHomesteadBlock,
+		DAOForkBlock:   MainNetDAOForkBlock,
+		DAOForkSupport: true,
+		EIP150Block:    MainNetHomesteadGasRepriceBlock,
+		EIP150Hash:     MainNetHomesteadGasRepriceHash,
+		EIP155Block:    MainNetSpuriousDragon,
+		EIP158Block:    MainNetSpuriousDragon,
+	}
+
+	// TestnetChainConfig contains the chain parameters to run a node on the ropsten test network.
+	TestnetChainConfig = &ChainConfig{
+		ChainId:        big.NewInt(3),
+		HomesteadBlock: big.NewInt(0),
+		DAOForkBlock:   nil,
+		DAOForkSupport: true,
+		EIP150Block:    big.NewInt(0),
+		EIP150Hash:     common.HexToHash("0x41941023680923e0fe4d74a34bdac8141f2540e3ae90623718e47d66d1ca4a2d"),
+		EIP155Block:    big.NewInt(10),
+		EIP158Block:    big.NewInt(10),
+	}
+
+	// AllProtocolChanges contains every protocol change (EIPs)
+	// introduced and accepted by the Ethereum core developers.
+	// TestChainConfig is like AllProtocolChanges but has chain ID 1.
+	//
+	// This configuration is intentionally not using keyed fields.
+	// This configuration must *always* have all forks enabled, which
+	// means that all fields must be set at all times. This forces
+	// anyone adding flags to the config to also have to set these
+	// fields.
+	AllProtocolChanges = &ChainConfig{big.NewInt(1337), big.NewInt(0), nil, false, big.NewInt(0), common.Hash{}, big.NewInt(0), big.NewInt(0)}
+	TestChainConfig    = &ChainConfig{big.NewInt(1), big.NewInt(0), nil, false, big.NewInt(0), common.Hash{}, big.NewInt(0), big.NewInt(0)}
+)
 
 // ChainConfig is the core config which determines the blockchain settings.
 //
@@ -77,7 +81,7 @@ type ChainConfig struct {
 	EIP158Block *big.Int `json:"eip158Block"` // EIP158 HF block
 }
 
-// String implements the Stringer interface.
+// String implements the fmt.Stringer interface.
 func (c *ChainConfig) String() string {
 	return fmt.Sprintf("{ChainID: %v Homestead: %v DAO: %v DAOSupport: %v EIP150: %v EIP155: %v EIP158: %v}",
 		c.ChainId,
@@ -90,17 +94,26 @@ func (c *ChainConfig) String() string {
 	)
 }
 
-var (
-	TestChainConfig = &ChainConfig{big.NewInt(1), new(big.Int), new(big.Int), true, new(big.Int), common.Hash{}, new(big.Int), new(big.Int)}
-	TestRules       = TestChainConfig.Rules(new(big.Int))
-)
-
 // IsHomestead returns whether num is either equal to the homestead block or greater.
 func (c *ChainConfig) IsHomestead(num *big.Int) bool {
-	if c.HomesteadBlock == nil || num == nil {
-		return false
-	}
-	return num.Cmp(c.HomesteadBlock) >= 0
+	return isForked(c.HomesteadBlock, num)
+}
+
+// IsDAO returns whether num is either equal to the DAO fork block or greater.
+func (c *ChainConfig) IsDAOFork(num *big.Int) bool {
+	return isForked(c.DAOForkBlock, num)
+}
+
+func (c *ChainConfig) IsEIP150(num *big.Int) bool {
+	return isForked(c.EIP150Block, num)
+}
+
+func (c *ChainConfig) IsEIP155(num *big.Int) bool {
+	return isForked(c.EIP155Block, num)
+}
+
+func (c *ChainConfig) IsEIP158(num *big.Int) bool {
+	return isForked(c.EIP158Block, num)
 }
 
 // GasTable returns the gas table corresponding to the current phase (homestead or homestead reprice).
@@ -110,51 +123,110 @@ func (c *ChainConfig) GasTable(num *big.Int) GasTable {
 	if num == nil {
 		return GasTableHomestead
 	}
-
 	switch {
-	case c.EIP158Block != nil && num.Cmp(c.EIP158Block) >= 0:
+	case c.IsEIP158(num):
 		return GasTableEIP158
-	case c.EIP150Block != nil && num.Cmp(c.EIP150Block) >= 0:
+	case c.IsEIP150(num):
 		return GasTableHomesteadGasRepriceFork
 	default:
 		return GasTableHomestead
 	}
 }
 
-func (c *ChainConfig) IsEIP150(num *big.Int) bool {
-	if c.EIP150Block == nil || num == nil {
-		return false
+// CheckCompatible checks whether scheduled fork transitions have been imported
+// with a mismatching chain configuration.
+func (c *ChainConfig) CheckCompatible(newcfg *ChainConfig, height uint64) *ConfigCompatError {
+	bhead := new(big.Int).SetUint64(height)
+
+	// Iterate checkCompatible to find the lowest conflict.
