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Christian
2023-12-21 17:37:32 +01:00
parent 6ceb565e34
commit 9594c29467
34 changed files with 8103 additions and 1 deletions
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238
Cargo.lock generated
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@@ -2,6 +2,18 @@
# It is not intended for manual editing. # It is not intended for manual editing.
version = 3 version = 3
[[package]]
name = "ahash"
version = "0.8.6"
source = "registry+https://github.com/rust-lang/crates.io-index"
checksum = "91429305e9f0a25f6205c5b8e0d2db09e0708a7a6df0f42212bb56c32c8ac97a"
dependencies = [
"cfg-if",
"once_cell",
"version_check",
"zerocopy",
]
[[package]] [[package]]
name = "aho-corasick" name = "aho-corasick"
version = "1.1.2" version = "1.1.2"
@@ -11,6 +23,12 @@ dependencies = [
"memchr", "memchr",
] ]
[[package]]
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version = "0.2.16"
source = "registry+https://github.com/rust-lang/crates.io-index"
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[[package]] [[package]]
name = "anyhow" name = "anyhow"
version = "1.0.75" version = "1.0.75"
@@ -22,15 +40,192 @@ name = "aoc-2023"
version = "0.1.0" version = "0.1.0"
dependencies = [ dependencies = [
"anyhow", "anyhow",
"gcd",
"hashbrown",
"itertools",
"ndarray",
"num",
"regex", "regex",
] ]
[[package]]
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@@ -59,3 +254,46 @@ name = "regex-syntax"
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5
Cargo.toml
View File

@@ -7,4 +7,9 @@ edition = "2021"
[dependencies] [dependencies]
anyhow = "1.0.75" anyhow = "1.0.75"
gcd = "2.3.0"
hashbrown = "0.14.3"
itertools = "0.12.0"
ndarray = "0.15.6"
num = "0.4.1"
regex = "1.10.2" regex = "1.10.2"

2
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@@ -0,0 +1,2 @@
Time: 58 81 96 76
Distance: 434 1041 2219 1218

