🇺🇸




Топ Холдеров




Марсианин Земель в собственности На продаже
1 🥇
  • +943MC 🏠x155 🏭x249 🤖x1385 К
132 0
2 🥈
  • +1551MC 🏠x256 🏭x469 🤖x2011 Пx2, Кx3
128 0
3 🥉
  • +1328MC 🏠x123 🏭x223 🤖x1071 П, К
86 32
4
  • +593MC 🏠x141 🏭x184 🤖x867 Пx3, Кx38
86 0
5
  • +960MC 🏠x88 🏭x206 🤖x892 П, Кx2
76 0
6
  • +192MC 🏠x50 🏭x35 🤖x421 П, Кx3
68 1
7
  • +260MC 🏠x66 🏭x94 🤖x579 П, Кx6
66 1
8
  • +217MC 🏠x57 🏭x37 🤖x511 П, К
58 0
9
  • +679MC 🏠x245 🏭x176 🤖x1480 П, К
57 0
10
  • +235MC 🏠x77 🏭x14 🤖x594 П, Кx6
53 1
11
  • +448MC 🏠x44 🏭x135 🤖x502 Кx5
50 3
12
  • +613MC 🏠x92 🏭x176 🤖x756 Кx2
50 8
13
  • +152MC 🏠x29 🏭x31 🤖x317 К
49 0
14
  • +152MC 🏠x33 🏭x45 🤖x289 П, Кx2
45 0
15
  • +658MC 🏠x74 🏭x110 🤖x582 П, К
44 0
16
  • +100MC 🏠x50 🏭x5 🤖x271 К
40 27
17
  • +104MC 🏠x25 🏭x29 🤖x202 П, К
39 0
18
  • +147MC 🏠x30 🏭x67 🤖x265 Кx2
37 0
19 36 0
20
  • +178MC 🏠x48 🏭x42 🤖x220 Кx2
34 4
21
  • +424MC 🏠x86 🏭x97 🤖x600 П, Кx3
33 0
22
  • +166MC 🏠x37 🏭x38 🤖x353 П, К
31 0
23
  • +43MC 🏠x17 🏭x7 🤖x95 К
30 2
24
  • +715MC 🏠x79 🏭x179 🤖x812 Кx3
30 4
25
  • +920MC 🏠x191 🏭x133 🤖x1619 П, Кx3
29 0
26
  • +57MC 🏠x19 🏭x25 🤖x206 П, Кx2
28 0
27
  • +15MC 🏠x11 🏭 🤖x74 П, К
27 0
28
  • +50MC 🏠x15 🏭x14 🤖x123 Пx2, Кx5
26 0
29 26 0
30
  • +260MC 🏠x55 🏭x92 🤖x436 П, К
25 0
31
  • +134MC 🏠x34 🏭x21 🤖x337 К
25 0
32
  • +84MC 🏠x18 🏭x28 🤖x100
25 1
33
  • +110MC 🏠x31 🏭x33 🤖x264 К
24 1
34
  • +5MC П, К
24 0
35
  • +175MC 🏠x32 🏭x40 🤖x221 П, К
23 0
36
  • +33MC 🏠x6 🏭 🤖x83 П, К
23 0
37
  • +577MC 🏠x144 🏭x196 🤖x1246 П, Кx2
23 0
38
  • +169MC 🏠x40 🏭x29 🤖x235 К
22 0
39
  • +5MC 🏠 🤖x2 К
22 0
40
  • +7MC 🏠x5 🤖x6 П, К
22 0
41
  • +119MC 🏠x21 🏭x41 🤖x163 К
22 0
42
  • +92MC 🏠x22 🏭x32 🤖x190 Кx2
21 1
43
  • +234MC 🏠x68 🏭x15 🤖x412 К
21 0
44
  • +184MC 🏠x52 🏭x34 🤖x373 К
21 0
45
