├── tsir_single.py ├── Makefile ├── pcg_rnd.c ├── tsir_scan.py ├── tsir.h ├── README.md ├── misc.c ├── read_run.py ├── heap.c ├── tsir.c ├── LICENSE └── gallery01.tsv /tsir_single.py: -------------------------------------------------------------------------------- 1 | # Python wrapper for the temporal network SIR C code 2 | 3 | from sys import argv 4 | from read_run import run, read_network 5 | 6 | ## ## ## ## ## ## ## ## ## ## ## ## ## ## ## 7 | 8 | if __name__ == '__main__': 9 | 10 | if len(argv) != 4: 11 | print('usage: python3 tsir_single.py [temporal network] [beta] [nu]') 12 | exit(1) 13 | 14 | omega, err = run(read_network(argv[1]), float(argv[2]), float(argv[3])) 15 | 16 | print('avg. outbreak size:', omega, '(' + str(err) + ')') 17 | 18 | ## ## ## ## ## ## ## ## ## ## ## ## ## ## ## 19 | -------------------------------------------------------------------------------- /Makefile: -------------------------------------------------------------------------------- 1 | SRC = . 2 | CFLAGS = -Ofast -march=native 3 | LDFLAGS = 4 | CC = gcc 5 | 6 | OBJ1 = o/tsir.o o/misc.o o/heap.o o/pcg_rnd.o 7 | 8 | all : tsir 9 | 10 | tsir: $(OBJ1) 11 | $(CC) $(LDFLAGS) -o $@ $^ -lm 12 | 13 | o/tsir.o : $(SRC)/tsir.c $(SRC)/tsir.h $(SRC)/Makefile 14 | $(CC) $(CFLAGS) -c $(SRC)/tsir.c -o $@ 15 | 16 | o/misc.o : $(SRC)/misc.c $(SRC)/tsir.h $(SRC)/Makefile 17 | $(CC) $(CFLAGS) -c $(SRC)/misc.c -o $@ 18 | 19 | o/heap.o : $(SRC)/heap.c $(SRC)/tsir.h $(SRC)/Makefile 20 | $(CC) $(CFLAGS) -c $(SRC)/heap.c -o $@ 21 | 22 | o/pcg_rnd.o : $(SRC)/pcg_rnd.c $(SRC)/tsir.h $(SRC)/Makefile 23 | $(CC) $(CFLAGS) -c $(SRC)/pcg_rnd.c -o $@ 24 | -------------------------------------------------------------------------------- /pcg_rnd.c: -------------------------------------------------------------------------------- 1 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 2 | // code for temporal network SIR by Petter Holme (2018) 3 | 4 | // this file contains the random number generator, derived from the PCG 5 | // RNG v0.94 http://www.pcg-random.org under the Apache License 2.0 6 | // http://www.apache.org/licenses/LICENSE-2.0 7 | 8 | // 32-bit Output, 64-bit State, the PCG-XSH-RR version 9 | 10 | #include "tsir.h" 11 | 12 | extern GLOBALS g; 13 | 14 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 15 | 16 | uint32_t pcg_32 () { 17 | uint64_t state = g.state; 18 | uint32_t value, rot; 19 | 20 | g.state = g.state * 6364136223846793005ull + 1442695040888963407ull; 21 | value = ((state >> 18u) ^ state) >> 27u; 22 | rot = state >> 59u; 23 | return (value >> rot) | (value << ((- rot) & 31u)); 24 | } 25 | 26 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 27 | 28 | uint32_t pcg_32_bounded (uint32_t bound) { 29 | uint32_t threshold = -bound % bound, r; 30 | 31 | do r = pcg_32(); 32 | while (r < threshold); 33 | 34 | return r % bound; 35 | } 36 | 37 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 38 | 39 | uint16_t pcg_16 () { 40 | static uint32_t exist, rmem; 41 | 42 | if (exist) { 43 | exist = 0; 44 | return rmem >> 16; 45 | } 46 | exist = 1; 47 | rmem = pcg_32(); 48 | return rmem; 49 | } 50 | 51 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 52 | -------------------------------------------------------------------------------- /tsir_scan.py: -------------------------------------------------------------------------------- 1 | ## Python wrapper for the temporal network SIR C code 2 | 3 | from sys import argv 4 | from read_run import run, read_network 5 | import numpy as np 6 | import matplotlib.pyplot as plt 7 | import progressbar # install progressbar2 8 | 9 | NU_MIN = 0.1 10 | NU_MAX = 10.0 11 | NNU = 21 12 | 13 | BETA_MIN = 0.01 14 | BETA_MAX = 1.0 15 | NBETA = 21 16 | 17 | ## ## ## ## ## ## ## ## ## ## ## ## 18 | 19 | if __name__ == '__main__': 20 | 21 | if len(argv) != 3: 22 | print('usage: python3 tsir_scan.py [temporal network] [output file]') 23 | exit(1) 24 | 25 | nwk = read_network(argv[1]) 26 | 27 | # running the C code 28 | nus = np.geomspace(NU_MIN,NU_MAX,NNU) 29 | betas = np.geomspace(BETA_MIN,BETA_MAX,NBETA) 30 | omega = np.empty((NBETA-1,NNU-1)) 31 | X = np.empty((NBETA,NNU)) 32 | Y = np.empty((NBETA,NNU)) 33 | 34 | ibar = 0 35 | with progressbar.ProgressBar(max_value=NBETA*NNU) as bar: 36 | for i in range(NBETA): 37 | for j in range(NNU): 38 | X[i,j] = betas[i] 39 | Y[i,j] = nus[j] 40 | if i < NBETA - 1 and j < NNU - 1: 41 | x = (betas[i] + betas[i + 1]) / 2 42 | y = (nus[j] + nus[j + 1]) / 2 43 | omega[i,j], err = run(nwk, x, y) 44 | ibar += 1 45 | bar.update(ibar) 46 | 47 | # plotting a heatmap 48 | fig,ax = plt.subplots() 49 | ax.set_xscale('log') 50 | ax.set_yscale('log') 51 | ax.set_xlabel('transmission probability') 52 | ax.set_ylabel('recovery rate') 53 | plt.pcolormesh(X, Y, omega, cmap='cubehelix') 54 | plt.colorbar(label = 'outbreak size') 55 | fig.savefig(argv[2]) 56 | plt.close() 57 | 58 | ## ## ## ## ## ## ## ## ## ## ## ## 59 | -------------------------------------------------------------------------------- /tsir.h: -------------------------------------------------------------------------------- 1 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 2 | // code for temporal network SIR by Petter Holme (2018) 3 | 4 | #include 5 | #include 6 | #include 7 | #include 8 | #include 9 | #include 10 | #include 11 | #include 12 | 13 | #define NAVG 1000000 // number of runs for averages 14 | 15 | #define NONE (UINT_MAX - 1) 16 | #define END UINT_MAX // NONE and END are used in various ways, the only purpose of NONE < END is for the S(x) macro 17 | 18 | #define S(x) (n[(x)].heap < END) // is x susceptible? 19 | 20 | // auxiliary macro 21 | #define SQ(x) ((x) * (x)) 22 | 23 | typedef struct GLOBALS { 24 | // INPUT PARAMETERS 25 | double a; // -1/nu where nu = recovery rate (input nu in units of duration, but internally in units of time steps) 26 | unsigned short rnd2inx[0x10000]; // mapping 16-bit random number to index 27 | // NETWORK SPECS 28 | unsigned int n, dur; 29 | // OTHER GLOBALS 30 | unsigned int nheap, *heap; 31 | // FOR RND 32 | uint64_t state; 33 | // OUTBREAK STATS 34 | unsigned int ns, *s; 35 | } GLOBALS; 36 | 37 | typedef struct NODE { 38 | unsigned int deg, *nb; // degree, neighbors 39 | unsigned int *nc, **t; // ordered number of / list of contact times for bisection serach 40 | unsigned int heap, time; // time is 1st the time of infection (for sorting the heap), then the time of recovery (to check if the node is I or R) 41 | } NODE; 42 | 43 | // heap.c 44 | extern void up_heap (unsigned int); 45 | extern void del_root (); 46 | 47 | // misc.c 48 | extern void read_data (); 49 | extern unsigned int exptime (); 50 | 51 | // pcg_rnd.c 52 | extern uint16_t pcg_16 (); 53 | extern uint32_t pcg_32 (); 54 | extern uint32_t pcg_32_bounded (uint32_t); 55 | 56 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 57 | -------------------------------------------------------------------------------- /README.md: -------------------------------------------------------------------------------- 1 | # Crazy fast code for the SIR model on temporal networks 2 | This code is described in this preprint https://arxiv.org/abs/2007.14386 So if you need to cite it: 3 | >@unpublished{holme_tsir, 4 | > author={Petter Holme}, 5 | > title={Fast and principled simulations of the {SIR} model on temporal networks}, 6 | > note={e-print arXiv:2007.14386}, 7 | > year=2020} 8 | > } 9 | 10 | 11 | To get it running you need: 12 | 13 | 1. Make a directory o (for complier object files) 14 | 2. Compile it by gcc by typing `make`. 15 | 3. Run it via a Python wrapper. 16 | 17 | I supply two Python wrappers: One for simply calculating the average outbreak size given a network and the two parameters (per-contact transmission probability and recovery rate). You can run it like: 18 | 19 | ```python3 tsir_single.py gallery01.tsv 0.5 2``` 20 | 21 | The first argument is the file containing the network. The input format is a blank-space separated contact list (vertex-id 1, vertex-id 2, time). It will neglect multiple contacts and self-contacts. The example network comes from: http://www.sociopatterns.org/datasets/ The second argument is the transmission probability, the third is the recovery rate. 22 | 23 | Another python wrapper is for scanning the parameter space (at least a part of it) and plotting a heat map of the outbreak size. You can run that one like: 24 | 25 | ```python3 tsir_scan.py gallery01.tsv gallery01.pdf``` 26 | 27 | The last argument is the name of the output figure file. The suffix determines the image format. 28 | 29 | ## Notes for the July 2020 update 30 | 31 | I have tried to simplify the code without making it slower by moving preprocessing to the Python wrapper. (Running the code from Python was anyway more or less needed to conveniently seed the C code with a random 64-bit uint.) It uses 10^6 averages, which is probably more than enough for larger data sets. 32 | 33 | I have refrained from expanding this into a full Python library mostly because the research projects I can imagine building on this code would anyway need to add something to the C program. For example, adding measurements about individual nodes or links should be straightforward. 