+	var lasterr *ConfigCompatError
+	for {
+		err := c.checkCompatible(newcfg, bhead)
+		if err == nil || (lasterr != nil && err.RewindTo == lasterr.RewindTo) {
+			break
+		}
+		lasterr = err
+		bhead.SetUint64(err.RewindTo)
 	}
-	return num.Cmp(c.EIP150Block) >= 0
-
+	return lasterr
 }
 
-func (c *ChainConfig) IsEIP155(num *big.Int) bool {
-	if c.EIP155Block == nil || num == nil {
-		return false
+func (c *ChainConfig) checkCompatible(newcfg *ChainConfig, head *big.Int) *ConfigCompatError {
+	if isForkIncompatible(c.HomesteadBlock, newcfg.HomesteadBlock, head) {
+		return newCompatError("Homestead fork block", c.HomesteadBlock, newcfg.HomesteadBlock)
+	}
+	if isForkIncompatible(c.DAOForkBlock, newcfg.DAOForkBlock, head) {
+		return newCompatError("DAO fork block", c.DAOForkBlock, newcfg.DAOForkBlock)
 	}
-	return num.Cmp(c.EIP155Block) >= 0
+	if c.IsDAOFork(head) && c.DAOForkSupport != newcfg.DAOForkSupport {
+		return newCompatError("DAO fork support flag", c.DAOForkBlock, newcfg.DAOForkBlock)
+	}
+	if isForkIncompatible(c.EIP150Block, newcfg.EIP150Block, head) {
+		return newCompatError("EIP150 fork block", c.EIP150Block, newcfg.EIP150Block)
+	}
+	if isForkIncompatible(c.EIP155Block, newcfg.EIP155Block, head) {
+		return newCompatError("EIP155 fork block", c.EIP155Block, newcfg.EIP155Block)
+	}
+	if isForkIncompatible(c.EIP158Block, newcfg.EIP158Block, head) {
+		return newCompatError("EIP158 fork block", c.EIP158Block, newcfg.EIP158Block)
+	}
+	if c.IsEIP158(head) && !configNumEqual(c.ChainId, newcfg.ChainId) {
+		return newCompatError("EIP158 chain ID", c.EIP158Block, newcfg.EIP158Block)
+	}
+	return nil
+}
 
+// isForkIncompatible returns true if a fork scheduled at s1 cannot be rescheduled to
+// block s2 because head is already past the fork.
+func isForkIncompatible(s1, s2, head *big.Int) bool {
+	return (isForked(s1, head) || isForked(s2, head)) && !configNumEqual(s1, s2)
 }
 
-func (c *ChainConfig) IsEIP158(num *big.Int) bool {
-	if c.EIP158Block == nil || num == nil {
+// isForked returns whether a fork scheduled at block s is active at the given head block.
+func isForked(s, head *big.Int) bool {
+	if s == nil || head == nil {
 		return false
 	}
-	return num.Cmp(c.EIP158Block) >= 0
+	return s.Cmp(head) <= 0
+}
 
+func configNumEqual(x, y *big.Int) bool {
+	if x == nil {
+		return y == nil
+	}
+	if y == nil {
+		return x == nil
+	}
+	return x.Cmp(y) == 0
 }
 
-// Rules wraps ChainConfig and is merely syntatic sugar or can be used for functions
-// that do not have or require information about the block.
-//
-// Rules is a one time interface meaning that it shouldn't be used in between transition
-// phases.
-type Rules struct {
-	ChainId                                   *big.Int
-	IsHomestead, IsEIP150, IsEIP155, IsEIP158 bool
+// ConfigCompatError is raised if the locally-stored blockchain is initialised with a
+// ChainConfig that would alter the past.
+type ConfigCompatError struct {
+	What string
+	// block numbers of the stored and new configurations
+	StoredConfig, NewConfig *big.Int
+	// the block number to which the local chain must be rewound to correct the error
+	RewindTo uint64
+}
+
+func newCompatError(what string, storedblock, newblock *big.Int) *ConfigCompatError {
+	var rew *big.Int
+	switch {
+	case storedblock == nil:
+		rew = newblock
+	case newblock == nil || storedblock.Cmp(newblock) < 0:
+		rew = storedblock
+	default:
+		rew = newblock
+	}
+	err := &ConfigCompatError{what, storedblock, newblock, 0}
+	if rew != nil && rew.Sign() > 0 {
+		err.RewindTo = rew.Uint64() - 1
+	}
+	return err
 }
 
-func (c *ChainConfig) Rules(num *big.Int) Rules {
-	return Rules{ChainId: new(big.Int).Set(c.ChainId), IsHomestead: c.IsHomestead(num), IsEIP150: c.IsEIP150(num), IsEIP155: c.IsEIP155(num), IsEIP158: c.IsEIP158(num)}
+func (err *ConfigCompatError) Error() string {
+	return fmt.Sprintf("mismatching %s in database (have %d, want %d, rewindto %d)", err.What, err.StoredConfig, err.NewConfig, err.RewindTo)
 }
diff --git a/params/config_test.go b/params/config_test.go
new file mode 100644
index 000000000..487dc380c
--- /dev/null
+++ b/params/config_test.go
@@ -0,0 +1,81 @@
+// Copyright 2017 The go-ethereum Authors
+// This file is part of the go-ethereum library.