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@@ -0,0 +1,748 @@
LLLRLRLRLLRRRLRRRLRRRLLLRLRLLRRLLRRLRLRLLRLRLRRLLRRRLRLLRRLRRRLRRLLLRRRLRRRLRRRLLLLRRLRRRLRLRRRLRRLLRLRLRRRLRRRLRRLRRRLLLLLLRLRRRLLLLRLRRRLRRRLRLRRLRLRLRLRLRRRLLRRLRLRRLRRLRRLLRLLLRRLRLLRRLRLRRLRRRLRRLLRLRLRLRRLLRLLRRLLLRLRLRRRLRRLLRRRLRLRLRRLLRLRLRLRRLRLRLRRLRRLLRRLRRRLRRRLLLRRRR
MQF = (DDG, LSH)
QJP = (PCT, XKJ)
JXF = (PMG, NBN)
JCK = (QCD, NRG)
LPD = (NTM, NTM)
DLN = (TXM, QRG)
MTG = (KGC, DMM)
KFV = (FXH, QLX)
SCJ = (HQH, XSD)
JKJ = (PMX, MHH)
SJK = (JXM, GRQ)
CJZ = (DPF, RMT)
QXM = (HGC, SMX)
XJS = (NRV, CCL)
QLB = (RCH, QVQ)
KDB = (QKT, BJB)
FCX = (DXG, SGQ)
PCT = (DXR, PTS)
MGJ = (FKF, HNG)
VBN = (RBK, JPL)
TRH = (SRT, VJV)
PGK = (SNP, QLP)
XVK = (KFK, QQC)
SXC = (XTB, DPQ)
HNG = (VXF, MVH)
QHT = (TTD, LBH)
LMK = (QQT, QTP)
DXR = (KCT, KQS)
FSA = (RXT, BLP)
GHK = (JMM, VBN)
DMM = (VQM, LTG)
FBQ = (FSV, GHJ)
KCN = (QVR, TDG)
KBF = (XNM, HBL)
KJP = (FKG, CJZ)
JLH = (CKG, XLV)
RJX = (KKN, RJH)
PFS = (BVC, SXR)
DHM = (HXV, FRV)
KFK = (PLL, GQC)
CNB = (KNS, HVP)
DDG = (QTS, VRJ)
QVT = (JCK, DJQ)
LRB = (TXD, MPR)
DMS = (QVD, MFS)
PMJ = (LNN, NPJ)
BXD = (MLL, QKQ)
DGF = (FMX, PKP)
RHQ = (RJH, KKN)
MRG = (TNN, LLX)
BBM = (VFP, VGF)
PLP = (BBK, KFX)
RSN = (SBN, DQF)
XTP = (HMT, XNV)
LLX = (KBF, TDV)
KHR = (QGL, NCM)
PFB = (SXR, BVC)
NKP = (JTF, BJH)
RPH = (RSN, VBM)
HBL = (LVT, JXF)
CBC = (LRB, QGN)
FXH = (GCH, KBD)
QTF = (KVL, DLS)
RPQ = (FJB, RMD)
SLD = (MSH, NSN)
PXF = (QXM, HDF)
QBJ = (RDQ, DJH)
QPH = (RKJ, CSC)
TVF = (JMC, MTV)
MJM = (DLM, BQS)
XQV = (LCD, QCL)
KQH = (SJK, BPR)
CSC = (BLD, PDP)
BLP = (XVK, LJB)
BBK = (DJT, LLJ)
PSH = (GQH, RBQ)
RMD = (XQV, KFT)
TJJ = (QLV, HPG)
STS = (BSB, TMP)
FPN = (TCK, GLD)
JPF = (VCS, CMQ)
NVX = (TLD, GMD)
XLV = (LKV, QNK)
GSF = (CKS, BVB)
QHR = (KTV, KPG)
JRX = (FPN, DTC)
KGC = (VQM, LTG)
SSK = (NHP, NHP)
GLN = (RMX, NGG)
NPJ = (QRV, KTB)
PCP = (XSF, BPL)
JTF = (LSL, BHB)
TDV = (HBL, XNM)
FKV = (JVF, HKK)
GSG = (QJP, CLF)
QNK = (XNQ, CGQ)
RQT = (QVQ, RCH)
XNT = (RKM, XRV)
JMM = (RBK, JPL)
LSL = (NGH, KCN)
QLQ = (TLV, KDN)
KXR = (KRH, KRH)
QLV = (GSR, BQV)
PMG = (LPH, XFB)
VNF = (LVQ, HHG)
CSS = (RKK, RQN)
HGR = (PVX, LFX)
QGN = (MPR, TXD)
XNQ = (GTJ, LXQ)
QQC = (GQC, PLL)
CKR = (KQH, HQD)
TLD = (JLJ, VFL)
XSD = (TTQ, LDQ)
FXF = (BXS, LMQ)
ZZZ = (QBJ, MJJ)
HPG = (GSR, BQV)
LJC = (RNF, FNK)
CCL = (DXF, HRM)
FQR = (QBF, CLH)
GHJ = (MPS, NRB)
LLJ = (NVX, BTR)
MCQ = (RTG, CTK)
PLL = (DJD, FTV)
BLD = (XGL, NDH)
MLL = (NHV, PPJ)
KDN = (LLS, DLN)
KKN = (DCC, CCH)
FHB = (TCJ, VLF)
HCC = (RDN, TRJ)
TGV = (TKF, CFG)
TKB = (SVJ, KHH)
QDN = (RXG, PFF)
GQN = (RKT, NKK)
FLV = (TLV, KDN)
KTV = (LKK, VGH)
XHQ = (JLX, SNS)
MHN = (DHV, KMD)
DLD = (SSQ, LDK)
DKD = (CKR, JPC)
SRD = (KPP, LFS)
LVT = (PMG, NBN)
KPP = (FLQ, XTX)
BQV = (GLN, NQG)
BSB = (KHR, FGL)
HGC = (DBX, QTF)
DSF = (RBQ, GQH)
GRQ = (MVQ, RVP)
JGT = (SFN, GQT)
HDF = (SMX, HGC)
QBF = (VKF, XHQ)
QKM = (JTV, LPP)
LJB = (QQC, KFK)
NTH = (QQV, MHS)
QTX = (FMX, PKP)
HCQ = (FFT, CBC)
XKJ = (DXR, PTS)
BHH = (KPP, LFS)
GRH = (QLQ, FLV)
FNX = (MJX, PFZ)
HQN = (CKS, BVB)
SJV = (CGF, VKD)
RDL = (QJV, MLX)
MFR = (DMF, CFD)
LPF = (SRD, BHH)
HCP = (MPV, NVL)
KNS = (VCD, LJL)
CDX = (LLX, TNN)
SGS = (KMC, RQK)
HQS = (NKP, FRN)
QVD = (VML, QHT)
NRG = (LDS, SCH)
BVB = (HCP, NVM)
RBK = (QLB, RQT)
MPV = (CGR, TSC)
VFP = (JXP, QCM)
QFS = (DFQ, FHB)
FTK = (LSH, DDG)
TJH = (KPL, KTR)
HQF = (MQF, FTK)
FGX = (HVP, KNS)
DDK = (NTM, JNC)
BJC = (SQK, RGB)
HVP = (VCD, LJL)
LTG = (RMV, CJC)
BNR = (CSS, RBN)
GQT = (LCN, DTK)
XSF = (BGT, FCN)
SSQ = (KTL, JMR)
RNH = (BXH, BXH)
FTV = (CMM, PBL)
QRK = (TSF, QFS)
CLR = (NFS, PGK)
SRJ = (PFV, SHX)
FQT = (QKT, BJB)
FRN = (BJH, JTF)
RCN = (NRV, CCL)
QTM = (CKR, JPC)
JHT = (HRC, NVR)
KVB = (KRH, KKT)
HJG = (GHN, GHN)
RNF = (QFF, CKV)
PTT = (VNT, FNX)
GRB = (SVJ, KHH)
TRJ = (PVJ, QKP)
MHS = (FCV, JXD)
VBM = (SBN, DQF)
DLM = (VNH, SCJ)
PPJ = (DMH, PHJ)
QJN = (LSX, KBN)
HXV = (SMH, BJP)
GVL = (VMV, DKF)
QCG = (FKV, NVD)
FNM = (XRV, RKM)
JQJ = (NVT, HGR)
KVX = (GRG, PMJ)
JLV = (SMG, RPH)
TXD = (MFN, HQG)
TLJ = (FHD, MHN)
RPV = (GKH, BPT)
CPR = (JLH, PLC)
FLQ = (TPR, LGG)
BTF = (HGR, NVT)
GCH = (QPT, FDV)
JCF = (GHM, NKS)
CLF = (PCT, XKJ)
RMT = (QKM, XCP)
KPL = (DJB, VLV)
RMV = (NMS, HCC)
XRV = (VPH, PHH)
HBB = (XKH, FBQ)
PXB = (QBF, CLH)
HMR = (PCP, LMJ)
KCT = (PFS, PFB)
DCC = (MBP, BJC)
VFV = (VBD, HQS)
DJB = (BQX, SLD)
MFS = (VML, QHT)
RPC = (PHR, JFD)
RDS = (LFC, RNK)
KMC = (RPR, NRL)
CJD = (VJN, GKK)
VST = (VCS, CMQ)
VMC = (RPC, MCV)
VJV = (XTP, DRK)
BXH = (RXT, BLP)
PNQ = (DSF, PSH)
RJJ = (FXH, QLX)
NKS = (QDQ, DPP)
QDQ = (SJV, MRP)
HQQ = (CJD, DVT)
LKV = (CGQ, XNQ)
KTL = (HFF, FPS)
MBP = (RGB, SQK)
MQQ = (HCQ, MDL)
BQS = (SCJ, VNH)
NRT = (FJD, HTS)
HHG = (RTC, RPQ)
VNH = (XSD, HQH)
QTS = (QTG, MHD)
DJQ = (NRG, QCD)
MDX = (BPT, GKH)
QJV = (QQP, VLJ)
HBD = (HBB, CKC)
GBF = (HJG, FPV)
VDC = (JFJ, VNF)
MPH = (PFV, SHX)
TPR = (BXD, FVX)
KFX = (DJT, LLJ)
LSX = (VKN, STS)
HJL = (KFX, BBK)
QLT = (KGC, DMM)
QFF = (BJM, QCG)
DVM = (GCD, FSC)
MHD = (JCF, JPJ)
DPQ = (JJX, GNL)
NMS = (TRJ, RDN)
VLJ = (XJB, HSJ)
JSP = (MHN, FHD)
BTR = (GMD, TLD)
TTD = (SPC, DFJ)
QKT = (XPV, BVJ)
MKK = (HCQ, MDL)
LFC = (LSS, GQN)
QGL = (RPG, HGJ)
JDT = (FPN, DTC)
NCM = (RPG, HGJ)
LCN = (QLT, MTG)
VGS = (VJV, SRT)
CGF = (FXF, STT)
KQS = (PFB, PFS)
PFF = (DLD, MRJ)
LSH = (QTS, VRJ)
FGF = (MPH, SRJ)
BJG = (TVF, BDN)
HQR = (CXG, CPR)
JVF = (RGM, NCG)
SNP = (BLN, DFD)
DQH = (GSC, CFT)
JVA = (RMT, DPF)
VPH = (CRN, CHT)
DFQ = (VLF, TCJ)
DFD = (HQR, QDF)
NJH = (RXG, PFF)
DTK = (QLT, MTG)
MJJ = (DJH, RDQ)
GGB = (CFT, GSC)
SMH = (RHQ, RJX)
NFS = (SNP, QLP)
LNV = (XLR, KQF)
LCD = (FNM, XNT)
GQH = (JDT, JRX)
JPJ = (GHM, NKS)
GMD = (VFL, JLJ)
HTS = (KXR, KVB)
KFT = (LCD, QCL)
SGH = (NVR, HRC)
QKP = (MQD, MLM)
HFF = (MGM, KSX)
HJM = (KBN, LSX)
MJX = (VHC, PXF)
TSF = (FHB, DFQ)
MSH = (GFM, JHC)
VBG = (HJM, QJN)
CKS = (HCP, NVM)
DQF = (LJC, KXM)
FVP = (FJD, HTS)
DPP = (SJV, MRP)
FKM = (CSS, RBN)
VCD = (FCH, GBX)
DJV = (VMC, HVC)
RKM = (VPH, PHH)
TMP = (KHR, FGL)
BVC = (TLJ, JSP)
SRV = (HQS, VBD)
FCN = (DHM, VDX)
DJH = (FBG, MCQ)
NGG = (RPL, DFV)
SRT = (XTP, DRK)
RMN = (QTD, JGS)
MLH = (MQJ, VDR)
KVL = (VFV, SRV)
VDX = (FRV, HXV)
RXT = (LJB, XVK)
LSS = (RKT, NKK)
LNN = (KTB, QRV)
BCC = (CHL, QXP)
GHN = (XBS, XBS)
FCK = (FKM, BNR)
QLP = (BLN, DFD)
BDN = (JMC, MTV)
MLX = (VLJ, QQP)
RDH = (VNT, VNT)
DFV = (JKJ, KDX)
DXG = (JLV, MVL)
TCF = (DSF, PSH)
JJX = (MKM, TJJ)
VFL = (GGB, DQH)
VLV = (SLD, BQX)
RBQ = (JDT, JRX)
JXP = (QXB, QVT)
PFV = (STX, XHF)
BLN = (QDF, HQR)
FVX = (QKQ, MLL)
QTP = (DJV, GMN)
JLP = (NJF, MFR)
CXG = (PLC, JLH)
VKF = (JLX, SNS)
QQT = (GMN, DJV)
KDX = (MHH, PMX)
FJD = (KXR, KXR)
XJB = (PHB, JTH)
VMV = (RCN, XJS)
MKM = (HPG, QLV)
SQK = (GBF, JCS)
PMT = (SGQ, DXG)
LXQ = (GRB, TKB)
RKK = (SSK, SSK)
QXA = (VHC, PXF)
QDP = (QTD, JGS)
VQC = (KQF, XLR)
QKQ = (PPJ, NHV)
TXM = (JLP, JCJ)
SPC = (LRR, SXC)
BHG = (KFL, BCC)
QBK = (VNF, JFJ)
BPB = (LBJ, JGT)
RNK = (LSS, GQN)
BJP = (RHQ, RJX)
VNT = (MJX, MJX)
QLX = (GCH, KBD)
DXF = (RNH, RNH)
DLS = (VFV, SRV)
SXR = (TLJ, JSP)
SGQ = (JLV, MVL)
NRL = (XPP, XGM)
JFD = (LVD, LTQ)
XNM = (JXF, LVT)
PHH = (CHT, CRN)
QTD = (CTJ, LPF)
FCV = (GTC, CKJ)
QRG = (JLP, JCJ)
DKS = (KPL, KTR)
TTQ = (BFV, LVR)
RPR = (XGM, XPP)
DVS = (FTH, FFG)
RRH = (NJH, QDN)
KTR = (DJB, VLV)
KQM = (BJV, MND)
GKS = (BXH, QCZ)
FSV = (MPS, NRB)
QXB = (DJQ, JCK)
FHX = (QFS, TSF)
FGL = (QGL, NCM)
BHB = (KCN, NGH)
KNA = (KTV, KPG)
NBN = (LPH, XFB)
NVM = (NVL, MPV)
LVR = (CNB, FGX)
QCL = (FNM, XNT)
XRR = (MTB, HMR)
LLS = (TXM, QRG)
AAA = (MJJ, QBJ)
RPL = (JKJ, KDX)
QCM = (QVT, QXB)
QVF = (BQS, DLM)
LMQ = (LMK, BVF)
BLS = (CQK, GTG)
JMC = (PLP, HJL)
KXM = (RNF, FNK)
NDH = (FHJ, GML)
SNS = (VJK, FMJ)
KFL = (QXP, CHL)
FSD = (XNH, MJF)
DTC = (GLD, TCK)
MRP = (CGF, VKD)
JHX = (CJD, DVT)
KPG = (LKK, VGH)
DJT = (NVX, BTR)
MQD = (FQT, KDB)
CKJ = (BLS, CGP)
JXD = (GTC, CKJ)
NVL = (CGR, TSC)
PKV = (DBR, PGB)
JPL = (QLB, RQT)
TSC = (FMS, KRS)
XGL = (GML, FHJ)
DJD = (PBL, CMM)
FSC = (BFG, NTH)
DMH = (PBN, HND)
KRS = (FQR, PXB)
LLM = (GMX, VLX)
FJB = (XQV, KFT)
KRH = (QHR, QHR)
RDQ = (MCQ, FBG)
GLD = (VST, JPF)
RVP = (HBD, RBC)
DHV = (RJJ, KFV)
FMX = (RFL, GSG)
SMX = (DBX, QTF)
LPP = (FSD, PHM)
TDG = (MKK, MQQ)
HPL = (BDN, TVF)
MGM = (RDH, RDH)
FHJ = (XFJ, GVL)
TQB = (VFP, VGF)
JLJ = (DQH, GGB)
FMS = (FQR, PXB)
HQD = (BPR, SJK)
VXR = (XQX, VBG)
GML = (XFJ, GVL)
GCS = (RKJ, CSC)
CTJ = (SRD, BHH)
CLH = (XHQ, VKF)
HND = (RDL, PXS)
QPT = (RRH, CKQ)
NVD = (HKK, JVF)
XGM = (VFK, MLH)
GMN = (HVC, VMC)
QDF = (CXG, CPR)
TCK = (JPF, VST)
BJH = (LSL, BHB)
JNC = (BPB, SLZ)
GSC = (QVF, MJM)
XHG = (SRJ, MPH)
CGQ = (GTJ, LXQ)
CHL = (TGV, HPX)
MRJ = (LDK, SSQ)
GKH = (VQC, LNV)
MLM = (FQT, KDB)
BPT = (LNV, VQC)
BXT = (TKD, ZZZ)
PMP = (NHP, KJP)
PLC = (XLV, CKG)
FXA = (LBJ, JGT)
PKP = (RFL, GSG)
BQX = (MSH, NSN)
LBJ = (SFN, GQT)
KMD = (KFV, RJJ)
PVJ = (MQD, MLM)
LDQ = (LVR, BFV)
SLS = (PGB, DBR)
VTP = (HQQ, JHX)
MPS = (QTX, DGF)
VRJ = (QTG, MHD)
HBH = (HNG, FKF)
RTC = (RMD, FJB)
PHB = (LPD, LPD)
CMM = (DMS, KFB)
QVR = (MKK, MQQ)
XFJ = (DKF, VMV)
TLV = (DLN, LLS)
QRV = (SCL, BSJ)
MFN = (GHK, RRL)
NVT = (LFX, PVX)
FVL = (HMR, MTB)
VCS = (TQB, BBM)
XHF = (QBK, VDC)
JTV = (FSD, PHM)
VML = (TTD, LBH)
SCL = (DKS, TJH)
VHC = (QXM, HDF)
LPV = (GMX, VLX)
CFG = (BTF, JQJ)
MCV = (PHR, JFD)
LDS = (FGF, XHG)
VGF = (QCM, JXP)
BVF = (QQT, QTP)
VKN = (TMP, BSB)
VJK = (KQM, DHQ)
CTK = (GSF, HQN)
PHM = (MJF, XNH)
PVX = (MHK, SXL)
JPC = (KQH, HQD)
JGS = (CTJ, LPF)
XNV = (CLR, BLB)
PTS = (KCT, KQS)
BXS = (BVF, LMK)
BJB = (XPV, BVJ)
MHK = (VTP, KKX)
CJC = (NMS, HCC)
RKT = (PMT, FCX)
BFG = (QQV, MHS)
LPH = (HDD, DVM)
GSR = (GLN, NQG)
MHH = (VGS, TRH)
HMT = (BLB, CLR)
JCJ = (NJF, MFR)
MDK = (RPV, MDX)
LRR = (DPQ, XTB)
RKJ = (PDP, BLD)
MJF = (RXX, SGS)
NCG = (NRT, FVP)
QQV = (JXD, FCV)
MJQ = (BCC, KFL)
TKD = (MJJ, QBJ)
MND = (MDK, KBG)
RXG = (MRJ, DLD)
BGT = (DHM, VDX)
XCP = (LPP, JTV)
TRS = (QPH, GCS)
FPS = (MGM, KSX)
MVL = (SMG, RPH)
BJM = (NVD, FKV)
BSJ = (TJH, DKS)
MTV = (PLP, HJL)
GQC = (FTV, DJD)
CQL = (FTK, MQF)
VQM = (RMV, CJC)
SLZ = (JGT, LBJ)
HVC = (MCV, RPC)
LFX = (MHK, SXL)
BJQ = (LFC, RNK)
BFV = (FGX, CNB)
DRK = (HMT, XNV)
VBD = (NKP, FRN)
KBN = (STS, VKN)
XQX = (HJM, QJN)
MPR = (HQG, MFN)
KFB = (MFS, QVD)
GHM = (QDQ, DPP)
KBD = (QPT, FDV)
MVH = (FVL, XRR)
PGB = (RVG, TRS)
RGM = (NRT, FVP)
KKT = (QHR, GNZ)
TCJ = (RDS, BJQ)
MVQ = (HBD, RBC)
CKC = (XKH, FBQ)
SHX = (XHF, STX)
NVR = (RFF, GRH)
DKF = (RCN, XJS)
KTB = (BSJ, SCL)
HSJ = (PHB, JTH)
RJH = (DCC, CCH)
FNK = (QFF, CKV)
XNH = (SGS, RXX)
NRV = (DXF, DXF)
HRM = (RNH, GKS)
LJL = (GBX, FCH)
RDN = (PVJ, QKP)
JXM = (MVQ, RVP)
XLR = (HBH, MGJ)
QXP = (HPX, TGV)
HQH = (TTQ, LDQ)
HGJ = (FCK, HGS)
JTH = (LPD, DDK)
NKK = (FCX, PMT)
DHQ = (MND, BJV)
RFF = (FLV, QLQ)
RGB = (GBF, JCS)
RMX = (DFV, RPL)
VXF = (XRR, FVL)
SMG = (RSN, VBM)
KBG = (RPV, MDX)
QCZ = (BLP, RXT)
CQK = (BJG, HPL)
FDV = (RRH, CKQ)
CKQ = (QDN, NJH)
RRL = (JMM, VBN)
RVG = (QPH, GCS)
FTT = (GRG, PMJ)
FHD = (KMD, DHV)
GFM = (MRG, CDX)
FFG = (QRK, FHX)
RTG = (GSF, HQN)
PXS = (MLX, QJV)
MQJ = (JHT, SGH)
KSX = (RDH, PTT)
VXP = (VBG, XQX)
PMX = (TRH, VGS)
BPR = (GRQ, JXM)
VKD = (STT, FXF)
SXL = (KKX, VTP)
HDD = (GCD, FSC)
GTJ = (GRB, TKB)
CHT = (VXP, VXR)
RBC = (CKC, HBB)
XBS = (TKD, TKD)
KHH = (CQL, HQF)
XTX = (TPR, LGG)
LKK = (LLM, LPV)
VFK = (VDR, MQJ)
JLX = (VJK, FMJ)
FRV = (SMH, BJP)
GTC = (CGP, BLS)
PHR = (LTQ, LVD)
GCD = (BFG, NTH)
SBN = (KXM, LJC)
STX = (QBK, VDC)
FBG = (RTG, CTK)
CKV = (BJM, QCG)
DPF = (XCP, QKM)
FKF = (MVH, VXF)
BLB = (PGK, NFS)
XPV = (MJQ, BHG)
GMX = (FTT, KVX)
LBH = (DFJ, SPC)
JHC = (CDX, MRG)
GNL = (TJJ, MKM)
DSM = (FTH, FFG)
FFT = (QGN, LRB)
GRG = (NPJ, LNN)
JFJ = (HHG, LVQ)
CGR = (FMS, KRS)
LFS = (XTX, FLQ)
DMF = (TCF, PNQ)
LVQ = (RTC, RPQ)
DFJ = (SXC, LRR)
VLF = (RDS, BJQ)
LMJ = (BPL, XSF)
BVJ = (BHG, MJQ)
NRB = (QTX, DGF)
GKK = (RMN, QDP)
CFD = (PNQ, TCF)
GBX = (DSM, DVS)
NTM = (BPB, BPB)
XKH = (GHJ, FSV)
LGG = (BXD, FVX)
DBR = (RVG, TRS)
GTG = (BJG, HPL)
HKK = (NCG, RGM)
CKG = (LKV, QNK)
FKG = (RMT, DPF)
QVQ = (DKD, QTM)
LDK = (KTL, JMR)
PHJ = (PBN, HND)
PFZ = (PXF, VHC)
VLX = (KVX, FTT)
KQF = (HBH, MGJ)
RQN = (SSK, PMP)
CMQ = (TQB, BBM)
NHP = (FKG, FKG)
DVT = (GKK, VJN)
RPG = (FCK, HGS)
RBN = (RKK, RQN)
PBN = (RDL, PXS)
RCH = (QTM, DKD)
CRN = (VXP, VXR)
TNN = (KBF, TDV)
RFL = (QJP, CLF)
NJF = (DMF, CFD)
NQG = (RMX, NGG)
VDR = (JHT, SGH)
FPV = (GHN, BRB)
PBL = (DMS, KFB)
XTB = (JJX, GNL)
HGS = (FKM, BNR)
CCH = (BJC, MBP)
STT = (LMQ, BXS)
LTQ = (SLS, PKV)
SFN = (LCN, DTK)
NGH = (QVR, TDG)
RQK = (RPR, NRL)
PDP = (NDH, XGL)
FCH = (DSM, DVS)
QCD = (SCH, LDS)
TKF = (BTF, JQJ)
BPL = (BGT, FCN)
SVJ = (CQL, HQF)
QTG = (JPJ, JCF)
NSN = (GFM, JHC)
JCS = (HJG, FPV)
HRC = (GRH, RFF)
VGH = (LLM, LPV)
BRB = (XBS, BXT)
JMR = (HFF, FPS)
VJN = (RMN, QDP)
HPX = (TKF, CFG)
CFT = (QVF, MJM)
DBX = (KVL, DLS)
NHV = (PHJ, DMH)
FTH = (QRK, FHX)
XFB = (DVM, HDD)
XPP = (MLH, VFK)
CGP = (CQK, GTG)
MDL = (FFT, CBC)
GNZ = (KPG, KTV)
BJV = (KBG, MDK)
SCH = (FGF, XHG)
RXX = (KMC, RQK)
HQG = (GHK, RRL)
KKX = (JHX, HQQ)
LVD = (SLS, PKV)
QQP = (XJB, HSJ)
MTB = (LMJ, PCP)
FMJ = (KQM, DHQ)

