;; bitcoin-badgers-nft-v2.5
(impl-trait 'SP2PABAF9FTAJYNFZH93XENAJ8FVY99RRM50D2JG9.nft-trait.nft-trait)
(define-non-fungible-token btc-badgers-nft-v2 uint)
;; This contract has two main parts to it
;; 1. v1 -> v2 "Burn"
;; Each Badger holder will call either burn one, burn two or burn ten to "burn" their v1 badger(s) & in exchange receive v2 badger(s)
;; The word "burn" is in quotes because technically we are only transferring from one address to this one*** which will later send to Stacks burn address
;; 1.5 Admin Mint / Airdrop
;; To rescue any edge-case Badger(s) stuck in listing
;; 2. 2nd / Final Mint
;; Last public mint (same time - block 40776) & same prices (69 stx & 5460 mia)
;; constants
(define-constant contract-owner tx-sender)
(define-constant btc-badgers-nft-limit u2100)
(define-constant first-public-mint-over-block-height u40776)
(define-constant mint-price-stx u69000000)
(define-constant mint-price-mia u5200)
(define-constant mint-commission-mia u260)
(define-constant commission-address-stxnft 'SP207ESW7AKHTPRYAAD9QP8Q1TE1F57D2S8RGPJCC)
(define-constant LOOKUPS (list "0" "1" "2" "3" "4" "5" "6" "7" "8" "9" "10" "11" "12" "13" "14" "15" "16" "17" "18" "19" "20"
"21" "22" "23" "24" "25" "26" "27" "28" "29" "30" "31" "32" "33" "34" "35" "36" "37" "38" "39" "40" "41" "42" "43" "44" "45" "46"
"47" "48" "49" "50" "51" "52" "53" "54" "55" "56" "57" "58" "59" "60" "61" "62" "63" "64" "65" "66" "67" "68" "69" "70" "71" "72"
"73" "74" "75" "76" "77" "78" "79" "80" "81" "82" "83" "84" "85" "86" "87" "88" "89" "90" "91" "92" "93" "94" "95" "96" "97" "98"
"99" "100" "101" "102" "103" "104" "105" "106" "107" "108" "109" "110" "111" "112" "113" "114" "115" "116" "117" "118" "119" "120"
"121" "122" "123" "124" "125" "126" "127" "128" "129" "130" "131" "132" "133" "134" "135" "136" "137" "138" "139" "140" "141" "142"
"143" "144" "145" "146" "147" "148" "149" "150" "151" "152" "153" "154" "155" "156" "157" "158" "159" "160" "161" "162" "163" "164"
"165" "166" "167" "168" "169" "170" "171" "172" "173" "174" "175" "176" "177" "178" "179" "180" "181" "182" "183" "184" "185" "186"
"187" "188" "189" "190" "191" "192" "193" "194" "195" "196" "197" "198" "199" "200" "201" "202" "203" "204" "205" "206" "207" "208"
"209" "210" "211" "212" "213" "214" "215" "216" "217" "218" "219" "220" "221" "222" "223" "224" "225" "226" "227" "228" "229" "230"
"231" "232" "233" "234" "235" "236" "237" "238" "239" "240" "241" "242" "243" "244" "245" "246" "247" "248" "249" "250" "251" "252"
"253" "254" "255" "256" "257" "258" "259" "260" "261" "262" "263" "264" "265" "266" "267" "268" "269" "270" "271" "272" "273" "274"
"275" "276" "277" "278" "279" "280" "281" "282" "283" "284" "285" "286" "287" "288" "289" "290" "291" "292" "293" "294" "295" "296"
"297" "298" "299" "300" "301" "302" "303" "304" "305" "306" "307" "308" "309" "310" "311" "312" "313" "314" "315" "316" "317" "318"
"319" "320" "321" "322" "323" "324" "325" "326" "327" "328" "329" "330" "331" "332" "333" "334" "335" "336" "337" "338" "339" "340"
"341" "342" "343" "344" "345" "346" "347" "348" "349" "350" "351" "352" "353" "354" "355" "356" "357" "358" "359" "360" "361" "362"
"363" "364" "365" "366" "367" "368" "369" "370" "371" "372" "373" "374" "375" "376" "377" "378" "379" "380" "381" "382" "383" "384"