+//
+// The go-ethereum library is free software: you can redistribute it and/or modify
+// it under the terms of the GNU Lesser General Public License as published by
+// the Free Software Foundation, either version 3 of the License, or
+// (at your option) any later version.
+//
+// The go-ethereum library is distributed in the hope that it will be useful,
+// but WITHOUT ANY WARRANTY; without even the implied warranty of
+// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
+// GNU Lesser General Public License for more details.
+//
+// You should have received a copy of the GNU Lesser General Public License
+// along with the go-ethereum library. If not, see <http://www.gnu.org/licenses/>.
+
+package params
+
+import (
+	"math/big"
+	"reflect"
+	"testing"
+)
+
+func TestCheckCompatible(t *testing.T) {
+	type test struct {
+		stored, new *ChainConfig
+		head        uint64
+		wantErr     *ConfigCompatError
+	}
+	tests := []test{
+		{stored: AllProtocolChanges, new: AllProtocolChanges, head: 0, wantErr: nil},
+		{stored: AllProtocolChanges, new: AllProtocolChanges, head: 100, wantErr: nil},
+		{
+			stored:  &ChainConfig{EIP150Block: big.NewInt(10)},
+			new:     &ChainConfig{EIP150Block: big.NewInt(20)},
+			head:    9,
+			wantErr: nil,
+		},
+		{
+			stored: AllProtocolChanges,
+			new:    &ChainConfig{HomesteadBlock: nil},
+			head:   3,
+			wantErr: &ConfigCompatError{
+				What:         "Homestead fork block",
+				StoredConfig: big.NewInt(0),
+				NewConfig:    nil,
+				RewindTo:     0,
+			},
+		},
+		{
+			stored: AllProtocolChanges,
+			new:    &ChainConfig{HomesteadBlock: big.NewInt(1)},
+			head:   3,
+			wantErr: &ConfigCompatError{
+				What:         "Homestead fork block",
+				StoredConfig: big.NewInt(0),
+				NewConfig:    big.NewInt(1),
+				RewindTo:     0,
+			},
+		},
+		{
+			stored: &ChainConfig{HomesteadBlock: big.NewInt(30), EIP150Block: big.NewInt(10)},
+			new:    &ChainConfig{HomesteadBlock: big.NewInt(25), EIP150Block: big.NewInt(20)},
+			head:   25,
+			wantErr: &ConfigCompatError{
+				What:         "EIP150 fork block",
+				StoredConfig: big.NewInt(10),
+				NewConfig:    big.NewInt(20),
+				RewindTo:     9,
+			},
+		},
+	}
+
+	for _, test := range tests {
+		err := test.stored.CheckCompatible(test.new, test.head)
+		if !reflect.DeepEqual(err, test.wantErr) {
+			t.Errorf("error mismatch:\nstored: %v\nnew: %v\nhead: %v\nerr: %v\nwant: %v", test.stored, test.new, test.head, err, test.wantErr)
+		}
+	}
+}
diff --git a/params/dao.go b/params/dao.go
index 3e2a68cc9..ef8e838ff 100644
--- a/params/dao.go
+++ b/params/dao.go
@@ -17,8 +17,6 @@
 package params
 
 import (
-	"encoding/json"
-	"fmt"
 	"math/big"
 
 	"github.com/ethereum/go-ethereum/common"
@@ -47,372 +45,123 @@ var DAORefundContract = common.HexToAddress("0xbf4ed7b27f1d666546e30d74d50d173d2
 
 // DAODrainList is the list of accounts whose full balances will be moved into a
 // refund contract at the beginning of the dao-fork block.
-var DAODrainList []common.Address
-
-func init() {
-	// Parse the list of DAO accounts to drain
-	var list []map[string]string
-	if err := json.Unmarshal([]byte(daoDrainListJSON), &list); err != nil {
-		panic(fmt.Errorf("Failed to parse DAO drain list: %v", err))
-	}
-	// Collect all the accounts that need draining
-	for _, dao := range list {
-		DAODrainList = append(DAODrainList, common.HexToAddress(dao["address"]))
-		DAODrainList = append(DAODrainList, common.HexToAddress(dao["extraBalanceAccount"]))
+func DAODrainList() []common.Address {
+	return []common.Address{
+		common.HexToAddress("0xd4fe7bc31cedb7bfb8a345f31e668033056b2728"),
+		common.HexToAddress("0xb3fb0e5aba0e20e5c49d252dfd30e102b171a425"),
+		common.HexToAddress("0x2c19c7f9ae8b751e37aeb2d93a699722395ae18f"),
+		common.HexToAddress("0xecd135fa4f61a655311e86238c92adcd779555d2"),
+		common.HexToAddress("0x1975bd06d486162d5dc297798dfc41edd5d160a7"),
+		common.HexToAddress("0xa3acf3a1e16b1d7c315e23510fdd7847b48234f6"),