200
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10 37 82 150 246 389 638 1129 2122 4057 7618 13804 24006 40089 64478 100247 151210 222013 318226 446434 614326
4 11 32 93 230 496 975 1798 3150 5243 8219 11979 16093 20384 27760 52853 143831 431834 1235397 3270284 8055403
26 49 90 163 288 500 869 1531 2730 4871 8584 14799 24832 40482 64139 98903 148714 218493 314294 443467 614832
-4 4 20 51 110 210 353 506 565 334 -395 -1456 -1197 6132 35806 122961 341002 832656 1860042 3882361 7672508
-3 -11 -26 -51 -85 -123 -145 -71 358 1848 6104 16888 41913 96030 206362 420524 820437 1547812 2855682 5217834 9561853
24 46 85 148 242 385 636 1166 2420 5460 12633 28796 63504 134925 276946 552208 1075976 2059234 3884733 7237580 13323150
21 39 83 178 359 678 1219 2121 3609 6033 9915 16004 25339 39320 59787 89107 130269 186987 263811 366246 500879
10 25 44 76 151 341 784 1707 3444 6445 11272 18578 29065 43417 62204 85753 113982 146193 180820 215128 244859
-7 -12 -17 -19 -1 80 320 924 2313 5335 11696 24823 51490 104671 208280 404983 769974 1438716 2670276 5000869 9616078
11 6 11 42 130 347 846 1920 4090 8237 15798 29051 51519 88528 147959 241239 384621 600808 920981 1387296 2055920
1 9 28 54 83 111 131 124 37 -251 -937 -2140 -3223 -734 16937 82214 276484 789748 2042200 4924402 11260416
21 38 63 97 143 206 306 516 1037 2322 5261 11439 23479 45482 83576 146586 246837 401102 631707 967805 1446831
5 16 33 66 130 257 523 1090 2263 4562 8809 16230 28572 48235 78419 123286 188137 279604 405857 576826 804438
7 15 45 110 242 510 1037 2019 3752 6686 11563 19784 34327 61856 117179 231986 470861 958909 1926897 3781406 7208824
17 42 76 131 234 432 797 1439 2554 4570 8522 16908 35479 76730 166325 354352 734215 1473186 2860224 5378689 9814112
11 30 66 129 241 437 773 1348 2344 4087 7133 12386 21260 35904 59518 96799 154569 242652 375084 571759 860635
-1 -7 -11 4 83 326 938 2325 5274 11283 23158 46078 89456 170104 317453 581895 1047713 1852557 3216019 5480568 9168937
4 17 52 119 229 401 674 1132 1955 3519 6594 12758 25329 51585 108157 233992 520718 1181662 2704178 6176752 13973529
6 20 54 124 252 474 851 1491 2598 4579 8286 15587 30720 63425 135930 297947 657678 1443646 3123770 6627130 13744012
14 35 74 148 285 534 990 1841 3447 6468 12069 22245 40328 71761 125251 214444 360300 594385 963340 1534834 2405359
29 41 50 56 59 59 56 50 41 29 14 -4 -25 -49 -76 -106 -139 -175 -214 -256 -301
19 37 72 149 310 634 1280 2557 5028 9670 18147 33322 60275 108413 196008 360199 679099 1319809 2639656 5392637 11137286
26 53 88 127 170 238 405 850 1937 4334 9200 18536 35972 68651 131669 258138 521205 1081063 2283755 4866515 10379943
3 1 -9 -19 -12 33 148 413 1045 2579 6237 14715 33900 76593 170430 374402 812719 1743149 3692707 7722173 15931140
2 13 29 50 76 107 143 184 230 281 337 398 464 535 611 692 778 869 965 1066 1172
21 38 66 114 191 306 468 686 969 1326 1766 2298 2931 3674 4536 5526 6653 7926 9354 10946 12711
20 32 56 120 270 575 1132 2071 3560 5810 9080 13682 19986 28425 39500 53785 71932 94676 122840 157340 199190
-1 -1 -9 -15 17 161 537 1324 2800 5444 10148 18600 33912 61580 110876 196785 342613 583405 970325 1576163 2502147
16 22 45 102 210 392 701 1271 2420 4857 10085 21163 44142 90823 184171 369045 733382 1449608 2854917 5606422 10981452
8 23 41 67 131 298 683 1495 3144 6466 13167 26667 53639 106669 208561 398765 742000 1337993 2328717 3894571 6222067
9 8 5 0 -7 -16 -27 -40 -55 -72 -91 -112 -135 -160 -187 -216 -247 -280 -315 -352 -391
23 43 72 109 160 257 497 1116 2629 6094 13593 29059 59605 117533 223295 410138 732799 1287316 2260839 4057511 7605344
-5 10 35 80 171 359 739 1483 2901 5567 10586 20131 38441 73545 140109 264179 491771 906656 1671501 3127338 6031731
17 38 75 144 265 466 801 1397 2559 4977 10106 20863 42965 87614 176965 355122 709669 1412564 2795569 5485754 10643249
-8 -13 -6 33 137 359 783 1538 2811 4852 7961 12444 18522 26174 34892 43323 48770 46521 28972 -15493 -103905
-3 1 10 26 65 165 397 883 1825 3549 6568 11668 20021 33329 54003 85381 131989 199849 296838 433102 621529
8 18 43 85 145 231 380 709 1523 3533 8280 18922 41605 87668 176873 341682 632443 1123657 1923398 3193680 5203054
-5 3 26 78 178 342 586 968 1714 3494 7945 18606 42603 93833 199268 411681 835139 1674971 3333414 6589328 12932182
11 17 26 38 53 71 92 116 143 173 206 242 281 323 368 416 467 521 578 638 701
7 17 38 76 134 207 277 308 241 -11 -568 -1588 -3272 -5869 -9681 -15068 -22453 -32327 -45254 -61876 -82918
13 31 77 163 302 506 777 1100 1461 1929 2868 5401 12360 30160 72376 166334 364813 766067 1546895 3015503 5693514
11 26 56 118 236 441 774 1299 2147 3635 6526 12509 24983 50243 99229 190181 352951 636508 1122536 1950228 3360746
16 19 17 18 36 84 171 323 666 1633 4387 11588 28674 65874 141225 284925 545420 997695 1754317 2979862 4909448
10 19 30 43 60 90 160 348 876 2334 6145 15415 36332 80294 167019 329195 620177 1128708 2010371 3557722 6355595
4 17 47 106 214 398 691 1131 1760 2623 3767 5240 7090 9364 12107 15361 19164 23549 28543 34166 40430
18 23 20 12 17 77 269 718 1612 3219 5906 10160 16611 26057 39491 58130 83446 117199 161472 218708 291749
-3 -3 -1 3 9 17 27 39 53 69 87 107 129 153 179 207 237 269 303 339 377
13 10 17 46 106 205 359 625 1199 2651 6404 15600 36530 80834 168698 333285 626633 1127232 1949451 3254922 5265898
18 45 88 163 297 530 933 1655 3015 5658 10797 20566 38512 70257 124364 213444 355544 575859 908814 1400565 2111971
14 17 19 20 20 19 17 14 10 5 -1 -8 -16 -25 -35 -46 -58 -71 -85 -100 -116
12 10 4 10 57 188 462 963 1841 3440 6609 13344 27972 59162 123133 248525 483506 905806 1636498 2858486 4840811
1 11 49 134 295 577 1047 1800 2965 4711 7253 10858 15851 22621 31627 43404 58569 77827 101977 131918 168655
7 14 39 84 145 210 257 252 147 -122 -637 -1500 -2835 -4790 -7539 -11284 -16257 -22722 -30977 -41356 -54231
8 19 48 112 246 516 1037 1992 3648 6365 10594 16860 25726 37734 53319 72692 95688 121575 148820 174808 195510
2 1 -6 -11 10 115 426 1167 2705 5585 10553 18596 31140 50823 83887 146617 281233 592826 1331237 3065196 7038703
10 24 50 91 157 281 548 1141 2406 4940 9721 18354 33675 61406 114644 225397 472484 1045368 2383345 5466690 12403661
9 26 53 92 145 214 301 408 537 690 869 1076 1313 1582 1885 2224 2601 3018 3477 3980 4529
15 23 42 77 127 197 333 699 1738 4505 11355 27360 63198 140949 305518 646813 1342402 2739280 5510713 10957600 21587310
19 37 61 94 146 245 457 921 1909 3922 7842 15196 28676 53239 98468 183600 348119 673831 1330219 2665814 5387734
4 -3 -17 -40 -78 -141 -238 -367 -500 -563 -411 202 1658 4515 9552 17819 30692 49933 77755 116892 170674
-1 1 8 27 66 128 198 213 2 -818 -3003 -7910 -17797 -36193 -68327 -121594 -206023 -334697 -524058 -794011 -1167720
1 -1 0 11 53 181 512 1270 2872 6117 12616 25730 52480 107173 217866 437281 860403 1651755 3086264 5608725 9918151
17 31 55 111 236 482 916 1620 2691 4241 6397 9301 13110 17996 24146 31762 41061 52275 65651 81451 99952
0 10 33 89 223 518 1108 2194 4081 7279 12745 22386 39996 72865 134378 248021 453334 814504 1432481 2461735 4133061
4 -5 -14 -23 -22 37 297 1104 3202 8074 18526 39669 80531 156610 293712 533311 939276 1604957 2658166 4259557 6587732
26 49 82 125 178 241 314 397 490 593 706 829 962 1105 1258 1421 1594 1777 1970 2173 2386
14 24 37 53 80 146 325 794 1957 4702 10900 24317 52213 108112 216713 423068 810836 1540384 2930127 5629961 10984722
17 32 55 92 151 240 377 625 1165 2420 5243 11182 22835 44308 81789 144251 244297 399160 631871 972608 1460239
14 18 28 47 72 97 128 213 499 1344 3538 8745 20418 45744 99763 213822 452144 942698 1931932 3877439 7598384
16 31 57 106 193 331 522 744 942 1042 1015 1009 1514 3379 7175 10748 2592 -53483 -250583 -802088 -2159965
15 26 43 69 117 221 456 977 2090 4380 8952 17898 35184 68236 130557 245712 453081 816341 1437855 2488540 4278275
11 12 20 44 95 183 317 515 841 1512 3165 7447 18195 43613 100034 218082 452327 895860 1701610 3112686 5504559
10 20 40 72 128 251 560 1339 3198 7339 15972 32974 65017 123691 229785 422260 777466 1450816 2767623 5420691 10896672
9 24 43 65 96 169 380 953 2356 5499 12054 24946 49073 92322 166957 291464 492947 810178 1297413 2029095 3105574
15 24 48 102 200 348 534 724 887 1103 1867 4799 14114 39405 100553 235907 515279 1059778 2071066 3873260 6971428
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U 6 (#708aa1)
L 5 (#3902b2)
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U 5 (#081ad3)
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777
data/19.in Normal file
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@@ -0,0 +1,777 @@
ft{m<1347:R,m<1967:A,A}
gbv{x<51:R,R}
lks{m<2978:kgl,a<680:ntb,x<577:hzp,mg}
db{a>2314:R,A}
rml{a<479:R,m>2803:A,R}
ncv{x<3567:R,a>3316:A,s>1415:R,R}
jsm{m>1434:brj,a>3142:vtk,x<2888:bpt,dl}
frt{s>210:R,a<1114:R,R}
zjq{m<195:A,R}
lv{m<1450:A,m<2105:xll,R}
kp{x>1194:A,x>1146:A,R}
nl{a>2317:A,A}
lrf{s<493:mpt,R}
cxf{x>2054:ktk,x<1860:qmg,lzk}
xb{s<1524:A,s>1602:A,R}
zz{x>3135:svb,x>2399:R,A}
ds{a>2495:R,x>924:R,pm}
zxf{m<2815:stp,a<2750:jpf,R}
fg{s>2319:A,A}
jb{a>3248:rm,s<3444:gdc,A}
trb{s<3836:A,x<1957:A,R}
nrk{x<995:bmc,R}
hk{m<968:btp,s<1545:nl,m>1092:npt,tlg}
ff{x<1733:R,s>2152:A,A}
msh{a>3446:R,A}
qt{m<1335:A,s<2757:tx,R}
ksm{a<3350:gr,R}
fsm{x>2098:R,a<360:R,R}
rff{m>312:R,A}
ddm{s<2671:R,trz}
bd{s<3121:A,R}
nr{s>2748:vmb,s<2491:xd,fbm}
fdn{a>659:cv,x>2325:xc,rt}
rcj{a<453:R,a<847:A,a>993:A,R}
brf{x<1485:A,R}
mzt{x>3019:A,m>306:R,A}
pc{x<2446:R,hc}
xf{a<3423:ln,x>1473:zjc,x>1440:R,cgx}
xn{s<3870:A,R}
qzn{m>1697:A,m>1501:A,R}
cdl{s<3605:A,s>3831:R,s<3743:dph,A}
mbq{x<3235:A,s<2567:A,s>2647:R,R}
sqt{x>2051:R,a>2036:A,s<1695:R,R}
tc{s<952:A,x>3099:R,m<3427:A,R}
kt{m<1388:jg,m>2013:mxm,xdr}
jxb{s>3521:R,x<851:A,x>1017:A,A}
qx{m>404:A,x<2423:R,a<2849:A,R}
ptj{m<3906:njh,R}
hd{s<566:R,m>1077:A,A}
bvh{s<1046:vd,x<2962:bz,m<1264:R,cqj}
zgs{m<388:A,x<1595:gqn,s<3635:R,khx}
pj{a<2319:R,a<2479:R,x<1521:llm,R}
kx{m>3616:kqd,x<1472:R,m>3298:kg,A}
mk{a<3610:R,m<2065:R,R}
jd{x<756:A,x>802:vcg,zgr}
qbq{x<1667:A,m>1173:R,x>1697:R,R}
cn{m>3371:nqj,m>3154:A,a>1170:R,sbx}
zrk{a<3201:A,m<1459:R,A}
qtz{m>517:nt,m>212:vpq,x<3049:pl,hb}
nhk{x>455:A,m<3081:A,s<3489:A,A}
rfd{m>1850:A,A}
nns{s<1799:A,A}
dm{s>95:A,R}
vz{m>3248:vb,nkr}
dcz{a>2149:km,R}
rrl{a<3198:ptk,s>3017:zgs,x>1554:hht,cht}
hs{m<673:A,R}
vf{s>1621:A,R}
qf{x>538:A,a<427:jc,lhf}
xbh{m>2071:jjb,s<582:xpc,a>3248:hpr,npd}
fz{m<1150:A,s<200:R,s<371:A,A}
gd{m>592:vt,a>1033:R,a>636:nlj,R}
znb{a<3808:A,x<3379:A,m<2068:A,A}
st{s<2677:R,a>1494:R,s>3382:A,R}
zf{m<3760:A,s<3288:A,R}
hh{s<2789:mz,jb}
tp{s<2498:R,A}
kz{a>2094:vqx,m>414:hzc,kzp}
xc{m>2388:nqp,a>432:A,x<3265:xch,A}
zgt{m<3336:A,s>2892:A,a>3062:R,A}
gtz{s>2688:tg,dp}
tf{m>3151:A,s<1440:A,R}
mxm{a<3193:A,x>816:R,a<3543:gqk,R}
fsp{a<3234:A,A}
tzf{s>2391:A,x>877:R,s>1154:A,R}
xgh{s>1188:mkk,a>2481:jm,kdc}
mjr{a>2688:zf,s>3239:gq,x<1313:R,fkc}
tvs{m<3240:gz,m<3630:clp,mjr}
zxp{a<2636:R,m<2968:R,a<2656:R,R}
kzp{a<2031:A,R}
rjl{s<592:frt,A}
vbz{a>2594:R,R}
klg{x>3362:A,s<1485:R,a>3704:R,A}
gr{m>1117:A,R}
nm{m>2633:R,A}
qkc{x>2875:R,R}
tsb{a<3865:A,x>2852:R,R}
lhm{s>3225:xs,a<2729:pj,m>3065:kx,xf}
blb{m<1562:A,R}
nsz{s<2211:jn,x<2387:nb,R}
tsj{x<3454:A,a<3740:R,x>3695:R,R}
bxk{x<487:A,m<3001:jzs,m>3535:R,zgt}
qq{a>2875:A,s<1314:A,m<982:A,R}
ksq{s<1649:R,x>2393:R,R}
hdz{x>3225:R,s>2321:A,R}
hp{m<1838:R,s<2302:A,x<588:R,A}
kf{a>748:A,A}
vb{m>3549:gvm,m>3403:R,A}
nx{s>486:R,A}
vtk{x<3172:tr,a>3353:nz,jr}
mlt{a>2987:A,s>286:A,A}
mv{s>2214:A,s<1986:A,s<2104:R,A}
fs{m<551:nll,hrj}
nh{s<3247:R,m>693:A,a>2956:A,R}
vpn{m<1447:R,gf}
bpd{a<3269:A,A}
mq{m<404:A,x>243:A,A}
jjx{x>3138:A,a>670:R,s>3088:R,A}
pn{s<1297:ds,m>1065:bj,bmf}
xp{x<1214:A,a<3436:R,m>866:R,A}
mpt{s>266:R,a>2276:A,A}
vk{m<1307:hd,tsj}
ql{a<1594:A,A}
bsb{m>2463:lks,x>626:tz,kk}
fn{a>1154:A,m<2652:R,s<1641:vtg,pzz}
knc{x<883:rfg,s<731:lv,s<1274:jkh,vdh}
kc{x<1160:jt,a>2721:qzg,m>1522:lrf,dg}
px{s<239:R,s>302:A,R}
bzf{m>3078:tln,s>575:gp,ml}
qfg{x>1167:R,x<1086:R,a>705:R,A}
ffn{a<1088:mbb,m<520:sb,vf}
jhg{m<3331:R,R}
llm{s>2346:R,a>2587:A,R}
xdr{s>3119:jxb,x>714:R,m<1724:zxl,hp}
cf{x<369:A,x<488:R,a<1340:A,A}
pvt{s>301:A,x<1488:A,a>3250:A,R}
dpm{x<3365:A,m>3696:A,R}
dhk{a>611:R,m>497:A,a<349:A,R}
dg{s>517:R,m<1250:fz,R}
ph{x<3427:R,a<2511:R,A}
hsx{x<1317:R,a<970:bzc,a<1412:cp,A}
mzb{m<2475:A,a<3151:R,s<101:A,A}
jtj{m<657:R,m<1047:R,s<1082:R,R}