34 | -------------------------------------------------------------------------------- /misc.c: -------------------------------------------------------------------------------- 1 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 2 | // code for temporal network SIR by Petter Holme (2018/2020) 3 | 4 | // miscellaneous routines for tsir 5 | 6 | #include "tsir.h" 7 | 8 | extern GLOBALS g; 9 | extern NODE *n; 10 | 11 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 12 | // giving exponential random numbers with a mean reciprocal of the recovery rate 13 | 14 | unsigned int exptime () { 15 | uint32_t r = pcg_32(); 16 | 17 | if (r == 4294967295u) return 0; 18 | 19 | return g.a * log((r + 1) / 4294967296.0); 20 | } 21 | 22 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 23 | // this routine reads the temporal network from the standard input 24 | // the format is strict and unflexible (and meant to be assembled by a wrapper) 25 | // function 26 | 27 | void read_data () { 28 | unsigned int i, j, me; 29 | 30 | if (2 != scanf("%u %u", &g.n, &g.dur)) { // the number of nodes N and duration of the data set 31 | fprintf(stderr, "reading error 1\n"); 32 | exit(1); 33 | } 34 | 35 | n = calloc(g.n, sizeof(NODE)); 36 | 37 | for (me = 0; me < g.n; me++) { // then for every node 38 | if (1 != scanf("%u", &n[me].deg)) { // .. scan the degree 39 | fprintf(stderr, "reading error 2\n"); 40 | exit(1); 41 | } 42 | n[me].nb = malloc(n[me].deg * sizeof(unsigned int)); 43 | n[me].nc = malloc(n[me].deg * sizeof(unsigned int)); 44 | n[me].t = malloc(n[me].deg * sizeof(unsigned int *)); 45 | for (i = 0; i < n[me].deg; i++) { // for all neighbors of me 46 | if (2 != scanf("%u %u", n[me].nb + i, n[me].nc + i)) { // scan the id & number of contacts with that neighbor 47 | fprintf(stderr, "reading error 3\n"); 48 | exit(1); 49 | } 50 | n[me].t[i] = malloc(n[me].nc[i] * sizeof(unsigned int)); 51 | for (j = 0; j < n[me].nc[i]; j++) 52 | if (1 != scanf("%u", n[me].t[i] + j)) { // the time of contacts to that neighbor, these need to be sorted in decreasing value of its final element 53 | fprintf(stderr, "reading error 4\n"); 54 | exit(1); 55 | } 56 | } 57 | } 58 | } 59 | 60 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 61 | -------------------------------------------------------------------------------- /read_run.py: -------------------------------------------------------------------------------- 1 | ## Common routines for Python wrapper for temporal network SIR C code 2 | 3 | import networkx as nx 4 | from random import getrandbits 5 | from subprocess import Popen, PIPE, STDOUT 6 | 7 | ## ## ## ## ## ## ## ## ## ## ## ## ## ## ## 8 | # This function reads the network. The input file contains 9 | # three columns [id 1] [id 2] [time], showing that id 1 has 10 | # been in contact with id 2 at time t 11 | # nodes with no contacts are not considered 12 | 13 | def read_network (fname): 14 | 15 | G = nx.Graph() 16 | 17 | tmax = 0 18 | 19 | try: 20 | with open(fname) as f: 21 | for l in f: 22 | a = l.strip().split() 23 | if len(a) == 3: 24 | if a[0] != a[1]: 25 | b = int(a[2]) 26 | if tmax < b: 27 | tmax = b 28 | if G.has_edge(a[0],a[1]): 29 | if b not in G.edges[a[0],a[1]]['times']: # excluding identical events 30 | G.edges[a[0],a[1]]['times'].append(b) 31 | else: 32 | print('ignoring multiple events', a[0], a[1], a[2]) 33 | else: 34 | G.add_edge(a[0],a[1]) 35 | G.edges[a[0],a[1]]['times'] = [b] 36 | else: 37 | print('ignoring self-contact of', a[0]) 38 | except: 39 | print('reading error in:', fname) 40 | exit(1) 41 | 42 | H = nx.convert_node_labels_to_integers(G) # this can change the id numbers from the original file 43 | 44 | # assembling the temporal network in the format of the C code 45 | nwk = str(H.number_of_nodes()) + ' ' + str(tmax) + '\n' 46 | for i in range(H.number_of_nodes()): 47 | nwk += str(H.degree(i)) + '\n' 48 | to_sort = [] 49 | for v in H.neighbors(i): 50 | to_sort.append((max(H.edges[i,v]['times']),v)) 51 | for x,v in sorted(to_sort,reverse=True): 52 | nwk += str(v) + ' ' + str(len(H.edges[i,v]['times'])) + '\n' 53 | for t in sorted(H.edges[i,v]['times']): 54 | nwk += str(t) + '\n' 55 | 56 | return nwk 57 | 58 | ## ## ## ## ## ## ## ## ## ## ## ## ## ## ## 59 | 60 | def run (nwk, beta, nu): 61 | 62 | assert(beta > 0.0) 63 | if (beta > 1): 64 | print('beta should be <= 1, so set to 1') 65 | beta = 1.0 66 | assert(nu > 0) 67 | 68 | p = Popen(['./tsir', str(beta), str(nu), str(getrandbits(64))], stdout=PIPE, stdin=PIPE, stderr=STDOUT) 69 | o = p.communicate(input=bytes(nwk,encoding='utf-8'))[0] 70 | 71 | # interpret and report the output 72 | a = o.decode().split('\n') 73 | b = a[0].split() 74 | 75 | return float(b[0]), float(b[1]) 76 | 77 | ## ## ## ## ## ## ## ## ## ## ## ## ## ## ## 78 | -------------------------------------------------------------------------------- /heap.c: -------------------------------------------------------------------------------- 1 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 2 | // code for SIR on networks by Petter Holme (2018) 3 | 4 | // routines for maintaining the binary heap (for the priority queue) 5 | // the root of the heap is 1 (although it is allocated from 0) for simplicity 6 | 7 | #include "tsir.h" 8 | 9 | extern NODE *n; 10 | extern GLOBALS g; 11 | 12 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 13 | // performing down_heap (a.k.a. percolate down, a.k.a. min-heapify) 14 | // it restores the heap property if there is an inconsistency between 'here' 15 | // and its children (and no other inconsistencies) 16 | 17 | void down_heap (unsigned int here) { 18 | unsigned int utmp, smallest = here; 19 | unsigned int left = here << 1; // = here * 2 (I know this is silly and saves no time) 20 | unsigned int right = left | 1; // = left + 1 21 | 22 | // if the heap property is violated vs the children, find the smallest child 23 | if ((left <= g.nheap) && (n[g.heap[left]].time < n[g.heap[smallest]].time)) 24 | smallest = left; 25 | if ((right <= g.nheap) && (n[g.heap[right]].time < n[g.heap[smallest]].time)) 26 | smallest = right; 27 | 28 | if (smallest == here) return; 29 | 30 | // swap smallest and here 31 | utmp = g.heap[smallest]; 32 | g.heap[smallest] = g.heap[here]; 33 | g.heap[here] = utmp; 34 | 35 | n[g.heap[smallest]].heap = smallest; 36 | n[g.heap[here]].heap = here; 37 | 38 | // continue checking below 39 | down_heap(smallest); 40 | } 41 | 42 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 43 | // deleting the root of the heap 44 | 45 | void del_root () { 46 | 47 | n[g.heap[1]].heap = END; // END represents non-susceptible 48 | if (g.nheap > 1) { 49 | g.heap[1] = g.heap[g.nheap--]; 50 | n[g.heap[1]].heap = 1; 51 | down_heap(1); 52 | } else g.nheap = 0; 53 | } 54 | 55 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 56 | // performing up_heap (a.k.a. percolate down, a.k.a. min-heapify) 57 | // for adding an element to the heap 58 | 59 | void up_heap (unsigned int start) { 60 | unsigned int above, here = start, mem = g.heap[start]; 61 | 62 | while (here > 1) { 63 | above = here >> 1; // = here / 2 64 | 65 | if (n[mem].time >= n[g.heap[above]].time) break; 66 | g.heap[here] = g.heap[above]; 67 | n[g.heap[here]].heap = here; 68 | 69 | here = above; 70 | } 71 | 72 | n[g.heap[here] = mem].heap = here; 73 | } 74 | 75 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 76 | -------------------------------------------------------------------------------- /tsir.c: -------------------------------------------------------------------------------- 1 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 2 | // code for SIR on temporal networks by Petter Holme (2018/2020) 3 | 4 | #include "tsir.h" 5 | 6 | GLOBALS g; 7 | NODE *n; 8 | 9 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 10 | // this routine first localizes the first contact later than 'now' in t 11 | // then picks the contact that can infect (a chain of bernouilli trials) 12 | // among the rest of the contacts. It returns the time of the infecting contact 13 | 14 | unsigned int contagious_contact (unsigned int *t, unsigned int nt, unsigned int now) { 15 | unsigned int lo = 0, mid, hi = nt - 1; 16 | 17 | if (t[hi] <= now) return END; // no need to search further bcoz t is sorted. Note that the bisection search depends on this line. 18 | 19 | // the actual bisection search 20 | while (lo < hi) { 21 | mid = (lo + hi) >> 1; 22 | if (t[mid] > now) hi = mid; 23 | else lo = mid + 1; 24 | } 25 | 26 | // get a random contact 27 | hi += g.rnd2inx[pcg_16()]; 28 | 29 | if (hi >= nt) return NONE; // if the contact is too late, skip it 30 | 31 | // return the time of the contact 32 | return t[hi]; 33 | } 34 | 35 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 36 | // this routine does the book keeping for an infection event 37 | 38 | void infect () { 39 | unsigned int i, you, t, me = g.heap[1]; 40 | unsigned int now = n[me].time, duration = exptime(); 41 | 42 | del_root(); // take the newly infected off the heap 43 | 44 | if (duration > 0) { // if the duration is zero, no one else can be infected 45 | n[me].time += duration; 46 | 47 | // go through the neighbors of the infected node . . 