+		common.HexToAddress("0x319f70bab6845585f412ec7724b744fec6095c85"),
+		common.HexToAddress("0x06706dd3f2c9abf0a21ddcc6941d9b86f0596936"),
+		common.HexToAddress("0x5c8536898fbb74fc7445814902fd08422eac56d0"),
+		common.HexToAddress("0x6966ab0d485353095148a2155858910e0965b6f9"),
+		common.HexToAddress("0x779543a0491a837ca36ce8c635d6154e3c4911a6"),
+		common.HexToAddress("0x2a5ed960395e2a49b1c758cef4aa15213cfd874c"),
+		common.HexToAddress("0x5c6e67ccd5849c0d29219c4f95f1a7a93b3f5dc5"),
+		common.HexToAddress("0x9c50426be05db97f5d64fc54bf89eff947f0a321"),
+		common.HexToAddress("0x200450f06520bdd6c527622a273333384d870efb"),
+		common.HexToAddress("0xbe8539bfe837b67d1282b2b1d61c3f723966f049"),
+		common.HexToAddress("0x6b0c4d41ba9ab8d8cfb5d379c69a612f2ced8ecb"),
+		common.HexToAddress("0xf1385fb24aad0cd7432824085e42aff90886fef5"),
+		common.HexToAddress("0xd1ac8b1ef1b69ff51d1d401a476e7e612414f091"),
+		common.HexToAddress("0x8163e7fb499e90f8544ea62bbf80d21cd26d9efd"),
+		common.HexToAddress("0x51e0ddd9998364a2eb38588679f0d2c42653e4a6"),
+		common.HexToAddress("0x627a0a960c079c21c34f7612d5d230e01b4ad4c7"),
+		common.HexToAddress("0xf0b1aa0eb660754448a7937c022e30aa692fe0c5"),
+		common.HexToAddress("0x24c4d950dfd4dd1902bbed3508144a54542bba94"),
+		common.HexToAddress("0x9f27daea7aca0aa0446220b98d028715e3bc803d"),
+		common.HexToAddress("0xa5dc5acd6a7968a4554d89d65e59b7fd3bff0f90"),
+		common.HexToAddress("0xd9aef3a1e38a39c16b31d1ace71bca8ef58d315b"),
+		common.HexToAddress("0x63ed5a272de2f6d968408b4acb9024f4cc208ebf"),
+		common.HexToAddress("0x6f6704e5a10332af6672e50b3d9754dc460dfa4d"),
+		common.HexToAddress("0x77ca7b50b6cd7e2f3fa008e24ab793fd56cb15f6"),
+		common.HexToAddress("0x492ea3bb0f3315521c31f273e565b868fc090f17"),
+		common.HexToAddress("0x0ff30d6de14a8224aa97b78aea5388d1c51c1f00"),
+		common.HexToAddress("0x9ea779f907f0b315b364b0cfc39a0fde5b02a416"),
+		common.HexToAddress("0xceaeb481747ca6c540a000c1f3641f8cef161fa7"),
+		common.HexToAddress("0xcc34673c6c40e791051898567a1222daf90be287"),
+		common.HexToAddress("0x579a80d909f346fbfb1189493f521d7f48d52238"),
+		common.HexToAddress("0xe308bd1ac5fda103967359b2712dd89deffb7973"),
+		common.HexToAddress("0x4cb31628079fb14e4bc3cd5e30c2f7489b00960c"),
+		common.HexToAddress("0xac1ecab32727358dba8962a0f3b261731aad9723"),
+		common.HexToAddress("0x4fd6ace747f06ece9c49699c7cabc62d02211f75"),
+		common.HexToAddress("0x440c59b325d2997a134c2c7c60a8c61611212bad"),
+		common.HexToAddress("0x4486a3d68fac6967006d7a517b889fd3f98c102b"),
+		common.HexToAddress("0x9c15b54878ba618f494b38f0ae7443db6af648ba"),
+		common.HexToAddress("0x27b137a85656544b1ccb5a0f2e561a5703c6a68f"),
+		common.HexToAddress("0x21c7fdb9ed8d291d79ffd82eb2c4356ec0d81241"),
+		common.HexToAddress("0x23b75c2f6791eef49c69684db4c6c1f93bf49a50"),
+		common.HexToAddress("0x1ca6abd14d30affe533b24d7a21bff4c2d5e1f3b"),
+		common.HexToAddress("0xb9637156d330c0d605a791f1c31ba5890582fe1c"),
+		common.HexToAddress("0x6131c42fa982e56929107413a9d526fd99405560"),
+		common.HexToAddress("0x1591fc0f688c81fbeb17f5426a162a7024d430c2"),
+		common.HexToAddress("0x542a9515200d14b68e934e9830d91645a980dd7a"),
+		common.HexToAddress("0xc4bbd073882dd2add2424cf47d35213405b01324"),
+		common.HexToAddress("0x782495b7b3355efb2833d56ecb34dc22ad7dfcc4"),
+		common.HexToAddress("0x58b95c9a9d5d26825e70a82b6adb139d3fd829eb"),
+		common.HexToAddress("0x3ba4d81db016dc2890c81f3acec2454bff5aada5"),
+		common.HexToAddress("0xb52042c8ca3f8aa246fa79c3feaa3d959347c0ab"),
+		common.HexToAddress("0xe4ae1efdfc53b73893af49113d8694a057b9c0d1"),
+		common.HexToAddress("0x3c02a7bc0391e86d91b7d144e61c2c01a25a79c5"),
+		common.HexToAddress("0x0737a6b837f97f46ebade41b9bc3e1c509c85c53"),
+		common.HexToAddress("0x97f43a37f595ab5dd318fb46e7a155eae057317a"),
+		common.HexToAddress("0x52c5317c848ba20c7504cb2c8052abd1fde29d03"),
+		common.HexToAddress("0x4863226780fe7c0356454236d3b1c8792785748d"),