xv{x>1004:A,s<1572:R,R}
cx{a<2527:A,A}
zn{m<2693:A,s>2559:R,m>3231:A,A}
nll{m<187:R,a>3715:A,R}
dh{x<1366:A,fq}
dr{a<3764:hf,a<3914:A,m<3290:A,R}
qz{s<257:R,fsp}
xfl{x>3188:A,x<2536:R,s<2342:A,A}
cz{m>3153:R,x<1136:R,x<1184:A,A}
qcf{s>2754:kmb,R}
fm{m<1085:R,a>2556:A,a>2420:R,R}
ld{s>737:A,s>489:R,a<88:A,R}
rfg{s<1129:ft,m>1514:mk,m>934:jpb,ggs}
lzh{m<1134:R,m<1308:R,A}
ckk{s>1464:lzh,s>1179:qq,R}
bvc{x>510:kt,m>1338:hh,pmm}
xtr{x>1686:A,R}
gxb{s<352:R,s<392:A,x>2751:A,R}
npd{a<3087:A,m>1379:vg,R}
hch{a>2219:R,A}
nj{m<2605:R,s<2930:R,R}
cvj{x<1520:R,qtm}
cgx{a<3678:R,s<2581:R,R}
tm{x>2596:A,A}
qtm{s>1379:A,a<2574:R,R}
ftt{s<2273:R,s>3405:A,m<609:R,A}
gqk{m<2274:R,a>3345:A,a<3279:A,R}
xqn{m<2098:R,a<1184:R,A}
qpm{x<2347:rff,x<2776:A,x>2977:A,ntz}
hvj{x<3486:R,A}
tpb{m<2448:lh,rjg}
shq{m>671:R,s>206:A,R}
htg{a>904:A,x>231:R,A}
jq{s<2890:dn,R}
gf{a<1251:A,A}
vl{m>913:ccb,a<1148:tb,s>2525:kbs,qtz}
xhl{s>399:R,a>2578:zxp,A}
ntz{m<273:A,R}
ntb{m<3543:qf,m<3783:lss,jj}
thm{a>1424:R,A}
km{m>3338:R,m>2932:A,x<3299:R,A}
fh{s>1157:xq,vk}
ljt{a>2529:R,m<1762:R,A}
hgv{s<1087:R,m<1627:A,x<1370:A,A}
brj{a>3113:gdz,a<2926:gkc,a<3040:zz,khd}
nz{x>3516:R,x<3380:A,A}
nvx{a>3182:R,x<3714:R,x>3816:A,R}
fx{a>3193:A,nhk}
spv{a>2824:vbl,m>2404:vtb,kqz}
zpn{s>2774:nj,m<2788:jmx,hvj}
cnx{s<1825:R,A}
jkl{a<2564:R,A}
lhf{s>1439:A,s<718:A,m<3252:A,A}
rm{x<225:A,A}
jxz{a<2321:A,a>2367:A,m>185:A,R}
hzq{a>651:R,x>2192:A,a>607:R,A}
jhv{a>3199:knc,s>776:pn,m>1007:kc,bx}
svj{a>3616:R,m>3421:R,m>2865:A,R}
vcg{s>2903:R,R}
vhm{m>1914:R,m<1754:R,x>1550:A,R}
ccb{s>1843:qt,bvh}
qr{x>2395:sv,A}
tlg{m<1031:A,x>2590:xfh,zp}
pt{s>435:A,a<2696:gg,s>170:mlt,xkz}
rj{x>1493:A,m<523:R,s>2867:A,R}
pr{a>2732:A,m<2650:A,A}
hzp{a>1120:kvf,m>3388:mf,hv}
btf{s<3748:xxc,A}
tr{m>717:R,A}
rv{a>672:R,R}
qg{s<2427:R,m<319:R,R}
lk{s<3170:A,A}
ksr{m>3137:gs,a<3314:hbg,s<1465:R,zk}
dbs{m>720:hk,a>2451:mvg,a<2212:kz,frl}
zdx{x<3645:R,s>849:A,A}
gvv{s>3441:R,A}
jlj{x>3003:cl,mcj}
vtb{s<2272:xgh,s>3350:ffz,vpj}
bdt{x<2027:px,x<2238:qh,R}
hbg{a<2847:R,A}
xd{x>2897:rd,a<3376:qr,nsz}
hb{m<77:R,a<1618:A,s>1205:nns,A}
lzj{m>2039:R,A}
ml{a>3118:R,s>304:R,zkv}
mt{s>2057:A,x>3358:npn,xzh}
htv{x>3422:A,a<1058:jjx,s>3318:R,mb}
lrm{x<2442:jxt,s>1388:hcm,R}
zjc{x>1530:A,a>3635:R,R}
kgl{x<688:fn,a<795:prh,dk}
pcz{m>3387:A,x<2362:A,A}
sf{a>690:A,mhf}
gqn{a<3554:A,A}
xfh{a>2277:A,s<2581:A,x<3067:R,A}
nlj{m<379:R,s<2220:A,R}
mcj{a>3825:ncb,x>2185:xjm,m>3112:R,R}
tln{s<565:pvt,a<3200:jlq,m>3598:lsx,A}
xns{m>2818:A,x>1648:R,m<2614:A,ht}
mx{s<940:R,s>1425:A,m>3518:tpn,A}
qgs{s>3234:rml,x>1876:pht,s<2763:R,tfv}
gt{s<3681:A,a<3251:R,R}
rcq{s>317:R,m<747:A,x>1403:R,R}
hzc{x<3241:A,s<1489:A,jbc}
fq{x>1398:A,s>2516:A,m>2301:R,R}
kvf{a<1562:cf,x>248:R,s>1776:qlm,A}
jfj{x<3469:A,a<2580:jz,s<2074:dbj,A}
vdh{s>1624:R,m>1500:rfd,zjn}
mg{s>1357:cn,rjl}
qnt{s<483:R,x>3442:R,A}
mp{s>3114:xqz,bq}
crp{a<3714:R,vj}
kq{m>3155:A,x>1456:R,R}
fhm{x>702:A,a<1104:rcj,zgp}
sl{x<1100:R,a<1423:A,A}
stp{s>2555:A,s>2383:A,s>2339:A,A}
pb{x<247:A,a>2834:fhp,a>2286:fm,R}
kbs{a>1536:zkr,xqb}
chf{s>2200:A,R}
bmc{x<968:A,x<982:A,A}
tjq{x<2908:btn,a<2595:dpm,mzg}
vfr{s>2143:pg,bsv}
bm{m<1791:R,m<1877:R,A}
kv{m>1866:jlj,m<870:fs,x<3127:vm,fh}
jpr{x<3038:R,a>3300:A,R}
gs{s>1177:R,R}
nhz{s>1928:R,s>1173:R,A}
hht{a<3615:msh,A}
mz{s>2285:R,s<2080:lzj,a>2672:gfp,gc}
kg{s>2590:R,R}
jr{a>3221:R,s<1664:nvx,ddv}
jpf{s<2652:A,a>2699:R,A}
cp{s>3057:A,x<1389:R,A}
tpn{m>3810:A,s<1214:A,x<2439:A,R}
vm{m>1226:tj,pc}
fr{m>557:A,a>3034:zjq,R}
gjj{m<3399:qzj,m<3784:cdl,a>2319:btf,ptj}
tjl{m<2439:A,m<3400:R,a<3075:A,R}
jkh{m<1257:jtj,qzn}
npt{s<2730:A,s>3447:R,a<2249:R,A}
xh{a<750:R,x<368:R,x>484:R,A}
sbx{s<2867:R,R}
zpj{s<1876:vpn,sf}
ln{a>3164:R,m<2847:R,m<2960:R,R}
cg{a<2409:R,s>3521:R,m>3415:R,A}
pg{x<2668:bjj,m>3516:htv,dvl}
lzk{m<3217:A,s>3712:trb,m>3591:qrz,A}
qkg{m<422:gx,x<3500:A,x<3738:zdx,R}
vkc{a>791:lnt,tzf}
ktk{s>3706:A,x>2390:R,cg}
dph{x>3090:R,a>2301:A,x<2908:R,R}
rq{x>327:R,x>164:A,R}
gl{s>487:A,a>1655:A,a<1331:R,A}
jmx{a<1052:A,s<2652:A,x>3318:R,A}
tk{s<3036:zpn,skp}
xkz{s<107:A,A}
ncb{s<760:R,s>1392:A,a>3927:R,A}
zv{s<859:R,A}
jzs{a<2665:A,s>2889:R,s>2655:A,A}
zbv{s<2370:npx,szq}
sxd{x<3268:R,a<3101:A,A}
kqd{s>2509:R,A}
fhp{m>943:R,s<3533:R,A}
jcg{a<2636:rgg,s>2865:xtr,a>3473:qbq,qtd}
fv{x>1586:sfh,s>1744:lhm,s<1005:bzf,ppd}
ppd{a>3253:prl,x<1484:zq,m>3222:cvj,mn}
zp{a<2416:A,m<1055:A,a<2598:A,A}
dl{s>1430:fr,ddt}
rvs{x<2743:jng,s<71:A,m>1651:mzb,dm}
lss{a>446:A,x>912:A,s>2317:tpj,dt}
cj{m<2996:A,m>3036:A,A}
vt{s>2338:R,a<1268:A,R}
zxl{x<637:A,R}
jng{m>2074:R,s<55:A,s<103:A,R}
gdc{s>3086:R,x>291:A,A}
jm{a<2685:xhl,rlq}
bst{m>1876:R,s>175:R,a>3154:A,A}
vtg{m>2801:A,s<673:A,m<2719:R,A}
gxs{a<2679:ljt,x>2149:A,s>2360:R,R}
tg{s>3232:gt,a>2631:xp,hfz}
xch{s<1053:R,s>1849:R,s<1395:R,R}
mvg{x<3100:qpm,s>2375:jkt,qkg}
cl{m>2802:cd,s<810:A,rfn}
ptk{s>2833:A,a>2436:sdx,s>2408:xfc,mv}
jj{x<576:A,R}
dvl{x>3429:A,a>954:R,a<621:lk,A}
jpb{m<1263:R,s>1379:A,x>568:A,A}
lsx{x>1481:R,m>3782:R,A}
nk{m>797:R,A}
qs{x<1815:A,a<208:ld,R}
jrr{x<2672:gxs,m<1958:hdz,jfj}
xs{s>3692:brf,x<1496:kq,mnl}
bh{a<1203:A,R}
gpm{m<414:A,x<3045:R,A}
xl{x>2732:kh,s<3328:jq,hzg}
lbr{s>2768:R,m>2649:mbq,jkl}
rpj{a<2149:A,x<2393:R,a<2171:A,A}
jbx{a>2843:bpd,s<571:cz,m<3351:cx,R}
gc{x>209:A,s<2192:A,R}
gp{m>2717:R,m>2542:xhq,A}
btp{m>880:A,x<2832:A,nk}
zx{a>374:R,m>2870:A,x<1136:R,A}
cqj{m<1430:A,x<3333:R,s<1454:A,R}
mzg{m<3447:A,m<3636:A,A}
pcg{a>746:mp,a<342:nsj,a<566:qgs,kck}
cjv{x>97:R,a>1081:ql,m<1933:gbv,nn}
lr{x>984:rcq,x<597:A,m<744:bpm,A}
mn{m<2758:R,R}
mbb{m>592:qfg,qg}
vqx{x<2718:rpj,m<417:fk,ftt}
zgr{m<1436:A,A}
gx{m>266:A,m<109:A,R}
zh{a>1474:A,x<1765:A,m>809:R,R}
rd{a<3284:sxd,a>3557:znb,s<2290:R,scc}
vpq{m<385:thm,s<850:gl,A}
sr{x>3148:R,s>2593:zrk,m>1611:zn,R}
btn{x>2233:A,s>2963:A,m<3546:R,R}
ddv{m<929:R,a<3189:R,R}
lj{s>720:hgv,s<311:A,m>1726:R,R}
dt{s>1007:A,m<3666:R,R}
jn{s>2145:A,A}
qtd{m<1205:A,a>3048:A,m<1281:R,A}
prl{m>3410:R,s<1367:hns,A}
mrg{x<2908:A,s<1375:R,x>3291:R,R}
pmm{s<3127:qlh,m>628:pb,xk}
sb{m>186:jbn,x>1199:R,s>1631:st,sl}
vj{x>3191:R,s<2638:A,A}
xq{x>3521:psx,klg}
trz{x>1532:R,R}
kck{m<2847:hzq,m>3005:R,m>2951:txt,dd}
jqg{x<1371:R,a<2887:R,A}
npn{x<3611:A,a>2239:R,a>2073:R,R}
xjm{s<752:R,a<3700:A,A}
bhj{s<2435:ndb,a>3069:nbp,x<1135:sjg,tvs}
mm{x<427:R,R}
vbb{s<129:rvs,x>2919:xg,x>2355:qz,bdt}
jlq{s<782:R,R}
gvm{s<2807:R,x>3086:A,a>2154:R,A}
vpj{a>2388:fbs,vz}
scc{s>2384:A,A}
bsv{a>993:tm,a>339:mx,x<2540:qs,nf}
fd{x>1200:rcv,x>1108:R,cnx}
tfv{s<2966:A,A}
qzj{s<3758:A,xn}
tz{x<939:ctb,m<1285:ffn,ch}
hv{a>827:A,s>1420:xh,R}
xpv{x<1644:R,R}
khd{x<2613:tjl,a<3080:A,A}
lz{a<2446:pz,jrr}
hfz{x<1227:R,x<1306:R,x>1351:A,A}
tj{x>2413:blb,A}
cd{a<3723:A,s>824:R,x>3620:A,A}
jkz{s<574:R,x<2957:R,s<839:A,A}
bpm{s<309:R,a<2751:R,R}
sjg{s>3133:dlk,qcf}
lnj{s>408:A,m<3185:A,s<382:R,A}
qlm{m>3399:A,m>3160:R,s<2770:A,R}
nqj{m>3601:A,s<2462:A,R}
qmk{a<218:A,m<2581:A,x<1964:R,A}
zkv{a<2439:A,a>2836:R,s>108:A,R}
dbj{a<2726:A,m>2173:A,A}
skp{a>1102:R,x<3363:ks,R}
pl{a>1567:lld,ss}
sdx{x>1582:A,a<2789:A,a>2991:R,R}
kpp{a<3749:R,a>3896:R,a>3815:R,A}
tjp{a>2329:R,R}
jsd{x<1697:R,a<2402:ff,m<3616:R,nhz}
rjg{x<955:zbv,x<1405:bhj,fv}
bpt{a>2950:lrm,m>712:ckk,kft}
rbf{s>3056:R,m>2843:A,A}
jqn{a>2437:A,x>2389:A,x<2155:R,R}
lld{a<1799:R,m>116:A,s>1201:A,R}
hm{x>1051:A,s>3482:A,x>1005:R,A}
bq{s<2735:R,a<1253:R,s>2952:A,A}
mc{m<103:A,s>2774:A,jxz}
mb{m>3733:A,a>1638:A,x<3043:R,A}
jkt{a<2628:ph,A}
xll{m>1829:A,x<1433:A,m<1592:A,R}
nnx{m<1438:gd,cjv}
nbp{x>1168:vx,x<1027:nrk,m<3404:xlh,jh}
jxt{a>3018:R,a>2989:R,x<2081:A,A}
qlh{s>2464:A,a>3258:fvc,R}
pkr{m>99:A,s<992:tjp,a>2330:R,R}
msc{m<1704:vl,m<3193:rbv,vfr}
ncx{x>3527:R,rv}
mnl{a<2870:R,s<3477:A,x>1527:A,A}
bzc{a>534:R,s>2369:R,R}
cv{m<2520:R,a>1382:A,R}
bjj{s<3237:sc,x>2020:R,A}
dxt{x>1973:R,x>1653:A,m<2147:R,A}
rbv{s<2474:fdn,m<2300:xl,x>2579:tk,pcg}
tb{x>3001:ncx,dhk}
hpr{s>740:R,A}
vg{m>1757:A,A}
zk{x>699:A,a>3640:A,A}
hns{x>1525:A,a<3550:R,a<3709:R,A}
in{a<1943:sg,x<1758:tpb,spv}
hpn{s<1880:jqn,A}
zjn{s<1412:R,A}
nhf{x<1660:A,x<1701:A,a>3374:A,R}
sc{x>1869:A,x<1591:R,R}
mkk{s<1676:tqm,x>2973:mt,hpn}
hz{a>2110:A,x>3216:R,a>2048:R,A}
ggs{s<1546:R,x>545:R,a>3613:A,R}
rgg{m>1130:A,R}
gdz{a<3255:A,a>3354:R,x<2961:ksq,ncv}
bmf{s>1655:R,a>2724:cgc,s>1420:xb,R}
khx{a>3552:R,x<1651:R,A}
qh{s>220:R,a<3157:R,R}
br{m<2805:pr,a>2750:cj,R}
jbc{a<2031:R,a<2059:A,m>600:R,R}
ddt{s>1226:A,A}
nqp{a<237:A,x<3128:A,s<1505:A,A}
nv{a<2139:rdn,s>247:gxb,m<2991:R,R}
pm{s<1106:A,A}
xhq{m>2657:R,s<856:R,A}
gkc{a<2864:A,s>1480:qkc,a>2894:R,R}
jh{x<1078:jls,A}
nf{a>157:R,R}
kft{a<2892:qx,m<461:R,R}
nkr{s<2913:A,x<2665:A,a<2197:R,R}
npx{x>520:ksr,ktf}
dn{x>2107:R,m<1969:A,a<693:A,A}
ss{a<1365:A,A}
kh{m>1995:xqn,A}
svb{m>2476:A,A}
gq{x>1247:A,x>1201:R,s<3631:A,R}
txt{s<3120:A,m>2972:R,R}
lh{s<1864:jhv,x<1112:bvc,lp}
prh{m>2745:zx,R}
sfh{a>3014:xkl,m>3147:jsd,xns}
xpc{x<2539:nx,m<990:qnt,a<3196:A,R}
ktf{a>3147:R,rq}
jls{a>3554:A,R}
bz{s>1380:R,A}
xlh{m>2973:A,a>3598:A,s<3449:R,vpb}
mf{s<2422:htg,A}
xxc{x<3193:A,s>3483:R,a>2650:A,A}
ks{x>3068:A,a>438:A,A}
kmb{a>2559:A,x>1045:A,R}
dlk{a<2513:hm,x>1045:jhg,A}
dj{s>354:xbh,vbb}
jc{m>3180:A,a>209:R,R}
pzz{m>2855:R,R}
fkc{s<2799:R,R}
rfn{x>3437:A,s<1636:A,R}
gz{x<1228:A,rbf}
rt{a<330:qmv,m>2632:A,x<2000:R,R}
clp{s<3277:R,s>3578:A,x<1236:R,A}
hrj{a>3673:tsb,s>1280:jbm,a>3584:A,R}
rcv{a<2713:A,m<3092:R,a>3295:A,R}
jg{x<847:A,nh}
rhz{m>1561:vhm,x<1609:ddm,m>1357:vnp,jcg}
gg{a<2326:R,m>232:R,R}
vbl{s>2050:nr,a>3485:kv,s>998:jsm,dj}
dk{m<2735:A,m<2834:A,R}
xzh{a<2518:A,a>2621:A,A}
jbn{a>1459:R,m>326:R,R}
szq{s<3344:bxk,s<3665:fx,a<3313:vbz,dr}
fbm{a>3537:crp,sr}
rlq{s>644:tc,R}
nrv{x>3604:A,s>180:R,m>3198:R,R}
lm{x<1301:A,x<1356:A,A}
ck{a>2781:R,s>2456:A,s>2295:R,A}
zq{x<1440:R,s<1354:A,m>3127:R,R}
pxq{x<1540:R,x<1654:R,A}
tpj{x<398:R,R}
qmg{x<1806:A,R}
qmv{s>915:A,A}
hc{s>1234:A,a<3777:A,s<543:A,R}
kdc{s<448:nv,x>2934:dcz,hch}
vmb{m>2094:gvv,s>3496:ksm,bd}
xqb{m<485:mzt,s>3300:A,hs}
hzg{a<746:fsm,m>1952:dxt,s>3756:bm,bh}
vnp{x<1675:xpv,A}
nb{x>1991:A,R}
xk{a<3000:mq,s<3447:vr,x<333:R,R}
ctb{x>831:vkc,s<1355:fhm,a<914:jd,tp}
xg{m<1340:shq,m<2708:R,s>261:A,nrv}
bj{a<2444:R,xv}
zkr{s<3365:R,A}
ndb{s>904:fd,x<1242:jbx,lm}
dd{a>665:R,R}
lnt{a<1177:A,x<901:A,x<919:R,R}
nn{m<2151:R,m>2257:A,R}
psx{x>3837:A,R}
zgp{m>1002:A,A}
rjt{s<1606:kf,R}
tqm{x<3109:pcz,tf}
xkl{m>3259:nhf,m<2733:nm,ltt}
fvc{s<2245:R,a>3610:R,a<3395:A,A}
vx{s>3405:A,s<2864:R,x<1291:svj,A}
fbs{m>3094:tjq,a<2671:lbr,s>2980:br,zxf}
sv{x<2686:A,A}
jt{s>307:mm,s>190:A,A}
ltt{m<2932:A,m>3097:R,R}
klj{a<190:R,R}
zj{a<3839:R,a<3898:R,a<3932:R,A}
qrz{a>2385:R,a<2103:A,a<2217:A,A}
dp{x>1276:fg,s>2212:ck,a>3255:kp,A}
qzg{a<2978:jqg,s>401:A,a<3083:pxq,bst}
fk{x<3153:R,R}
rdn{s<275:A,x>2619:A,s>365:A,R}
xdd{a>2338:xfl,db}
ht{s>1867:R,a<2561:R,a>2852:R,R}
ffz{x>2633:gjj,cxf}
xfc{a>2266:R,m>607:A,R}
gfp{m>1781:A,A}
ch{x<1246:rjt,m>2038:dh,s<1350:lj,hsx}
kqz{m>1171:lz,dbs}
njh{a>2157:A,m<3857:R,R}
nt{m<710:R,x>2315:mrg,s>1511:A,zh}
gv{a>2350:chf,m>516:A,gpm}
kk{x<285:nnx,zpj}
vpb{a<3293:R,a>3455:A,R}
pz{a>2276:xdd,fkl}
jbm{x<2951:A,s<1599:R,m<734:R,R}
tx{x>2805:R,R}
lp{x<1388:gtz,m>1008:rhz,rrl}
xqz{m>2687:A,s>3438:A,A}
hcm{s<1693:R,x<2623:A,R}
frl{m>274:gv,s<1923:pkr,mc}
fkl{x>2563:hz,a<2108:sqt,A}
nsj{m<2752:qmk,klj}
mhf{a>337:R,R}
cgc{s>1479:R,a>2929:R,R}
hf{a<3567:A,A}
jz{x<3661:R,R}
vr{x>269:A,x<163:A,s<3259:R,A}
jjb{a<3106:jkz,s>650:zv,s>457:jpr,lnj}
bx{m>437:lr,pt}
cht{a<3523:A,s>2630:rj,m>418:zj,kpp}
pht{x>2122:A,A}
vd{s>601:A,m>1408:A,A}
sg{x>1447:msc,bsb}
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{x=63,m=2897,a=825,s=781}
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{x=1624,m=763,a=1679,s=2171}
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{x=290,m=13,a=2511,s=1}
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{x=21,m=965,a=272,s=666}
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{x=454,m=973,a=1007,s=1745}
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{x=387,m=460,a=880,s=1002}
{x=409,m=886,a=1385,s=312}
{x=2082,m=219,a=3224,s=967}
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{x=2392,m=26,a=108,s=1298}
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{x=1310,m=1252,a=314,s=2120}
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{x=50,m=1103,a=230,s=1461}
{x=780,m=2290,a=339,s=3021}

