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Római számokkal 363 -
Hirdetés
| kadar |
2019.01.31 14:55 | | 735186. |
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Helyesbítés:
725=D+MCXX/V +I
726=D+MCL/V -IV
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| kadar |
kadar (735177) |2019.01.31 09:21 | | 735180. |
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1717=(LXV+M/D)*CI
1718=(LXV+M/D)*CI+I
1719=MD+MC/V-I
1720=MD+MC/V
1721=MDI+MC/V
1722=MD+MCX/V
1723=MDI+MCX/V
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| kadar |
kadar (735172) |2019.01.31 08:49 | | 735177. |
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1707=M+CI*(V+X/V)
1708=M+IL*(X+M/D)
1709=MDCCIX
1710=MDCCX
1711=MDCCXI
1712=(XI+M/D)*(CV+C/L)
1713=MDCCI+LX/V
1714=MDCCXIV
1715=MDCCXV
1716=MDCCXVI
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| kadar |
kadar (735169) |2019.01.31 08:09 | | 735172. |
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1687=MD+(XC+I)*C/L+V
1688=MD+(XC+IV)*C/L
1689=MDCXC-I
1690=MDCXC
1691=MDCXC+I
1692=MD+(XC+VI)*C/L
1693=MD+(C-I)*C/L-V
1694=MDCXCIV
1695=MDCXCV
1696=MDCXCVI
1697=MDCC-X/V-I
1698=MDCC-X/V
1699=MDCC-I
1700=MDCC
1701=MDCCI
1702=MCCC+X/V
1703=MDCC+X/V+I
1704=MDCCIV
1705=MDCCV
1706=MDCCVI
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| kadar |
kadar (735166) |2019.01.30 21:42 | | 735169. |
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1677=MDC+(V+C/L)*XI
1678=XVI*CV-M/D= MDC+(XL-I) * X/V
1679=MDC+XL*X/V-I
1680=XVI*CV= MDC+XL * X/V=(C/V+I)*XL*M/D
1681=MDC+XL * X/V +I
1682= XVI*CV+M/D= MDC+XLI * X/V
1683=(C-I)/(V-M/D)*LI
1684=MDCXC-VI
1685=MDCXC-V
1686=MDCXC-IV
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| kadar |
kadar (735161) |2019.01.30 13:53 | | 735164. |
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1668=(CXL-I)*VI*M/D
1669=MDCLXX-I
1670=MDCLXX
1671=MDCLXX+I
1672=MDCL+CX/V
1673=MDCL+CX/V+I
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| kadar |
kadar (735160) |2019.01.30 09:04 | | 735161. |
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1664=MDCLX+V-I
1665=MDCLXV
1666=MDCLXV+I
1667=MDCLXV+II
Innentől szerintem kezd nehézzé válni. |
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| kadar |
grisenyka (735159) |2019.01.30 08:49 | | 735160. |
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1642=MDCXL+X/V
1643=MDCXL+X/V+I
1644=MDCXLIV
1645=MDCXLV
1646=MDCXLVI
1647=MDCXLV+C/L
1648=MDCXLVI+C/L
1649=MDCXL-I
1650=MDCL
1651=MDCLI
1652=MDCL+X/V
1653=MDLCV-X/V
1654=MDCLIV
1655=MDCLV
1656=MDCLVI
1657=MDCLV+X/V
1658=MDCLV+X/V+I
1659=MDCLX-I
1660=MDCLX
1661=MDCLXI