+		common.HexToAddress("0x5d2b2e6fcbe3b11d26b525e085ff818dae332479"),
+		common.HexToAddress("0x5f9f3392e9f62f63b8eac0beb55541fc8627f42c"),
+		common.HexToAddress("0x057b56736d32b86616a10f619859c6cd6f59092a"),
+		common.HexToAddress("0x9aa008f65de0b923a2a4f02012ad034a5e2e2192"),
+		common.HexToAddress("0x304a554a310c7e546dfe434669c62820b7d83490"),
+		common.HexToAddress("0x914d1b8b43e92723e64fd0a06f5bdb8dd9b10c79"),
+		common.HexToAddress("0x4deb0033bb26bc534b197e61d19e0733e5679784"),
+		common.HexToAddress("0x07f5c1e1bc2c93e0402f23341973a0e043f7bf8a"),
+		common.HexToAddress("0x35a051a0010aba705c9008d7a7eff6fb88f6ea7b"),
+		common.HexToAddress("0x4fa802324e929786dbda3b8820dc7834e9134a2a"),
+		common.HexToAddress("0x9da397b9e80755301a3b32173283a91c0ef6c87e"),
+		common.HexToAddress("0x8d9edb3054ce5c5774a420ac37ebae0ac02343c6"),
+		common.HexToAddress("0x0101f3be8ebb4bbd39a2e3b9a3639d4259832fd9"),
+		common.HexToAddress("0x5dc28b15dffed94048d73806ce4b7a4612a1d48f"),
+		common.HexToAddress("0xbcf899e6c7d9d5a215ab1e3444c86806fa854c76"),
+		common.HexToAddress("0x12e626b0eebfe86a56d633b9864e389b45dcb260"),
+		common.HexToAddress("0xa2f1ccba9395d7fcb155bba8bc92db9bafaeade7"),
+		common.HexToAddress("0xec8e57756626fdc07c63ad2eafbd28d08e7b0ca5"),
+		common.HexToAddress("0xd164b088bd9108b60d0ca3751da4bceb207b0782"),
+		common.HexToAddress("0x6231b6d0d5e77fe001c2a460bd9584fee60d409b"),
+		common.HexToAddress("0x1cba23d343a983e9b5cfd19496b9a9701ada385f"),
+		common.HexToAddress("0xa82f360a8d3455c5c41366975bde739c37bfeb8a"),
+		common.HexToAddress("0x9fcd2deaff372a39cc679d5c5e4de7bafb0b1339"),
+		common.HexToAddress("0x005f5cee7a43331d5a3d3eec71305925a62f34b6"),
+		common.HexToAddress("0x0e0da70933f4c7849fc0d203f5d1d43b9ae4532d"),
+		common.HexToAddress("0xd131637d5275fd1a68a3200f4ad25c71a2a9522e"),
+		common.HexToAddress("0xbc07118b9ac290e4622f5e77a0853539789effbe"),
+		common.HexToAddress("0x47e7aa56d6bdf3f36be34619660de61275420af8"),
+		common.HexToAddress("0xacd87e28b0c9d1254e868b81cba4cc20d9a32225"),
+		common.HexToAddress("0xadf80daec7ba8dcf15392f1ac611fff65d94f880"),
+		common.HexToAddress("0x5524c55fb03cf21f549444ccbecb664d0acad706"),
+		common.HexToAddress("0x40b803a9abce16f50f36a77ba41180eb90023925"),
+		common.HexToAddress("0xfe24cdd8648121a43a7c86d289be4dd2951ed49f"),
+		common.HexToAddress("0x17802f43a0137c506ba92291391a8a8f207f487d"),
+		common.HexToAddress("0x253488078a4edf4d6f42f113d1e62836a942cf1a"),
+		common.HexToAddress("0x86af3e9626fce1957c82e88cbf04ddf3a2ed7915"),
+		common.HexToAddress("0xb136707642a4ea12fb4bae820f03d2562ebff487"),
+		common.HexToAddress("0xdbe9b615a3ae8709af8b93336ce9b477e4ac0940"),
+		common.HexToAddress("0xf14c14075d6c4ed84b86798af0956deef67365b5"),
+		common.HexToAddress("0xca544e5c4687d109611d0f8f928b53a25af72448"),
+		common.HexToAddress("0xaeeb8ff27288bdabc0fa5ebb731b6f409507516c"),
+		common.HexToAddress("0xcbb9d3703e651b0d496cdefb8b92c25aeb2171f7"),
+		common.HexToAddress("0x6d87578288b6cb5549d5076a207456a1f6a63dc0"),
+		common.HexToAddress("0xb2c6f0dfbb716ac562e2d85d6cb2f8d5ee87603e"),
+		common.HexToAddress("0xaccc230e8a6e5be9160b8cdf2864dd2a001c28b6"),
+		common.HexToAddress("0x2b3455ec7fedf16e646268bf88846bd7a2319bb2"),
+		common.HexToAddress("0x4613f3bca5c44ea06337a9e439fbc6d42e501d0a"),
+		common.HexToAddress("0xd343b217de44030afaa275f54d31a9317c7f441e"),
+		common.HexToAddress("0x84ef4b2357079cd7a7c69fd7a37cd0609a679106"),
+		common.HexToAddress("0xda2fef9e4a3230988ff17df2165440f37e8b1708"),
+		common.HexToAddress("0xf4c64518ea10f995918a454158c6b61407ea345c"),
+		common.HexToAddress("0x7602b46df5390e432ef1c307d4f2c9ff6d65cc97"),
+		common.HexToAddress("0xbb9bc244d798123fde783fcc1c72d3bb8c189413"),
+		common.HexToAddress("0x807640a13483f8ac783c557fcdf27be11ea4ac7a"),
 	}
 }
-
-// daoDrainListJSON is the JSON encoded list of accounts whose full balances will
-// be moved into a refund contract at the beginning of the dao-fork block.