58
data/20.in Normal file
View File

@@ -0,0 +1,58 @@
%fg -> nt, gt
&zp -> rx
%fh -> nt, xz
%pj -> zj, zq
%jc -> nt, nk
%mr -> vv, pz
%cl -> fp, zq
%xb -> bl, vv
%nc -> zq
%mg -> vn
%zj -> cf
&sb -> zp
%ht -> pp
%gt -> jc
%rq -> ft
&nt -> rq, fg, ft, nd, gt, xz
%ps -> xm
%fs -> ff
%nb -> dv
%qd -> xb
%kg -> mr, vv
%dv -> vv, hr
%rm -> zq, fs
%nk -> rq, nt
%hr -> dm, vv
%xm -> vn, ht
%pp -> mq
%br -> vn, jz
%gr -> ln
%bh -> qd, vv
%cf -> gr, zq
&vv -> dm, bl, sb, nb, qd, bh
%zc -> zv
%zv -> dc, vn
%jz -> qs
&nd -> zp
%rd -> nc, zq
&ds -> zp
%mq -> vn, zc
%bl -> bb
%qn -> nt
%pz -> vv
%qs -> vn, ps
%lm -> nt, qn
%xz -> dr
%bb -> nb, vv
%dm -> kg
%ft -> fh
&vn -> br, jz, ht, ps, zc, pp, ds
%xd -> nt, lm
&hf -> zp
broadcaster -> pj, fg, bh, br
%fp -> rd, zq
&zq -> fs, gr, ff, hf, ln, zj, pj
%ff -> cl
%dr -> xd, nt
%ln -> rm
%dc -> mg, vn