48 | for (i = 0; i < n[me].deg; i++) { 49 | you = n[me].nb[i]; 50 | if (S(you)) { // if you is S, you can be infected 51 | // find the infection time of you 52 | t = contagious_contact(n[me].t[i], n[me].nc[i], now); 53 | if (t == END) break; // bcoz the sorting of nbs, we can break 54 | 55 | // if the infection time is before when me gets infected, 56 | // and (if it was already listed for infection) before the 57 | // previously listed infection event, then list it 58 | if ((t <= n[me].time) && (t < n[you].time)) { 59 | n[you].time = t; // set you's infection time 60 | if (n[you].heap == NONE) { // if not listed before, then extend the heap 61 | g.heap[++g.nheap] = you; 62 | n[you].heap = g.nheap; 63 | } 64 | up_heap(n[you].heap); // this works bcoz the only heap relationship that can be violated is the one between you and its parent 65 | } 66 | } 67 | } 68 | } 69 | 70 | g.s[g.ns++] = me; // to get the outbreak size 71 | } 72 | 73 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 74 | // this routine runs one SIR outbreak from a random starting node 75 | 76 | void sir () { 77 | unsigned int i, source; 78 | 79 | g.ns = 0; 80 | 81 | // get & infect the source 82 | 83 | source = pcg_32_bounded(g.n); 84 | n[source].time = pcg_32_bounded(g.dur); 85 | n[source].heap = 1; 86 | g.heap[g.nheap = 1] = source; 87 | 88 | // run the outbreak 89 | while (g.nheap) infect(); 90 | 91 | // clean 92 | for (i = 0; i < g.ns; i++) n[g.s[i]].heap = n[g.s[i]].time = NONE; 93 | } 94 | 95 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 96 | // main function handling i/o 97 | 98 | int main (int argc, char *argv[]) { 99 | unsigned int i, j; 100 | double d, x, s1 = 0.0, s2 = 0.0; // for averages 101 | 102 | g.state = strtoull(argv[3], NULL, 10); // argv[3] is the RNG state 103 | 104 | // read network 105 | read_data(); 106 | 107 | // initialize parameters 108 | d = atof(argv[1]); 109 | if (d < 1.0) { 110 | d = 1.0 / log(1.0 - d); // argv[1] is beta 111 | for (i = 0; i < 0x10000; i++) { 112 | x = d * log((i + 1) / 65536.0); 113 | g.rnd2inx[i] = (x > USHRT_MAX) ? USHRT_MAX : x; 114 | } 115 | } else for (i = 0; i < 0x10000; i++) g.rnd2inx[i] = 0; 116 | 117 | g.a = -(g.dur / atof(argv[2])); // argv[2] is nu in units of the duration of the data 118 | 119 | // allocating the heap (N + 1) because it's indices are 1,...,N 120 | g.heap = malloc((g.n + 1) * sizeof(unsigned int)); 121 | g.s = calloc(g.n, sizeof(unsigned int)); 122 | 123 | // initialize 124 | for (i = 0; i < g.n; i++) n[i].heap = n[i].time = NONE; 125 | 126 | // run the simulations and summing for averages 127 | for (i = 0; i < NAVG; i++) { 128 | sir(); 129 | 130 | // saving stats for averages 131 | d = g.ns; 132 | s1 += d; 133 | s2 += SQ(d); 134 | } 135 | 136 | // average 137 | s1 /= NAVG; 138 | s2 /= NAVG; 139 | 140 | // print result 141 | printf("%g %g\n", s1, sqrt((s2 - SQ(s1)) / (NAVG - 1))); 142 | 143 | // cleaning up 144 | for (i = 0; i < g.n; i++) { 145 | for (j = 0; j < n[i].deg; j++) free(n[i].t[j]); 146 | free(n[i].nb); 147 | free(n[i].nc); 148 | free(n[i].t); 149 | } 150 | free(n); free(g.heap); free(g.s); 151 | 152 | return 0; 153 | } 154 | 155 | // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 156 | -------------------------------------------------------------------------------- /LICENSE: -------------------------------------------------------------------------------- 1 | Apache License 2 | Version 2.0, January 2004 3 | http://www.apache.org/licenses/ 4 | 5 | TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION 6 | 7 | 1. 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1043 | 5 6 153 1044 | 0 9 153 1045 | 0 2 153 1046 | 17 18 153 1047 | 2 10 153 1048 | 2 15 153 1049 | 10 15 153 1050 | 9 15 153 1051 | 9 10 153 1052 | 12 13 154 1053 | 27 28 154 1054 | 5 6 154 1055 | 17 18 154 1056 | 2 15 154 1057 | 12 13 155 1058 | 17 18 155 1059 | 32 33 155 1060 | 5 6 155 1061 | 27 28 155 1062 | 12 13 156 1063 | 27 28 156 1064 | 32 33 156 1065 | 5 6 156 1066 | 17 18 157 1067 | 17 19 157 1068 | 27 28 157 1069 | 32 33 157 1070 | 5 6 157 1071 | 29 30 158 1072 | 32 33 158 1073 | 34 35 158 1074 | 17 18 158 1075 | 27 28 158 1076 | 12 13 159 1077 | 27 28 159 1078 | 32 33 159 1079 | 18 30 159 1080 | 18 19 159 1081 | 5 6 159 1082 | 19 30 159 1083 | 29 30 159 1084 | 29 30 160 1085 | 27 28 160 1086 | 12 13 160 1087 | 32 33 160 1088 | 5 6 160 1089 | 17 18 160 1090 | 18 19 160 1091 | 17 19 160 1092 | 12 13 161 1093 | 27 28 161 1094 | 32 33 161 1095 | 29 30 161 1096 | 5 6 161 1097 | 27 30 162 1098 | 27 29 162 1099 | 27 28 162 1100 | 12 13 162 1101 | 32 33 162 1102 | 5 6 162 1103 | 29 30 162 1104 | 28 30 162 1105 | 12 13 163 1106 | 27 28 163 1107 | 32 33 163 1108 | 12 13 164 1109 | 32 33 164 1110 | 31 33 164 1111 | 28 31 164 1112 | 27 28 165 1113 | 32 33 165 1114 | 27 28 166 1115 | 31 33 166 1116 | 27 33 167 1117 | 27 28 167 1118 | 12 13 167 1119 | 28 33 167 1120 | 12 13 168 1121 | 8 33 168 1122 | 27 33 168 1123 | 27 28 168 1124 | 27 28 169 1125 | 32 33 169 1126 | 32 33 170 1127 | 27 28 170 1128 | 32 33 171 1129 | 32 36 171 1130 | 27 28 171 1131 | 27 28 172 1132 | 32 33 172 1133 | 6 35 172 1134 | 12 13 173 1135 | 27 28 173 1136 | 32 33 173 1137 | 29 30 173 1138 | 12 13 174 1139 | 32 33 174 1140 | 5 6 174 1141 | 27 28 174 1142 | 5 27 175 1143 | 27 28 175 1144 | 32 33 175 1145 | 33 36 175 1146 | 27 28 176 1147 | 32 33 176 1148 | 5 28 176 1149 | 30 36 177 1150 | 27 28 177 1151 | 32 33 177 1152 | 31 32 177 1153 | 31 33 177 1154 | 27 28 178 1155 | 32 33 178 1156 | 30 36 178 1157 | 29 36 178 1158 | 29 30 179 1159 | 27 28 179 1160 | 32 33 179 1161 | 5 6 179 1162 | 27 28 180 1163 | 32 33 180 1164 | 5 6 180 1165 | 29 30 180 1166 | 29 30 181 1167 | 12 13 181 1168 | 32 33 181 1169 | 6 27 181 1170 | 27 28 181 1171 | 37 38 182 1172 | 12 13 182 1173 | 27 28 182 1174 | 32 33 182 1175 | 29 30 182 1176 | 27 28 183 1177 | 12 13 183 1178 | 37 38 183 1179 | 37 38 184 1180 | 12 13 184 1181 | 32 33 184 1182 | 29 30 184 1183 | 27 28 184 1184 | 37 38 185 1185 | 12 13 185 1186 | 32 33 185 1187 | 30 39 185 1188 | 29 30 185 1189 | 27 28 185 1190 | 33 38 186 1191 | 38 39 186 1192 | 37 38 186 1193 | 33 37 186 1194 | 26 37 186 1195 | 27 28 186 1196 | 26 33 186 1197 | 33 39 186 1198 | 29 30 186 1199 | 12 13 187 1200 | 37 38 187 1201 | 38 39 187 1202 | 32 33 187 1203 | 29 30 187 1204 | 27 28 187 1205 | 27 28 188 1206 | 32 33 188 1207 | 29 30 188 1208 | 12 13 188 1209 | 37 38 189 1210 | 27 28 189 1211 | 12 13 189 1212 | 29 30 189 1213 | 27 28 190 1214 | 12 13 190 1215 | 40 41 190 1216 | 29 30 190 1217 | 40 41 191 1218 | 12 13 191 1219 | 29 30 191 1220 | 27 28 191 1221 | 40 41 192 1222 | 12 13 192 1223 | 27 28 192 1224 | 29 30 192 1225 | 29 30 193 1226 | 27 28 193 1227 | 12 13 193 1228 | 37 38 194 1229 | 12 13 194 1230 | 29 30 194 1231 | 27 28 194 1232 | 29 30 195 1233 | 27 28 195 1234 | 12 13 195 1235 | 5 6 195 1236 | 12 13 196 1237 | 29 30 196 1238 | 27 28 196 1239 | 12 13 197 1240 | 30 41 197 1241 | 27 28 197 1242 | 34 35 197 1243 | 29 30 197 1244 | 29 30 198 1245 | 40 41 198 1246 | 27 28 198 1247 | 12 13 199 1248 | 29 30 199 1249 | 5 6 199 1250 | 40 41 199 1251 | 27 28 199 1252 | 12 13 200 1253 | 27 28 200 1254 | 29 30 200 1255 | 5 6 200 1256 | 34 35 201 1257 | 29 30 201 1258 | 27 28 201 1259 | 27 28 202 1260 | 12 13 202 1261 | 5 6 202 1262 | 29 30 203 1263 | 12 13 203 1264 | 29 41 203 1265 | 27 28 203 1266 | 39 41 204 1267 | 40 41 204 1268 | 12 13 204 1269 | 37 38 205 1270 | 40 41 205 1271 | 5 6 205 1272 | 27 28 205 1273 | 37 38 206 1274 | 12 13 206 1275 | 27 28 206 1276 | 27 28 207 1277 | 12 13 207 1278 | 37 38 207 1279 | 5 6 207 1280 | 37 38 208 1281 | 27 28 208 1282 | 37 38 209 1283 | 40 41 209 1284 | 35 41 209 1285 | 27 28 209 1286 | 40 41 210 1287 | 27 28 210 1288 | 37 38 210 1289 | 37 38 211 1290 | 27 28 211 1291 | 34 35 211 1292 | 12 13 212 1293 | 27 28 212 1294 | 37 38 212 1295 | 30 41 213 1296 | 12 13 213 1297 | 37 38 213 1298 | 30 34 213 1299 | 37 38 214 1300 | 30 34 214 1301 | 12 13 214 1302 | 37 38 215 1303 | 12 13 215 1304 | 27 28 215 1305 | 37 38 216 1306 | 27 28 216 1307 | 37 38 217 1308 | 27 28 217 1309 | 37 38 218 1310 | 30 34 218 1311 | 27 28 218 1312 | 12 13 219 1313 | 27 28 219 1314 | 37 38 219 1315 | 5 6 219 1316 | 37 38 220 1317 | 27 28 220 1318 | 40 41 221 1319 | 37 38 221 1320 | 5 6 221 1321 | 37 38 222 1322 | 5 6 222 1323 | 42 43 222 1324 | 5 6 223 1325 | 42 43 223 1326 | 5 6 224 1327 | 42 43 224 1328 | 37 38 225 1329 | 42 43 225 1330 | 37 38 226 1331 | 30 34 226 1332 | 42 43 226 1333 | 42 43 227 1334 | 37 38 228 1335 | 42 43 228 1336 | 37 38 230 1337 | 38 41 230 1338 | 30 34 230 1339 | 42 43 230 1340 | 12 13 231 1341 | 42 43 231 1342 | 12 13 232 1343 | 38 43 232 1344 | 42 43 232 1345 | 37 42 233 1346 | 38 42 233 1347 | 42 43 233 1348 | 37 38 234 1349 | 40 41 234 1350 | 42 43 234 1351 | 30 37 235 1352 | 37 38 235 1353 | 38 42 235 1354 | 42 43 235 1355 | 37 38 236 1356 | 42 43 236 1357 | 12 13 237 1358 | 37 38 237 1359 | 42 43 237 1360 | 30 37 238 1361 | 37 38 238 1362 | 12 13 238 1363 | 42 43 238 1364 | 13 37 239 1365 | 37 39 239 1366 | 12 37 239 1367 | 37 38 239 1368 | 12 13 239 1369 | 12 39 239 1370 | 12 38 239 1371 | 38 39 239 1372 | 13 38 239 1373 | 42 43 239 1374 | 13 39 239 1375 | 37 39 240 1376 | 37 38 240 1377 | 12 37 240 1378 | 13 37 240 1379 | 12 13 240 1380 | 12 39 240 1381 | 12 38 240 1382 | 13 38 240 1383 | 38 39 240 1384 | 42 43 240 1385 | 13 39 240 1386 | 42 43 241 1387 | 44 45 242 1388 | 42 43 242 1389 | 44 45 243 1390 | 42 43 243 1391 | 44 45 244 1392 | 42 43 244 1393 | 44 45 245 1394 | 42 43 245 1395 | 42 43 246 1396 | 44 45 247 1397 | 42 43 247 1398 | 44 45 248 1399 | 42 43 248 1400 | 44 45 249 1401 | 42 43 249 1402 | 42 43 250 1403 | 44 45 251 1404 | 42 43 251 1405 | 30 34 252 1406 | 44 45 253 1407 | 44 45 254 1408 | 42 43 254 1409 | 30 34 255 1410 | 40 41 256 1411 | 42 43 256 1412 | 44 45 257 1413 | 42 43 257 1414 | 44 45 258 1415 | 42 43 258 1416 | 30 34 259 1417 | 44 45 259 1418 | 42 43 259 1419 | 40 41 260 1420 | 30 34 260 1421 | 42 43 260 1422 | 40 41 261 1423 | 30 34 261 1424 | 42 43 263 1425 | 41 43 263 1426 | 41 46 264 1427 | 40 41 264 1428 | 42 43 264 1429 | 44 45 265 1430 | 44 45 266 1431 | 44 45 267 1432 | 30 34 267 1433 | 42 43 267 1434 | 42 43 268 1435 | 47 48 269 1436 | 30 42 269 1437 | 30 43 269 1438 | 47 48 270 1439 | 42 43 270 1440 | 30 34 271 1441 | 42 43 271 1442 | 30 34 272 1443 | 42 43 272 1444 | 30 34 273 1445 | 42 43 273 1446 | 44 45 277 1447 | 30 34 280 1448 | 30 34 281 1449 | 30 34 282 1450 | 46 48 282 1451 | 47 48 284 1452 | 49 50 286 1453 | 47 48 286 1454 | 49 50 287 1455 | 47 48 287 1456 | 49 50 288 1457 | 47 48 288 1458 | 44 45 288 1459 | 49 50 289 1460 | 44 45 289 1461 | 49 50 290 1462 | 44 45 290 1463 | 49 50 291 1464 | 44 45 291 1465 | 49 50 292 1466 | 47 48 292 1467 | 44 45 292 1468 | 47 48 293 1469 | 44 45 293 1470 | 49 50 294 1471 | 49 50 295 1472 | 47 48 295 1473 | 51 52 295 1474 | 44 45 295 1475 | 51 52 296 1476 | 44 45 296 1477 | 41 49 297 1478 | 49 50 297 1479 | 44 45 297 1480 | 47 48 298 1481 | 44 45 298 1482 | 51 52 299 1483 | 44 45 