  • +404MC 🏠x57 🏭x144 🤖x511 К
21 4
46
  • +234MC 🏠x55 🏭x24 🤖x479 К
20 3
47
  • +27MC 🏠x4 🤖x84 П, Кx2
20 0
48
  • +31MC 🏠x24 🏭x7 🤖x130 К
19 0
49
  • +36MC 🏠x17 🏭x27 🤖x140
18 0
50
  • +580MC 🏠x129 🏭x96 🤖x661 К
18 0
51
  • +4MC 🏠 🤖x5 П, К
18 1
52
  • +35MC 🏠x23 🏭x4 🤖x105 П, К
17 0
53
  • +110MC 🏠x38 🏭x10 🤖x349 К
17 0
54
  • +36MC 🏠x17 🏭x14 🤖x101 К
17 0
55
  • +221MC 🏠x28 🏭x66 🤖x215 К
17 4
56
  • +191MC 🏠x51 🏭x74 🤖x386 Кx2
16 0
57
  • +138MC 🏠x31 🏭x16 🤖x296 К
16 2
58
  • +21MC 🏠x18 🤖x92 К
16 0
59 16 0
60
  • +105MC 🏠x40 🏭x19 🤖x257 К
15 0
61
  • +143MC 🏠x25 🏭x57 🤖x171 Кx2
15 3
62
  • +58MC 🏠x24 🏭x23 🤖x129 К
15 2
63
  • +128MC 🏠x33 🏭x61 🤖x279 П, К
15 0
64
  • +22MC 🏠x7 🏭x4 🤖x33
15 0
65
  • +118MC 🏠x17 🏭x40 🤖x134 П, К
15 0
66
  • +118MC 🏠x28 🏭x21 🤖x133
15 1
67
  • +143MC 🏠x43 🏭x28 🤖x262 К
14 0
68 14 0
69
  • +58MC 🏠x33 🏭x10 🤖x169 П, К
13 0
70
  • +19MC 🏠x13 🏭 🤖x53 П, К
13 1
71
  • +4MC 🏠x2 🤖x19
13 0
72
  • +160MC 🏠x30 🏭x41 🤖x221 К
13 0
73
  • +122MC 🏠x30 🏭x49 🤖x170 К
13 1
74
  • +82MC 🏠x28 🏭x18 🤖x201 К
13 0
75
  • +40MC 🏠x22 🏭x9 🤖x121 К
13 2
76
  • +88MC 🏠x18 🏭x17 🤖x121 К
12 0
77
  • +37MC 🏠x18 🏭x3 🤖x126 К
12 5
78
  • +61MC 🏠x21 🏭x47 🤖x138
12 0
79
  • +32MC 🏠x29 🏭x20 🤖x192 К
12 0
80
  • +13MC 🏠x9 🏭x13 🤖x40 П, К
12 0
81 12 0
82
  • +66MC 🏠x34 🏭x12 🤖x170 К
12 0
83
  • +15MC 🏠x6 🤖x50 К
11 0
84
  • +94MC 🏠x32 🏭x13 🤖x161
11 0
85
  • +38MC 🏠x16 🏭x20 🤖x139
11 0
86
  • +59MC 🏠x21 🏭x27 🤖x112
11 0
87
  • +236MC 🏠x41 🏭x75 🤖x263 К
11 0
88
  • +34MC 🏠x11 🏭x32 🤖x95 К
11 0
89
  • +5MC 🏠x3 🤖x9 К
11 0
90
  • +302MC 🏠x53 🏭x82 🤖x329
11 0
91
  • +6MC 🏠x6 🏭 🤖x32 К
10 0
92
  • +159MC 🏠x27 🏭x42 🤖x145 К
10 0
93
  • +2MC К
10 0
94
  • +52MC 🏠x22 🏭x14 🤖x71 К
10 0
95
  • +38MC 🏠x15 🏭x13 🤖x67 К
10 0
96
  • +2MC 🤖x2 К
10 0
97
  • +64MC 🏠x16 🏭x19 🤖x163 К
10 0