131
data/21.in Normal file
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@@ -0,0 +1,131 @@
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..................#........#.........##.....#....#...##.#......................###.....#..#........#.#.......##.......#............
...................#...##..........#.#..#................##....................###...................#.....#........#.#..........#.
.................##........................#....#.#..#.....##................#...........................#......#................#.
............................#........#........#..##.....#..#.......#......#.#...#...................................#...........##.
..............#..........#............#...#...............#.........#.#...#...##..##.....#...........#...#..........#.#............
.#.............#...#.........#.....###.#...............................#.....#.....#............#..#.........#.#.#.................
....#...............#..#.....#.....#.......##....#.#........#.##.............##..#.............#.#.#...........................#...
........................#.....#..#....#......#......#..#....#...#..#..........#....#...............#.........##..#.................
....#................#.....#.#............#..................#..#................#.........#.....#.............#...................
.................#.......#.....##.##.....#..................#..#......#....#...............#............#.#.#....#.........#....#..
.......#................#..#.........#......###.....#.#........#....##......#.......#..#.#.......#.#....#.#...............#........
...#.....#.#...............#....#..............#.........#...........#............#............#..#.#..##..........................
......#...............##.............#.#...............#....................#..#..##.#.#.................#......................#..
..#.....##..#.............#...#.......#.......................#........#.#.#............#...................#...................#..
........................#..#..................#..#.#.#..............................#...#...#......#....#.#........................
...#....................#................................#...#.....#...........#........#..#........#...................##.#.....#.
......#...##...#.................#..#..#....#.....#.....#.....#...#..................#.............................#..#......#.....
....................................#..................#....#...#.........#....#......................#.............#....###..#....
.##..#..#...##..........................#..#..#...........#..............#....#.........#....#....................#......##........
.##............#.#...............##....#.....#.......#..........#......#...............#..#...#........#.................#..#......
.#..#.##.........##.#..........#...........#...#...#.....#.#..#............##.........##...#.....................#...#........#....
.......#....#.#.....#........#..................#.............##........#..........##.........#..............#.#..#...#.....#.#..#.
...#..#....#........#.......................#.......#........#....#.........#..............#...#..#.#.......##...........#.#.#..#..
................#......#......................#...#...............#.#.....#......#..........#.##.#.........#....#...#......#..#....
..............##.#..#...............#.#...........#..#......#......#..#.#..#.................#.....................#.........#.#...
..#................#..#..#..........#........#.#.........#....#...........#...#.......#.#.......#......................#..#......#.
......#............#...##..........#...#..................#.....#............##............................#...#..#........#....#..
..................#..................................###.#..........#....##......#....#.................#..........#..#............
...#..#.......#......#........................#...#......#..................#.#.#.#.#.....#...................#..#...#......##...#.
....................#.#......#.......#......#....#.......#.#.......#.............#...#..#.........................#................
.........#................#.#...........##......#..#..#..................#....#......#......#.......#.#......#.........#.....#.....
..#..........#...........#.........................#.......#..........#....#...........#.#..............................#.....##...
.....#.#..#......#....#....#.............................##.....#...#......#..#..#...#..............#..........#.................#.
.............##....##.......................#.#............#................#....#.......#...................#.....................
..#.......#.........#......................................................#..#..#..............#..#.##............................
......#.......#....#............................................#.#...................##...............##......#.......#.........#.
..............#..#..............#...........#...............................#...................................#....#......#.#....
.........#....#......#.....#.................#..............#.................................................#........##..........
......#...##..............#....#.#............#..#....#...........#.........#..........................#......#.#..........##.#....
...#....#.....#........##...#...................#.#....#...........................#...........................#..........#........
.#..........#.#.....#............#.#................#...#.#..#...............#....#..........#.........#............#.......#.#....
.........#......#.#.#.......#....#...#.#......................#........#..#...#...................#.......#.........#............#.
..........................#.....#.................................#.#.....#.................................#.#...#.###....#.......
...#.................#..#.................#..............#........#.......#.#.............#................#...#..#...........#....
....#..#....................#...............................#.#....#...........................#..#.....##..#................##..#.
....#...#...#..##........##......#...#......#................#..#.......................#....#........#...#.......#..........#.....
............#.....#................#.........#.............#...#...#.#................#...........#......#..#.......#........#.#...
......#...#...........#....#..#.#..............................#......................................................#............
................#.....#.....#....#.......#..#...#..........#.#......................#..#...#.....#...........#.............#..#....
..............#.....#.......#.#.............#.................#.........##.............#......#..............#.....................
...#......#.##...............#..........#...#....#............##................#........#.#......#.#.#............................
.#....#......................#...............###.....................#..................#..#..........#...........#.....#..........
............#..#.......#....#...........#...##..#...........##....#.............#..#.#....#............#..#.......#.#.#.....#......
......#.....##.##.#.....#.#...........#.#.#...................#..................#..#..#..#........#........................#.#....
....#.........#........................#..#....##.................#............#.......#..........................##.#.....#.......
..#..#....................#..........#..........#...........................#..............#....................#..................
..............#...#...............#...........##................#..........#........#.#....#......##.......#....#.......#...##.....
......#...............#........#...#...........#.....#......................#............#.............#..........#...........##...
..#..........#.#.#........#.#..#.#..##...........#.........................#........#.#....#.#........#.........#........#......##.
..........#.#.#...#...#.#...............................#..............#....#......##..........#.#..........#...#....#.............
.....................#............#......#.#..#....#..#..#..............#....#.#........................##......#............#.....
...................................................................................................................................

2
flake.nix
View File

@@ -20,6 +20,8 @@
devShells = forAllSystems (pkgs: with pkgs; { devShells = forAllSystems (pkgs: with pkgs; {
default = mkShell { default = mkShell {
nativeBuildInputs = [ rustc cargo ]; nativeBuildInputs = [ rustc cargo ];
buildInputs = [ hyperfine ];
RUST_SRC_PATH = "${rustPlatform.rustLibSrc}";
}; };
}); });

2
src/bin/day05.rs
View File

@@ -69,7 +69,7 @@ impl Entry {
fn main() -> Result<()> { fn main() -> Result<()> {
let filename = env::args() let filename = env::args()
.nth(1) .nth(1)
.context("./day03 <path to puzzle input>")?; .context("./day05 <path to puzzle input>")?;
let input = fs::read_to_string(filename)?; let input = fs::read_to_string(filename)?;
let mut sections = input.split("\n\n"); let mut sections = input.split("\n\n");

39
src/bin/day06.rs Normal file
View File

@@ -0,0 +1,39 @@
use anyhow::{Context, Result};
use itertools::Itertools;
fn win_bounds(time: u64, record: u64) -> (u64, u64) {
let det_sq = time * time - 4 * record;
let det = (det_sq as f64).sqrt();
let mut low = ((time as f64 - det) / 2.0).ceil() as u64;
low += ((time - low) * low <= record) as u64;
let mut high = ((time as f64 + det) / 2.0).floor() as u64;
high -= ((time - low) * low <= record) as u64;
(low, high)
}
fn main() -> Result<()> {
let filename = std::env::args()
.nth(1)
.context("./day06 <path to puzzle input>")?;
let input = std::fs::read_to_string(filename)?;
let mut nums = input.lines().map(|line| {
line.split_ascii_whitespace()
.skip(1)
.map(|d| d.parse().unwrap())
.collect::<Vec<_>>()
});
let (times, records) = nums.next_tuple().unwrap();
let races = times.iter().zip(records.iter());
let range = |(low, high)| high - low + 1;
let part1: u64 = races.map(|(&t, &r)| range(win_bounds(t, r))).product();
let concat = |v: Vec<_>| v.iter().join("").parse().unwrap();
let part2 = range(win_bounds(concat(times), concat(records)));
println!("1) {}", part1);
println!("2) {}", part2);
Ok(())
}

142
src/bin/day07.rs Normal file
View File

@@ -0,0 +1,142 @@
use std::env;
use std::fs;
#[derive(PartialEq, Eq, PartialOrd, Ord, Debug)]
enum Kind {
HC,
OP,
TP,
THREE,
FH,
FOUR,
FIVE,
}
impl Kind {
fn from_sorted_frequencies(slice: &[u8]) -> Kind {
match slice {
&[5] => Kind::FIVE,
&[4, _] => Kind::FOUR,
&[3, _] => Kind::FH,
&[3, _, _] => Kind::THREE,
&[2, _, _] => Kind::TP,
&[2, _, _, _] => Kind::OP,
&[1, _, _, _, _] => Kind::HC,
_ => unreachable!(),
}
}
}
fn find_frequencies(hand: [u8; 5]) -> (u8, [u8; 5], [u8; 5]) {
let mut distinct = 0u8;
let mut cards = [0u8; 5];
let mut counts = [0u8; 5];
for c in hand {
let mut was_seen: bool = false;
for i in 0..5 {
if c == cards[i] {
counts[i] += 1;
was_seen = true;
break;
}
}
if !was_seen {
cards[distinct as usize] = c;
counts[distinct as usize] = 1;
distinct += 1;
}
}
(distinct, cards, counts)
}
fn kind(hand: [u8; 5]) -> Kind {
let (distinct, _, mut counts) = find_frequencies(hand);
counts.sort();
counts.reverse();
Kind::from_sorted_frequencies(&counts[..distinct as usize])
}
fn joker_kind(hand: [u8; 5], joker: u8) -> Kind {
let (mut distinct, cards, mut counts) = find_frequencies(hand);
let mut joker_count = 0;
for c in 0..distinct as usize {
if cards[c] == joker {
joker_count += counts[c];
distinct -= 1;
counts[c] = 0;
break;
}
}
distinct = distinct.max(1);
counts.sort();
counts.reverse();
counts[0] += joker_count;
Kind::from_sorted_frequencies(&counts[..distinct as usize])
}
fn solve(encoding: impl Fn(u8) -> u8, kind_eval: impl Fn([u8; 5]) -> Kind, input: &str) -> u64 {
let mut hand_bid_pairs: Vec<_> = input
.lines()
.map(|line| {
let mut hand: [u8; 5] = (&line.as_bytes()[..5]).try_into().unwrap();
for b in hand.iter_mut() {
*b = encoding(*b);
}
let kind = kind_eval(hand);
let bid = line
.bytes()
.skip(6)
.map(|c| (c - b'0') as u64)
.reduce(|a, b| a * 10 + b)
.unwrap();
(kind, hand, bid)
})
.collect();
hand_bid_pairs.sort();
hand_bid_pairs
.into_iter()
.zip(1..)
.map(|((_, _, bid), i)| bid * i)
.sum()
}
fn main() {
let filename = env::args().nth(1).unwrap();
let input = fs::read_to_string(filename).unwrap();
let encode_p1 = |byte| match byte {
b'T' => b'V',
b'J' => b'W',
b'Q' => b'X',
b'K' => b'Y',
b'A' => b'Z',
_ => byte,
};
let part1 = solve(encode_p1, kind, &input);
let encode_p2 = |byte| match byte {
b'T' => b'V',
b'J' => b'1',
b'Q' => b'X',
b'K' => b'Y',
b'A' => b'Z',
_ => byte,
};
let kind_eval = |hand| joker_kind(hand, encode_p2(b'J'));
let part2 = solve(encode_p2, kind_eval, &input);
println!("1) {}", part1);
println!("2) {}", part2);
}

49
src/bin/day08.rs Normal file
View File

@@ -0,0 +1,49 @@
use gcd;
use hashbrown::{HashMap, HashSet};
use anyhow::{Context, Result};
fn lcm(a: u64, b: u64) -> u64 {
(a * b) / gcd::binary_u64(a, b)
}
fn main() -> Result<()> {
let filename = std::env::args()
.nth(1)
.context("./day08 <path to puzle input>")?;
let input = std::fs::read_to_string(filename)?;
let mut lines = input.lines().map(|line| line.as_bytes());
let instructions = lines.next().unwrap();
let connections: Vec<_> = lines.skip(1).collect();
let sources = connections.iter().map(|c| &c[..3]);
let name_ids: HashMap<_, _> = sources.clone().zip(0..).collect();
let id = |name: &[u8]| name_ids[name];
let mut neighbours = vec![(0u32, 0u32); connections.len()];
for (from_id, conn) in connections.iter().enumerate() {
neighbours[from_id] = (id(&conn[7..10]), id(&conn[12..15]));
}
let cycle_len = |start: &[u8], ends: &HashSet<_>| -> u64 {
let mut step_count = 0;
let mut pos = id(start);
let mut plan = instructions.iter().cycle();
while !ends.contains(&pos) {
let (to_l, to_r) = neighbours[pos as usize];
pos = if plan.next().unwrap() == &b'L' { to_l } else { to_r };
step_count += 1;
}
step_count
};
let ends = sources.clone().filter(|s| s[2] == b'Z').map(id).collect();
let part1 = cycle_len("AAA".as_bytes(), &ends);
let starts = sources.filter(|s| s[2] == b'A');
let part2 = starts.map(|pos| cycle_len(pos, &ends)).reduce(lcm).unwrap();
println!("1) {}", part1);
println!("2) {}", part2);
Ok(())
}

48
src/bin/day09.rs Normal file
View File

@@ -0,0 +1,48 @@
use anyhow::{Context, Result};
fn extrapolate(sequence: &mut Vec<i64>) -> Option<(i64, i64)> {
let diff = |seq: &mut Vec<i64>| {
(0..seq.len() - 1).for_each(|i| seq[i] = seq[i + 1] - seq[i]);
seq.pop();
};
let mut fwd = 0;
let mut bwd = 0;
let mut f = 1;
while sequence.len() > 1 {
fwd += sequence[sequence.len() - 1];
bwd += f * sequence[0];
diff(sequence);
f *= -1;
if sequence.iter().all(|&num| num == 0) {
return Some((bwd, fwd));
}
}
None
}
fn main() -> Result<()> {
let filename = std::env::args()
.nth(1)
.context("./day09 <path to puzzle input>")?;
let input = std::fs::read_to_string(filename)?;
let mut part1 = 0;
let mut part2 = 0;
for line in input.lines() {
let parse_i64 = |str: &str| str.parse::<i64>().unwrap();
let mut initial: Vec<i64> = line.split_ascii_whitespace().map(parse_i64).collect();
let (p2, p1) = extrapolate(&mut initial).context("malformed input")?;
part1 += p1;
part2 += p2;
}
println!("1) {}", part1);
println!("2) {}", part2);
Ok(())
}

184
src/bin/day10.rs Normal file
View File

@@ -0,0 +1,184 @@
use std::env;
use std::fs;
use anyhow::{anyhow, Context, Result};
#[derive(PartialEq, Eq, Copy, Clone, PartialOrd, Ord, Debug)]
struct Point {
x: usize,
y: usize,
}
impl<T> From<(T, T)> for Point
where
T: Into<usize>,
{
fn from(p: (T, T)) -> Self {
return Point {
x: p.0.into(),
y: p.1.into(),
};
}
}
impl Point {
#[rustfmt::skip]
fn walk(&self, d: Dir) -> Self {
match d {
Dir::U => Self { x: self.x - 1, y: self.y },
Dir::D => Self { x: self.x + 1, y: self.y },
Dir::L => Self { x: self.x, y: self.y - 1 },
Dir::R => Self { x: self.x, y: self.y + 1 },
}
}
}
#[derive(PartialEq, Eq, Copy, Clone, Debug)]
enum Dir {
U,
D,
L,
R,
}
impl Dir {
fn invert(&self) -> Dir {
match self {
Dir::U => Dir::D,
Dir::D => Dir::U,
Dir::L => Dir::R,
Dir::R => Dir::L,
}
}
}
struct Pipe {
end1: Dir,
end2: Dir,
}
impl TryFrom<u8> for Pipe {
type Error = anyhow::Error;
#[rustfmt::skip]
fn try_from(byte: u8) -> Result<Self, Self::Error> {
match byte {
b'|' => Ok(Pipe { end1: Dir::D, end2: Dir::U }),
b'-' => Ok(Pipe { end1: Dir::L, end2: Dir::R }),
b'F' => Ok(Pipe { end1: Dir::D, end2: Dir::R }),
b'7' => Ok(Pipe { end1: Dir::D, end2: Dir::L }),
b'J' => Ok(Pipe { end1: Dir::U, end2: Dir::L }),
b'L' => Ok(Pipe { end1: Dir::U, end2: Dir::R }),
_ => Err(anyhow!("{} ({}) is not a pipe,", byte as char, byte)),
}
}
}
impl Pipe {
fn other_end(&self, from: &Dir) -> Option<Dir> {
if *from == self.end1 {
Some(self.end2)
} else if *from == self.end2 {
Some(self.end1)
} else {
None
}
}
}
struct Grid<T> {
grid: Vec<T>,
width: usize,
}
impl<T> std::ops::Index<Point> for Grid<T> {
type Output = T;
fn index(&self, p: Point) -> &T {
&self.grid[p.x * self.width + p.y]
}
}
impl<T> std::ops::IndexMut<Point> for Grid<T> {
fn index_mut(&mut self, p: Point) -> &mut T {
&mut self.grid[p.x * self.width + p.y]
}
}
fn main() -> Result<()> {
let filename = env::args()
.nth(1)
.context("./day10 <path to puzzle input>")?;
let input = fs::read_to_string(filename)?;
let width = input.lines().next().context("bad input")?.trim().len();
let grid: Vec<_> = input.lines().flat_map(|line| line.trim().bytes()).collect();
let height = grid.len() / width;
let grid = Grid { grid, width };
let mut all_points = (0..height).flat_map(|x| (0..width).map(move |y| (x, y).into()));
let start: Point = all_points
.find(|point: &Point| grid[point.clone()] == b'S')
.context("start not found")?;
let mut start_directions = Vec::new();
for dir in [Dir::U, Dir::D, Dir::L, Dir::R] {
let neighbour = start.walk(dir);
let byte = grid[neighbour];
if byte != b'.' {
let pipe = Pipe::try_from(byte)?;
if pipe.end1 == dir.invert() || pipe.end2 == dir.invert() {
start_directions.push(dir);
}
}
}
assert_eq!(start_directions.len(), 2);
let mut on_loop = Grid {
grid: vec![false; height * width],
width,
};
let end = start.walk(start_directions[0]);
on_loop[end] = true;
on_loop[start] = true;
let mut loop_length = 2;
let mut entry: Dir = start_directions[1].invert();
let mut position: Point = start.walk(start_directions[1]);
while position != end {
loop_length += 1;
on_loop[position] = true;
let pipe = Pipe::try_from(grid[position])?;
let exit = pipe.other_end(&entry).context("broken pipe")?;
position = position.walk(exit);
entry = exit.invert();
}
let is_vertical = |b| b == b'|' || b == b'L' || b == b'J';
let mut enclosed_count = 0;
for x in 0..height {
let mut parity: bool = false;
for y in 0..width {
let byte = grid.grid[x * width + y];
if !on_loop.grid[x * width + y] {
enclosed_count += parity as usize;
} else {
if is_vertical(byte) || byte == b'S' {
parity = !parity;
}
}
}
}
println!("1) {}", loop_length / 2);
println!("2) {}", enclosed_count);
Ok(())
}