1662=MDCLX+X/V
1663=MDCLX+X/V+I
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| kadar |
kuliver69 (735157) |2019.01.29 23:42 | | 735158. |
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1627=(CLV+M/D)*XI-C
1628=MDCL-CX/V
1629=MDCLI-CX/V
1630=MDCX+M/L
1631=MDCXI+M/L
1632=MDC+CLX/V
1633=MDC+CLX/V+ I
1634=MDXC+L-VI
1635=MDCXL-V
1636=MDCXL-IV
1637=MDCXL-X/V-I
1638=MDCXL-X/V
1639=MDCXL-I
1640=MDCXL
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| kadar |
kadar (735154) |2019.01.29 19:02 | | 735155. |
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1601=MDCI
1602=MDC+X/V
1603=MDCI+X/V
1604=MDCIV
1605=MDCV
1606=MDCVI
1607=MDCV+C/L
1608=MDCX-C/L
1609=MDCX-I
1610=MDCX
1611=MDCXI
1612=MDCX+C/L
1613=MDCXI+C/L
1614=MDCXIV
1615=MDCXV
1616=MDCXVI
1617=MDCXV+C/L
1618=MDCXVI+C/L
1619=MDC+C/V-I
1620=MDC+C/V
1621=MDC+C/V+I
1622=MDC+CX/V
1623=MDC+CX/V+I
1624=MDC+M/L+V-I
1625=MDC+M/L+V
1626=MDC+M/L+V+I
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| kadar |
kadar (735153) |2019.01.29 18:54 | | 735154. |
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1500=MD
1501=MDI
1502=MD+X/V
1503=MDI+X/V
1504=MDIV
1505=MDV
1506=MDVI
1507=MDV+C/L
1508=MDX-C/L
1509=MDX-I
1510=MDX
1511=MDXI
1512=MDX+C/L
1513=MDXI+C/L
1514=MDXIV
1515=MDXV
1516=MDXVI
1517=MDXV+C/L
1518=MDXVI+C/L
1519=MD+C/V-I
1520=MD+C/V
1521=MD+C/V+I
1522=MD+CX/V
1523=MD+CX/V+I
1524=MD+M/L+V-I
1525=MD+M/L+V
1526=MD+M/L+V+I
1527=MD+MC/L+X/V
1528= MD+MC/L+X/V+I
1529=MD+M/L+X-I
1530=MDX+M/L
1531=MDXI+M/L
1532=MD+CLX/V
1533=MD+CLX/V+ I
1534=MD+CLXX/V
1535=MDXL-V
1536=MDXL-IV
1537=MDXL-X/V-I
1538=MDXL-X/V
1539=MDXL-I
1540=MDXL
1541=MDXLI
1542=MDXL+X/V
1543=MDXL+X/V+I
1544=MDXLIV
1545=MDXLV
1546=MDXLVI
1547=MDXLV+C/L
1548=MDXLVI+C/L
1549=MDXL-I
1550=MDL
1551=MDLI
1552=MDL+X/V
1553=MDLV-X/V
1554=MDLIV
1555=MDLV
1556=MDLVI
1557=MDLV+X/V
1558=MDLV+X/V+I
1559=MDLX-I
1560=MDLX
1561=MDLXI
1562=MDLX+X/V
1563=MDLXV-C/L
1564=MDLXV-I
1565=MDLXV
1566=MDLXV+I
1567=MDLXV+C/L
1568=MDLXV+C/L+I
1569=MDLX+C/L-I
1570=MDLXX
1571=MDLXX+I
1572=MDL+CX/V
1573=MDL+CX/V+I
1574=MDL+CXX/V
1574=MDL+CXX/V-I
1576=MDLX+M/C+VI
1577=MDC-CX/V-I
1578=MDC-CX/V
1579=MDC-C/V-I
1580=MDC-XX
1581=MDC-XX+I
1582=MD+XLI * X/V
1583=MDXC-V-C/L
1584=MDXC-VI
1585=MDXC-V
1586=MDXC-IV
1587=MDXC-V+C/L
1588=MDXC-X/V
1589=MDXC-I
1590=MDXC
1591=MDXC+I
1592=MDXC+X/V
1593=MDXC+X/V+I
1594=MDXCIV
1595=MDXCV
1596=MDXCVI
1597=MDC-X/V-1
1598=MDC-X/V
1599=MDC-I
1600=MDC
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| kadar |
kadar (735148) |2019.01.29 18:53 | | 735153. |
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1472= MD-MC/L-X/V-I