-const daoDrainListJSON = `
-[
-   {
-      "address":"0xd4fe7bc31cedb7bfb8a345f31e668033056b2728",
-      "balance":"186cc8bfaefb7be",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xb3fb0e5aba0e20e5c49d252dfd30e102b171a425"
-   },
-   {
-      "address":"0x2c19c7f9ae8b751e37aeb2d93a699722395ae18f",
-      "balance":"b14e8feab1ff435",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xecd135fa4f61a655311e86238c92adcd779555d2"
-   },
-   {
-      "address":"0x1975bd06d486162d5dc297798dfc41edd5d160a7",
-      "balance":"359d26614cb5070c77",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xa3acf3a1e16b1d7c315e23510fdd7847b48234f6"
-   },
-   {
-      "address":"0x319f70bab6845585f412ec7724b744fec6095c85",
-      "balance":"6e075cd846d2cb1d42",
-      "extraBalance":"13d34fd41b545b81",
-      "extraBalanceAccount":"0x06706dd3f2c9abf0a21ddcc6941d9b86f0596936"
-   },
-   {
-      "address":"0x5c8536898fbb74fc7445814902fd08422eac56d0",
-      "balance":"b1e5593558008fd78",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x6966ab0d485353095148a2155858910e0965b6f9"
-   },
-   {
-      "address":"0x779543a0491a837ca36ce8c635d6154e3c4911a6",
-      "balance":"392eaa20d1aad59a4c",
-      "extraBalance":"426938826a96c9",
-      "extraBalanceAccount":"0x2a5ed960395e2a49b1c758cef4aa15213cfd874c"
-   },
-   {
-      "address":"0x5c6e67ccd5849c0d29219c4f95f1a7a93b3f5dc5",
-      "balance":"2875d22b29793d4ba7",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x9c50426be05db97f5d64fc54bf89eff947f0a321"
-   },
-   {
-      "address":"0x200450f06520bdd6c527622a273333384d870efb",
-      "balance":"43c341d9f96954c049",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xbe8539bfe837b67d1282b2b1d61c3f723966f049"
-   },
-   {
-      "address":"0x6b0c4d41ba9ab8d8cfb5d379c69a612f2ced8ecb",
-      "balance":"75251057154d70fa816",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xf1385fb24aad0cd7432824085e42aff90886fef5"
-   },
-   {
-      "address":"0xd1ac8b1ef1b69ff51d1d401a476e7e612414f091",
-      "balance":"392409769296cf67f36",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x8163e7fb499e90f8544ea62bbf80d21cd26d9efd"
-   },
-   {
-      "address":"0x51e0ddd9998364a2eb38588679f0d2c42653e4a6",
-      "balance":"8ac72eccbf4e8083",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x627a0a960c079c21c34f7612d5d230e01b4ad4c7"
-   },
-   {
-      "address":"0xf0b1aa0eb660754448a7937c022e30aa692fe0c5",
-      "balance":"82289c3bb3e8c98799",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x24c4d950dfd4dd1902bbed3508144a54542bba94"
-   },
-   {
-      "address":"0x9f27daea7aca0aa0446220b98d028715e3bc803d",
-      "balance":"56bc29049ebed40fd",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xa5dc5acd6a7968a4554d89d65e59b7fd3bff0f90"
-   },
-   {
-      "address":"0xd9aef3a1e38a39c16b31d1ace71bca8ef58d315b",
-      "balance":"56bc7d3ff79110524",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x63ed5a272de2f6d968408b4acb9024f4cc208ebf"
-   },
-   {
-      "address":"0x6f6704e5a10332af6672e50b3d9754dc460dfa4d",
-      "balance":"23b651bd48cbc70cc",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x77ca7b50b6cd7e2f3fa008e24ab793fd56cb15f6"
-   },
-   {
-      "address":"0x492ea3bb0f3315521c31f273e565b868fc090f17",
-      "balance":"13ea6d4fee651dd7c9",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x0ff30d6de14a8224aa97b78aea5388d1c51c1f00"
-   },
-   {
-      "address":"0x9ea779f907f0b315b364b0cfc39a0fde5b02a416",
-      "balance":"35ac471a3836ae7de5a",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xceaeb481747ca6c540a000c1f3641f8cef161fa7"
-   },
-   {
-      "address":"0xcc34673c6c40e791051898567a1222daf90be287",
-      "balance":"d529c0b76b7aa0",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x579a80d909f346fbfb1189493f521d7f48d52238"
-   },
-   {
-      "address":"0xe308bd1ac5fda103967359b2712dd89deffb7973",
-      "balance":"5cd9e7df3a8e5cdd3",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x4cb31628079fb14e4bc3cd5e30c2f7489b00960c"
-   },
-   {
-      "address":"0xac1ecab32727358dba8962a0f3b261731aad9723",