43
src/bin/day11.rs Normal file
View File

@@ -0,0 +1,43 @@
use anyhow::{Context, Result};
use itertools::Itertools;
fn main() -> Result<()> {
let filename = std::env::args()
.nth(1)
.context("./day11 <path to puzzle input>")?;
let input = std::fs::read_to_string(filename)?;
let lines: Vec<_> = input.lines().map(|line| line.as_bytes()).collect();
let height = lines.len();
let width = lines[0].len();
let galaxies: Vec<_> = (0..height)
.cartesian_product(0..width)
.filter(|&(x, y)| lines[x][y] == b'#')
.collect();
let mut is_empty_row = vec![true; height];
let mut is_empty_col = vec![true; width];
galaxies.iter().for_each(|&(x, y)| {
is_empty_row[x] = false;
is_empty_col[y] = false;
});
let empty_rows_count = |a: usize, b| (a.min(b)..a.max(b)).filter(|&x| is_empty_row[x]).count();
let empty_cols_count = |a: usize, b| (a.min(b)..a.max(b)).filter(|&y| is_empty_col[y]).count();
let distance = |(&(x1, y1), &(x2, y2)): (&(usize, usize), &(usize, usize)), scale: usize| {
let emptiness = empty_rows_count(x1, x2) + empty_cols_count(y1, y2);
x1.abs_diff(x2) + y1.abs_diff(y2) + (scale - 1) * emptiness
};
let galaxy_pairs = galaxies.iter().tuple_combinations();
let part1: usize = galaxy_pairs.clone().map(|p| distance(p, 2)).sum();
let part2: usize = galaxy_pairs.clone().map(|p| distance(p, 1000000)).sum();
println!("1) {}", part1);
println!("2) {}", part2);
Ok(())
}

99
src/bin/day12.rs Normal file
View File

@@ -0,0 +1,99 @@
use hashbrown::HashMap;
use ndarray::Array3;
use anyhow::{Context, Result};
fn solve(str: &[u8], groups: &[usize]) -> usize {
if groups.iter().sum::<usize>() + groups.len() > str.len() + 1 {
return 0;
}
let groups_max = groups.iter().max().unwrap();
let mut dp = Array3::<usize>::zeros((str.len() + 1, groups.len() + 1, *groups_max + 1));
dp[[0, 0, 0]] = 1;
for s in 0..str.len() {
if str[s] == b'.' || str[s] == b'?' {
for g in 0..groups.len() {
dp[[s + 1, g, 0]] += dp[[s, g, 0]];
dp[[s + 1, g + 1, 0]] += dp[[s, g, groups[g]]];
}
dp[[s + 1, groups.len(), 0]] += dp[[s, groups.len(), 0]];
}
if str[s] == b'#' || str[s] == b'?' {
for g in 0..groups.len() {
for p in 0..groups[g] {
dp[[s + 1, g, p + 1]] += dp[[s, g, p]];
}
}
}
}
dp[[str.len(), groups.len(), 0]] + dp[[str.len(), groups.len() - 1, groups[groups.len() - 1]]]
}
type Cache<'a> = HashMap<(&'a [u8], &'a [usize], usize), usize>;
fn solve_rec<'a>(str: &'a [u8], groups: &'a [usize], pos: usize, cache: &mut Cache<'a>) -> usize {
let mut ans = 0;
if let Some(result) = cache.get(&(str, groups, pos)) {
return *result;
}
if str.len() == 0 {
return (groups.len() == 0 || (groups.len() == 1 && pos == groups[0])) as usize;
}
if str[0] == b'.' || str[0] == b'?' {
if groups.len() == 0 || pos == 0 {
ans += solve_rec(&str[1..], groups, pos, cache);
} else if pos == groups[0] {
ans += solve_rec(&str[1..], &groups[1..], 0, cache);
}
}
if str[0] == b'#' || str[0] == b'?' {
if groups.len() > 0 && pos < groups[0] {
ans += solve_rec(&str[1..], groups, pos + 1, cache);
}
}
cache.insert((str, groups, pos), ans);
return ans;
}
fn main() -> Result<()> {
let filename = std::env::args()
.nth(1)
.context("./day12 <path to puzzle input>")?;
let input = std::fs::read_to_string(filename)?;
let mut part1 = 0;
let mut part2 = 0;
for line in input.lines() {
let (record, groups) = line.split_once(' ').context("malformed input")?;
let groups: Vec<usize> = groups.split(',').map(|v| v.parse().unwrap()).collect();
part1 += solve_rec(record.as_bytes(), &groups, 0, &mut HashMap::new());
let mut record5 = record.to_string();
let mut groups5 = groups.clone();
record5.reserve_exact(4 * (record.len() + 1));
groups5.reserve_exact(4 * groups.len());
for _ in 0..4 {
record5.push('?');
record5.push_str(record);
groups5.extend(&groups);
}
part2 += solve(record5.as_bytes(), &groups5);
}
println!("1) {}", part1);
println!("2) {}", part2);
Ok(())
}

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use anyhow::{Context, Result};
fn grid_count(x_max: usize, y_max: usize, predicate: impl Fn(usize, usize) -> bool) -> usize {
let mut count = 0;
for x in 0..x_max {
for y in 0..y_max {
count += predicate(x, y) as usize;
}
}
count
}
fn main() -> Result<()> {
let filename = std::env::args()
.nth(1)
.context("./day13 <path to puzzle input>")?;
let input = std::fs::read_to_string(filename)?;
let mut part1 = 0;
let mut part2 = 0;
for section in input.split("\n\n") {
let height = section.lines().count();
let grid: Vec<_> = section.lines().flat_map(|line| line.bytes()).collect();
let width = grid.len() / height;
let is_smudge_h = |i, x, y| grid[(i + x) * width + y] != grid[(i - x - 1) * width + y];
let is_smudge_v = |i, x, y| grid[x * width + i + y] != grid[x * width + (i - y - 1)];
for i in 1..height {
let smudge_count = grid_count(i.min(height - i), width, |x, y| is_smudge_h(i, x, y));
part1 += 100 * i * usize::from(smudge_count == 0);
part2 += 100 * i * usize::from(smudge_count == 1);
}
for i in 1..width {
let smudge_count = grid_count(height, i.min(width - i), |x, y| is_smudge_v(i, x, y));
part1 += i * usize::from(smudge_count == 0);
part2 += i * usize::from(smudge_count == 1);
}
}
println!("1) {}", part1);
println!("2) {}", part2);
Ok(())
}

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use hashbrown::HashMap;
use itertools::iproduct;
fn tilt_hori<I>(mut grid: Vec<u8>, h: usize, w: usize, range: I, y_delta: i64) -> Vec<u8>
where
I: Iterator<Item = (usize, usize)>,
{
let d = if y_delta == 1 { 0 } else { w - 1 };
let mut next_free = vec![d; h];
for (x, y) in range {
if grid[x * w + y] == b'#' {
next_free[x] = (y as i64 + y_delta) as usize;
}
if grid[x * w + y] == b'O' {
grid[x * w + y] = b'.';
grid[x * w + next_free[x]] = b'O';
next_free[x] = (next_free[x] as i64 + y_delta) as usize;
}
}
grid
}
fn tilt_vert<I>(mut grid: Vec<u8>, h: usize, w: usize, range: I, x_delta: i64) -> Vec<u8>
where
I: Iterator<Item = (usize, usize)>,
{
let d = if x_delta == 1 { 0 } else { h - 1 };
let mut next_free = vec![d; w];
for (x, y) in range {
if grid[x * w + y] == b'#' {
next_free[y] = (x as i64 + x_delta) as usize;
}
if grid[x * w + y] == b'O' {
grid[x * w + y] = b'.';
grid[next_free[y] * w + y] = b'O';
next_free[y] = (next_free[y] as i64 + x_delta) as usize;
}
}
grid
}
fn spin(mut grid: Vec<u8>, h: usize, w: usize) -> Vec<u8> {
grid = tilt_vert(grid, h, w, iproduct!(0..h, 0..w), 1); // north
grid = tilt_hori(grid, h, w, iproduct!(0..h, 0..w), 1); // west
grid = tilt_vert(grid, h, w, iproduct!((0..h).rev(), (0..w).rev()), -1); // south
grid = tilt_hori(grid, h, w, iproduct!((0..h).rev(), (0..w).rev()), -1); // east
return grid;
}
fn spin_n(mut grid: Vec<u8>, h: usize, w: usize, spin_count: usize) -> Vec<u8> {
let mut past: HashMap<(usize, usize), usize> = HashMap::new();
for spins in 0..spin_count {
let mut load = (0, 0);
for (x, y) in iproduct!(0..h, 0..w) {
if grid[x * w + y] == b'O' {
load.0 += h - x;
load.1 += w - y;
}
}
if let Some(first_seen) = past.get(&load) {
let offset = (spin_count - first_seen) % (spins - first_seen);
for _ in 0..offset {
grid = spin(grid, h, w);
}
return grid;
}
past.insert(load, spins);
grid = spin(grid, h, w);
}
grid
}
fn main() {
let filename = std::env::args().nth(1).unwrap();
let input = std::fs::read_to_string(filename).unwrap();
let w = input.lines().next().unwrap().len();
let grid: Vec<_> = input.lines().flat_map(|line| line.bytes()).collect();
let h = grid.len() / w;
let tilt_north = |grid: Vec<u8>| tilt_vert(grid, h, w, iproduct!(0..h, 0..w), 1);
let boulder_load = |(x, y), grid: &Vec<u8>| {
if grid[x * w + y] == b'O' {
h - x
} else {
0
}
};
let north_load = |grid| -> usize { iproduct!(0..h, 0..w).map(|p| boulder_load(p, grid)).sum() };
let grid1 = tilt_north(grid.clone());
let part1 = north_load(&grid1);
println!("{}", part1);
let grid2 = spin_n(grid, h, w, 1_000_000_000);
let part2 = north_load(&grid2);
println!("{}", part2);
}

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use std::collections::HashMap;
use anyhow::{Context, Result};
fn main() -> Result<()> {
let filename = std::env::args()
.nth(1)
.context("./day15 <path to puzzle input>")?;
let input = std::fs::read_to_string(filename)?;
let sequence: Vec<_> = input.trim().split(',').map(|s| s.as_bytes()).collect();
let update = |state, c| (state + c as usize) * 17 % 256;
let hash = |w: &[u8]| w.iter().copied().fold(0, update);
let part1: usize = sequence.iter().map(|w| hash(w)).sum();
let mut buckets = vec![HashMap::new(); 256];
for (counter, step) in sequence.into_iter().enumerate() {
if step[step.len() - 1] == b'-' {
let key = &step[..step.len() - 1];
buckets[hash(key)].remove(key);
} else {
let (key, focal) = step.split_at(step.len() - 2);
let focal = focal[1] - b'0';
buckets[hash(key)]
.entry(key)
.and_modify(|(_, old_focal)| *old_focal = focal)
.or_insert((counter, focal));
}
}
let mut part2 = 0;
for (bucket, b_id) in buckets.into_iter().zip(1..) {
let mut v: Vec<_> = bucket.into_values().collect();
v.sort();
for ((_, focal), position) in v.into_iter().zip(1..) {
part2 += b_id * position * (focal as usize);
}
}
println!("1) {}", part1);
println!("2) {}", part2);
Ok(())
}

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use anyhow::{Context, Result};
fn min_heat_loss(grid: &Vec<u8>, h: i32, w: i32, min_steps: i32, max_steps: i32) -> Option<usize> {
let is_valid = |x, y| 0 <= x && x < h && 0 <= y && y < w;
let read = |x, y| (grid[(x * w + y) as usize] - b'0') as usize;
let bucket_count = ((max_steps * 9) as usize).next_power_of_two();
let mut queue = vec![Vec::new(); bucket_count];
queue[0].push(((0, 0), (0, 1)));
queue[0].push(((0, 0), (1, 0)));
let mut dist = vec![[usize::MAX, usize::MAX]; grid.len()];
let mut heat_loss = 0;
let mut queue_size = 2;
while queue_size > 0 {
while let Some(((x, y), (dx, dy))) = queue[heat_loss % bucket_count].pop() {
queue_size -= 1;
if x == h - 1 && y == w - 1 {
return Some(heat_loss);
}
if heat_loss > dist[(x * w + y) as usize][(dx == 0) as usize] {
continue;
}
for (dx, dy) in [(dy, -dx), (-dy, dx)] {
let (mut nx, mut ny) = (x, y);
let mut path_loss = 0;
for i in 1..=max_steps {
nx += dx;
ny += dy;
if !is_valid(nx, ny) {
break;
}
path_loss += read(nx, ny);
if i >= min_steps {
let is_horizontal = dx == 0;
let dist_pos = nx * w + ny;
let old_dist = dist[dist_pos as usize][is_horizontal as usize];
let new_dist = heat_loss + path_loss;
if new_dist < old_dist {
dist[dist_pos as usize][is_horizontal as usize] = new_dist;
queue[new_dist % bucket_count].push(((nx, ny), (dx, dy)));
queue_size += 1;
}
}
}
}
}
heat_loss += 1;
}
None
}
fn main() -> Result<()> {
let filename = std::env::args()
.nth(1)
.context("./day17 <path to puzzle input>")?;
let input = std::fs::read_to_string(filename)?;
let width = input.lines().next().unwrap().len();
let grid: Vec<_> = input.lines().flat_map(|l| l.bytes()).collect();
let height = grid.len() / width;
let part1 = min_heat_loss(&grid, height as i32, width as i32, 1, 3);
let part2 = min_heat_loss(&grid, height as i32, width as i32, 4, 10);
println!("1) {:?}", part1);
println!("2) {:?}", part2);
Ok(())
}