1473=MD-MC/L-X/V
1474=MD-M/L-VI
1475=MD-M/L-V
1476=MD-M/L-IV
1477=MD-CX/V-I
1478=MD-CX/V
1479=MD-C/V-I
1480=MD-C/V
1481=MD-C/V+I
1482=MD-XVI-C/L
1483=MD-XV-C/L
1484=MD-XVI
1485=MD-XV
1486=MD-XIV
1487=MD-XI-C/L
1488=MD-X-C/L
1489=MD-XI
1490=MD-X
1491=MD-IX
1492=MD-X+C/L
1493=MD-V-C/L
1494=MD-VI
1495=MD-V
1496=MD-IV
1497=MD-I-X/V
1498=MD-X/V
1499=MD-I
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| kadar |
kadar (735148) |2019.01.29 14:59 | | 735149. |
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Visszamenőlegesen 4 korrekció:
1033=M+CL/V+M/D+I
1034=M+CLXX/V
1070=MLXX
1077=M+X/V+CL/(M/D) |
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| kadar |
kadar (735146) |2019.01.29 14:56 | | 735148. |
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1429=MD-LXX+I
1430=MD-LXX
1431=MD-LX-C/L+I
1432=MD-LXV-C/L-I
1433=MD-LXV-C/L
1434=MD-LXVI
1435=MD-LXV
1436=MD-LXIV
1437=MD-LXV+C/L
1438=MD-LX-X/V
1439=MD-LXI
1440=MD-LX
1441=MD-LIX
1442=MD-LVI-X/V
1443=MD-LV-X/V
1444=MD-LVI
1445=MD-LV
1446=MD-LIV
1447=MD-LV+X/V
1448=MD-L-X/V
1449=MD-LI
1450=MD-L
1451=MD-XL+I
1452=MD-XLVI-C/L
1453=MD-XLV-C/L
1454=MD-XLVI
1455=MD-XLV
1456=MD-XLIV
1457=MD-XLI-X/V
1458=MD-XL-X/V
1459=MD-XLI
1460=MD-XL
1461=MD-XL+I
1462=MD-XL+X/V
1463=MD-XL+X/V+I
1464=MD-XL+IV
1465=MD-XL+V
1466=MD-CLXX/V
1467=MD-CLX/V- I
1468=MD-CLX/V
1469=MD-XI-M/L
1470=MD-X-M/L
1471=MD-M/L-IX |
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| kadar |
kadar (735145) |2019.01.29 07:54 | | 735146. |
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1364=MD-CL+X+IV
1365=MCDXV-L
1366=MCDXVI-L
1367=MCDXVII-L
1368=(CLI+C/V)*(X-M/D)
1369=MCD-M/L-XI
1370=MCD-M/L-X
1371=MCD-M/L-IX
1372=(D+M/V-XIV)*C/L (!)
1373=M+(MD-X+C/L)/IV
1374=M+MD/(C/L)/(X/V)-I
1375=M+MD/IV
1376=M+MD/(C/L)/(X/V)+I
1377=M+MD/IV+C/L
1378=MCD-M/L-X/V
1379=MCD-M/L-I
1380=MCD-M/L
1381=MCD-M/L+I
1382=MCD-M/L+X/V
1383=MCD-M/L+X/V+I
1384=MCD-XVI
1385=MCD-XV
1386=MCD-XIV
1387=MCDI-LX/V
1388=MCD-LX/V
1389=MCD-XI
1390=MCD-X
1391=MCD-IX
1392=MCD-XL/V
1393=MCD-XL/V+I
1394=MCD-VI
1395=MCD-V
1396=MCD-IV
1397=MCD-X/V-I
1398=MCD-X/V
1399=MCD-I
1400=MCD
innen az előzőekkel csak MCD után nem kivonás, hanem összeadás
1401=MCD+I
1402=MCD+X/V
...
1421=MCD+M/L+I
1422=MCD+M/L+X/V
1423=MD-CL*V/X-II
1424=MD-LX-M/C-VI
1425=MD-LX-M/C-V
1426=MD-LX-M/C-IV
1427=MD-L-CX/V-I
1428=MD-L-CX/V
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| kadar |
kadar (735141) |2019.01.29 05:39 | | 735144. |
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Helyesbítés:és magyarázkodás
775=DL+MCXXV/V
776=DLI+MCXXV/V
Ezek nem voltak jók, mert X és V is dupla.