"385" "386" "387" "388" "389" "390" "391" "392" "393" "394" "395" "396" "397" "398" "399" "400" "401" "402" "403" "404" "405" "406"
"407" "408" "409" "410" "411" "412" "413" "414" "415" "416" "417" "418" "419" "420" "421" "422" "423" "424" "425" "426" "427" "428"
"429" "430" "431" "432" "433" "434" "435" "436" "437" "438" "439" "440" "441" "442" "443" "444" "445" "446" "447" "448" "449" "450"
"451" "452" "453" "454" "455" "456" "457" "458" "459" "460" "461" "462" "463" "464" "465" "466" "467" "468" "469" "470" "471" "472"
"473" "474" "475" "476" "477" "478" "479" "480" "481" "482" "483" "484" "485" "486" "487" "488" "489" "490" "491" "492" "493" "494"
"495" "496" "497" "498" "499" "500" "501" "502" "503" "504" "505" "506" "507" "508" "509" "510" "511" "512" "513" "514" "515" "516"
"517" "518" "519" "520" "521" "522" "523" "524" "525" "526" "527" "528" "529" "530" "531" "532" "533" "534" "535" "536" "537" "538"
"539" "540" "541" "542" "543" "544" "545" "546" "547" "548" "549" "550" "551" "552" "553" "554" "555" "556" "557" "558" "559" "560"
"561" "562" "563" "564" "565" "566" "567" "568" "569" "570" "571" "572" "573" "574" "575" "576" "577" "578" "579" "580" "581" "582"
"583" "584" "585" "586" "587" "588" "589" "590" "591" "592" "593" "594" "595" "596" "597" "598" "599" "600" "601" "602" "603" "604"
"605" "606" "607" "608" "609" "610" "611" "612" "613" "614" "615" "616" "617" "618" "619" "620" "621" "622" "623" "624" "625" "626"
"627" "628" "629" "630" "631" "632" "633" "634" "635" "636" "637" "638" "639" "640" "641" "642" "643" "644" "645" "646" "647" "648"
"649" "650" "651" "652" "653" "654" "655" "656" "657" "658" "659" "660" "661" "662" "663" "664" "665" "666" "667" "668" "669" "670"
"671" "672" "673" "674" "675" "676" "677" "678" "679" "680" "681" "682" "683" "684" "685" "686" "687" "688" "689" "690" "691" "692"
"693" "694" "695" "696" "697" "698" "699" "700" "701" "702" "703" "704" "705" "706" "707" "708" "709" "710" "711" "712" "713" "714"
"715" "716" "717" "718" "719" "720" "721" "722" "723" "724" "725" "726" "727" "728" "729" "730" "731" "732" "733" "734" "735" "736"
"737" "738" "739" "740" "741" "742" "743" "744" "745" "746" "747" "748" "749" "750" "751" "752" "753" "754" "755" "756" "757" "758"
"759" "760" "761" "762" "763" "764" "765" "766" "767" "768" "769" "770" "771" "772" "773" "774" "775" "776" "777" "778" "779" "780"
"781" "782" "783" "784" "785" "786" "787" "788" "789" "790" "791" "792" "793" "794" "795" "796" "797" "798" "799" "800" "801" "802"
"803" "804" "805" "806" "807" "808" "809" "810" "811" "812" "813" "814" "815" "816" "817" "818" "819" "820" "821" "822" "823" "824"
"825" "826" "827" "828" "829" "830" "831" "832" "833" "834" "835" "836" "837" "838" "839" "840" "841" "842" "843" "844" "845" "846"
"847" "848" "849" "850" "851" "852" "853" "854" "855" "856" "857" "858" "859" "860" "861" "862" "863" "864" "865" "866" "867" "868"
"869" "870" "871" "872" "873" "874" "875" "876" "877" "878" "879" "880" "881" "882" "883" "884" "885" "886" "887" "888" "889" "890"
"891" "892" "893" "894" "895" "896" "897" "898" "899" "900" "901" "902" "903" "904" "905" "906" "907" "908" "909" "910" "911" "912"