-      "balance":"2c8442fe35363313b93",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x4fd6ace747f06ece9c49699c7cabc62d02211f75"
-   },
-   {
-      "address":"0x440c59b325d2997a134c2c7c60a8c61611212bad",
-      "balance":"e77583a3958130e53",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x4486a3d68fac6967006d7a517b889fd3f98c102b"
-   },
-   {
-      "address":"0x9c15b54878ba618f494b38f0ae7443db6af648ba",
-      "balance":"1f0b6ade348ca998",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x27b137a85656544b1ccb5a0f2e561a5703c6a68f"
-   },
-   {
-      "address":"0x21c7fdb9ed8d291d79ffd82eb2c4356ec0d81241",
-      "balance":"61725880736659",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x23b75c2f6791eef49c69684db4c6c1f93bf49a50"
-   },
-   {
-      "address":"0x1ca6abd14d30affe533b24d7a21bff4c2d5e1f3b",
-      "balance":"42948d8dc7ddbc22d",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xb9637156d330c0d605a791f1c31ba5890582fe1c"
-   },
-   {
-      "address":"0x6131c42fa982e56929107413a9d526fd99405560",
-      "balance":"7306683851d1eafbfa",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x1591fc0f688c81fbeb17f5426a162a7024d430c2"
-   },
-   {
-      "address":"0x542a9515200d14b68e934e9830d91645a980dd7a",
-      "balance":"2a8457d0d8432e21d0c",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xc4bbd073882dd2add2424cf47d35213405b01324"
-   },
-   {
-      "address":"0x782495b7b3355efb2833d56ecb34dc22ad7dfcc4",
-      "balance":"d8d7391feaeaa8cdb",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x58b95c9a9d5d26825e70a82b6adb139d3fd829eb"
-   },
-   {
-      "address":"0x3ba4d81db016dc2890c81f3acec2454bff5aada5",
-      "balance":"1",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xb52042c8ca3f8aa246fa79c3feaa3d959347c0ab"
-   },
-   {
-      "address":"0xe4ae1efdfc53b73893af49113d8694a057b9c0d1",
-      "balance":"456397665fa74041",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x3c02a7bc0391e86d91b7d144e61c2c01a25a79c5"
-   },
-   {
-      "address":"0x0737a6b837f97f46ebade41b9bc3e1c509c85c53",
-      "balance":"6324dcb7126ecbef",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x97f43a37f595ab5dd318fb46e7a155eae057317a"
-   },
-   {
-      "address":"0x52c5317c848ba20c7504cb2c8052abd1fde29d03",
-      "balance":"6c3419b0705c01cd0d",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x4863226780fe7c0356454236d3b1c8792785748d"
-   },
-   {
-      "address":"0x5d2b2e6fcbe3b11d26b525e085ff818dae332479",
-      "balance":"456397665fa74041",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x5f9f3392e9f62f63b8eac0beb55541fc8627f42c"
-   },
-   {
-      "address":"0x057b56736d32b86616a10f619859c6cd6f59092a",
-      "balance":"232c025bb44b46",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x9aa008f65de0b923a2a4f02012ad034a5e2e2192"
-   },
-   {
-      "address":"0x304a554a310c7e546dfe434669c62820b7d83490",
-      "balance":"3034f5ca7d45e17df199b",
-      "extraBalance":"f7d15162c44e97b6e",
-      "extraBalanceAccount":"0x914d1b8b43e92723e64fd0a06f5bdb8dd9b10c79"
-   },
-   {
-      "address":"0x4deb0033bb26bc534b197e61d19e0733e5679784",
-      "balance":"4417e96ed796591e09",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x07f5c1e1bc2c93e0402f23341973a0e043f7bf8a"
-   },
-   {
-      "address":"0x35a051a0010aba705c9008d7a7eff6fb88f6ea7b",
-      "balance":"d3ff7771412bbcc9",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x4fa802324e929786dbda3b8820dc7834e9134a2a"
-   },
-   {
-      "address":"0x9da397b9e80755301a3b32173283a91c0ef6c87e",
-      "balance":"32ae324c233816b4c2",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x8d9edb3054ce5c5774a420ac37ebae0ac02343c6"
-   },
-   {
-      "address":"0x0101f3be8ebb4bbd39a2e3b9a3639d4259832fd9",
-      "balance":"1e530695b705f037c6",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x5dc28b15dffed94048d73806ce4b7a4612a1d48f"
-   },
-   {
-      "address":"0xbcf899e6c7d9d5a215ab1e3444c86806fa854c76",
-      "balance":"68013bad5b4b1133fc5",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x12e626b0eebfe86a56d633b9864e389b45dcb260"