Helyettük:
775=CX*M/D+DLV
776=CX*M/D+DLVI
És a kimaradtakra (916-1000) is egy kis magyarázat
915=1000-85 =MV-XC
1085=1000+85=MXC-V
Ennek mintájára
916=1000-84 megoldása ugyanaz, mint
1084=1000+84, csak az ôsszeadás helyett kivonás van.
Tehát 1156-ig megvan most a sorozat.
De valójában 362-ig elmentünk duplikálás nélkül, azaz egy ezrest nyugodtan hozzáadhatunk, felesleges leírni 1362-ig egyenként
362=LX*VI+M/D
Vegyük úgy, hogy 1362-ig kész
1362=M+LX*VI+M/D
Mivel 363=D-CL+X+X/V+I volt és ebben az X már dupla, ezért az ezres hozzáadása már probléma lehet, de szerencsére ebben nincs ezres.
1363=MD-CL+X+X/V+I |
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| kadar |
kadar (735140) |2019.01.28 21:58 | | 735141. |
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Előre ugrok egy kicsit, hogy haladjunk:
1001=MI
1002=M+X/V
1003=MI+X/V
1004=MIV
1005=MV
1006=MVI
1007=MV+C/L
1008=MX-C/L
1009=MX-I
1010=MX
1011=MXI
1012=MX+C/L
1013=MXI+C/L
1014=MXIV
1015=MXV
1016=MXVI
1017=MXV+C/L
1018=MXVI+C/L
1019=M+C/V-I
1020=M+C/V
1021=M+C/V+I
1022=M+C/V+M/D
1023=M+C/V+M/D+I
1024=M+M/L+V-I
1025=M+M/L+V
1026=M+M/L+V+I
1027=M+M/L+D/C+X/V
1028=M+M/L+D/C+X/V+I
1029=M+M/L+X-I
1030=MX+M/L
1031=MXI+M/L
1032=M+CLX/V
1033=M+C/V + M/D + I
1034=M+M/L + IV
1035=MXL-V
1036=MXL-IV
1037=MXL-M/D-I
1038=MXL-M/D
1039=MXL-I
1040=MXL
1041=MXLI
1042=MXL+M/D
1043=MXL+M/D+I
1044=MXLIV
1045=MXLV
1046=MXLVI
1047=MXLV+M/D
1048=MXLVI+M/D
1049=MXL-I
1050=ML
1051=MLI
1052=ML+X/V
1053=MLV-M/D
1054=MLIV
1055=MLV
1056=MLVI
1057=MLV+M/D
1058=MLV+M/D+I
1059=MLX-I
1060=MLX
1061=MLXI
1062=MLX+M/D
1063=MLXV-M/D
1064=MLXV-I
1065=MLXV
1066=MLXV+I
1067=MLXV+M/D
1068=MLXV+M/D+I
1069=MLX+M/C-I
1070=LX+M/C
1071=MLX+M/C+I
1072=ML+C/V+M/D
1073=ML+C/V+M/D+I
1074=MLX+M/C+IV
1075=MLX+M/C+V
1076=MLX+M/C+VI
1077= MX/V + (CL)/(M/D)
1078=MXC-(VI*M/D)
1079=MXC-M*V/D-I
1080=MXC-M*V/D
1081=MXC-M*V/D+I
1082=M+XLI * M/D
1083=MXC-V-M/D
1084=MXC-VI
1085=MXC-V
1086=MXC-IV
1087=MXC-V+M/D
1088=MXC-M/D
1089=MXC-I
1090=MXC
1091=MXC+I
1092=MXC+M/D
1093=MXC+M/D+I
1094=MXCIV
1095=MXCV
1096=MXCVI
1097=MC-M/D-1
1098=MC-M/D
1099=MC-I
1100=MC
1101=MCI
1102=MC+X/V
1103=MC+X/V+I
1104=MCIV
1105=MCV
1106=MCVI
1107=MCV+M/D
1108=MCVI+M/D
1109=MCIX
1110=MCX
1111=MCXI
1112=MCX+M/D
1113=MCXI+M/D
1114=MCXIV
1115=MCXV
1116=MCXVI
1117 =M+ (DC-X)/V -I
1118=M+(DC-X)/V
1119=M+(DC-X)/V+I
1120= M+(I+ M/D) * (L-X)
1121=MI+LX*M/D
1122=MC+ (M/D )* XI