98
  • +11MC 🏠x6 🏭 🤖x38 К
9 0
99
  • +17MC 🏠x9 🏭x13 🤖x47 К
9 0
100
  • +13MC 🏠x7 🤖x41 К
9 0
101
  • +28MC 🏠x14 🏭x3 🤖x77
9 0
102
  • +399MC 🏠x74 🏭x62 🤖x542 К
9 0
103
  • +15MC 🏠x12 🏭x2 🤖x60 П, К
9 0
104
  • +70MC 🏠x10 🏭x10 🤖x75
9 0
105
  • +88MC 🏠x17 🏭x20 🤖x130 К
9 0
106
  • +111MC 🏠x22 🏭x36 🤖x172
9 0
107
  • +5MC 🏠x4 🏭x3 🤖x18 К
9 0
108 8 4
109
  • +51MC 🏠x20 🏭x10 🤖x159 К
8 0
110
  • +110MC 🏠x27 🏭x21 🤖x133 К
8 0
111
  • +2MC 🤖x5 К
8 0
112
  • +10MC 🏠x6 🏭x5 🤖x40 К
8 0
113 8 2
114
  • +51MC 🏠x33 🏭x2 🤖x146
8 0
115
  • +104MC 🏠x16 🏭x22 🤖x107
8 0
116
  • +2MC 🤖x6
8 0
117
  • +62MC 🏠x19 🏭x14 🤖x101 К
8 0
118
  • +88MC 🏠x12 🏭x24 🤖x83 П, К
7 0
119
  • +10MC 🏠x8 🤖x40 К
7 0
120
  • +2MC 🏠 🤖x14 К
7 0
121 7 0
122
  • +1MC
7 6
123
  • +27MC 🏠x16 🏭 🤖x83
7 0
124
  • +1MC П, К
6 0
125
  • +8MC 🏠x4 🤖x28 К
6 0
126 6 6
127
  • +194MC 🏠x48 🏭x27 🤖x339
6 0
128
  • +4MC 🏠x4 🏭 🤖x21
6 0
129
  • +55MC 🏠x15 🏭x17 🤖x175
6 0
130
  • +8MC 🏠x12 🏭 🤖x31
6 0
131
  • +16MC 🏠x12 🤖x72
6 0
132
  • +30MC 🏠x24 🏭x10 🤖x144
5 1
133
  • +2MC 🏠x2 🤖x4
5 2
134
  • +4MC 🏠x6 🏭x13 🤖x20
5 0
135
  • +120MC 🏠x18 🏭x38 🤖x111
5 2
136 5 5
137
  • +20MC 🏠x5 🏭x4 🤖x37
5 0
138
  • +97MC 🏠x42 🏭x9 🤖x297
5 0
139
  • +2MC 🏠 🤖x4
5 0
140
  • +145MC 🏠x26 🏭x30 🤖x163
5 0
141
  • +19MC 🏠x12 🏭 🤖x94
5 0
142
  • +1MC К
4 4
143
  • +1MC П, К
4 3
144
  • +2MC 🏠 🤖x6
4 0
145
  • +1MC П, К
4 0
146
  • +4MC 🏠x4 🤖x23 П, К
4 0
147
  • +21MC 🏠x7 🏭x5 🤖x54
4 0
148 4 0
149
  • +52MC 🏠x24 🏭x31 🤖x144
4 0
150
  • +14MC 🏠x10 🏭x5 🤖x64
4 0
151
  • +19MC 🏠x11 🏭x5 🤖x71
4 0
152
  • +36MC 🏠x12 🏭x10 🤖x114
4 0
153
  • +1MC 🤖x4
4 0
154
  • +6MC 🏠x5 🏭 🤖x22 К
4 1
155 4 4
156 4 0
157
  • +2MC 🏠 🤖x6
4 0
158 4 0
159
  • +15MC 🏠x12 🏭x12 🤖x63
4 0
160
  • +3MC 🏠x4 🏭x3 🤖x22
4 0
161
  • +8MC 🏠x7 🏭x4 🤖x39
4 0
162