"913" "914" "915" "916" "917" "918" "919" "920" "921" "922" "923" "924" "925" "926" "927" "928" "929" "930" "931" "932" "933" "934"
"935" "936" "937" "938" "939" "940" "941" "942" "943" "944" "945" "946" "947" "948" "949" "950" "951" "952" "953" "954" "955" "956"
"957" "958" "959" "960" "961" "962" "963" "964" "965" "966" "967" "968" "969" "970" "971" "972" "973" "974" "975" "976" "977" "978"
"979" "980" "981" "982" "983" "984" "985" "986" "987" "988" "989" "990" "991" "992" "993" "994" "995" "996" "997" "998" "999" "1000"
"1001" "1002" "1003" "1004" "1005" "1006" "1007" "1008" "1009" "1010" "1011" "1012" "1013" "1014" "1015" "1016" "1017" "1018" "1019"
"1020" "1021" "1022" "1023" "1024" "1025" "1026" "1027" "1028" "1029" "1030" "1031" "1032" "1033" "1034" "1035" "1036" "1037" "1038"
"1039" "1040" "1041" "1042" "1043" "1044" "1045" "1046" "1047" "1048" "1049" "1050" "1051" "1052" "1053" "1054" "1055" "1056" "1057"
"1058" "1059" "1060" "1061" "1062" "1063" "1064" "1065" "1066" "1067" "1068" "1069" "1070" "1071" "1072" "1073" "1074" "1075" "1076"
"1077" "1078" "1079" "1080" "1081" "1082" "1083" "1084" "1085" "1086" "1087" "1088" "1089" "1090" "1091" "1092" "1093" "1094" "1095"
"1096" "1097" "1098" "1099" "1100" "1101" "1102" "1103" "1104" "1105" "1106" "1107" "1108" "1109" "1110" "1111" "1112" "1113" "1114"
"1115" "1116" "1117" "1118" "1119" "1120" "1121" "1122" "1123" "1124" "1125" "1126" "1127" "1128" "1129" "1130" "1131" "1132" "1133"
"1134" "1135" "1136" "1137" "1138" "1139" "1140" "1141" "1142" "1143" "1144" "1145" "1146" "1147" "1148" "1149" "1150" "1151" "1152"
"1153" "1154" "1155" "1156" "1157" "1158" "1159" "1160" "1161" "1162" "1163" "1164" "1165" "1166" "1167" "1168" "1169" "1170" "1171"
"1172" "1173" "1174" "1175" "1176" "1177" "1178" "1179" "1180" "1181" "1182" "1183" "1184" "1185" "1186" "1187" "1188" "1189" "1190"
"1191" "1192" "1193" "1194" "1195" "1196" "1197" "1198" "1199" "1200" "1201" "1202" "1203" "1204" "1205" "1206" "1207" "1208" "1209"
"1210" "1211" "1212" "1213" "1214" "1215" "1216" "1217" "1218" "1219" "1220" "1221" "1222" "1223" "1224" "1225" "1226" "1227" "1228"
"1229" "1230" "1231" "1232" "1233" "1234" "1235" "1236" "1237" "1238" "1239" "1240" "1241" "1242" "1243" "1244" "1245" "1246" "1247"
"1248" "1249" "1250" "1251" "1252" "1253" "1254" "1255" "1256" "1257" "1258" "1259" "1260" "1261" "1262" "1263" "1264" "1265" "1266"
"1267" "1268" "1269" "1270" "1271" "1272" "1273" "1274" "1275" "1276" "1277" "1278" "1279" "1280" "1281" "1282" "1283" "1284" "1285"
"1286" "1287" "1288" "1289" "1290" "1291" "1292" "1293" "1294" "1295" "1296" "1297" "1298" "1299" "1300" "1301" "1302" "1303" "1304"
"1305" "1306" "1307" "1308" "1309" "1310" "1311" "1312" "1313" "1314" "1315" "1316" "1317" "1318" "1319" "1320" "1321" "1322" "1323"
"1324" "1325" "1326" "1327" "1328" "1329" "1330" "1331" "1332" "1333" "1334" "1335" "1336" "1337" "1338" "1339" "1340" "1341" "1342"
"1343" "1344" "1345" "1346" "1347" "1348" "1349" "1350" "1351" "1352" "1353" "1354" "1355" "1356" "1357" "1358" "1359" "1360" "1361"
"1362" "1363" "1364" "1365" "1366" "1367" "1368" "1369" "1370" "1371" "1372" "1373" "1374" "1375" "1376" "1377" "1378" "1379" "1380"
"1381" "1382" "1383" "1384" "1385" "1386" "1387" "1388" "1389" "1390" "1391" "1392" "1393" "1394" "1395" "1396" "1397" "1398" "1399"