299 1484 | 47 48 300 1485 | 44 45 300 1486 | 26 41 301 1487 | 47 48 301 1488 | 44 45 301 1489 | 40 41 301 1490 | 47 48 302 1491 | 44 45 302 1492 | 40 41 302 1493 | 49 50 303 1494 | 44 45 303 1495 | 26 44 304 1496 | 49 50 304 1497 | 47 48 304 1498 | 44 45 304 1499 | 49 50 305 1500 | 26 51 305 1501 | 44 45 305 1502 | 49 50 306 1503 | 44 45 306 1504 | 49 50 307 1505 | 44 45 307 1506 | 40 41 307 1507 | 49 50 308 1508 | 44 45 308 1509 | 49 50 309 1510 | 44 45 309 1511 | 47 48 310 1512 | 44 45 310 1513 | 49 50 311 1514 | 30 34 311 1515 | 44 45 311 1516 | 49 50 312 1517 | 51 52 312 1518 | 44 45 312 1519 | 49 50 313 1520 | 44 45 313 1521 | 44 45 314 1522 | 44 45 315 1523 | 44 45 316 1524 | 47 48 317 1525 | 30 34 317 1526 | 44 45 317 1527 | 47 48 318 1528 | 44 45 318 1529 | 30 34 319 1530 | 44 45 319 1531 | 44 45 320 1532 | 40 41 320 1533 | 51 52 321 1534 | 44 45 321 1535 | 44 45 322 1536 | 44 45 323 1537 | 44 45 324 1538 | 44 45 325 1539 | 44 45 326 1540 | 44 45 327 1541 | 44 45 328 1542 | 40 41 328 1543 | 26 51 329 1544 | 44 45 329 1545 | 51 52 330 1546 | 47 48 330 1547 | 44 45 330 1548 | 40 41 330 1549 | 51 52 331 1550 | 44 45 333 1551 | 40 41 333 1552 | 44 45 334 1553 | 44 45 335 1554 | 44 45 336 1555 | 53 54 336 1556 | 53 55 337 1557 | 54 55 337 1558 | 44 45 337 1559 | 40 41 337 1560 | 53 55 338 1561 | 47 48 338 1562 | 44 45 338 1563 | 53 54 338 1564 | 53 55 339 1565 | 54 55 339 1566 | 53 54 339 1567 | 53 55 340 1568 | 54 55 340 1569 | 44 45 341 1570 | 40 41 341 1571 | 53 55 342 1572 | 47 48 342 1573 | 44 45 342 1574 | 40 41 342 1575 | 53 55 343 1576 | 47 48 343 1577 | 44 45 343 1578 | 44 45 344 1579 | 53 54 344 1580 | 53 55 345 1581 | 44 45 345 1582 | 53 54 345 1583 | 53 55 346 1584 | 44 45 346 1585 | 53 54 346 1586 | 40 41 346 1587 | 53 55 347 1588 | 40 41 347 1589 | 53 55 348 1590 | 53 54 348 1591 | 53 55 349 1592 | 54 55 349 1593 | 44 45 349 1594 | 53 54 349 1595 | 53 55 350 1596 | 47 48 350 1597 | 44 45 350 1598 | 53 54 350 1599 | 53 55 351 1600 | 47 48 351 1601 | 44 45 351 1602 | 53 54 351 1603 | 40 41 351 1604 | 53 55 352 1605 | 53 54 352 1606 | 53 55 353 1607 | 44 45 353 1608 | 53 54 353 1609 | 40 41 353 1610 | 53 55 354 1611 | 54 55 354 1612 | 44 45 354 1613 | 53 54 354 1614 | 40 41 354 1615 | 53 55 355 1616 | 54 55 355 1617 | 44 45 355 1618 | 53 54 355 1619 | 40 41 355 1620 | 53 55 356 1621 | 40 41 356 1622 | 40 41 357 1623 | 53 55 358 1624 | 54 55 358 1625 | 47 48 358 1626 | 44 45 358 1627 | 40 41 358 1628 | 53 55 359 1629 | 44 45 359 1630 | 53 54 359 1631 | 40 41 359 1632 | 53 55 360 1633 | 44 45 360 1634 | 53 54 360 1635 | 48 56 360 1636 | 53 55 361 1637 | 47 48 361 1638 | 44 45 361 1639 | 53 54 361 1640 | 40 41 361 1641 | 53 55 362 1642 | 47 48 362 1643 | 44 45 362 1644 | 53 54 362 1645 | 47 48 363 1646 | 44 45 363 1647 | 53 54 363 1648 | 44 45 364 1649 | 40 41 364 1650 | 44 45 365 1651 | 53 54 365 1652 | 40 41 365 1653 | 53 55 366 1654 | 44 45 366 1655 | 53 54 366 1656 | 53 55 367 1657 | 44 45 367 1658 | 53 54 367 1659 | 40 41 367 1660 | 53 55 368 1661 | 44 45 368 1662 | 53 54 368 1663 | 40 41 368 1664 | 53 55 369 1665 | 54 55 369 1666 | 53 54 369 1667 | 53 55 370 1668 | 54 55 370 1669 | 44 45 370 1670 | 53 54 370 1671 | 40 41 370 1672 | 53 55 371 1673 | 44 45 371 1674 | 53 54 371 1675 | 40 41 371 1676 | 44 45 372 1677 | 53 54 372 1678 | 40 41 372 1679 | 53 55 373 1680 | 44 45 373 1681 | 53 54 373 1682 | 53 55 374 1683 | 47 48 374 1684 | 44 45 374 1685 | 53 54 374 1686 | 40 41 374 1687 | 53 55 375 1688 | 47 48 375 1689 | 44 45 375 1690 | 53 54 375 1691 | 53 55 376 1692 | 54 55 376 1693 | 41 57 376 1694 | 44 45 376 1695 | 53 54 376 1696 | 40 41 376 1697 | 53 55 377 1698 | 44 45 377 1699 | 53 54 377 1700 | 40 41 377 1701 | 53 55 378 1702 | 54 55 378 1703 | 53 57 378 1704 | 44 45 378 1705 | 53 54 378 1706 | 53 55 379 1707 | 44 45 379 1708 | 53 54 379 1709 | 53 55 380 1710 | 44 45 380 1711 | 53 54 380 1712 | 53 55 381 1713 | 44 45 381 1714 | 53 54 381 1715 | 53 55 382 1716 | 54 55 382 1717 | 44 45 382 1718 | 53 54 382 1719 | 58 59 383 1720 | 58 60 383 1721 | 53 55 383 1722 | 44 45 383 1723 | 53 54 383 1724 | 59 60 383 1725 | 58 61 384 1726 | 58 59 384 1727 | 58 60 384 1728 | 53 55 384 1729 | 54 55 384 1730 | 44 45 384 1731 | 53 54 384 1732 | 59 61 384 1733 | 60 61 384 1734 | 59 60 384 1735 | 53 55 385 1736 | 53 54 385 1737 | 59 61 385 1738 | 58 60 386 1739 | 58 59 386 1740 | 58 62 386 1741 | 53 55 386 1742 | 59 62 386 1743 | 53 54 386 1744 | 44 45 386 1745 | 60 61 386 1746 | 63 64 387 1747 | 63 65 387 1748 | 58 60 387 1749 | 53 55 387 1750 | 44 55 387 1751 | 53 54 387 1752 | 44 45 387 1753 | 59 61 387 1754 | 47 53 388 1755 | 58 60 388 1756 | 59 61 388 1757 | 44 45 388 1758 | 53 55 388 1759 | 48 53 388 1760 | 53 54 388 1761 | 54 55 388 1762 | 58 65 388 1763 | 45 47 389 1764 | 59 61 389 1765 | 59 63 389 1766 | 61 66 389 1767 | 63 66 389 1768 | 53 54 389 1769 | 53 55 389 1770 | 63 65 389 1771 | 63 67 389 1772 | 54 55 389 1773 | 58 68 389 1774 | 58 65 389 1775 | 58 67 389 1776 | 65 67 389 1777 | 65 68 389 1778 | 45 47 390 1779 | 47 48 390 1780 | 59 61 390 1781 | 59 67 390 1782 | 69 70 390 1783 | 62 64 390 1784 | 53 54 390 1785 | 63 68 390 1786 | 63 65 390 1787 | 63 67 390 1788 | 54 55 390 1789 | 58 68 390 1790 | 58 65 390 1791 | 58 71 390 1792 | 65 67 390 1793 | 65 68 390 1794 | 60 66 391 1795 | 62 64 391 1796 | 53 55 391 1797 | 44 45 391 1798 | 69 70 391 1799 | 70 71 391 1800 | 59 64 391 1801 | 59 61 391 1802 | 61 64 391 1803 | 69 72 391 1804 | 69 71 391 1805 | 54 55 391 1806 | 58 65 391 1807 | 71 72 391 1808 | 73 74 392 1809 | 73 75 392 1810 | 60 66 392 1811 | 64 66 392 1812 | 69 70 392 1813 | 61 64 392 1814 | 62 64 392 1815 | 44 45 392 1816 | 58 70 392 1817 | 53 55 392 1818 | 74 75 392 1819 | 54 55 392 1820 | 74 75 393 1821 | 60 72 393 1822 | 60 68 393 1823 | 60 62 393 1824 | 60 66 393 1825 | 59 61 393 1826 | 62 66 393 1827 | 62 72 393 1828 | 69 70 393 1829 | 70 71 393 1830 | 53 54 393 1831 | 63 68 393 1832 | 63 65 393 1833 | 63 67 393 1834 | 58 65 393 1835 | 58 71 393 1836 | 67 68 393 1837 | 65 68 393 1838 | 73 76 394 1839 | 60 62 394 1840 | 60 66 394 1841 | 66 72 394 1842 | 62 66 394 1843 | 75 77 394 1844 | 62 64 394 1845 | 62 72 394 1846 | 53 54 394 1847 | 53 55 394 1848 | 59 61 394 1849 | 74 78 394 1850 | 74 75 394 1851 | 63 65 394 1852 | 63 67 394 1853 | 58 71 394 1854 | 68 71 394 1855 | 65 67 394 1856 | 68 72 394 1857 | 75 78 394 1858 | 47 48 395 1859 | 73 76 395 1860 | 70 73 395 1861 | 59 61 395 1862 | 74 77 395 1863 | 45 77 395 1864 | 77 78 395 1865 | 62 64 395 1866 | 62 67 395 1867 | 70 76 395 1868 | 69 70 395 1869 | 53 55 395 1870 | 53 54 395 1871 | 58 63 395 1872 | 74 78 395 1873 | 69 75 395 1874 | 58 65 395 1875 | 72 76 395 1876 | 65 71 395 1877 | 65 67 395 1878 | 45 78 395 1879 | 47 48 396 1880 | 60 75 396 1881 | 45 60 396 1882 | 74 77 396 1883 | 62 67 396 1884 | 53 55 396 1885 | 53 54 396 1886 | 59 61 396 1887 | 63 65 396 1888 | 74 78 396 1889 | 54 55 396 1890 | 47 48 397 1891 | 66 79 397 1892 | 60 75 397 1893 | 66 69 397 1894 | 66 71 397 1895 | 66 67 397 1896 | 74 77 397 1897 | 77 78 397 1898 | 62 67 397 1899 | 53 55 397 1900 | 53 54 397 1901 | 59 61 397 1902 | 74 78 397 1903 | 47 48 398 1904 | 47 62 398 1905 | 74 75 398 1906 | 75 78 398 1907 | 75 77 398 1908 | 63 75 398 1909 | 66 71 398 1910 | 66 67 398 1911 | 74 77 398 1912 | 77 78 398 1913 | 62 67 398 1914 | 53 54 398 1915 | 53 55 398 1916 | 59 61 398 1917 | 63 65 398 1918 | 65 74 398 1919 | 74 78 398 1920 | 68 69 398 1921 | 54 55 398 1922 | 65 78 398 1923 | 68 70 399 1924 | 59 61 399 1925 | 66 67 399 1926 | 66 71 399 1927 | 62 64 399 1928 | 40 78 399 1929 | 67 71 399 1930 | 47 48 400 1931 | 47 67 400 1932 | 62 79 400 1933 | 60 71 400 1934 | 65 66 400 1935 | 63 66 400 1936 | 66 67 400 1937 | 77 78 400 1938 | 62 64 400 1939 | 62 71 400 1940 | 53 54 400 1941 | 53 55 400 1942 | 70 72 400 1943 | 69 70 400 1944 | 68 70 400 1945 | 59 61 400 1946 | 63 67 400 1947 | 63 65 400 1948 | 74 75 400 1949 | 68 69 400 1950 | 67 80 400 1951 | 54 55 400 1952 | 68 72 400 1953 | 72 75 400 1954 | 72 78 400 1955 | 68 75 400 1956 | 47 48 401 1957 | 47 63 401 1958 | 60 71 401 1959 | 65 66 401 1960 | 63 66 401 1961 | 66 67 401 1962 | 72 77 401 1963 | 77 78 401 1964 | 53 54 401 1965 | 53 55 401 1966 | 68 70 401 1967 | 59 61 401 1968 | 63 65 401 1969 | 63 67 401 1970 | 74 78 401 1971 | 73 80 401 1972 | 65 67 401 1973 | 72 78 401 1974 | 47 48 402 1975 | 72 75 402 1976 | 65 66 402 1977 | 63 66 402 1978 | 74 77 402 1979 | 77 78 402 1980 | 59 61 402 1981 | 70 71 402 1982 | 53 55 402 1983 | 53 54 402 1984 | 63 65 402 1985 | 74 78 402 1986 | 73 80 402 1987 | 30 34 403 1988 | 75 80 403 1989 | 74 77 403 1990 | 77 78 403 1991 | 63 77 403 1992 | 70 71 403 1993 | 74 78 403 1994 | 71 73 403 1995 | 47 48 404 1996 | 60 63 404 1997 | 59 72 404 1998 | 59 66 404 1999 | 59 71 404 2000 | 66 72 404 2001 | 66 71 404 2002 | 77 78 404 2003 | 62 64 404 2004 | 62 78 404 2005 | 58 61 404 2006 | 61 75 404 2007 | 63 68 404 2008 | 74 78 404 2009 | 73 76 405 2010 | 60 65 405 2011 | 60 63 405 2012 | 74 77 405 2013 | 77 78 405 2014 | 75 77 405 2015 | 68 70 405 2016 | 53 54 405 2017 | 58 63 405 2018 | 63 65 405 2019 | 72 74 405 2020 | 68 76 405 2021 | 58 71 405 2022 | 71 72 405 2023 | 71 75 405 2024 | 47 48 406 2025 | 66 79 406 2026 | 73 76 406 2027 | 66 71 406 2028 | 74 77 406 2029 | 72 77 406 2030 | 77 78 406 2031 | 70 76 406 2032 | 70 75 406 2033 | 53 55 406 2034 | 72 74 406 2035 | 75 76 406 2036 | 58 71 406 2037 | 47 48 407 2038 | 59 79 407 2039 | 66 79 407 2040 | 68 75 407 2041 | 75 77 407 2042 | 59 64 407 2043 | 59 63 407 2044 | 59 66 407 2045 | 66 67 407 2046 | 63 66 407 2047 | 68 69 407 2048 | 72 77 407 2049 | 77 78 407 2050 | 53 55 407 2051 | 53 54 407 2052 | 68 70 407 2053 | 70 73 407 2054 | 61 65 407 2055 | 63 72 407 2056 | 63 67 407 2057 | 73 76 407 2058 | 58 71 407 2059 | 67 72 407 2060 | 72 