  • +10MC 🏠x6 🏭x2 🤖x41
4 0
163
  • +2MC 🏠x3 🏭 🤖x12
4 0
164
  • +6MC 🏠x6 🏭x10 🤖x27
3 0
165 3 0
166 3 0
167
  • +1MC 🤖x2
3 3
168 3 0
169 3 0
170 3 0
171 3 0
172
  • +1MC 🏠 🤖x5
3 3
173 3 0
174
  • +8MC 🏠x9 🏭x7 🤖x41
3 0
175 3 3
176 3 3
177
  • +39MC 🏠x7 🏭x14 🤖x105
3 0
178 3 2
179 3 0
180 3 2
181
  • +53MC 🏠x36 🏭x6 🤖x188
3 0
182
  • +7MC 🏠x4 🏭x4 🤖x19
3 0
183
  • +1MC 🏠x3 🏭 🤖x12
3 0
184
  • +1MC 🏠 🤖x5
3 0
185
  • +5MC 🏠x4 🏭x2 🤖x31
3 0
186 3 0
187 3 0
188 3 3
189 3 0
190
  • +1MC 🤖
3 3
191 3 1
192
  • +2MC 🏠x3 🏭 🤖x21
3 0
193
  • +1MC
3 0
194
  • +1MC 🏠 🤖x8
3 0
195 3 0
196
  • +1MC 🤖
2 0
197 2 1
198
  • 🏠x3 🤖x16
2 0
199
  • +4MC 🏠x3 🏭x3 🤖x25
2 0
200 2 2
201
  • +5MC 🏠x2 🤖x18
2 0
202 2 0
203 2 0
204
  • +1MC 🏠 🏭 🤖x2
2 2
205 2 0
206 2 0
207 2 0
208
  • +45MC 🏠x17 🤖x113
2 0
209
  • +1MC 🏠x2 🤖x7 К
2 0
210 2 2
211 2 0
212
  • +106MC 🏠x8 🏭x29 🤖x100
2 0
213
  • +26MC 🏠x13 🏭x2 🤖x97
2 0
214 2 0
215 2 0
216
  • 🤖x3
2 0
217 2 2
218
  • +2MC 🏠x2 🤖x11 К
2 0
219 2 2
220
  • +11MC 🏠x11 🏭x6 🤖x61
2 0
221 2 1
222
  • +107MC 🏠x7 🏭x28 🤖x100
2 0
223 2 2
224
  • 🏠 🤖x5
2 2
225
  • +1MC 🏠x2 🏭 🤖x6
2 0
226 2 0
227
  • +51MC 🏠x10 🏭x10 🤖x50
2 0
228
  • +7MC 🏠x10 🏭x10 🤖x67
2 0
229
  • +1MC 🏠x2 🏭 🤖x7
2 0
230
  • +5MC 🏠x4 🏭x2 🤖x26
2 0
231
  • +1MC 🏠x2 🤖x5
2 0
232 2 0
233 2 0
234 2 0
235
  • -4MC 🏠x3 🤖x15
2 0
236 2 0
237
  • +1MC 🏠 🤖x2
2 0
238
  • +4MC 🏠x4 🏭 🤖x13
2 0
239 2 0
240 1 0
241 1 1
242 1 1
243
  • +1MC 🏠 🤖x5
1 1
244 1 1
245 1 0
246
  • +1MC 🏠 🏭 🤖x4
1 0
247
  • 🤖x6
1 0
248 1 0
249
  • +3MC 🏠x2 🏭x5 🤖x19
1 0
250 1 0
251
  • +3MC 🏠x5 🏭x9 🤖x12
1 0
252
  • 🤖
1 0
253 1 0
254 1 1
255
  • +6MC 🏠x5 🏭x8 🤖x22
1 0
256
  • +37MC 🏠x21 🏭x20 🤖x102
1 0
257
  • +9MC 🏠x7 🏭x2 🤖x35
1 0
258
  • +1MC 🏠 🤖x3
1 0
259 1 0
260 1 1
261 1 0
262 1 0
263 1 1
264 1 0
265