"1400" "1401" "1402" "1403" "1404" "1405" "1406" "1407" "1408" "1409" "1410" "1411" "1412" "1413" "1414" "1415" "1416" "1417" "1418"
"1419" "1420" "1421" "1422" "1423" "1424" "1425" "1426" "1427" "1428" "1429" "1430" "1431" "1432" "1433" "1434" "1435" "1436" "1437"
"1438" "1439" "1440" "1441" "1442" "1443" "1444" "1445" "1446" "1447" "1448" "1449" "1450" "1451" "1452" "1453" "1454" "1455" "1456"
"1457" "1458" "1459" "1460" "1461" "1462" "1463" "1464" "1465" "1466" "1467" "1468" "1469" "1470" "1471" "1472" "1473" "1474" "1475"
"1476" "1477" "1478" "1479" "1480" "1481" "1482" "1483" "1484" "1485" "1486" "1487" "1488" "1489" "1490" "1491" "1492" "1493" "1494"
"1495" "1496" "1497" "1498" "1499" "1500" "1501" "1502" "1503" "1504" "1505" "1506" "1507" "1508" "1509" "1510" "1511" "1512" "1513"
"1514" "1515" "1516" "1517" "1518" "1519" "1520" "1521" "1522" "1523" "1524" "1525" "1526" "1527" "1528" "1529" "1530" "1531" "1532"
"1533" "1534" "1535" "1536" "1537" "1538" "1539" "1540" "1541" "1542" "1543" "1544" "1545" "1546" "1547" "1548" "1549" "1550" "1551"
"1552" "1553" "1554" "1555" "1556" "1557" "1558" "1559" "1560" "1561" "1562" "1563" "1564" "1565" "1566" "1567" "1568" "1569" "1570"
"1571" "1572" "1573" "1574" "1575" "1576" "1577" "1578" "1579" "1580" "1581" "1582" "1583" "1584" "1585" "1586" "1587" "1588" "1589"
"1590" "1591" "1592" "1593" "1594" "1595" "1596" "1597" "1598" "1599" "1600" "1601" "1602" "1603" "1604" "1605" "1606" "1607" "1608"
"1609" "1610" "1611" "1612" "1613" "1614" "1615" "1616" "1617" "1618" "1619" "1620" "1621" "1622" "1623" "1624" "1625" "1626" "1627"
"1628" "1629" "1630" "1631" "1632" "1633" "1634" "1635" "1636" "1637" "1638" "1639" "1640" "1641" "1642" "1643" "1644" "1645" "1646"
"1647" "1648" "1649" "1650" "1651" "1652" "1653" "1654" "1655" "1656" "1657" "1658" "1659" "1660" "1661" "1662" "1663" "1664" "1665"
"1666" "1667" "1668" "1669" "1670" "1671" "1672" "1673" "1674" "1675" "1676" "1677" "1678" "1679" "1680" "1681" "1682" "1683" "1684"
"1685" "1686" "1687" "1688" "1689" "1690" "1691" "1692" "1693" "1694" "1695" "1696" "1697" "1698" "1699" "1700" "1701" "1702" "1703"
"1704" "1705" "1706" "1707" "1708" "1709" "1710" "1711" "1712" "1713" "1714" "1715" "1716" "1717" "1718" "1719" "1720" "1721" "1722"
"1723" "1724" "1725" "1726" "1727" "1728" "1729" "1730" "1731" "1732" "1733" "1734" "1735" "1736" "1737" "1738" "1739" "1740" "1741"
"1742" "1743" "1744" "1745" "1746" "1747" "1748" "1749" "1750" "1751" "1752" "1753" "1754" "1755" "1756" "1757" "1758" "1759" "1760"
"1761" "1762" "1763" "1764" "1765" "1766" "1767" "1768" "1769" "1770" "1771" "1772" "1773" "1774" "1775" "1776" "1777" "1778" "1779"
"1780" "1781" "1782" "1783" "1784" "1785" "1786" "1787" "1788" "1789" "1790" "1791" "1792" "1793" "1794" "1795" "1796" "1797" "1798"
"1799" "1800" "1801" "1802" "1803" "1804" "1805" "1806" "1807" "1808" "1809" "1810" "1811" "1812" "1813" "1814" "1815" "1816" "1817"
"1818" "1819" "1820" "1821" "1822" "1823" "1824" "1825" "1826" "1827" "1828" "1829" "1830" "1831" "1832" "1833" "1834" "1835" "1836"
"1837" "1838" "1839" "1840" "1841" "1842" "1843" "1844" "1845" "1846" "1847" "1848" "1849" "1850" "1851" "1852" "1853" "1854" "1855"