78 407 2061 | 47 48 408 2062 | 65 73 408 2063 | 72 77 408 2064 | 63 77 408 2065 | 69 70 408 2066 | 59 67 408 2067 | 59 63 408 2068 | 53 54 408 2069 | 53 55 408 2070 | 63 67 408 2071 | 68 69 408 2072 | 58 71 408 2073 | 58 75 408 2074 | 68 75 408 2075 | 64 79 409 2076 | 75 78 409 2077 | 75 77 409 2078 | 59 66 409 2079 | 62 66 409 2080 | 68 77 409 2081 | 62 65 409 2082 | 62 67 409 2083 | 63 68 409 2084 | 68 74 409 2085 | 67 74 409 2086 | 71 76 409 2087 | 54 55 409 2088 | 58 71 409 2089 | 65 67 409 2090 | 71 79 410 2091 | 65 75 410 2092 | 59 66 410 2093 | 62 69 410 2094 | 77 78 410 2095 | 62 65 410 2096 | 53 54 410 2097 | 53 55 410 2098 | 68 70 410 2099 | 61 71 410 2100 | 63 65 410 2101 | 63 67 410 2102 | 71 76 410 2103 | 73 76 410 2104 | 65 67 410 2105 | 73 76 411 2106 | 58 73 411 2107 | 58 66 411 2108 | 59 66 411 2109 | 74 77 411 2110 | 77 78 411 2111 | 53 55 411 2112 | 68 70 411 2113 | 59 61 411 2114 | 63 65 411 2115 | 63 67 411 2116 | 58 76 411 2117 | 65 67 411 2118 | 72 75 411 2119 | 66 79 412 2120 | 70 73 412 2121 | 59 61 412 2122 | 59 66 412 2123 | 58 69 412 2124 | 69 70 412 2125 | 68 69 412 2126 | 77 78 412 2127 | 62 65 412 2128 | 62 67 412 2129 | 53 81 412 2130 | 58 70 412 2131 | 63 65 412 2132 | 63 67 412 2133 | 54 81 412 2134 | 72 75 412 2135 | 71 79 413 2136 | 58 73 413 2137 | 73 76 413 2138 | 59 61 413 2139 | 59 67 413 2140 | 65 66 413 2141 | 69 70 413 2142 | 62 69 413 2143 | 77 78 413 2144 | 61 67 413 2145 | 61 65 413 2146 | 61 63 413 2147 | 68 70 413 2148 | 53 54 413 2149 | 53 55 413 2150 | 63 65 413 2151 | 68 79 414 2152 | 65 79 414 2153 | 62 79 414 2154 | 73 76 414 2155 | 77 78 414 2156 | 53 54 414 2157 | 53 55 414 2158 | 63 66 414 2159 | 74 78 414 2160 | 71 76 414 2161 | 58 68 414 2162 | 67 68 414 2163 | 72 75 414 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419 2223 | 73 76 420 2224 | 82 83 420 2225 | 63 66 420 2226 | 69 70 420 2227 | 77 78 420 2228 | 75 77 420 2229 | 68 70 420 2230 | 61 68 420 2231 | 74 78 420 2232 | 71 76 420 2233 | 68 71 420 2234 | 72 75 420 2235 | 75 78 420 2236 | 74 75 421 2237 | 72 75 421 2238 | 75 77 421 2239 | 60 67 421 2240 | 59 61 421 2241 | 59 66 421 2242 | 59 67 421 2243 | 82 83 421 2244 | 72 77 421 2245 | 77 78 421 2246 | 62 63 421 2247 | 61 66 421 2248 | 63 65 421 2249 | 72 78 421 2250 | 76 79 422 2251 | 74 75 422 2252 | 58 60 422 2253 | 82 83 422 2254 | 61 66 422 2255 | 59 66 422 2256 | 77 78 422 2257 | 62 67 422 2258 | 69 70 422 2259 | 59 61 422 2260 | 72 74 422 2261 | 58 71 422 2262 | 69 79 423 2263 | 70 79 423 2264 | 58 60 423 2265 | 60 71 423 2266 | 82 83 423 2267 | 59 66 423 2268 | 74 77 423 2269 | 77 78 423 2270 | 69 70 423 2271 | 70 73 423 2272 | 68 70 423 2273 | 59 61 423 2274 | 61 68 423 2275 | 69 73 423 2276 | 67 72 423 2277 | 70 79 424 2278 | 66 79 424 2279 | 73 76 424 2280 | 70 73 424 2281 | 59 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71 79 428 2341 | 66 79 428 2342 | 73 76 428 2343 | 60 71 428 2344 | 82 83 428 2345 | 59 66 428 2346 | 77 78 428 2347 | 58 70 428 2348 | 58 59 428 2349 | 68 83 428 2350 | 58 71 428 2351 | 68 75 428 2352 | 30 34 429 2353 | 61 79 429 2354 | 65 79 429 2355 | 70 79 429 2356 | 73 76 429 2357 | 58 60 429 2358 | 59 64 429 2359 | 59 63 429 2360 | 59 62 429 2361 | 59 66 429 2362 | 58 82 429 2363 | 71 82 429 2364 | 82 83 429 2365 | 71 83 429 2366 | 77 78 429 2367 | 62 66 429 2368 | 65 70 429 2369 | 61 65 429 2370 | 64 81 429 2371 | 64 66 429 2372 | 58 71 429 2373 | 30 34 430 2374 | 61 79 430 2375 | 71 79 430 2376 | 60 75 430 2377 | 59 67 430 2378 | 59 63 430 2379 | 59 66 430 2380 | 82 83 430 2381 | 63 66 430 2382 | 72 77 430 2383 | 77 78 430 2384 | 62 64 430 2385 | 65 70 430 2386 | 70 73 430 2387 | 61 65 430 2388 | 63 67 430 2389 | 72 74 430 2390 | 64 67 430 2391 | 58 76 430 2392 | 58 71 430 2393 | 30 34 431 2394 | 61 79 431 2395 | 65 79 431 2396 | 60 81 431 2397 | 59 63 431 2398 | 59 62 431 2399 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67 443 2576 | 72 74 443 2577 | 89 90 443 2578 | 72 78 443 2579 | 84 86 444 2580 | 82 83 444 2581 | 88 90 444 2582 | 88 89 444 2583 | 63 67 444 2584 | 72 74 444 2585 | 89 91 444 2586 | 72 77 444 2587 | 77 78 444 2588 | 89 90 444 2589 | 72 78 444 2590 | 82 83 445 2591 | 88 89 445 2592 | 88 91 445 2593 | 89 92 445 2594 | 91 92 445 2595 | 63 67 445 2596 | 90 91 445 2597 | 89 91 445 2598 | 72 77 445 2599 | 89 90 445 2600 | 72 78 445 2601 | 85 86 446 2602 | 84 86 446 2603 | 82 83 446 2604 | 88 90 446 2605 | 88 89 446 2606 | 88 91 446 2607 | 84 85 446 2608 | 91 92 446 2609 | 63 64 446 2610 | 63 67 446 2611 | 63 80 446 2612 | 74 78 446 2613 | 64 67 446 2614 | 64 80 446 2615 | 67 80 446 2616 | 90 91 446 2617 | 89 91 446 2618 | 72 77 446 2619 | 77 78 446 2620 | 89 90 446 2621 | 85 86 447 2622 | 63 64 447 2623 | 63 67 447 2624 | 63 80 447 2625 | 64 67 447 2626 | 64 80 447 2627 | 67 80 447 2628 | 72 77 447 2629 | 77 78 447 2630 | 85 86 448 2631 | 82 83 448 2632 | 88 93 448 2633 | 92 93 448 2634 | 63 64 448 2635 | 63 80 448 2636 | 63 67 448 2637 | 64 67 448 2638 | 64 80 448 2639 | 67 80 448 2640 | 72 77 449 2641 | 77 78 449 2642 | 63 64 449 2643 | 63 80 449 2644 | 63 67 449 2645 | 64 67 449 2646 | 64 80 449 2647 | 67 80 449 2648 | 88 94 450 2649 | 88 95 450 2650 | 63 64 450 2651 | 63 80 450 2652 | 63 67 450 2653 | 64 67 450 2654 | 64 80 450 2655 | 67 80 450 2656 | 90 95 450 2657 | 89 91 450 2658 | 89 96 450 2659 | 57 85 451 2660 | 85 86 451 2661 | 97 98 451 2662 | 72 77 451 2663 | 77 78 451 2664 | 63 64 451 2665 | 63 67 451 2666 | 63 80 451 2667 | 72 74 451 2668 | 64 67 451 2669 | 64 80 451 2670 | 90 93 451 2671 | 67 80 451 2672 | 88 99 451 2673 | 72 78 451 2674 | 57 85 452 2675 | 97 98 452 2676 | 88 92 452 2677 | 90 92 452 2678 | 63 64 452 2679 | 63 67 452 2680 | 63 80 452 2681 | 98 100 452 2682 | 64 80 452 2683 | 64 67 452 2684 | 67 80 452 2685 | 72 78 452 2686 | 57 100 453 2687 | 97 98 453 2688 | 82 83 453 2689 | 63 64 453 2690 | 63 67 453 2691 | 63 80 453 2692 | 98 100 453 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2983 | 85 86 475 2984 | 84 86 475 2985 | 90 97 475 2986 | 97 98 475 2987 | 92 97 475 2988 | 88 97 475 2989 | 89 94 475 2990 | 88 92 475 2991 | 88 89 475 2992 | 88 91 475 2993 | 84 85 475 2994 | 92 98 475 2995 | 91 92 475 2996 | 93 99 475 2997 | 93 96 475 2998 | 100 101 476 2999 | 85 86 476 3000 | 97 98 476 3001 | 94 103 476 3002 | 91 94 476 3003 | 89 100 476 3004 | 93 99 476 3005 | 89 93 476 3006 | 93 96 476 3007 | 89 96 476 3008 | 94 101 477 3009 | 101 103 477 3010 | 91 101 477 3011 | 85 86 477 3012 | 97 98 477 3013 | 91 97 477 3014 | 94 98 477 3015 | 90 94 477 3016 | 88 94 477 3017 | 88 90 477 3018 | 88 89 477 3019 | 88 100 477 3020 | 92 100 477 3021 | 92 93 477 3022 | 91 92 477 3023 | 91 100 477 3024 | 96 100 477 3025 | 89 93 477 3026 | 93 96 477 3027 | 89 99 477 3028 | 84 86 478 3029 | 90 97 478 3030 | 97 98 478 3031 | 91 97 478 3032 | 88 89 478 3033 | 90 98 478 3034 | 93 99 478 3035 | 95 101 479 3036 | 84 86 479 3037 | 94 100 479 3038 | 88 89 479 3039 | 85 100 479 3040 | 92 95 479 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| 91 98 532 3504 | 95 100 532 3505 | 91 95 532 3506 | 94 100 533 3507 | 88 92 533 3508 | 88 96 533 3509 | 93 95 533 3510 | 91 93 533 3511 | 91 95 533 3512 | 91 98 533 3513 | 89 98 533 3514 | 84 86 534 3515 | 90 94 534 3516 | 94 100 534 3517 | 88 98 534 3518 | 88 92 534 3519 | 88 91 534 3520 | 91 92 534 3521 | 89 92 534 3522 | 93 103 534 3523 | 93 95 534 3524 | 91 96 534 3525 | 89 98 534 3526 | 95 98 535 3527 | 88 95 535 3528 | 90 94 535 3529 | 89 98 535 3530 | 88 89 535 3531 | 89 91 535 3532 | 88 91 535 3533 | 88 98 535 3534 | 84 86 535 3535 | 92 93 535 3536 | 108 109 536 3537 | 84 86 536 3538 | 90 94 536 3539 | 104 105 536 3540 | 92 98 536 3541 | 92 93 536 3542 | 89 93 536 3543 | 95 98 536 3544 | 89 95 536 3545 | 89 98 536 3546 | 108 109 537 3547 | 100 101 537 3548 | 84 86 537 3549 | 90 94 537 3550 | 88 95 537 3551 | 89 92 537 3552 | 89 95 537 3553 | 108 109 538 3554 | 100 101 538 3555 | 85 86 538 3556 | 92 97 538 3557 | 90 94 538 3558 | 88 94 538 3559 | 89 98 538 3560 | 100 101 539 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| 92 103 543 3619 | 91 92 543 3620 | 89 100 543 3621 | 90 93 543 3622 | 93 98 543 3623 | 91 95 543 3624 | 108 109 544 3625 | 89 101 544 3626 | 85 86 544 3627 | 84 86 544 3628 | 95 97 544 3629 | 92 97 544 3630 | 96 97 544 3631 | 88 90 544 3632 | 88 89 544 3633 | 88 100 544 3634 | 91 92 544 3635 | 92 96 544 3636 | 90 100 544 3637 | 89 100 544 3638 | 93 98 544 3639 | 95 96 544 3640 | 90 98 544 3641 | 89 90 544 3642 | 108 110 545 3643 | 108 109 545 3644 | 88 101 545 3645 | 85 86 545 3646 | 84 86 545 3647 | 109 110 545 3648 | 97 98 545 3649 | 93 97 545 3650 | 90 94 545 3651 | 88 90 545 3652 | 88 100 545 3653 | 84 85 545 3654 | 92 95 545 3655 | 93 98 545 3656 | 108 109 546 3657 | 89 101 546 3658 | 100 101 546 3659 | 85 86 546 3660 | 84 86 546 3661 | 109 110 546 3662 | 89 97 546 3663 | 97 100 546 3664 | 90 94 546 3665 | 88 89 546 3666 | 84 85 546 3667 | 92 95 546 3668 | 89 100 546 3669 | 95 96 546 3670 | 91 98 546 3671 | 108 109 547 3672 | 97 101 547 3673 | 89 101 547 3674 | 109 110 547 3675 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| 116 117 657 3950 | 104 105 657 3951 | 120 121 658 3952 | 116 117 658 3953 | 104 105 658 3954 | 120 121 659 3955 | 116 117 659 3956 | 104 105 659 3957 | 120 121 660 3958 | 104 105 660 3959 | 120 121 661 3960 | 114 115 661 3961 | 120 121 663 3962 | 114 115 663 3963 | 110 117 664 3964 | 114 115 664 3965 | 118 119 664 3966 | 110 117 665 3967 | 120 121 665 3968 | 120 121 666 3969 | 110 119 667 3970 | 120 121 667 3971 | 110 121 668 3972 | 120 121 668 3973 | 116 117 668 3974 | 120 121 669 3975 | 123 124 669 3976 | 116 117 669 3977 | 104 105 669 3978 | 118 119 669 3979 | 120 121 670 3980 | 123 125 670 3981 | 123 124 670 3982 | 124 125 670 3983 | 116 117 670 3984 | 104 105 