-   },
-   {
-      "address":"0xa2f1ccba9395d7fcb155bba8bc92db9bafaeade7",
-      "balance":"456397665fa74041",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xec8e57756626fdc07c63ad2eafbd28d08e7b0ca5"
-   },
-   {
-      "address":"0xd164b088bd9108b60d0ca3751da4bceb207b0782",
-      "balance":"3635ce47fabaaa336e",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x6231b6d0d5e77fe001c2a460bd9584fee60d409b"
-   },
-   {
-      "address":"0x1cba23d343a983e9b5cfd19496b9a9701ada385f",
-      "balance":"f3abd9906c170a",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xa82f360a8d3455c5c41366975bde739c37bfeb8a"
-   },
-   {
-      "address":"0x9fcd2deaff372a39cc679d5c5e4de7bafb0b1339",
-      "balance":"4c6679d9d9b95a4e08",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x005f5cee7a43331d5a3d3eec71305925a62f34b6"
-   },
-   {
-      "address":"0x0e0da70933f4c7849fc0d203f5d1d43b9ae4532d",
-      "balance":"40f622936475de31849",
-      "extraBalance":"671e1bbabded39754",
-      "extraBalanceAccount":"0xd131637d5275fd1a68a3200f4ad25c71a2a9522e"
-   },
-   {
-      "address":"0xbc07118b9ac290e4622f5e77a0853539789effbe",
-      "balance":"1316ccfa4a35db5e58f",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x47e7aa56d6bdf3f36be34619660de61275420af8"
-   },
-   {
-      "address":"0xacd87e28b0c9d1254e868b81cba4cc20d9a32225",
-      "balance":"b3ad6bb72000bab9f",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xadf80daec7ba8dcf15392f1ac611fff65d94f880"
-   },
-   {
-      "address":"0x5524c55fb03cf21f549444ccbecb664d0acad706",
-      "balance":"16f2da372a5c8a70967",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x40b803a9abce16f50f36a77ba41180eb90023925"
-   },
-   {
-      "address":"0xfe24cdd8648121a43a7c86d289be4dd2951ed49f",
-      "balance":"ea0b1bdc78f500a43",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x17802f43a0137c506ba92291391a8a8f207f487d"
-   },
-   {
-      "address":"0x253488078a4edf4d6f42f113d1e62836a942cf1a",
-      "balance":"3060e3aed135cc80",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x86af3e9626fce1957c82e88cbf04ddf3a2ed7915"
-   },
-   {
-      "address":"0xb136707642a4ea12fb4bae820f03d2562ebff487",
-      "balance":"6050bdeb3354b5c98adc3",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xdbe9b615a3ae8709af8b93336ce9b477e4ac0940"
-   },
-   {
-      "address":"0xf14c14075d6c4ed84b86798af0956deef67365b5",
-      "balance":"1d77844e94c25ba2",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xca544e5c4687d109611d0f8f928b53a25af72448"
-   },
-   {
-      "address":"0xaeeb8ff27288bdabc0fa5ebb731b6f409507516c",
-      "balance":"2e93a72de4fc5ec0ed",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xcbb9d3703e651b0d496cdefb8b92c25aeb2171f7"
-   },
-   {
-      "address":"0x6d87578288b6cb5549d5076a207456a1f6a63dc0",
-      "balance":"1afd340799e48c18",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0xb2c6f0dfbb716ac562e2d85d6cb2f8d5ee87603e"
-   },
-   {
-      "address":"0xaccc230e8a6e5be9160b8cdf2864dd2a001c28b6",
-      "balance":"14d0944eb3be947a8",
-      "extraBalance":"0",
-      "extraBalanceAccount":"0x2b3455ec7fedf16e646268bf88846bd7a2319bb2"
-   },
-   {
-      "address":"0x4613f3bca5c44ea06337a9e439fbc6d42e501d0a",
-      "balance":"6202b236a200e365eba",
-      "extraBalance":"11979be9020f03ec4ec",
-      "extraBalanceAccount":"0xd343b217de44030afaa275f54d31a9317c7f441e"
-   },
-   {
-      "address":"0x84ef4b2357079cd7a7c69fd7a37cd0609a679106",
-      "balance":"7ed634ebbba531901e07",
-      "extraBalance":"f9c5eff28cb08720c85",
-      "extraBalanceAccount":"0xda2fef9e4a3230988ff17df2165440f37e8b1708"
-   },
-   {
-      "address":"0xf4c64518ea10f995918a454158c6b61407ea345c",
-      "balance":"39152e15508a96ff894a",
-      "extraBalance":"14041ca908bcc185c8",
-      "extraBalanceAccount":"0x7602b46df5390e432ef1c307d4f2c9ff6d65cc97"
-   },
-   {
-      "address":"0xbb9bc244d798123fde783fcc1c72d3bb8c189413",
-      "balance":"1",
-      "extraBalance":"5553ebc",
-      "extraBalanceAccount":"0x807640a13483f8ac783c557fcdf27be11ea4ac7a"
-   }
-]
-`