"1856" "1857" "1858" "1859" "1860" "1861" "1862" "1863" "1864" "1865" "1866" "1867" "1868" "1869" "1870" "1871" "1872" "1873" "1874"
"1875" "1876" "1877" "1878" "1879" "1880" "1881" "1882" "1883" "1884" "1885" "1886" "1887" "1888" "1889" "1890" "1891" "1892" "1893"
"1894" "1895" "1896" "1897" "1898" "1899" "1900" "1901" "1902" "1903" "1904" "1905" "1906" "1907" "1908" "1909" "1910" "1911" "1912"
"1913" "1914" "1915" "1916" "1917" "1918" "1919" "1920" "1921" "1922" "1923" "1924" "1925" "1926" "1927" "1928" "1929" "1930" "1931"
"1932" "1933" "1934" "1935" "1936" "1937" "1938" "1939" "1940" "1941" "1942" "1943" "1944" "1945" "1946" "1947" "1948" "1949" "1950"
"1951" "1952" "1953" "1954" "1955" "1956" "1957" "1958" "1959" "1960" "1961" "1962" "1963" "1964" "1965" "1966" "1967" "1968" "1969"
"1970" "1971" "1972" "1973" "1974" "1975" "1976" "1977" "1978" "1979" "1980" "1981" "1982" "1983" "1984" "1985" "1986" "1987" "1988"
"1989" "1990" "1991" "1992" "1993" "1994" "1995" "1996" "1997" "1998" "1999" "2000" "2001" "2002" "2003" "2004" "2005" "2006" "2007"
"2008" "2009" "2010" "2011" "2012" "2013" "2014" "2015" "2016" "2017" "2018" "2019" "2020" "2021" "2022" "2023" "2024" "2025" "2026"
"2027" "2028" "2029" "2030" "2031" "2032" "2033" "2034" "2035" "2036" "2037" "2038" "2039" "2040" "2041" "2042" "2043" "2044" "2045"
"2046" "2047" "2048" "2049" "2050" "2051" "2052" "2053" "2054" "2055" "2056" "2057" "2058" "2059" "2060" "2061" "2062" "2063" "2064"
"2065" "2066" "2067" "2068" "2069" "2070" "2071" "2072" "2073" "2074" "2075" "2076" "2077" "2078" "2079" "2080" "2081" "2082" "2083"
"2084" "2085" "2086" "2087" "2088" "2089" "2090" "2091" "2092" "2093" "2094" "2095" "2096" "2097" "2098" "2099" "2100"
))
;; Vars
(define-data-var last-id uint u1048)
(define-data-var badgers-burned uint u0)
(define-data-var ipfs-root (string-ascii 102) "ipfs://ipfs/QmfJvo8zxL6FiTPewAzJnLxGqKvbXZ34BHxDkFEyduAoQw/bitcoin_badger_")
;; Errors
(define-constant ERR-ALL-MINTED (err u101))
(define-constant ERR-MIA-TRANSFER (err u102))
(define-constant ERR-NOT-AUTHORIZED (err u103))
(define-constant ERR-STX-TRANSFER (err u104))
(define-constant ERR-ALL-FIRST-PUBLIC-MINTED (err u105))
(define-constant ERR-ALL-WHITELIST-MINTED (err u106))
(define-constant ERR-V1-TRANSFER-POSSIBLY-STUCK (err u107))
;; Read Only
;; Get Lookup
(define-read-only (lookup (uid uint))
(ok (unwrap-panic (element-at LOOKUPS uid)))
)
;; v1 Burned
(define-read-only (burned)
(ok (var-get badgers-burned))
)
;; SIP009
(define-read-only (get-last-token-id)
(ok (var-get last-id))
)
(define-read-only (get-owner (id uint))
(ok (nft-get-owner? btc-badgers-nft-v2 id))
)
(define-read-only (get-token-uri (token-id uint))
(ok (some (concat (concat (var-get ipfs-root) (unwrap-panic (lookup token-id))) ".json")))
)
(define-public (transfer (id uint) (sender principal) (recipient principal))
(begin
(asserts! (is-eq tx-sender sender) (err u103))
(nft-transfer? btc-badgers-nft-v2 id sender recipient)
)
)
;; 1. v1 -> v2 "Burn"
;; Each Badger holder will call either burn one, burn two or burn ten to "burn" their v1 badger(s) & in exchange receive v2 badger(s)
;; general burn function (transfer v1, transfers v2)
(define-public (burn-one (id uint))
(begin