670 3985 | 124 125 671 3986 | 123 125 671 3987 | 123 124 671 3988 | 120 121 671 3989 | 116 117 671 3990 | 104 105 671 3991 | 123 124 672 3992 | 116 117 672 3993 | 104 105 672 3994 | 118 119 672 3995 | 110 121 673 3996 | 124 125 673 3997 | 114 115 673 3998 | 120 121 673 3999 | 104 105 673 4000 | 118 119 673 4001 | 123 125 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104 105 686 4055 | 123 124 687 4056 | 120 121 687 4057 | 116 117 687 4058 | 120 121 688 4059 | 123 124 688 4060 | 120 121 689 4061 | 123 124 689 4062 | 124 125 690 4063 | 123 124 690 4064 | 123 125 690 4065 | 120 121 690 4066 | 116 117 690 4067 | 124 125 691 4068 | 123 125 691 4069 | 123 124 691 4070 | 120 121 691 4071 | 117 121 691 4072 | 116 117 691 4073 | 120 121 692 4074 | 123 125 692 4075 | 123 124 692 4076 | 124 125 692 4077 | 117 121 692 4078 | 116 117 692 4079 | 124 125 693 4080 | 115 124 693 4081 | 123 124 693 4082 | 116 117 693 4083 | 120 121 693 4084 | 124 125 694 4085 | 115 124 694 4086 | 123 124 694 4087 | 115 123 694 4088 | 120 121 694 4089 | 121 125 695 4090 | 124 125 695 4091 | 120 125 695 4092 | 123 124 695 4093 | 116 117 695 4094 | 120 121 695 4095 | 120 121 696 4096 | 115 120 696 4097 | 123 124 696 4098 | 115 121 696 4099 | 123 125 696 4100 | 104 105 696 4101 | 124 125 697 4102 | 123 125 697 4103 | 120 121 697 4104 | 115 121 697 4105 | 116 117 697 4106 | 124 125 698 4107 | 123 125 698 4108 | 117 124 698 4109 | 123 124 698 4110 | 116 124 698 4111 | 116 117 698 4112 | 116 123 698 4113 | 120 121 698 4114 | 124 125 699 4115 | 123 125 699 4116 | 120 121 699 4117 | 123 125 700 4118 | 123 124 700 4119 | 123 125 701 4120 | 127 128 701 4121 | 124 125 702 4122 | 123 124 702 4123 | 127 129 702 4124 | 127 128 702 4125 | 128 129 702 4126 | 116 117 702 4127 | 123 124 703 4128 | 116 117 703 4129 | 104 105 703 4130 | 124 125 704 4131 | 123 125 704 4132 | 115 116 704 4133 | 116 117 704 4134 | 123 124 704 4135 | 104 105 704 4136 | 128 130 704 4137 | 123 125 705 4138 | 116 117 705 4139 | 116 127 705 4140 | 117 128 705 4141 | 123 124 706 4142 | 127 129 706 4143 | 127 128 706 4144 | 116 117 706 4145 | 124 125 707 4146 | 123 125 707 4147 | 123 124 707 4148 | 115 127 707 4149 | 127 130 707 4150 | 127 128 707 4151 | 115 130 707 4152 | 116 117 707 4153 | 128 130 707 4154 | 127 130 708 4155 | 127 129 708 4156 | 127 128 708 4157 | 123 124 708 4158 | 115 130 708 4159 | 129 130 708 4160 | 128 130 708 4161 | 127 130 709 4162 | 127 128 709 4163 | 123 124 709 4164 | 129 130 709 4165 | 128 129 709 4166 | 128 130 709 4167 | 124 125 710 4168 | 123 125 710 4169 | 123 124 710 4170 | 127 130 710 4171 | 127 128 710 4172 | 123 124 711 4173 | 127 130 711 4174 | 127 129 711 4175 | 127 128 711 4176 | 123 126 711 4177 | 128 130 711 4178 | 123 124 712 4179 | 127 130 712 4180 | 127 128 712 4181 | 128 130 712 4182 | 127 130 713 4183 | 127 128 713 4184 | 123 125 714 4185 | 127 130 714 4186 | 127 128 714 4187 | 123 124 714 4188 | 128 130 714 4189 | 124 125 715 4190 | 123 125 715 4191 | 127 130 715 4192 | 128 129 715 4193 | 124 125 716 4194 | 123 124 716 4195 | 127 130 716 4196 | 127 128 716 4197 | 128 130 716 4198 | 124 125 717 4199 | 123 125 717 4200 | 123 124 717 4201 | 127 130 717 4202 | 127 129 717 4203 | 129 130 717 4204 | 128 130 717 4205 | 124 125 718 4206 | 123 125 718 4207 | 127 130 718 4208 | 123 124 718 4209 | 128 130 718 4210 | 124 125 719 4211 | 123 125 719 4212 | 123 124 719 4213 | 127 130 719 4214 | 127 128 719 4215 | 128 130 719 4216 | 124 125 720 4217 | 123 124 720 4218 | 127 130 720 4219 | 127 129 720 4220 | 123 125 720 4221 | 128 130 720 4222 | 115 125 721 4223 | 127 130 721 4224 | 127 128 721 4225 | 131 132 722 4226 | 124 125 723 4227 | 127 130 723 4228 | 131 132 723 4229 | 128 130 723 4230 | 124 125 724 4231 | 123 124 724 4232 | 123 125 724 4233 | 123 132 724 4234 | 131 132 724 4235 | 128 130 724 4236 | 124 125 725 4237 | 123 125 725 4238 | 123 124 725 4239 | 124 132 725 4240 | 127 128 725 4241 | 131 132 725 4242 | 128 130 725 4243 | 123 124 726 4244 | 123 125 726 4245 | 127 128 726 4246 | 131 132 726 4247 | 128 130 726 4248 | 123 125 727 4249 | 131 132 727 4250 | 128 130 727 4251 | 123 125 728 4252 | 127 130 728 4253 | 127 128 728 4254 | 128 130 728 4255 | 124 125 729 4256 | 123 125 729 4257 | 127 130 729 4258 | 131 132 729 4259 | 128 130 729 4260 | 123 124 730 4261 | 133 134 730 4262 | 127 130 730 4263 | 123 125 730 4264 | 131 132 730 4265 | 128 130 730 4266 | 124 125 731 4267 | 123 125 731 4268 | 123 124 731 4269 | 127 130 731 4270 | 131 132 731 4271 | 128 130 731 4272 | 124 125 732 4273 | 123 125 732 4274 | 127 130 732 4275 | 131 132 732 4276 | 128 130 732 4277 | 124 125 733 4278 | 123 125 733 4279 | 123 124 733 4280 | 133 134 733 4281 | 127 130 733 4282 | 127 128 733 4283 | 131 132 733 4284 | 128 130 733 4285 | 123 125 734 4286 | 123 124 734 4287 | 127 130 734 4288 | 131 132 734 4289 | 128 130 734 4290 | 124 125 735 4291 | 123 125 735 4292 | 123 124 735 4293 | 127 130 735 4294 | 127 128 735 4295 | 131 132 735 4296 | 128 130 735 4297 | 124 125 736 4298 | 127 130 736 4299 | 131 132 736 4300 | 128 130 736 4301 | 124 125 737 4302 | 123 125 737 4303 | 123 124 737 4304 | 127 130 737 4305 | 123 131 737 4306 | 131 132 737 4307 | 128 130 737 4308 | 124 125 738 4309 | 123 125 738 4310 | 123 124 738 4311 | 123 133 738 4312 | 127 130 738 4313 | 127 128 738 4314 | 131 132 738 4315 | 128 130 738 4316 | 124 125 739 4317 | 123 125 739 4318 | 123 124 739 4319 | 131 132 739 4320 | 128 130 739 4321 | 124 125 740 4322 | 123 125 740 4323 | 123 124 740 4324 | 127 130 740 4325 | 127 128 740 4326 | 129 130 740 4327 | 131 132 740 4328 | 128 130 740 4329 | 127 130 741 4330 | 127 128 741 4331 | 131 132 741 4332 | 128 130 741 4333 | 127 130 742 4334 | 127 128 742 4335 | 131 132 742 4336 | 128 130 742 4337 | 127 130 743 4338 | 127 128 743 4339 | 131 135 743 4340 | 131 132 743 4341 | 128 130 743 4342 | 127 130 744 4343 | 127 128 744 4344 | 128 130 744 4345 | 127 130 745 4346 | 131 132 746 4347 | 127 130 747 4348 | 127 129 747 4349 | 127 128 747 4350 | 131 132 747 4351 | 127 130 748 4352 | 127 128 748 4353 | 136 137 748 4354 | 131 132 748 4355 | 132 135 749 4356 | 136 137 749 4357 | 131 132 749 4358 | 133 134 750 4359 | 136 137 750 4360 | 131 132 750 4361 | 128 130 750 4362 | 129 130 751 4363 | 136 137 751 4364 | 131 132 751 4365 | 128 130 751 4366 | 127 130 752 4367 | 127 128 752 4368 | 129 130 752 4369 | 128 129 752 4370 | 136 137 752 4371 | 131 132 752 4372 | 127 130 753 4373 | 128 130 753 4374 | 127 128 754 4375 | 136 137 754 4376 | 131 132 754 4377 | 128 130 754 4378 | 133 138 755 4379 | 136 137 755 4380 | 127 130 755 4381 | 127 128 755 4382 | 131 132 755 4383 | 128 130 755 4384 | 133 138 756 4385 | 127 130 756 4386 | 131 137 756 4387 | 131 132 756 4388 | 128 130 756 4389 | 132 137 756 4390 | 133 138 757 4391 | 127 130 757 4392 | 127 128 757 4393 | 128 130 757 4394 | 136 137 758 4395 | 127 130 758 4396 | 127 129 758 4397 | 127 128 758 4398 | 129 130 758 4399 | 128 129 758 4400 | 131 132 758 4401 | 128 130 758 4402 | 127 130 759 4403 | 127 129 759 4404 | 127 128 759 4405 | 129 130 759 4406 | 128 129 759 4407 | 136 137 759 4408 | 128 130 759 4409 | 129 138 760 4410 | 127 130 760 4411 | 129 130 760 4412 | 136 137 760 4413 | 128 130 760 4414 | 129 138 761 4415 | 127 130 761 4416 | 136 137 761 4417 | 131 132 761 4418 | 128 130 761 4419 | 127 130 762 4420 | 127 128 762 4421 | 130 135 762 4422 | 131 132 762 4423 | 128 130 762 4424 | 127 128 763 4425 | 131 132 763 4426 | 127 130 764 4427 | 127 128 764 4428 | 131 132 764 4429 | 128 130 764 4430 | 139 140 765 4431 | 133 134 765 4432 | 127 130 765 4433 | 127 128 765 4434 | 127 130 766 4435 | 131 132 766 4436 | 128 130 766 4437 | 127 130 767 4438 | 127 128 767 4439 | 131 132 767 4440 | 115 132 768 4441 | 128 130 768 4442 | 115 138 769 4443 | 127 130 769 4444 | 131 132 769 4445 | 115 138 770 4446 | 133 134 770 4447 | 127 130 770 4448 | 131 132 770 4449 | 127 130 771 4450 | 136 137 771 4451 | 131 132 771 4452 | 115 138 772 4453 | 127 130 772 4454 | 136 137 772 4455 | 131 132 772 4456 | 128 130 772 4457 | 127 130 773 4458 | 136 137 773 4459 | 133 134 774 4460 | 127 130 774 4461 | 136 137 774 4462 | 131 132 774 4463 | 128 130 774 4464 | 127 130 775 4465 | 128 130 775 4466 | 127 130 776 4467 | 127 132 776 4468 | 136 137 776 4469 | 131 132 776 4470 | 139 140 777 4471 | 131 132 777 4472 | 127 130 778 4473 | 141 142 778 4474 | 131 132 778 4475 | 128 130 778 4476 | 127 130 779 4477 | 141 142 779 4478 | 131 132 779 4479 | 128 130 779 4480 | 127 130 780 4481 | 141 142 780 4482 | 131 132 780 4483 | 139 140 781 4484 | 127 130 781 4485 | 141 142 781 4486 | 128 130 781 4487 | 127 130 782 4488 | 141 142 782 4489 | 136 137 782 4490 | 128 130 782 4491 | 139 140 783 4492 | 133 142 783 4493 | 136 137 783 4494 | 127 130 783 4495 | 141 142 783 4496 | 131 132 783 4497 | 127 130 784 4498 | 141 142 784 4499 | 128 130 784 4500 | 127 130 785 4501 | 127 128 785 4502 | 141 142 785 4503 | 136 137 785 4504 | 128 130 785 4505 | 138 143 786 4506 | 127 130 786 4507 | 127 128 786 4508 | 141 142 786 4509 | 136 137 786 4510 | 128 130 786 4511 | 138 143 787 4512 | 127 130 787 4513 | 127 128 787 4514 | 136 137 787 4515 | 128 130 787 4516 | 138 142 788 4517 | 138 143 788 4518 | 127 130 788 4519 | 141 142 788 4520 | 136 137 788 4521 | 128 130 788 4522 | 138 143 789 4523 | 127 130 789 4524 | 141 142 789 4525 | 136 137 789 4526 | 138 143 790 4527 | 127 130 790 4528 | 136 137 790 4529 | 128 130 790 4530 | 138 143 791 4531 | 127 130 791 4532 | 127 128 791 4533 | 136 137 791 4534 | 128 130 791 4535 | 138 143 792 4536 | 127 130 792 4537 | 142 143 792 4538 | 136 137 792 4539 | 128 130 792 4540 | 138 142 793 4541 | 138 143 793 4542 | 139 140 793 4543 | 127 130 793 4544 | 127 128 793 4545 | 136 137 793 4546 | 128 130 793 4547 | 138 143 794 4548 | 127 130 794 4549 | 141 142 794 4550 | 128 130 