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use std::str;
use anyhow::{Context, Result};
fn area(moves: impl Iterator<Item = ((i64, i64), i64)>) -> i64 {
let (mut x, mut y) = (0i64, 0i64);
let mut area = 0;
for ((dx, dy), dist) in moves {
let (nx, ny) = (dist * dx + x, dist * dy + y);
area += x * ny - y * nx;
area -= i64::abs(nx - x) + i64::abs(ny - y);
(x, y) = (nx, ny);
}
i64::abs(area / 2) + 1
}
fn main() -> Result<()> {
let filename = std::env::args()
.nth(1)
.context("./day18 <path to puzzle input>")?;
let input = std::fs::read_to_string(filename)?;
let lines = input.lines().map(|line| line.as_bytes());
let dirs = [(0, 1), (1, 0), (0, -1), (-1, 0)];
let to_dir = |c| match c {
b'R' => dirs[0],
b'L' => dirs[2],
b'U' => dirs[3],
b'D' => dirs[1],
_ => unreachable!(),
};
let read_p1 = |line: &[u8]| {
let dir = line[0];
let dist = &line[2..line.len() - 10];
let dist = str::from_utf8(dist).unwrap().parse::<i64>().unwrap();
(to_dir(dir), dist)
};
let read_p2 = |line: &[u8]| {
let dir = line[line.len() - 2] - b'0';
let dist = &line[line.len() - 7..line.len() - 2];
let dist = str::from_utf8(dist).unwrap();
let dist = i64::from_str_radix(dist, 16).unwrap();
(dirs[dir as usize], dist)
};
let part1 = area(lines.clone().map(read_p1));
let part2 = area(lines.clone().map(read_p2));
println!("1) {}", part1);
println!("2) {}", part2);
Ok(())
}

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use std::cmp::Ordering;
use std::collections::HashMap;
use itertools::Itertools;
use anyhow::{Context, Result};
const MALFORMED: &str = "malformed input";
struct Rule {
property: u8,
comp: Ordering,
value: u32,
}
struct Workflow<'a> {
rules: Vec<(Rule, &'a str)>,
default: &'a str,
}
impl<'a> TryFrom<&'a str> for Workflow<'a> {
type Error = anyhow::Error;
fn try_from(str: &'a str) -> Result<Self> {
match str.rsplit_once(',') {
Some((rules_str, default)) => {
let mut rules = Vec::new();
for rule in rules_str.split(',') {
let (condition, dest) = rule.split_once(':').context("MALFORMED")?;
let property = index(condition.as_bytes()[0]);
let comp = condition.as_bytes()[1].cmp(&b'=');
let value = (&condition[2..]).parse()?;
rules.push((
Rule {
property,
comp,
value,
},
dest,
));
}
Ok(Workflow { rules, default })
}
None => Ok(Workflow {
rules: Vec::new(),
default: str,
}),
}
}
}
impl<'a> Workflow<'a> {
fn process(&self, state: &[u32; 4]) -> &'a str {
for (rule, dst) in self.rules.iter() {
if state[rule.property as usize].cmp(&rule.value) == rule.comp {
return dst;
}
}
return self.default;
}
}
fn index(b: u8) -> u8 {
match b {
b'x' => 0,
b'm' => 1,
b'a' => 2,
b's' => 3,
_ => unreachable!(),
}
}
fn main() -> Result<()> {
let filename = std::env::args()
.nth(1)
.context("./day19 <path to puzzle input>")?;
let input = std::fs::read_to_string(filename)?;
let (workflows_str, parts_str) = input.split("\n\n").next_tuple().context(MALFORMED)?;
let mut workflows = HashMap::new();
for workflow in workflows_str.lines() {
let (name, body) = workflow.split_once('{').context(MALFORMED)?;
workflows.insert(name, Workflow::try_from(&body[..body.len() - 1])?);
}
let mut parts = Vec::new();
for part_str in parts_str.lines() {
let mut part = [0, 0, 0, 0];
for (idx, property) in part_str[1..part.len() - 1].split(',').enumerate() {
part[idx] = property[2..].parse()?;
}
parts.push(part);
}
let mut part1: u64 = 0;
for part in parts.iter() {
let mut current = "in";
while (current != "A") & (current != "R") {
let workflow = workflows.get(&current).context(MALFORMED)?;
current = workflow.process(part);
}
if current == "A" {
part1 += part.iter().map(|&v| v as u64).sum::<u64>();
}
}
let split_bound = |rule: &Rule, bound: (u32, u32)| match rule.comp {
Ordering::Less => (
(bound.0, bound.1.min(rule.value)),
(bound.0.max(rule.value), bound.1),
),
Ordering::Greater => (
(bound.0.max(rule.value + 1), bound.1),
(bound.0, bound.1.min(rule.value + 1)),
),
_ => unreachable!(),
};
let mut part2 = 0;
let mut stack = Vec::new();
stack.push(("in", [(1, 4001), (1, 4001), (1, 4001), (1, 4001)]));
'outer: while let Some((current, mut bounds)) = stack.pop() {
if current == "A" {
part2 += bounds.iter().map(|(a, b)| (b - a) as u64).product::<u64>();
continue;
}
if current == "R" {
continue;
}
let workflow = workflows.get(&current).context(MALFORMED)?;
for (rule, dest) in workflow.rules.iter() {
let bound = bounds[rule.property as usize];
let (send, carry) = split_bound(rule, bound);
if send.0 < send.1 {
let mut new_bounds = bounds;
new_bounds[rule.property as usize] = send;
stack.push((dest, new_bounds));
}
if carry.0 < carry.1 {
bounds[rule.property as usize] = carry;
} else {
continue 'outer;
}
}
stack.push((workflow.default, bounds));
}
println!("1) {}", part1);
println!("2) {}", part2);
Ok(())
}

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use std::collections::VecDeque;
use anyhow::{Context, Result};
use hashbrown::{HashMap, HashSet};
#[derive(Clone)]
enum Gate<'a> {
FlipFlop {
high: bool,
},
Conjugation {
memory: HashSet<&'a str>,
in_count: usize,
},
Negate,
Broadcast,
}
fn main() -> Result<()> {
let filename = std::env::args()
.nth(1)
.context("./day20 <path to puzzle input>")?;
let input = std::fs::read_to_string(filename)?;
let mut gates: HashMap<&str, Gate> = HashMap::new();
let mut outs = HashMap::new();
let mut ins = HashMap::new();
for line in input.lines() {
let (source, dsts) = line.split_once(" -> ").context("malformed input.")?;
let dsts: Vec<_> = dsts.split(", ").collect();
let name = source.trim_start_matches(['&', '%']);
for dst in dsts.iter().copied() {
ins.entry(dst).or_insert(Vec::new()).push(name);
}
outs.insert(name, dsts);
let gate = match source.chars().next().unwrap() {
'%' => Gate::FlipFlop { high: false },
'&' => Gate::Conjugation {
memory: HashSet::new(),
in_count: 0,
},
'b' => Gate::Broadcast,
_ => unreachable!(),
};
gates.insert(name, gate);
}
for (name, gate) in gates.iter_mut() {
if let Gate::Conjugation {
memory: _,
in_count,
} = gate
{
*in_count = ins[name].len();
if *in_count == 1 {
*gate = Gate::Negate;
}
}
}
let mut counts = [0, 0];
let mut queue = VecDeque::new();
for _ in 0..1000 {
queue.push_back(("broadcaster", "button", false));
while let Some((dest, source, is_high)) = queue.pop_back() {
counts[is_high as usize] += 1;
let outs = match outs.get(dest) {
Some(v) => v,
None => {
continue;
}
};
if let Some(gate) = gates.get_mut(dest) {
match gate {
Gate::Broadcast => {
for out in outs {
queue.push_back((out, dest, false));
}
}
Gate::Negate => {
for out in outs {
queue.push_back((out, dest, !is_high));
}
}
Gate::FlipFlop { high } => {
if !is_high {
*high = !(*high);
for out in outs {
queue.push_back((out, dest, *high));
}
}
}
Gate::Conjugation { memory, in_count } => {
if is_high {
memory.insert(source);
} else {
memory.remove(source);
}
let signal = memory.len() < *in_count;
for out in outs {
queue.push_back((out, dest, signal));
}
}
}
}
}
}
let part1 = counts[0] * counts[1];
// Assumed structure:
// broadcast ----> COUNTER1 ----> NEGATE -----> CONJ ----> rx
// |----------> COUNTER2 ----> NEGATE --------|
// |----------> COUNTER3 ----> NEGATE --------|
// `----------> COUNTER4 ----> NEGATE --------´
//
// Where Counter:
// IN
// |
// v
// FF <-> Core --> OUT
// | ? ^
// V | |
// FF ?----´ |
// | |
// v |
// FF--------´
//
// Counters are assumed to trigger on prime values
//
let mut part2 = 1;
for mut root in outs["broadcaster"].iter().copied() {
let core = match &gates[&outs[root][0]] {
Gate::Conjugation {
memory: _,
in_count: _,
} => outs[root][0],
_ => outs[root][1],
};
let mut period = 0u64;
let mut exp = 0u64;
loop {
if outs[root].contains(&core) {
period += 1 << exp;
}
exp += 1;
root = match outs[root].iter().find(|&&v| v != core) {
Some(v) => v,
None => {
break;
}
};
}
part2 *= period;
}
println!("1) {}", part1);
println!("2) {}", part2);
Ok(())
}

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use anyhow::{Context, Result};
fn bfs(grid: &Vec<u8>, height: usize, width: usize, start: (i64, i64)) -> Vec<u64> {
let mut distances = vec![u64::MAX; grid.len()];
distances[start.0 as usize * width + start.1 as usize] = 0;
let height = height as i64;
let width = width as i64;
let mut todo = Vec::from([start]);
let mut next = Vec::new();
let mut distance = 0;
while !todo.is_empty() {
for (x, y) in todo.iter() {
for (dx, dy) in [(1, 0), (-1, 0), (0, 1), (0, -1)] {
let (nx, ny) = (x + dx, y + dy);
if 0 <= nx && nx < height && 0 <= ny && ny < width {
let index = (nx * width + ny) as usize;
if grid[index] != b'#' && distance + 1 < distances[index] {
distances[index] = distance + 1;
next.push((nx, ny));
}
}
}
}
todo.clear();
todo.append(&mut next);
distance += 1;
}
return distances;
}
fn repeat_grid(factor: usize, grid: &Vec<u8>, height: usize, width: usize) -> Vec<u8> {
let mut result = vec![0; height * width * factor * factor];
for xf in 0..factor {
for yf in 0..factor {
let base = xf * height * width * factor + yf * width;
for x in 0..height {
for y in 0..width {
result[base + x * width * factor + y] = grid[x * width + y];
}
}
}
}
return result;
}
fn main() -> Result<()> {
let filename = std::env::args()
.nth(1)
.context("./day21 <path to puzzle input>")?;
let input = std::fs::read_to_string(filename)?;
let width = input.lines().next().unwrap().len();
let grid: Vec<_> = input.lines().flat_map(|line| line.bytes()).collect();
let height = grid.len() / width;
let mut start1 = (0, 0);
for x in 0..height {
for y in 0..width {
if grid[x * width + y] == b'S' {
start1 = (x as i64, y as i64);
}
}
}
let distances = bfs(&grid, height, width, start1);
let steps_p1 = 64;
let mut part1 = 0;
for x in 0..height {
for y in 0..width {
let distance = distances[x * width + y];
if distance <= steps_p1 && distance % 2 == steps_p1 % 2 {
part1 += 1;
}
}
}
let center = (height as i64 / 2, width as i64 / 2);
let scale = 2usize;
let repeats = scale * 2 + 1;
let scale_center = (
center.0 + (scale * height) as i64,
center.1 + (scale * width) as i64,
);
let scale_grid = repeat_grid(repeats, &grid, height, width);
let distances = bfs(&scale_grid, height * repeats, width * repeats, scale_center);
let mut counts = vec![vec![0; repeats]; repeats];
let limit = (scale * height + height / 2) as u64;
for qx in 0..repeats {
for qy in 0..repeats {
let base = qx * height * width * repeats + qy * width;
for x in 0..height {
for y in 0..width {
let distance = distances[base + x * width * repeats + y];
if distance <= limit as u64 && limit as u64 % 2 == distance % 2 {
counts[qx][qy] += 1;
}
}
}
}
}
let part_2_steps = 26501365;
let part_2_scale: u64 = ((part_2_steps - height / 2) / height) as u64;
let mut part2 = 0;
for x in 0..repeats {
for y in 0..repeats {
print!("{: >6} ", counts[x][y]);
}
println!();
}
// ..*#*..
// .*'o'*.
// *'o+o'*
// #o+o+o#
// *'o+o'*
// .*'o'*.
// ..*#*..
// o Even centers
let inner_even_count = ((part_2_scale - 1) | 0x1) * ((part_2_scale - 1) | 0x1);
part2 += inner_even_count * counts[scale][scale];
let inner_odd_count = (part_2_scale & (!0x1)) * (part_2_scale & (!0x1));
// + Odd centers
part2 += inner_odd_count * counts[scale][scale + 1];
// # Pointy ends
part2 += counts[0][scale];
part2 += counts[repeats - 1][scale];
part2 += counts[scale][0];
part2 += counts[scale][repeats - 1];
// * Outer edges
part2 += part_2_scale * counts[0][scale - 1];
part2 += part_2_scale * counts[0][scale + 1];
part2 += part_2_scale * counts[repeats - 1][scale - 1];
part2 += part_2_scale * counts[repeats - 1][scale + 1];
// ' Inner edges
part2 += (part_2_scale - 1) * counts[1][scale - 1];
part2 += (part_2_scale - 1) * counts[1][scale + 1];
part2 += (part_2_scale - 1) * counts[repeats - 2][scale - 1];
part2 += (part_2_scale - 1) * counts[repeats - 2][scale + 1];
println!("1) {}", part1);
println!("2) {}", part2);
Ok(())
}