1123=M+D/IV - C/L
1124=M+(X*VI + M/D) * C/L
1125=M+D/IV
1126=MCXVI + D/L
1127=M+D/IV + C/L
1128=M+(DX+C/L)/IV
1129=M+LXV * M/D -I
1130=M+ LXV * M/D
1131=M+LXV * M/D + I
1132= M+ LXVI * M/D
1133=M+D/IV - C/L + X
1134=MXC-VI+L
1135=MXC-V+L
1136=MXC-IV+L
1137=MXC-V+M/D+L
1138=MXC-M/D+L
1139=MXC-I+L
1140=MCXL
1141=MCXLI
1142=MXC+M/D+L
1143=MXC+M/D+I+L
1144=MXC+IV+L
1145=MXC+V+L
1146=MXC+VI+L
1147=MC-M/D-I+L
1148=MC-M/D+L
1149=MCIL
1150=MCL
1151=MCLI
1152=MCL+M/D
1153=MCLI+M/D
1154=MCLIV
1155=MCLV
1156=MCLVI
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| kadar |
kadar (735139) |2019.01.28 21:56 | | 735140. |
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911=MI-XC
912=M-XC+M/D
913=M-XC+V-M/D
914=MV-XC
915=MV-XC
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| kadar |
kadar (735138) |2019.01.28 21:42 | | 735139. |
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901=CMI
902=CM+M/D
903=CMI+M/D
904=M-XCVI
905=M-XCV
906=M-XCIV
907=M-XC-M/D-I
908=M-XC-M/D
909=M-XC-I
910=M-XC
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| kadar |
kadar (735137) |2019.01.28 21:20 | | 735138. |
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864=M-(XC-IV+L)
865=M-(XC-V+L)
866=(XC-VI+L)
867=M-(D/IV - C/L + X)
868=M-(LXVI * M/D)
869=M-(LXV * M/D + I)
870=M-(LXV * M/D)
871=M-(LXV * M/D –I)
872=M-((DX+C/L)/IV)
873=M-(D/IV + C/L)
874=M-(CXVI + D/L)
875=M-D/IV
876=M-((X*VI + M/D) * C/L)
877=M-(D/IV - C/L)
878=M-(C+ (M/D )* XI)
879=M-(LX*M/D+I)
880=M-( (I+ M/D) * (L-X))
881=M-((DC-X)/V+I)
882=M-(DC-X)/V
883 =M-( (DC-X)/V –I)
884=M-CXVI
885=M-CXV
886=M-(CX+V-I)
887=M-(C+X+M/D+I)
888=M-(C+X+M/D)
889=M-(C+X+I)
890=M-CX
891=M-CIX
892=M-(C+V+M/D+I)
893=M-(CV+M/D)
894=M-CVI
895=M-CV
896=M-CIV
897=M-CI-X/V
898=M-C-X/V
899=M-CI
900=CM
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| kadar |
(735135) |2019.01.28 19:37 | | 735136. |
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834=D+(M+C/L) / (I+X/V)
835= D+MV / (I+C/L)
836=M-CLXIV
837=D+MXI/(V-C/L)
838=L*V+DXC-M/D
839=L*V+DXC-M/D+I
840=L*V+DXC
841=L*V+DXC+I
842=L*V+DXC+M/D
843=L*V+DXCI+M/D
844=M-CLVI
845=M-CLV
846=M-CLIV
847=M-CLI-X/V
848=M-CL-X/V
849=M-CLI
850=M-CL
851=M-CL+I
852=M-CL+X/V
853=M-CL+X/V+I
854=M-CL+IV
855=M-CL+V
856=M-CL+VI
857=D+(V+M/D)*LI
858=D+LX*VI-M/D
859=MDC/V+DXL-I
860=MDC/V+DXL
861=MDC/V+DXL+I
862=D+LX*VI+M/D
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