794 4551 | 138 143 795 4552 | 127 130 795 4553 | 127 128 795 4554 | 141 142 795 4555 | 138 143 796 4556 | 127 130 796 4557 | 127 128 796 4558 | 128 130 796 4559 | 138 143 797 4560 | 127 130 797 4561 | 141 142 797 4562 | 136 137 797 4563 | 128 130 797 4564 | 138 143 798 4565 | 139 140 798 4566 | 133 135 798 4567 | 127 130 798 4568 | 128 130 798 4569 | 138 143 799 4570 | 127 130 799 4571 | 127 128 799 4572 | 128 130 799 4573 | 138 143 800 4574 | 127 130 800 4575 | 127 128 800 4576 | 128 130 800 4577 | 138 143 801 4578 | 135 138 801 4579 | 127 130 801 4580 | 127 128 801 4581 | 136 137 801 4582 | 128 130 801 4583 | 138 143 802 4584 | 127 130 802 4585 | 127 128 802 4586 | 128 130 802 4587 | 138 143 803 4588 | 127 130 803 4589 | 127 128 803 4590 | 141 142 803 4591 | 128 130 803 4592 | 138 143 804 4593 | 138 143 805 4594 | 139 140 805 4595 | 127 128 805 4596 | 141 142 805 4597 | 138 143 806 4598 | 127 128 806 4599 | 138 143 809 4600 | 136 137 809 4601 | 138 143 810 4602 | 134 138 810 4603 | 138 143 811 4604 | 138 143 812 4605 | 136 137 812 4606 | 138 143 813 4607 | 133 143 813 4608 | 127 130 813 4609 | 127 128 813 4610 | 136 137 813 4611 | 144 145 813 4612 | 144 145 814 4613 | 138 143 814 4614 | 128 130 814 4615 | 141 142 814 4616 | 127 128 815 4617 | 141 142 815 4618 | 128 130 815 4619 | 127 130 816 4620 | 127 128 816 4621 | 136 137 816 4622 | 128 130 816 4623 | 141 142 816 4624 | 145 146 817 4625 | 127 130 817 4626 | 127 128 817 4627 | 136 137 817 4628 | 128 130 817 4629 | 133 134 818 4630 | 141 142 818 4631 | 145 146 818 4632 | 128 130 818 4633 | 144 145 819 4634 | 145 146 819 4635 | 144 145 820 4636 | 144 146 820 4637 | 136 137 820 4638 | 141 142 820 4639 | 144 146 821 4640 | 139 140 822 4641 | 141 142 822 4642 | 139 140 823 4643 | 141 142 823 4644 | 133 134 824 4645 | 141 142 824 4646 | 133 134 825 4647 | 141 142 825 4648 | 133 134 826 4649 | 141 142 826 4650 | 133 134 827 4651 | 141 142 827 4652 | 138 143 827 4653 | 139 140 829 4654 | 141 142 829 4655 | 141 142 830 4656 | 138 143 831 4657 | 141 142 831 4658 | 141 142 832 4659 | 138 143 833 4660 | 138 143 834 4661 | 139 140 835 4662 | 141 142 835 4663 | 138 143 835 4664 | 141 142 836 4665 | 141 142 837 4666 | 141 142 838 4667 | 141 142 840 4668 | 147 148 844 4669 | 147 148 845 4670 | 147 148 846 4671 | 149 150 846 4672 | 149 151 846 4673 | 150 151 846 4674 | 149 150 847 4675 | 149 151 847 4676 | 144 145 848 4677 | 152 153 848 4678 | 149 150 848 4679 | 144 145 849 4680 | 147 150 849 4681 | 138 143 849 4682 | 149 150 849 4683 | 148 150 849 4684 | 150 151 849 4685 | 138 143 850 4686 | 152 153 850 4687 | 149 150 850 4688 | 150 151 850 4689 | 145 146 851 4690 | 152 153 851 4691 | 147 148 851 4692 | 138 143 851 4693 | 149 150 851 4694 | 150 151 851 4695 | 144 145 852 4696 | 145 146 852 4697 | 152 153 852 4698 | 147 148 852 4699 | 138 143 852 4700 | 141 142 852 4701 | 149 151 852 4702 | 150 151 852 4703 | 138 143 853 4704 | 152 153 853 4705 | 144 150 853 4706 | 152 153 854 4707 | 147 148 854 4708 | 141 142 854 4709 | 149 150 854 4710 | 138 143 855 4711 | 152 153 855 4712 | 147 148 855 4713 | 141 142 855 4714 | 149 150 855 4715 | 150 151 855 4716 | 152 153 856 4717 | 147 148 856 4718 | 138 143 856 4719 | 141 142 856 4720 | 149 151 856 4721 | 138 143 857 4722 | 152 153 857 4723 | 141 142 857 4724 | 149 150 857 4725 | 147 148 857 4726 | 152 153 858 4727 | 147 148 858 4728 | 149 150 858 4729 | 150 151 858 4730 | 138 143 859 4731 | 152 153 859 4732 | 147 148 859 4733 | 141 142 859 4734 | 149 150 859 4735 | 150 151 859 4736 | 152 153 860 4737 | 154 155 860 4738 | 141 142 860 4739 | 142 147 860 4740 | 141 147 860 4741 | 147 148 860 4742 | 152 153 861 4743 | 141 142 861 4744 | 149 151 861 4745 | 152 153 862 4746 | 154 155 862 4747 | 144 146 862 4748 | 147 149 862 4749 | 138 143 863 4750 | 152 153 863 4751 | 154 155 863 4752 | 145 146 864 4753 | 146 155 864 4754 | 138 143 865 4755 | 152 153 865 4756 | 144 146 865 4757 | 144 145 865 4758 | 144 145 866 4759 | 145 146 866 4760 | 145 154 866 4761 | 152 153 866 4762 | 144 154 866 4763 | 154 155 866 4764 | 138 143 866 4765 | 144 146 867 4766 | 144 145 867 4767 | 154 155 867 4768 | 152 153 867 4769 | 138 143 867 4770 | 138 143 868 4771 | 154 155 868 4772 | 144 145 868 4773 | 138 143 869 4774 | 152 153 869 4775 | 154 155 869 4776 | 149 151 869 4777 | 138 143 870 4778 | 152 153 870 4779 | 154 155 870 4780 | 138 143 871 4781 | 152 153 871 4782 | 149 150 871 4783 | 150 151 872 4784 | 147 148 873 4785 | 149 150 873 4786 | 152 153 874 4787 | 154 155 874 4788 | 149 150 874 4789 | 149 151 874 4790 | 150 151 874 4791 | 138 143 875 4792 | 154 155 875 4793 | 147 148 875 4794 | 149 150 875 4795 | 150 151 875 4796 | 138 143 876 4797 | 152 153 876 4798 | 149 150 876 4799 | 138 143 877 4800 | 152 153 877 4801 | 154 155 877 4802 | 147 155 877 4803 | 147 148 877 4804 | 138 143 878 4805 | 152 153 878 4806 | 147 148 878 4807 | 154 155 878 4808 | 149 150 878 4809 | 156 157 878 4810 | 138 143 879 4811 | 152 153 879 4812 | 152 153 880 4813 | 156 157 880 4814 | 154 155 880 4815 | 147 148 880 4816 | 149 150 880 4817 | 147 148 881 4818 | 156 157 881 4819 | 138 143 881 4820 | 154 155 881 4821 | 138 143 882 4822 | 152 153 882 4823 | 156 157 882 4824 | 154 155 882 4825 | 152 155 882 4826 | 149 150 882 4827 | 152 153 883 4828 | 156 157 883 4829 | 147 148 883 4830 | 145 154 884 4831 | 152 153 884 4832 | 156 157 884 4833 | 147 148 884 4834 | 138 143 884 4835 | 149 151 884 4836 | 154 155 885 4837 | 144 145 886 4838 | 141 142 886 4839 | 138 143 886 4840 | 152 153 886 4841 | 154 155 886 4842 | 145 146 887 4843 | 144 146 887 4844 | 144 145 887 4845 | 152 153 887 4846 | 141 142 887 4847 | 145 146 888 4848 | 144 146 888 4849 | 154 155 888 4850 | 152 153 888 4851 | 141 142 888 4852 | 152 153 889 4853 | 152 154 889 4854 | 149 150 889 4855 | 156 157 889 4856 | 152 153 890 4857 | 154 155 890 4858 | 156 157 890 4859 | 149 150 890 4860 | 150 151 890 4861 | 152 153 891 4862 | 154 155 891 4863 | 150 154 891 4864 | 156 157 891 4865 | 147 148 891 4866 | 149 150 891 4867 | 150 151 891 4868 | 144 146 892 4869 | 156 157 892 4870 | 152 153 892 4871 | 154 155 892 4872 | 144 146 893 4873 | 152 153 893 4874 | 156 157 893 4875 | 154 155 893 4876 | 138 143 893 4877 | 145 146 894 4878 | 144 146 894 4879 | 138 143 894 4880 | 152 153 894 4881 | 147 148 894 4882 | 154 155 894 4883 | 156 157 894 4884 | 138 143 895 4885 | 152 153 895 4886 | 156 157 895 4887 | 145 146 895 4888 | 138 143 896 4889 | 156 157 896 4890 | 143 151 896 4891 | 141 142 896 4892 | 144 146 897 4893 | 156 157 897 4894 | 138 143 897 4895 | 141 142 897 4896 | 145 146 898 4897 | 144 146 898 4898 | 144 145 898 4899 | 156 157 898 4900 | 147 148 898 4901 | 138 143 898 4902 | 141 142 898 4903 | 156 157 899 4904 | 138 143 899 4905 | 141 142 899 4906 | 147 148 899 4907 | 152 153 900 4908 | 141 142 900 4909 | 156 157 900 4910 | 156 157 901 4911 | 141 142 901 4912 | 152 153 901 4913 | 134 158 902 4914 | 141 157 902 4915 | 142 157 902 4916 | 156 157 902 4917 | 141 142 902 4918 | 150 151 902 4919 | 152 153 903 4920 | 134 158 903 4921 | 141 159 903 4922 | 142 159 903 4923 | 156 157 903 4924 | 147 148 903 4925 | 141 142 903 4926 | 150 151 903 4927 | 148 151 903 4928 | 152 153 904 4929 | 141 159 904 4930 | 150 159 904 4931 | 147 148 904 4932 | 156 157 904 4933 | 141 148 904 4934 | 156 157 905 4935 | 152 153 905 4936 | 145 146 906 4937 | 149 150 906 4938 | 156 157 906 4939 | 138 143 906 4940 | 144 145 907 4941 | 136 137 907 4942 | 147 148 907 4943 | 141 148 907 4944 | 148 151 907 4945 | 148 149 907 4946 | 141 149 907 4947 | 141 150 907 4948 | 141 151 907 4949 | 147 151 907 4950 | 149 150 907 4951 | 156 157 907 4952 | 138 143 907 4953 | 152 153 907 4954 | 149 151 907 4955 | 156 157 908 4956 | 147 151 908 4957 | 152 153 908 4958 | 149 151 908 4959 | 138 143 909 4960 | 156 157 909 4961 | 138 143 910 4962 | 152 153 911 4963 | 138 143 911 4964 | 158 160 911 4965 | 152 153 912 4966 | 156 157 912 4967 | 144 145 912 4968 | 158 160 912 4969 | 152 153 913 4970 | 152 153 914 4971 | 156 157 914 4972 | 156 157 915 4973 | 145 146 916 4974 | 158 160 916 4975 | 158 159 917 4976 | 156 157 917 4977 | 144 146 918 4978 | 158 159 918 4979 | 146 157 919 4980 | 156 157 919 4981 | 145 146 920 4982 | 146 156 920 4983 | 144 145 920 4984 | 156 157 920 4985 | 158 160 920 4986 | 144 146 924 4987 | 158 160 925 4988 | 156 157 930 4989 | 156 157 933 4990 | 158 160 933 4991 | 156 157 934 4992 | 156 157 935 4993 | 156 157 936 4994 | 156 157 937 4995 | 156 157 938 4996 | 156 157 939 4997 | 144 145 947 4998 | 144 145 948 4999 | 144 146 948 5000 | 156 157 951 5001 | 156 157 952 5002 | 156 158 956 5003 | 156 157 959 5004 | 161 162 965 5005 | 161 162 966 5006 | 161 162 967 5007 | 161 162 968 5008 | 144 145 968 5009 | 147 163 968 5010 | 144 145 969 5011 | 161 162 969 5012 | 147 163 969 5013 | 146 158 970 5014 | 161 162 970 5015 | 144 145 970 5016 | 161 162 971 5017 | 144 145 971 5018 | 164 165 971 5019 | 161 162 972 5020 | 165 166 972 5021 | 161 162 973 5022 | 165 166 973 5023 | 161 162 974 5024 | 164 165 974 5025 | 164 166 974 5026 | 165 166 974 5027 | 161 162 975 5028 | 164 165 975 5029 | 145 146 976 5030 | 161 162 976 5031 | 164 165 976 5032 | 164 166 976 5033 | 161 162 977 5034 | 164 165 977 5035 | 164 166 977 5036 | 144 145 978 5037 | 164 166 978 5038 | 165 166 978 5039 | 161 162 978 5040 | 161 162 979 5041 | 164 166 979 5042 | 161 162 980 5043 | 164 165 980 5044 | 164 166 980 5045 | 165 166 980 5046 | 161 162 981 5047 | 164 165 981 5048 | 164 166 981 5049 | 165 166 981 5050 | 161 162 982 5051 | 164 165 982 5052 | 164 166 982 5053 | 165 166 982 5054 | 136 137 983 5055 | 161 162 983 5056 | 164 165 983 5057 | 164 166 983 5058 | 165 166 983 5059 | 136 137 984 5060 | 161 162 984 5061 | 164 165 984 5062 | 164 166 984 5063 | 165 166 984 5064 | 136 137 985 5065 | 161 162 985 5066 | 164 165 