;; asserts that tx-sender is owner of associated v1 Badger
(asserts! (is-eq tx-sender (unwrap-panic (unwrap-panic (contract-call? 'SP38FN88VZ97GWV0E8THXRM6Z5VMFPHFY4J1JEC5S.btc-badgers get-owner id)))) ERR-NOT-AUTHORIZED)
;; transfers v1 Badger from tx-sender to us
(unwrap! (contract-call? 'SP38FN88VZ97GWV0E8THXRM6Z5VMFPHFY4J1JEC5S.btc-badgers transfer id tx-sender contract-owner) ERR-V1-TRANSFER-POSSIBLY-STUCK)
;; mints v2 Badger with same id to tx-sender
(try! (nft-mint? btc-badgers-nft-v2 id tx-sender))
(var-set badgers-burned (+ (var-get badgers-burned) u1))
(ok u1)
)
)
;; 1.5 Admin Mint/Aidrop For v1
;; Justttt in case we have some trouble unlisting from current marketplaces
;; This function accepts two inputs (principal - for recipient / original v1 owner & id - to specify which Badger)
(define-public (admin-mint-drop (recipient principal) (id uint))
(begin
;; check tx-sender is contract owner
(asserts! (is-eq tx-sender contract-owner) ERR-NOT-AUTHORIZED)
;; mint stuck badger (by id) & send to original recipient( by principal)
(try! (nft-mint? btc-badgers-nft-v2 id recipient))
(var-set badgers-burned (+ (var-get badgers-burned) u1))
(ok u1)
)
)
;; 2. 2nd / Final Mint
;; Last public mint (same time - block 40776) & same prices (69 stx & 5460 mia)
;; General claim function. Byz *always* sent mint-in-mia bool to FALSE; STX *always* set to TRUE
(define-public (claim-one (mint-in-mia bool))
(let (
(next-id (+ u1 (var-get last-id)))
)
(and
(asserts! (< (var-get last-id) btc-badgers-nft-limit) (err u101))
(asserts! (< block-height first-public-mint-over-block-height) (err u102))
)
(begin
(if mint-in-mia
(begin
;; allows for minting in MIA, sends price to us
(unwrap! (contract-call? 'SP466FNC0P7JWTNM2R9T199QRZN1MYEDTAR0KP27.miamicoin-token transfer mint-price-mia tx-sender contract-owner (some 0x00)) (err u102))
;; allows for minting in MIA, sends commission to Jamil
(unwrap! (contract-call? 'SP466FNC0P7JWTNM2R9T199QRZN1MYEDTAR0KP27.miamicoin-token transfer mint-commission-mia tx-sender commission-address-stxnft (some 0x00)) (err u102))
)
(unwrap! (stx-transfer? mint-price-stx tx-sender contract-owner) (err u104))
)
(try! (nft-mint? btc-badgers-nft-v2 next-id tx-sender))
(var-set last-id next-id)
(ok u1)
)
)
)
;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
;; Below here are list functions ;;
;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
;; Burn 2
(define-public (burn-two (id1 uint) (id2 uint))
(begin
(try! (burn-one id1))
(try! (burn-one id2))
(ok true)
)
)
;; Burn 10
(define-public (burn-ten (id1 uint) (id2 uint) (id3 uint) (id4 uint) (id5 uint) (id6 uint) (id7 uint) (id8 uint) (id9 uint) (id10 uint))
(begin
(try! (burn-one id1))
(try! (burn-one id2))
(try! (burn-one id3))
(try! (burn-one id4))
(try! (burn-one id5))
(try! (burn-one id6))
(try! (burn-one id7))
(try! (burn-one id8))
(try! (burn-one id9))
(try! (burn-one id10))
(ok true)
)
)
;; Mint 2
(define-public (claim-two (mint-in-mia bool))
(begin
(try! (claim-one mint-in-mia))
(try! (claim-one mint-in-mia))
(ok true)
)
)
;; Mint 4
(define-public (claim-four (mint-in-mia bool))
(begin
(try! (claim-one mint-in-mia))
(try! (claim-one mint-in-mia))
(try! (claim-one mint-in-mia))
(try! (claim-one mint-in-mia))
(ok true)
)
)