  • +1MC 🏠x2 🤖x3
1 0
266
  • +2MC 🏠x2 🏭 🤖x11
1 0
267
  • +5MC 🏠x4 🏭x10 🤖x15
1 0
268 1 0
269 1 0
270 1 0
271 1 0
272 1 1
273
  • +3MC 🏠x3 🤖x10
1 0
274 1 0
275 1 0
276
  • +1MC 🏠 🏭 🤖x7
1 0
277
  • +2MC 🏠x2 🏭x10 🤖x11
1 0
278 1 1
279
  • -8MC 🏠x2 🤖x16
1 0
280
  • +4MC 🏠x6 🏭 🤖x34 К
1 0
281 1 0
282
  • +1MC 🏠 🤖x10
1 0
283 1 0
284
  • +9MC 🏠x7 🏭 🤖x35
1 0
285 1 0
286 1 1
287 1 1
288 1 0
289 1 0
290
  • +2MC 🏠 🤖x8
1 0
291
  • +32MC 🏠x13 🤖x101
1 0
292
  • +2MC 🏠x2 🏭x10 🤖x12
1 0
293
  • +3MC 🏠x3 🏭x2 🤖x17
1 0
294 1 0
295 1 0
296 1 0
297
  • +1MC 🏠x2 🤖x6
1 0
298
  • +4MC 🏠x2 🏭x9 🤖x20
1 0
299
  • +2MC 🏠 🏭x2 🤖x8
1 0
300 1 1
301 1 1
302
  • +8MC 🏠x5 🏭 🤖x27
1 0
303 1 0
304 1 1
305 1 0
306 1 0
307
  • -2MC 🏠x2 🏭x2 🤖x9
1 0
308
  • +1MC 🏠 🤖x3
1 0
309 1 0
310 1 0
311
  • +6MC 🏠x4 🏭x7 🤖x22
1 0
312
  • +5MC 🏠x5 🏭x8 🤖x20
1 0
313
  • +1MC 🏠x2 🤖x6
1 0
314
  • -1MC 🏠x3 🏭x11 🤖x27
1 0
315 1 0
316
  • +4MC 🏠x3 🏭x10 🤖x16
1 0
317
  • 🏠 🤖x2
1 0
318 1 0
319
  • -2MC 🏠x2 🏭x9 🤖x23
1 0
320 1 1
321
  • 🏠x4 🤖x2 К
1 0
322 1 0
323
  • +2MC 🏠x9 🏭x10 🤖x22
1 0
324
  • 🤖
1 0
325
  • 🏠x3 🤖
1 0
326 1 0
327
  • 🏠x7 🤖x5 К
1 0
328 1 0
329 1 1
330 1 1
331 1 0
332 1 0
333 1 0
334 1 0
335 1 1
336 1 0
337 1 1
338 1 1
339 1 0
340 1 0
341
  • +1MC 🏠 🤖x2
1 0
342 1 0
343
  • 🏠x4 🏭x10 🤖x12
1 0
344
  • +1MC 🏠x2 🏭x11 🤖x23
1 0
345
  • 🤖x3
1 0
346 1 0
347
  • +1MC 🏠 🤖x4 К
1 0
348
  • 🏠x2 🤖x3 П, К
1 1
349 1 0
350
  • 🤖
1 0
351
  • +1MC 🏠x5 🤖x8
1 0
352
  • +3MC 🏠x3 🏭x3 🤖x15
1 0
353 1 0
354 1 1
355 1 1
356 1 0
357
  • +8MC 🏠x6 🏭x10 🤖x22
1 0
358 1 0
359 1 1
360 1 1
361 1 0
362 1 0
363
  • +6MC 🏠x4 🏭 🤖x21
1 0
364
  • 🏠x4 🤖 К
1 0
365 1 1
366 1 0
367 1 0
368 1 1
369
  • +2MC 🏠x4 🏭x2 🤖x12
1 0
370 1 0
371 1 0
372 1 0
Итого земель 3284 221







Based on The Open Network TON Blockchain