985 5067 | 164 166 985 5068 | 165 166 985 5069 | 161 162 986 5070 | 165 166 986 5071 | 161 162 987 5072 | 165 166 987 5073 | 161 162 988 5074 | 164 165 988 5075 | 164 166 988 5076 | 165 166 988 5077 | 161 162 989 5078 | 165 166 989 5079 | 161 162 990 5080 | 165 166 990 5081 | 161 162 991 5082 | 161 162 992 5083 | 161 162 993 5084 | 146 166 994 5085 | 161 162 994 5086 | 136 137 994 5087 | 165 166 994 5088 | 161 162 995 5089 | 165 166 995 5090 | 144 146 996 5091 | 161 162 996 5092 | 165 166 996 5093 | 144 146 997 5094 | 145 146 997 5095 | 165 166 997 5096 | 147 167 997 5097 | 161 162 997 5098 | 145 146 998 5099 | 161 162 998 5100 | 145 146 999 5101 | 158 163 999 5102 | 164 165 999 5103 | 164 166 999 5104 | 165 166 999 5105 | 145 146 1000 5106 | 164 165 1000 5107 | 145 146 1001 5108 | 164 165 1001 5109 | 164 166 1001 5110 | 165 166 1001 5111 | 145 146 1002 5112 | 144 145 1002 5113 | 161 162 1002 5114 | 164 166 1002 5115 | 165 166 1002 5116 | 146 167 1002 5117 | 144 146 1002 5118 | 164 165 1002 5119 | 144 145 1003 5120 | 145 146 1003 5121 | 162 168 1003 5122 | 161 168 1003 5123 | 144 146 1003 5124 | 161 162 1003 5125 | 164 166 1003 5126 | 165 166 1003 5127 | 144 145 1004 5128 | 145 146 1004 5129 | 162 168 1004 5130 | 161 168 1004 5131 | 144 146 1004 5132 | 164 165 1004 5133 | 164 166 1004 5134 | 165 166 1004 5135 | 136 137 1005 5136 | 161 162 1005 5137 | 164 165 1005 5138 | 164 166 1005 5139 | 165 166 1005 5140 | 136 137 1006 5141 | 161 162 1006 5142 | 164 165 1006 5143 | 164 166 1006 5144 | 165 166 1006 5145 | 136 137 1007 5146 | 161 162 1007 5147 | 164 165 1007 5148 | 164 166 1007 5149 | 165 166 1007 5150 | 136 137 1008 5151 | 161 162 1008 5152 | 164 165 1008 5153 | 164 166 1008 5154 | 165 166 1008 5155 | 161 162 1009 5156 | 136 137 1009 5157 | 164 165 1009 5158 | 164 166 1009 5159 | 165 166 1009 5160 | 161 162 1010 5161 | 136 137 1010 5162 | 164 165 1010 5163 | 164 166 1010 5164 | 165 166 1010 5165 | 161 162 1011 5166 | 136 137 1011 5167 | 164 165 1011 5168 | 164 166 1011 5169 | 165 166 1011 5170 | 158 160 1012 5171 | 161 162 1012 5172 | 136 137 1012 5173 | 164 165 1012 5174 | 164 166 1012 5175 | 165 166 1012 5176 | 161 162 1013 5177 | 136 137 1013 5178 | 164 166 1013 5179 | 161 162 1014 5180 | 136 137 1014 5181 | 164 165 1014 5182 | 164 166 1014 5183 | 136 137 1015 5184 | 136 165 1015 5185 | 161 162 1015 5186 | 164 165 1015 5187 | 164 166 1015 5188 | 137 164 1015 5189 | 137 165 1015 5190 | 137 166 1015 5191 | 165 166 1015 5192 | 161 162 1016 5193 | 136 137 1016 5194 | 164 166 1016 5195 | 165 166 1016 5196 | 166 168 1017 5197 | 136 137 1017 5198 | 161 162 1017 5199 | 164 166 1017 5200 | 161 162 1018 5201 | 136 137 1018 5202 | 164 165 1018 5203 | 164 166 1018 5204 | 165 166 1018 5205 | 136 137 1019 5206 | 161 162 1019 5207 | 164 166 1019 5208 | 165 166 1019 5209 | 163 168 1020 5210 | 136 137 1020 5211 | 161 162 1020 5212 | 165 166 1020 5213 | 136 137 1021 5214 | 164 165 1021 5215 | 164 166 1021 5216 | 165 166 1021 5217 | 164 165 1022 5218 | 164 166 1022 5219 | 165 166 1022 5220 | 164 165 1023 5221 | 164 166 1023 5222 | 165 166 1023 5223 | 158 160 1024 5224 | 164 165 1024 5225 | 164 166 1024 5226 | 165 166 1024 5227 | 136 137 1025 5228 | 158 160 1025 5229 | 164 165 1025 5230 | 164 166 1025 5231 | 165 166 1025 5232 | 136 137 1026 5233 | 164 165 1026 5234 | 164 166 1026 5235 | 165 166 1026 5236 | 158 160 1027 5237 | 164 166 1027 5238 | 136 137 1028 5239 | 164 166 1028 5240 | 165 166 1028 5241 | 164 166 1029 5242 | 164 168 1030 5243 | 166 168 1030 5244 | 136 137 1031 5245 | 158 166 1031 5246 | 158 164 1032 5247 | 158 166 1032 5248 | 136 137 1032 5249 | 164 166 1032 5250 | 169 170 1033 5251 | 158 164 1033 5252 | 158 160 1033 5253 | 171 172 1033 5254 | 164 166 1033 5255 | 171 172 1034 5256 | 136 137 1034 5257 | 169 170 1034 5258 | 158 163 1034 5259 | 169 170 1035 5260 | 171 172 1035 5261 | 136 137 1035 5262 | 164 165 1035 5263 | 164 166 1035 5264 | 165 166 1035 5265 | 171 172 1036 5266 | 170 171 1036 5267 | 164 166 1036 5268 | 169 170 1036 5269 | 169 170 1037 5270 | 164 166 1037 5271 | 158 170 1037 5272 | 169 170 1038 5273 | 164 166 1038 5274 | 171 172 1038 5275 | 158 160 1038 5276 | 137 173 1039 5277 | 173 174 1039 5278 | 164 166 1039 5279 | 137 174 1039 5280 | 171 172 1040 5281 | 137 173 1040 5282 | 164 166 1040 5283 | 165 166 1040 5284 | 137 174 1040 5285 | 158 160 1040 5286 | 171 172 1041 5287 | 137 173 1041 5288 | 158 173 1041 5289 | 137 163 1041 5290 | 137 158 1041 5291 | 165 166 1041 5292 | 173 174 1042 5293 | 137 174 1042 5294 | 171 172 1043 5295 | 137 173 1043 5296 | 173 174 1043 5297 | 137 174 1043 5298 | 137 173 1044 5299 | 173 174 1044 5300 | 137 170 1045 5301 | 137 173 1045 5302 | 137 173 1046 5303 | 175 176 1046 5304 | 163 175 1046 5305 | 163 176 1046 5306 | 137 173 1047 5307 | 173 174 1047 5308 | 163 176 1047 5309 | 158 160 1047 5310 | 175 176 1047 5311 | 137 173 1048 5312 | 173 174 1048 5313 | 166 172 1048 5314 | 137 174 1048 5315 | 163 176 1048 5316 | 171 172 1049 5317 | 166 171 1049 5318 | 137 173 1049 5319 | 173 174 1049 5320 | 163 176 1049 5321 | 163 175 1049 5322 | 137 174 1049 5323 | 175 176 1049 5324 | 166 172 1049 5325 | 169 170 1050 5326 | 168 170 1050 5327 | 137 173 1050 5328 | 137 174 1050 5329 | 163 176 1050 5330 | 175 176 1050 5331 | 168 170 1051 5332 | 165 166 1051 5333 | 137 173 1052 5334 | 165 166 1052 5335 | 163 176 1052 5336 | 163 176 1053 5337 | 163 175 1053 5338 | 137 174 1053 5339 | 166 168 1053 5340 | 165 166 1053 5341 | 137 169 1054 5342 | 165 173 1054 5343 | 173 174 1054 5344 | 163 176 1054 5345 | 163 175 1054 5346 | 164 165 1054 5347 | 137 166 1054 5348 | 165 166 1054 5349 | 164 173 1055 5350 | 173 174 1055 5351 | 163 175 1055 5352 | 164 165 1055 5353 | 165 166 1055 5354 | 137 173 1056 5355 | 163 176 1056 5356 | 163 175 1056 5357 | 137 165 1056 5358 | 171 172 1057 5359 | 163 176 1057 5360 | 164 166 1057 5361 | 165 166 1057 5362 | 171 172 1058 5363 | 137 173 1058 5364 | 173 174 1058 5365 | 163 176 1058 5366 | 137 174 1058 5367 | 164 165 1058 5368 | 164 166 1058 5369 | 165 166 1058 5370 | 137 173 1059 5371 | 173 174 1059 5372 | 163 171 1059 5373 | 137 174 1059 5374 | 137 164 1059 5375 | 164 166 1059 5376 | 164 165 1059 5377 | 137 173 1060 5378 | 173 174 1060 5379 | 137 174 1060 5380 | 164 165 1060 5381 | 164 166 1060 5382 | 165 166 1060 5383 | 173 174 1061 5384 | 164 166 1061 5385 | 165 166 1061 5386 | 163 176 1061 5387 | 164 165 1061 5388 | 137 173 1062 5389 | 173 174 1062 5390 | 163 176 1062 5391 | 164 165 1062 5392 | 164 166 1062 5393 | 165 166 1062 5394 | 137 173 1063 5395 | 173 174 1063 5396 | 164 166 1063 5397 | 165 166 1063 5398 | 137 174 1063 5399 | 163 176 1063 5400 | 164 165 1063 5401 | 137 173 1064 5402 | 173 174 1064 5403 | 137 174 1064 5404 | 163 176 1064 5405 | 164 165 1064 5406 | 137 173 1065 5407 | 163 173 1067 5408 | 173 175 1067 5409 | 163 176 1067 5410 | 175 176 1067 5411 | 163 175 1067 5412 | 137 163 1067 5413 | 137 173 1068 5414 | 173 174 1068 5415 | 137 174 1068 5416 | 163 176 1068 5417 | 175 176 1068 5418 | 163 175 1068 5419 | 163 176 1069 5420 | 163 175 1069 5421 | 163 176 1070 5422 | 175 176 1070 5423 | 163 175 1070 5424 | 177 178 1071 5425 | 163 176 1071 5426 | 177 178 1072 5427 | 163 176 1072 5428 | 177 178 1073 5429 | 163 176 1073 5430 | 177 178 1074 5431 | 163 176 1074 5432 | 177 178 1075 5433 | 163 176 1075 5434 | 177 178 1076 5435 | 177 178 1077 5436 | 163 176 1077 5437 | 177 178 1078 5438 | 163 176 1078 5439 | 177 178 1079 5440 | 163 176 1079 5441 | 177 178 1080 5442 | 163 176 1080 5443 | 177 178 1081 5444 | 177 178 1082 5445 | 177 178 1083 5446 | 177 178 1084 5447 | 163 176 1084 5448 | 177 178 1085 5449 | 163 176 1085 5450 | 177 178 1086 5451 | 163 176 1086 5452 | 177 178 1087 5453 | 177 178 1088 5454 | 163 176 1088 5455 | 177 178 1089 5456 | 163 176 1089 5457 | 177 178 1090 5458 | 163 176 1090 5459 | 175 179 1091 5460 | 177 178 1091 5461 | 180 181 1091 5462 | 163 176 1091 5463 | 177 178 1092 5464 | 163 176 1092 5465 | 179 182 1093 5466 | 163 176 1093 5467 | 177 178 1094 5468 | 179 182 1095 5469 | 177 178 1095 5470 | 180 181 1095 5471 | 179 182 1096 5472 | 163 179 1096 5473 | 177 178 1096 5474 | 180 181 1096 5475 | 179 182 1097 5476 | 177 178 1097 5477 | 163 176 1097 5478 | 180 181 1097 5479 | 163 175 1097 5480 | 179 182 1098 5481 | 177 178 1098 5482 | 180 181 1098 5483 | 163 175 1098 5484 | 177 178 1099 5485 | 180 181 1100 5486 | 179 182 1101 5487 | 179 182 1102 5488 | 179 182 1103 5489 | 175 183 1103 5490 | 183 184 1104 5491 | 179 182 1104 5492 | 183 184 1105 5493 | 177 178 1105 5494 | 180 182 1105 5495 | 179 182 1106 5496 | 177 178 1106 5497 | 183 184 1107 5498 | 179 182 1107 5499 | 177 178 1107 5500 | 177 180 1107 5501 | 179 182 1108 5502 | 183 184 1109 5503 | 183 184 1110 5504 | 179 182 1110 5505 | 177 178 1110 5506 | 179 182 1111 5507 | 177 178 1111 5508 | 183 184 1112 5509 | 177 178 1112 5510 | 183 184 1113 5511 | 179 182 1113 5512 | 177 178 1113 5513 | 183 184 1114 5514 | 177 178 1114 5515 | 183 184 1115 5516 | 177 178 1115 5517 | 179 182 1116 5518 | 177 178 1116 5519 | 179 182 1117 5520 | 177 178 1117 5521 | 182 184 1118 5522 | 177 178 1118 5523 | 177 178 1119 5524 | 183 184 1119 5525 | 183 184 1120 5526 | 177 178 1120 5527 | 185 186 1120 5528 | 177 178 1121 5529 | 183 184 1121 5530 | 177 178 1122 5531 | 179 182 1122 5532 | 177 178 1123 5533 | 185 186 1123 5534 | 182 186 1123 5535 | 177 178 1124 5536 | 183 184 1124 5537 | 179 182 1125 5538 | 177 178 1125 5539 | 183 184 1126 5540 | 177 178 1126 5541 | 179 182 1126 5542 | 183 184 1127 5543 | 177 178 1127 5544 | 183 184 1128 5545 | 177 178 1128 5546 | 177 178 1129 5547 | 177 178 1130 5548 | 186 187 1130 5549 | 185 186 1131 5550 | 177 178 1131 5551 | 185 186 1132 5552 | 177 178 1132 5553 | 177 178 1133 5554 | 188 189 1133 5555 | 183 184 1134 5556 | 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